Previsão de Preço ARI - Projeção ARI
$0.003967
0.4603%
Add to portfolio
Add to favorites
Sentiment
Altista 61.29%
Baixista 38.71%
SMA 50
$0.004015
SMA 200
$0.004695
RSI (14)
49.08
Momentum (10)
0
MACD (12, 26)
0
Hull Moving Average (9)
0.003956
Previsão de Preço ARI até $0.004092 até 2026
| Ano | Preço Mínimo | Preço Máximo |
|---|---|---|
| 2026 | $0.00137 | $0.004092 |
| 2027 | $0.001319 | $0.003466 |
| 2028 | $0.002381 | $0.005833 |
| 2029 | $0.005231 | $0.01721 |
| 2030 | $0.004449 | $0.012864 |
| 2031 | $0.00526 | $0.011743 |
| 2032 | $0.008029 | $0.021784 |
| 2033 | $0.018659 | $0.058025 |
| 2034 | $0.0150014 | $0.033605 |
| 2035 | $0.017736 | $0.039595 |
Calculadora de lucro do investimento
Se você abrir um short de $10,000.00 em ARI hoje e fechar em Apr 06, 2026, nossa previsão mostra que pode lucrar cerca de $3,956.23, com um retorno de 39.56% nos próximos 90 dias.
$
≈ $3,956.23
(39.56% ROI)
Previsão de preço de longo prazo de ARI para os anos 2027, 2028, 2029, 2030, 2031, 2032 e 2037
[
'name' => 'ARI'
'name_with_ticker' => 'ARI <small>ARI</small>'
'name_lang' => 'ARI'
'name_lang_with_ticker' => 'ARI <small>ARI</small>'
'name_with_lang' => 'ARI'
'name_with_lang_with_ticker' => 'ARI <small>ARI</small>'
'image' => '/uploads/coins/ari.png?1730268686'
'price_for_sd' => 0.003967
'ticker' => 'ARI'
'marketcap' => '$1.9M'
'low24h' => '$0.003947'
'high24h' => '$0.003983'
'volume24h' => '$35.18K'
'current_supply' => '479.63M'
'max_supply' => '479.63M'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.003967'
'change_24h_pct' => '0.4603%'
'ath_price' => '$0.01001'
'ath_days' => 405
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '27 de nov. de 2024'
'ath_pct' => '-60.40%'
'fdv' => '$1.9M'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$0.195635'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.00400167'
'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' => '$0.003506'
'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' => '$0.00137'
'current_year_max_price_prediction' => '$0.004092'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.004449'
'grand_prediction_max_price' => '$0.012864'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.0040429062069793
107 => 0.0040580009511812
108 => 0.0040920101806248
109 => 0.0038014050386319
110 => 0.003931878215668
111 => 0.0040085189834933
112 => 0.0036622532062436
113 => 0.0040016744224064
114 => 0.0037963462496479
115 => 0.003726654783888
116 => 0.0038204851613813
117 => 0.0037839193720191
118 => 0.0037524822535407
119 => 0.0037349398012715
120 => 0.0038038384748217
121 => 0.0038006242693488
122 => 0.0036878926667644
123 => 0.003540838886721
124 => 0.0035901949621794
125 => 0.0035722634372497
126 => 0.0035072772776918
127 => 0.003551070102775
128 => 0.00335822866415
129 => 0.0030264549920215
130 => 0.003245634842332
131 => 0.0032371966565168
201 => 0.0032329417405876
202 => 0.0033976493404098
203 => 0.0033818165051378
204 => 0.0033530797540834
205 => 0.003506749504723
206 => 0.0034506579785897
207 => 0.0036235188453068
208 => 0.0037373761920665
209 => 0.0037084982860289
210 => 0.0038155816709768
211 => 0.0035913320264727
212 => 0.0036658187630428
213 => 0.0036811703762158
214 => 0.0035048532438536
215 => 0.0033844069527963
216 => 0.003376374558371
217 => 0.0031675372881988
218 => 0.0032790964722492
219 => 0.0033772639375809
220 => 0.0033302493397901
221 => 0.0033153659226506
222 => 0.0033914020729966
223 => 0.0033973107330841
224 => 0.0032625926569181
225 => 0.0032906048109196
226 => 0.0034074201497392
227 => 0.0032876613640986
228 => 0.0030549896060856
301 => 0.0029972837931596
302 => 0.0029895847739862
303 => 0.0028330820326252
304 => 0.0030011399715104
305 => 0.0029277781775143
306 => 0.0031595272057389
307 => 0.003027153403712
308 => 0.0030214470336787
309 => 0.003012821018431
310 => 0.0028781126438948
311 => 0.0029076052167545
312 => 0.0030056430207855
313 => 0.0030406240137387
314 => 0.0030369752095829
315 => 0.0030051625820614
316 => 0.0030197262400337
317 => 0.0029728116233901
318 => 0.00295624509581
319 => 0.0029039565777846
320 => 0.0028271069013591
321 => 0.0028377933202125
322 => 0.0026855340024019
323 => 0.002602575045045
324 => 0.0025796130990301
325 => 0.0025489074251733
326 => 0.002583081386597
327 => 0.0026851026708849
328 => 0.0025620433570108
329 => 0.0023510667949808
330 => 0.0023637468458454
331 => 0.0023922351553972
401 => 0.0023391473790164
402 => 0.0022889042539914
403 => 0.0023325865748471
404 => 0.0022431930242601
405 => 0.0024030379389029
406 => 0.002398714581922
407 => 0.0024582948813576
408 => 0.0024955516653055
409 => 0.0024096868403326
410 => 0.0023880920690551
411 => 0.0024003934322024
412 => 0.0021970793010025
413 => 0.0024416797792621
414 => 0.0024437950943553
415 => 0.0024256824822819
416 => 0.0025559246857627
417 => 0.002830776358669
418 => 0.0027273661034387
419 => 0.002687322527022
420 => 0.0026111996589822
421 => 0.0027126288609166
422 => 0.00270484068075
423 => 0.0026696195764574
424 => 0.0026483177426847
425 => 0.0026875670245608
426 => 0.0026434543223077
427 => 0.002635530468847
428 => 0.0025875205381131
429 => 0.0025703831771537
430 => 0.0025576953573574
501 => 0.0025437273144411
502 => 0.002574537336495
503 => 0.0025047177731248
504 => 0.0024205222241965
505 => 0.0024135222753115
506 => 0.0024328497496246
507 => 0.0024242987810023
508 => 0.0024134813365636
509 => 0.0023928278891743
510 => 0.002386700452525
511 => 0.0024066116490256
512 => 0.0023841330690713
513 => 0.0024173014382655
514 => 0.0024082814771342
515 => 0.0023578967074842
516 => 0.0022950986296694
517 => 0.0022945395950535
518 => 0.0022810098521977
519 => 0.0022637776904605
520 => 0.0022589840972837
521 => 0.0023289077716245
522 => 0.0024736476848705
523 => 0.0024452317765677
524 => 0.0024657651824959
525 => 0.0025667692170036
526 => 0.0025988753622764
527 => 0.0025760871808375
528 => 0.0025448933125702
529 => 0.0025462656844624
530 => 0.0026528645753579
531 => 0.0026595130174262
601 => 0.0026763114856641
602 => 0.0026979022645963
603 => 0.0025797641838508
604 => 0.0025407013914833
605 => 0.0025221912733383
606 => 0.002465187273769
607 => 0.0025266612001509
608 => 0.0024908429758242
609 => 0.0024956760780106
610 => 0.0024925285138713
611 => 0.0024942472967287
612 => 0.0024029932589916
613 => 0.002436241434172
614 => 0.0023809598943449
615 => 0.0023069441181606
616 => 0.0023066959913255
617 => 0.0023248112476886
618 => 0.0023140355843538
619 => 0.0022850385513875
620 => 0.0022891574430582
621 => 0.0022530716179212
622 => 0.0022935389155848
623 => 0.0022946993728829
624 => 0.0022791172590138
625 => 0.0023414627144755
626 => 0.0023670056984473
627 => 0.0023567492172974
628 => 0.0023662860763881
629 => 0.0024464125858478
630 => 0.0024594767030544
701 => 0.0024652789209505
702 => 0.0024575047176164
703 => 0.0023677506418907
704 => 0.002371731616813
705 => 0.002342521864252
706 => 0.0023178427013859
707 => 0.0023188297384753
708 => 0.0023315180362551
709 => 0.0023869285768183
710 => 0.0025035367928038
711 => 0.0025079619893609
712 => 0.0025133254566803
713 => 0.0024915095396298
714 => 0.0024849296502971
715 => 0.0024936102227404
716 => 0.0025374021376958
717 => 0.0026500468323501
718 => 0.0026102306739731
719 => 0.0025778595174371
720 => 0.0026062577489203
721 => 0.0026018860637761
722 => 0.0025649846416512
723 => 0.0025639489416362
724 => 0.0024931233144801
725 => 0.002466940692742
726 => 0.0024450605342824
727 => 0.0024211679724405
728 => 0.0024070036608947
729 => 0.0024287664809935
730 => 0.0024337438954403
731 => 0.0023861591089452
801 => 0.0023796734783777
802 => 0.0024185322422186
803 => 0.0024014319490529
804 => 0.0024190200246406
805 => 0.0024231006090447
806 => 0.0024224435409718
807 => 0.0024045888709508
808 => 0.0024159689051883
809 => 0.0023890517316651
810 => 0.0023597833482874
811 => 0.0023411119431771
812 => 0.0023248186658159
813 => 0.0023338591230667
814 => 0.0023016315436898
815 => 0.0022913212924341
816 => 0.0024121136056475
817 => 0.0025013441861544
818 => 0.0025000467381747
819 => 0.0024921488572744
820 => 0.0024804142082833
821 => 0.0025365436750315
822 => 0.0025169892911605
823 => 0.0025312167392501
824 => 0.002534838221913
825 => 0.0025457993592129
826 => 0.002549717023656
827 => 0.002537875120716
828 => 0.0024981322480828
829 => 0.0023990967881198
830 => 0.0023529955141659
831 => 0.0023377813258837
901 => 0.0023383343327319
902 => 0.0023230799351272
903 => 0.0023275730388759
904 => 0.0023215174170057
905 => 0.0023100495341958
906 => 0.0023331510136189
907 => 0.0023358132439172
908 => 0.0023304210825777
909 => 0.0023316911317723
910 => 0.0022870463389037
911 => 0.0022904405855421
912 => 0.0022715409889395
913 => 0.0022679975424146
914 => 0.0022202210079793
915 => 0.0021355779519077
916 => 0.0021824784214716
917 => 0.0021258292494424
918 => 0.0021043753496199
919 => 0.0022059347746136
920 => 0.0021957410251642
921 => 0.0021782937572232
922 => 0.0021524856116092
923 => 0.0021429131193555
924 => 0.0020847536867046
925 => 0.0020813173171551
926 => 0.0021101427024137
927 => 0.0020968407789378
928 => 0.0020781598405453
929 => 0.002010499375344
930 => 0.0019344266108477
1001 => 0.0019367227694315
1002 => 0.0019609201004337
1003 => 0.0020312771037772
1004 => 0.0020037874053824
1005 => 0.001983843313789
1006 => 0.0019801083849507
1007 => 0.0020268588389646
1008 => 0.0020930205259172
1009 => 0.002124062109151
1010 => 0.0020933008429132
1011 => 0.0020579639565634
1012 => 0.0020601147491001
1013 => 0.0020744230082751
1014 => 0.0020759266040065
1015 => 0.0020529259236833
1016 => 0.002059400480467
1017 => 0.0020495650366667
1018 => 0.0019892049362189
1019 => 0.0019881132134058
1020 => 0.0019732998713178
1021 => 0.0019728513292065
1022 => 0.0019476501389535
1023 => 0.0019441243182295
1024 => 0.0018940858253792
1025 => 0.0019270213129038
1026 => 0.001904929917063
1027 => 0.0018716329726974
1028 => 0.0018658925669385
1029 => 0.0018657200034096
1030 => 0.0018999085202125
1031 => 0.0019266218001794
1101 => 0.0019053142063518
1102 => 0.0019004628802676
1103 => 0.0019522623507428
1104 => 0.0019456703959622
1105 => 0.0019399618056357
1106 => 0.0020870964725183
1107 => 0.0019706279026195
1108 => 0.00191984095835
1109 => 0.0018569824706375
1110 => 0.0018774495111967
1111 => 0.0018817622173659
1112 => 0.0017305988855112
1113 => 0.0016692719406039
1114 => 0.0016482268441689
1115 => 0.0016361150936366
1116 => 0.0016416345704439
1117 => 0.0015864331270942
1118 => 0.0016235294099728
1119 => 0.0015757296260938
1120 => 0.0015677158367726
1121 => 0.0016531877716052
1122 => 0.0016650806920173
1123 => 0.0016143417986983
1124 => 0.0016469243820898
1125 => 0.0016351094844203
1126 => 0.0015765490161947
1127 => 0.0015743124370502
1128 => 0.0015449288525946
1129 => 0.0014989492327047
1130 => 0.0014779353126171
1201 => 0.0014669910805843
1202 => 0.0014715068840199
1203 => 0.001469223555617
1204 => 0.0014543232932853
1205 => 0.0014700776212122
1206 => 0.0014298318234966
1207 => 0.0014138056225638
1208 => 0.0014065669594075
1209 => 0.0013708464974732
1210 => 0.0014276936373722
1211 => 0.0014388932400737
1212 => 0.0014501149094523
1213 => 0.0015477918800335
1214 => 0.0015429122146155
1215 => 0.0015870220135006
1216 => 0.0015853079878287
1217 => 0.0015727271586553
1218 => 0.0015196507098186
1219 => 0.0015408060363282
1220 => 0.0014756932295994
1221 => 0.0015244801716411
1222 => 0.0015022158486847
1223 => 0.0015169525816536
1224 => 0.0014904546070178
1225 => 0.0015051196802558
1226 => 0.0014415490813521
1227 => 0.0013821877505583
1228 => 0.001406076482935
1229 => 0.0014320462670364
1230 => 0.0014883553759462
1231 => 0.0014548181352196
]
'min_raw' => 0.0013708464974732
'max_raw' => 0.0040920101806248
'avg_raw' => 0.002731428339049
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.00137'
'max' => '$0.004092'
'avg' => '$0.002731'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.0025968735025268
'max_diff' => 0.00012429018062483
'year' => 2026
]
1 => [
'items' => [
101 => 0.0014668793951683
102 => 0.0014264761933705
103 => 0.0013431128474576
104 => 0.0013435846749422
105 => 0.0013307610403427
106 => 0.0013196795477674
107 => 0.0014586702907501
108 => 0.0014413845947417
109 => 0.0014138421004483
110 => 0.0014507088235552
111 => 0.0014604569702983
112 => 0.0014607344863318
113 => 0.0014876314958427
114 => 0.0015019864346403
115 => 0.0015045165548212
116 => 0.0015468395804351
117 => 0.0015610257003666
118 => 0.0016194563206698
119 => 0.0015007685183757
120 => 0.0014983242211921
121 => 0.0014512276139535
122 => 0.001421358201075
123 => 0.0014532727982077
124 => 0.0014815447744904
125 => 0.0014521061030645
126 => 0.0014559501720684
127 => 0.0014164311609069
128 => 0.0014305573478549
129 => 0.0014427247230573
130 => 0.0014360066136358
131 => 0.0014259492786716
201 => 0.0014792267948446
202 => 0.0014762206685859
203 => 0.001525833916491
204 => 0.0015645109911105
205 => 0.0016338272231827
206 => 0.0015614921214785
207 => 0.0015588559428664
208 => 0.0015846250116559
209 => 0.0015610217552564
210 => 0.0015759381985442
211 => 0.0016314239535617
212 => 0.0016325962801319
213 => 0.0016129582996234
214 => 0.0016117633267247
215 => 0.0016155350156974
216 => 0.0016376259158166
217 => 0.0016299066765302
218 => 0.0016388395756597
219 => 0.0016500103028066
220 => 0.0016962171665762
221 => 0.0017073574849985
222 => 0.0016802922868252
223 => 0.0016827359711841
224 => 0.001672612844111
225 => 0.0016628340302008
226 => 0.0016848153757899
227 => 0.0017249867168982
228 => 0.0017247368130701
301 => 0.001734055783388
302 => 0.0017398614246935
303 => 0.0017149393622211
304 => 0.0016987160159611
305 => 0.0017049370792355
306 => 0.0017148846948884
307 => 0.0017017112015499
308 => 0.001620398298109
309 => 0.0016450634387246
310 => 0.0016409579532624
311 => 0.0016351112427201
312 => 0.001659912232339
313 => 0.0016575201163878
314 => 0.0015858669565058
315 => 0.0015904539593233
316 => 0.0015861459073398
317 => 0.0016000661046432
318 => 0.0015602700189199
319 => 0.0015725110268576
320 => 0.0015801884722839
321 => 0.0015847105466209
322 => 0.0016010473799414
323 => 0.0015991304411103
324 => 0.0016009282203322
325 => 0.0016251514313825
326 => 0.0017476641204727
327 => 0.0017543322158308
328 => 0.0017214960755459
329 => 0.0017346134659255
330 => 0.0017094309448546
331 => 0.0017263361399577
401 => 0.0017379022451019
402 => 0.0016856372399896
403 => 0.0016825424455839
404 => 0.0016572559872906
405 => 0.0016708434976792
406 => 0.0016492247916744
407 => 0.0016545292659378
408 => 0.0016396974934617
409 => 0.0016663917309422
410 => 0.0016962400363105
411 => 0.0017037808969919
412 => 0.0016839441390839
413 => 0.0016695810190525
414 => 0.0016443641117832
415 => 0.0016863003905675
416 => 0.0016985638364689
417 => 0.0016862359759069
418 => 0.0016833793412456
419 => 0.0016779660237242
420 => 0.0016845278021481
421 => 0.0016984970471088
422 => 0.0016919094091568
423 => 0.0016962606600834
424 => 0.0016796781785418
425 => 0.0017149476124607
426 => 0.0017709639615755
427 => 0.0017711440632975
428 => 0.0017645563898357
429 => 0.0017618608557885
430 => 0.0017686202085338
501 => 0.001772286880115
502 => 0.00179414538744
503 => 0.0018176004366811
504 => 0.0019270549172497
505 => 0.0018963205370953
506 => 0.0019934350637319
507 => 0.0020702400455585
508 => 0.0020932705013334
509 => 0.0020720835656871
510 => 0.0019996042033369
511 => 0.001996048020039
512 => 0.0021043627873877
513 => 0.002073758904481
514 => 0.00207011866999
515 => 0.0020313927252791
516 => 0.0020542845549048
517 => 0.0020492777759628
518 => 0.0020413743304628
519 => 0.00208505034673
520 => 0.0021668079501974
521 => 0.0021540652609791
522 => 0.0021445534345939
523 => 0.0021028753802252
524 => 0.0021279748780856
525 => 0.0021190374276468
526 => 0.0021574383865784
527 => 0.0021346905091927
528 => 0.0020735270499683
529 => 0.0020832675324471
530 => 0.0020817952781156
531 => 0.0021120941679339
601 => 0.0021029991932751
602 => 0.0020800193383443
603 => 0.002166528511597
604 => 0.0021609110870752
605 => 0.002168875310725
606 => 0.0021723814082774
607 => 0.0022250380175737
608 => 0.0022466097455788
609 => 0.0022515069055022
610 => 0.0022719983786897
611 => 0.002250997058982
612 => 0.0023350173115002
613 => 0.0023908858767071
614 => 0.002455780090165
615 => 0.0025506079779472
616 => 0.0025862641409604
617 => 0.002579823174258
618 => 0.0026517205965187
619 => 0.0027809186661314
620 => 0.0026059377980409
621 => 0.0027901930770269
622 => 0.0027318599830295
623 => 0.0025935532665289
624 => 0.0025846479445154
625 => 0.0026783108587035
626 => 0.0028860461876514
627 => 0.0028340108438646
628 => 0.0028861312988327
629 => 0.0028253300195714
630 => 0.0028223107235827
701 => 0.00288317831641
702 => 0.0030253987647708
703 => 0.0029578351608083
704 => 0.0028609661672529
705 => 0.0029324927246458
706 => 0.0028705298011616
707 => 0.0027309099922216
708 => 0.0028339710534178
709 => 0.002765057056806
710 => 0.0027851698246869
711 => 0.0029300167953817
712 => 0.0029125884246501
713 => 0.0029351423502004
714 => 0.0028953352619431
715 => 0.0028581491645092
716 => 0.0027887385521729
717 => 0.002768189491762
718 => 0.0027738685127818
719 => 0.0027681866775212
720 => 0.0027293520778355
721 => 0.0027209657497308
722 => 0.0027069881688096
723 => 0.0027113204056051
724 => 0.0026850384641876
725 => 0.0027346379177685
726 => 0.002743844013422
727 => 0.002779938359487
728 => 0.0027836857942338
729 => 0.002884208034254
730 => 0.0028288420736585
731 => 0.002865986340093
801 => 0.0028626638072877
