Previsão de Preço BLink - Projeção BLINK
$0.00729
0%
Add to portfolio
Add to favorites
Sentiment
Altista 0%
Baixista 0%
SMA 50
—
SMA 200
—
RSI (14)
—
Momentum (10)
—
MACD (12, 26)
—
Hull Moving Average (9)
—
Previsão de Preço BLink até $0.007518 até 2026
| Ano | Preço Mínimo | Preço Máximo |
|---|---|---|
| 2026 | $0.002518 | $0.007518 |
| 2027 | $0.002424 | $0.006369 |
| 2028 | $0.004375 | $0.010717 |
| 2029 | $0.009612 | $0.03162 |
| 2030 | $0.008174 | $0.023636 |
| 2031 | $0.009665 | $0.021577 |
| 2032 | $0.014753 | $0.040024 |
| 2033 | $0.034283 | $0.106611 |
| 2034 | $0.027562 | $0.061743 |
| 2035 | $0.032587 | $0.072749 |
Calculadora de lucro do investimento
Se você abrir um short de $10,000.00 em BLink hoje e fechar em Apr 06, 2026, nossa previsão mostra que pode lucrar cerca de $3,955.39, com um retorno de 39.55% nos próximos 90 dias.
$
≈ $3,955.39
(39.55% ROI)
Previsão de preço de longo prazo de BLink para os anos 2027, 2028, 2029, 2030, 2031, 2032 e 2037
[
'name' => 'BLink'
'name_with_ticker' => 'BLink <small>BLINK</small>'
'name_lang' => 'BLink'
'name_lang_with_ticker' => 'BLink <small>BLINK</small>'
'name_with_lang' => 'BLink'
'name_with_lang_with_ticker' => 'BLink <small>BLINK</small>'
'image' => '/uploads/coins/blink.jpg?ts=1630513586'
'price_for_sd' => 0.0073
'ticker' => 'BLINK'
'marketcap' => '$0'
'low24h' => '$0'
'high24h' => '$0'
'volume24h' => '$0'
'current_supply' => '0'
'max_supply' => '1000M'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.00729'
'change_24h_pct' => '0%'
'ath_price' => '$5.11'
'ath_days' => 1691
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '21 de mai. de 2021'
'ath_pct' => '0.14%'
'fdv' => '$0'
'new_prediction' => true
'change_24h_pct_is_increased' => false
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$0.359447'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.007352'
'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' => '$0.006443'
'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' => '$0.002518'
'current_year_max_price_prediction' => '$0.007518'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.008174'
'grand_prediction_max_price' => '$0.023636'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.00742814166546
107 => 0.0074558756500234
108 => 0.0075183617333771
109 => 0.0069844249925969
110 => 0.0072241469136481
111 => 0.0073649610833593
112 => 0.0067287575417409
113 => 0.0073523853848918
114 => 0.0069751303418419
115 => 0.0068470843140502
116 => 0.0070194814216904
117 => 0.0069522981011813
118 => 0.0068945378273446
119 => 0.0068623066020962
120 => 0.0069888960111727
121 => 0.0069829904639322
122 => 0.0067758656207375
123 => 0.0065056797062788
124 => 0.0065963629677215
125 => 0.0065634168886792
126 => 0.0064440160481014
127 => 0.0065244777981384
128 => 0.0061701649717353
129 => 0.0055605881694869
130 => 0.0059632932768946
131 => 0.0059477895683183
201 => 0.0059399718954169
202 => 0.0062425936536821
203 => 0.0062135035542968
204 => 0.0061607047390613
205 => 0.0064430463564543
206 => 0.0063399878680752
207 => 0.0066575898456258
208 => 0.0068667830492487
209 => 0.0068137248861187
210 => 0.0070104721052445
211 => 0.0065984521269107
212 => 0.0067353086363408
213 => 0.0067635145732594
214 => 0.0064395623047224
215 => 0.0062182630543195
216 => 0.0062035049173138
217 => 0.0058198025140305
218 => 0.0060247732407268
219 => 0.0062051389979547
220 => 0.0061187577971907
221 => 0.0060914120895938
222 => 0.006231115379146
223 => 0.006241971521222
224 => 0.0059944503314076
225 => 0.0060459178247467
226 => 0.0062605458277295
227 => 0.0060405097497502
228 => 0.0056130155929259
301 => 0.0055069911314644
302 => 0.0054928455138869
303 => 0.005205298765497
304 => 0.0055140761929549
305 => 0.005379286571149
306 => 0.0058050853714063
307 => 0.0055618713803041
308 => 0.0055513869112533
309 => 0.0055355380985458
310 => 0.0052880347338001
311 => 0.00534222224102
312 => 0.0055223497680094
313 => 0.0055866212989211
314 => 0.0055799172516859
315 => 0.005521467044859
316 => 0.0055482252502308
317 => 0.0054620277475513
318 => 0.0054315896153092
319 => 0.0053355184972855
320 => 0.0051943204941144
321 => 0.0052139549424731
322 => 0.0049342047517239
323 => 0.0047817820003373
324 => 0.0047395933916531
325 => 0.0046831770209372
326 => 0.0047459657708437
327 => 0.0049334122545822
328 => 0.0047073120262036
329 => 0.0043196790437354
330 => 0.0043429764464762
331 => 0.0043953187933739
401 => 0.0042977791762094
402 => 0.0042054661144428
403 => 0.0042857248320534
404 => 0.0041214796273064
405 => 0.0044151670416768
406 => 0.0044072236201675
407 => 0.004516692126737
408 => 0.0045851450304147
409 => 0.0044273832493282
410 => 0.0043877065880182
411 => 0.0044103082175041
412 => 0.0040367536278538
413 => 0.0044861647472152
414 => 0.0044900512732376
415 => 0.0044567724778551
416 => 0.0046960700249034
417 => 0.005201062487952
418 => 0.0050110640100783
419 => 0.0049374908567113
420 => 0.0047976282383788
421 => 0.0049839868730863
422 => 0.0049696774375883
423 => 0.0049049647435743
424 => 0.0048658263043187
425 => 0.0049379400786972
426 => 0.0048568906096254
427 => 0.0048423318978897
428 => 0.0047541219448056
429 => 0.0047226350048518
430 => 0.0046993233280411
501 => 0.0046736594624307
502 => 0.0047302675549305
503 => 0.0046019861699111
504 => 0.004447291395157
