Previsão de Preço aelf - Projeção ELF
Previsão de Preço aelf até $0.096268 até 2026
| Ano | Preço Mínimo | Preço Máximo |
|---|---|---|
| 2026 | $0.03225 | $0.096268 |
| 2027 | $0.031046 | $0.081559 |
| 2028 | $0.056029 | $0.137234 |
| 2029 | $0.123081 | $0.404883 |
| 2030 | $0.104675 | $0.302648 |
| 2031 | $0.123759 | $0.276283 |
| 2032 | $0.1889089 | $0.512491 |
| 2033 | $0.438983 | $1.36 |
| 2034 | $0.352921 | $0.790587 |
| 2035 | $0.417262 | $0.9315093 |
Calculadora de lucro do investimento
Se você abrir um short de $10,000.00 em aelf hoje e fechar em Apr 06, 2026, nossa previsão mostra que pode lucrar cerca de $3,954.51, com um retorno de 39.55% nos próximos 90 dias.
Previsão de preço de longo prazo de aelf para os anos 2027, 2028, 2029, 2030, 2031, 2032 e 2037
[
'name' => 'aelf'
'name_with_ticker' => 'aelf <small>ELF</small>'
'name_lang' => 'aelf'
'name_lang_with_ticker' => 'aelf <small>ELF</small>'
'name_with_lang' => 'aelf'
'name_with_lang_with_ticker' => 'aelf <small>ELF</small>'
'image' => '/uploads/coins/aelf.png?1717109140'
'price_for_sd' => 0.09334
'ticker' => 'ELF'
'marketcap' => '$76.21M'
'low24h' => '$0.09089'
'high24h' => '$0.09369'
'volume24h' => '$2.55M'
'current_supply' => '816.32M'
'max_supply' => '996.45M'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.09334'
'change_24h_pct' => '2.4682%'
'ath_price' => '$2.6'
'ath_days' => 2919
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '9 de jan. de 2018'
'ath_pct' => '-96.42%'
'fdv' => '$93.03M'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => '-74.25%'
'change_30d_pct_is_increased' => false
'max_price' => '$4.60'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.094142'
'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' => '$0.082499'
'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' => '$0.03225'
'current_year_max_price_prediction' => '$0.096268'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.104675'
'grand_prediction_max_price' => '$0.302648'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.095112819701056
107 => 0.095467936443866
108 => 0.096268032598128
109 => 0.0894312985609
110 => 0.09250079142765
111 => 0.094303830914278
112 => 0.086157632918554
113 => 0.094142806771926
114 => 0.089312286231673
115 => 0.087672735008327
116 => 0.089880174736113
117 => 0.089019933327389
118 => 0.088280348279239
119 => 0.087867647114687
120 => 0.089488547224541
121 => 0.089412930297022
122 => 0.086760823114146
123 => 0.083301257407803
124 => 0.084462401215225
125 => 0.084040546784208
126 => 0.082511691905895
127 => 0.083541955499236
128 => 0.079005196038636
129 => 0.071199937186912
130 => 0.076356330265905
131 => 0.076157814741441
201 => 0.076057714212043
202 => 0.07993260109867
203 => 0.079560120133371
204 => 0.07888406353401
205 => 0.082499275596278
206 => 0.081179674562086
207 => 0.085246374012359
208 => 0.087924965287938
209 => 0.087245587897101
210 => 0.089764815938539
211 => 0.084489151623367
212 => 0.086241515685953
213 => 0.08660267549058
214 => 0.082454664440604
215 => 0.079621062625844
216 => 0.079432093690225
217 => 0.074519018637813
218 => 0.077143543673856
219 => 0.079453017095347
220 => 0.07834695854883
221 => 0.077996813455562
222 => 0.079785628799864
223 => 0.079924635072283
224 => 0.076755277329892
225 => 0.077414287165042
226 => 0.080162467728886
227 => 0.077345040065938
228 => 0.071871238341026
301 => 0.070513659832018
302 => 0.07033253383378
303 => 0.066650673246441
304 => 0.070604379719504
305 => 0.068878480891266
306 => 0.074330574610227
307 => 0.071216367918121
308 => 0.071082120691911
309 => 0.070879186319707
310 => 0.067710056816439
311 => 0.068403894768968
312 => 0.070710317797678
313 => 0.071533275518037
314 => 0.071447434285509
315 => 0.070699015066573
316 => 0.071041637552475
317 => 0.069937931147795
318 => 0.06954818944464
319 => 0.068318057422582
320 => 0.066510103182801
321 => 0.06676151030867
322 => 0.063179479882704
323 => 0.061227799593894
324 => 0.060687600212684
325 => 0.059965223023644
326 => 0.060769194638358
327 => 0.063169332440566
328 => 0.060274257033464
329 => 0.055310853313915
330 => 0.055609162334688
331 => 0.056279374135623
401 => 0.055030438878476
402 => 0.053848426472778
403 => 0.054876090359835
404 => 0.052773030772467
405 => 0.05653351883927
406 => 0.056431808175709
407 => 0.057833485579991
408 => 0.058709983226205
409 => 0.056689939921165
410 => 0.056181904492726
411 => 0.056471304561688
412 => 0.051688166068366
413 => 0.057442601119898
414 => 0.057492365713182
415 => 0.057066251052525
416 => 0.060130310069216
417 => 0.066596430298407
418 => 0.064163615769102
419 => 0.063221556451146
420 => 0.061430700999072
421 => 0.063816909558486
422 => 0.063633685971775
423 => 0.062805079427188
424 => 0.062303935603611
425 => 0.063227308464459
426 => 0.062189519487637
427 => 0.062003104070866
428 => 0.060873629467207
429 => 0.06047045842152
430 => 0.060171966629996
501 => 0.059843356496725
502 => 0.060568188566177
503 => 0.058925623737199
504 => 0.056944851576067
505 => 0.056780171803121
506 => 0.05723486713502
507 => 0.057033698298741
508 => 0.056779208684128
509 => 0.05629331870371
510 => 0.056149165525917
511 => 0.056617593420565
512 => 0.05608876563855
513 => 0.056869079837653
514 => 0.056656877552251
515 => 0.055471532835838
516 => 0.053994154448364
517 => 0.05398100268181
518 => 0.053662703931615
519 => 0.053257302616704
520 => 0.053144529245221
521 => 0.054789543373654
522 => 0.058194673388381
523 => 0.057526164888635
524 => 0.058009230791209
525 => 0.060385436923973
526 => 0.061140761398568
527 => 0.060604649977341
528 => 0.059870787598054
529 => 0.059903073818328
530 => 0.062410903723602
531 => 0.062567313998628
601 => 0.062962512303749
602 => 0.063470453808858
603 => 0.060691154612063
604 => 0.059772169076097
605 => 0.059336702745781
606 => 0.057995634995084
607 => 0.059441861589751
608 => 0.058599207286636
609 => 0.058712910141296
610 => 0.058638861008035
611 => 0.058679296841976
612 => 0.056532467706216
613 => 0.05731465940927
614 => 0.056014113994368
615 => 0.054272829676888
616 => 0.054266992281283
617 => 0.05469316915111
618 => 0.054439662472634
619 => 0.053757482519108
620 => 0.053854382961708
621 => 0.053005433121097
622 => 0.053957460843091
623 => 0.053984761591639
624 => 0.053618179061371
625 => 0.055084909121613
626 => 0.055685829624032
627 => 0.05544453714965
628 => 0.055668899900792
629 => 0.057553944434934
630 => 0.057861288944259
701 => 0.057997791073262
702 => 0.057814896303464
703 => 0.055703355054452
704 => 0.055797010887812
705 => 0.055109826524235
706 => 0.054529228150717
707 => 0.05455244904082
708 => 0.054850952077314
709 => 0.056154532344654
710 => 0.058897840167017
711 => 0.059001946693544
712 => 0.059128126840696
713 => 0.058614888769167
714 => 0.058460091255768
715 => 0.05866430913257
716 => 0.059694551314377
717 => 0.062344613914007
718 => 0.061407904799568
719 => 0.060646345708783
720 => 0.061314438346258
721 => 0.061211590721402
722 => 0.060343453265425
723 => 0.060319087538457
724 => 0.058652854200103
725 => 0.058036885673211
726 => 0.057522136267695
727 => 0.056960043354745
728 => 0.056626815834423
729 => 0.057138804754837
730 => 0.05725590267861
731 => 0.05613642995609
801 => 0.055983849960605
802 => 0.056898035551311
803 => 0.056495736557115
804 => 0.056909511049181
805 => 0.057005510280632
806 => 0.056990052193319
807 => 0.056570005839633
808 => 0.05683773085951
809 => 0.056204481374831
810 => 0.055515917671241
811 => 0.055076656927385
812 => 0.054693343668887
813 => 0.054906028142999
814 => 0.054147846827442
815 => 0.05390528936542
816 => 0.056747031646779
817 => 0.058846257223897
818 => 0.058815733652621
819 => 0.058629929262504
820 => 0.058353861627835
821 => 0.059674355247382
822 => 0.059214321674435
823 => 0.059549034535845
824 => 0.059634233006928
825 => 0.05989210311876
826 => 0.059984269519055
827 => 0.059705678643683
828 => 0.058770693638926
829 => 0.056440799902779
830 => 0.055356228079175
831 => 0.054998301312413
901 => 0.055011311270585
902 => 0.054652438545188
903 => 0.054758142646364
904 => 0.054615678972554
905 => 0.05434588724002
906 => 0.054889369263768
907 => 0.05495200050412
908 => 0.05482514530565
909 => 0.054855024297115
910 => 0.053804717434353
911 => 0.053884569983982
912 => 0.053439940840475
913 => 0.053356578236152
914 => 0.052232594479655
915 => 0.05024129433097
916 => 0.051344667913524
917 => 0.050011947783602
918 => 0.049507226476396
919 => 0.051896498644444
920 => 0.051656681986866
921 => 0.051246220114888
922 => 0.050639061458483
923 => 0.050413860406763
924 => 0.049045610106499
925 => 0.048964766579428
926 => 0.049642908374104
927 => 0.049329969269295
928 => 0.048890484246837
929 => 0.047298714045375
930 => 0.045509037321929
1001 => 0.045563056412703
1002 => 0.046132319280312
1003 => 0.047787527843442
1004 => 0.047140809222428
1005 => 0.046671607442642
1006 => 0.046583740053441
1007 => 0.047683584392122
1008 => 0.049240094555869
1009 => 0.049970374299747
1010 => 0.04924668925249
1011 => 0.04841535883617
1012 => 0.048465958066598
1013 => 0.048802572077775
1014 => 0.048837945450883
1015 => 0.048296834812007
1016 => 0.048449154287277
1017 => 0.048217767075957
1018 => 0.046797744187195
1019 => 0.046772060476079
1020 => 0.046423563958214
1021 => 0.046413011622154
1022 => 0.045820132108736
1023 => 0.045737184166427
1024 => 0.044559985907321
1025 => 0.045334821366349
1026 => 0.04481510242112
1027 => 0.044031763381355
1028 => 0.043896715435641
1029 => 0.043892655731318
1030 => 0.044696969773753
1031 => 0.045325422488468
1101 => 0.044824143154683
1102 => 0.044710011567272
1103 => 0.045928638328243
1104 => 0.04577355696488
1105 => 0.045639257504375
1106 => 0.049100726142659
1107 => 0.046360703613691
1108 => 0.045165897396043
1109 => 0.043687097814156
1110 => 0.044168602414773
1111 => 0.044270062508897
1112 => 0.04071381608812
1113 => 0.039271047358113
1114 => 0.038775943499567
1115 => 0.038491004229233
1116 => 0.038620854632766
1117 => 0.037322193555867
1118 => 0.038194915277415
1119 => 0.037070384557908
1120 => 0.036881853323243
1121 => 0.038892653552346
1122 => 0.039172444657301
1123 => 0.03797876887928
1124 => 0.038745301967324
1125 => 0.038467346413992
1126 => 0.037089661409495
1127 => 0.037037043975888
1128 => 0.036345770068601
1129 => 0.035264060260701
1130 => 0.034769689852342
1201 => 0.034512217451348
1202 => 0.034618455582035
1203 => 0.034564738332219
1204 => 0.034214196941422
1205 => 0.034584830954411
1206 => 0.033638014207774
1207 => 0.033260984150242
1208 => 0.033090688420286
1209 => 0.032250334060907
1210 => 0.033587711553958
1211 => 0.033851191767927
1212 => 0.034115191119311
1213 => 0.036413125233093
1214 => 0.036298326938662
1215 => 0.037336047611274
1216 => 0.037295723694182
1217 => 0.036999748948393
1218 => 0.035751080181391
1219 => 0.036248777296537
1220 => 0.034716942935421
1221 => 0.035864697393381
1222 => 0.03534091019014
1223 => 0.035687604413083
1224 => 0.035064216940074
1225 => 0.035409225306675
1226 => 0.033913672701131
1227 => 0.032517146721067
1228 => 0.033079149542579
1229 => 0.033690110882382
1230 => 0.035014830737129
1231 => 0.034225838520343
]
'min_raw' => 0.032250334060907
'max_raw' => 0.096268032598128
'avg_raw' => 0.064259183329517
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.03225'
'max' => '$0.096268'
'avg' => '$0.064259'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.061093665939093
'max_diff' => 0.002924032598128
'year' => 2026
]
1 => [
'items' => [
101 => 0.034509589956598
102 => 0.033559070144561
103 => 0.031597876269767
104 => 0.031608976414113
105 => 0.031307289463407
106 => 0.031046587890981
107 => 0.034316463767548
108 => 0.033909803013209
109 => 0.033261842323613
110 => 0.034129163455571
111 => 0.034358496929098
112 => 0.034365025730685
113 => 0.034997800839763
114 => 0.035335513028909
115 => 0.035395036265974
116 => 0.036390721572119
117 => 0.036724462153333
118 => 0.038099092374615
119 => 0.035306860509123
120 => 0.035249356331333
121 => 0.034141368442551
122 => 0.033438665006891
123 => 0.03418948314798
124 => 0.034854605524088
125 => 0.034162035648799
126 => 0.034252470653563
127 => 0.033322752181025
128 => 0.033655082787637
129 => 0.033941330675819
130 => 0.033783281416838
131 => 0.033546674026473
201 => 0.034800073074203
202 => 0.03472935138782
203 => 0.035896545396585
204 => 0.036806456593262
205 => 0.03843718012379
206 => 0.036735435108144
207 => 0.03667341675595
208 => 0.037279656096703
209 => 0.036724369341248
210 => 0.037075291402848
211 => 0.038380641154432
212 => 0.03840822113774
213 => 0.037946220882534
214 => 0.037918108125018
215 => 0.038006840327759
216 => 0.038526547610715
217 => 0.038344945917059
218 => 0.038555099994551
219 => 0.038817900886448
220 => 0.039904956800603
221 => 0.040167042301296
222 => 0.039530310410365
223 => 0.039587800170932
224 => 0.039349644965043
225 => 0.03911959002023
226 => 0.039636719939343
227 => 0.040581785030735
228 => 0.040575905829851
301 => 0.040795142561614
302 => 0.040931725229247
303 => 0.040345412435142
304 => 0.039963744365499
305 => 0.04011010018957
306 => 0.040344126339476
307 => 0.040034208663282
308 => 0.038121253197978
309 => 0.038701521686083
310 => 0.038604936635983
311 => 0.038467387779497
312 => 0.03905085223137
313 => 0.038994575661616
314 => 0.037308873909469
315 => 0.037416787066395
316 => 0.037315436465961
317 => 0.037642920990346
318 => 0.036706684102219
319 => 0.036994664263355
320 => 0.037175282720774
321 => 0.037281668379769
322 => 0.037666006329391
323 => 0.037620908707015
324 => 0.037663202997865
325 => 0.038233074715697
326 => 0.041115290308137
327 => 0.041272162943583
328 => 0.040499664713175
329 => 0.040808262519369
330 => 0.040215822214398
331 => 0.04061353136013
401 => 0.040885633856923
402 => 0.039656054996216
403 => 0.039583247315986
404 => 0.038988361799133
405 => 0.039308019579852
406 => 0.038799421066521
407 => 0.038924213351672
408 => 0.038575283243194
409 => 0.039203287967162
410 => 0.039905494830626
411 => 0.040082900015326
412 => 0.039616223352114
413 => 0.039278318692457
414 => 0.038685069422815
415 => 0.039671656179652
416 => 0.039960164213038
417 => 0.039670140769774
418 => 0.039602936000833
419 => 0.039475583085125
420 => 0.039629954523936
421 => 0.039958592936328
422 => 0.039803613130043
423 => 0.039905980022487
424 => 0.039515862988771
425 => 0.040345606529073
426 => 0.041663438959732
427 => 0.041667676006484
428 => 0.041512695364799
429 => 0.041449280625327
430 => 0.041608300168706
501 => 0.041694561747667
502 => 0.04220880179176
503 => 0.042760601847299
504 => 0.045335611937274
505 => 0.044612559408078
506 => 0.04689726154794
507 => 0.048704164309127
508 => 0.049245975440925
509 => 0.048747534693855
510 => 0.047042395823365
511 => 0.046958733575585
512 => 0.049506930939158
513 => 0.048786948469115
514 => 0.048701308845269
515 => 0.047790247937972
516 => 0.048328797771273
517 => 0.048211009022681
518 => 0.048025073720605
519 => 0.049052589286836
520 => 0.050976006699875
521 => 0.050676224058359
522 => 0.050452450222983
523 => 0.049471938415952
524 => 0.050062425529026
525 => 0.049852164378096
526 => 0.050755579717513
527 => 0.050220416483542
528 => 0.048781493893782
529 => 0.049010647058952
530 => 0.048976011019029
531 => 0.049688818266314
601 => 0.049474851223643
602 => 0.048934230519899
603 => 0.050969432668259
604 => 0.050837277961134
605 => 0.051024643121066
606 => 0.051107127058928
607 => 0.05234591874235
608 => 0.052853412058136
609 => 0.05296862192574
610 => 0.053450701324795
611 => 0.052956627351127
612 => 0.05493327551457
613 => 0.056247631202642
614 => 0.057774322970462
615 => 0.06000522997931
616 => 0.06084407165168
617 => 0.060692542411747
618 => 0.062383990644865
619 => 0.065423485520997
620 => 0.061306911228697
621 => 0.065641673954312
622 => 0.064269338122625
623 => 0.061015554552962
624 => 0.060806049250664
625 => 0.063009549261244
626 => 0.067896700205694
627 => 0.066672524323716
628 => 0.067898702518887
629 => 0.06646830052193
630 => 0.066397269006407
701 => 0.067829231086612
702 => 0.071175088539202
703 => 0.069585597081068
704 => 0.067306671316537
705 => 0.068989394637054
706 => 0.067531663968131
707 => 0.064246988777922
708 => 0.06667158821949
709 => 0.06505032762153
710 => 0.065523497654969
711 => 0.068931146287567
712 => 0.068521128988573
713 => 0.069051729340051
714 => 0.068115233607921
715 => 0.06724039892229
716 => 0.065607455015482
717 => 0.065124020827838
718 => 0.065257624645162
719 => 0.065123954620421
720 => 0.064210337512091
721 => 0.064013041984533
722 => 0.063684207461555
723 => 0.063786127030335
724 => 0.063167821923203
725 => 0.064334691408714
726 => 0.064551272667644
727 => 0.065400422970359