802 => 0.0025965507924581
803 => 0.0026332188179666
804 => 0.0026902627585976
805 => 0.0026645645406646
806 => 0.0026282332729642
807 => 0.0025988938263368
808 => 0.0025544415645839
809 => 0.0026170072693711
810 => 0.0026992745180453
811 => 0.0027857722274219
812 => 0.0028896935576834
813 => 0.0028664995265467
814 => 0.0027838294904388
815 => 0.0027875380078681
816 => 0.0028104626033682
817 => 0.0027807731692764
818 => 0.0027720171755561
819 => 0.0028092596642885
820 => 0.0028095161328402
821 => 0.0027753548508297
822 => 0.0027373908373236
823 => 0.0027372317667208
824 => 0.0027304764372062
825 => 0.002826531777685
826 => 0.002879352502658
827 => 0.0028854083136513
828 => 0.002878944898328
829 => 0.0028814324103621
830 => 0.0028506971943256
831 => 0.0029209487839399
901 => 0.0029854185897322
902 => 0.0029681393045834
903 => 0.0029422351997501
904 => 0.0029216013325397
905 => 0.0029632786212223
906 => 0.0029614227971634
907 => 0.0029848555022208
908 => 0.0029837924593656
909 => 0.0029759129220034
910 => 0.0029681395859865
911 => 0.0029989599846355
912 => 0.002990084204785
913 => 0.0029811946383969
914 => 0.002963365252081
915 => 0.0029657885617961
916 => 0.0029398889296718
917 => 0.0029279065747645
918 => 0.0027477207066492
919 => 0.0026995691549457
920 => 0.0027147186133269
921 => 0.0027197062083814
922 => 0.0026987505913722
923 => 0.0027287955631071
924 => 0.0027241130860877
925 => 0.0027423298650128
926 => 0.002730948812421
927 => 0.0027314158947892
928 => 0.0027648851437653
929 => 0.0027746014091315
930 => 0.0027696596381464
1001 => 0.0027731206851503
1002 => 0.0028528790525399
1003 => 0.0028415399632261
1004 => 0.0028355162980246
1005 => 0.0028371848944519
1006 => 0.0028575648673586
1007 => 0.0028632701470672
1008 => 0.002839096476039
1009 => 0.0028504969190422
1010 => 0.0028990385584185
1011 => 0.0029160253849814
1012 => 0.0029702391812307
1013 => 0.0029472081970106
1014 => 0.0029894825653042
1015 => 0.0031194195610447
1016 => 0.0032232222241984
1017 => 0.0031277610053358
1018 => 0.0033183813770282
1019 => 0.0034668066792589
1020 => 0.003461109868944
1021 => 0.003435228484361
1022 => 0.0032662502238621
1023 => 0.0031107539092271
1024 => 0.0032408331791415
1025 => 0.0032411647779516
1026 => 0.0032299908533043
1027 => 0.0031605905669842
1028 => 0.0032275758737742
1029 => 0.0032328929241723
1030 => 0.0032299167898672
1031 => 0.0031767077530632
1101 => 0.0030954673885372
1102 => 0.0031113415613036
1103 => 0.0031373437801194
1104 => 0.00308811615527
1105 => 0.0030723849463237
1106 => 0.0031016322567399
1107 => 0.00319587318482
1108 => 0.003178057483267
1109 => 0.0031775922433005
1110 => 0.0032538153695775
1111 => 0.0031992560611434
1112 => 0.0031115417854583
1113 => 0.0030893927740387
1114 => 0.0030107787048609
1115 => 0.0030650777224557
1116 => 0.0030670318474323
1117 => 0.0030372928304181
1118 => 0.0031139549427879
1119 => 0.0031132484879264
1120 => 0.0031860277539719
1121 => 0.0033251543760071
1122 => 0.003284007787866
1123 => 0.003236158782594
1124 => 0.0032413612961761
1125 => 0.0032984200292737
1126 => 0.0032639210167187
1127 => 0.0032763271021692
1128 => 0.0032984012511776
1129 => 0.0033117191333446
1130 => 0.0032394450578828
1201 => 0.003222594513624
1202 => 0.0031881242138079
1203 => 0.0031791315560045
1204 => 0.0032072068959583
1205 => 0.0031998100357969
1206 => 0.0030668676107947
1207 => 0.0030529743876973
1208 => 0.0030534004730148
1209 => 0.0030184653029496
1210 => 0.0029651807831987
1211 => 0.0031052093196507
1212 => 0.0030939630684755
1213 => 0.0030815480775688
1214 => 0.0030830688431159
1215 => 0.0031438504847822
1216 => 0.0031085940630693
1217 => 0.0032023290386071
1218 => 0.0031830599455678
1219 => 0.003163296673001
1220 => 0.0031605647867282
1221 => 0.0031529576129132
1222 => 0.0031268697833967
1223 => 0.0030953671616201
1224 => 0.0030745664020128
1225 => 0.0028361249848917
1226 => 0.0028803783249594
1227 => 0.0029312877588885
1228 => 0.0029488614914741
1229 => 0.0029188004058212
1230 => 0.0031280567782828
1231 => 0.0031662899339761
]
'min_raw' => 0.0013196795477674
'max_raw' => 0.0034668066792589
'avg_raw' => 0.0023932431135132
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.001319'
'max' => '$0.003466'
'avg' => '$0.002393'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -5.1166949705791E-5
'max_diff' => -0.00062520350136591
'year' => 2027
]
2 => [
'items' => [
101 => 0.003050479211494
102 => 0.0030288157538383
103 => 0.0031294770309601
104 => 0.003068765975515
105 => 0.0030961041600645
106 => 0.0030370139582558
107 => 0.003157080686367
108 => 0.0031561659790656
109 => 0.0031094573100003
110 => 0.0031489351572472
111 => 0.0031420749097859
112 => 0.0030893409374496
113 => 0.00315875244735
114 => 0.0031587868745929
115 => 0.0031138307961516
116 => 0.0030613319386832
117 => 0.0030519463829355
118 => 0.0030448756274516
119 => 0.0030943651876607
120 => 0.0031387373725943
121 => 0.0032213030079583
122 => 0.0032420619703999
123 => 0.0033230855828119
124 => 0.0032748399665887
125 => 0.0032962266233751
126 => 0.0033194448646441
127 => 0.003330576543331
128 => 0.0033124380702695
129 => 0.0034383010909947
130 => 0.0034489277862872
131 => 0.0034524908252982
201 => 0.00341005052287
202 => 0.0034477474447028
203 => 0.003430110303368
204 => 0.003475997245382
205 => 0.0034831929038036
206 => 0.0034770984371135
207 => 0.0034793824526722
208 => 0.0033719805682416
209 => 0.0033664112139438
210 => 0.0032904726729099
211 => 0.0033214181896906
212 => 0.0032635670293263
213 => 0.0032819122282108
214 => 0.0032899986170796
215 => 0.0032857747464331
216 => 0.0033231678027791
217 => 0.0032913760659883
218 => 0.0032074724455519
219 => 0.0031235459656302
220 => 0.0031224923370399
221 => 0.0031003959763019
222 => 0.0030844243546387
223 => 0.0030875010555947
224 => 0.0030983437510643
225 => 0.0030837941574671
226 => 0.0030868990509442
227 => 0.0031384609704608
228 => 0.0031488013456971
229 => 0.0031136607103988
301 => 0.0029725659889066
302 => 0.0029379409903431
303 => 0.002962828752667
304 => 0.0029509340052534
305 => 0.0023816340531956
306 => 0.002515382632386
307 => 0.0024359137683037
308 => 0.0024725366770594
309 => 0.0023914195451939
310 => 0.0024301328922333
311 => 0.0024229839506202
312 => 0.0026380477080502
313 => 0.0026346897832885
314 => 0.0026362970441745
315 => 0.0025595782943887
316 => 0.0026817933459385
317 => 0.0027420008750431
318 => 0.0027308580637774
319 => 0.0027336624693105
320 => 0.002685473490811
321 => 0.0026367636188223
322 => 0.0025827368743912
323 => 0.0026831118876367
324 => 0.0026719518996224
325 => 0.0026975488968902
326 => 0.0027626492679341
327 => 0.0027722355448625
328 => 0.0027851195982688
329 => 0.002780501582272
330 => 0.0028905214587379
331 => 0.0028771973257634
401 => 0.0029093046526173
402 => 0.00284325744529
403 => 0.0027685187609406
404 => 0.0027827241414438
405 => 0.0027813560490689
406 => 0.002763938662913
407 => 0.0027482150254754
408 => 0.0027220395992491
409 => 0.0028048625210631
410 => 0.0028015000616899
411 => 0.002855934370511
412 => 0.0028463125776802
413 => 0.002782055890304
414 => 0.0027843508304644
415 => 0.0027997854059534
416 => 0.0028532046479498
417 => 0.0028690631160337
418 => 0.0028617168417666
419 => 0.002879104928054
420 => 0.0028928477624862
421 => 0.0028808308164703
422 => 0.003050965430559
423 => 0.0029803136770455
424 => 0.0030147488501162
425 => 0.0030229614359898
426 => 0.0030019250699667
427 => 0.0030064871045013
428 => 0.0030133973437413
429 => 0.0030553549632425
430 => 0.0031654638973489
501 => 0.0032142303947278
502 => 0.0033609468081886
503 => 0.0032101810159829
504 => 0.0032012351978042
505 => 0.0032276632542798
506 => 0.0033138013204909
507 => 0.0033836081326179
508 => 0.003406767079452
509 => 0.0034098279165887
510 => 0.0034532756404272
511 => 0.0034781790654793
512 => 0.0034479999439646
513 => 0.0034224262983666
514 => 0.0033308246741523
515 => 0.0033414278115781
516 => 0.003414472913816
517 => 0.0035176534230621
518 => 0.0036061930340975
519 => 0.0035751895482299
520 => 0.0038117242603499
521 => 0.0038351757108989
522 => 0.0038319354787092
523 => 0.0038853613731037
524 => 0.0037793218527248
525 => 0.0037339879033439
526 => 0.0034279556108181
527 => 0.0035139382021229
528 => 0.0036389189481649
529 => 0.0036223772777724
530 => 0.0035316129192518
531 => 0.0036061241811925
601 => 0.0035814884278123
602 => 0.003562057186983
603 => 0.0036510754681534
604 => 0.0035531962113371
605 => 0.0036379425277044
606 => 0.003529254500375
607 => 0.0035753311695418
608 => 0.003549175823645
609 => 0.0035661015379188
610 => 0.0034671541581231
611 => 0.003520543762449
612 => 0.0034649329750544
613 => 0.0034649066083005
614 => 0.0034636789970865
615 => 0.0035291048418403
616 => 0.0035312383762888
617 => 0.0034828885781628
618 => 0.0034759206168871
619 => 0.0035016848217799
620 => 0.0034715216855063
621 => 0.0034856348271242
622 => 0.0034719491581887
623 => 0.003468868225847
624 => 0.003444318832771
625 => 0.0034337422792343
626 => 0.0034378896184003
627 => 0.0034237326117269
628 => 0.003415202503125
629 => 0.0034619821437858
630 => 0.003436989668866
701 => 0.0034581516885618
702 => 0.0034340348962587
703 => 0.0033504355869497
704 => 0.0033023567401195
705 => 0.003144445394495
706 => 0.0031892288562257
707 => 0.003218920337685
708 => 0.0032091073032398
709 => 0.0032301894983683
710 => 0.0032314837739267
711 => 0.0032246297373829
712 => 0.0032166936411216
713 => 0.0032128307883553
714 => 0.0032416213280996
715 => 0.0032583352054662
716 => 0.0032219002750702
717 => 0.0032133640806573
718 => 0.0032502018069152
719 => 0.0032726727986522
720 => 0.0034385859762779
721 => 0.0034262945921869
722 => 0.0034571435541931
723 => 0.0034536704344871
724 => 0.0034860050612946
725 => 0.0035388585104919
726 => 0.0034313926702169
727 => 0.0034500450241994
728 => 0.0034454718977487
729 => 0.0034954000932001
730 => 0.0034955559635764
731 => 0.003465621516305
801 => 0.0034818494658018
802 => 0.0034727914695832
803 => 0.0034891604930118
804 => 0.0034261304332587
805 => 0.0035028942423635
806 => 0.0035464143755753
807 => 0.0035470186526672
808 => 0.0035676468504125
809 => 0.0035886062940263
810 => 0.0036288361208603
811 => 0.0035874843059907
812 => 0.0035130964165583
813 => 0.0035184669819039
814 => 0.0034748533895472
815 => 0.0034755865419142
816 => 0.0034716729171212
817 => 0.0034834179997289
818 => 0.0034287078184078
819 => 0.0034415481886107
820 => 0.0034235715951335
821 => 0.003450005946596
822 => 0.0034215669541772
823 => 0.0034454696924486
824 => 0.0034557853218983
825 => 0.003493850216647
826 => 0.0034159447382732
827 => 0.0032570901941316
828 => 0.0032904833452353
829 => 0.0032410922517775
830 => 0.0032456635855222
831 => 0.0032548984072088
901 => 0.0032249653286768
902 => 0.003230675616761
903 => 0.003230471605088
904 => 0.0032287135427057
905 => 0.0032209267929092
906 => 0.0032096344651428
907 => 0.003254619623369
908 => 0.003262263478345
909 => 0.0032792548210833
910 => 0.0033298095317347
911 => 0.0033247579239784
912 => 0.003332997305818
913 => 0.0033150107815243
914 => 0.0032464979287976
915 => 0.0032502185063259
916 => 0.0032038228449293
917 => 0.0032780683797097
918 => 0.0032604860570806
919 => 0.0032491506193017
920 => 0.0032460576400817
921 => 0.0032967376660824
922 => 0.0033119019241738
923 => 0.0033024525761667
924 => 0.0032830716877227
925 => 0.0033202887229806
926 => 0.003330246431555
927 => 0.0033324755952786
928 => 0.003398417046097
929 => 0.0033361609898612
930 => 0.0033511466413692
1001 => 0.0034680604165912
1002 => 0.003362035755463
1003 => 0.0034181993830947
1004 => 0.0034154504657835
1005 => 0.0034441818772064
1006 => 0.0034130936514398
1007 => 0.0034134790272571
1008 => 0.0034389905741662
1009 => 0.0034031642075641
1010 => 0.0033942930953661
1011 => 0.0033820377174006
1012 => 0.0034087968868342
1013 => 0.0034248377986964
1014 => 0.0035541157675546
1015 => 0.0036376352312286
1016 => 0.0036340094310436
1017 => 0.003667142457521
1018 => 0.0036522157256292
1019 => 0.0036040133708776
1020 => 0.0036862889127876
1021 => 0.0036602534887724
1022 => 0.0036623998174952
1023 => 0.0036623199310329
1024 => 0.0036796312119468
1025 => 0.0036673645828637
1026 => 0.0036431857977974
1027 => 0.0036592368037011
1028 => 0.0037069025528954
1029 => 0.0038548585009584
1030 => 0.0039376566096501
1031 => 0.0038498739508508
1101 => 0.0039104252534339
1102 => 0.0038741160485192
1103 => 0.0038675175858809
1104 => 0.0039055482786092
1105 => 0.0039436455390307
1106 => 0.0039412189082409
1107 => 0.0039135622534908
1108 => 0.0038979397109842
1109 => 0.0040162388367803
1110 => 0.0041033996174938
1111 => 0.0040974558365824
1112 => 0.0041236897525041
1113 => 0.0042007133410348
1114 => 0.004207755412679
1115 => 0.004206868273512
1116 => 0.0041894137641776
1117 => 0.0042652534898629
1118 => 0.0043285203233025
1119 => 0.004185373549576
1120 => 0.0042398819670822
1121 => 0.0042643525518523
1122 => 0.00430028263039
1123 => 0.0043609026954637
1124 => 0.0044267521648118
1125 => 0.0044360640017803
1126 => 0.0044294568078387
1127 => 0.0043860273126749
1128 => 0.0044580805877831
1129 => 0.0045002877064843
1130 => 0.0045254210797781
1201 => 0.0045891551326567
1202 => 0.004264503673853
1203 => 0.0040346992350873
1204 => 0.0039988119535577
1205 => 0.0040717901517458
1206 => 0.0040910339206177
1207 => 0.0040832767815151
1208 => 0.0038246109927788
1209 => 0.0039974501317121
1210 => 0.0041834105124768
1211 => 0.0041905540080495
1212 => 0.0042836496629085
1213 => 0.0043139654242504
1214 => 0.0043889196287384
1215 => 0.0043842312228398
1216 => 0.0044024813788507
1217 => 0.0043982859840325
1218 => 0.0045371228643765
1219 => 0.0046902805608721
1220 => 0.0046849771968542
1221 => 0.0046629589659033
1222 => 0.0046956597935316
1223 => 0.0048537349496914
1224 => 0.0048391819224149
1225 => 0.0048533189487901
1226 => 0.0050396984666278
1227 => 0.0052820183519942
1228 => 0.0051694364367228
1229 => 0.0054137067982883
1230 => 0.0055674620426783
1231 => 0.0058333658392618
]
'min_raw' => 0.0023816340531956
'max_raw' => 0.0058333658392618
'avg_raw' => 0.0041074999462287
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.002381'
'max' => '$0.005833'
'avg' => '$0.0041074'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.0010619545054281
'max_diff' => 0.0023665591600028
'year' => 2028
]
3 => [
'items' => [
101 => 0.0058000733743257
102 => 0.0059035877710435
103 => 0.005740472913743
104 => 0.0053659282304297
105 => 0.0053066551005959
106 => 0.0054253214075579
107 => 0.0057170509439349
108 => 0.0054161338062801
109 => 0.0054770089513123
110 => 0.0054594769054478
111 => 0.00545854269723
112 => 0.0054941976252012
113 => 0.005442478292543
114 => 0.0052317644271634
115 => 0.0053283333499223
116 => 0.0052910434512245
117 => 0.0053324193739758
118 => 0.0055557081643358
119 => 0.0054569868675777
120 => 0.00535299200091
121 => 0.0054834246420197
122 => 0.0056495102156706
123 => 0.005639116878956
124 => 0.005618949461652
125 => 0.0057326321370633
126 => 0.0059204026109442
127 => 0.0059711562155113
128 => 0.006008621488791
129 => 0.0060137873169953
130 => 0.0060669985580439
131 => 0.0057808683039665
201 => 0.0062349643655333
202 => 0.0063133742112154
203 => 0.0062986364099823
204 => 0.0063857856534672
205 => 0.006360144135271
206 => 0.0063229935984357
207 => 0.0064611436865349
208 => 0.0063027657586664
209 => 0.0060779682292837
210 => 0.0059546398586733
211 => 0.0061170486057089
212 => 0.0062162259602394
213 => 0.0062817758827195
214 => 0.0063016112496557
215 => 0.0058030797810822
216 => 0.0055343989693439
217 => 0.0057066202892364
218 => 0.0059167421855858
219 => 0.005779701066223
220 => 0.0057850728186489
221 => 0.0055896881962102
222 => 0.0059340293892419
223 => 0.0058838617737825
224 => 0.006144131451531
225 => 0.0060820160041416
226 => 0.0062942558227349
227 => 0.0062383659655684
228 => 0.0064703616379066
301 => 0.0065629109926344
302 => 0.0067183157633793
303 => 0.0068326321453505
304 => 0.0068997609113678
305 => 0.0068957307520498
306 => 0.0071617283664292
307 => 0.0070048788664785
308 => 0.0068078389279516
309 => 0.0068042750971167
310 => 0.0069063248733573
311 => 0.0071201932083687
312 => 0.0071756461559794
313 => 0.0072066367886635
314 => 0.0071591735559161
315 => 0.0069889246652245
316 => 0.0069154120574054
317 => 0.0069780469291326
318 => 0.0069014498632861
319 => 0.007033677888278
320 => 0.0072152552089739
321 => 0.0071777602102847
322 => 0.0073031003693382
323 => 0.0074328142477893
324 => 0.0076183109197892
325 => 0.0076668066187718
326 => 0.0077469681650638
327 => 0.0078294807278946
328 => 0.0078559815392999
329 => 0.0079065798109914
330 => 0.0079063131331236
331 => 0.0080587944305227
401 => 0.0082269860235066
402 => 0.0082904744562136
403 => 0.0084364626064509
404 => 0.0081864630152045
405 => 0.0083760905769532
406 => 0.0085471393843364
407 => 0.0083432079446596
408 => 0.0086242799243226
409 => 0.0086351933123701
410 => 0.0087999725149165
411 => 0.0086329372252602
412 => 0.0085337522034579
413 => 0.008820095644987
414 => 0.008958648216609
415 => 0.0089169150544582
416 => 0.0085993236298704
417 => 0.0084144717986233
418 => 0.0079306789009943
419 => 0.0085037524865337
420 => 0.0087828799132643
421 => 0.0085986007572674
422 => 0.0086915404446739
423 => 0.0091985892433688
424 => 0.0093916405969333
425 => 0.0093514872649227
426 => 0.0093582725170524
427 => 0.0094624395233058
428 => 0.009924373394852
429 => 0.0096475719114782
430 => 0.0098591762739637
501 => 0.0099714104648298
502 => 0.010075659836186
503 => 0.0098196563284879