505 => 0.0044344301984568
506 => 0.0044699410933139
507 => 0.0044542301658148
508 => 0.0044343549805804
509 => 0.0043964078392832
510 => 0.0043851497330727
511 => 0.0044217331166001
512 => 0.0043804326095414
513 => 0.0044413737574616
514 => 0.0044248011372548
515 => 0.0043322278279617
516 => 0.0042168472095536
517 => 0.0042158200800308
518 => 0.0041909615150569
519 => 0.0041593003950524
520 => 0.0041504929957755
521 => 0.004278965666716
522 => 0.0045449002506996
523 => 0.0044926909285883
524 => 0.0045304175144403
525 => 0.0047159949774572
526 => 0.0047749844724413
527 => 0.0047331151261444
528 => 0.0046758017825443
529 => 0.0046783232787926
530 => 0.0048741803238029
531 => 0.0048863956874571
601 => 0.0049172599705855
602 => 0.0049569292966508
603 => 0.0047398709839083
604 => 0.0046680998517821
605 => 0.0046340907076699
606 => 0.0045293557069995
607 => 0.0046423034259222
608 => 0.0045764936270095
609 => 0.0045853736172657
610 => 0.004579590511962
611 => 0.0045827484785097
612 => 0.0044150849500591
613 => 0.0044761727276909
614 => 0.0043746024492088
615 => 0.00423861124812
616 => 0.0042381553579293
617 => 0.0042714390117372
618 => 0.0042516405920627
619 => 0.0041983635537828
620 => 0.0042059313056099
621 => 0.0041396298364415
622 => 0.0042139815043938
623 => 0.0042161136441876
624 => 0.0041874842020633
625 => 0.0043020332050968
626 => 0.0043489640251027
627 => 0.0043301195129944
628 => 0.0043476418438976
629 => 0.004494860461633
630 => 0.0045188635199225
701 => 0.0045295240928617
702 => 0.0045152403373785
703 => 0.0043503327299768
704 => 0.0043576470836063
705 => 0.0043039792098225
706 => 0.0042586355118564
707 => 0.0042604490219787
708 => 0.0042837615770014
709 => 0.0043855688720488
710 => 0.0045998163226083
711 => 0.0046079468567442
712 => 0.0046178013013013
713 => 0.0045777183228406
714 => 0.0045656289129944
715 => 0.004581577965123
716 => 0.0046620380429573
717 => 0.0048690032078453
718 => 0.0047958478958353
719 => 0.0047363714884409
720 => 0.0047885483324501
721 => 0.0047805161162905
722 => 0.0047127161285669
723 => 0.0047108132087264
724 => 0.0045806833553174
725 => 0.0045325773114256
726 => 0.0044923763004745
727 => 0.00444847784599
728 => 0.004422453370682
729 => 0.0044624387926675
730 => 0.0044715839317692
731 => 0.0043841551077723
801 => 0.0043722388821221
802 => 0.0044436351470803
803 => 0.0044122163127932
804 => 0.0044445313630071
805 => 0.00445202873185
806 => 0.0044508214827873
807 => 0.0044180166113615
808 => 0.0044389254581529
809 => 0.0043894698022639
810 => 0.0043356942044839
811 => 0.0043013887234384
812 => 0.0042714526412645
813 => 0.0042880629195499
814 => 0.0042288503103794
815 => 0.0042099070049914
816 => 0.0044318420113239
817 => 0.0045957877867052
818 => 0.0045934039502015
819 => 0.0045788929585582
820 => 0.0045573325684234
821 => 0.0046604607661276
822 => 0.0046245329641609
823 => 0.0046506734419599
824 => 0.0046573272906722
825 => 0.0046774664867132
826 => 0.0046846645182755
827 => 0.00466290706754
828 => 0.0045898864054227
829 => 0.0044079258580226
830 => 0.0043232227320147
831 => 0.00429526928959
901 => 0.004296285344131
902 => 0.0042682580240232
903 => 0.0042765133258913
904 => 0.00426538716693
905 => 0.0042443169135643
906 => 0.0042867618907789
907 => 0.0042916532790006
908 => 0.004281746114139
909 => 0.0042840796101085
910 => 0.0042020525164599
911 => 0.0042082888582365
912 => 0.0041735641147483
913 => 0.0041670536439573
914 => 0.0040792725162483
915 => 0.003923755524434
916 => 0.0040099270342988
917 => 0.00390584396793
918 => 0.0038664261335803
919 => 0.0040530240306607
920 => 0.0040342947772139
921 => 0.0040022384367237
922 => 0.0039548204280119
923 => 0.0039372326273279
924 => 0.0038303747179934
925 => 0.0038240609826452
926 => 0.0038770226479176
927 => 0.003852582661694
928 => 0.0038182596648895
929 => 0.0036939452497298
930 => 0.003554174688002
1001 => 0.0035583934826942
1002 => 0.003602851897856
1003 => 0.0037321207359733
1004 => 0.0036816131645473
1005 => 0.0036449693419701
1006 => 0.0036381070555107
1007 => 0.0037240029377204
1008 => 0.0038455636067909
1009 => 0.0039025971529521
1010 => 0.0038460786408409
1011 => 0.0037811532173003
1012 => 0.0037851049269958
1013 => 0.0038113938812026
1014 => 0.0038141564785839
1015 => 0.0037718967023004
1016 => 0.0037837925817862
1017 => 0.0037657216530653
1018 => 0.0036548203968616
1019 => 0.0036528145448086
1020 => 0.0036255975880119
1021 => 0.0036247734693768
1022 => 0.0035784706362775
1023 => 0.0035719925498506
1024 => 0.0034800554643509
1025 => 0.0035405687324379
1026 => 0.0034999796092943
1027 => 0.0034388022267107
1028 => 0.0034282552228941
1029 => 0.0034279381672235
1030 => 0.0034907536601244
1031 => 0.0035398346968304
1101 => 0.0035006856744691
1102 => 0.0034917722009493
1103 => 0.003586944778592
1104 => 0.0035748332005696
1105 => 0.0035643446521136
1106 => 0.0038346791821647
1107 => 0.0036206883071628
1108 => 0.0035273760714899
1109 => 0.0034118844603316
1110 => 0.003449489111284
1111 => 0.0034574129637669
1112 => 0.003179676457859
1113 => 0.0030669987920021
1114 => 0.0030283320632482
1115 => 0.0030060788141831
1116 => 0.0030162198992208
1117 => 0.0029147967841775
1118 => 0.0029829547948701
1119 => 0.0028951309503251
1120 => 0.0028804069969837
1121 => 0.0030374469103167
1122 => 0.0030592980968431
1123 => 0.0029660741464899