728 => 0.065488584571735
729 => 0.067853456077899
730 => 0.066550924592355
731 => 0.067424775168016
801 => 0.067346609747528
802 => 0.061086073909251
803 => 0.06194872051059
804 => 0.063290727908858
805 => 0.062686155394986
806 => 0.061831431308553
807 => 0.061141195781352
808 => 0.060095418377436
809 => 0.061567329991071
810 => 0.063502737242653
811 => 0.065537669693543
812 => 0.067982507699232
813 => 0.067436848317414
814 => 0.065491965147621
815 => 0.06557921118588
816 => 0.066118531864345
817 => 0.065420062583282
818 => 0.065214070356556
819 => 0.066090231695619
820 => 0.066096265337232
821 => 0.065292592016535
822 => 0.064399456191246
823 => 0.064395713919527
824 => 0.064236789026085
825 => 0.06649657290742
826 => 0.067739225552234
827 => 0.067881693675327
828 => 0.067729636312423
829 => 0.067788157156464
830 => 0.067065084962429
831 => 0.068717813577594
901 => 0.070234520792788
902 => 0.069828010859393
903 => 0.06921859468044
904 => 0.068733165340445
905 => 0.069713659134056
906 => 0.069669999288867
907 => 0.07022127367841
908 => 0.070196264687785
909 => 0.07001089184506
910 => 0.069828017479641
911 => 0.070553093667349
912 => 0.070344283369656
913 => 0.070135148731896
914 => 0.069715697198957
915 => 0.069772707628636
916 => 0.069163396673979
917 => 0.068881501546183
918 => 0.06464247518511
919 => 0.063509668827249
920 => 0.063866072767832
921 => 0.063983410199096
922 => 0.063490411420424
923 => 0.064197245028044
924 => 0.064087085759019
925 => 0.06451565103378
926 => 0.06424790205625
927 => 0.064258890567683
928 => 0.065046283220497
929 => 0.065274866657417
930 => 0.065158607276505
1001 => 0.065240031361757
1002 => 0.06711641503944
1003 => 0.066849653283846
1004 => 0.066707941417945
1005 => 0.066747196573276
1006 => 0.067226652833044
1007 => 0.067360874408437
1008 => 0.066792168161912
1009 => 0.067060373315425
1010 => 0.068202356818782
1011 => 0.068601986414289
1012 => 0.069877412250058
1013 => 0.069335588686137
1014 => 0.070330129287288
1015 => 0.073387008031353
1016 => 0.075829054292032
1017 => 0.073583247628882
1018 => 0.078067754593902
1019 => 0.081559586530487
1020 => 0.081425564204811
1021 => 0.080816682539139
1022 => 0.076841324714492
1023 => 0.073183141175005
1024 => 0.076243367040464
1025 => 0.076251168185536
1026 => 0.075988292069713
1027 => 0.074355591091251
1028 => 0.075931477614747
1029 => 0.076056565764203
1030 => 0.075986549664131
1031 => 0.074734761652014
1101 => 0.072823512726607
1102 => 0.073196966191748
1103 => 0.073808690585894
1104 => 0.072650568688699
1105 => 0.072280478569465
1106 => 0.072968546513647
1107 => 0.07518564479445
1108 => 0.07476651520724
1109 => 0.074755570039883
1110 => 0.076548784152573
1111 => 0.075265229847713
1112 => 0.073201676635907
1113 => 0.072680602235003
1114 => 0.07083113914957
1115 => 0.07210856989024
1116 => 0.072154542348431
1117 => 0.071454906586792
1118 => 0.073258448222051
1119 => 0.073241828268375
1120 => 0.074954022629308
1121 => 0.078227095176577
1122 => 0.077259086566231
1123 => 0.076133397871436
1124 => 0.076255791444522
1125 => 0.077598146848197
1126 => 0.076786528128142
1127 => 0.07707839187868
1128 => 0.077597705077454
1129 => 0.077911019624096
1130 => 0.076210710302898
1201 => 0.07581428686493
1202 => 0.075003343636568
1203 => 0.074791783685261
1204 => 0.075452280023876
1205 => 0.075278262574331
1206 => 0.072150678541334
1207 => 0.071823828608173
1208 => 0.071833852628989
1209 => 0.071011972931187
1210 => 0.069758409118311
1211 => 0.073052699972144
1212 => 0.07278812231301
1213 => 0.072496049054011
1214 => 0.072531826361691
1215 => 0.073961766367464
1216 => 0.073132328950414
1217 => 0.075337524265759
1218 => 0.074884202403163
1219 => 0.074419254545331
1220 => 0.074354984588721
1221 => 0.074176019330943
1222 => 0.073562280871983
1223 => 0.072821154802825
1224 => 0.072331799176726
1225 => 0.066722261296092
1226 => 0.067763358897557
1227 => 0.06896104678901
1228 => 0.069374483849707
1229 => 0.068667271148411
1230 => 0.073590205939942
1231 => 0.074489673564935
]
'min_raw' => 0.031046587890981
'max_raw' => 0.081559586530487
'avg_raw' => 0.056303087210734
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.031046'
'max' => '$0.081559'
'avg' => '$0.056303'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.0012037461699256
'max_diff' => -0.014708446067641
'year' => 2027
]
2 => [
'items' => [
101 => 0.071765127458011
102 => 0.071255476123889
103 => 0.07362361859656
104 => 0.072195339191896
105 => 0.072838493320361
106 => 0.071448345881119
107 => 0.074273018153561
108 => 0.074251498883465
109 => 0.073152637571369
110 => 0.074081387627675
111 => 0.073919994449975
112 => 0.072679382734994
113 => 0.074312347757765
114 => 0.074313157688043
115 => 0.073255527566455
116 => 0.072020447129445
117 => 0.071799643918605
118 => 0.071633298359976
119 => 0.072797582510106
120 => 0.073841476038492
121 => 0.075783903091665
122 => 0.076272275403761
123 => 0.078178425050658
124 => 0.077043405744672
125 => 0.077546545102055
126 => 0.078092774047901
127 => 0.078354656291444
128 => 0.077927933228967
129 => 0.080888968233094
130 => 0.08113897031121
131 => 0.081222793845493
201 => 0.080224349502177
202 => 0.08111120176785
203 => 0.080696272962202
204 => 0.081775802443956
205 => 0.08194508645082
206 => 0.08180170891946
207 => 0.081855442335205
208 => 0.079328721321551
209 => 0.079197697507478
210 => 0.077411178505566
211 => 0.078139198204127
212 => 0.076778200272559
213 => 0.077209786736491
214 => 0.077400025937486
215 => 0.077300655774866
216 => 0.078180359345572
217 => 0.077432431598906
218 => 0.075458527304749
219 => 0.073484085221686
220 => 0.073459297709679
221 => 0.072939461961006
222 => 0.072563715927382
223 => 0.072636097943765
224 => 0.072891181610432
225 => 0.072548890000959
226 => 0.072621935270465
227 => 0.073834973442354
228 => 0.074078239596733
229 => 0.073251526153929
301 => 0.069932152386887
302 => 0.069117569738437
303 => 0.069703075592267
304 => 0.069423241505542
305 => 0.056029974156818
306 => 0.059176523655258
307 => 0.057306950790009
308 => 0.058168535981228
309 => 0.056260186209355
310 => 0.057170950745674
311 => 0.057002765791611
312 => 0.062062324271935
313 => 0.061983326225459
314 => 0.062021138409823
315 => 0.060216264331005
316 => 0.063091477746234
317 => 0.064507911263906
318 => 0.064245767116942
319 => 0.064311743151059
320 => 0.063178056295873
321 => 0.062032114976698
322 => 0.060761089694629
323 => 0.063122497565241
324 => 0.062859949320606
325 => 0.063462140531923
326 => 0.064993682332936
327 => 0.065219207680896
328 => 0.065522316035608
329 => 0.065413673267166
330 => 0.068001984778269
331 => 0.067688523176045
401 => 0.068443875448346
402 => 0.066890058515507
403 => 0.065131767166343
404 => 0.065465960868944
405 => 0.065433775327968
406 => 0.065024016450492
407 => 0.064654104457465
408 => 0.064038305211132
409 => 0.06598678514767
410 => 0.065907680420589
411 => 0.067188294002848
412 => 0.066961933112967
413 => 0.065450239690436
414 => 0.065504230116758
415 => 0.065867341680691
416 => 0.067124074949399
417 => 0.067497158948477
418 => 0.067324331575277
419 => 0.067733401148335
420 => 0.06805671305977
421 => 0.067774004146613
422 => 0.07177656617657
423 => 0.070114423364081
424 => 0.070924540205773
425 => 0.071117748299031
426 => 0.070622849830879
427 => 0.070730175587636
428 => 0.070892744864604
429 => 0.071879833680026
430 => 0.074470240348144
501 => 0.075617513827959
502 => 0.079069142697458
503 => 0.075522248736278
504 => 0.075311790727128
505 => 0.075933533315731
506 => 0.077960004854149
507 => 0.079602269699244
508 => 0.080147103692894
509 => 0.080219112499383
510 => 0.081241257291349
511 => 0.081827131624232
512 => 0.081117142028528
513 => 0.080515500185177
514 => 0.07836049378083
515 => 0.078609941640021
516 => 0.080328390024306
517 => 0.082755799583213
518 => 0.084838769513675
519 => 0.084109386042858
520 => 0.089674067060704
521 => 0.09022578245394
522 => 0.090149553225689
523 => 0.091406442997739
524 => 0.088911772761371
525 => 0.087845252903364
526 => 0.080645581980635
527 => 0.082668395839161
528 => 0.085608674578221
529 => 0.085219517661627
530 => 0.083084208647446
531 => 0.08483714969031
601 => 0.084257572562004
602 => 0.083800436034233
603 => 0.085894667088231
604 => 0.08359197401809
605 => 0.085585703453378
606 => 0.083028724830131
607 => 0.084112717805114
608 => 0.083497390965673
609 => 0.083895582842413
610 => 0.081567761267389
611 => 0.082823797284597
612 => 0.08151550603961
613 => 0.081514885739215
614 => 0.08148600513747
615 => 0.083025203985346
616 => 0.083075397204516
617 => 0.081937926930335
618 => 0.081773999693201
619 => 0.082380124606631
620 => 0.08167051107737
621 => 0.082002534781457
622 => 0.081680567737129
623 => 0.081608086173788
624 => 0.08103054074536
625 => 0.080781718294851
626 => 0.08087928798906
627 => 0.080546232322099
628 => 0.080345554235605
629 => 0.081446085215072
630 => 0.080858115908036
701 => 0.081355970486102
702 => 0.080788602360139
703 => 0.078821857245026
704 => 0.077690761331373
705 => 0.073975762126294
706 => 0.075029331292412
707 => 0.075727848739545
708 => 0.075496988727435
709 => 0.075992965364413
710 => 0.076023414301768
711 => 0.075862167241203
712 => 0.075675463802096
713 => 0.075584586893287
714 => 0.076261908917496
715 => 0.076655117150161
716 => 0.075797954310322
717 => 0.075597133049931
718 => 0.076463772006265
719 => 0.076992421268988
720 => 0.08089567040257
721 => 0.080606505099426
722 => 0.081332253264494
723 => 0.08125054515862
724 => 0.082011244856361
725 => 0.083254667366487
726 => 0.080726441736998
727 => 0.081165254286813
728 => 0.08105766758326
729 => 0.082232271001902
730 => 0.082235937985563
731 => 0.081531704560294
801 => 0.081913480925015
802 => 0.081700383831715
803 => 0.082085479081108
804 => 0.080602643120507
805 => 0.082408577258268
806 => 0.083432425542554
807 => 0.083446641676974
808 => 0.083931937637963
809 => 0.084425026440775
810 => 0.085371467458787
811 => 0.084398630714464
812 => 0.082648592115175
813 => 0.082774939249453
814 => 0.081748892259004
815 => 0.081766140294284
816 => 0.081674068930207
817 => 0.081950382024612
818 => 0.080663278306295
819 => 0.080965358976358
820 => 0.080542444269288
821 => 0.081164334952833
822 => 0.080495283379552
823 => 0.081057615701694
824 => 0.081300299690319
825 => 0.082195808832957
826 => 0.080363015951068
827 => 0.076625827195725
828 => 0.077411429581132
829 => 0.076249461945379
830 => 0.076357006473991
831 => 0.076574263537371
901 => 0.075870062312868
902 => 0.076004401714572
903 => 0.075999602165811
904 => 0.075958242247517
905 => 0.075775052311482
906 => 0.075509390661207
907 => 0.07656770490956
908 => 0.076747533122961
909 => 0.07714726896535
910 => 0.078336611688889
911 => 0.078217768304175
912 => 0.078411606795409
913 => 0.077988458457402
914 => 0.076376635111772
915 => 0.076464164874156
916 => 0.075372667334661
917 => 0.077119356919245
918 => 0.076705717770439
919 => 0.076439041920322
920 => 0.076366276943884
921 => 0.077558567817989
922 => 0.077915319934391
923 => 0.077693015956194
924 => 0.077237064011267
925 => 0.078112626535618
926 => 0.078346890130117
927 => 0.078399333109617
928 => 0.079950662030305
929 => 0.078486035163169
930 => 0.078838585407227
1001 => 0.081589081771469
1002 => 0.079094761111655
1003 => 0.080416058395147
1004 => 0.080351387768819
1005 => 0.081027318748792
1006 => 0.080295941699515
1007 => 0.080305007994588
1008 => 0.080905188913273
1009 => 0.080062343056179
1010 => 0.079853642568995
1011 => 0.079565324340691
1012 => 0.080194856644281
1013 => 0.080572232788986
1014 => 0.083613607363074
1015 => 0.085578474041466
1016 => 0.08549317399699
1017 => 0.08627265672851
1018 => 0.085921492618716
1019 => 0.084787491075782
1020 => 0.086723093432815
1021 => 0.086110587858007
1022 => 0.0861610820734
1023 => 0.086159202676181
1024 => 0.086566465337262
1025 => 0.086277882416812
1026 => 0.085709055858175
1027 => 0.086086669473822
1028 => 0.087208046912955
1029 => 0.090688836892086
1030 => 0.09263673307874
1031 => 0.090571571095798
1101 => 0.091996092178011
1102 => 0.091141887137444
1103 => 0.090986652671174
1104 => 0.091881357182085
1105 => 0.092777627754802
1106 => 0.092720539194005
1107 => 0.092069892782215
1108 => 0.091702359133736
1109 => 0.094485447052821
1110 => 0.096535978822937
1111 => 0.096396146303154
1112 => 0.097013321569503
1113 => 0.098825367240014
1114 => 0.09899103798683
1115 => 0.09897016728063
1116 => 0.098559535048692
1117 => 0.10034372933518
1118 => 0.10183213559887
1119 => 0.098464485551304
1120 => 0.099746842603641
1121 => 0.1003225339994
1122 => 0.10116781976831
1123 => 0.10259395854681
1124 => 0.10414312352489
1125 => 0.10436219243852
1126 => 0.10420675256089
1127 => 0.10318503661406
1128 => 0.10488015141845
1129 => 0.10587310991554
1130 => 0.1064643939771
1201 => 0.10796379197693
1202 => 0.10032608927347
1203 => 0.094919743681507
1204 => 0.094075464748745
1205 => 0.095792339158146
1206 => 0.096245065248088
1207 => 0.096062571928902
1208 => 0.08997723844171
1209 => 0.094043426727324
1210 => 0.098418303427822
1211 => 0.098586360259135
1212 => 0.10077651500976
1213 => 0.10148971917404
1214 => 0.10325308081844
1215 => 0.10314278206747
1216 => 0.10357213256667
1217 => 0.10347343232222
1218 => 0.10673968844887
1219 => 0.1103428540003
1220 => 0.11021808783461
1221 => 0.10970009015588
1222 => 0.11046940504053
1223 => 0.11418825802829
1224 => 0.11384588563858
1225 => 0.11417847125197
1226 => 0.1185632085099
1227 => 0.12426399066682
1228 => 0.12161540500576
1229 => 0.12736207378026
1230 => 0.13097929715599
1231 => 0.13723491095643
]
'min_raw' => 0.056029974156818
'max_raw' => 0.13723491095643
'avg_raw' => 0.096632442556624
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.056029'
'max' => '$0.137234'
'avg' => '$0.096632'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.024983386265837
'max_diff' => 0.055675324425944
'year' => 2028
]
3 => [
'items' => [
101 => 0.13645167729907
102 => 0.13888694184577
103 => 0.13504952558659
104 => 0.12623804218575
105 => 0.12484359120856
106 => 0.12763531737801
107 => 0.13449850375295
108 => 0.12741917121506
109 => 0.12885131096733
110 => 0.12843885462233
111 => 0.12841687657653
112 => 0.12925568919349
113 => 0.12803894774307
114 => 0.12308172418647
115 => 0.12535359052936
116 => 0.12447631383039
117 => 0.12544971773321
118 => 0.13070277713442
119 => 0.12838027435585
120 => 0.12593370634343
121 => 0.1290022455679
122 => 0.13290955046514
123 => 0.13266503834678
124 => 0.13219058263901
125 => 0.13486506462201
126 => 0.13928252530823
127 => 0.14047654718092
128 => 0.14135794971664
129 => 0.1414794802349
130 => 0.14273132010375
131 => 0.13599986162467
201 => 0.14668285910708
202 => 0.14852751766044
203 => 0.14818079830567
204 => 0.15023105865264
205 => 0.14962782004848
206 => 0.14875382195628
207 => 0.1520039207091
208 => 0.14827794475844
209 => 0.1429893909838
210 => 0.1400879857873
211 => 0.14390879019974
212 => 0.14624202212671
213 => 0.14778414000902
214 => 0.14825078394843
215 => 0.1365224055844
216 => 0.13020146013187
217 => 0.13425311369716
218 => 0.13919641067699
219 => 0.13597240136036
220 => 0.13609877642171
221 => 0.13150218639094
222 => 0.13960310690003
223 => 0.13842287092132
224 => 0.14454593726667
225 => 0.14308461834267
226 => 0.14807774125124
227 => 0.14676288465164
228 => 0.15222078088392
301 => 0.15439808345762
302 => 0.15805411334895
303 => 0.16074350381972
304 => 0.16232276534401
305 => 0.16222795240575
306 => 0.16848577334993
307 => 0.16479575497076
308 => 0.16016022221596
309 => 0.16007638005335
310 => 0.16247718815306
311 => 0.16750862330053
312 => 0.16881320122986
313 => 0.16954228231856
314 => 0.16842566925172
315 => 0.16442041876713
316 => 0.16269097191497
317 => 0.16416451073991
318 => 0.16236249937964
319 => 0.16547327654255
320 => 0.16974503801338
321 => 0.16886293616203
322 => 0.171811670399
323 => 0.17486330011837
324 => 0.17922726767433
325 => 0.18036817039071
326 => 0.18225403919624
327 => 0.18419521767277
328 => 0.1848186718832
329 => 0.18600903941739
330 => 0.18600276559291
331 => 0.18959001827818
401 => 0.19354686907801
402 => 0.19504048865364
403 => 0.19847498450913
404 => 0.19259353071569
405 => 0.19705468097928
406 => 0.20107875018688
407 => 0.19628108898468
408 => 0.20289354724022
409 => 0.20315029401013
410 => 0.20702686541197
411 => 0.20309721763499
412 => 0.2007638053289
413 => 0.20750027922476
414 => 0.21075984674603
415 => 0.20977803848138
416 => 0.20230642910957
417 => 0.19795763198278
418 => 0.18657599108163
419 => 0.20005803637933
420 => 0.20662474736719
421 => 0.20228942291451
422 => 0.20447590839768
423 => 0.21640466422354
424 => 0.22094636211228
425 => 0.22000172070029
426 => 0.22016134954879