504 => 0.0094865995264117
505 => 0.0093811064564208
506 => 0.0085802778269487
507 => 0.0085385912189623
508 => 0.008515191262666
509 => 0.0083676578482072
510 => 0.008251736997246
511 => 0.0081595524326963
512 => 0.0079176326066768
513 => 0.0079992734463274
514 => 0.007613703736244
515 => 0.0078603775730039
516 => 0.0072449990058046
517 => 0.007757504562641
518 => 0.0074785710888232
519 => 0.0076658674146001
520 => 0.0076652139553639
521 => 0.0073203420372544
522 => 0.0071214271121821
523 => 0.0072481834443229
524 => 0.0073840762943079
525 => 0.0074061244520195
526 => 0.0075823130791914
527 => 0.0076314835378733
528 => 0.0074824947525182
529 => 0.0072322466528089
530 => 0.0072903735788199
531 => 0.0071202491718818
601 => 0.0068221126924635
602 => 0.0070362395169453
603 => 0.0071093518293152
604 => 0.0071416423915743
605 => 0.0068484594052725
606 => 0.0067563349456641
607 => 0.0067072886563677
608 => 0.0071944004109116
609 => 0.0072210854924182
610 => 0.0070845608425405
611 => 0.0077016652057862
612 => 0.0075619954826339
613 => 0.0077180407833079
614 => 0.007285099169542
615 => 0.0073016381222211
616 => 0.0070966766240672
617 => 0.0072114413675011
618 => 0.0071303293458824
619 => 0.0072021695103589
620 => 0.0072452302087381
621 => 0.007450158074727
622 => 0.0077598445096904
623 => 0.0074195486852904
624 => 0.0072712769214733
625 => 0.0073632638898334
626 => 0.0076082373084771
627 => 0.007979384577681
628 => 0.0077596579242774
629 => 0.0078571688818574
630 => 0.0078784706881281
701 => 0.0077164523886311
702 => 0.007985358423484
703 => 0.0081294673521504
704 => 0.008277293293821
705 => 0.0084056464169848
706 => 0.0082182483619556
707 => 0.0084187911432929
708 => 0.0082571890621014
709 => 0.0081122152891567
710 => 0.0081124351545276
711 => 0.0080214909890305
712 => 0.0078452752086775
713 => 0.0078127783151453
714 => 0.0079818312592051
715 => 0.0081173957109677
716 => 0.0081285614485248
717 => 0.0082036168945735
718 => 0.0082480339344126
719 => 0.0086833813068733
720 => 0.0088584816214594
721 => 0.0090725909716559
722 => 0.0091559986300992
723 => 0.0094070257787131
724 => 0.0092043009687792
725 => 0.0091604401809511
726 => 0.0085515304287684
727 => 0.0086512393665766
728 => 0.0088108829964889
729 => 0.0085541628934253
730 => 0.0087169927099969
731 => 0.0087491387649952
801 => 0.0085454396425583
802 => 0.0086542441451714
803 => 0.0083652916445179
804 => 0.0077661428845886
805 => 0.0079860254473295
806 => 0.0081479330251772
807 => 0.0079168709485282
808 => 0.0083310407775842
809 => 0.0080890913136504
810 => 0.0080124049492058
811 => 0.0077132241008445
812 => 0.0078544259447441
813 => 0.008045403460434
814 => 0.0079274015592569
815 => 0.008172273222274
816 => 0.0085190768019933
817 => 0.0087662296854116
818 => 0.0087852030148909
819 => 0.0086263002688101
820 => 0.0088809429335083
821 => 0.0088827977273209
822 => 0.0085955597612955
823 => 0.0084196281064526
824 => 0.008379656064309
825 => 0.0084795140625643
826 => 0.0086007601072497
827 => 0.0087919313265413
828 => 0.0089074520905568
829 => 0.0092086689756302
830 => 0.0092901696281662
831 => 0.0093797141358493
901 => 0.0094993732126175
902 => 0.0096430546142352
903 => 0.0093286878872824
904 => 0.0093411782633971
905 => 0.0090484443199623
906 => 0.0087356161191082
907 => 0.0089730137289707
908 => 0.0092833795241853
909 => 0.0092121812678394
910 => 0.0092041700095521
911 => 0.0092176427238536
912 => 0.0091639615636864
913 => 0.0089211636657668
914 => 0.0087992320814269
915 => 0.0089565549332901
916 => 0.0090401650274209
917 => 0.0091698369918513
918 => 0.0091538521851921
919 => 0.0094878732398124
920 => 0.0096176637213655
921 => 0.0095844577621363
922 => 0.0095905684577805
923 => 0.0098255479250309
924 => 0.010086893419827
925 => 0.010331677963278
926 => 0.010580683314618
927 => 0.010280497644734
928 => 0.010128081874445
929 => 0.010285336044072
930 => 0.010201894768155
1001 => 0.010681373089865
1002 => 0.010714571128551
1003 => 0.011194014778521
1004 => 0.01164906389343
1005 => 0.011363255697407
1006 => 0.011632759953173
1007 => 0.011924250778788
1008 => 0.012486583874081
1009 => 0.012297209870703
1010 => 0.012152152351984
1011 => 0.012015073697708
1012 => 0.012300312616633
1013 => 0.012667267929028
1014 => 0.012746306588663
1015 => 0.012874379412364
1016 => 0.012739726498242
1017 => 0.01290190110177
1018 => 0.013474448715356
1019 => 0.013319741296148
1020 => 0.013100031890413
1021 => 0.013552003243281
1022 => 0.01371556991889
1023 => 0.014863566508847
1024 => 0.016312959625042
1025 => 0.015712901357709
1026 => 0.015340425827416
1027 => 0.015427966412273
1028 => 0.015957235713254
1029 => 0.016127220214561
1030 => 0.015665143742836
1031 => 0.015828356964346
1101 => 0.01672767786163
1102 => 0.017210134669355
1103 => 0.016554893521871
1104 => 0.014747109183204
1105 => 0.013080249462319
1106 => 0.013522375719969
1107 => 0.013472252323127
1108 => 0.014438460434693
1109 => 0.013316051575365
1110 => 0.013334950061978
1111 => 0.014321138334059
1112 => 0.014058040210615
1113 => 0.013631854945697
1114 => 0.013083361086398
1115 => 0.012069419457942
1116 => 0.011171343081765
1117 => 0.012932677670086
1118 => 0.012856725719858
1119 => 0.012746736040481
1120 => 0.01299150616981
1121 => 0.014180040438618
1122 => 0.014152640876812
1123 => 0.013978338843981
1124 => 0.014110545399656
1125 => 0.013608678497278
1126 => 0.013738021025318
1127 => 0.013079985423223
1128 => 0.013377444997364
1129 => 0.013630940543528
1130 => 0.013681833527486
1201 => 0.013796498019004
1202 => 0.012816702493372
1203 => 0.013256601919095
1204 => 0.013515001618706
1205 => 0.012347542375204
1206 => 0.01349192470313
1207 => 0.012799646433119
1208 => 0.012564676790607
1209 => 0.012881032459353
1210 => 0.012757748347576
1211 => 0.012651755907757
1212 => 0.012592610305156
1213 => 0.012824906993383
1214 => 0.012814070075222
1215 => 0.01243398760644
1216 => 0.011938185520057
1217 => 0.012104592974396
1218 => 0.012044135586156
1219 => 0.011825030212018
1220 => 0.011972680779303
1221 => 0.01132250240522
1222 => 0.01020390430594
1223 => 0.010942884473911
1224 => 0.0109144345413
1225 => 0.010900088795175
1226 => 0.011455411967493
1227 => 0.01140203045796
1228 => 0.011305142495445
1229 => 0.011823250788606
1230 => 0.011634134292062
1231 => 0.012216946772959
]
'min_raw' => 0.0052317644271634
'max_raw' => 0.017210134669355
'avg_raw' => 0.011220949548259
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.005231'
'max' => '$0.01721'
'avg' => '$0.01122'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072434
'min_diff' => 0.0028501303739678
'max_diff' => 0.011376768830093
'year' => 2029
]
4 => [
'items' => [
101 => 0.012600824766825
102 => 0.012503460890429
103 => 0.012864499999104
104 => 0.012108426666048
105 => 0.012359563898892
106 => 0.01241132293452
107 => 0.011816857412692
108 => 0.0114107643331
109 => 0.011383682554492
110 => 0.010679573117553
111 => 0.011055702695393
112 => 0.011386681158592
113 => 0.011228168159686
114 => 0.011177987679674
115 => 0.011434348869239
116 => 0.011454270329254
117 => 0.011000058929744
118 => 0.011094503862707
119 => 0.011488354933324
120 => 0.011084579826245
121 => 0.010300110749481
122 => 0.01010555157231
123 => 0.010079593791638
124 => 0.0095519338724669
125 => 0.010118552946849
126 => 0.0098712085364341
127 => 0.010652566565294
128 => 0.010206259049716
129 => 0.010187019624743
130 => 0.010157936412087
131 => 0.0097037577222994
201 => 0.0098031939908013
202 => 0.010133735291873
203 => 0.010251676151909
204 => 0.010239373953947
205 => 0.010132115459171
206 => 0.010181217848827
207 => 0.010023041943339
208 => 0.0099671867389648
209 => 0.0097908923497745
210 => 0.0095317883002328
211 => 0.0095678183074991
212 => 0.0090544653870945
213 => 0.0087747634703564
214 => 0.0086973456662153
215 => 0.0085938193430051
216 => 0.008709039239895
217 => 0.0090530111227704
218 => 0.0086381080543168
219 => 0.0079267858455195
220 => 0.0079695375223023
221 => 0.0080655878469465
222 => 0.0078865987024086
223 => 0.0077172004985237
224 => 0.0078644784930909
225 => 0.0075630818960285
226 => 0.0081020101857622
227 => 0.008087433685854
228 => 0.0082883128251648
301 => 0.0084139266734308
302 => 0.008124427421144
303 => 0.0080516191420831
304 => 0.008093094046788
305 => 0.0074076062585082
306 => 0.0082322938484205
307 => 0.008239425780944
308 => 0.0081783578447563
309 => 0.0086174785270118
310 => 0.0095441601317464
311 => 0.009195505236364
312 => 0.009060495522722
313 => 0.008803841958397
314 => 0.0091458175942793
315 => 0.0091195592010945
316 => 0.009000808788913
317 => 0.0089289881691017
318 => 0.0090613198632444
319 => 0.0089125908077474
320 => 0.008885874982579
321 => 0.0087240061491631
322 => 0.0086662263401963
323 => 0.0086234484699177
324 => 0.0085763542380078
325 => 0.0086802323784498
326 => 0.0084448308459007
327 => 0.0081609596743434
328 => 0.008137358857957
329 => 0.0082025227870047
330 => 0.0081736925992851
331 => 0.00813722083011
401 => 0.0080675862902594
402 => 0.0080469272097923
403 => 0.0081140591989495
404 => 0.0080382710972291
405 => 0.008150100569709
406 => 0.0081196891410015
407 => 0.0079498133723742
408 => 0.0077380852685998
409 => 0.0077362004443614
410 => 0.0076905839717069
411 => 0.0076324845352988
412 => 0.0076163226012251
413 => 0.0078520751511802
414 => 0.008340075874107
415 => 0.0082442696553289
416 => 0.0083134994670123
417 => 0.0086540416212318
418 => 0.0087622897315983
419 => 0.0086854577868571
420 => 0.0085802854821075
421 => 0.008584912529758
422 => 0.0089443181329092
423 => 0.0089667338195219
424 => 0.0090233710280175
425 => 0.0090961658466076
426 => 0.0086978550592367
427 => 0.0085661521274923
428 => 0.0085037439718314
429 => 0.0083115510073914
430 => 0.0085188146421604
501 => 0.0083980509980943
502 => 0.0084143461395523
503 => 0.0084037339073007
504 => 0.0084095289037061
505 => 0.0081018595443218
506 => 0.008213958088256
507 => 0.0080275725170953
508 => 0.0077780231600733
509 => 0.0077771865831253
510 => 0.0078382634347201
511 => 0.0078019325334541
512 => 0.0077041670123001
513 => 0.0077180541431398
514 => 0.0075963882642584
515 => 0.0077328265836678
516 => 0.0077367391464687
517 => 0.0076842029616506
518 => 0.0078944050175606
519 => 0.0079805249713755
520 => 0.0079459445290941
521 => 0.0079780987153606
522 => 0.0082482508362582
523 => 0.0082922974195279
524 => 0.0083118600022624
525 => 0.0082856487329438
526 => 0.0079830366002054
527 => 0.0079964587350985
528 => 0.0078979760149794
529 => 0.0078147684943321
530 => 0.007818096358792
531 => 0.0078608758406253
601 => 0.0080476963467744
602 => 0.008440849088295
603 => 0.0084557689474448
604 => 0.0084738522519774
605 => 0.0084002983645028
606 => 0.0083781138082246
607 => 0.0084073809642754
608 => 0.0085550284630014
609 => 0.0089348179156297
610 => 0.0088005749577862
611 => 0.0086914333434433
612 => 0.00878717996359
613 => 0.0087724405219052
614 => 0.008648024800836
615 => 0.008644532865925
616 => 0.008405739319081
617 => 0.0083174627818788
618 => 0.0082436923000083
619 => 0.0081631368596329
620 => 0.0081153808943356
621 => 0.0081887557617303
622 => 0.0082055374620494
623 => 0.0080451020321176
624 => 0.0080232352758471
625 => 0.0081542503111688
626 => 0.0080965954788566
627 => 0.0081558949036607
628 => 0.0081696528788763
629 => 0.0081674375279936
630 => 0.0081072392614443
701 => 0.0081456078414047
702 => 0.0080548547115742
703 => 0.0079561743135629
704 => 0.0078932223676378
705 => 0.0078382884454542
706 => 0.0078687689782599
707 => 0.0077601114443328
708 => 0.0077253497123854
709 => 0.0081326094298345
710 => 0.0084334565618938
711 => 0.0084290821254452
712 => 0.0084024538685775
713 => 0.0083628896802168
714 => 0.0085521340961927
715 => 0.0084862051257283
716 => 0.008534173960291
717 => 0.0085463840419329
718 => 0.0085833402816214
719 => 0.008596548960814
720 => 0.0085566231582766
721 => 0.008422627288435
722 => 0.0080887223207347
723 => 0.007933288656911
724 => 0.0078819929588968
725 => 0.0078838574600952
726 => 0.0078324261935429
727 => 0.0078475750065303
728 => 0.0078271580546048
729 => 0.0077884932870492
730 => 0.0078663815378178
731 => 0.0078753574331397
801 => 0.007857177384715
802 => 0.0078614594442463
803 => 0.0077109364080902
804 => 0.0077223803476103
805 => 0.0076586590381369
806 => 0.0076467120607825
807 => 0.0074856301392827
808 => 0.0072002501661481
809 => 0.007358378373769
810 => 0.0071673817351537
811 => 0.0070950484140387
812 => 0.0074374631060575
813 => 0.007403094168084
814 => 0.0073442694860916
815 => 0.0072572555212868
816 => 0.0072249811953233
817 => 0.007028892607579
818 => 0.0070173066477232
819 => 0.0071144934466465
820 => 0.0070696450829369
821 => 0.0070066609948852
822 => 0.0067785390125563
823 => 0.006522054375826
824 => 0.0065297960348039
825 => 0.0066113790256815
826 => 0.0068485925746234
827 => 0.0067559091372158
828 => 0.0066886662399566
829 => 0.006676073666614
830 => 0.0068336960863343
831 => 0.0070567648331564
901 => 0.0071614236982834
902 => 0.0070577099414795
903 => 0.0069385691620085
904 => 0.0069458207092096
905 => 0.0069940620039888
906 => 0.0069991314819749
907 => 0.0069215830824092
908 => 0.0069434125026446
909 => 0.006910251617183
910 => 0.0067067433243157
911 => 0.0067030625046295
912 => 0.0066531182875453
913 => 0.006651605996501
914 => 0.006566638424072
915 => 0.0065547508733361
916 => 0.0063860426011153
917 => 0.0064970868967867
918 => 0.0064226042133375
919 => 0.0063103412406907
920 => 0.0062909870618919
921 => 0.0062904052519064
922 => 0.0064056742232733
923 => 0.0064957399117434
924 => 0.0064238998715049
925 => 0.0064075432869033
926 => 0.006582188818134
927 => 0.0065599635823555
928 => 0.0065407166715087
929 => 0.0070367914735179
930 => 0.0066441095585281
1001 => 0.0064728778300925
1002 => 0.0062609460501301
1003 => 0.0063299521063386
1004 => 0.0063444926962916
1005 => 0.0058348349690567
1006 => 0.0056280668925913
1007 => 0.0055571118806389
1008 => 0.0055162762681037
1009 => 0.0055348855695174
1010 => 0.0053487700492221
1011 => 0.0054738427569271
1012 => 0.0053126824483047
1013 => 0.0052856633981031
1014 => 0.0055738379938512
1015 => 0.005613935805358
1016 => 0.0054428660840565
1017 => 0.0055527205388042
1018 => 0.0055128857864216
1019 => 0.0053154450792379
1020 => 0.005307904296499
1021 => 0.0052088354900106
1022 => 0.0050538119913574
1023 => 0.0049829620926371
1024 => 0.0049460628502365
1025 => 0.0049612881968029
1026 => 0.0049535897956756
1027 => 0.0049033525209211
1028 => 0.0049564693374589
1029 => 0.0048207778205889
1030 => 0.0047667443652304
1031 => 0.0047423387070116
1101 => 0.0046219046756771
1102 => 0.0048135687767871
1103 => 0.0048513290192265
1104 => 0.0048891636610082
1105 => 0.0052184883869111
1106 => 0.005202036254267
1107 => 0.0053507555208561
1108 => 0.0053449765636336
1109 => 0.00530255941971
1110 => 0.0051236084667779
1111 => 0.0051949351271226
1112 => 0.0049754027532057
1113 => 0.0051398913344946
1114 => 0.0050648256152017
1115 => 0.0051145115392924
1116 => 0.0050251717677782
1117 => 0.0050746160860829
1118 => 0.0048602833735215
1119 => 0.0046601425022743
1120 => 0.0047406850313404
1121 => 0.0048282439715907
1122 => 0.0050180940636565
1123 => 0.0049050209150514
1124 => 0.0049456862950589
1125 => 0.0048094640793361
1126 => 0.0045283987383477
1127 => 0.0045299895376541
1128 => 0.0044867537582843
1129 => 0.0044493917323817
1130 => 0.0049180087263714
1201 => 0.0048597287954304
1202 => 0.0047668673529647
1203 => 0.0048911660838721
1204 => 0.0049240326412101
1205 => 0.0049249683058926
1206 => 0.005015653451348
1207 => 0.0050640521297338
1208 => 0.0050725826065712
1209 => 0.0052152776423275
1210 => 0.00526310713612
1211 => 0.005460110051968
1212 => 0.0050599458400155
1213 => 0.0050517047214057
1214 => 0.0048929152219208
1215 => 0.0047922084109848
1216 => 0.004899810703424
1217 => 0.0049951316453475
1218 => 0.0048958771092925
1219 => 0.0049088376563236
1220 => 0.0047755965510633
1221 => 0.0048232239766172
1222 => 0.0048642471316112
1223 => 0.0048415965566531
1224 => 0.0048076875496406
1225 => 0.0049873164151355
1226 => 0.004977181050573
1227 => 0.0051444555797717
1228 => 0.0052748580371983
1229 => 0.0055085625531344
1230 => 0.0052646797074632
1231 => 0.0052557916472204
]
'min_raw' => 0.0044493917323817
'max_raw' => 0.012864499999104
'avg_raw' => 0.0086569458657426
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.004449'
'max' => '$0.012864'
'avg' => '$0.008656'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.00078237269478174
'max_diff' => -0.0043456346702515
'year' => 2030
]
5 => [
'items' => [
101 => 0.0053426738617832
102 => 0.0052630938349057
103 => 0.0053133856648831
104 => 0.0055004597618164
105 => 0.0055044123426971
106 => 0.0054382015203326
107 => 0.0054341725857744
108 => 0.0054468890984766
109 => 0.0055213701105661
110 => 0.0054953441563717
111 => 0.005525462049462
112 => 0.0055631249359529
113 => 0.0057189146032125
114 => 0.0057564749645653
115 => 0.0056652227592925
116 => 0.005673461811721
117 => 0.0056393309820199
118 => 0.0056063610281867
119 => 0.0056804726695287
120 => 0.0058159131507491
121 => 0.0058150705825448
122 => 0.0058464901416011
123 => 0.0058660642665996
124 => 0.005782037792971
125 => 0.0057273396483779
126 => 0.0057483143975483
127 => 0.0057818534782423
128 => 0.0057374381257076
129 => 0.0054632859946708
130 => 0.0055464462383214
131 => 0.0055326043074498
201 => 0.0055128917146523
202 => 0.0055965099827021
203 => 0.0055884447967606
204 => 0.0053468611655545
205 => 0.0053623265658081
206 => 0.0053478016677669
207 => 0.0053947345848526
208 => 0.0052605593033623