1124 => 0.0030259390142033
1125 => 0.0030042311809865
1126 => 0.0028966364380701
1127 => 0.0028925271103041
1128 => 0.0028385398504467
1129 => 0.0027540602427635
1130 => 0.0027154507951617
1201 => 0.0026953426596281
1202 => 0.002703639668249
1203 => 0.0026994444467976
1204 => 0.0026720677890702
1205 => 0.0027010136447726
1206 => 0.0026270689447064
1207 => 0.002597623569327
1208 => 0.0025843237763957
1209 => 0.0025186935989888
1210 => 0.0026231403971156
1211 => 0.0026437177321327
1212 => 0.0026643356108564
1213 => 0.0028438001687226
1214 => 0.0028348346265732
1215 => 0.0029158787612079
1216 => 0.0029127295351666
1217 => 0.0028896144351408
1218 => 0.0027920956303816
1219 => 0.0028309648878531
1220 => 0.0027113313549797
1221 => 0.0028009689320979
1222 => 0.0027600620852559
1223 => 0.002787138286032
1224 => 0.0027384528356739
1225 => 0.0027653973740751
1226 => 0.002648597381634
1227 => 0.0025395311921128
1228 => 0.0025834226106167
1229 => 0.002631137602123
1230 => 0.0027345958612623
1231 => 0.002672976975631
]
'min_raw' => 0.0025186935989888
'max_raw' => 0.0075183617333771
'avg_raw' => 0.005018527666183
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.002518'
'max' => '$0.007518'
'avg' => '$0.005018'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.0047713064010112
'max_diff' => 0.00022836173337711
'year' => 2026
]
1 => [
'items' => [
101 => 0.002695137456972
102 => 0.0026209035540993
103 => 0.0024677378086069
104 => 0.0024686047100926
105 => 0.0024450434970458
106 => 0.0024246831689798
107 => 0.0026800546458843
108 => 0.0026482951659056
109 => 0.0025976905911375
110 => 0.0026654268254105
111 => 0.0026833373608708
112 => 0.0026838472486361
113 => 0.0027332658566364
114 => 0.0027596405765849
115 => 0.0027642892352904
116 => 0.0028420504827386
117 => 0.0028681150271876
118 => 0.0029754711969804
119 => 0.0027574028658672
120 => 0.0027529118920918
121 => 0.0026663800131364
122 => 0.0026115001274879
123 => 0.0026701376858585
124 => 0.0027220825577499
125 => 0.0026679940851018
126 => 0.0026750568977597
127 => 0.0026024475424202
128 => 0.0026284019703663
129 => 0.0026507574201526
130 => 0.0026384140547732
131 => 0.0026199354393747
201 => 0.0027178236706263
202 => 0.002712300432992
203 => 0.0028034562043742
204 => 0.0028745186467784
205 => 0.0030018752474977
206 => 0.0028689719953974
207 => 0.0028641284726483
208 => 0.0029114746844464
209 => 0.0028681077787292
210 => 0.0028955141661678
211 => 0.0029974596547803
212 => 0.0029996136023111
213 => 0.0029635322059658
214 => 0.0029613366497191
215 => 0.0029682664765744
216 => 0.0030088546889154
217 => 0.0029946719203737
218 => 0.0030110845791939
219 => 0.0030316088603681
220 => 0.0031165059894198
221 => 0.0031369743998162
222 => 0.0030872467742069
223 => 0.0030917366220228
224 => 0.003073137124991
225 => 0.0030551702439094
226 => 0.0030955571687287
227 => 0.0031693650676429
228 => 0.0031689059125344
301 => 0.003186027910462
302 => 0.0031966947733246
303 => 0.0031509047892975
304 => 0.0031210971934403
305 => 0.0031325273223985
306 => 0.0031508043475186
307 => 0.0031266003294837
308 => 0.0029772019177801
309 => 0.0030225198522834
310 => 0.0030149767320483
311 => 0.0030042344115587
312 => 0.0030498019451351
313 => 0.0030454068453589
314 => 0.0029137565435382
315 => 0.0029221843687224
316 => 0.0029142690675015
317 => 0.0029398450250645
318 => 0.0028667265930877
319 => 0.0028892173303036
320 => 0.0029033233098479
321 => 0.0029116318401667
322 => 0.0029416479488908
323 => 0.0029381259049767
324 => 0.0029414290136959
325 => 0.0029859349789749
326 => 0.003211030878753
327 => 0.0032232823519318
328 => 0.0031629516172335
329 => 0.0031870525557744
330 => 0.0031407840240718
331 => 0.003171844399376
401 => 0.0031930951193111
402 => 0.0030970672022028
403 => 0.0030913810521677
404 => 0.0030449215537762
405 => 0.0030698862566113
406 => 0.003030165619375
407 => 0.0030399116743838
408 => 0.0030126608549332
409 => 0.0030617069043603
410 => 0.0031165480086054
411 => 0.0031304030372785
412 => 0.0030939564218044
413 => 0.0030675666702521
414 => 0.0030212349598509
415 => 0.0030982856268176
416 => 0.0031208175899152
417 => 0.0030981672760076
418 => 0.0030929187033561
419 => 0.0030829726676654
420 => 0.0030950288018458
421 => 0.0031206948760052
422 => 0.0031085912294096
423 => 0.0031165859012248
424 => 0.003086118456335
425 => 0.0031509199476875
426 => 0.0032538403112835
427 => 0.0032541712170816
428 => 0.0032420675052428
429 => 0.0032371149271365
430 => 0.0032495340699977
501 => 0.0032562709455401
502 => 0.003296432176272
503 => 0.0033395267769413
504 => 0.0035406304746178
505 => 0.0034841613610397
506 => 0.0036625925253308
507 => 0.0038037084098982
508 => 0.0038460228934302
509 => 0.003807095559631
510 => 0.0036739272535175
511 => 0.0036673933811066
512 => 0.0038664030526489
513 => 0.0038101737052178
514 => 0.0038034854032612
515 => 0.0037323331705071
516 => 0.0037743929524402
517 => 0.0037651938611517
518 => 0.0037506726455178
519 => 0.0038309197795363
520 => 0.003981135250708
521 => 0.0039577227608141
522 => 0.0039402464231825
523 => 0.0038636701989661
524 => 0.0039097861898633
525 => 0.0038933651687984
526 => 0.0039639202963305
527 => 0.0039221250017679
528 => 0.0038097477126079
529 => 0.003827644166307
530 => 0.0038249391533331
531 => 0.0038806081286578