427 => 0.22261196729191
428 => 0.23347935594474
429 => 0.22696736475987
430 => 0.23194553802105
501 => 0.23458594316864
502 => 0.2370384986211
503 => 0.23101579756797
504 => 0.2231803519889
505 => 0.22069853746437
506 => 0.2018583603376
507 => 0.20087764729941
508 => 0.20032714335243
509 => 0.19685629383703
510 => 0.19412915686362
511 => 0.19196043629026
512 => 0.18626906587099
513 => 0.18818973631556
514 => 0.17911887974856
515 => 0.18492209232871
516 => 0.17044478622429
517 => 0.18250191694353
518 => 0.17593976886351
519 => 0.18034607481083
520 => 0.18033070162448
521 => 0.17221729535488
522 => 0.16753765194105
523 => 0.17051970285879
524 => 0.17371669815811
525 => 0.17423539988944
526 => 0.17838038774511
527 => 0.17953716475942
528 => 0.17603207640132
529 => 0.17014477623416
530 => 0.17151226178797
531 => 0.16750993988995
601 => 0.16049602471074
602 => 0.16553354104366
603 => 0.16725357060367
604 => 0.1680132336453
605 => 0.16111585362015
606 => 0.15894854706685
607 => 0.15779469124333
608 => 0.1692544110865
609 => 0.16988220040837
610 => 0.16667034147725
611 => 0.18118824840687
612 => 0.17790239894221
613 => 0.1815734978469
614 => 0.17138817680727
615 => 0.17177726978734
616 => 0.16695537558016
617 => 0.16965531413709
618 => 0.16774708458814
619 => 0.16943718578301
620 => 0.17045022547066
621 => 0.17527132845244
622 => 0.18255696619533
623 => 0.17455121643658
624 => 0.17106299662224
625 => 0.17322706857656
626 => 0.17899027736899
627 => 0.18772183370275
628 => 0.18255257661421
629 => 0.18484660513043
630 => 0.18534774830699
701 => 0.18153612950621
702 => 0.18786237352477
703 => 0.19125265908863
704 => 0.1947303905564
705 => 0.19775000734604
706 => 0.19334130813122
707 => 0.19805924825329
708 => 0.19425742134344
709 => 0.19084678957967
710 => 0.19085196210021
711 => 0.18871242297341
712 => 0.18456679631597
713 => 0.18380227915501
714 => 0.18777939397418
715 => 0.19096866342498
716 => 0.19123134693252
717 => 0.19299709037106
718 => 0.19404203914939
719 => 0.20428395771596
720 => 0.20840334208904
721 => 0.21344044732447
722 => 0.21540268368937
723 => 0.22130831164704
724 => 0.21653903743957
725 => 0.21550717496464
726 => 0.20118205325551
727 => 0.20352779113287
728 => 0.20728354380457
729 => 0.20124398423374
730 => 0.20507469466645
731 => 0.2058309580514
801 => 0.20103876231059
802 => 0.20359848111431
803 => 0.19680062687535
804 => 0.18270514084135
805 => 0.18787806583013
806 => 0.1916870798096
807 => 0.18625114721286
808 => 0.19599484599287
809 => 0.19030277831636
810 => 0.18849866613034
811 => 0.18146018128024
812 => 0.18478207519336
813 => 0.18927498427579
814 => 0.18649888881959
815 => 0.19225970372404
816 => 0.20041855398195
817 => 0.20623303654367
818 => 0.20667940031604
819 => 0.20294107756893
820 => 0.20893176362883
821 => 0.2089753992366
822 => 0.20221788088836
823 => 0.19807893852608
824 => 0.19713856211297
825 => 0.19948780676459
826 => 0.20234022346615
827 => 0.20683768959117
828 => 0.20955541417765
829 => 0.21664179852944
830 => 0.21855917095247
831 => 0.22066578193439
901 => 0.223480863861
902 => 0.22686109148608
903 => 0.21946534587886
904 => 0.21975919263923
905 => 0.21287237673086
906 => 0.20551282626345
907 => 0.2110978076873
908 => 0.21839942796003
909 => 0.21672442820189
910 => 0.21653595651196
911 => 0.21685291361673
912 => 0.21559001849948
913 => 0.2098779906892
914 => 0.20700944608206
915 => 0.21071060046904
916 => 0.2126775993063
917 => 0.21572824296255
918 => 0.21535218674064
919 => 0.22321031718394
920 => 0.22626374905667
921 => 0.22548255051991
922 => 0.22562630985127
923 => 0.23115440240594
924 => 0.23730277826568
925 => 0.24306154360798
926 => 0.24891960705889
927 => 0.2418574829247
928 => 0.23827177182063
929 => 0.24197131039939
930 => 0.24000828315472
1001 => 0.25128841997428
1002 => 0.2520694321735
1003 => 0.26334875331078
1004 => 0.27405417218663
1005 => 0.26733029039821
1006 => 0.2736706080744
1007 => 0.28052817857489
1008 => 0.29375754467105
1009 => 0.28930235958457
1010 => 0.28588975762998
1011 => 0.28266486527247
1012 => 0.28937535433121
1013 => 0.2980082913026
1014 => 0.299867743241
1015 => 0.30288076574651
1016 => 0.29971294099683
1017 => 0.30352823698337
1018 => 0.31699790834187
1019 => 0.31335828424072
1020 => 0.30818943291833
1021 => 0.31882244481487
1022 => 0.32267049048545
1023 => 0.34967809023869
1024 => 0.38377630055546
1025 => 0.36965941758339
1026 => 0.36089661277367
1027 => 0.36295607976046
1028 => 0.37540759187088
1029 => 0.37940662236951
1030 => 0.36853587892576
1031 => 0.37237560928691
1101 => 0.39353290109081
1102 => 0.40488310933641
1103 => 0.38946800200255
1104 => 0.34693833224042
1105 => 0.30772403441037
1106 => 0.31812543203775
1107 => 0.31694623633975
1108 => 0.33967710695713
1109 => 0.31327148040961
1110 => 0.31371608343967
1111 => 0.33691700438901
1112 => 0.33072739644421
1113 => 0.32070102427872
1114 => 0.30779723802303
1115 => 0.28394339567362
1116 => 0.26281538229115
1117 => 0.30425228202507
1118 => 0.30246544756043
1119 => 0.2998778464616
1120 => 0.30563627269936
1121 => 0.33359755595213
1122 => 0.33295295787131
1123 => 0.32885235375798
1124 => 0.33196262583687
1125 => 0.32015577854534
1126 => 0.32319867192929
1127 => 0.30771782266524
1128 => 0.31471581306997
1129 => 0.32067951218712
1130 => 0.32187681307897
1201 => 0.32457439312399
1202 => 0.30152386699195
1203 => 0.31187287649734
1204 => 0.31795195001071
1205 => 0.29048647471874
1206 => 0.31740904587242
1207 => 0.30112260861478
1208 => 0.29559474719546
1209 => 0.30303728435621
1210 => 0.30013692038656
1211 => 0.29764335776055
1212 => 0.29625190697038
1213 => 0.30171688485839
1214 => 0.30146193710785
1215 => 0.29252017257658
1216 => 0.28085600525848
1217 => 0.28477088267367
1218 => 0.28334857100656
1219 => 0.27819393004309
1220 => 0.28166753567875
1221 => 0.2663715344109
1222 => 0.24005555924654
1223 => 0.25744069852024
1224 => 0.25677138956959
1225 => 0.25643389364594
1226 => 0.26949834532016
1227 => 0.26824249973987
1228 => 0.26596312771436
1229 => 0.27815206758834
1230 => 0.27370294056996
1231 => 0.28741410169444
]
'min_raw' => 0.12308172418647
'max_raw' => 0.40488310933641
'avg_raw' => 0.26398241676144
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.123081'
'max' => '$0.404883'
'avg' => '$0.263982'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.067051750029652
'max_diff' => 0.26764819837998
'year' => 2029
]
4 => [
'items' => [
101 => 0.29644515919333
102 => 0.29415459088751
103 => 0.3026483441161
104 => 0.28486107354238
105 => 0.29076929132554
106 => 0.29198696682221
107 => 0.27800165796233
108 => 0.26844797160811
109 => 0.26781084964828
110 => 0.25124607408913
111 => 0.26009484348663
112 => 0.26788139436947
113 => 0.26415224075735
114 => 0.26297170212905
115 => 0.26900281795346
116 => 0.26947148730603
117 => 0.25878577640006
118 => 0.26100767406987
119 => 0.27027335671271
120 => 0.26077420264056
121 => 0.24231889795639
122 => 0.23774172723016
123 => 0.23713104828129
124 => 0.22471739825178
125 => 0.23804759566468
126 => 0.23222860726687
127 => 0.25061072189338
128 => 0.24011095660397
129 => 0.23965833270796
130 => 0.23897412530365
131 => 0.22828918392183
201 => 0.230628507021
202 => 0.23840477329161
203 => 0.24117943270287
204 => 0.24089001299416
205 => 0.23836666534455
206 => 0.23952184097691
207 => 0.23580061777521
208 => 0.23448657641213
209 => 0.23033910041469
210 => 0.22424345646793
211 => 0.22509109314548
212 => 0.21301402747496
213 => 0.20643380111927
214 => 0.20461248119
215 => 0.20217693606239
216 => 0.20488758249291
217 => 0.21297981466532
218 => 0.20321886580256
219 => 0.18648440362832
220 => 0.18749017331913
221 => 0.18974983919868
222 => 0.18553896678133
223 => 0.18155372943005
224 => 0.18501856997446
225 => 0.17792795774472
226 => 0.19060670581084
227 => 0.19026378120743
228 => 0.19498963443796
301 => 0.19794480744728
302 => 0.19113409040942
303 => 0.18942121349254
304 => 0.19039694603031
305 => 0.17427026065201
306 => 0.19367174019008
307 => 0.19383952499078
308 => 0.19240284966201
309 => 0.20273353856255
310 => 0.22453451436536
311 => 0.21633211032612
312 => 0.21315589156316
313 => 0.20711789737295
314 => 0.21516316613078
315 => 0.21454541501592
316 => 0.21175171019938
317 => 0.21006206880945
318 => 0.21317528487763
319 => 0.20967630688617
320 => 0.20904779429341
321 => 0.20523969180978
322 => 0.20388037248074
323 => 0.20287398656559
324 => 0.20176605455844
325 => 0.20420987648675
326 => 0.19867185448564
327 => 0.19199354285129
328 => 0.19143831349922
329 => 0.19297135055653
330 => 0.19229309577986
331 => 0.1914350662763
401 => 0.18979685428356
402 => 0.18931083178018
403 => 0.19089016913158
404 => 0.18910718934294
405 => 0.19173807314501
406 => 0.19102261832429
407 => 0.18702614585477
408 => 0.18204506147414
409 => 0.18200071937498
410 => 0.18092755291578
411 => 0.17956071407835
412 => 0.17918049078281
413 => 0.18472677076804
414 => 0.19620740435128
415 => 0.19395348127061
416 => 0.19558217168772
417 => 0.20359371656575
418 => 0.20614034576692
419 => 0.20433280868015
420 => 0.20185854043175
421 => 0.20196739567755
422 => 0.21042271929428
423 => 0.21095006745674
424 => 0.21228250613432
425 => 0.21399506638214
426 => 0.20462446509567
427 => 0.20152604119964
428 => 0.20005783606369
429 => 0.19553633251186
430 => 0.20041238644809
501 => 0.1975713186329
502 => 0.19795467574586
503 => 0.19770501392313
504 => 0.1978413461604
505 => 0.19060316184236
506 => 0.19324037578009
507 => 0.18885549611256
508 => 0.18298463446359
509 => 0.18296495327676
510 => 0.1844018383481
511 => 0.18354712288235
512 => 0.18124710554075
513 => 0.18157381214835
514 => 0.17871151848894
515 => 0.1819213464221
516 => 0.1820133928019
517 => 0.18077743420713
518 => 0.18572261700906
519 => 0.18774866243789
520 => 0.18693512801401
521 => 0.187691582694
522 => 0.19404714195046
523 => 0.19508337542176
524 => 0.19554360187997
525 => 0.19492695939429
526 => 0.18780775065014
527 => 0.18812351783116
528 => 0.18580662777168
529 => 0.18384909981928
530 => 0.18392739067149
531 => 0.18493381449985
601 => 0.18932892638425
602 => 0.19857818023898
603 => 0.19892918266165
604 => 0.19935460783739
605 => 0.1976241898461
606 => 0.19710227922205
607 => 0.19779081405173
608 => 0.2012643474969
609 => 0.21019921857302
610 => 0.20704103839474
611 => 0.2044733887498
612 => 0.20672590972179
613 => 0.206379151774
614 => 0.20345216572975
615 => 0.20337001498012
616 => 0.19775219294716
617 => 0.19567541205319
618 => 0.19393989849384
619 => 0.19204476299375
620 => 0.19092126314379
621 => 0.19264746953489
622 => 0.1930422733604
623 => 0.18926789291734
624 => 0.18875345880976
625 => 0.19183569935523
626 => 0.19047932020868
627 => 0.19187438979749
628 => 0.19219805790878
629 => 0.19214593988816
630 => 0.19072972428
701 => 0.19163237787648
702 => 0.18949733302682
703 => 0.18717579242618
704 => 0.18569479416007
705 => 0.18440242674697
706 => 0.18511950730059
707 => 0.18256324606066
708 => 0.18174544664263
709 => 0.19132657914834
710 => 0.19840426474485
711 => 0.1983013523932
712 => 0.19767489991948
713 => 0.19674411861476
714 => 0.20119625504698
715 => 0.19964521973728
716 => 0.20077372751843
717 => 0.20106098011205
718 => 0.20193040719801
719 => 0.20224115265145
720 => 0.20130186406454
721 => 0.19814949684244
722 => 0.19029409744303
723 => 0.18663738781736
724 => 0.18543061273358
725 => 0.18547447671588
726 => 0.18426451226651
727 => 0.18462090102365
728 => 0.1841405748009
729 => 0.18323095313841
730 => 0.18506334072618
731 => 0.1852745063258
801 => 0.18484680516741
802 => 0.18494754427322
803 => 0.18140636135533
804 => 0.18167558980153
805 => 0.18017649160118
806 => 0.17989542876052
807 => 0.17610583905145
808 => 0.16939203157202
809 => 0.17311213264068
810 => 0.1686187736751
811 => 0.16691707054934
812 => 0.17497266847757
813 => 0.17416410987308
814 => 0.17278020901418
815 => 0.17073313121364
816 => 0.16997385014473
817 => 0.16536069872921
818 => 0.16508812913337
819 => 0.16737453154047
820 => 0.1663194354999
821 => 0.16483768106282
822 => 0.15947091669474
823 => 0.15343689667041
824 => 0.15361902580644
825 => 0.15553833530925
826 => 0.16111898654281
827 => 0.15893852955961
828 => 0.15735658300044
829 => 0.15706033196305
830 => 0.16076853393959
831 => 0.16601641662873
901 => 0.16847860577172
902 => 0.16603865110881
903 => 0.16323576256856
904 => 0.16340636140667
905 => 0.16454127904699
906 => 0.16466054284412
907 => 0.16283615054601
908 => 0.16334970629149
909 => 0.16256956815358
910 => 0.15778186184129
911 => 0.15769526741608
912 => 0.15652028707485
913 => 0.15648470913709
914 => 0.15448577446407
915 => 0.15420610968533
916 => 0.1502371035654
917 => 0.1528495154128
918 => 0.15109724670334
919 => 0.14845616443979
920 => 0.14800084086207
921 => 0.1479871532855
922 => 0.15069895423498
923 => 0.15281782643981
924 => 0.15112772816775
925 => 0.15074292555238
926 => 0.1548516107588
927 => 0.15432874311478
928 => 0.1538759431072
929 => 0.1655465262932
930 => 0.15630834903452
1001 => 0.15227997645301
1002 => 0.14729410041619
1003 => 0.14891752679475
1004 => 0.14925960658581
1005 => 0.13726947348896
1006 => 0.13240507798485
1007 => 0.13073580075871
1008 => 0.12977510811496
1009 => 0.13021290781634
1010 => 0.12583438132595
1011 => 0.12877682354163
1012 => 0.12498538970859
1013 => 0.12434974348808
1014 => 0.13112929685009
1015 => 0.13207263209484
1016 => 0.12804807086946
1017 => 0.13063249069343
1018 => 0.12969534413914
1019 => 0.12505038295958
1020 => 0.12487297960854
1021 => 0.12254230136692
1022 => 0.11889524122702
1023 => 0.1172284368794
1024 => 0.1163603507033
1025 => 0.11671853997822
1026 => 0.11653742852004
1027 => 0.11535555374695
1028 => 0.11660517219858
1029 => 0.11341291343266
1030 => 0.1121417302703
1031 => 0.11156756632708
1101 => 0.10873425293277
1102 => 0.11324331452331
1103 => 0.1141316564603
1104 => 0.11502174870534
1105 => 0.12276939400659
1106 => 0.12238234354196
1107 => 0.12588109124101
1108 => 0.12574513633921
1109 => 0.12474723681949
1110 => 0.12053726289227
1111 => 0.12221528346409
1112 => 0.11705059696633
1113 => 0.12092033125499
1114 => 0.11915434612961
1115 => 0.12032324990768
1116 => 0.11822145551891
1117 => 0.11938467531462
1118 => 0.11434231528888
1119 => 0.10963383044476
1120 => 0.11152866219528
1121 => 0.11358856100838
1122 => 0.11805494648764
1123 => 0.11539480414307
1124 => 0.1163514919213
1125 => 0.11314674801184
1126 => 0.10653444593679
1127 => 0.10657187084844
1128 => 0.10555471223103
1129 => 0.10467573867799
1130 => 0.11570035349128
1201 => 0.11432926836588
1202 => 0.11214462366173
1203 => 0.11506885741256
1204 => 0.11584207123011
1205 => 0.11586408354048
1206 => 0.11799752899969
1207 => 0.1191361492237
1208 => 0.11933683597325
1209 => 0.12269385849945
1210 => 0.12381908817003
1211 => 0.1284537499347
1212 => 0.11903954525279
1213 => 0.11884566590256
1214 => 0.11511000737829
1215 => 0.11274079368377
1216 => 0.1152722294669
1217 => 0.11751473599531
1218 => 0.11517968830709
1219 => 0.11548459623962
1220 => 0.11234998549859
1221 => 0.11347046134136
1222 => 0.11443556608156
1223 => 0.11390269197026
1224 => 0.11310495363424
1225 => 0.11733087603319
1226 => 0.11709243292992
1227 => 0.12102770902135
1228 => 0.12409553814892
1229 => 0.12959363638558
1230 => 0.12385608425328
1231 => 0.12364698504888
]
'min_raw' => 0.10467573867799
'max_raw' => 0.3026483441161
'avg_raw' => 0.20366204139704
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.104675'
'max' => '$0.302648'
'avg' => '$0.203662'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.01840598550848
'max_diff' => -0.10223476522032
'year' => 2030
]
5 => [
'items' => [
101 => 0.12569096331251
102 => 0.12381877524761
103 => 0.12500193347889
104 => 0.12940301130296
105 => 0.12949599914226
106 => 0.127938333026
107 => 0.12784354890127
108 => 0.12814271571789
109 => 0.12989494510718
110 => 0.129282662318
111 => 0.12999121146275
112 => 0.13087726301795
113 => 0.13454234792835
114 => 0.13542598749216
115 => 0.13327920146669
116 => 0.13347303220824
117 => 0.13267007530412
118 => 0.13189442899576
119 => 0.13363796862291
120 => 0.13682432156088
121 => 0.13680449942462
122 => 0.13754367137238
123 => 0.1380041693722
124 => 0.13602737485183
125 => 0.13474055430781
126 => 0.1352340031869
127 => 0.13602303869049
128 => 0.13497812960745
129 => 0.12852846669789
130 => 0.13048488241859
131 => 0.13015923917882
201 => 0.12969548360582
202 => 0.1316626747415
203 => 0.13147293435747
204 => 0.12578947320817
205 => 0.126153309951
206 => 0.12581159932557
207 => 0.12691573626377
208 => 0.12375914822948
209 => 0.12473009344888
210 => 0.12533906118844
211 => 0.12569774786536
212 => 0.12699357009613
213 => 0.12684152031367
214 => 0.12698411846816