209 => 0.0053018307162644
210 => 0.0053277157595412
211 => 0.0053429622488894
212 => 0.005398043023031
213 => 0.0053915799299254
214 => 0.0053976412680889
215 => 0.0054793115153556
216 => 0.005892371600186
217 => 0.0059148535492376
218 => 0.0058041442097209
219 => 0.0058483704072127
220 => 0.0057634657792347
221 => 0.0058204628248079
222 => 0.0058594587558211
223 => 0.0056832436420588
224 => 0.0056728093266484
225 => 0.0055875542670685
226 => 0.0056333655069933
227 => 0.0055604765303282
228 => 0.0055783609356536
301 => 0.0055283545792292
302 => 0.0056183560646269
303 => 0.0057189917101185
304 => 0.0057444162483917
305 => 0.0056775352341468
306 => 0.0056291089721598
307 => 0.0055440884087131
308 => 0.0056854795005318
309 => 0.005726826564595
310 => 0.0056852623220063
311 => 0.0056756309788018
312 => 0.0056573796008328
313 => 0.0056795030949177
314 => 0.0057266013796044
315 => 0.0057043906983149
316 => 0.0057190612446085
317 => 0.0056631522503391
318 => 0.0057820656092301
319 => 0.0059709286412072
320 => 0.0059715358667373
321 => 0.005949325065724
322 => 0.0059402368844877
323 => 0.0059630265141915
324 => 0.0059753889534262
325 => 0.0060490864369848
326 => 0.0061281667730805
327 => 0.0064972001961854
328 => 0.0063935770876886
329 => 0.0067210054945638
330 => 0.0069799588531446
331 => 0.007057607642725
401 => 0.0069861744099689
402 => 0.0067418051794577
403 => 0.0067298152591839
404 => 0.0070950060595955
405 => 0.006991822931681
406 => 0.0069795496269415
407 => 0.0068489824005894
408 => 0.0069261638024291
409 => 0.0069092830976639
410 => 0.0068826360793597
411 => 0.0070298928175667
412 => 0.0073055442857907
413 => 0.0072625814194249
414 => 0.0072305116326728
415 => 0.0070899911624999
416 => 0.0071746158719273
417 => 0.0071444826337797
418 => 0.007273954147887
419 => 0.0071972580910751
420 => 0.0069910412180036
421 => 0.0070238819347399
422 => 0.0070189181264716
423 => 0.0071210729488949
424 => 0.007090408606842
425 => 0.0070129304215406
426 => 0.0073046021390394
427 => 0.0072856626000684
428 => 0.0073125145361479
429 => 0.0073243355888338
430 => 0.0075018710234432
501 => 0.0075746016105024
502 => 0.0075911127270929
503 => 0.0076602011596137
504 => 0.0075893937439537
505 => 0.0078726738914254
506 => 0.0080610386596392
507 => 0.0082798340310819
508 => 0.0085995528754114
509 => 0.0087197701184439
510 => 0.0086980539495129
511 => 0.0089404611283828
512 => 0.0093760614404031
513 => 0.0087861012268618
514 => 0.0094073307642561
515 => 0.009210656665157
516 => 0.0087443459142089
517 => 0.0087143209992905
518 => 0.0090301120538116
519 => 0.009730506218977
520 => 0.0095550654244079
521 => 0.009730793177267
522 => 0.0095257974192278
523 => 0.0095156176520012
524 => 0.0097208369908581
525 => 0.010200343162021
526 => 0.0099725477541216
527 => 0.0096459471791721
528 => 0.0098871039612471
529 => 0.0096781916386072
530 => 0.0092074537048222
531 => 0.0095549312681387
601 => 0.0093225829171402
602 => 0.0093903945182793
603 => 0.0098787561928693
604 => 0.0098199952241379
605 => 0.0098960373587955
606 => 0.009761824981494
607 => 0.0096364494577451
608 => 0.009402426732159
609 => 0.0093331441402939
610 => 0.0093522913561589
611 => 0.0093331346518846
612 => 0.0092022010876991
613 => 0.0091739259969795
614 => 0.0091267996070201
615 => 0.0091414060458432
616 => 0.0090527946454078
617 => 0.0092200226660789
618 => 0.0092510616603237
619 => 0.0093727562681086
620 => 0.0093853910059952
621 => 0.0097243087564616
622 => 0.0095376385547861
623 => 0.0096628730423999
624 => 0.009651670891075
625 => 0.0087544522821598
626 => 0.0088780810902415
627 => 0.0090704087187595
628 => 0.0089837653828061
629 => 0.0088612719771862
630 => 0.0087623519844672
701 => 0.0086124780804094
702 => 0.0088234227222974
703 => 0.0091007924949183
704 => 0.0093924255611587
705 => 0.009742803581691
706 => 0.009664603286358
707 => 0.0093858754877827
708 => 0.009398379013216
709 => 0.0094756708874888
710 => 0.0093755708875982
711 => 0.0093460494434464
712 => 0.0094716150943949
713 => 0.0094724797960233
714 => 0.0093573026486602
715 => 0.0092293043265615
716 => 0.0092287680089183
717 => 0.0092059919438179
718 => 0.0095298492306118
719 => 0.0097079379926835
720 => 0.0097283555822507
721 => 0.0097065637262268
722 => 0.0097149505467226
723 => 0.0096113246199911
724 => 0.0098481827591852
725 => 0.010065547210552
726 => 0.010007288894271
727 => 0.0099199513962594
728 => 0.0098503828723489
729 => 0.0099909007609576
730 => 0.0099846437205735
731 => 0.010063648721694
801 => 0.010060064598488
802 => 0.01003349818814
803 => 0.010007289843042
804 => 0.010111202968898
805 => 0.010081277657445
806 => 0.010051305863718
807 => 0.009991192842946
808 => 0.0099993632008404
809 => 0.0099120407828788
810 => 0.0098716414367278
811 => 0.0092641322022014
812 => 0.009101785883799
813 => 0.0091528633404325
814 => 0.0091696793653818
815 => 0.0090990260395606
816 => 0.0092003247594379
817 => 0.0091845374612469
818 => 0.0092459566032475
819 => 0.0092075845898347
820 => 0.0092091593906498
821 => 0.0093220033003211
822 => 0.009354762367371
823 => 0.0093381008414713
824 => 0.0093497700030877
825 => 0.0096186809072932
826 => 0.0095804503760018
827 => 0.009560141168216
828 => 0.0095657669575683
829 => 0.0096344794591076
830 => 0.0096537152079751
831 => 0.0095722119883514
901 => 0.0096106493778904
902 => 0.0097743109041166
903 => 0.0098315831758557
904 => 0.010014368774997
905 => 0.0099367182037266
906 => 0.010079249187931
907 => 0.010517340840981
908 => 0.010867318767074
909 => 0.01054546460279
910 => 0.01118815449464
911 => 0.011688580763834
912 => 0.011669373570119
913 => 0.011582112675017
914 => 0.011012390672059
915 => 0.010488123990861
916 => 0.010926695331223
917 => 0.010927813339762
918 => 0.010890139672676
919 => 0.010656151761974
920 => 0.010881997400581
921 => 0.010899924207223
922 => 0.010889889962626
923 => 0.010710491980105
924 => 0.010436584419085
925 => 0.010490105300866
926 => 0.01057777359702
927 => 0.010411799222878
928 => 0.010358760353597
929 => 0.010457369702647
930 => 0.010775109571361
1001 => 0.010715042689722
1002 => 0.010713474100694
1003 => 0.010970465692665
1004 => 0.01078651517507
1005 => 0.010490780370583
1006 => 0.010416103432187
1007 => 0.010151050609295
1008 => 0.010334123538152
1009 => 0.010340712006943
1010 => 0.010240444834768
1011 => 0.010498916499001
1012 => 0.010496534637112
1013 => 0.010741915013871
1014 => 0.011210990133573
1015 => 0.011072261538892
1016 => 0.010910935276907
1017 => 0.010928475914677
1018 => 0.011120853417029
1019 => 0.011004537587555
1020 => 0.011046365570817
1021 => 0.011120790105367
1022 => 0.011165692274918
1023 => 0.010922015183483
1024 => 0.010865202397047
1025 => 0.010748983374578
1026 => 0.010718664000946
1027 => 0.010813321969758
1028 => 0.010788382939292
1029 => 0.010340158271653
1030 => 0.010293316299987
1031 => 0.010294752876383
1101 => 0.010176966511412
1102 => 0.0099973140328658
1103 => 0.010469430019994
1104 => 0.010431512498968
1105 => 0.010389654490339
1106 => 0.010394781857558
1107 => 0.010599711406075
1108 => 0.010480841918745
1109 => 0.010796875933137
1110 => 0.01073190884063
1111 => 0.010665275587344
1112 => 0.010656064842041
1113 => 0.010630416724408
1114 => 0.010542459785799
1115 => 0.010436246497036
1116 => 0.010366115283757
1117 => 0.0095621933984854
1118 => 0.0097113966241934
1119 => 0.0098830413350685
1120 => 0.0099422924014396
1121 => 0.0098409393523629
1122 => 0.01054646182193
1123 => 0.010675367575704
1124 => 0.010284903639209
1125 => 0.010211863779229
1126 => 0.010551250302991
1127 => 0.010346558740847
1128 => 0.010438731338747
1129 => 0.010239504597803
1130 => 0.010644317954421
1201 => 0.010641233954892
1202 => 0.010483752416043
1203 => 0.010616854734291
1204 => 0.010593724931008
1205 => 0.010415928661508
1206 => 0.010649954413294
1207 => 0.010650070487147
1208 => 0.010498497929949
1209 => 0.010321494366641
1210 => 0.010289850310159
1211 => 0.010266010764381
1212 => 0.010432868271876
1213 => 0.010582472191347
1214 => 0.010860847995525
1215 => 0.010930838286742
1216 => 0.011204015052877
1217 => 0.011041351589379
1218 => 0.011113458195903
1219 => 0.011191740117387
1220 => 0.011229271349269
1221 => 0.011168116220954
1222 => 0.011592472182805
1223 => 0.011628300827916
1224 => 0.011640313862705
1225 => 0.011497223419981
1226 => 0.011624321223855
1227 => 0.011564856370459
1228 => 0.011719567399183
1229 => 0.011743828063937
1230 => 0.011723280143989
1231 => 0.01173098086191
]
'min_raw' => 0.0052605593033623
'max_raw' => 0.011743828063937
'avg_raw' => 0.0085021936836494
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.00526'
'max' => '$0.011743'
'avg' => '$0.0085021'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.00081116757098068
'max_diff' => -0.001120671935167
'year' => 2031
]
6 => [
'items' => [
101 => 0.011368867909992
102 => 0.011350090443137
103 => 0.011094058350182
104 => 0.011198393320555
105 => 0.011003344094347
106 => 0.011065196213207
107 => 0.011092460037852
108 => 0.011078218963066
109 => 0.011204292263237
110 => 0.011097104203018
111 => 0.010814217288753
112 => 0.010531253302138
113 => 0.010527700919783
114 => 0.010453201496836
115 => 0.010399352059296
116 => 0.010409725371378
117 => 0.010446282276166
118 => 0.010397227305533
119 => 0.010407695670668
120 => 0.010581540282256
121 => 0.010616403579307
122 => 0.010497924473958
123 => 0.010022213769529
124 => 0.0099054731694315
125 => 0.0099893839977145
126 => 0.0099492800263447
127 => 0.0080298454907285
128 => 0.0084807881634967
129 => 0.0082128533399041
130 => 0.008336330033704
131 => 0.0080628379602022
201 => 0.008193362712625
202 => 0.0081692595568533
203 => 0.0088943620303006
204 => 0.0088830405525236
205 => 0.0088884595448162
206 => 0.0086297969235812
207 => 0.009041853502664
208 => 0.0092448473905955
209 => 0.0092072786244468
210 => 0.0092167338734991
211 => 0.009054261368041
212 => 0.0088900326338163
213 => 0.0087078776929401
214 => 0.0090462990580569
215 => 0.0090086723793013
216 => 0.009094974442715
217 => 0.0093144648888521
218 => 0.0093467856908089
219 => 0.009390225176404
220 => 0.0093746552130513
221 => 0.0097455949078986
222 => 0.0097006716633136
223 => 0.0098089237574637
224 => 0.0095862409866908
225 => 0.0093342542943187
226 => 0.009382148726473
227 => 0.0093775361075138
228 => 0.0093188121740461
229 => 0.0092657988326359
301 => 0.0091775465556043
302 => 0.0094567898190118
303 => 0.0094454530524756
304 => 0.0096289821251482
305 => 0.009596541578847
306 => 0.0093798956710994
307 => 0.0093876332220777
308 => 0.0094396719709466
309 => 0.00961977867495
310 => 0.0096732466072977
311 => 0.0096484781307056
312 => 0.009707103277621
313 => 0.0097534382034031
314 => 0.0097129222309142
315 => 0.010286542960734
316 => 0.010048335641015
317 => 0.01016443623121
318 => 0.010192125537867
319 => 0.010121199961108
320 => 0.010136581179053
321 => 0.010159879533108
322 => 0.010301342576644
323 => 0.010672582535544
324 => 0.010837002186225
325 => 0.011331666817621
326 => 0.010823349423068
327 => 0.010793187972501
328 => 0.010882292010056
329 => 0.011172712514255
330 => 0.011408071055097
331 => 0.011486153061254
401 => 0.011496472887361
402 => 0.011642959921706
403 => 0.011726923557971
404 => 0.011625172542745
405 => 0.011538949211117
406 => 0.011230107939657
407 => 0.011265857157775
408 => 0.011512133819817
409 => 0.011860014110573
410 => 0.012158531590817
411 => 0.01205400117362
412 => 0.012851494469859
413 => 0.012930562672713
414 => 0.01291963800366
415 => 0.013099767136688
416 => 0.012742247490287
417 => 0.012589400914834
418 => 0.011557591674091
419 => 0.011847487983788
420 => 0.012268869294946
421 => 0.012213097898315
422 => 0.011907079526598
423 => 0.012158299448441
424 => 0.012075238285906
425 => 0.012009724500804
426 => 0.012309855850828
427 => 0.011979849102761
428 => 0.012265577225192
429 => 0.011899127952695
430 => 0.012054478659761
501 => 0.011966294084962
502 => 0.012023360312352
503 => 0.011689752313085
504 => 0.011869759091613
505 => 0.011682263439291
506 => 0.011682174541939
507 => 0.011678035565022
508 => 0.011898623368496
509 => 0.011905816728848
510 => 0.011742802008791
511 => 0.011719309040862
512 => 0.011806174856458
513 => 0.011704477736589
514 => 0.011752061178901
515 => 0.011705918990582
516 => 0.011695531412089
517 => 0.011612761419349
518 => 0.011577101830669
519 => 0.011591084874225
520 => 0.011543353537815
521 => 0.01151459368111
522 => 0.011672314505649
523 => 0.011588050631538
524 => 0.011659399858427
525 => 0.011578088409396
526 => 0.011296227501344
527 => 0.011134126312498
528 => 0.010601717185707
529 => 0.010752707753613
530 => 0.010852814656346
531 => 0.01081972932559
601 => 0.010890809418377
602 => 0.010895173158786
603 => 0.010872064296045
604 => 0.01084530719342
605 => 0.010832283315622
606 => 0.010929352630462
607 => 0.010985704634929
608 => 0.010862861723293
609 => 0.010834081347852
610 => 0.010958282313858
611 => 0.011034044831374
612 => 0.011593432693427
613 => 0.011551991433807
614 => 0.011656000863017
615 => 0.011644290997443
616 => 0.011753309449256
617 => 0.011931508543335
618 => 0.011569179959822
619 => 0.01163206767354
620 => 0.011616649058426
621 => 0.011784985455265
622 => 0.011785510983122
623 => 0.01168458490419
624 => 0.011739298568917
625 => 0.011708758902257
626 => 0.011763948207596
627 => 0.01155143796052
628 => 0.011810252502395
629 => 0.011956983669997
630 => 0.011959021032401
701 => 0.012028570441314
702 => 0.0120992366688
703 => 0.012234874338728
704 => 0.012095453807803
705 => 0.011844649844986
706 => 0.011862757081009
707 => 0.011715710809375
708 => 0.011718182683767
709 => 0.011704987624537
710 => 0.011744586990564
711 => 0.011560127794497
712 => 0.011603419999122
713 => 0.011542810659128
714 => 0.011631935920672
715 => 0.011536051872185
716 => 0.011616641623103
717 => 0.011651421488006
718 => 0.011779759938258
719 => 0.011517096178734
720 => 0.01098150699229
721 => 0.011094094332672
722 => 0.010927568812703
723 => 0.010942981383583
724 => 0.010974117229654
725 => 0.010873195765523
726 => 0.010892448400478
727 => 0.010891760560879
728 => 0.010885833130813
729 => 0.010859579560221
730 => 0.010821506688751
731 => 0.010973177290474
801 => 0.010998949081203
802 => 0.011056236579543
803 => 0.011226685316121
804 => 0.011209653467879
805 => 0.011237433119006
806 => 0.011176790296571
807 => 0.010945794430188
808 => 0.010958338617087
809 => 0.010801912405447
810 => 0.011052236409617
811 => 0.010992956381314
812 => 0.010954738161428
813 => 0.010944309966043
814 => 0.01111518121207
815 => 0.01116630856696
816 => 0.011134449430422
817 => 0.011069105411902
818 => 0.011194585244685
819 => 0.011228158354369
820 => 0.011235674135498
821 => 0.011458000340817
822 => 0.011248099700639
823 => 0.011298624870963
824 => 0.011692807826783
825 => 0.011335338279384
826 => 0.011524697871164
827 => 0.011515429704526
828 => 0.011612299664101
829 => 0.011507483540418
830 => 0.011508782861892
831 => 0.011594796823456
901 => 0.01147400572714
902 => 0.011444096153003
903 => 0.011402776290549
904 => 0.01149299669856
905 => 0.011547079752844
906 => 0.011982949450749
907 => 0.012264541153669
908 => 0.0122523165152
909 => 0.012364026827242
910 => 0.012313700308518
911 => 0.012151182704092
912 => 0.012428580437937
913 => 0.012340800188134
914 => 0.012348036685275
915 => 0.01234776734249
916 => 0.012406133534726
917 => 0.012364775738344
918 => 0.012283255276384
919 => 0.012337372363433
920 => 0.012498080764758
921 => 0.012996924573607
922 => 0.013276084177841
923 => 0.012980118814909
924 => 0.013184271759125
925 => 0.013061852739728
926 => 0.013039605562253
927 => 0.013167828698004
928 => 0.013296276271381
929 => 0.013288094716251
930 => 0.013194848373835
1001 => 0.013142175881043
1002 => 0.013541029643046
1003 => 0.013834898300593
1004 => 0.013814858428269
1005 => 0.013903307907392
1006 => 0.014162998313738
1007 => 0.014186741149949
1008 => 0.014183750098309
1009 => 0.014124901001453
1010 => 0.014380599931562
1011 => 0.014593908477653
1012 => 0.014111279135845
1013 => 0.014295058071123
1014 => 0.014377562356157
1015 => 0.014498703124506
1016 => 0.014703087906259
1017 => 0.014925103989629
1018 => 0.0149564994981
1019 => 0.014934222882427
1020 => 0.014787797307331
1021 => 0.015030729954958
1022 => 0.015173034202466
1023 => 0.015257773125282
1024 => 0.015472656934332
1025 => 0.014378071874534
1026 => 0.013603270164802
1027 => 0.013482273689555
1028 => 0.013728324779921
1029 => 0.01379320649023
1030 => 0.013767052754159
1031 => 0.012894942987966
1101 => 0.013477682212123
1102 => 0.014104660619211
1103 => 0.014128745413277
1104 => 0.014442623913365
1105 => 0.014544835619308
1106 => 0.014797548952875
1107 => 0.014781741665054
1108 => 0.01484327334023
1109 => 0.014829128273687
1110 => 0.015297226509048
1111 => 0.015813608375912
1112 => 0.015795727713856
1113 => 0.015721491710942
1114 => 0.015831744834389
1115 => 0.016364706259837
1116 => 0.016315639712315
1117 => 0.016363303683754
1118 => 0.016991695240746
1119 => 0.017808693652493
1120 => 0.017429115864937
1121 => 0.018252690443367
1122 => 0.018771086984677
1123 => 0.019667600199668
1124 => 0.019555352329731
1125 => 0.019904358345409
1126 => 0.019354405215705
1127 => 0.018091601666039
1128 => 0.017891758170487
1129 => 0.018291849909426
1130 => 0.019275436409227
1201 => 0.01826087327026
1202 => 0.018466118071903
1203 => 0.018407007555222
1204 => 0.018403857806992
1205 => 0.018524070885994
1206 => 0.018349695545009
1207 => 0.017639259036309
1208 => 0.017964847901618
1209 => 0.017839122404661