601 => 0.0038638976840542
602 => 0.0038216761708312
603 => 0.003980621830558
604 => 0.0039703007835176
605 => 0.0039849336685011
606 => 0.0039913755170079
607 => 0.0040881229391469
608 => 0.0041277572624251
609 => 0.0041367549477057
610 => 0.0041744044893914
611 => 0.0041358181928107
612 => 0.004290190890697
613 => 0.0043928397268947
614 => 0.0045120716323992
615 => 0.0046863014928562
616 => 0.0047518135321043
617 => 0.0047399793685897
618 => 0.0048720784603303
619 => 0.0051094575917902
620 => 0.0047879604779869
621 => 0.0051264977194778
622 => 0.0050193207374222
623 => 0.0047652060409998
624 => 0.0047488440503657
625 => 0.0049209334731152
626 => 0.0053026112497804
627 => 0.0052070052956793
628 => 0.0053027676268715
629 => 0.0051910557808201
630 => 0.0051855083460823
701 => 0.0052973420318543
702 => 0.0055586475343973
703 => 0.0054345110850294
704 => 0.0052565310453543
705 => 0.0053879487369743
706 => 0.0052741025703599
707 => 0.005017575293442
708 => 0.005206932187608
709 => 0.0050803146250531
710 => 0.0051172683611665
711 => 0.0053833996447159
712 => 0.0053513780245832
713 => 0.0053928169661571
714 => 0.0053196783189251
715 => 0.0052513552895043
716 => 0.0051238252813557
717 => 0.0050860699330962
718 => 0.00509650415306
719 => 0.005086064762415
720 => 0.0050147128949171
721 => 0.0049993044659244
722 => 0.0049736230758778
723 => 0.0049815828125122
724 => 0.0049332942858689
725 => 0.0050244247125635
726 => 0.0050413393227966
727 => 0.0051076564476979
728 => 0.0051145417116038
729 => 0.005299233960489
730 => 0.0051975085734302
731 => 0.0052657547456166
801 => 0.0052596501656184
802 => 0.0047707134770145
803 => 0.0048380846387792
804 => 0.0049428930242498
805 => 0.0048956769886597
806 => 0.004828924561186
807 => 0.0047750183969624
808 => 0.0046933450459752
809 => 0.0048082987190919
810 => 0.00495945057528
811 => 0.0051183751721153
812 => 0.0053093126620608
813 => 0.0052666976370624
814 => 0.0051148057285541
815 => 0.0051216194886127
816 => 0.005163739472179
817 => 0.0051091902664566
818 => 0.005093102640762
819 => 0.0051615292794509
820 => 0.0051620004961049
821 => 0.0050992350424295
822 => 0.0050294827266261
823 => 0.005029190461876
824 => 0.0050167787110062
825 => 0.005193263803727
826 => 0.005290312760068
827 => 0.0053014392665102
828 => 0.005289563857533
829 => 0.0052941342311302
830 => 0.0052376635817632
831 => 0.0053667387403653
901 => 0.0054851908701087
902 => 0.0054534431689768
903 => 0.0054058488517785
904 => 0.0053679376856771
905 => 0.0054445125030775
906 => 0.0054411027469986
907 => 0.0054841562940908
908 => 0.0054822031365053
909 => 0.005467725847944
910 => 0.0054534436860064
911 => 0.0055100708437068
912 => 0.0054937631316934
913 => 0.005477430089299
914 => 0.0054446716723132
915 => 0.0054491240852412
916 => 0.0054015379858728
917 => 0.0053795224789132
918 => 0.0050484620768282
919 => 0.0049599919196804
920 => 0.0049878264320952
921 => 0.004996990276305
922 => 0.0049584879505366
923 => 0.0050136903952524
924 => 0.0050050871527173
925 => 0.0050385573366928
926 => 0.0050176466188514
927 => 0.0050185048020056
928 => 0.0050799987645422
929 => 0.0050978507234806
930 => 0.0050887710730815
1001 => 0.0050951301489888
1002 => 0.0052416723692741
1003 => 0.0052208387517059
1004 => 0.0052097713076022
1005 => 0.0052128370652552
1006 => 0.0052502817444387
1007 => 0.0052607642102064
1008 => 0.0052163492661589
1009 => 0.0052372956105314
1010 => 0.0053264824863829
1011 => 0.0053576928453909
1012 => 0.0054573013295222
1013 => 0.0054149858750636
1014 => 0.0054926577230924
1015 => 0.0057313945036485
1016 => 0.0059221139632854
1017 => 0.0057467204663883
1018 => 0.0060969524660347
1019 => 0.0063696583155559
1020 => 0.0063591914108359
1021 => 0.006311638838172
1022 => 0.0060011704787522
1023 => 0.0057154728655917
1024 => 0.0059544710503619
1025 => 0.0059550803058853
1026 => 0.0059345501498565
1027 => 0.0058070391139786
1028 => 0.0059301130422042
1029 => 0.0059398822036878
1030 => 0.0059344140710867
1031 => 0.0058366516588445
1101 => 0.0056873865248646
1102 => 0.0057165525747541
1103 => 0.0057643271594442
1104 => 0.0056738799038033
1105 => 0.0056449765252336
1106 => 0.0056987134050875
1107 => 0.0058718648285004
1108 => 0.0058391315549021
1109 => 0.0058382767568429
1110 => 0.0059783235823648
1111 => 0.0058780802792877
1112 => 0.0057169204520458
1113 => 0.0056762254702303
1114 => 0.0055317857002096
1115 => 0.0056315507638397
1116 => 0.0056351411308714
1117 => 0.0055805008250955
1118 => 0.0057213542117196
1119 => 0.0057200562229651
1120 => 0.0058537755503048
1121 => 0.0061093966814926
1122 => 0.0060337969346484
1123 => 0.0059458826542978
1124 => 0.0059554413741705
1125 => 0.006060276938243
1126 => 0.0059968909630416
1127 => 0.0060196850016667
1128 => 0.0060602424367355
1129 => 0.006084711744297
1130 => 0.0059519206173736
1201 => 0.0059209606535539
1202 => 0.0058576274330496
1203 => 0.0058411049779905
1204 => 0.0058926885646003
1205 => 0.0058790981120037
1206 => 0.005634839374425
1207 => 0.0056093129773052
1208 => 0.0056100958354616
1209 => 0.0055459084961899
1210 => 0.0054480073970741
1211 => 0.0057052856401796
1212 => 0.0056846225966515
1213 => 0.0056618121957891
1214 => 0.0056646063397404
1215 => 0.0057762821051038
1216 => 0.0057115045214317
1217 => 0.0058837263444612
1218 => 0.0058483227151082