215 => 0.12890548075201
216 => 0.13862307185178
217 => 0.13915197889469
218 => 0.13654744717676
219 => 0.13758790622596
220 => 0.13559045237489
221 => 0.13693135652689
222 => 0.13784876909242
223 => 0.13370315811709
224 => 0.13345768193992
225 => 0.13145198388627
226 => 0.13252973241176
227 => 0.13081495701485
228 => 0.13123570291695
301 => 0.1300592606947
302 => 0.13217662246745
303 => 0.13454416193413
304 => 0.13514229590038
305 => 0.13356886294804
306 => 0.13242959379626
307 => 0.13042941246432
308 => 0.13375575859628
309 => 0.13472848357383
310 => 0.13375064928608
311 => 0.1335240637155
312 => 0.1330946844687
313 => 0.13361515855252
314 => 0.1347231859047
315 => 0.13420066066746
316 => 0.13454579779237
317 => 0.13323049097609
318 => 0.13602802925307
319 => 0.14047119330115
320 => 0.1404854788001
321 => 0.13996295074626
322 => 0.13974914352465
323 => 0.14028528901754
324 => 0.1405761259536
325 => 0.14230992216535
326 => 0.14417035457805
327 => 0.15285218087787
328 => 0.15041435879377
329 => 0.15811739157112
330 => 0.16420949038439
331 => 0.16603624444329
401 => 0.16435571666452
402 => 0.15860672191367
403 => 0.15832464880416
404 => 0.16691607412491
405 => 0.16448860295959
406 => 0.16419986298863
407 => 0.16112815753143
408 => 0.16294391589476
409 => 0.16254678290513
410 => 0.16191988905259
411 => 0.16538422952299
412 => 0.17186916561976
413 => 0.17085842751373
414 => 0.17010395840438
415 => 0.16679809438982
416 => 0.16878896291804
417 => 0.16808005276772
418 => 0.17112598065901
419 => 0.16932164045177
420 => 0.16447021247803
421 => 0.16524281837336
422 => 0.16512604054655
423 => 0.16752931994739
424 => 0.16680791512432
425 => 0.16498517467671
426 => 0.17184700081319
427 => 0.17140143199137
428 => 0.17203314670949
429 => 0.17231124706484
430 => 0.17648791971517
501 => 0.1781989688614
502 => 0.17858740697372
503 => 0.18021277132534
504 => 0.17854696642798
505 => 0.18521137371619
506 => 0.18964281568391
507 => 0.19479016356933
508 => 0.20231182230662
509 => 0.20514003557107
510 => 0.2046291441592
511 => 0.2103319799703
512 => 0.22057984915594
513 => 0.20670053151941
514 => 0.22131548669229
515 => 0.21668856062233
516 => 0.20571820214529
517 => 0.2050118403914
518 => 0.21244109452053
519 => 0.22891846513973
520 => 0.22479107068441
521 => 0.22892521607846
522 => 0.22410251587824
523 => 0.22386302816439
524 => 0.2286909882942
525 => 0.23997178029591
526 => 0.23461269887006
527 => 0.22692914154543
528 => 0.23260256070455
529 => 0.22768771997877
530 => 0.21661320824628
531 => 0.22478791454365
601 => 0.21932172124483
602 => 0.22091704704825
603 => 0.23240617232748
604 => 0.23102377037743
605 => 0.23281272650777
606 => 0.22965526576285
607 => 0.22670569954124
608 => 0.22120011515093
609 => 0.21957018303499
610 => 0.22002063763302
611 => 0.21956995981206
612 => 0.21648963594462
613 => 0.21582444029873
614 => 0.21471575174601
615 => 0.21505938068795
616 => 0.21297472185057
617 => 0.2169089037892
618 => 0.2176391226249
619 => 0.22050209215628
620 => 0.22079933515057
621 => 0.22877266454366
622 => 0.2243810887003
623 => 0.22732733692644
624 => 0.22706379675393
625 => 0.20595596307853
626 => 0.208864436323
627 => 0.21338910796223
628 => 0.2113507495218
629 => 0.20846898758946
630 => 0.2061418103188
701 => 0.20261589878765
702 => 0.20757855155861
703 => 0.21410391223314
704 => 0.22096482906576
705 => 0.22920777109508
706 => 0.22736804239256
707 => 0.22081073299819
708 => 0.22110488910751
709 => 0.22292324642912
710 => 0.22056830848245
711 => 0.21987379130812
712 => 0.22282783043441
713 => 0.22284817327836
714 => 0.22013853256695
715 => 0.21712726277524
716 => 0.21711464544486
717 => 0.21657881907084
718 => 0.22419783819983
719 => 0.22838752835106
720 => 0.22886786957487
721 => 0.22835519755953
722 => 0.22855250467101
723 => 0.22611461628554
724 => 0.23168690620139
725 => 0.23680059047054
726 => 0.23543001384848
727 => 0.23337532465306
728 => 0.23173866574167
729 => 0.23504446902272
730 => 0.23489726680643
731 => 0.23675592689953
801 => 0.23667160734156
802 => 0.23604660986
803 => 0.2354300361691
804 => 0.23787468115916
805 => 0.23717066266182
806 => 0.2364655506293
807 => 0.23505134050083
808 => 0.23524355514483
809 => 0.23318922072047
810 => 0.23223879161582
811 => 0.21794661828009
812 => 0.21412728255455
813 => 0.21532892332355
814 => 0.2157245346653
815 => 0.21406235486293
816 => 0.21644549372057
817 => 0.21607408405397
818 => 0.2175190217993
819 => 0.21661628742793
820 => 0.21665333596141
821 => 0.21930808526438
822 => 0.22007877028114
823 => 0.21968679366142
824 => 0.2199613206497
825 => 0.22628767922393
826 => 0.22538827334023
827 => 0.22491048189034
828 => 0.22504283338725
829 => 0.22665935364162
830 => 0.22711189105411
831 => 0.22519445823815
901 => 0.22609873063871
902 => 0.22994900775102
903 => 0.23129638683351
904 => 0.2355965740862
905 => 0.23376977811152
906 => 0.23712294118492
907 => 0.24742942129499
908 => 0.25566295076109
909 => 0.24809105679907
910 => 0.26321088512991
911 => 0.27498384029603
912 => 0.27453197466787
913 => 0.2724790876213
914 => 0.25907589116488
915 => 0.24674206995528
916 => 0.25705983511882
917 => 0.25708613722409
918 => 0.25619983204617
919 => 0.25069506670574
920 => 0.25600827814459
921 => 0.25643002157386
922 => 0.2561939574041
923 => 0.2519734667242
924 => 0.24552955753305
925 => 0.24678868196446
926 => 0.24885115346856
927 => 0.24494646463468
928 => 0.24369867995881
929 => 0.24601854907199
930 => 0.25349365071858
1001 => 0.25208052605261
1002 => 0.25204362365669
1003 => 0.25808957023584
1004 => 0.2537619772821
1005 => 0.24680456355582
1006 => 0.24504772483292
1007 => 0.23881213091499
1008 => 0.24311907784453
1009 => 0.24327407719701
1010 => 0.24091520637963
1011 => 0.24699597292217
1012 => 0.24693993758798
1013 => 0.25271272041746
1014 => 0.2637481130292
1015 => 0.26048440441522
1016 => 0.25668906638764
1017 => 0.25710172486455
1018 => 0.2616275698283
1019 => 0.25889114064823
1020 => 0.25987517966044
1021 => 0.2616260803674
1022 => 0.26268244223632
1023 => 0.2569497306481
1024 => 0.25561316134959
1025 => 0.25287900963692
1026 => 0.25216572049044
1027 => 0.25439263001046
1028 => 0.25380591802981
1029 => 0.24326105010162
1030 => 0.24215905273203
1031 => 0.24219284941807
1101 => 0.23942182463512
1102 => 0.23519534671898
1103 => 0.24630227833272
1104 => 0.24541023628273
1105 => 0.24442549089811
1106 => 0.24454611658884
1107 => 0.24936725915353
1108 => 0.24657075299248
1109 => 0.25400572295998
1110 => 0.25247731665032
1111 => 0.25090971248602
1112 => 0.25069302184012
1113 => 0.25008962797856
1114 => 0.24802036591433
1115 => 0.24552160762839
1116 => 0.24387171096928
1117 => 0.2249587623593
1118 => 0.22846889560975
1119 => 0.23250698395568
1120 => 0.23390091587107
1121 => 0.23151649887264
1122 => 0.24811451723062
1123 => 0.25114713512711
1124 => 0.24196113770588
1125 => 0.24024281265017
1126 => 0.2482271703352
1127 => 0.2434116266031
1128 => 0.2455800656508
1129 => 0.2408930865024
1130 => 0.25041666628126
1201 => 0.25034411255971
1202 => 0.24663922492593
1203 => 0.24977057058402
1204 => 0.2492264222173
1205 => 0.24504361320349
1206 => 0.25054926878774
1207 => 0.25055199952422
1208 => 0.24698612572791
1209 => 0.24282196580397
1210 => 0.24207751236264
1211 => 0.24151666669784
1212 => 0.24544213199773
1213 => 0.248961691911
1214 => 0.2555107203367
1215 => 0.257157301684
1216 => 0.26358401830163
1217 => 0.25975722146698
1218 => 0.26145359093846
1219 => 0.26329523996587
1220 => 0.26417819423401
1221 => 0.26273946763602
1222 => 0.27272280388529
1223 => 0.27356570334625
1224 => 0.27384832024446
1225 => 0.27048199543181
1226 => 0.27347207976357
1227 => 0.27207311832592
1228 => 0.275712827344
1229 => 0.27628358019217
1230 => 0.27580017283489
1231 => 0.27598133879763
]
'min_raw' => 0.12375914822948
'max_raw' => 0.27628358019217
'avg_raw' => 0.20002136421083
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.123759'
'max' => '$0.276283'
'avg' => '$0.200021'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.019083409551485
'max_diff' => -0.026364763923923
'year' => 2031
]
6 => [
'items' => [
101 => 0.26746232249007
102 => 0.26702056655313
103 => 0.26099719300741
104 => 0.26345176224982
105 => 0.2588630627017
106 => 0.26031818659725
107 => 0.26095959134548
108 => 0.2606245579044
109 => 0.26359053991198
110 => 0.26106884929545
111 => 0.2544136931541
112 => 0.24775672381991
113 => 0.24767315099257
114 => 0.24592048847215
115 => 0.24465363448603
116 => 0.24489767550782
117 => 0.24575770789936
118 => 0.24460364783998
119 => 0.24484992506598
120 => 0.24893976795412
121 => 0.24975995677791
122 => 0.24697263468621
123 => 0.23578113427935
124 => 0.23303471200776
125 => 0.23500878587266
126 => 0.23406530571188
127 => 0.18890896975759
128 => 0.19951778107665
129 => 0.19321438563205
130 => 0.1961192802582
131 => 0.18968514576561
201 => 0.19275585198735
202 => 0.19218880467243
203 => 0.20924745933594
204 => 0.20898111190678
205 => 0.20910859832632
206 => 0.20302333935731
207 => 0.21271732212774
208 => 0.2174929266248
209 => 0.21660908933099
210 => 0.21683153213632
211 => 0.21300922775257
212 => 0.2091456065879
213 => 0.20486025610925
214 => 0.21282190761326
215 => 0.21193670787593
216 => 0.21396703758854
217 => 0.21913073769949
218 => 0.21989111215581
219 => 0.22091306313607
220 => 0.22054676645707
221 => 0.2292734394269
222 => 0.22821658174981
223 => 0.23076330467288
224 => 0.22552450239978
225 => 0.21959630035609
226 => 0.22072305775707
227 => 0.22061454195855
228 => 0.21923301129469
229 => 0.21798582718377
301 => 0.21590961703102
302 => 0.22247905317559
303 => 0.22221234606532
304 => 0.22653002416749
305 => 0.22576683262324
306 => 0.22067005270612
307 => 0.22085208519795
308 => 0.22207634118739
309 => 0.22631350514516
310 => 0.22757138389594
311 => 0.22698868434078
312 => 0.22836789096666
313 => 0.22945795964898
314 => 0.22850478681017
315 => 0.24199970414413
316 => 0.23639567360471
317 => 0.23912703909703
318 => 0.23977845367281
319 => 0.23810986893473
320 => 0.23847172521688
321 => 0.2390198388844
322 => 0.24234787774194
323 => 0.25108161467991
324 => 0.25494972731719
325 => 0.26658713503574
326 => 0.25462853440939
327 => 0.25391896053783
328 => 0.25601520908398
329 => 0.26284759935949
330 => 0.26838460994399
331 => 0.27022155579268
401 => 0.27046433851125
402 => 0.27391057104124
403 => 0.27588588725899
404 => 0.27349210776718
405 => 0.27146363028704
406 => 0.26419787573704
407 => 0.26503890661019
408 => 0.27083277531604
409 => 0.27901695612022
410 => 0.28603983466909
411 => 0.2835806673733
412 => 0.30234237793859
413 => 0.30420252490643
414 => 0.30394551274122
415 => 0.30818320436093
416 => 0.2997722494867
417 => 0.29617640332339
418 => 0.27190221014244
419 => 0.27872226829482
420 => 0.28863562334726
421 => 0.2873235536329
422 => 0.28012421020907
423 => 0.28603437332152
424 => 0.28408028856866
425 => 0.28253902084902
426 => 0.28959986706212
427 => 0.28183617660724
428 => 0.28855817459606
429 => 0.27993714264524
430 => 0.28359190064237
501 => 0.28151728324244
502 => 0.28285981495574
503 => 0.27501140199223
504 => 0.27924621511789
505 => 0.27483521984343
506 => 0.27483312845734
507 => 0.27473575549218
508 => 0.27992527187123
509 => 0.28009450181404
510 => 0.276259441369
511 => 0.27570674924397
512 => 0.27775034170788
513 => 0.27535783015035
514 => 0.27647727124983
515 => 0.27539173688086
516 => 0.27514736022955
517 => 0.27320012549467
518 => 0.27236120323056
519 => 0.27269016626668
520 => 0.27156724583232
521 => 0.27089064565281
522 => 0.2746011626867
523 => 0.27261878311732
524 => 0.27429733458636
525 => 0.2723844133373
526 => 0.26575339486794
527 => 0.26193982602447
528 => 0.24941444683158
529 => 0.252966628833
530 => 0.25532172917494
531 => 0.25454336852597
601 => 0.25621558838553
602 => 0.2563182491037
603 => 0.25577459338109
604 => 0.25514510970093
605 => 0.25483871185806
606 => 0.25712235035179
607 => 0.25844807936114
608 => 0.25555809500143
609 => 0.25488101210112
610 => 0.2578029458492
611 => 0.25958532374759
612 => 0.27274540071761
613 => 0.27177045970918
614 => 0.27421737031783
615 => 0.2739418857342
616 => 0.27650663787549
617 => 0.28069892368137
618 => 0.27217483445647
619 => 0.27365432160508
620 => 0.27329158552259
621 => 0.27725184295673
622 => 0.27726420644817
623 => 0.27488983428687
624 => 0.2761770199553
625 => 0.27545854822727
626 => 0.27675692374709
627 => 0.27175743877762
628 => 0.27784627180938
629 => 0.28129824778266
630 => 0.28134617847239
701 => 0.28298238768715
702 => 0.28464487101219
703 => 0.28783586298282
704 => 0.28455587597804
705 => 0.27865549865674
706 => 0.27908148684124
707 => 0.27562209777663
708 => 0.27568025073179
709 => 0.27536982569959
710 => 0.27630143458894
711 => 0.27196187453992
712 => 0.27298036060964
713 => 0.27155447414779
714 => 0.27365122200638
715 => 0.27139546791538
716 => 0.27329141060027
717 => 0.27410963661157
718 => 0.27712890820843
719 => 0.27094951904562
720 => 0.2583493262348
721 => 0.26099803952621
722 => 0.25708038451628
723 => 0.25744297840301
724 => 0.2581754757606
725 => 0.25580121216643
726 => 0.25625414683855
727 => 0.25623796482481
728 => 0.25609851697263
729 => 0.25548087931337
730 => 0.25458518251156
731 => 0.25815336288903
801 => 0.25875966626571
802 => 0.26010740356699
803 => 0.26411735559666
804 => 0.26371666682772
805 => 0.26437020683428
806 => 0.26294353266942
807 => 0.25750915772572
808 => 0.25780427043073
809 => 0.2541242102704
810 => 0.26001329615479
811 => 0.25861868288523
812 => 0.25771956663785
813 => 0.2574742344395
814 => 0.26149412636464
815 => 0.26269694103272
816 => 0.26194742764946
817 => 0.26041015383359
818 => 0.26336217401427
819 => 0.26415201007888
820 => 0.26432882524572
821 => 0.26955923901214
822 => 0.26462114727261
823 => 0.26580979503473
824 => 0.27508328556029
825 => 0.26667350930782
826 => 0.27112835534914
827 => 0.27091031381732
828 => 0.27318926230829
829 => 0.27072337352354
830 => 0.27075394117037
831 => 0.27277749304101
901 => 0.2699357793882
902 => 0.26923213112465
903 => 0.26826004608819
904 => 0.27038255820229
905 => 0.27165490822172
906 => 0.28190911494025
907 => 0.28853380012906
908 => 0.28824620507365
909 => 0.29087428552471
910 => 0.28969031121105
911 => 0.28586694583559
912 => 0.29239296432177
913 => 0.29032785901253
914 => 0.29049810378512
915 => 0.29049176726618
916 => 0.29186488176218
917 => 0.29089190429767
918 => 0.28897406584103
919 => 0.29024721651032
920 => 0.29402801883843
921 => 0.30576374527406
922 => 0.31233121326514
923 => 0.30536837545464
924 => 0.31017124774021
925 => 0.30729123580725
926 => 0.30676785196609
927 => 0.3097844106909
928 => 0.31280624950243
929 => 0.31261377143391
930 => 0.31042007162988
1001 => 0.30918090627365
1002 => 0.31856428150184
1003 => 0.32547779252834
1004 => 0.3250063374251
1005 => 0.32708718692539
1006 => 0.33319662541651
1007 => 0.33375519590616
1008 => 0.33368482886306
1009 => 0.33230035362366
1010 => 0.338315889229
1011 => 0.34333415486426
1012 => 0.33197988760707
1013 => 0.33630344394034
1014 => 0.33824442767463
1015 => 0.34109436766048
1016 => 0.34590269412203
1017 => 0.35112581200487
1018 => 0.35186441814208
1019 => 0.35134034174217
1020 => 0.34789555509349
1021 => 0.35361075300565
1022 => 0.35695858190472
1023 => 0.35895213740041
1024 => 0.36400746244147
1025 => 0.33825641452938
1026 => 0.32002854290708
1027 => 0.3171819975396
1028 => 0.32297055947923
1029 => 0.3244969570998
1030 => 0.32388166813289
1031 => 0.30336454141641
1101 => 0.31707397911355
1102 => 0.33182418135342
1103 => 0.33239079669354
1104 => 0.339775056347
1105 => 0.3421796739812
1106 => 0.34812497087928
1107 => 0.34775309093957
1108 => 0.34920067612392
1109 => 0.34886790135872
1110 => 0.35988031193244
1111 => 0.37202863615405
1112 => 0.37160797831556
1113 => 0.36986151297625
1114 => 0.37245531182171
1115 => 0.38499368431195
1116 => 0.38383935189638
1117 => 0.38496068751231
1118 => 0.39974413531001
1119 => 0.41896472036795
1120 => 0.41003482889335
1121 => 0.42941012388619
1122 => 0.44160584504392
1123 => 0.46269708372512
1124 => 0.46005635676569
1125 => 0.46826702120962
1126 => 0.45532890437197
1127 => 0.4256203728879
1128 => 0.42091888406085
1129 => 0.43033138375325
1130 => 0.45347109578874
1201 => 0.42960263187401
1202 => 0.43443119103761
1203 => 0.43304056567366
1204 => 0.43296646515779
1205 => 0.43579458045988
1206 => 0.43169225170963
1207 => 0.41497862638625
1208 => 0.42263838237794
1209 => 0.41968058273785
1210 => 0.4229624819571
1211 => 0.44067353848518
1212 => 0.43284305821526
1213 => 0.42459428334747
1214 => 0.43494007758136
1215 => 0.44811382884172
1216 => 0.44728943916335
1217 => 0.44568977861917
1218 => 0.45470698135123
1219 => 0.46960075847208
1220 => 0.47362648657981