1210 => 0.017978624216991
1211 => 0.018731457963216
1212 => 0.018398612218695
1213 => 0.018047986265035
1214 => 0.018487749021052
1215 => 0.019047718128341
1216 => 0.019012676267968
1217 => 0.018944680412483
1218 => 0.019327969489703
1219 => 0.019961050752109
1220 => 0.02013217007341
1221 => 0.020258486858015
1222 => 0.020275903808472
1223 => 0.020455309222757
1224 => 0.019490601094159
1225 => 0.021021617669706
1226 => 0.021285981938824
1227 => 0.021236292413006
1228 => 0.021530122171981
1229 => 0.021443670003149
1230 => 0.021318414374442
1231 => 0.021784197041799
]
'min_raw' => 0.0080298454907285
'max_raw' => 0.021784197041799
'avg_raw' => 0.014907021266264
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.008029'
'max' => '$0.021784'
'avg' => '$0.014907'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.0027692861873662
'max_diff' => 0.010040368977863
'year' => 2032
]
7 => [
'items' => [
101 => 0.021250214800397
102 => 0.020492294235221
103 => 0.020076484023196
104 => 0.020624056452843
105 => 0.020958439827984
106 => 0.021179445968175
107 => 0.021246322292662
108 => 0.019565488640011
109 => 0.01865961252454
110 => 0.019240268728666
111 => 0.01994870937245
112 => 0.019486665670613
113 => 0.019504776908961
114 => 0.01884602401309
115 => 0.020006994386531
116 => 0.019837850768418
117 => 0.020715368158396
118 => 0.020505941590761
119 => 0.021221522957259
120 => 0.021033086401717
121 => 0.021815276008426
122 => 0.02212731261948
123 => 0.022651270654061
124 => 0.023036696317192
125 => 0.0232630256386
126 => 0.023249437675083
127 => 0.024146267203323
128 => 0.023617438163357
129 => 0.022953104253724
130 => 0.022941088549246
131 => 0.023285156494729
201 => 0.02400622851803
202 => 0.024193192002501
203 => 0.024297679084292
204 => 0.024137653481307
205 => 0.023563647459942
206 => 0.023315794570194
207 => 0.023526972413249
208 => 0.023268720057911
209 => 0.023714536076037
210 => 0.024326736690087
211 => 0.02420031968419
212 => 0.024622912781409
213 => 0.025060252178941
214 => 0.025685667159552
215 => 0.025849173794534
216 => 0.026119444044558
217 => 0.026397640910985
218 => 0.026486990246865
219 => 0.026657585852532
220 => 0.026656686729482
221 => 0.027170788069567
222 => 0.027737857768074
223 => 0.027951913451567
224 => 0.028444122692659
225 => 0.027601231616357
226 => 0.028240574180167
227 => 0.028817277176506
228 => 0.028129708089597
301 => 0.02907736189285
302 => 0.0291141571426
303 => 0.029669721728502
304 => 0.029106550587394
305 => 0.028772141361511
306 => 0.029737568266487
307 => 0.030204707935142
308 => 0.030064001665234
309 => 0.028993220003711
310 => 0.028369979148719
311 => 0.026738837617021
312 => 0.028670995221388
313 => 0.029612092828664
314 => 0.028990782788261
315 => 0.029304135433194
316 => 0.03101368585901
317 => 0.031664571975968
318 => 0.031529192213678
319 => 0.031552069164964
320 => 0.031903275499256
321 => 0.033460717798367
322 => 0.03252746227151
323 => 0.033240901153375
324 => 0.03361930656382
325 => 0.033970790597805
326 => 0.033107656898008
327 => 0.031984732636525
328 => 0.03162905538576
329 => 0.028929005749425
330 => 0.028788456440133
331 => 0.028709561853747
401 => 0.028212142646446
402 => 0.027821307404094
403 => 0.027510500708594
404 => 0.026694851124867
405 => 0.02697010891573
406 => 0.025670133718566
407 => 0.02650181178142
408 => 0.024427019977748
409 => 0.026154968244617
410 => 0.025214524563127
411 => 0.025846007202096
412 => 0.025843804018658
413 => 0.024681044268563
414 => 0.024010388710885
415 => 0.024437756534542
416 => 0.024895928766003
417 => 0.024970265669081
418 => 0.025564297926688
419 => 0.025730079561105
420 => 0.025227753469216
421 => 0.024384024529282
422 => 0.02458000351862
423 => 0.024006417202922
424 => 0.023001229247339
425 => 0.023723172785936
426 => 0.02396967605163
427 => 0.024078545936742
428 => 0.023090059029043
429 => 0.022779454981549
430 => 0.022614091992884
501 => 0.024256423282385
502 => 0.024346393897777
503 => 0.023886091508868
504 => 0.025966701954401
505 => 0.025495795731365
506 => 0.026021913357322
507 => 0.024562220479493
508 => 0.024617982713163
509 => 0.023926940712182
510 => 0.024313878057288
511 => 0.02404040321334
512 => 0.024282617343593
513 => 0.02442779949458
514 => 0.025118728102368
515 => 0.026162857539464
516 => 0.025015526408803
517 => 0.02451561780509
518 => 0.024825758291241
519 => 0.025651703275697
520 => 0.026903052206492
521 => 0.026162228453717
522 => 0.026490993455196
523 => 0.026562813982282
524 => 0.026016557973771
525 => 0.026923193444698
526 => 0.02740906675906
527 => 0.027907472242281
528 => 0.028340223758356
529 => 0.027708398132111
530 => 0.028384542120839
531 => 0.027839689421406
601 => 0.027350900224177
602 => 0.027351641515625
603 => 0.027045016912133
604 => 0.02645089310568
605 => 0.026341327560275
606 => 0.026911301364073
607 => 0.027368366377998
608 => 0.027406012441738
609 => 0.027659067118296
610 => 0.027808822269212
611 => 0.029276626330446
612 => 0.029866989266187
613 => 0.030588873889012
614 => 0.03087008863279
615 => 0.031716444190497
616 => 0.031032943340011
617 => 0.030885063631586
618 => 0.028832081889381
619 => 0.029168257534657
620 => 0.029706507178869
621 => 0.028840957427765
622 => 0.02938994952275
623 => 0.029498332191543
624 => 0.028811546378429
625 => 0.029178388355476
626 => 0.028204164825504
627 => 0.026184092950172
628 => 0.026925442362163
629 => 0.027471325064902
630 => 0.026692283141241
701 => 0.028088685636318
702 => 0.027272936126293
703 => 0.027014382694497
704 => 0.026005673576107
705 => 0.026481745451212
706 => 0.027125639478985
707 => 0.026727787830537
708 => 0.027553389738793
709 => 0.028722662220869
710 => 0.029555955422977
711 => 0.029619925327992
712 => 0.029084173625345
713 => 0.029942719147958
714 => 0.029948972714795
715 => 0.028980529858026
716 => 0.028387364000567
717 => 0.028252595469721
718 => 0.028589273682702
719 => 0.028998063187487
720 => 0.029642610300477
721 => 0.030032096621758
722 => 0.031047670380074
723 => 0.031322455520293
724 => 0.031624361079744
725 => 0.032027800011398
726 => 0.032512231888467
727 => 0.031452322520162
728 => 0.031494434695283
729 => 0.030507461766961
730 => 0.029452739646814
731 => 0.030253142263037
801 => 0.031299562210651
802 => 0.031059512318478
803 => 0.031032501801834
804 => 0.031077925998736
805 => 0.030896936219333
806 => 0.03007832615489
807 => 0.029667225305296
808 => 0.030197650284284
809 => 0.030479547554116
810 => 0.030916745635601
811 => 0.030862851743926
812 => 0.031989027050183
813 => 0.032426624720422
814 => 0.032314668510515
815 => 0.032335271147514
816 => 0.033127520827091
817 => 0.034008665409355
818 => 0.034833973587913
819 => 0.035673512514953
820 => 0.034661415570644
821 => 0.034147535159785
822 => 0.03467772857182
823 => 0.034396400484382
824 => 0.036012995122134
825 => 0.036124924627377
826 => 0.037741402366937
827 => 0.039275632228368
828 => 0.038312009940986
829 => 0.039220662355486
830 => 0.040203444025286
831 => 0.04209938931691
901 => 0.041460901642851
902 => 0.040971830090899
903 => 0.040509659837481
904 => 0.041471362767382
905 => 0.042708578223121
906 => 0.042975062582385
907 => 0.043406869049253
908 => 0.042952877348124
909 => 0.043499660346588
910 => 0.04543004459979
911 => 0.044908437734602
912 => 0.044167672133546
913 => 0.045691525105375
914 => 0.046243001572051
915 => 0.050113552225653
916 => 0.055000282310298
917 => 0.052977143967256
918 => 0.051721316711463
919 => 0.052016465905195
920 => 0.053800934305854
921 => 0.05437404891995
922 => 0.052816125834383
923 => 0.053366410605884
924 => 0.05639853379966
925 => 0.058025170610962
926 => 0.055815979334744
927 => 0.049720908221455
928 => 0.044100974296063
929 => 0.045591633842
930 => 0.045422639310042
1001 => 0.048680277416683
1002 => 0.044895997583374
1003 => 0.04495971515044
1004 => 0.048284717763227
1005 => 0.047397664071112
1006 => 0.045960750695137
1007 => 0.044111465353892
1008 => 0.040692890362409
1009 => 0.037664963158436
1010 => 0.043603425695416
1011 => 0.043347348392428
1012 => 0.042976510509171
1013 => 0.043801770089509
1014 => 0.047808996357609
1015 => 0.047716616822004
1016 => 0.047128945348936
1017 => 0.047574688981759
1018 => 0.045882609681164
1019 => 0.046318697044857
1020 => 0.044100084069817
1021 => 0.045102989791997
1022 => 0.045957667724383
1023 => 0.046129256973032
1024 => 0.046515856311804
1025 => 0.043212407289996
1026 => 0.04469555891662
1027 => 0.045566771544747
1028 => 0.04163060119588
1029 => 0.045488966112703
1030 => 0.043154901592037
1031 => 0.04236268503725
1101 => 0.043429300261676
1102 => 0.0430136392714
1103 => 0.042656278360393
1104 => 0.042456864831811
1105 => 0.043240069334602
1106 => 0.043203531908415
1107 => 0.041922057328405
1108 => 0.040250425978367
1109 => 0.040811480328868
1110 => 0.040607644023419
1111 => 0.039868914957062
1112 => 0.040366729153299
1113 => 0.038174607371072
1114 => 0.034403175781326
1115 => 0.036894699011586
1116 => 0.036798778077477
1117 => 0.036750410392831
1118 => 0.038622721239727
1119 => 0.038442741753359
1120 => 0.038116077223236
1121 => 0.039862915506793
1122 => 0.039225296035004
1123 => 0.041190289005016
1124 => 0.042484560462843
1125 => 0.042156291355842
1126 => 0.043373559917685
1127 => 0.040824405887933
1128 => 0.041671132602309
1129 => 0.041845641804629
1130 => 0.039841359793529
1201 => 0.038472188623172
1202 => 0.038380880515804
1203 => 0.036006926389816
1204 => 0.03727507352203
1205 => 0.038390990518885
1206 => 0.037856552876049
1207 => 0.037687365884197
1208 => 0.038551705533385
1209 => 0.038618872126696
1210 => 0.037087466681222
1211 => 0.03740589436664
1212 => 0.038733790749028
1213 => 0.037372434784835
1214 => 0.034727542522642
1215 => 0.034071572673122
1216 => 0.033984054203273
1217 => 0.032205011945749
1218 => 0.034115407715108
1219 => 0.033281468766359
1220 => 0.035915871913335
1221 => 0.03441111496437
1222 => 0.03434624789982
1223 => 0.034248191817822
1224 => 0.032716896655461
1225 => 0.033052152977134
1226 => 0.034166596051354
1227 => 0.034564241895335
1228 => 0.034522764175991
1229 => 0.034161134672308
1230 => 0.034326686807251
1231 => 0.03379338569841
]
'min_raw' => 0.01865961252454
'max_raw' => 0.058025170610962
'avg_raw' => 0.038342391567751
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.018659'
'max' => '$0.058025'
'avg' => '$0.038342'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.010629767033811
'max_diff' => 0.036240973569163
'year' => 2033
]
8 => [
'items' => [
101 => 0.033605065977176
102 => 0.033010677135539
103 => 0.032137089742442
104 => 0.032258567427475
105 => 0.030527762215175
106 => 0.029584727674728
107 => 0.029323708142928
108 => 0.028974661916248
109 => 0.029363133843008
110 => 0.030522859061473
111 => 0.029123984398574
112 => 0.026725711908684
113 => 0.026869852171784
114 => 0.027193692547341
115 => 0.026590218149908
116 => 0.026019080278505
117 => 0.02651563831981
118 => 0.025499458649976
119 => 0.027316493005585
120 => 0.027267347318445
121 => 0.027944625361565
122 => 0.028368141221073
123 => 0.027392074279796
124 => 0.02714659608363
125 => 0.027286431620528
126 => 0.024975261683114
127 => 0.027755753470352
128 => 0.02777979927879
129 => 0.027573904468306
130 => 0.029054430506958
131 => 0.032178802236164
201 => 0.031003287914075
202 => 0.030548093238454
203 => 0.029682767827352
204 => 0.030835762559706
205 => 0.030747230553781
206 => 0.030346855248222
207 => 0.030104707014173
208 => 0.030550872560079
209 => 0.03004942216554
210 => 0.029959347895745
211 => 0.029413595822562
212 => 0.029218787162573
213 => 0.029074558586273
214 => 0.028915777095375
215 => 0.029266009498415
216 => 0.028472336796216
217 => 0.027515245322058
218 => 0.027435673521855
219 => 0.02765537825824
220 => 0.027558175267483
221 => 0.027435208151332
222 => 0.027200430438497
223 => 0.027130776906331
224 => 0.027357117094781
225 => 0.027101592218474
226 => 0.027478633092625
227 => 0.027376098837479
228 => 0.026803350823205
301 => 0.026089494738945
302 => 0.026083139922431
303 => 0.025929340800036
304 => 0.025733454493813
305 => 0.025678963404694
306 => 0.026473819586584
307 => 0.028119148095055
308 => 0.027796130739468
309 => 0.028029543883029
310 => 0.029177705531874
311 => 0.029542671593617
312 => 0.029283627327687
313 => 0.028929031559328
314 => 0.028944631973531
315 => 0.030156393057454
316 => 0.030231969109882
317 => 0.030422925412608
318 => 0.030668358225857
319 => 0.029325425597064
320 => 0.028881379967483
321 => 0.028670966513474
322 => 0.02802297451538
323 => 0.028721778330689
324 => 0.028314615273272
325 => 0.028369555480388
326 => 0.028333775598429
327 => 0.028353313833404
328 => 0.027315985107451
329 => 0.027693933174795
330 => 0.027065521208602
331 => 0.026224148128423
401 => 0.026221327550835
402 => 0.026427252420236
403 => 0.026304760250075
404 => 0.025975136969734
405 => 0.026021958400928
406 => 0.025611753395839
407 => 0.026071764715547
408 => 0.026084956194197
409 => 0.025907826779123
410 => 0.026616537686463
411 => 0.026906897123453
412 => 0.026790306747972
413 => 0.026898716831903
414 => 0.027809553568928
415 => 0.027958059699656
416 => 0.028024016313161
417 => 0.027935643188641
418 => 0.026915365255409
419 => 0.026960618920305
420 => 0.026628577553579
421 => 0.026348037588353
422 => 0.026359257715724
423 => 0.026503491725493
424 => 0.027133370105366
425 => 0.028458912022451
426 => 0.028509215369246
427 => 0.028570184493013
428 => 0.028322192426024
429 => 0.028247395645656
430 => 0.028346071905649
501 => 0.028843875756023
502 => 0.030124362411612
503 => 0.029671752906698
504 => 0.029303774333917
505 => 0.029626590748557
506 => 0.029576895691842
507 => 0.029157419401829
508 => 0.029145646099477
509 => 0.02834053698426
510 => 0.028042906475811
511 => 0.027794184145695
512 => 0.027522585854268
513 => 0.027361573283053
514 => 0.027608961771344
515 => 0.027665542445631
516 => 0.027124623192371
517 => 0.027050897896917
518 => 0.027492624235682
519 => 0.027298236943209
520 => 0.02749816909409
521 => 0.027544555068081
522 => 0.027537085857909
523 => 0.027334123199329
524 => 0.027463485545474
525 => 0.02715750503207
526 => 0.026824797180529
527 => 0.026612550299678
528 => 0.026427336745672
529 => 0.02653010399011
530 => 0.026163757528248
531 => 0.026046555922
601 => 0.027419660493345
602 => 0.028433987603559
603 => 0.028419238885659
604 => 0.028329459858504
605 => 0.028196066435163
606 => 0.028834117196249
607 => 0.028611833069314
608 => 0.02877356334412
609 => 0.028814730486856
610 => 0.028939331029168
611 => 0.028983865013266
612 => 0.028849252382481
613 => 0.028397475952017
614 => 0.027271692040915
615 => 0.026747636591302
616 => 0.026574689564096
617 => 0.026580975860061
618 => 0.026407571754064
619 => 0.026458647034707
620 => 0.026389809855824
621 => 0.026259448892523
622 => 0.026522054567973
623 => 0.026552317425728
624 => 0.026491022123174
625 => 0.026505459385847
626 => 0.025997960460264
627 => 0.026036544501347
628 => 0.025821703657577
629 => 0.025781423589315
630 => 0.025238324644598
701 => 0.024276146140582
702 => 0.024809286432734
703 => 0.024165327930683
704 => 0.023921451088393
705 => 0.025075926129165
706 => 0.024960048855224
707 => 0.024761717332879
708 => 0.024468343675419
709 => 0.024359528532111
710 => 0.023698402168063
711 => 0.023659339295503
712 => 0.023987011373439
713 => 0.023835801983979
714 => 0.023623446733704
715 => 0.022854317543314
716 => 0.021989561683392
717 => 0.022015663227142
718 => 0.022290725976828
719 => 0.023090508018807
720 => 0.022778019338636
721 => 0.022551305215778
722 => 0.022508848475568
723 => 0.023040283468501
724 => 0.023792375322574
725 => 0.024145239993398
726 => 0.023795561821271
727 => 0.02339387036514
728 => 0.023418319462816
729 => 0.023580968356264
730 => 0.023598060455233
731 => 0.023336600611842
801 => 0.023410200026247
802 => 0.023298395785694
803 => 0.022612253367796
804 => 0.022599843227237
805 => 0.022431452812344
806 => 0.022426354017504
807 => 0.022139879914813
808 => 0.022099800207545
809 => 0.021530988488917
810 => 0.021905382084638
811 => 0.021654258517174
812 => 0.021275756066945
813 => 0.021210502101859
814 => 0.021208540488872
815 => 0.021597177873658
816 => 0.021900840630521
817 => 0.021658626919145
818 => 0.021603479552181
819 => 0.022192309154087
820 => 0.022117375219943
821 => 0.022052482916247
822 => 0.023725033746057
823 => 0.022401079253494
824 => 0.021823759526055
825 => 0.021109216733308
826 => 0.021341875469664
827 => 0.021390900083882
828 => 0.019672553473343
829 => 0.018975420467454
830 => 0.018736190690736
831 => 0.018598510572022
901 => 0.018661253130998
902 => 0.018033751660152
903 => 0.018455443026477
904 => 0.017912079794103
905 => 0.017820983179938
906 => 0.018792583949211
907 => 0.018927776520246
908 => 0.018351003011171
909 => 0.018721384975146
910 => 0.018587079326315
911 => 0.017921394197175
912 => 0.01789596992169
913 => 0.017561952523851
914 => 0.017039279974747
915 => 0.016800404594629
916 => 0.016675996222653
917 => 0.016727329541601
918 => 0.016701373844716
919 => 0.016531995365426
920 => 0.016711082420881
921 => 0.016253588998075
922 => 0.016071411430838
923 => 0.015989126050205
924 => 0.015583074305125
925 => 0.016229283203577
926 => 0.016356594497298
927 => 0.016484156633595
928 => 0.017594497939695
929 => 0.017539028425834
930 => 0.018040445816387
1001 => 0.018020961658637
1002 => 0.017877949296429
1003 => 0.017274603664661
1004 => 0.017515086479882
1005 => 0.01677491775396
1006 => 0.017329502490002
1007 => 0.017076413176485
1008 => 0.017243932738517
1009 => 0.016942717461353