1219 => 0.0058120111162524
1220 => 0.0058069917472122
1221 => 0.0057930148796128
1222 => 0.0057450830000509
1223 => 0.0056872023752206
1224 => 0.0056489845731738
1225 => 0.0052108896645581
1226 => 0.0052921975313163
1227 => 0.0053857348205764
1228 => 0.0054180235180018
1229 => 0.0053627914667458
1230 => 0.0057472638980778
1231 => 0.0058175107161507
]
'min_raw' => 0.0024246831689798
'max_raw' => 0.0063696583155559
'avg_raw' => 0.0043971707422679
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.002424'
'max' => '$0.006369'
'avg' => '$0.004397'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -9.4010430008976E-5
'max_diff' => -0.0011487034178212
'year' => 2027
]
2 => [
'items' => [
101 => 0.0056047285221214
102 => 0.0055649256614582
103 => 0.0057498733669965
104 => 0.0056383272916194
105 => 0.0056885564825316
106 => 0.0055799884456779
107 => 0.0058005903147439
108 => 0.0057989096981109
109 => 0.005713090588525
110 => 0.0057856243122831
111 => 0.0057730197928128
112 => 0.0056761302294535
113 => 0.0058036618867212
114 => 0.0058037251408321
115 => 0.005721126113724
116 => 0.0056246685333139
117 => 0.0056074241961629
118 => 0.0055944329045704
119 => 0.0056853614211805
120 => 0.0057668876448471
121 => 0.0059185877350257
122 => 0.0059567287420018
123 => 0.0061055956314203
124 => 0.0060169526469689
125 => 0.0060562469338573
126 => 0.006098906440791
127 => 0.0061193589771665
128 => 0.0060860326666863
129 => 0.0063172842220095
130 => 0.0063368089386433
131 => 0.0063433554072425
201 => 0.0062653786839097
202 => 0.0063346402649086
203 => 0.0063022350648617
204 => 0.0063865443929598
205 => 0.0063997651721212
206 => 0.0063885676425144
207 => 0.006392764126496
208 => 0.0061954317195975
209 => 0.0061851989932884
210 => 0.0060456750439833
211 => 0.0061025320846341
212 => 0.0059962405723663
213 => 0.0060299467058303
214 => 0.0060448040482974
215 => 0.0060370434157393
216 => 0.0061057466964049
217 => 0.0060473348726862
218 => 0.0058931764660998
219 => 0.0057389760591585
220 => 0.0057370401986583
221 => 0.0056964419533739
222 => 0.0056670968579729
223 => 0.0056727497644203
224 => 0.0056926713440612
225 => 0.0056659389795487
226 => 0.0056716436848827
227 => 0.0057663798036806
228 => 0.0057853784566784
229 => 0.0057208136105389
301 => 0.0054615764366259
302 => 0.0053979589839004
303 => 0.0054436859473306
304 => 0.0054218314040046
305 => 0.0043758410996229
306 => 0.0046215810062439
307 => 0.0044755706982684
308 => 0.0045428589657948
309 => 0.0043938202505378
310 => 0.0044649493372468
311 => 0.00445181439215
312 => 0.004846956890024
313 => 0.0048407872834205
314 => 0.0048437403476133
315 => 0.0047027828995225
316 => 0.0049273319417429
317 => 0.005037952874463
318 => 0.0050174798838973
319 => 0.0050226324945494
320 => 0.0049340935721301
321 => 0.0048445975979188
322 => 0.0047453327891867
323 => 0.0049297545343097
324 => 0.0049092499844362
325 => 0.0049562800445419
326 => 0.0050758907289928
327 => 0.005093503856635
328 => 0.0051171760788008
329 => 0.0051086912722579
330 => 0.0053108337872127
331 => 0.0052863529948724
401 => 0.0053453446608078
402 => 0.0052239943282702
403 => 0.0050866749083245
404 => 0.0051127748407461
405 => 0.0051102612073715
406 => 0.0050782597694987
407 => 0.0050493703022681
408 => 0.0050012774788862
409 => 0.0051534502884654
410 => 0.0051472723502967
411 => 0.005247285988181
412 => 0.0052296076062043
413 => 0.00511154704473
414 => 0.0051157636007796
415 => 0.0051441219666207
416 => 0.0052422705945869
417 => 0.0052714077898354
418 => 0.0052579102800798
419 => 0.0052898578845064
420 => 0.0053151079684363
421 => 0.0052930289062908
422 => 0.0056056218656496
423 => 0.0054758114750187
424 => 0.0055390801561973
425 => 0.0055541693638577
426 => 0.0055155186757275
427 => 0.0055239006260056
428 => 0.0055365969967321
429 => 0.0056136868735793
430 => 0.0058159930165621
501 => 0.0059055930301446
502 => 0.0061751590917946
503 => 0.005898152996309
504 => 0.0058817166009681
505 => 0.0059302735887864
506 => 0.0060885374034404
507 => 0.0062167953602533
508 => 0.0062593459239072
509 => 0.0062649696833273
510 => 0.00634479736945
511 => 0.0063905531104373
512 => 0.0063351041886781
513 => 0.0062881170332313
514 => 0.0061198148746813
515 => 0.006139296307805
516 => 0.0062735040632198
517 => 0.0064630804225405
518 => 0.0066257566608962
519 => 0.0065687931120633
520 => 0.0070033847796595
521 => 0.0070464727683539
522 => 0.0070405194015178
523 => 0.007138680252116
524 => 0.0069438509537881
525 => 0.006860557654113
526 => 0.0062982761895658
527 => 0.0064562543459406
528 => 0.0066858848739633
529 => 0.0066554924125092
530 => 0.0064887285850176
531 => 0.0066256301555789
601 => 0.0065803662150434
602 => 0.0065446646671404
603 => 0.0067082203791695
604 => 0.0065283841552952
605 => 0.0066840908700626
606 => 0.0064843953977937
607 => 0.0065690533167561
608 => 0.0065209973875102
609 => 0.0065520954632455
610 => 0.0063702967479352
611 => 0.0064683909218023
612 => 0.0063662157077986
613 => 0.0063661672634436
614 => 0.0063639117399314
615 => 0.0064841204260924
616 => 0.0064880404270325
617 => 0.0063992060263343
618 => 0.0063864036013395
619 => 0.0064337408765677
620 => 0.0063783213249275
621 => 0.0064042517843334
622 => 0.0063791067321271
623 => 0.0063734460512396
624 => 0.0063283407828428
625 => 0.0063089081930222
626 => 0.006316528212207