1221 => 0.47659819676654
1222 => 0.47700794539383
1223 => 0.48122861091233
1224 => 0.45853302867471
1225 => 0.49455150054971
1226 => 0.50077089565231
1227 => 0.49960190714054
1228 => 0.50651450304493
1229 => 0.50448064197423
1230 => 0.5015338963858
1231 => 0.51249183124558
]
'min_raw' => 0.18890896975759
'max_raw' => 0.51249183124558
'avg_raw' => 0.35070040050158
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.1889089'
'max' => '$0.512491'
'avg' => '$0.3507004'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.06514982152811
'max_diff' => 0.23620825105341
'year' => 2032
]
7 => [
'items' => [
101 => 0.49992944318859
102 => 0.48209871490237
103 => 0.47231642471273
104 => 0.48519853354929
105 => 0.49306518789213
106 => 0.49826454599956
107 => 0.49983786862133
108 => 0.46029482211778
109 => 0.43898331321027
110 => 0.45264374608304
111 => 0.46931041698053
112 => 0.45844044447635
113 => 0.45886652681894
114 => 0.4433688026065
115 => 0.47068162169113
116 => 0.46670237368747
117 => 0.48734671936964
118 => 0.48241978059137
119 => 0.4992544430863
120 => 0.4948213122604
121 => 0.51322299046568
122 => 0.52056391810732
123 => 0.53289047814177
124 => 0.54195794588125
125 => 0.54728253637089
126 => 0.54696286792993
127 => 0.56806154815032
128 => 0.55562039355609
129 => 0.53999137123075
130 => 0.53970869152581
131 => 0.54780318365307
201 => 0.56476701853634
202 => 0.56916549410781
203 => 0.57162364190119
204 => 0.56785890298688
205 => 0.55435492134044
206 => 0.54852397053224
207 => 0.55349210955973
208 => 0.54741650244616
209 => 0.55790470483845
210 => 0.57230724688222
211 => 0.569333178904
212 => 0.57927504225798
213 => 0.58956382491482
214 => 0.60427724621224
215 => 0.6081238793758
216 => 0.61448221772081
217 => 0.62102703648316
218 => 0.62312905588181
219 => 0.62714246313216
220 => 0.62712131049488
221 => 0.63921598337727
222 => 0.65255678210738
223 => 0.6575926247878
224 => 0.66917226735343
225 => 0.64934253525886
226 => 0.66438361484014
227 => 0.67795104512509
228 => 0.66177539541987
301 => 0.68406976009551
302 => 0.68493539975575
303 => 0.69800553089061
304 => 0.68475644905128
305 => 0.67688918654765
306 => 0.69960167861314
307 => 0.71059153808684
308 => 0.70728130297492
309 => 0.68209025032674
310 => 0.66742797719043
311 => 0.62905398025144
312 => 0.67450963725898
313 => 0.69664976182766
314 => 0.68203291275277
315 => 0.68940480121481
316 => 0.72962343432083
317 => 0.74493608584395
318 => 0.74175116137065
319 => 0.74228936117832
320 => 0.75055178999591
321 => 0.78719194957577
322 => 0.76523631664327
323 => 0.78202057535829
324 => 0.7909228856606
325 => 0.79919184760052
326 => 0.77888589050833
327 => 0.75246813868514
328 => 0.74410052774096
329 => 0.68057955517888
330 => 0.67727301269943
331 => 0.67541695020722
401 => 0.66371473873908
402 => 0.65452000603061
403 => 0.6472080132023
404 => 0.62801916047492
405 => 0.63449483497573
406 => 0.60391180875311
407 => 0.62347774513444
408 => 0.57466649683014
409 => 0.61531795485204
410 => 0.59319321444571
411 => 0.60804938258557
412 => 0.60799755081447
413 => 0.58064263511658
414 => 0.56486489062456
415 => 0.57491908349388
416 => 0.58569797635261
417 => 0.58744681545439
418 => 0.60142193140362
419 => 0.60532208587094
420 => 0.59350443575416
421 => 0.5736549922024
422 => 0.57826556522187
423 => 0.56477145750948
424 => 0.54112355278689
425 => 0.55810789081146
426 => 0.56390709056168
427 => 0.5664683475445
428 => 0.54321334923003
429 => 0.53590612386905
430 => 0.53201581840042
501 => 0.57065306394376
502 => 0.57276969947328
503 => 0.56194069284218
504 => 0.6108888296633
505 => 0.59981035878251
506 => 0.61218772504761
507 => 0.57784720404609
508 => 0.57915905819399
509 => 0.56290170522061
510 => 0.57200473656899
511 => 0.56557100741635
512 => 0.57126930159394
513 => 0.57468483562905
514 => 0.59093952093078
515 => 0.61550355724792
516 => 0.58851161299269
517 => 0.57675083634892
518 => 0.5840471560336
519 => 0.60347821685165
520 => 0.6329172686487
521 => 0.61548875746871
522 => 0.62322323477508
523 => 0.62491287398358
524 => 0.61206173507801
525 => 0.63339110847082
526 => 0.64482169295155
527 => 0.6565471074026
528 => 0.6667279562318
529 => 0.65186371902346
530 => 0.66777058354109
531 => 0.65495245867946
601 => 0.6434532755652
602 => 0.64347071507932
603 => 0.63625710953548
604 => 0.6222798398215
605 => 0.61970221683646
606 => 0.63311133712258
607 => 0.64386418174363
608 => 0.64474983752927
609 => 0.65070316481259
610 => 0.65422628257471
611 => 0.68875762608984
612 => 0.70264641810988
613 => 0.71962937009061
614 => 0.72624518699383
615 => 0.74615642397089
616 => 0.73007648300031
617 => 0.72659748662376
618 => 0.67829933863337
619 => 0.68620815766108
620 => 0.69887094001198
621 => 0.67850814325034
622 => 0.69142365092588
623 => 0.69397344572888
624 => 0.6778162232083
625 => 0.68644649386892
626 => 0.66352705369125
627 => 0.61600313841219
628 => 0.63344401617396
629 => 0.6462863727426
630 => 0.62795874646801
701 => 0.66081030718812
702 => 0.64161910360929
703 => 0.63553641341504
704 => 0.61180567033161
705 => 0.62300566758692
706 => 0.63815382424324
707 => 0.62879402459186
708 => 0.64821701424946
709 => 0.67572514752674
710 => 0.69532908143779
711 => 0.69683402806047
712 => 0.68423001191723
713 => 0.70442802822453
714 => 0.70457514872265
715 => 0.6817917038167
716 => 0.66783697067055
717 => 0.66466642593874
718 => 0.67258706830072
719 => 0.68220419035941
720 => 0.69736771140296
721 => 0.70653070959174
722 => 0.73042294918936
723 => 0.73688750418029
724 => 0.74399009018471
725 => 0.75348133544301
726 => 0.76487800888094
727 => 0.73994273621173
728 => 0.74093346108004
729 => 0.71771408042282
730 => 0.69290084219456
731 => 0.711730996996
801 => 0.73634891952836
802 => 0.73070154089905
803 => 0.73006609543777
804 => 0.73113473844576
805 => 0.72687679938541
806 => 0.707618298822
807 => 0.69794680040365
808 => 0.71042550082572
809 => 0.71705737473698
810 => 0.72734283281318
811 => 0.72607493300561
812 => 0.75256916843233
813 => 0.76286402717506
814 => 0.76023016176683
815 => 0.76071485638945
816 => 0.77935320639662
817 => 0.80008288487363
818 => 0.81949896428934
819 => 0.83924983421102
820 => 0.81543938963086
821 => 0.80334991429712
822 => 0.81582316690895
823 => 0.80920468349937
824 => 0.84723645234052
825 => 0.84986968949872
826 => 0.8878987082101
827 => 0.9239927753785
828 => 0.90132273848241
829 => 0.92269956219454
830 => 0.94582033991722
831 => 0.99042407135526
901 => 0.97540310378512
902 => 0.96389727803496
903 => 0.95302432829681
904 => 0.97564921066974
905 => 1.0047557604012
906 => 1.0110250324343
907 => 1.0211836481741
908 => 1.0105031058601
909 => 1.0233666426542
910 => 1.0687805800618
911 => 1.0565093332944
912 => 1.0390821901832
913 => 1.0749321321656
914 => 1.0879060868059
915 => 1.1789640949844
916 => 1.2939285917284
917 => 1.2463325351788
918 => 1.2167881269633
919 => 1.2237317636967
920 => 1.2657129061138
921 => 1.2791959166433
922 => 1.2425444461516
923 => 1.2554903651456
924 => 1.3268236516174
925 => 1.3650916711637
926 => 1.3131185605391
927 => 1.1697268096094
928 => 1.0375130666206
929 => 1.0725821049237
930 => 1.068606364299
1001 => 1.1452450816043
1002 => 1.0562166681173
1003 => 1.0577156782743
1004 => 1.1359392030916
1005 => 1.1150705077611
1006 => 1.0812658939862
1007 => 1.0377598777115
1008 => 0.95733498280844
1009 => 0.88610041057864
1010 => 1.0258078110635
1011 => 1.0197833739132
1012 => 1.0110590961479
1013 => 1.030474032249
1014 => 1.1247474509302
1015 => 1.1225741434963
1016 => 1.1087486704332
1017 => 1.1192351698994
1018 => 1.0794275599283
1019 => 1.0896868874203
1020 => 1.0374921232882
1021 => 1.0610863365218
1022 => 1.0811933644675
1023 => 1.0852301480172
1024 => 1.094325227478
1025 => 1.0166087692875
1026 => 1.0515011773797
1027 => 1.0719971981574
1028 => 0.97939543063225
1029 => 1.0701667589508
1030 => 1.0152558986539
1031 => 0.9966183279357
1101 => 1.0217113615945
1102 => 1.0119325819739
1103 => 1.0035253614853
1104 => 0.99883398799828
1105 => 1.0172595425003
1106 => 1.0163999683594
1107 => 0.98625218494818
1108 => 0.94692563046906
1109 => 0.9601249130024
1110 => 0.9553294899141
1111 => 0.93795025802023
1112 => 0.94966176194024
1113 => 0.898090225733
1114 => 0.80936407814365
1115 => 0.86797928899658
1116 => 0.86572266713982
1117 => 0.86458477606999
1118 => 0.90863248702053
1119 => 0.90439831596623
1120 => 0.89671325404155
1121 => 0.93780911583128
1122 => 0.92280857346068
1123 => 0.96903671047458
1124 => 0.99948555136038
1125 => 0.99176274039492
1126 => 1.02040002242
1127 => 0.96042899781316
1128 => 0.98034896656768
1129 => 0.9844544445201
1130 => 0.93730199927594
1201 => 0.90509107871559
1202 => 0.90294297754559
1203 => 0.84709368023221
1204 => 0.87692792405724
1205 => 0.90318082399837
1206 => 0.8906077222339
1207 => 0.88662745382601
1208 => 0.90696178190707
1209 => 0.90854193335071
1210 => 0.87251431297875
1211 => 0.88000559610043
1212 => 0.91124549204007
1213 => 0.87921843087607
1214 => 0.81699508262515
1215 => 0.80156283195383
1216 => 0.79950388524147
1217 => 0.7576503974736
1218 => 0.80259408873587
1219 => 0.78297496308385
1220 => 0.84495154594536
1221 => 0.80955085420195
1222 => 0.80802480113535
1223 => 0.80571794810189
1224 => 0.76969292223428
1225 => 0.77758011338945
1226 => 0.80379833804239
1227 => 0.813153295968
1228 => 0.81217749721344
1229 => 0.80366985443829
1230 => 0.80756460973457
1231 => 0.79501824590253
]
'min_raw' => 0.43898331321027
'max_raw' => 1.3650916711637
'avg_raw' => 0.90203749218699
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.438983'
'max' => '$1.36'
'avg' => '$0.902037'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.25007434345268
'max_diff' => 0.85259983991812
'year' => 2033
]
8 => [
'items' => [
101 => 0.79058786370346
102 => 0.77660435881055
103 => 0.75605246965979
104 => 0.75891033589827
105 => 0.7181916657963
106 => 0.69600597322136
107 => 0.68986526591934
108 => 0.68165365547726
109 => 0.69079278916904
110 => 0.71807631491993
111 => 0.68516659434147
112 => 0.62874518675818
113 => 0.63213620949134
114 => 0.63975483076905
115 => 0.62555758042025
116 => 0.61212107445001
117 => 0.62380302625295
118 => 0.59989653206964
119 => 0.64264381637648
120 => 0.64148762213386
121 => 0.65742116624912
122 => 0.66738473837363
123 => 0.64442193037141
124 => 0.63864684625689
125 => 0.64193659663146
126 => 0.5875643509493
127 => 0.65297779377993
128 => 0.65354349194989
129 => 0.64869964077344
130 => 0.68353027966728
131 => 0.757033791682
201 => 0.72937881379014
202 => 0.71866997047429
203 => 0.69831245150272
204 => 0.72543763682246
205 => 0.72335484580871
206 => 0.71393567496951
207 => 0.70823893105636
208 => 0.71873535638804
209 => 0.70693830779897
210 => 0.70481923371115
211 => 0.69197995031435
212 => 0.68739691029186
213 => 0.68400380991529
214 => 0.68026833979985
215 => 0.68850785605336
216 => 0.66983602822426
217 => 0.64731963428422
218 => 0.64544763975886
219 => 0.65061638123081
220 => 0.64832959789702
221 => 0.64543669152005
222 => 0.63991334541023
223 => 0.63827468660707
224 => 0.64359953275312
225 => 0.63758809191205
226 => 0.64645830033318
227 => 0.64404609445365
228 => 0.63057170849788
301 => 0.61377763474038
302 => 0.61362813225717
303 => 0.61000987661392
304 => 0.60540148404386
305 => 0.60411953465661
306 => 0.62281920485572
307 => 0.66152696253384
308 => 0.65392770350349
309 => 0.65941894695631
310 => 0.68643042986079
311 => 0.6950165680125
312 => 0.68892233052625
313 => 0.68058016237887
314 => 0.68094717544013
315 => 0.70945488934576
316 => 0.71123288049378
317 => 0.71572529052315
318 => 0.7214993069658
319 => 0.68990567049398
320 => 0.67945911800348
321 => 0.67450896188081
322 => 0.6592643969745
323 => 0.67570435325573
324 => 0.66612549475978
325 => 0.66741801003128
326 => 0.66657625776511
327 => 0.66703591142148
328 => 0.64263186763932
329 => 0.65152341855476
330 => 0.63673949061318
331 => 0.61694547067321
401 => 0.61687911417769
402 => 0.62172367251583
403 => 0.61884193964872
404 => 0.61108727059944
405 => 0.61218878473689
406 => 0.60253836182524
407 => 0.61336052080491
408 => 0.6136708616009
409 => 0.60950374090674
410 => 0.62617676998508
411 => 0.63300772360237
412 => 0.6302648354931
413 => 0.63281527526064
414 => 0.6542434870248
415 => 0.65773722052078
416 => 0.65928890615662
417 => 0.65720985296355
418 => 0.63320694363537
419 => 0.63427157473233
420 => 0.62646001813669
421 => 0.61986007597493
422 => 0.62012403904927
423 => 0.62351726725284
424 => 0.63833569382802
425 => 0.66952019896153
426 => 0.67070362813577
427 => 0.67213797881801
428 => 0.66630375374643
429 => 0.66454409563883
430 => 0.66686553888905
501 => 0.67857679941382
502 => 0.70870134105972
503 => 0.69805331609157
504 => 0.68939630604608
505 => 0.69699083776913
506 => 0.69582171913827
507 => 0.68595318133445
508 => 0.68567620434648
509 => 0.66673532513856
510 => 0.65973331335834
511 => 0.65388190822329
512 => 0.64749232657062
513 => 0.6437043683862
514 => 0.64952439375367
515 => 0.65085550241573
516 => 0.63812991523311
517 => 0.63639546472278
518 => 0.64678745391698
519 => 0.64221432692502
520 => 0.64691790144435
521 => 0.64800917107935
522 => 0.64783345153404
523 => 0.64305858173414
524 => 0.64610194135593
525 => 0.63890348858123
526 => 0.63107625236139
527 => 0.62608296330718
528 => 0.6217256563437
529 => 0.6241433434952
530 => 0.61552473025232
531 => 0.61276746241751
601 => 0.64507091959383
602 => 0.66893383073066
603 => 0.66858685455198
604 => 0.6664747262993
605 => 0.66333653214538
606 => 0.67834722096485
607 => 0.67311779712834
608 => 0.67692263990239
609 => 0.67789113207713
610 => 0.68082246619889
611 => 0.68187016619074
612 => 0.67870328914094
613 => 0.66807486296036
614 => 0.64158983543879
615 => 0.62926098363254
616 => 0.6251922571832
617 => 0.62534014766202
618 => 0.62126066804395
619 => 0.62246225762093
620 => 0.62084280422562
621 => 0.61777595128277
622 => 0.62395397396815
623 => 0.62466593353038
624 => 0.62322390921373
625 => 0.62356355814234
626 => 0.61162421269719
627 => 0.61253193520049
628 => 0.60747762095432
629 => 0.60652999796383
630 => 0.593753131679
701 => 0.57111706101904
702 => 0.5836596415012
703 => 0.56850996803245
704 => 0.56277255713482
705 => 0.58993256797373
706 => 0.58720645618694
707 => 0.58254053782027
708 => 0.57563867209336
709 => 0.57307870295822
710 => 0.55752514088083
711 => 0.55660615345827
712 => 0.56431491880533
713 => 0.56075758884008
714 => 0.55576175030267
715 => 0.53766732954017
716 => 0.5173232097463
717 => 0.5179372708443
718 => 0.52440835683493
719 => 0.54322391209751
720 => 0.53587234914401
721 => 0.53053870587178
722 => 0.52953987481561
723 => 0.54204233667793
724 => 0.55973593955983
725 => 0.56803738215997
726 => 0.55981090466179
727 => 0.55036077025689
728 => 0.55093595615041
729 => 0.55476241021218
730 => 0.55516451643092
731 => 0.54901345042285
801 => 0.55074493947405
802 => 0.5481146492746
803 => 0.53197256317572
804 => 0.5316806040253
805 => 0.52771907577033
806 => 0.52759912226918
807 => 0.52085957445795
808 => 0.51991666513086
809 => 0.50653488389035
810 => 0.51534281282662
811 => 0.5094349165332
812 => 0.50053032328715
813 => 0.49899516805519
814 => 0.49894901943516
815 => 0.50809204566823
816 => 0.51523597124176
817 => 0.50953768691861
818 => 0.50824029803483
819 => 0.5220930170675
820 => 0.52033013230025
821 => 0.51880348546121
822 => 0.55815167148689
823 => 0.52700451187032
824 => 0.51342257245978
825 => 0.49661234329889
826 => 0.50208583867821
827 => 0.50323918457701
828 => 0.46281361371663
829 => 0.44641296465325
830 => 0.44078487994013
831 => 0.43754583761828
901 => 0.43902190987768
902 => 0.42425940211638
903 => 0.43418005148132
904 => 0.42139696760375
905 => 0.41925384199192
906 => 0.44211157948523
907 => 0.44529210012446
908 => 0.4317230109672
909 => 0.44043656284215
910 => 0.43727690780486
911 => 0.42161609688715
912 => 0.42101796910322
913 => 0.41315992468884
914 => 0.40086360679755
915 => 0.39524385956698
916 => 0.39231704641641
917 => 0.39352470656479
918 => 0.39291407663876
919 => 0.38892930332543
920 => 0.39314247918067
921 => 0.38237955587498
922 => 0.37809367309189
923 => 0.37615783927049
924 => 0.36660512534594
925 => 0.38180774131106
926 => 0.3848028481737
927 => 0.3878038563221
928 => 0.41392558337859
929 => 0.41262061571408
930 => 0.4244168878562
1001 => 0.42395850641271
1002 => 0.42059401851084
1003 => 0.40639979748424
1004 => 0.41205736099778
1005 => 0.39464425988368
1006 => 0.40769133921414
1007 => 0.40173719706678
1008 => 0.40567823776479
1009 => 0.39859189124045
1010 => 0.4025137679951
1011 => 0.38551309912198
1012 => 0.36963811373412
1013 => 0.37602667127391
1014 => 0.38297176393983
1015 => 0.39803049441624
1016 => 0.38906163877632