1010 => 0.01710942243261
1011 => 0.016386784727977
1012 => 0.015711995807177
1013 => 0.015983550567223
1014 => 0.016278761647447
1015 => 0.016918854487757
1016 => 0.01653762047272
1017 => 0.016674726640582
1018 => 0.016215443929541
1019 => 0.015267812509043
1020 => 0.01527317599997
1021 => 0.015127403551199
1022 => 0.015001434872335
1023 => 0.016581409785365
1024 => 0.016384914929223
1025 => 0.016071826092571
1026 => 0.016490907942086
1027 => 0.01660171983482
1028 => 0.016604874493623
1029 => 0.016910625792961
1030 => 0.017073805316227
1031 => 0.017102566414463
1101 => 0.017583672690165
1102 => 0.017744933167835
1103 => 0.01840914225292
1104 => 0.017059960673749
1105 => 0.01703217516698
1106 => 0.016496805283138
1107 => 0.016157265238942
1108 => 0.016520053880453
1109 => 0.016841435091244
1110 => 0.016506791493204
1111 => 0.016550488882396
1112 => 0.016101257193414
1113 => 0.016261836383909
1114 => 0.016400148815117
1115 => 0.016323780820233
1116 => 0.016209454235639
1117 => 0.016815085496942
1118 => 0.016780913407691
1119 => 0.017344891161619
1120 => 0.017784552151242
1121 => 0.018572503243449
1122 => 0.017750235201911
1123 => 0.017720268486258
1124 => 0.018013197938579
1125 => 0.017744888321862
1126 => 0.017914450737894
1127 => 0.018545184116801
1128 => 0.018558510519201
1129 => 0.018335276108907
1130 => 0.018321692274753
1201 => 0.018364566885167
1202 => 0.018615684817524
1203 => 0.018527936495884
1204 => 0.018629481075202
1205 => 0.018756464126545
1206 => 0.019281719866598
1207 => 0.01940835724728
1208 => 0.019100694066177
1209 => 0.019128472606672
1210 => 0.019013398131396
1211 => 0.018902237630159
1212 => 0.019152110203253
1213 => 0.01960875724184
1214 => 0.019605916464313
1215 => 0.019711849701315
1216 => 0.019777845230369
1217 => 0.019494544107989
1218 => 0.019310125494591
1219 => 0.019380843325829
1220 => 0.019493922678013
1221 => 0.019344173215961
1222 => 0.01841985016548
1223 => 0.018700230733011
1224 => 0.018653561696664
1225 => 0.018587099313758
1226 => 0.01886902414253
1227 => 0.018841831805034
1228 => 0.018027315725592
1229 => 0.018079458402307
1230 => 0.018030486694465
1231 => 0.018188724301171
]
'min_raw' => 0.015001434872335
'max_raw' => 0.033605065977176
'avg_raw' => 0.024303250424756
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.0150014'
'max' => '$0.033605'
'avg' => '$0.0243032'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.0036581776522043
'max_diff' => -0.024420104633787
'year' => 2034
]
9 => [
'items' => [
101 => 0.017736342971808
102 => 0.017875492421885
103 => 0.017962765652529
104 => 0.018014170255843
105 => 0.018199878931478
106 => 0.018178088161833
107 => 0.018198524386641
108 => 0.018473881327335
109 => 0.019866542242275
110 => 0.019942341703142
111 => 0.019569077435482
112 => 0.0197181891481
113 => 0.01943192726702
114 => 0.019624096785577
115 => 0.019755574289597
116 => 0.019161452730601
117 => 0.019126272707694
118 => 0.018838829322003
119 => 0.018993285115848
120 => 0.018747534842075
121 => 0.01880783336328
122 => 0.018639233441262
123 => 0.018942679732984
124 => 0.019281979837915
125 => 0.019367700443788
126 => 0.019142206434777
127 => 0.018978933911475
128 => 0.018692281145868
129 => 0.019168991083546
130 => 0.019308395596795
131 => 0.019168258850984
201 => 0.019135786104931
202 => 0.019074250309838
203 => 0.019148841214759
204 => 0.019307636369877
205 => 0.019232751507209
206 => 0.019282214278303
207 => 0.019093713200682
208 => 0.019494637892449
209 => 0.020131402790755
210 => 0.020133450094025
211 => 0.0200585648277
212 => 0.020027923390145
213 => 0.020104760217813
214 => 0.020146441044811
215 => 0.020394917256023
216 => 0.020661542130382
217 => 0.021905764081471
218 => 0.02155639153644
219 => 0.022660339270541
220 => 0.023533418598542
221 => 0.023795216913878
222 => 0.023554374782332
223 => 0.022730466860348
224 => 0.022690042007035
225 => 0.023921308287431
226 => 0.023573419167651
227 => 0.023532038863827
228 => 0.023091822344268
301 => 0.023352044829204
302 => 0.023295130354515
303 => 0.023205288071867
304 => 0.023701774445869
305 => 0.024631152616357
306 => 0.024486300312833
307 => 0.024378174787758
308 => 0.023904400211744
309 => 0.024189718327887
310 => 0.024088122011637
311 => 0.024524644260862
312 => 0.024266058150573
313 => 0.02357078356541
314 => 0.023681508334752
315 => 0.023664772508613
316 => 0.024009194624636
317 => 0.023905807654488
318 => 0.023644584543391
319 => 0.024627976102807
320 => 0.02456412012485
321 => 0.024654653302084
322 => 0.024694508806534
323 => 0.025293081919448
324 => 0.025538298171605
325 => 0.02559396655396
326 => 0.025826903027804
327 => 0.02558817088229
328 => 0.026543269677479
329 => 0.02717835464472
330 => 0.027916038515344
331 => 0.028993992921058
401 => 0.029399313749242
402 => 0.029326096169517
403 => 0.030143388897405
404 => 0.031612045762024
405 => 0.029622953712363
406 => 0.031717472470549
407 => 0.031054372014089
408 => 0.029482172760491
409 => 0.029380941663571
410 => 0.030445653251716
411 => 0.03280708107953
412 => 0.032215570191756
413 => 0.03280804857944
414 => 0.032116891068864
415 => 0.032082569272931
416 => 0.032774480601844
417 => 0.034391169135971
418 => 0.033623141014071
419 => 0.032521984373105
420 => 0.033335061300899
421 => 0.032630698819326
422 => 0.031043573009697
423 => 0.032215117874528
424 => 0.031431739187092
425 => 0.031660370734787
426 => 0.033306916216991
427 => 0.033108799508353
428 => 0.033365180874444
429 => 0.032912674473963
430 => 0.032489962142204
501 => 0.031700938183945
502 => 0.031467347088316
503 => 0.031531903263421
504 => 0.031467315097482
505 => 0.031025863444341
506 => 0.030930532001876
507 => 0.030771642087868
508 => 0.030820888716149
509 => 0.030522129192931
510 => 0.031085950140111
511 => 0.031190600276281
512 => 0.031600902142874
513 => 0.031643501043788
514 => 0.032786185901967
515 => 0.032156814284121
516 => 0.032579051102703
517 => 0.032541282267402
518 => 0.029516247085642
519 => 0.029933070243577
520 => 0.030581516271011
521 => 0.0302893922146
522 => 0.029876397145336
523 => 0.029542881483511
524 => 0.029037571152118
525 => 0.029748785739928
526 => 0.030683957293658
527 => 0.031667218537658
528 => 0.032848542496495
529 => 0.03258488474101
530 => 0.03164513450796
531 => 0.031687291016926
601 => 0.031947885967383
602 => 0.031610391828993
603 => 0.031510858218914
604 => 0.031934211577801
605 => 0.031937126979713
606 => 0.031548799185966
607 => 0.031117243906453
608 => 0.031115435674074
609 => 0.031038644580414
610 => 0.032130552033834
611 => 0.032730990728919
612 => 0.032799830057655
613 => 0.032726357293612
614 => 0.032754634044462
615 => 0.032405251997556
616 => 0.033203835750756
617 => 0.03393669517444
618 => 0.033740273193635
619 => 0.033445808721378
620 => 0.033211253585895
621 => 0.033685019457984
622 => 0.033663923409477
623 => 0.033930294286707
624 => 0.033918210165083
625 => 0.033828639657786
626 => 0.03374027639248
627 => 0.034090626751288
628 => 0.033989731474406
629 => 0.033888679479291
630 => 0.033686004232801
701 => 0.033713551164878
702 => 0.033419137536064
703 => 0.033282928319923
704 => 0.031234668520777
705 => 0.030687306573626
706 => 0.03085951778478
707 => 0.030916214186954
708 => 0.03067800156609
709 => 0.031019537272607
710 => 0.030966309294522
711 => 0.031173388219925
712 => 0.031044014297655
713 => 0.031049323848552
714 => 0.031429784968519
715 => 0.031540234450243
716 => 0.031484058952401
717 => 0.031523402345506
718 => 0.032430054233795
719 => 0.032301157328375
720 => 0.032232683416382
721 => 0.032251651157963
722 => 0.032483320154256
723 => 0.03254817482456
724 => 0.032273381029226
725 => 0.03240297537167
726 => 0.032954771633824
727 => 0.033147869096615
728 => 0.033764143505801
729 => 0.033502339183375
730 => 0.033982892347815
731 => 0.035459948942657
801 => 0.036639923955158
802 => 0.035554770169132
803 => 0.03772164401068
804 => 0.039408866115916
805 => 0.039344107721302
806 => 0.039049901521103
807 => 0.037129044011412
808 => 0.035361442292622
809 => 0.036840116186724
810 => 0.036843885630572
811 => 0.036716866231697
812 => 0.035927959654253
813 => 0.036689413992856
814 => 0.036749855473059
815 => 0.036716024316832
816 => 0.036111171493595
817 => 0.035187673027999
818 => 0.035368122417633
819 => 0.035663702198923
820 => 0.03510410800854
821 => 0.034925283757706
822 => 0.035257752062713
823 => 0.03632903421397
824 => 0.03612651452879
825 => 0.036121225921364
826 => 0.036987691016276
827 => 0.03636748900319
828 => 0.035370398462316
829 => 0.035118619950737
830 => 0.034224975852959
831 => 0.034842219014345
901 => 0.034864432496867
902 => 0.034526374725448
903 => 0.035397829987324
904 => 0.035389799373669
905 => 0.036217116445822
906 => 0.037798635961676
907 => 0.037330902818989
908 => 0.036786980063266
909 => 0.036846119548155
910 => 0.037494733728704
911 => 0.037102566788722
912 => 0.037243592754625
913 => 0.037494520269014
914 => 0.037645911068625
915 => 0.036824336741863
916 => 0.036632788465852
917 => 0.036240947917443
918 => 0.036138724032413
919 => 0.036457869983071
920 => 0.036373786300666
921 => 0.034862565539675
922 => 0.034704634561799
923 => 0.034709478079417
924 => 0.034312353126338
925 => 0.033706642251983
926 => 0.035298414264671
927 => 0.035170572695217
928 => 0.035029445496691
929 => 0.03504673277325
930 => 0.035737667053799
1001 => 0.035336890278063
1002 => 0.036402421022378
1003 => 0.036183379934133
1004 => 0.035958721268492
1005 => 0.03592766659763
1006 => 0.035841192178335
1007 => 0.035544639218858
1008 => 0.035186533700219
1009 => 0.034950081418245
1010 => 0.032239602654017
1011 => 0.032742651746528
1012 => 0.033321363873095
1013 => 0.033521132980142
1014 => 0.033179414098936
1015 => 0.035558132363089
1016 => 0.035992747111849
1017 => 0.034676270688636
1018 => 0.034430011701231
1019 => 0.035574277061306
1020 => 0.034884145168429
1021 => 0.035194911517534
1022 => 0.034523204650874
1023 => 0.035888061145878
1024 => 0.035877663226146
1025 => 0.035346703222908
1026 => 0.035795466981788
1027 => 0.035717483235149
1028 => 0.035118030699189
1029 => 0.035907064860492
1030 => 0.035907456211592
1031 => 0.035396418752541
1101 => 0.034799638880854
1102 => 0.034692948735108
1103 => 0.034612572042092
1104 => 0.035175143778233
1105 => 0.035679543837741
1106 => 0.036618107297106
1107 => 0.036854084450508
1108 => 0.037775118990125
1109 => 0.037226687766141
1110 => 0.03746980022436
1111 => 0.037733733188113
1112 => 0.03786027235675
1113 => 0.037654083571922
1114 => 0.039084829324889
1115 => 0.039205628103356
1116 => 0.039246130888871
1117 => 0.038763691470971
1118 => 0.039192210590418
1119 => 0.03899172068549
1120 => 0.039513339720412
1121 => 0.039595136245454
1122 => 0.039525857498739
1123 => 0.039551821006858
1124 => 0.038330931907548
1125 => 0.038267622367045
1126 => 0.037404392290056
1127 => 0.037756164927104
1128 => 0.037098542843045
1129 => 0.037307081580158
1130 => 0.037399003468447
1201 => 0.037350988690526
1202 => 0.037776053624207
1203 => 0.037414661595549
1204 => 0.036460888613571
1205 => 0.035506855776782
1206 => 0.035494878671655
1207 => 0.035243698665807
1208 => 0.035062141527491
1209 => 0.035097115873416
1210 => 0.035220370030232
1211 => 0.035054977771833
1212 => 0.035090272595763
1213 => 0.035676401841177
1214 => 0.035793945881263
1215 => 0.035394485305631
1216 => 0.033790593452586
1217 => 0.03339699436879
1218 => 0.033679905584813
1219 => 0.03354469224537
1220 => 0.027073184697901
1221 => 0.02859356940295
1222 => 0.027690208438596
1223 => 0.02810651873261
1224 => 0.027184421112192
1225 => 0.027624494427932
1226 => 0.027543228955419
1227 => 0.029987962569685
1228 => 0.029949791416919
1229 => 0.029968061927776
1230 => 0.029095962841035
1231 => 0.030485240366284
]
'min_raw' => 0.017736342971808
'max_raw' => 0.039595136245454
'avg_raw' => 0.028665739608631
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.017736'
'max' => '$0.039595'
'avg' => '$0.028665'
'bar_min_pct' => 61.631153054957
'bar_max_pct' => 60.119598047091
'min_diff' => 0.0027349080994726
'max_diff' => 0.0059900702682783
'year' => 2035
]
10 => [
'items' => [
101 => 0.031169648432026
102 => 0.031042982713988
103 => 0.031074861746312
104 => 0.030527074350692
105 => 0.029973365707169
106 => 0.029359217606354
107 => 0.03050022886667
108 => 0.030373367892235
109 => 0.030664341324452
110 => 0.031404368687936
111 => 0.0315133405283
112 => 0.031659799786832
113 => 0.031607304568328
114 => 0.032857953647688
115 => 0.032706491792129
116 => 0.033071471285476
117 => 0.032320680776601
118 => 0.031471090050119
119 => 0.03163256947201
120 => 0.031617017705146
121 => 0.031419025863486
122 => 0.031240287681648
123 => 0.030942738968059
124 => 0.031884227126779
125 => 0.031846004426894
126 => 0.032464785509001
127 => 0.03235540994222
128 => 0.031624973138514
129 => 0.031651060831856
130 => 0.031826513106897
131 => 0.032433755434093
201 => 0.032614026301015
202 => 0.032530517652905
203 => 0.032728176428807
204 => 0.032884397866083
205 => 0.032747795436102
206 => 0.034681797775609
207 => 0.033878665166073
208 => 0.0342701064118
209 => 0.0343634628424
210 => 0.034124332308492
211 => 0.034176191158674
212 => 0.03425474318601
213 => 0.034731695713926
214 => 0.035983357154503
215 => 0.036537709486187
216 => 0.038205505827321
217 => 0.036491678241998
218 => 0.036389986805608
219 => 0.036690407289271
220 => 0.037669580295688
221 => 0.038463108048346
222 => 0.038726366983617
223 => 0.038761160997844
224 => 0.039255052261535
225 => 0.039538141523356
226 => 0.039195080871493
227 => 0.038904372888987
228 => 0.037863092979652
229 => 0.037983623964469
301 => 0.038813962925028
302 => 0.03998686561354
303 => 0.040993338140008
304 => 0.040640906540347
305 => 0.04332971086782
306 => 0.043596294834109
307 => 0.043559461549659
308 => 0.044166779497877
309 => 0.042961377048814
310 => 0.042446044148267
311 => 0.038967227254481
312 => 0.039944632902538
313 => 0.041365349413009
314 => 0.041177312255435
315 => 0.040145549949669
316 => 0.040992555455778
317 => 0.040712508947148
318 => 0.04049162464665
319 => 0.041503538447757
320 => 0.040390897656312
321 => 0.041354249969989
322 => 0.040118740663095
323 => 0.040642516418208
324 => 0.040345195967423
325 => 0.040537598737305
326 => 0.03941281607601
327 => 0.040019721497489
328 => 0.039387566815157
329 => 0.039387267091528
330 => 0.039373312241879
331 => 0.04011703942224
401 => 0.040141292338891
402 => 0.039591676828895
403 => 0.039512468647296
404 => 0.039805342809354
405 => 0.039462463869449
406 => 0.039622894767376
407 => 0.039467323157914
408 => 0.039432300711784
409 => 0.039153235902447
410 => 0.039033007109538
411 => 0.039080151917152
412 => 0.038919222383951
413 => 0.038822256519121
414 => 0.039354023290769
415 => 0.039069921756088
416 => 0.039310480655989
417 => 0.039036333428598
418 => 0.038086019698199
419 => 0.037539484222461
420 => 0.035744429679867
421 => 0.036253504921388
422 => 0.036591022333193
423 => 0.036479472830605
424 => 0.036719124326092
425 => 0.036733836981546
426 => 0.036655923837405
427 => 0.036565710397782
428 => 0.03652179948449
429 => 0.036849075456634
430 => 0.037039070174066
501 => 0.036624896720868
502 => 0.036527861675687
503 => 0.036946613904013
504 => 0.037202052521386
505 => 0.039088067753513
506 => 0.038948345653368
507 => 0.039299020705654
508 => 0.039259540076314
509 => 0.039627103398027
510 => 0.040227914085177
511 => 0.03900629796889
512 => 0.039218328286371
513 => 0.039166343349019
514 => 0.039733901263836
515 => 0.039735673117695
516 => 0.039395393796142
517 => 0.039579864736758
518 => 0.039476898118402
519 => 0.039662972714544
520 => 0.038946479579536
521 => 0.039819090877321
522 => 0.040313805253336
523 => 0.040320674362927
524 => 0.040555165050861
525 => 0.040793421170588
526 => 0.041250733044668
527 => 0.040780666990626
528 => 0.039935063919413
529 => 0.039996113729873
530 => 0.039500336958615
531 => 0.039508671055709
601 => 0.039464182992265
602 => 0.039597695019566
603 => 0.038975777961496
604 => 0.039121740651955
605 => 0.038917392030556
606 => 0.039217884072376
607 => 0.038894604308492
608 => 0.039166318280309
609 => 0.039283581023084
610 => 0.039716283068412
611 => 0.038830693864577
612 => 0.037024917528841
613 => 0.037404513607534
614 => 0.036843061190518
615 => 0.036895025749313
616 => 0.037000002428177
617 => 0.036659738665747
618 => 0.036724650268675
619 => 0.036722331169442
620 => 0.036702346425135
621 => 0.036613830678917
622 => 0.036485465334594
623 => 0.036996833357608
624 => 0.037083724749377
625 => 0.037276873549716
626 => 0.03785155336544
627 => 0.037794129299966
628 => 0.037887790333256
629 => 0.037683328823468
630 => 0.036904510132342
701 => 0.03694680373428
702 => 0.036419401840406
703 => 0.037263386697528
704 => 0.037063519943306
705 => 0.036934664546648
706 => 0.036899505157834
707 => 0.037475609493665
708 => 0.037647988940275
709 => 0.037540573637102
710 => 0.03732026171649
711 => 0.037743325733438
712 => 0.037856519816736
713 => 0.037881859797549
714 => 0.038631448121103
715 => 0.037923753457948
716 => 0.03809410259725
717 => 0.039423117953773
718 => 0.038217884416989
719 => 0.038856323501339
720 => 0.038825075230437
721 => 0.039151679062389
722 => 0.038798284183365
723 => 0.03880266493643
724 => 0.039092667013144
725 => 0.03868541139855
726 => 0.038584569181127
727 => 0.038445256380004
728 => 0.0387494407846
729 => 0.038931785578078
730 => 0.040401350696015
731 => 0.041350756782513
801 => 0.041309540560418
802 => 0.041686179676835
803 => 0.04151650030527
804 => 0.040968560855331