627 => 0.0062905171583402
628 => 0.0062748445575245
629 => 0.0063607940651555
630 => 0.0063148747104215
701 => 0.0063537562654663
702 => 0.0063094458262493
703 => 0.0061558465387839
704 => 0.0060675099642795
705 => 0.0057773751489189
706 => 0.0058596570226441
707 => 0.0059142099900506
708 => 0.0058961802346482
709 => 0.0059349151258417
710 => 0.0059372931335692
711 => 0.0059247000255867
712 => 0.00591011881982
713 => 0.0059030214952441
714 => 0.0059559191379044
715 => 0.0059866279999215
716 => 0.0059196851101544
717 => 0.0059040013277125
718 => 0.0059716842852853
719 => 0.0060129708503055
720 => 0.006317807649498
721 => 0.0062952243548039
722 => 0.0063519039927382
723 => 0.0063455227353268
724 => 0.0064049320256564
725 => 0.0065020411071059
726 => 0.0063045911923928
727 => 0.0063388616702827
728 => 0.006330459340525
729 => 0.0064221937736102
730 => 0.0064224801584971
731 => 0.0063674807833878
801 => 0.0063972968368975
802 => 0.006380654333789
803 => 0.0064107295862752
804 => 0.0062949227411349
805 => 0.0064359629779394
806 => 0.0065159237037755
807 => 0.0065170339585313
808 => 0.00655493470797
809 => 0.0065934440644631
810 => 0.0066673594207936
811 => 0.0065913826052927
812 => 0.0064547077104005
813 => 0.0064645751963545
814 => 0.0063844427554866
815 => 0.0063857897962947
816 => 0.0063785991868916
817 => 0.0064001787469941
818 => 0.0062996582410534
819 => 0.0063232502028802
820 => 0.0062902213181684
821 => 0.0063387898719377
822 => 0.0062865381367515
823 => 0.0063304552886672
824 => 0.0063494084755573
825 => 0.006419346143215
826 => 0.0062762082863739
827 => 0.0059843405066939
828 => 0.0060456946525374
829 => 0.0059549470515707
830 => 0.0059633460875406
831 => 0.0059803134768966
901 => 0.0059253166166096
902 => 0.0059358082844021
903 => 0.0059354334481998
904 => 0.0059322033123115
905 => 0.0059178965048713
906 => 0.0058971488035675
907 => 0.0059798012597563
908 => 0.0059938455226516
909 => 0.0060250641793517
910 => 0.0061179497258742
911 => 0.0061086682693846
912 => 0.0061238067100031
913 => 0.0060907595791316
914 => 0.0059648790491603
915 => 0.0059717149675672
916 => 0.0058864709554945
917 => 0.0060228842983083
918 => 0.0059905798181619
919 => 0.0059697529096584
920 => 0.0059640700947132
921 => 0.0060571858865395
922 => 0.0060850475908651
923 => 0.0060676860464588
924 => 0.0060320770123643
925 => 0.0061004568846916
926 => 0.0061187524538112
927 => 0.0061228481570225
928 => 0.0062440041802465
929 => 0.0061296194328452
930 => 0.0061571529784313
1001 => 0.0063719618412968
1002 => 0.0061771598442746
1003 => 0.0062803508067002
1004 => 0.0062753001460693
1005 => 0.0063280891506545
1006 => 0.0062709699068977
1007 => 0.0062716779683809
1008 => 0.0063185510282156
1009 => 0.0062527262692786
1010 => 0.0062364271332702
1011 => 0.0062139099936111
1012 => 0.0062630753442836
1013 => 0.0062925477484542
1014 => 0.0065300736809737
1015 => 0.0066835262658798
1016 => 0.0066768644844666
1017 => 0.0067377406962508
1018 => 0.0067103154052798
1019 => 0.0066217519063084
1020 => 0.0067729189998845
1021 => 0.0067250834063772
1022 => 0.0067290269145857
1023 => 0.0067288801370132
1024 => 0.0067606866248354
1025 => 0.0067381488131916
1026 => 0.0066937244729827
1027 => 0.0067232154232105
1028 => 0.0068107930021795
1029 => 0.0070826364945075
1030 => 0.0072347637142614
1031 => 0.0070734782448617
1101 => 0.0071847308019551
1102 => 0.0071180189110384
1103 => 0.007105895375952
1104 => 0.007175770203306
1105 => 0.0072457673372955
1106 => 0.0072413088224663
1107 => 0.0071904944975825
1108 => 0.0071617907748215
1109 => 0.0073791449800208
1110 => 0.0075392878558794
1111 => 0.0075283671853573
1112 => 0.0075765674734496
1113 => 0.0077180850100671
1114 => 0.0077310236000599
1115 => 0.0077293936351109
1116 => 0.0076973239898115
1117 => 0.0078366663829858
1118 => 0.0079529082588679
1119 => 0.0076899007935058
1120 => 0.0077900505932952
1121 => 0.0078350110650457
1122 => 0.0079010263767462
1123 => 0.0080124052730359
1124 => 0.0081333922961998
1125 => 0.0081505011878304
1126 => 0.0081383616104826
1127 => 0.0080585674164003
1128 => 0.0081909528608216
1129 => 0.0082685011493429
1130 => 0.0083146793804963
1201 => 0.0084317796913763
1202 => 0.0078352887256128
1203 => 0.0074130627725208
1204 => 0.0073471260929289
1205 => 0.007481210923711
1206 => 0.0075165680242818
1207 => 0.0075023156213757
1208 => 0.0070270619240665
1209 => 0.0073446239805685
1210 => 0.0076862940519886
1211 => 0.007699418990927
1212 => 0.0078704661726642
1213 => 0.0079261661464987
1214 => 0.0080638815474637
1215 => 0.0080552674116375
1216 => 0.0080887989202418
1217 => 0.0080810906070985
1218 => 0.0083361793879872
1219 => 0.008617580194358
1220 => 0.0086078361792331
1221 => 0.0085673814839341
1222 => 0.0086274636050037
1223 => 0.0089178993939215
1224 => 0.0088911607206166
1225 => 0.0089171350641375
1226 => 0.0092595752275153
1227 => 0.0097047961514517
1228 => 0.0094979463328333
1229 => 0.0099467509198032
1230 => 0.010229249617192
1231 => 0.010717801903415
]
'min_raw' => 0.0043758410996229
'max_raw' => 0.010717801903415
'avg_raw' => 0.007546821501519
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.004375'
'max' => '$0.010717'
'avg' => '$0.007546'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.0019511579306431
'max_diff' => 0.0043481435878592
'year' => 2028