1017 => 0.39228717841442
1018 => 0.38148216057561
1019 => 0.35918832247338
1020 => 0.35931450317594
1021 => 0.35588508188157
1022 => 0.35292156117954
1023 => 0.39009181973656
1024 => 0.38546911051017
1025 => 0.37810342836313
1026 => 0.38796268661751
1027 => 0.39056963098744
1028 => 0.39064384702872
1029 => 0.39783690734683
1030 => 0.40167584492803
1031 => 0.40235247431563
1101 => 0.41367091014253
1102 => 0.41746470053793
1103 => 0.43309078625926
1104 => 0.40135013789543
1105 => 0.40069646012989
1106 => 0.38810142659996
1107 => 0.38011345721568
1108 => 0.38864836969771
1109 => 0.39620913702505
1110 => 0.38833636071638
1111 => 0.38936437909892
1112 => 0.37879582013398
1113 => 0.38257358266703
1114 => 0.38582750068005
1115 => 0.38403087840972
1116 => 0.38134124791353
1117 => 0.39558924032607
1118 => 0.39478531275582
1119 => 0.4080533708503
1120 => 0.41839677094289
1121 => 0.43693399301273
1122 => 0.41758943541561
1123 => 0.41688444284911
1124 => 0.42377585827093
1125 => 0.41746364549813
1126 => 0.42145274608036
1127 => 0.43629128723768
1128 => 0.43660480223006
1129 => 0.43135302216633
1130 => 0.43103345087217
1201 => 0.43204211268159
1202 => 0.43794987640433
1203 => 0.43588552223236
1204 => 0.43827444514322
1205 => 0.44126182982373
1206 => 0.45361891948719
1207 => 0.45659817197032
1208 => 0.44936013300162
1209 => 0.45001364687961
1210 => 0.44730642161671
1211 => 0.44469127593417
1212 => 0.45056974151715
1213 => 0.46131275291157
1214 => 0.46124592119525
1215 => 0.46373809102445
1216 => 0.4652906921818
1217 => 0.45862579144096
1218 => 0.45428718613387
1219 => 0.45595088348124
1220 => 0.45861117177029
1221 => 0.45508818784357
1222 => 0.43334269904292
1223 => 0.43993889123783
1224 => 0.43884096231928
1225 => 0.43727737802654
1226 => 0.44390990028537
1227 => 0.44327017733336
1228 => 0.42410799126191
1229 => 0.42533469224264
1230 => 0.42418259101151
1231 => 0.42790526578704
]
'min_raw' => 0.35292156117954
'max_raw' => 0.79058786370346
'avg_raw' => 0.5717547124415
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.352921'
'max' => '$0.790587'
'avg' => '$0.571754'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.086061752030728
'max_diff' => -0.57450380746025
'year' => 2034
]
9 => [
'items' => [
101 => 0.41726260884348
102 => 0.42053621843993
103 => 0.42258939569064
104 => 0.42379873286456
105 => 0.42816768798702
106 => 0.42765504152969
107 => 0.42813582116344
108 => 0.43461382824866
109 => 0.4673773651021
110 => 0.46916061212436
111 => 0.46037925159478
112 => 0.46388723192167
113 => 0.45715267680501
114 => 0.46167362877242
115 => 0.4647667492888
116 => 0.45078953244816
117 => 0.44996189237825
118 => 0.443199541357
119 => 0.44683324575668
120 => 0.4410517607842
121 => 0.44247033496869
122 => 0.43850387787979
123 => 0.44564271092608
124 => 0.45362503553434
125 => 0.45564168596194
126 => 0.45033674690953
127 => 0.44649562142306
128 => 0.43975187041422
129 => 0.45096687863621
130 => 0.45424648881151
131 => 0.45094965224014
201 => 0.45018570316925
202 => 0.44873802106034
203 => 0.45049283577229
204 => 0.45422862735016
205 => 0.45246689703127
206 => 0.45363055094459
207 => 0.44919590218173
208 => 0.45862799780043
209 => 0.47360843560036
210 => 0.47365660015744
211 => 0.47189486034217
212 => 0.47117399436697
213 => 0.47298164632875
214 => 0.47396222336425
215 => 0.47980783834196
216 => 0.48608041611262
217 => 0.5153517996282
218 => 0.50713251226836
219 => 0.53310382508578
220 => 0.55364376157146
221 => 0.55980279042095
222 => 0.55413677368412
223 => 0.53475363649964
224 => 0.53380260731723
225 => 0.56276919762028
226 => 0.55458480910578
227 => 0.55361130213449
228 => 0.54325483272594
301 => 0.54937678882008
302 => 0.54803782721862
303 => 0.54592421082646
304 => 0.55760447659493
305 => 0.57946889140898
306 => 0.57606111731703
307 => 0.57351737203947
308 => 0.56237142070635
309 => 0.56908377294725
310 => 0.56669363288091
311 => 0.57696319142629
312 => 0.57087973244258
313 => 0.55452280431322
314 => 0.55712769903096
315 => 0.55673397443469
316 => 0.56483679872622
317 => 0.56240453199836
318 => 0.55625903531959
319 => 0.57939416121611
320 => 0.57789189482472
321 => 0.5800217651018
322 => 0.5809593998662
323 => 0.59504134331277
324 => 0.60081026497089
325 => 0.60211991118648
326 => 0.60759994057729
327 => 0.60198356306304
328 => 0.62445307752932
329 => 0.63939399351688
330 => 0.65674863628893
331 => 0.68210843386712
401 => 0.69164395234776
402 => 0.68992144628335
403 => 0.70914895537977
404 => 0.74370036182251
405 => 0.69690527338795
406 => 0.74618061513689
407 => 0.73058061085035
408 => 0.69359328131906
409 => 0.69121173334922
410 => 0.71625998233953
411 => 0.77181458779543
412 => 0.75789878922385
413 => 0.7718373490567
414 => 0.75557727862148
415 => 0.75476982907374
416 => 0.77104763372882
417 => 0.80908161156234
418 => 0.79101309437597
419 => 0.76510744440714
420 => 0.78423577320757
421 => 0.76766504455737
422 => 0.73032655505358
423 => 0.75788814807494
424 => 0.73945849573053
425 => 0.74483724805884
426 => 0.78357363608289
427 => 0.77891277139207
428 => 0.78494436188644
429 => 0.77429876253808
430 => 0.76435409408977
501 => 0.74579163193022
502 => 0.74029620200311
503 => 0.74181494113011
504 => 0.74029544939142
505 => 0.72990992241099
506 => 0.72766716884838
507 => 0.72392914798674
508 => 0.72508771695589
509 => 0.71805914413944
510 => 0.73132351322133
511 => 0.73378549700815
512 => 0.74343819866936
513 => 0.74444037417744
514 => 0.77132301090631
515 => 0.75651650634041
516 => 0.76644998793532
517 => 0.76556144384391
518 => 0.6943949089054
519 => 0.70420102951227
520 => 0.7194562758464
521 => 0.71258380805087
522 => 0.7028677464978
523 => 0.69502150585142
524 => 0.68313364895287
525 => 0.69986557925151
526 => 0.72186628835181
527 => 0.74499834846692
528 => 0.77279000302261
529 => 0.7665872292563
530 => 0.74447880281647
531 => 0.74547057067635
601 => 0.75160128933983
602 => 0.74366145163609
603 => 0.74131983849322
604 => 0.75127958765191
605 => 0.75134817497059
606 => 0.742212432131
607 => 0.7320597257881
608 => 0.73201718557781
609 => 0.7302106095476
610 => 0.75589866448393
611 => 0.77002449734361
612 => 0.77164400131606
613 => 0.76991549182273
614 => 0.77058072652463
615 => 0.76236121562506
616 => 0.78114858012122
617 => 0.79838972366068
618 => 0.79376872888879
619 => 0.78684120081263
620 => 0.78132309102501
621 => 0.79246883759088
622 => 0.79197253504134
623 => 0.7982391373127
624 => 0.79795484803603
625 => 0.795847625391
626 => 0.79376880414435
627 => 0.802011095408
628 => 0.79963744789122
629 => 0.79726011344422
630 => 0.79249200525908
701 => 0.79314007035133
702 => 0.78621373841056
703 => 0.78300930032737
704 => 0.73482224007829
705 => 0.72194508302212
706 => 0.7259964987707
707 => 0.72733033003009
708 => 0.72172617477672
709 => 0.72976109382069
710 => 0.72850886019877
711 => 0.73338056868948
712 => 0.73033693672948
713 => 0.73046184844678
714 => 0.7394125210704
715 => 0.74201093941192
716 => 0.74068936287161
717 => 0.74161494977945
718 => 0.76294470940472
719 => 0.75991229967333
720 => 0.75830139244169
721 => 0.75874762475399
722 => 0.76419783565345
723 => 0.76572359713482
724 => 0.75925883852491
725 => 0.76230765605767
726 => 0.77528913415959
727 => 0.77983191680723
728 => 0.79433029835914
729 => 0.78817112818771
730 => 0.79947655160001
731 => 0.83422556886659
801 => 0.86198548830822
802 => 0.8364563191625
803 => 0.88743387601265
804 => 0.92712721631669
805 => 0.92560371980311
806 => 0.91868226779759
807 => 0.87349245516348
808 => 0.83190811583543
809 => 0.86669518144766
810 => 0.86678386083193
811 => 0.86379562104472
812 => 0.84523592036903
813 => 0.86314978369169
814 => 0.86457172110865
815 => 0.86377581427883
816 => 0.84954613528629
817 => 0.82782004554896
818 => 0.83206527147873
819 => 0.83901903815195
820 => 0.82585410713185
821 => 0.82164711397963
822 => 0.8294687146628
823 => 0.8546715417592
824 => 0.84990709328666
825 => 0.8497826742824
826 => 0.8701670052885
827 => 0.85557622350209
828 => 0.8321188173728
829 => 0.82619551295998
830 => 0.80517177271042
831 => 0.81969294498478
901 => 0.82021553612339
902 => 0.81226243847151
903 => 0.83276416741523
904 => 0.83257524037375
905 => 0.85203858072616
906 => 0.88924517738316
907 => 0.87824135592626
908 => 0.86544510878425
909 => 0.86683641565004
910 => 0.88209561792972
911 => 0.87286955589772
912 => 0.87618731213082
913 => 0.8820905961083
914 => 0.88565219390222
915 => 0.86632395653737
916 => 0.86181761983116
917 => 0.85259923643951
918 => 0.85019433228191
919 => 0.85770251320652
920 => 0.85572437280083
921 => 0.82017161436177
922 => 0.8164561532912
923 => 0.81657010117778
924 => 0.80722739765531
925 => 0.79297753227776
926 => 0.83042532767469
927 => 0.82741774562276
928 => 0.82409760780578
929 => 0.82450430574392
930 => 0.84075912450218
1001 => 0.83133050873437
1002 => 0.85639802907283
1003 => 0.85124490048988
1004 => 0.84595961360331
1005 => 0.84522902596181
1006 => 0.84319464142997
1007 => 0.83621797990913
1008 => 0.82779324189037
1009 => 0.82223050011207
1010 => 0.7584641734136
1011 => 0.77029883273717
1012 => 0.78391352952581
1013 => 0.78861326829978
1014 => 0.78057403991489
1015 => 0.83653541764544
1016 => 0.84676010061407
1017 => 0.81578886896253
1018 => 0.80999541606759
1019 => 0.83691523545273
1020 => 0.82067929354941
1021 => 0.82799033719434
1022 => 0.81218785976107
1023 => 0.8442972739006
1024 => 0.84405265396283
1025 => 0.83156136663855
1026 => 0.84211891714839
1027 => 0.84028428293875
1028 => 0.82618165031431
1029 => 0.8447443525092
1030 => 0.8447535593779
1031 => 0.83273096691228
1101 => 0.81869121099635
1102 => 0.81618123424281
1103 => 0.81429030392696
1104 => 0.82752528425277
1105 => 0.83939172622819
1106 => 0.86147223280399
1107 => 0.86702379677704
1108 => 0.88869192055241
1109 => 0.87578960784598
1110 => 0.88150903595582
1111 => 0.88771828423155
1112 => 0.89069522619249
1113 => 0.88584445901866
1114 => 0.91950397419737
1115 => 0.92234586857935
1116 => 0.92329873118334
1117 => 0.9119489320482
1118 => 0.92203021013377
1119 => 0.91731351397437
1120 => 0.92958504704519
1121 => 0.93150938012149
1122 => 0.929879538466
1123 => 0.93049035215795
1124 => 0.90176789389829
1125 => 0.90027848291449
1126 => 0.87997025846658
1127 => 0.88824601003992
1128 => 0.87277488914065
1129 => 0.87768094094801
1130 => 0.87984348183812
1201 => 0.87871389320024
1202 => 0.88871390861704
1203 => 0.88021185264458
1204 => 0.85777352906586
1205 => 0.83532909218089
1206 => 0.83504732055864
1207 => 0.82913809650405
1208 => 0.82486680984095
1209 => 0.82568961118429
1210 => 0.82858927043792
1211 => 0.82469827637383
1212 => 0.82552861723581
1213 => 0.8393178080769
1214 => 0.84208313196007
1215 => 0.83268548092327
1216 => 0.79495255593594
1217 => 0.78569280149818
1218 => 0.79234852935913
1219 => 0.78916752012537
1220 => 0.63691978074078
1221 => 0.67268812878655
1222 => 0.65143579095609
1223 => 0.66122984600141
1224 => 0.63953671234271
1225 => 0.64988981275919
1226 => 0.64797797314696
1227 => 0.70549241834219
1228 => 0.704594409389
1229 => 0.70502423875332
1230 => 0.68450736328006
1231 => 0.71719130300284
]
'min_raw' => 0.41726260884348
'max_raw' => 0.93150938012149
'avg_raw' => 0.67438599448249
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.417262'
'max' => '$0.9315093'
'avg' => '$0.674385'
'bar_min_pct' => 61.631153054957
'bar_max_pct' => 60.119598047091
'min_diff' => 0.064341047663941
'max_diff' => 0.14092151641804
'year' => 2035
]
10 => [
'items' => [
101 => 0.73329258698674
102 => 0.73031266784311
103 => 0.73106264929173
104 => 0.71817548319715
105 => 0.70514901469106
106 => 0.69070065635868
107 => 0.71754392026918
108 => 0.71455940755213
109 => 0.72140480593127
110 => 0.73881458137336
111 => 0.74137823694051
112 => 0.7448238160208
113 => 0.74358882119354
114 => 0.77301140838814
115 => 0.76944813894239
116 => 0.77803459308406
117 => 0.76037160545881
118 => 0.74038425837466
119 => 0.74418319961975
120 => 0.74381733102869
121 => 0.7391594039401
122 => 0.73495443563451
123 => 0.72795434814817
124 => 0.75010366077296
125 => 0.74920443912978
126 => 0.76376179230192
127 => 0.76118863872616
128 => 0.74400448938975
129 => 0.74461822464508
130 => 0.7487458891883
131 => 0.76303178330124
201 => 0.7672728093318
202 => 0.76530819709878
203 => 0.7699582885311
204 => 0.7736335311997
205 => 0.77041984242524
206 => 0.81591889840171
207 => 0.79702451817717
208 => 0.80623350763236
209 => 0.80842979735491
210 => 0.8028040474136
211 => 0.80402407113287
212 => 0.80587207463099
213 => 0.81709278999543
214 => 0.84653919385186
215 => 0.85958080567143
216 => 0.89881713829238
217 => 0.85849788135781
218 => 0.85610550350899
219 => 0.86317315183775
220 => 0.88620903267386
221 => 0.90487745044126
222 => 0.91107084162157
223 => 0.91188940050779
224 => 0.9235086140909
225 => 0.93016853063124
226 => 0.92209773594626
227 => 0.91525858249816
228 => 0.89076158375406
229 => 0.8935971780618
301 => 0.91313161091857
302 => 0.94072514790112
303 => 0.96440327325035
304 => 0.95611201901903
305 => 1.0193684360907
306 => 1.0256400514641
307 => 1.0247735170051
308 => 1.0390611901671
309 => 1.0107030685745
310 => 0.99857942218096
311 => 0.91673728510133
312 => 0.93973158732331
313 => 0.97315515601099
314 => 0.96873142136323
315 => 0.94445833236768
316 => 0.96438485993573
317 => 0.9577965267616
318 => 0.95260003503698
319 => 0.97640617101697
320 => 0.9502303466048
321 => 0.97289403213902
322 => 0.94382762101558
323 => 0.95614989276996
324 => 0.94915517536095
325 => 0.9536816147649
326 => 0.92722014249975
327 => 0.9414981106181
328 => 0.92662613208442
329 => 0.92661908083021
330 => 0.9262907810798
331 => 0.94378759787222
401 => 0.94435816843966
402 => 0.93142799439384
403 => 0.92956455430656
404 => 0.93645466897773
405 => 0.92838814922168
406 => 0.93216242304546
407 => 0.92850246813089
408 => 0.92767853518917
409 => 0.92111329732894
410 => 0.91828481234378
411 => 0.91939393418754
412 => 0.91560792954328
413 => 0.91332672479935
414 => 0.92583699203914
415 => 0.91915326091566
416 => 0.92481261438627
417 => 0.91836306683916
418 => 0.89600612510678
419 => 0.88314841149613
420 => 0.84091822105326
421 => 0.85289465067647
422 => 0.86083503590717
423 => 0.85821073863579
424 => 0.86384874464294
425 => 0.86419487242179
426 => 0.8623618991962
427 => 0.86023955101938
428 => 0.85920650930012
429 => 0.86690595592029
430 => 0.87137574383476
501 => 0.86163195979372
502 => 0.85934912752293
503 => 0.86920063115748
504 => 0.87521004268353
505 => 0.91958016099521
506 => 0.91629307931708
507 => 0.92454300927197
508 => 0.92361419376454
509 => 0.93226143467417
510 => 0.94639601896474
511 => 0.91765645701009
512 => 0.92264465122614
513 => 0.92142166119859
514 => 0.93477394563415
515 => 0.93481563000871
516 => 0.92681026849352
517 => 0.93115010484306
518 => 0.92872772724993
519 => 0.93310529096469
520 => 0.91624917833723
521 => 0.93677810401255
522 => 0.94841668201571
523 => 0.94857828368257
524 => 0.9540948772866
525 => 0.95970005588785
526 => 0.97045870810478
527 => 0.95940000291679
528 => 0.93950646882685
529 => 0.94094271773242
530 => 0.92927914597425
531 => 0.9294752127227
601 => 0.92842859305344
602 => 0.93156957746674
603 => 0.91693844778307
604 => 0.92037234467555
605 => 0.91556486891721
606 => 0.92263420071272
607 => 0.91502876830316
608 => 0.92142107143577
609 => 0.92417977755959
610 => 0.93435946254721
611 => 0.91352522055364
612 => 0.87104279077458
613 => 0.87997311256381
614 => 0.8667644651759
615 => 0.86798697578052
616 => 0.87045664176296
617 => 0.86245164628942
618 => 0.86397874715937
619 => 0.86392418837025
620 => 0.86345403020068
621 => 0.86137162171041
622 => 0.85835171740757
623 => 0.87038208667258
624 => 0.87242628083783
625 => 0.87697027124511
626 => 0.89049010447905
627 => 0.88913915431936
628 => 0.8913426100802
629 => 0.88653247852616
630 => 0.86821010398752
701 => 0.86920509707657
702 => 0.85679751731242
703 => 0.8766529815345
704 => 0.87195094552739
705 => 0.86891951232505
706 => 0.86809235768976
707 => 0.88164570397525
708 => 0.88570107760655
709 => 0.88317404090553
710 => 0.87799101490629
711 => 0.8879439570489
712 => 0.89060694448535
713 => 0.89120308916517
714 => 0.90883779435451
715 => 0.89218867328812
716 => 0.89619628220683
717 => 0.9274625029682
718 => 0.89910835518117
719 => 0.91412817963691
720 => 0.9133930373892
721 => 0.92107667133761
722 => 0.91276275513696
723 => 0.9128658160924
724 => 0.91968836250414
725 => 0.91010732652159
726 => 0.90773492727389
727 => 0.90445747470465
728 => 0.91161367248639
729 => 0.91590348940955
730 => 0.95047626328692
731 => 0.97281185192174
801 => 0.97184220511318
802 => 0.98070296184066
803 => 0.9767111097797
804 => 0.96382036647749
805 => 0.98582329343569