805 => 0.041903826682279
806 => 0.041607869441449
807 => 0.041632267796795
808 => 0.04163135968879
809 => 0.041828145380911
810 => 0.0416887046829
811 => 0.041413852753825
812 => 0.041596312291147
813 => 0.042138151886517
814 => 0.043820038616214
815 => 0.044761244712187
816 => 0.043763376827423
817 => 0.04445169273235
818 => 0.044038948461428
819 => 0.043963940549323
820 => 0.044396253803763
821 => 0.044829323765326
822 => 0.044801739080987
823 => 0.044487352527281
824 => 0.044309763540356
825 => 0.045654526846028
826 => 0.046645325542203
827 => 0.046577759713523
828 => 0.046875973307733
829 => 0.047751537643734
830 => 0.047831588273689
831 => 0.047821503734257
901 => 0.047623089895496
902 => 0.048485196690685
903 => 0.049204381346558
904 => 0.047577162824549
905 => 0.048196786335876
906 => 0.048474955293133
907 => 0.048883389851397
908 => 0.049572487412769
909 => 0.05032103013852
910 => 0.050426882287294
911 => 0.050351775122247
912 => 0.049858091072706
913 => 0.050677155455194
914 => 0.051156944161033
915 => 0.05144264735559
916 => 0.05216714312051
917 => 0.048476673169913
918 => 0.045864375110623
919 => 0.045456427046624
920 => 0.046286005476532
921 => 0.046504758692735
922 => 0.046416579545576
923 => 0.043476200580097
924 => 0.045440946559896
925 => 0.047554848033626
926 => 0.047636051598366
927 => 0.048694314875711
928 => 0.049038928778492
929 => 0.049890969426492
930 => 0.049837674051974
1001 => 0.050045132390835
1002 => 0.049997441311408
1003 => 0.051575667193504
1004 => 0.053316684710267
1005 => 0.053256398809758
1006 => 0.053006106942939
1007 => 0.05337783304627
1008 => 0.055174749702345
1009 => 0.055009318411657
1010 => 0.055170020819157
1011 => 0.057288686826454
1012 => 0.060043254012666
1013 => 0.058763481000647
1014 => 0.061540220191965
1015 => 0.06328803032428
1016 => 0.066310687221177
1017 => 0.065932235690786
1018 => 0.067108933839468
1019 => 0.065254728466169
1020 => 0.060997098132343
1021 => 0.060323311834461
1022 => 0.061672249065808
1023 => 0.064988479621703
1024 => 0.06156780916414
1025 => 0.062259806342614
1026 => 0.062060511108661
1027 => 0.062049891512593
1028 => 0.062455198301459
1029 => 0.061867279664829
1030 => 0.059471993374655
1031 => 0.060569738965931
1101 => 0.060145846675066
1102 => 0.060616186775044
1103 => 0.063154418311614
1104 => 0.062032205645414
1105 => 0.060850045762727
1106 => 0.062332736597895
1107 => 0.064220711538913
1108 => 0.064102565460121
1109 => 0.063873312686035
1110 => 0.065165598570272
1111 => 0.067300076246794
1112 => 0.067877016985732
1113 => 0.068302902844182
1114 => 0.068361625308661
1115 => 0.068966503188611
1116 => 0.065713922379271
1117 => 0.070875851655892
1118 => 0.071767174246546
1119 => 0.07159964254104
1120 => 0.072590310087963
1121 => 0.072298830564848
1122 => 0.071876522467591
1123 => 0.073446941250495
1124 => 0.071646582842156
1125 => 0.069091200740341
1126 => 0.067689267579558
1127 => 0.069535446256399
1128 => 0.070662843151589
1129 => 0.0714079807834
1130 => 0.071633458980562
1201 => 0.06596641096859
1202 => 0.062912186399029
1203 => 0.064869909331362
1204 => 0.067258466423627
1205 => 0.065700653824023
1206 => 0.065761717128598
1207 => 0.063540685747511
1208 => 0.06745497841793
1209 => 0.066884698900233
1210 => 0.069843310046851
1211 => 0.069137213752373
1212 => 0.071549846289816
1213 => 0.070914519286586
1214 => 0.07355172615634
1215 => 0.07460377937621
1216 => 0.076370340471382
1217 => 0.077669830004187
1218 => 0.078432915113124
1219 => 0.078387102345444
1220 => 0.081410825714544
1221 => 0.079627841684634
1222 => 0.077387993525996
1223 => 0.077347481739436
1224 => 0.078507530839689
1225 => 0.08093867550989
1226 => 0.081569035951157
1227 => 0.081921321442472
1228 => 0.081381783949376
1229 => 0.079446482572525
1230 => 0.078610829250202
1231 => 0.079322830092029
]
'min_raw' => 0.029359217606354
'max_raw' => 0.081921321442472
'avg_raw' => 0.055640269524413
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.029359'
'max' => '$0.081921'
'avg' => '$0.05564'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.011622874634546
'max_diff' => 0.042326185197018
'year' => 2036
]
11 => [
'items' => [
101 => 0.078452114245404
102 => 0.079955214076396
103 => 0.082019291189147
104 => 0.08159306742761
105 => 0.083017869559392
106 => 0.084492389872232
107 => 0.086601020144444
108 => 0.087152294179953
109 => 0.088063529197575
110 => 0.089001489355819
111 => 0.089302736879911
112 => 0.089877911875021
113 => 0.089874880418883
114 => 0.091608208980389
115 => 0.093520124060448
116 => 0.094241827742234
117 => 0.095901345563529
118 => 0.093059479451002
119 => 0.095215067542359
120 => 0.097159461958631
121 => 0.094841274777578
122 => 0.098036355738321
123 => 0.098160413491817
124 => 0.10003353828147
125 => 0.098134767459868
126 => 0.097007283407094
127 => 0.10026228762117
128 => 0.1018372816287
129 => 0.1013628806159
130 => 0.097752665484492
131 => 0.095651365428598
201 => 0.090151857871815
202 => 0.096666262133871
203 => 0.099839238422141
204 => 0.09774444824244
205 => 0.098800938562413
206 => 0.10456480718005
207 => 0.10675931516679
208 => 0.10630287284632
209 => 0.1063800040848
210 => 0.10756412076131
211 => 0.11281514620991
212 => 0.10966861004329
213 => 0.11207401904421
214 => 0.11334983930495
215 => 0.11453489226536
216 => 0.11162477673443
217 => 0.10783875918677
218 => 0.10663956850322
219 => 0.09753616264287
220 => 0.097062290833752
221 => 0.096796292227508
222 => 0.09511920864139
223 => 0.093801480334558
224 => 0.092753573860849
225 => 0.090003554342476
226 => 0.090931605202257
227 => 0.08654864806365
228 => 0.089352708718467
301 => 0.08235740329505
302 => 0.088183301518295
303 => 0.085012529986471
304 => 0.087141617792464
305 => 0.087134189605681
306 => 0.083213863926944
307 => 0.080952701890558
308 => 0.082393602345886
309 => 0.083938362012818
310 => 0.084188994071583
311 => 0.086191815302113
312 => 0.086750759657056
313 => 0.085057132166962
314 => 0.082212441138701
315 => 0.082873197984072
316 => 0.080939311674176
317 => 0.077550250301946
318 => 0.079984333346816
319 => 0.080815436317412
320 => 0.081182498736119
321 => 0.077849746112859
322 => 0.076802522881051
323 => 0.076244990019491
324 => 0.081782224625954
325 => 0.082085566837296
326 => 0.080533625195802
327 => 0.087548548576501
328 => 0.085960855367911
329 => 0.087734697676186
330 => 0.08281324122608
331 => 0.083001247490094
401 => 0.080671351136776
402 => 0.081975937410904
403 => 0.081053897881128
404 => 0.081870539732127
405 => 0.082360031490475
406 => 0.084689545530728
407 => 0.088209900826685
408 => 0.084341593815561
409 => 0.082656117055638
410 => 0.083701777358013
411 => 0.086486508538742
412 => 0.090705518825312
413 => 0.088207779820168
414 => 0.089316233976292
415 => 0.089558381897712
416 => 0.087716641626643
417 => 0.090773426416138
418 => 0.092411582218103
419 => 0.09409199110234
420 => 0.095551043052536
421 => 0.093420798840993
422 => 0.095700465505856
423 => 0.093863456589314
424 => 0.092215469684685
425 => 0.09221796900056
426 => 0.091184162742039
427 => 0.089181032848183
428 => 0.088811624962229
429 => 0.090733331436032
430 => 0.092274358041741
501 => 0.092401284374007
502 => 0.093254475883733
503 => 0.093759385830618
504 => 0.098708189701876
505 => 0.10069863955755
506 => 0.10313252396378
507 => 0.10408065910621
508 => 0.10693420595968
509 => 0.10462973512176
510 => 0.10413114836018
511 => 0.097209377081724
512 => 0.098342816740805
513 => 0.10015756299566
514 => 0.097239301579053
515 => 0.099090266756703
516 => 0.099455686491573
517 => 0.097140140172804
518 => 0.098376973510509
519 => 0.095092310861092
520 => 0.088281497496495
521 => 0.090781008798387
522 => 0.092621490442986
523 => 0.089994896206393
524 => 0.094702964712252
525 => 0.09195260828539
526 => 0.091080877338466
527 => 0.087679944119993
528 => 0.089285053685188
529 => 0.091455987355069
530 => 0.09011460274521
531 => 0.092898177220579
601 => 0.096840461029898
602 => 0.099649967239478
603 => 0.099865646240472
604 => 0.098059321970009
605 => 0.10095396814123
606 => 0.10097505247843
607 => 0.097709879772316
608 => 0.095709979670377
609 => 0.09525559815939
610 => 0.096390732260577
611 => 0.097768994616733
612 => 0.099942130209021
613 => 0.10125531053428
614 => 0.10467938836554
615 => 0.10560584565068
616 => 0.10662374132274
617 => 0.10798396384802
618 => 0.10961725974351
619 => 0.10604370130776
620 => 0.10618568544636
621 => 0.10285803731027
622 => 0.09930196804385
623 => 0.10200058134677
624 => 0.10552865925886
625 => 0.10471931428765
626 => 0.10462824644497
627 => 0.10478139729624
628 => 0.10417117761868
629 => 0.10141117663288
630 => 0.10002512141633
701 => 0.10181348626608
702 => 0.10276392259276
703 => 0.10423796644868
704 => 0.10405625943014
705 => 0.10785323810224
706 => 0.10932862919954
707 => 0.10895116102131
708 => 0.10902062425038
709 => 0.11169174935818
710 => 0.11466258983683
711 => 0.11744517398202
712 => 0.12027573808927
713 => 0.11686338257918
714 => 0.11513079889599
715 => 0.11691838300158
716 => 0.11596986571309
717 => 0.1214203274013
718 => 0.1217977055429
719 => 0.12724777310069
720 => 0.13242053619502
721 => 0.12917161637515
722 => 0.13223520143072
723 => 0.13554871844608
724 => 0.14194103036746
725 => 0.13978832459659
726 => 0.13813938571329
727 => 0.1365811464362
728 => 0.13982359500832
729 => 0.14399495329696
730 => 0.14489342391957
731 => 0.14634928957037
801 => 0.14481862485333
802 => 0.14666214190782
803 => 0.15317056719262
804 => 0.15141193322921
805 => 0.14891439028665
806 => 0.15405216697318
807 => 0.15591150838344
808 => 0.16896134014528
809 => 0.18543729180626
810 => 0.17861613963168
811 => 0.17438203035971
812 => 0.17537714647304
813 => 0.18139360627347
814 => 0.18332590220848
815 => 0.17807325575477
816 => 0.17992857928154
817 => 0.19015159432544
818 => 0.1956359139029
819 => 0.18818747127432
820 => 0.16763751347159
821 => 0.14868951387088
822 => 0.15371537660453
823 => 0.15314559974121
824 => 0.16412895405878
825 => 0.1513699903908
826 => 0.15158481861678
827 => 0.16279529707006
828 => 0.15980453361498
829 => 0.1549598798458
830 => 0.14872488520481
831 => 0.13719892094374
901 => 0.12699005297242
902 => 0.14701199402606
903 => 0.14614861152029
904 => 0.14489830570582
905 => 0.14768072599871
906 => 0.16119136913721
907 => 0.16087990508319
908 => 0.15889852968183
909 => 0.16040138546072
910 => 0.15469642196156
911 => 0.15616672095489
912 => 0.14868651241093
913 => 0.15206787907391
914 => 0.15494948539465
915 => 0.15552801052645
916 => 0.15683145718863
917 => 0.14569364817215
918 => 0.15069419743166
919 => 0.15363155163351
920 => 0.14036047848767
921 => 0.15336922518717
922 => 0.14549976369656
923 => 0.14282875027131
924 => 0.14642491796916
925 => 0.14502348791992
926 => 0.14381862065831
927 => 0.14314628402409
928 => 0.14578691268685
929 => 0.1456637242035
930 => 0.14134314318729
1001 => 0.13570712138107
1002 => 0.13759875529534
1003 => 0.13691150696012
1004 => 0.13442083033649
1005 => 0.13609924565538
1006 => 0.12870835401754
1007 => 0.11599270909977
1008 => 0.12439305362319
1009 => 0.12406964949685
1010 => 0.12390657447115
1011 => 0.13021920121203
1012 => 0.12961238780797
1013 => 0.12851101553767
1014 => 0.13440060277104
1015 => 0.13225082420473
1016 => 0.13887593519455
1017 => 0.14323966177776
1018 => 0.1421328795645
1019 => 0.14623698550773
1020 => 0.13764233472017
1021 => 0.14049713295425
1022 => 0.14108550291372
1023 => 0.13432792617879
1024 => 0.12971166998546
1025 => 0.12940381832654
1026 => 0.12139986624658
1027 => 0.12567551284205
1028 => 0.12943790490779
1029 => 0.12763601108172
1030 => 0.12706558532643
1031 => 0.12997976679994
1101 => 0.1302062236587
1102 => 0.12504298327998
1103 => 0.12611658445327
1104 => 0.13059367981726
1105 => 0.12600377313714
1106 => 0.11708633421468
1107 => 0.11487468606867
1108 => 0.11457961143723
1109 => 0.10858144625722
1110 => 0.11502247897319
1111 => 0.11221079558373
1112 => 0.12109286972191
1113 => 0.1160194766097
1114 => 0.11580077277269
1115 => 0.11547016984618
1116 => 0.11030730129467
1117 => 0.11143764139004
1118 => 0.1151950640227
1119 => 0.11653575474843
1120 => 0.11639590972178
1121 => 0.11517665060194
1122 => 0.11573482118339
1123 => 0.11393675926104
1124 => 0.11330182617283
1125 => 0.11129780269435
1126 => 0.1083524418066
1127 => 0.10876201230299
1128 => 0.10292648168876
1129 => 0.099746974895072
1130 => 0.098866929319806
1201 => 0.097690095596925
1202 => 0.098999855820241
1203 => 0.10290995036372
1204 => 0.098193546771451
1205 => 0.090107603629746
1206 => 0.090593582590339
1207 => 0.091685433026344
1208 => 0.089650776962163
1209 => 0.087725145753155
1210 => 0.089399325857989
1211 => 0.085973205153744
1212 => 0.092099463344967
1213 => 0.091933765229534
1214 => 0.094217255437957
1215 => 0.09564516872722
1216 => 0.092354290887886
1217 => 0.091526644010773
1218 => 0.09199810928643
1219 => 0.084205838481705
1220 => 0.093580460670116
1221 => 0.093661532792091
1222 => 0.092967344063428
1223 => 0.097959040969768
1224 => 0.10849307839146
1225 => 0.10452974978274
1226 => 0.10299502915321
1227 => 0.10007752411459
1228 => 0.10396492635424
1229 => 0.10366643451516
1230 => 0.10231654121915
1231 => 0.10150012154181
]
'min_raw' => 0.076244990019491
'max_raw' => 0.1956359139029
'avg_raw' => 0.1359404519612
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$0.076244'
'max' => '$0.195635'
'avg' => '$0.13594'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.046885772413137
'max_diff' => 0.11371459246043
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.0023932431135132
]
1 => [
'year' => 2028
'avg' => 0.0041074999462287
]
2 => [
'year' => 2029
'avg' => 0.011220949548259
]
3 => [
'year' => 2030
'avg' => 0.0086569458657426
]
4 => [
'year' => 2031
'avg' => 0.0085021936836494
]
5 => [
'year' => 2032
'avg' => 0.014907021266264
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.0023932431135132
'min' => '$0.002393'
'max_raw' => 0.014907021266264
'max' => '$0.014907'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.014907021266264
]
1 => [
'year' => 2033
'avg' => 0.038342391567751
]
2 => [
'year' => 2034
'avg' => 0.024303250424756
]
3 => [
'year' => 2035
'avg' => 0.028665739608631
]
4 => [
'year' => 2036
'avg' => 0.055640269524413
]
5 => [
'year' => 2037
'avg' => 0.1359404519612
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.014907021266264
'min' => '$0.014907'
'max_raw' => 0.1359404519612
'max' => '$0.13594'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 0.1359404519612
]
]
]
]
'prediction_2025_max_price' => '$0.004092'
'last_price' => 0.00396772
'sma_50day_nextmonth' => '$0.003765'
'sma_200day_nextmonth' => '$0.00443'
'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' => '$0.003956'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.003955'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.003952'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.003944'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.004015'
'daily_sma50_action' => 'SELL'
'daily_sma100' => '$0.004128'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.004695'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.00396'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.003957'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.003955'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.003963'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$0.004027'
'daily_ema50_action' => 'SELL'
'daily_ema100' => '$0.0042046'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.00451'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.004361'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.0047039'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '—'
'weekly_sma100_action' => '—'
'weekly_sma200' => '—'
'weekly_sma200_action' => '—'
'weekly_ema3' => '$0.003961'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$0.003974'
'weekly_ema5_action' => 'SELL'
'weekly_ema10' => '$0.004057'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.0043092'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.004678'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.003149'
'weekly_ema100_action' => 'BUY'
'weekly_ema200' => '$0.001574'
'weekly_ema200_action' => 'BUY'
'rsi_14' => '49.08'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 84.72
'stoch_rsi_14_action' => 'NEUTRAL'
'momentum_10' => 0
'momentum_10_action' => 'BUY'
'vwma_10' => '0.003953'
'vwma_10_action' => 'BUY'
'hma_9' => '0.003956'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 100
'stochastic_fast_14_action' => 'SELL'
'cci_20' => 124.36
'cci_20_action' => 'SELL'
'adx_14' => 12.19
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '-0.000010'
'ao_5_34_action' => 'NEUTRAL'
'macd_12_26' => 0
'macd_12_26_action' => 'BUY'
'williams_percent_r_14' => -0
'williams_percent_r_14_action' => 'SELL'
'ultimate_oscillator' => 58.98
'ultimate_oscillator_action' => 'NEUTRAL'
'ichimoku_cloud' => '-0.000048'
'ichimoku_cloud_action' => 'SELL'
'sell_signals' => 12
'buy_signals' => 19
'sell_pct' => 38.71
'buy_pct' => 61.29
'overall_action' => 'bullish'
'overall_action_label' => 'Altista'
'overall_action_dir' => 1
'last_updated' => 1767680014
'last_updated_date' => '6 de janeiro de 2026'
]
Previsão de preço de ARI para 2026
A previsão de preço para ARI em 2026 sugere que o preço médio poderia variar entre $0.00137 na extremidade inferior e $0.004092 na extremidade superior. No mercado de criptomoedas, comparado ao preço médio de hoje, ARI poderia potencialmente ganhar 3.13% até 2026 se ARI atingir a meta de preço prevista.