]
3 => [
'items' => [
101 => 0.010656632751009
102 => 0.010846822570874
103 => 0.010547127201815
104 => 0.0098589660560303
105 => 0.0097500619205348
106 => 0.0099680907576888
107 => 0.010504093378889
108 => 0.0099512101276758
109 => 0.01006305768932
110 => 0.010030845584042
111 => 0.010029129137844
112 => 0.010094638907916
113 => 0.0099996135696669
114 => 0.0096124632469079
115 => 0.0097898919583372
116 => 0.0097213782120278
117 => 0.0097973993215962
118 => 0.010207653896446
119 => 0.010026270569658
120 => 0.0098351979692705
121 => 0.01007484541256
122 => 0.010379998959664
123 => 0.0103609029991
124 => 0.010323848854113
125 => 0.010532721129311
126 => 0.010877716934104
127 => 0.010970967913834
128 => 0.011039803880638
129 => 0.011049295197468
130 => 0.011147061659628
131 => 0.01062134675227
201 => 0.011455669811564
202 => 0.011599734356195
203 => 0.011572656192668
204 => 0.011732777870862
205 => 0.011685666011242
206 => 0.011617408318278
207 => 0.011871235237073
208 => 0.01158024315745
209 => 0.011167216535309
210 => 0.010940621961663
211 => 0.011239019975104
212 => 0.011421241229256
213 => 0.011541677886803
214 => 0.011578121946607
215 => 0.01066215650401
216 => 0.010168501932222
217 => 0.010484928852977
218 => 0.010870991534917
219 => 0.010619202154579
220 => 0.010629071821588
221 => 0.010270086334311
222 => 0.010902753784938
223 => 0.010810579458952
224 => 0.011288780025219
225 => 0.01117465362228
226 => 0.011564607620431
227 => 0.011461919663936
228 => 0.01188817163014
301 => 0.01205821507977
302 => 0.012343744496848
303 => 0.012553781098365
304 => 0.012677118608136
305 => 0.012669713886676
306 => 0.013158438546891
307 => 0.012870254689501
308 => 0.0125082278449
309 => 0.012501679921461
310 => 0.01268917875424
311 => 0.013082124869952
312 => 0.013184010080623
313 => 0.013240950013952
314 => 0.013153744523965
315 => 0.012840941601093
316 => 0.012705874884943
317 => 0.012820955640362
318 => 0.012680221765486
319 => 0.012923167916473
320 => 0.013256784872274
321 => 0.013187894290166
322 => 0.013418185177501
323 => 0.013656512018586
324 => 0.013997330105265
325 => 0.01408643257358
326 => 0.014233715565442
327 => 0.01438531814401
328 => 0.014434008806442
329 => 0.01452697438885
330 => 0.014526484414342
331 => 0.014806642454233
401 => 0.015115665448006
402 => 0.015232314474257
403 => 0.015500542478055
404 => 0.015041211421381
405 => 0.015389619304283
406 => 0.015703891935876
407 => 0.015329203148551
408 => 0.015845624350587
409 => 0.015865675815627
410 => 0.016168429131527
411 => 0.015861530645345
412 => 0.015679295303905
413 => 0.016205401906373
414 => 0.016459968319105
415 => 0.01638329084386
416 => 0.015799771471212
417 => 0.015460138168007
418 => 0.014571252303149
419 => 0.015624176007085
420 => 0.016137024429067
421 => 0.015798443317694
422 => 0.015969203936183
423 => 0.016900818501345
424 => 0.017255517010183
425 => 0.017181742199875
426 => 0.01719420892838
427 => 0.017385597805515
428 => 0.018234321486514
429 => 0.017725746583599
430 => 0.018114533040939
501 => 0.018320743976039
502 => 0.01851228418482
503 => 0.018041921968959
504 => 0.017429987637117
505 => 0.017236162346967
506 => 0.015764778098872
507 => 0.015688186158861
508 => 0.015645192781959
509 => 0.015374125622128
510 => 0.015161141086045
511 => 0.014991767875343
512 => 0.014547281991339
513 => 0.01469728292917
514 => 0.013988865201481
515 => 0.014442085758874
516 => 0.013311433960137
517 => 0.014253074375625
518 => 0.013740582308611
519 => 0.014084706948181
520 => 0.014083506329732
521 => 0.013449863763467
522 => 0.013084391955029
523 => 0.013317284815742
524 => 0.013566964449484
525 => 0.013607474130035
526 => 0.013931190292487
527 => 0.014021532515171
528 => 0.013747791362762
529 => 0.013288003714722
530 => 0.013394801898722
531 => 0.013082227693239
601 => 0.012534453421123
602 => 0.012927874466578
603 => 0.013062205708999
604 => 0.013121534038334
605 => 0.012582860954008
606 => 0.012413598175751
607 => 0.01232348409286
608 => 0.013218467783903
609 => 0.013267497010809
610 => 0.01301665655392
611 => 0.014150479204727
612 => 0.013893860219068
613 => 0.014180566499228
614 => 0.01338511108293
615 => 0.013415498551055
616 => 0.013038917209241
617 => 0.013249777597483
618 => 0.013100748271421
619 => 0.013232742161876
620 => 0.013311858755583
621 => 0.013688378304104
622 => 0.014257373624057
623 => 0.013632138839375
624 => 0.013359715090163
625 => 0.013528725252005
626 => 0.01397882158489
627 => 0.014660740569217
628 => 0.014257030805597
629 => 0.014436190343255
630 => 0.014475328731981
701 => 0.014177648098435
702 => 0.014671716478783
703 => 0.014936491737617
704 => 0.01520809636566
705 => 0.015443923054001
706 => 0.015099611504506
707 => 0.015468074217587
708 => 0.015171158313268
709 => 0.014904794052492
710 => 0.014905198017125
711 => 0.014738103825379
712 => 0.014414337773648
713 => 0.014354630346247
714 => 0.014665235923806
715 => 0.014914312182552
716 => 0.014934827296217
717 => 0.015072728711059
718 => 0.015154337347864
719 => 0.015954212930123
720 => 0.016275929506225
721 => 0.0166693184457
722 => 0.016822565607811
723 => 0.017283784623617
724 => 0.016911312809977
725 => 0.016830726190138
726 => 0.015711959721382
727 => 0.015895157667966
728 => 0.01618847525642
729 => 0.01571679642038
730 => 0.016015968076345