806 => 0.97886064670455
807 => 0.97943463884145
808 => 0.97941327482545
809 => 0.98404282621652
810 => 0.98076236476379
811 => 0.97429623850801
812 => 0.97858875487807
813 => 0.99133599389448
814 => 1.0309038149345
815 => 1.0530464917924
816 => 1.0295707979845
817 => 1.0457640172211
818 => 1.0360538559131
819 => 1.0342892307512
820 => 1.0444597691013
821 => 1.0546481096324
822 => 1.0539991563859
823 => 1.0466029443374
824 => 1.0424250118232
825 => 1.0740617165313
826 => 1.0973711016431
827 => 1.0957815578466
828 => 1.1027972872171
829 => 1.1233956856373
830 => 1.1252789450413
831 => 1.1250416976426
901 => 1.120373842712
902 => 1.1406556409967
903 => 1.1575750739501
904 => 1.1192933691628
905 => 1.1338705412015
906 => 1.1404147033768
907 => 1.1500234750156
908 => 1.1662350833873
909 => 1.1838451899958
910 => 1.1863354521552
911 => 1.1845684919831
912 => 1.1729541532897
913 => 1.1922233420729
914 => 1.2035107809441
915 => 1.2102321924834
916 => 1.2272765738109
917 => 1.1404551178945
918 => 1.0789985760906
919 => 1.0694012496446
920 => 1.0889177903686
921 => 1.094064146516
922 => 1.091989656806
923 => 1.0228147316213
924 => 1.0690370579796
925 => 1.1187683946576
926 => 1.1206787778366
927 => 1.1455753248108
928 => 1.1536826610495
929 => 1.1737276446288
930 => 1.1724738254482
1001 => 1.1773544599644
1002 => 1.17623248661
1003 => 1.2133615977212
1004 => 1.2543205210033
1005 => 1.2529022437314
1006 => 1.2470139139056
1007 => 1.2557590878064
1008 => 1.2980330860584
1009 => 1.2941411737264
1010 => 1.2979218350447
1011 => 1.347765261442
1012 => 1.4125688059032
1013 => 1.3824610533315
1014 => 1.4477862131397
1015 => 1.4889049385011
1016 => 1.560015522258
1017 => 1.5511121269446
1018 => 1.5787949553676
1019 => 1.535173191139
1020 => 1.435008803057
1021 => 1.4191574052292
1022 => 1.4508923051019
1023 => 1.5289094597926
1024 => 1.4484352672612
1025 => 1.4647150916005
1026 => 1.4600265010955
1027 => 1.4597766660328
1028 => 1.4693118542265
1029 => 1.4554805664295
1030 => 1.3991294117437
1031 => 1.4249548138568
1101 => 1.4149823858633
1102 => 1.4260475382158
1103 => 1.4857616018467
1104 => 1.45936059091
1105 => 1.4315492705322
1106 => 1.466430838112
1107 => 1.5108470602483
1108 => 1.5080675728906
1109 => 1.5026742056812
1110 => 1.5330763342533
1111 => 1.5832917436666
1112 => 1.5968647670491
1113 => 1.6068840954219
1114 => 1.6082655915265
1115 => 1.6224958599996
1116 => 1.5459761199305
1117 => 1.6674149125865
1118 => 1.6883840373992
1119 => 1.6844427110156
1120 => 1.7077490107293
1121 => 1.7008917061298
1122 => 1.6909565476432
1123 => 1.7279019900815
1124 => 1.6855470216694
1125 => 1.6254294763507
1126 => 1.5924478019987
1127 => 1.6358807313413
1128 => 1.6624037056904
1129 => 1.6799337045572
1130 => 1.6852382716224
1201 => 1.5519161295283
1202 => 1.4800628893246
1203 => 1.5261199924961
1204 => 1.5823128370568
1205 => 1.5456639658417
1206 => 1.5471005322079
1207 => 1.4948488730091
1208 => 1.5869359494731
1209 => 1.5735196370065
1210 => 1.6431234898161
1211 => 1.6265119717373
1212 => 1.6832712116975
1213 => 1.6683246016067
1214 => 1.73036714444
1215 => 1.7551175945109
1216 => 1.7966774522801
1217 => 1.8272490528341
1218 => 1.8452012814209
1219 => 1.8441234969537
1220 => 1.9152591703796
1221 => 1.8733129490515
1222 => 1.8206186090981
1223 => 1.8196655347368
1224 => 1.8469566800833
1225 => 1.9041514337693
1226 => 1.9189812012503
1227 => 1.9272690181581
1228 => 1.9145759380628
1229 => 1.8690463211239
1230 => 1.8493868633701
1231 => 1.8661372909657
]
'min_raw' => 0.69070065635868
'max_raw' => 1.9272690181581
'avg_raw' => 1.3089848372584
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.69070065'
'max' => '$1.92'
'avg' => '$1.30'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.2734380475152
'max_diff' => 0.99575963803656
'year' => 2036
]
11 => [
'items' => [
101 => 1.8456529573969
102 => 1.8810146640255
103 => 1.9295738400794
104 => 1.919546562248
105 => 1.9530662486647
106 => 1.9877555977321
107 => 2.0373629248946
108 => 2.0503321171689
109 => 2.0717696988241
110 => 2.093836012226
111 => 2.1009231173869
112 => 2.1144546001386
113 => 2.1143832825452
114 => 2.1551613165912
115 => 2.2001407509347
116 => 2.217119446123
117 => 2.2561610194978
118 => 2.1893036932733
119 => 2.2400157432162
120 => 2.2857592816697
121 => 2.2312219493407
122 => 2.3063889563875
123 => 2.309307520939
124 => 2.3533743805876
125 => 2.308704176145
126 => 2.2821791513393
127 => 2.3587559040736
128 => 2.3958089825767
129 => 2.3846482937836
130 => 2.2997149009971
131 => 2.2502800234308
201 => 2.1208994135641
202 => 2.2741563347777
203 => 2.3488033105351
204 => 2.2995215833633
205 => 2.3243764200019
206 => 2.4599763494941
207 => 2.5116040231995
208 => 2.5008658279735
209 => 2.5026804062009
210 => 2.5305377618238
211 => 2.6540726179815
212 => 2.5800476686563
213 => 2.6366369687535
214 => 2.6666517294772
215 => 2.6945311119781
216 => 2.6260681599251
217 => 2.5369988652247
218 => 2.5087868807185
219 => 2.2946214868328
220 => 2.2834732480078
221 => 2.2772154037292
222 => 2.2377605807421
223 => 2.2067598974597
224 => 2.1821070031321
225 => 2.1174104464388
226 => 2.1392436351354
227 => 2.0361308269871
228 => 2.1020987475469
301 => 1.9375282159964
302 => 2.0745874449114
303 => 1.9999923379314
304 => 2.0500809460395
305 => 2.0499061916044
306 => 1.9576771834698
307 => 1.904481416348
308 => 1.9383798295682
309 => 1.9747216193997
310 => 1.9806179525314
311 => 2.0277360316656
312 => 2.0408856747523
313 => 2.0010416423016
314 => 1.9341178575229
315 => 1.949662726358
316 => 1.9041664000772
317 => 1.824435838261
318 => 1.8816997197194
319 => 1.9012521265645
320 => 1.9098875833033
321 => 1.831481732874
322 => 1.8068449123952
323 => 1.7937284758953
324 => 1.923996646811
325 => 1.9311330312775
326 => 1.8946222793637
327 => 2.0596543401059
328 => 2.0223025020572
329 => 2.0640336565801
330 => 1.9482521924448
331 => 1.9526752002952
401 => 1.8978623996933
402 => 1.9285539054377
403 => 1.906862138411
404 => 1.9260743350729
405 => 1.9375900465373
406 => 1.9923938528979
407 => 2.0752132163474
408 => 1.9842079917735
409 => 1.9445557122079
410 => 1.9691557634375
411 => 2.0346689416189
412 => 2.1339247601217
413 => 2.0751633178585
414 => 2.1012406481009
415 => 2.1069373846592
416 => 2.0636088726012
417 => 2.1355223441644
418 => 2.1740613577991
419 => 2.2135944112631
420 => 2.2479198538949
421 => 2.1978040403591
422 => 2.2514351446621
423 => 2.2082179417582
424 => 2.1694476430411
425 => 2.1695064415806
426 => 2.1451852668517
427 => 2.0980599261492
428 => 2.0893692902912
429 => 2.1345790755308
430 => 2.1708330419103
501 => 2.1738190922261
502 => 2.1938911508098
503 => 2.2057695883211
504 => 2.3221944238837
505 => 2.3690214558638
506 => 2.4262806641786
507 => 2.4485863527694
508 => 2.5157184783958
509 => 2.4615038347478
510 => 2.4497741555685
511 => 2.2869335775499
512 => 2.313598713078
513 => 2.3562921678613
514 => 2.2876375768943
515 => 2.3311831127543
516 => 2.3397799239537
517 => 2.2853047201643
518 => 2.3144022802428
519 => 2.2371277874996
520 => 2.0768975891224
521 => 2.1357007261794
522 => 2.1789996279753
523 => 2.1172067563965
524 => 2.2279680869871
525 => 2.163263604234
526 => 2.1427553895642
527 => 2.0627455324309
528 => 2.100507105136
529 => 2.1515801729133
530 => 2.1200229549083
531 => 2.1855089206087
601 => 2.2782545125096
602 => 2.3443505443937
603 => 2.3494245770041
604 => 2.3069292565928
605 => 2.3750282787534
606 => 2.3755243057844
607 => 2.2987083305947
608 => 2.2516589735041
609 => 2.2409692605804
610 => 2.2676742593054
611 => 2.3000990577723
612 => 2.3512239276539
613 => 2.3821176157874
614 => 2.4626719696937
615 => 2.4844676681865
616 => 2.5084145327871
617 => 2.540414928833
618 => 2.5788396090193
619 => 2.4947685962899
620 => 2.4981088943537
621 => 2.4198231313424
622 => 2.3361635662509
623 => 2.3996507478434
624 => 2.4826517924297
625 => 2.4636112610936
626 => 2.4614688123555
627 => 2.4650718168672
628 => 2.4507158780454
629 => 2.3857844988103
630 => 2.3531763666504
701 => 2.3952491763584
702 => 2.4176090022729
703 => 2.4522871422846
704 => 2.4480123295614
705 => 2.537339494071
706 => 2.5720493290862
707 => 2.5631690679718
708 => 2.5648032497323
709 => 2.6276437480695
710 => 2.6975353063546
711 => 2.7629979736921
712 => 2.8295894105947
713 => 2.7493108343006
714 => 2.7085503241526
715 => 2.7506047661881
716 => 2.728290087285
717 => 2.8565168512262
718 => 2.8653949941518
719 => 2.9936124858385
720 => 3.1153061533041
721 => 3.0388725411375
722 => 3.1109459947651
723 => 3.1888993110983
724 => 3.3392839057747
725 => 3.2886396648815
726 => 3.2498469700538
727 => 3.2131880608865
728 => 3.2894694314257
729 => 3.3876041959997
730 => 3.4087414843658
731 => 3.4429919665846
801 => 3.4069817724813
802 => 3.450352084886
803 => 3.6034683455555
804 => 3.562094980328
805 => 3.5033381506045
806 => 3.6242087329612
807 => 3.6679513268436
808 => 3.9749597588843
809 => 4.3625705862216
810 => 4.2020971585141
811 => 4.1024861234908
812 => 4.1258970795266
813 => 4.2674394322157
814 => 4.3128983435697
815 => 4.189325351883
816 => 4.2329734216266
817 => 4.4734785772973
818 => 4.6025018769854
819 => 4.4272709058679
820 => 3.9438156063161
821 => 3.4980477409603
822 => 3.6162854520413
823 => 3.602880964948
824 => 3.861273751087
825 => 3.5611082392504
826 => 3.5661622566524
827 => 3.8298983319659
828 => 3.7595380686533
829 => 3.6455634531484
830 => 3.4988798817854
831 => 3.2277217335327
901 => 2.9875493998209
902 => 3.4585826546149
903 => 3.4382708441498
904 => 3.4088563325546
905 => 3.474315145127
906 => 3.7921645581704
907 => 3.7848371004216
908 => 3.7382235527256
909 => 3.7735795178201
910 => 3.6393653815238
911 => 3.6739554204464
912 => 3.497977129053
913 => 3.5775266662654
914 => 3.6453189148121
915 => 3.6589292123893
916 => 3.6895939077896
917 => 3.4275674430104
918 => 3.5452096330035
919 => 3.6143133980418
920 => 3.302100073582
921 => 3.6081419444596
922 => 3.4230061452149
923 => 3.3601682743049
924 => 3.4447711892253
925 => 3.4118013510017
926 => 3.383455820151
927 => 3.3676385268983
928 => 3.4297615703328
929 => 3.4268634561035
930 => 3.3252180994815
1001 => 3.1926258753627
1002 => 3.2371281779684
1003 => 3.2209600742204
1004 => 3.162364780511
1005 => 3.2018509336484
1006 => 3.027973898716
1007 => 2.7288274974567
1008 => 2.9264527732307
1009 => 2.9188444150883
1010 => 2.9150079359014
1011 => 3.0635178686841
1012 => 3.0492420653541
1013 => 3.0233313425212
1014 => 3.1618889097667
1015 => 3.1113135338598
1016 => 3.2671749253477
1017 => 3.3698353182643
1018 => 3.3437973219048
1019 => 3.4403499176437
1020 => 3.2381534211384
1021 => 3.305314986562
1022 => 3.3191568921139
1023 => 3.1601791308947
1024 => 3.0515777633308
1025 => 3.0443352902605
1026 => 2.856035485095
1027 => 2.9566237211115
1028 => 3.045137206182
1029 => 3.0027461157571
1030 => 2.9893263629264
1031 => 3.0578849697492
1101 => 3.0632125606641
1102 => 2.9417429232119
1103 => 2.9670003072813
1104 => 3.0723277975417
1105 => 2.9643463247693
1106 => 2.7545559618458
1107 => 2.7025250512621
1108 => 2.6955831686703
1109 => 2.5544712125438
1110 => 2.7060020055028
1111 => 2.6398547536034
1112 => 2.8488131297879
1113 => 2.7294572259776
1114 => 2.7243120315179
1115 => 2.7165343154562
1116 => 2.5950734255566
1117 => 2.6216656412024
1118 => 2.7100622161178
1119 => 2.7416031099063
1120 => 2.7383131362772
1121 => 2.7096290246761
1122 => 2.7227604640807
1123 => 2.6804595224618
1124 => 2.6655221795582
1125 => 2.6183758165146
1126 => 2.5490836873558
1127 => 2.5587191829086
1128 => 2.4214333437731
1129 => 2.3466327323011
1130 => 2.3259289089018
1201 => 2.29824289098
1202 => 2.3290561182958
1203 => 2.4210444302399
1204 => 2.3100870096263
1205 => 2.1198582947423
1206 => 2.1312913646408
1207 => 2.1569780781938
1208 => 2.1091110574224
1209 => 2.0638089394369
1210 => 2.1031954555483
1211 => 2.0225930413111
1212 => 2.1667184948717
1213 => 2.1628203052598
1214 => 2.216541361689
1215 => 2.2501342407412
1216 => 2.1727135303496
1217 => 2.153242431054
1218 => 2.1643340541249
1219 => 1.9810142316585
1220 => 2.2015602211828
1221 => 2.2034675120585
1222 => 2.1871361296303
1223 => 2.3045700604584
1224 => 2.5523922830673
1225 => 2.4591515942961
1226 => 2.4230459813891
1227 => 2.3544091848599
1228 => 2.4458636409853
1229 => 2.4388413656666
1230 => 2.4070839735568
1231 => 2.3878770037196
]
'min_raw' => 1.7937284758953
'max_raw' => 4.6025018769854
'avg_raw' => 3.1981151764403
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$1.79'
'max' => '$4.60'
'avg' => '$3.19'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 1.1030278195366
'max_diff' => 2.6752328588273
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.056303087210734
]
1 => [
'year' => 2028
'avg' => 0.096632442556624
]
2 => [
'year' => 2029
'avg' => 0.26398241676144
]
3 => [
'year' => 2030
'avg' => 0.20366204139704
]
4 => [
'year' => 2031
'avg' => 0.20002136421083
]
5 => [
'year' => 2032
'avg' => 0.35070040050158
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.056303087210734
'min' => '$0.056303'
'max_raw' => 0.35070040050158
'max' => '$0.3507004'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.35070040050158
]
1 => [
'year' => 2033
'avg' => 0.90203749218699
]
2 => [
'year' => 2034
'avg' => 0.5717547124415
]
3 => [
'year' => 2035
'avg' => 0.67438599448249
]
4 => [
'year' => 2036
'avg' => 1.3089848372584
]
5 => [
'year' => 2037
'avg' => 3.1981151764403
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.35070040050158
'min' => '$0.3507004'
'max_raw' => 3.1981151764403
'max' => '$3.19'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 3.1981151764403
]
]
]
]
'prediction_2025_max_price' => '$0.096268'
'last_price' => 0.093344
'sma_50day_nextmonth' => '$0.086282'
'sma_200day_nextmonth' => '$0.143141'
'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' => '$0.091065'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.089687'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.087747'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.086948'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.089373'
'daily_sma50_action' => 'BUY'
'daily_sma100' => '$0.117315'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.160111'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.091415'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.090246'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.088642'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.088127'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$0.095651'
'daily_ema50_action' => 'SELL'
'daily_ema100' => '$0.116428'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.15497'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.13488'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.194514'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '$0.32928'
'weekly_sma100_action' => 'SELL'
'weekly_sma200' => '$0.30893'
'weekly_sma200_action' => 'SELL'
'weekly_ema3' => '$0.0908016'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$0.091284'
'weekly_ema5_action' => 'BUY'
'weekly_ema10' => '$0.100591'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.129214'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.196975'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.262991'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$0.301314'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '59.44'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 124.51
'stoch_rsi_14_action' => 'SELL'
'momentum_10' => 0.01
'momentum_10_action' => 'BUY'
'vwma_10' => '0.087853'
'vwma_10_action' => 'BUY'
'hma_9' => '0.091662'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 100
'stochastic_fast_14_action' => 'SELL'
'cci_20' => 199.93
'cci_20_action' => 'SELL'
'adx_14' => 12.42
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '0.0024081'
'ao_5_34_action' => 'BUY'
'macd_12_26' => 0
'macd_12_26_action' => 'BUY'
'williams_percent_r_14' => -0
'williams_percent_r_14_action' => 'SELL'
'ultimate_oscillator' => 86.25
'ultimate_oscillator_action' => 'SELL'
'ichimoku_cloud' => '-0.014090'
'ichimoku_cloud_action' => 'SELL'
'sell_signals' => 15
'buy_signals' => 20
'sell_pct' => 42.86
'buy_pct' => 57.14
'overall_action' => 'bullish'
'overall_action_label' => 'Altista'
'overall_action_dir' => 1
'last_updated' => 1767686398
'last_updated_date' => '6 de janeiro de 2026'
]
Previsão de preço de aelf para 2026
A previsão de preço para aelf em 2026 sugere que o preço médio poderia variar entre $0.03225 na extremidade inferior e $0.096268 na extremidade superior. No mercado de criptomoedas, comparado ao preço médio de hoje, aelf poderia potencialmente ganhar 3.13% até 2026 se ELF atingir a meta de preço prevista.