Previsão de preço de ARI 2027-2032
A previsão de preço de ARI para 2027-2032 está atualmente dentro de uma faixa de preço entre $0.002393 na extremidade inferior e $0.014907 na extremidade superior. Considerando a volatilidade de preços no mercado, se ARI atingir a meta de preço superior, poderia ganhar 275.71% até 2032 em comparação com o preço de hoje.
| Previsão de Preço de ARI | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2027 | $0.001319 | $0.002393 | $0.003466 |
| 2028 | $0.002381 | $0.0041074 | $0.005833 |
| 2029 | $0.005231 | $0.01122 | $0.01721 |
| 2030 | $0.004449 | $0.008656 | $0.012864 |
| 2031 | $0.00526 | $0.0085021 | $0.011743 |
| 2032 | $0.008029 | $0.014907 | $0.021784 |
Previsão de preço de ARI 2032-2037
A previsão de preço de ARI para 2032-2037 é atualmente estimada entre $0.014907 na extremidade inferior e $0.13594 na extremidade superior. Comparado ao preço atual, ARI poderia potencialmente ganhar 3326.16% até 2037 se atingir a meta de preço superior. Por favor, note que esta informação é apenas para fins gerais e não deve ser considerada como aconselhamento de investimento a longo prazo.
| Previsão de Preço de ARI | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2032 | $0.008029 | $0.014907 | $0.021784 |
| 2033 | $0.018659 | $0.038342 | $0.058025 |
| 2034 | $0.0150014 | $0.0243032 | $0.033605 |
| 2035 | $0.017736 | $0.028665 | $0.039595 |
| 2036 | $0.029359 | $0.05564 | $0.081921 |
| 2037 | $0.076244 | $0.13594 | $0.195635 |
ARI Histograma de preços potenciais
Previsão de preço de ARI baseada na análise técnica
Indicador de Sentimento de Mercado
Altista 61.29%
Baixista 38.71%
Em 6 de janeiro de 2026, o sentimento geral de previsão de preço para ARI é Altista, com 19 indicadores técnicos mostrando sinais de alta e 12 indicando sinais de baixa. A previsão de preço de ARI 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 ARI
De acordo com nossos indicadores técnicos, o SMA de 200 dias de ARI está projetado para aumentar no próximo mês, alcançando $0.00443 até 4 de fev. de 2026. O SMA de 50 dias de curto prazo para ARI é esperado para alcançar $0.003765 até 4 de fev. de 2026.
O oscilador de momentum Índice de Força Relativa (RSI) é uma ferramenta comumente usada para identificar se uma criptomoeda está sobrevendida (abaixo de 30) ou sobrecomprada (acima de 70). No momento, o RSI está em 49.08, sugerindo que o mercado de ARI está em um estado NEUTRAL.
Médias Móveis e Osciladores Populares de ARI 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 | $0.003956 | BUY |
| SMA 5 | $0.003955 | BUY |
| SMA 10 | $0.003952 | BUY |
| SMA 21 | $0.003944 | BUY |
| SMA 50 | $0.004015 | SELL |
| SMA 100 | $0.004128 | SELL |
| SMA 200 | $0.004695 | SELL |
Média Móvel Exponencial Diária (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 3 | $0.00396 | BUY |
| EMA 5 | $0.003957 | BUY |
| EMA 10 | $0.003955 | BUY |
| EMA 21 | $0.003963 | BUY |
| EMA 50 | $0.004027 | SELL |
| EMA 100 | $0.0042046 | SELL |
| EMA 200 | $0.00451 | SELL |
Média Móvel Simples Semanal (SMA)
| Período | Valor | Ação |
|---|---|---|
| SMA 21 | $0.004361 | SELL |
| SMA 50 | $0.0047039 | SELL |
| SMA 100 | — | — |
| SMA 200 | — | — |
Média Móvel Exponencial Semanal (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 21 | $0.0043092 | SELL |
| EMA 50 | $0.004678 | SELL |
| EMA 100 | $0.003149 | BUY |
| EMA 200 | $0.001574 | BUY |
Osciladores de ARI
Um oscilador é uma ferramenta de análise técnica que define limites altos e baixos entre dois extremos, criando um indicador de tendência que flutua dentro desses limites. Os traders usam esse indicador para identificar condições de sobrecompra ou sobrevenda de curto prazo.
| Período | Valor | Ação |
|---|---|---|
| RSI (14) | 49.08 | NEUTRAL |
| Stoch RSI (14) | 84.72 | NEUTRAL |
| Estocástico Rápido (14) | 100 | SELL |
| Índice de Canal de Commodities (20) | 124.36 | SELL |
| Índice Direcional Médio (14) | 12.19 | NEUTRAL |
| Oscilador Impressionante (5, 34) | -0.000010 | NEUTRAL |
| Momentum (10) | 0 | BUY |
| MACD (12, 26) | 0 | BUY |
| Williams Percent Range (14) | -0 | SELL |
| Oscilador Ultimate (7, 14, 28) | 58.98 | NEUTRAL |
| VWMA (10) | 0.003953 | BUY |
| Média Móvel de Hull (9) | 0.003956 | BUY |
| Nuvem Ichimoku B/L (9, 26, 52, 26) | -0.000048 | SELL |
Previsão do preço de ARI com base nos fluxos financeiros mundiais
Definições dos fluxos financeiros mundiais, usadas na previsão do preço do ARI
M0: o total de todas as moedas físicas, mais as contas no Banco Central que podem ser trocadas por moedas físicas.
M1: o valor de M0, mais o valor em contas de demanda, incluindo contas 'correntes'.
M2: o valor de M1, mais a maioria das contas de poupança, do mercado de moedas e de certificados de depósito (CD) de menos de US$ 100.000.
Previsões de preço de ARI por empresas de Internet ou nichos tecnológicos
| Comparação | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook stock | $0.005575 | $0.007834 | $0.0110084 | $0.015468 | $0.021736 | $0.030542 |
| Amazon.com stock | $0.008278 | $0.017274 | $0.036044 | $0.075208 | $0.156925 | $0.327435 |
| Apple stock | $0.005627 | $0.007982 | $0.011322 | $0.01606 | $0.02278 | $0.032312 |
| Netflix stock | $0.00626 | $0.009877 | $0.015585 | $0.024592 | $0.0388025 | $0.061224 |
| Google stock | $0.005138 | $0.006653 | $0.008616 | $0.011158 | $0.01445 | $0.018713 |
| Tesla stock | $0.008994 | $0.020389 | $0.046222 | $0.104782 | $0.237534 | $0.538472 |
| Kodak stock | $0.002975 | $0.002231 | $0.001673 | $0.001254 | $0.00094 | $0.0007055 |
| Nokia stock | $0.002628 | $0.001741 | $0.001153 | $0.000764 | $0.0005062 | $0.000335 |
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 ARI
Você pode fazer perguntas como: 'Devo investir em ARI agora?', 'Devo comprar ARI hoje?', 'ARI será um bom ou mau investimento no curto ou no longo prazo?'.
Atualizamos a previsão para ARI regularmente com novos valores. Veja nossas previsões semelhantes. Fazemos previsões de preços futuros para uma enorme quantidade de moedas digitais, como ARI, 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 ARI para poder tomar sozinho uma decisão de tão grande responsabilidade sobre o seu investimento.
O preço de ARI é de $0.003967 USD hoje, mas o preço pode tanto subir quanto descer e seu investimento pode ser perdido, porque criptomoedas são ativos de alto risco
Previsão do preço de ARI com base no padrão de crescimento do Bitcoin
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Se ARI tiver 1% da média anterior do crescimento anual do Bitcoin | $0.00407 | $0.004176 | $0.004285 | $0.004396 |
| Se ARI tiver 2% da média anterior do crescimento anual do Bitcoin | $0.004173 | $0.00439 | $0.004619 | $0.004859 |
| Se ARI tiver 5% da média anterior do crescimento anual do Bitcoin | $0.004483 | $0.005066 | $0.005724 | $0.006468 |
| Se ARI tiver 10% da média anterior do crescimento anual do Bitcoin | $0.004999 | $0.006298 | $0.007935 | $0.009998 |
| Se ARI tiver 20% da média anterior do crescimento anual do Bitcoin | $0.00603 | $0.009165 | $0.01393 | $0.021171 |
| Se ARI tiver 50% da média anterior do crescimento anual do Bitcoin | $0.009124 | $0.020983 | $0.048253 | $0.110967 |
| Se ARI tiver 100% da média anterior do crescimento anual do Bitcoin | $0.014281 | $0.0514022 | $0.185013 | $0.665922 |
Perguntas Frequentes sobre ARI
ARI é um bom investimento?
A decisão de adquirir ARI depende inteiramente da sua tolerância individual ao risco. Como você pode perceber, o valor de ARI experimentou uma escalada de 0.4603% nas últimas 24 horas, e ARI registrou um declínio de durante os últimos 30 dias. Consequentemente, a decisão de investir ou não em ARI dependerá de quão alinhado esse investimento está com suas aspirações de negociação.
ARI pode subir?
Parece que o valor médio de ARI pode potencialmente subir para $0.004092 até o final deste ano. Observando as perspectivas de ARI em um horizonte de cinco anos mais longo, a moeda digital poderia potencialmente crescer até $0.012864. 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 ARI na próxima semana?
Com base na nossa nova previsão experimental de ARI, o preço de ARI aumentará 0.86% na próxima semana e atingirá $0.00400167 até 13 de janeiro de 2026.
Qual será o preço de ARI no próximo mês?
Com base na nossa nova previsão experimental de ARI, o preço de ARI diminuirá -11.62% no próximo mês e atingirá $0.003506 até 5 de fevereiro de 2026.
Até onde o preço de ARI pode subir este ano em 2026?
De acordo com nossa previsão mais recente sobre o valor de ARI em 2026, espera-se que ARI fluctue dentro do intervalo de $0.00137 e $0.004092. No entanto, é crucial lembrar que o mercado de criptomoedas é excepcionalmente instável, e essa previsão de preço de ARI não considera flutuações repentinas e extremas de preço.
Onde estará ARI em 5 anos?
O futuro de ARI parece seguir uma tendência de alta, com um preço máximo de $0.012864 projetada após um período de cinco anos. Com base na previsão de ARI para 2030, o valor de ARI pode potencialmente atingir seu pico mais alto de aproximadamente $0.012864, enquanto seu pico mais baixo está previsto para cerca de $0.004449.
Quanto será ARI em 2026?
Com base na nossa nova simulação experimental de previsão de preços de ARI, espera-se que o valor de ARI em 2026 aumente 3.13% para $0.004092 se o melhor cenário ocorrer. O preço ficará entre $0.004092 e $0.00137 durante 2026.
Quanto será ARI em 2027?
De acordo com nossa última simulação experimental para previsão de preços de ARI, o valor de ARI pode diminuir -12.62% para $0.003466 em 2027, assumindo as condições mais favoráveis. O preço está projetado para flutuar entre $0.003466 e $0.001319 ao longo do ano.
Quanto será ARI em 2028?
Nosso novo modelo experimental de previsão de preços de ARI sugere que o valor de ARI em 2028 pode aumentar 47.02%, alcançando $0.005833 no melhor cenário. O preço é esperado para variar entre $0.005833 e $0.002381 durante o ano.
Quanto será ARI em 2029?
Com base no nosso modelo de previsão experimental, o valor de ARI pode experimentar um 333.75% crescimento em 2029, potencialmente alcançando $0.01721 sob condições ótimas. A faixa de preço prevista para 2029 está entre $0.01721 e $0.005231.
Quanto será ARI em 2030?
Usando nossa nova simulação experimental para previsões de preços de ARI, espera-se que o valor de ARI em 2030 aumente 224.23%, alcançando $0.012864 no melhor cenário. O preço está previsto para variar entre $0.012864 e $0.004449 ao longo de 2030.
Quanto será ARI em 2031?
Nossa simulação experimental indica que o preço de ARI poderia aumentar 195.98% em 2031, potencialmente atingindo $0.011743 sob condições ideais. O preço provavelmente oscilará entre $0.011743 e $0.00526 durante o ano.
Quanto será ARI em 2032?
Com base nos achados da nossa mais recente previsão experimental de preços de ARI, ARI poderia ver um 449.04% aumento em valor, atingindo $0.021784 se o cenário mais positivo se desenrolar em 2032. O preço é esperado para permanecer dentro de uma faixa de $0.021784 e $0.008029 ao longo do ano.
Quanto será ARI em 2033?
De acordo com nossa previsão experimental de preços de ARI, espera-se que o valor de ARI seja aumentar 1362.43% em 2033, com o preço potencial mais alto sendo $0.058025. Ao longo do ano, o preço de ARI poderia variar entre $0.058025 e $0.018659.
Quanto será ARI em 2034?
Os resultados da nossa nova simulação de previsão de preços de ARI sugerem que ARI pode aumentar 746.96% em 2034, atingindo potencialmente $0.033605 nas melhores circunstâncias. A faixa de preço prevista para o ano é entre $0.033605 e $0.0150014.
Quanto será ARI em 2035?
Com base em nossa previsão experimental para o preço de ARI, ARI poderia aumentar 897.93%, com o valor potencialmente atingindo $0.039595 em 2035. A faixa de preço esperada para o ano está entre $0.039595 e $0.017736.
Quanto será ARI em 2036?
Nossa recente simulação de previsão de preços de ARI sugere que o valor de ARI pode aumentar 1964.7% em 2036, possivelmente atingindo $0.081921 se as condições forem ideais. A faixa de preço esperada para 2036 está entre $0.081921 e $0.029359.
Quanto será ARI em 2037?
De acordo com a simulação experimental, o valor de ARI poderia aumentar 4830.69% em 2037, com um pico de $0.195635 sob condições favoráveis. O preço é esperado para cair entre $0.195635 e $0.076244 ao longo do ano.
Previsões relacionadas
Como ler e prever os movimentos de preço de ARI?
Traders de ARI 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 ARI
Médias móveis são ferramentas populares para a previsão de preço de ARI. Uma média móvel simples (SMA) calcula o preço médio de fechamento de ARI 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 ARI 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 ARI.
Como ler gráficos de ARI 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 ARI 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 ARI 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 ARI?
A ação de preço de ARI 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 ARI. A capitalização de mercado de ARI pode mudar rapidamente.
Traders frequentemente monitoram a atividade de "baleias" de ARI, grandes detentores de ARI, pois suas ações podem influenciar significativamente os movimentos de preço no relativamente pequeno mercado de ARI.
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