Previsão de preço de aelf 2027-2032
A previsão de preço de ELF para 2027-2032 está atualmente dentro de uma faixa de preço entre $0.056303 na extremidade inferior e $0.3507004 na extremidade superior. Considerando a volatilidade de preços no mercado, se aelf atingir a meta de preço superior, poderia ganhar 275.71% até 2032 em comparação com o preço de hoje.
| Previsão de Preço de aelf | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2027 | $0.031046 | $0.056303 | $0.081559 |
| 2028 | $0.056029 | $0.096632 | $0.137234 |
| 2029 | $0.123081 | $0.263982 | $0.404883 |
| 2030 | $0.104675 | $0.203662 | $0.302648 |
| 2031 | $0.123759 | $0.200021 | $0.276283 |
| 2032 | $0.1889089 | $0.3507004 | $0.512491 |
Previsão de preço de aelf 2032-2037
A previsão de preço de aelf para 2032-2037 é atualmente estimada entre $0.3507004 na extremidade inferior e $3.19 na extremidade superior. Comparado ao preço atual, aelf poderia potencialmente ganhar 3326.16% até 2037 se atingir a meta de preço superior. Por favor, note que esta informação é apenas para fins gerais e não deve ser considerada como aconselhamento de investimento a longo prazo.
| Previsão de Preço de aelf | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2032 | $0.1889089 | $0.3507004 | $0.512491 |
| 2033 | $0.438983 | $0.902037 | $1.36 |
| 2034 | $0.352921 | $0.571754 | $0.790587 |
| 2035 | $0.417262 | $0.674385 | $0.9315093 |
| 2036 | $0.69070065 | $1.30 | $1.92 |
| 2037 | $1.79 | $3.19 | $4.60 |
aelf Histograma de preços potenciais
Previsão de preço de aelf baseada na análise técnica
Em 6 de janeiro de 2026, o sentimento geral de previsão de preço para aelf é Altista, com 20 indicadores técnicos mostrando sinais de alta e 15 indicando sinais de baixa. A previsão de preço de ELF 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 aelf
De acordo com nossos indicadores técnicos, o SMA de 200 dias de aelf está projetado para aumentar no próximo mês, alcançando $0.143141 até 4 de fev. de 2026. O SMA de 50 dias de curto prazo para aelf é esperado para alcançar $0.086282 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 59.44, sugerindo que o mercado de ELF está em um estado NEUTRAL.
Médias Móveis e Osciladores Populares de ELF 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 | $0.091065 | BUY |
| SMA 5 | $0.089687 | BUY |
| SMA 10 | $0.087747 | BUY |
| SMA 21 | $0.086948 | BUY |
| SMA 50 | $0.089373 | BUY |
| SMA 100 | $0.117315 | SELL |
| SMA 200 | $0.160111 | SELL |
Média Móvel Exponencial Diária (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 3 | $0.091415 | BUY |
| EMA 5 | $0.090246 | BUY |
| EMA 10 | $0.088642 | BUY |
| EMA 21 | $0.088127 | BUY |
| EMA 50 | $0.095651 | SELL |
| EMA 100 | $0.116428 | SELL |
| EMA 200 | $0.15497 | SELL |
Média Móvel Simples Semanal (SMA)
| Período | Valor | Ação |
|---|---|---|
| SMA 21 | $0.13488 | SELL |
| SMA 50 | $0.194514 | SELL |
| SMA 100 | $0.32928 | SELL |
| SMA 200 | $0.30893 | SELL |
Média Móvel Exponencial Semanal (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 21 | $0.129214 | SELL |
| EMA 50 | $0.196975 | SELL |
| EMA 100 | $0.262991 | SELL |
| EMA 200 | $0.301314 | SELL |
Osciladores de aelf
Um oscilador é uma ferramenta de análise técnica que define limites altos e baixos entre dois extremos, criando um indicador de tendência que flutua dentro desses limites. Os traders usam esse indicador para identificar condições de sobrecompra ou sobrevenda de curto prazo.
| Período | Valor | Ação |
|---|---|---|
| RSI (14) | 59.44 | NEUTRAL |
| Stoch RSI (14) | 124.51 | SELL |
| Estocástico Rápido (14) | 100 | SELL |
| Índice de Canal de Commodities (20) | 199.93 | SELL |
| Índice Direcional Médio (14) | 12.42 | NEUTRAL |
| Oscilador Impressionante (5, 34) | 0.0024081 | BUY |
| Momentum (10) | 0.01 | BUY |
| MACD (12, 26) | 0 | BUY |
| Williams Percent Range (14) | -0 | SELL |
| Oscilador Ultimate (7, 14, 28) | 86.25 | SELL |
| VWMA (10) | 0.087853 | BUY |
| Média Móvel de Hull (9) | 0.091662 | BUY |
| Nuvem Ichimoku B/L (9, 26, 52, 26) | -0.014090 | SELL |
Previsão do preço de aelf com base nos fluxos financeiros mundiais
Definições dos fluxos financeiros mundiais, usadas na previsão do preço do aelf
M0: o total de todas as moedas físicas, mais as contas no Banco Central que podem ser trocadas por moedas físicas.
M1: o valor de M0, mais o valor em contas de demanda, incluindo contas 'correntes'.
M2: o valor de M1, mais a maioria das contas de poupança, do mercado de moedas e de certificados de depósito (CD) de menos de US$ 100.000.
Previsões de preço de aelf por empresas de Internet ou nichos tecnológicos
| Comparação | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook stock | $0.131163 | $0.1843071 | $0.258982 | $0.363913 | $0.511359 | $0.718545 |
| Amazon.com stock | $0.194767 | $0.406394 | $0.847966 | $1.76 | $3.69 | $7.70 |
| Apple stock | $0.1324013 | $0.1878011 | $0.266381 | $0.377842 | $0.53594 | $0.76019 |
| Netflix stock | $0.147282 | $0.232388 | $0.366672 | $0.578551 | $0.912863 | $1.44 |
| Google stock | $0.12088 | $0.156539 | $0.202717 | $0.262518 | $0.339959 | $0.440246 |
| Tesla stock | $0.2116037 | $0.479689 | $1.08 | $2.46 | $5.58 | $12.66 |
| Kodak stock | $0.069998 | $0.052491 | $0.039362 | $0.029517 | $0.022135 | $0.016599 |
| Nokia stock | $0.061836 | $0.040964 | $0.027137 | $0.017977 | $0.0119091 | $0.007889 |
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 aelf
Você pode fazer perguntas como: 'Devo investir em aelf agora?', 'Devo comprar ELF hoje?', 'aelf será um bom ou mau investimento no curto ou no longo prazo?'.
Atualizamos a previsão para aelf regularmente com novos valores. Veja nossas previsões semelhantes. Fazemos previsões de preços futuros para uma enorme quantidade de moedas digitais, como aelf, 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 aelf para poder tomar sozinho uma decisão de tão grande responsabilidade sobre o seu investimento.
O preço de aelf é de $0.09334 USD hoje, mas o preço pode tanto subir quanto descer e seu investimento pode ser perdido, porque criptomoedas são ativos de alto risco
Previsão de curto prazo para aelf
com base no histórico de preços de 4 horas
Previsão de longo prazo para aelf
com base no histórico de preços de 1 mês
Previsão do preço de aelf com base no padrão de crescimento do Bitcoin
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Se aelf tiver 1% da média anterior do crescimento anual do Bitcoin | $0.09577 | $0.098259 | $0.100813 | $0.103434 |
| Se aelf tiver 2% da média anterior do crescimento anual do Bitcoin | $0.098196 | $0.1033015 | $0.108671 | $0.114321 |
| Se aelf tiver 5% da média anterior do crescimento anual do Bitcoin | $0.105475 | $0.119183 | $0.134673 | $0.152176 |
| Se aelf tiver 10% da média anterior do crescimento anual do Bitcoin | $0.1176071 | $0.148176 | $0.186692 | $0.23522 |
| Se aelf tiver 20% da média anterior do crescimento anual do Bitcoin | $0.14187 | $0.215623 | $0.327718 | $0.498087 |
| Se aelf tiver 50% da média anterior do crescimento anual do Bitcoin | $0.214659 | $0.493644 | $1.13 | $2.61 |
| Se aelf tiver 100% da média anterior do crescimento anual do Bitcoin | $0.335975 | $1.20 | $4.35 | $15.66 |
Perguntas Frequentes sobre aelf
ELF é um bom investimento?
A decisão de adquirir aelf depende inteiramente da sua tolerância individual ao risco. Como você pode perceber, o valor de aelf experimentou uma escalada de 2.4682% nas últimas 24 horas, e aelf registrou um declínio de -74.25% durante os últimos 30 dias. Consequentemente, a decisão de investir ou não em aelf dependerá de quão alinhado esse investimento está com suas aspirações de negociação.
aelf pode subir?
Parece que o valor médio de aelf pode potencialmente subir para $0.096268 até o final deste ano. Observando as perspectivas de aelf em um horizonte de cinco anos mais longo, a moeda digital poderia potencialmente crescer até $0.302648. 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 aelf na próxima semana?
Com base na nossa nova previsão experimental de aelf, o preço de aelf aumentará 0.86% na próxima semana e atingirá $0.094142 até 13 de janeiro de 2026.
Qual será o preço de aelf no próximo mês?
Com base na nossa nova previsão experimental de aelf, o preço de aelf diminuirá -11.62% no próximo mês e atingirá $0.082499 até 5 de fevereiro de 2026.
Até onde o preço de aelf pode subir este ano em 2026?
De acordo com nossa previsão mais recente sobre o valor de aelf em 2026, espera-se que ELF fluctue dentro do intervalo de $0.03225 e $0.096268. No entanto, é crucial lembrar que o mercado de criptomoedas é excepcionalmente instável, e essa previsão de preço de aelf não considera flutuações repentinas e extremas de preço.
Onde estará aelf em 5 anos?
O futuro de aelf parece seguir uma tendência de alta, com um preço máximo de $0.302648 projetada após um período de cinco anos. Com base na previsão de aelf para 2030, o valor de aelf pode potencialmente atingir seu pico mais alto de aproximadamente $0.302648, enquanto seu pico mais baixo está previsto para cerca de $0.104675.
Quanto será aelf em 2026?
Com base na nossa nova simulação experimental de previsão de preços de aelf, espera-se que o valor de ELF em 2026 aumente 3.13% para $0.096268 se o melhor cenário ocorrer. O preço ficará entre $0.096268 e $0.03225 durante 2026.
Quanto será aelf em 2027?
De acordo com nossa última simulação experimental para previsão de preços de aelf, o valor de ELF pode diminuir -12.62% para $0.081559 em 2027, assumindo as condições mais favoráveis. O preço está projetado para flutuar entre $0.081559 e $0.031046 ao longo do ano.
Quanto será aelf em 2028?
Nosso novo modelo experimental de previsão de preços de aelf sugere que o valor de ELF em 2028 pode aumentar 47.02%, alcançando $0.137234 no melhor cenário. O preço é esperado para variar entre $0.137234 e $0.056029 durante o ano.
Quanto será aelf em 2029?
Com base no nosso modelo de previsão experimental, o valor de aelf pode experimentar um 333.75% crescimento em 2029, potencialmente alcançando $0.404883 sob condições ótimas. A faixa de preço prevista para 2029 está entre $0.404883 e $0.123081.
Quanto será aelf em 2030?
Usando nossa nova simulação experimental para previsões de preços de aelf, espera-se que o valor de ELF em 2030 aumente 224.23%, alcançando $0.302648 no melhor cenário. O preço está previsto para variar entre $0.302648 e $0.104675 ao longo de 2030.
Quanto será aelf em 2031?
Nossa simulação experimental indica que o preço de aelf poderia aumentar 195.98% em 2031, potencialmente atingindo $0.276283 sob condições ideais. O preço provavelmente oscilará entre $0.276283 e $0.123759 durante o ano.
Quanto será aelf em 2032?
Com base nos achados da nossa mais recente previsão experimental de preços de aelf, ELF poderia ver um 449.04% aumento em valor, atingindo $0.512491 se o cenário mais positivo se desenrolar em 2032. O preço é esperado para permanecer dentro de uma faixa de $0.512491 e $0.1889089 ao longo do ano.
Quanto será aelf em 2033?
De acordo com nossa previsão experimental de preços de aelf, espera-se que o valor de ELF seja aumentar 1362.43% em 2033, com o preço potencial mais alto sendo $1.36. Ao longo do ano, o preço de ELF poderia variar entre $1.36 e $0.438983.
Quanto será aelf em 2034?
Os resultados da nossa nova simulação de previsão de preços de aelf sugerem que ELF pode aumentar 746.96% em 2034, atingindo potencialmente $0.790587 nas melhores circunstâncias. A faixa de preço prevista para o ano é entre $0.790587 e $0.352921.
Quanto será aelf em 2035?
Com base em nossa previsão experimental para o preço de aelf, ELF poderia aumentar 897.93%, com o valor potencialmente atingindo $0.9315093 em 2035. A faixa de preço esperada para o ano está entre $0.9315093 e $0.417262.
Quanto será aelf em 2036?
Nossa recente simulação de previsão de preços de aelf sugere que o valor de ELF pode aumentar 1964.7% em 2036, possivelmente atingindo $1.92 se as condições forem ideais. A faixa de preço esperada para 2036 está entre $1.92 e $0.69070065.
Quanto será aelf em 2037?
De acordo com a simulação experimental, o valor de aelf poderia aumentar 4830.69% em 2037, com um pico de $4.60 sob condições favoráveis. O preço é esperado para cair entre $4.60 e $1.79 ao longo do ano.
Previsões relacionadas
Previsão de Preço do Stader ETHx
Previsão de Preço do PAX Gold
Previsão de Preço do Degen
Previsão de Preço do Dash
Previsão de Preço do Jito
Previsão de Preço do Casper Network
Previsão de Preço do NEM
Previsão de Preço do Gas
Previsão de Preço do SafePal
Previsão de Preço do LoopringPrevisão de Preço do Centrifuge
Previsão de Preço do Yield Guild Games
Previsão de Preço do Zcash
Previsão de Preço do Decred
Previsão de Preço do ZetaChain
Previsão de Preço do Polymath Network
Previsão de Preço do Pocket Network
Previsão de Preço do cETH
Previsão de Preço do Uniswap Protocol
Previsão de Preço do Arkham
Previsão de Preço do Chia
Previsão de Preço do SPACE ID
Previsão de Preço do SSV Network
Previsão de Preço do Moonbeam
Previsão de Preço do ZelCash
Como ler e prever os movimentos de preço de aelf?
Traders de aelf 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 aelf
Médias móveis são ferramentas populares para a previsão de preço de aelf. Uma média móvel simples (SMA) calcula o preço médio de fechamento de ELF 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 ELF 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 ELF.
Como ler gráficos de aelf 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 aelf 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 ELF 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 aelf?
A ação de preço de aelf 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 ELF. A capitalização de mercado de aelf pode mudar rapidamente.
Traders frequentemente monitoram a atividade de "baleias" de ELF, grandes detentores de aelf, pois suas ações podem influenciar significativamente os movimentos de preço no relativamente pequeno mercado de aelf.
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