731 => 0.016075030898555
801 => 0.015700768954022
802 => 0.015900678429501
803 => 0.015369778131656
804 => 0.014268945799767
805 => 0.014672942019858
806 => 0.014970419221503
807 => 0.014545882576082
808 => 0.015306848081162
809 => 0.014862307742611
810 => 0.014721409796989
811 => 0.014171716677376
812 => 0.014431150670205
813 => 0.014782038860243
814 => 0.01456523075393
815 => 0.015015140128431
816 => 0.015652331789172
817 => 0.016106432512035
818 => 0.016141292726945
819 => 0.01584933638453
820 => 0.016317198286491
821 => 0.01632060614967
822 => 0.015792856012986
823 => 0.015469611992792
824 => 0.015396170271292
825 => 0.015579642090695
826 => 0.015802410750217
827 => 0.016153654837157
828 => 0.0163659042826
829 => 0.016919338267908
830 => 0.017069081636137
831 => 0.017233604198467
901 => 0.01745345707862
902 => 0.017717446830365
903 => 0.017139852282492
904 => 0.01716280119065
905 => 0.016624953145012
906 => 0.016050185373035
907 => 0.016486362466151
908 => 0.017056605993193
909 => 0.016925791498026
910 => 0.016911072195023
911 => 0.016935825979881
912 => 0.016837196122527
913 => 0.01639109693311
914 => 0.016167068712914
915 => 0.016456122272662
916 => 0.016609741375374
917 => 0.016847991206687
918 => 0.016818621886134
919 => 0.017432327865432
920 => 0.017670795451482
921 => 0.017609785238367
922 => 0.017621012585873
923 => 0.01805274675972
924 => 0.018532923953942
925 => 0.018982673261293
926 => 0.019440177573913
927 => 0.018888638268353
928 => 0.018608600623204
929 => 0.018897527991211
930 => 0.018744219062799
1001 => 0.019625177639832
1002 => 0.019686173300318
1003 => 0.020567068174018
1004 => 0.021403142304171
1005 => 0.020878019122846
1006 => 0.021373186630768
1007 => 0.021908750662185
1008 => 0.02294194057092
1009 => 0.022593998557717
1010 => 0.02232748042855
1011 => 0.022075622084294
1012 => 0.022599699317305
1013 => 0.023273916305236
1014 => 0.023419136186867
1015 => 0.023654447873372
1016 => 0.023407046407556
1017 => 0.023705014222754
1018 => 0.024756971544097
1019 => 0.024472723389986
1020 => 0.024069045315978
1021 => 0.024899464590123
1022 => 0.025199990097263
1023 => 0.027309235492801
1024 => 0.02997224493325
1025 => 0.028869741538641
1026 => 0.028185382104046
1027 => 0.028346222804398
1028 => 0.029318663703492
1029 => 0.029630980856549
1030 => 0.02878199517236
1031 => 0.029081871268658
1101 => 0.030734218042424
1102 => 0.031620649072918
1103 => 0.030416756669937
1104 => 0.027095265277176
1105 => 0.02403269852215
1106 => 0.024845029134762
1107 => 0.024752936052845
1108 => 0.026528176526799
1109 => 0.024465944165518
1110 => 0.024500666869592
1111 => 0.026312617436535
1112 => 0.025829220089971
1113 => 0.025046178297393
1114 => 0.024038415593802
1115 => 0.022175473029447
1116 => 0.020525412848201
1117 => 0.023761560849789
1118 => 0.023622012263408
1119 => 0.023419925230385
1120 => 0.023869648054276
1121 => 0.02605337443104
1122 => 0.026003032470023
1123 => 0.025682782598728
1124 => 0.025925689303553
1125 => 0.025003595577601
1126 => 0.025241240126462
1127 => 0.024032213395929
1128 => 0.024578743971547
1129 => 0.025044498241388
1130 => 0.025138005306669
1201 => 0.025348681499335
1202 => 0.023548476499521
1203 => 0.024356715693195
1204 => 0.024831480497708
1205 => 0.022686475838829
1206 => 0.024789080652318
1207 => 0.023517138935569
1208 => 0.023085422812981
1209 => 0.023666671697772
1210 => 0.023440158442086
1211 => 0.023245415646152
1212 => 0.023136745819914
1213 => 0.023563550850806
1214 => 0.023543639885973
1215 => 0.022845304016147
1216 => 0.021934353341771
1217 => 0.022240098289028
1218 => 0.022129018283316
1219 => 0.021726450013007
1220 => 0.021997732420917
1221 => 0.020803141989367
1222 => 0.018747911241294
1223 => 0.020105659626891
1224 => 0.020053387790992
1225 => 0.020027029960992
1226 => 0.02104734034736
1227 => 0.020949261046276
1228 => 0.020771246154414
1229 => 0.021723180629917
1230 => 0.021375711741033
1231 => 0.022446528982607
]
'min_raw' => 0.0096124632469079
'max_raw' => 0.031620649072918
'avg_raw' => 0.020616556159913
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.009612'
'max' => '$0.03162'
'avg' => '$0.020616'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072434
'min_diff' => 0.0052366221472849
'max_diff' => 0.020902847169503
'year' => 2029
]
4 => [
'items' => [
101 => 0.023151838474025
102 => 0.022972949172629
103 => 0.023636296158364
104 => 0.022247142035095
105 => 0.022708563311655
106 => 0.022803661597252
107 => 0.021711433906254
108 => 0.020965308032901
109 => 0.020915549943606
110 => 0.01962187050169
111 => 0.020312943617346
112 => 0.020921059360574
113 => 0.020629819111256
114 => 0.020537621148877
115 => 0.021008640543374
116 => 0.021045242784335
117 => 0.020210707811498
118 => 0.020384234058636
119 => 0.021107867355541
120 => 0.020366000356206
121 => 0.018924673959784
122 => 0.018567205085575
123 => 0.018519512148297
124 => 0.017550028210228
125 => 0.018591092865053
126 => 0.018136640244424
127 => 0.019572250627814
128 => 0.018752237676155
129 => 0.018716888556748
130 => 0.018663453178176
131 => 0.017828978303802
201 => 0.018011675267645
202 => 0.018618987800992
203 => 0.018835683754756
204 => 0.018813080591441
205 => 0.018616011638261
206 => 0.01870622879587
207 => 0.018415607897469
208 => 0.018312983609492
209 => 0.017989073127604
210 => 0.017513014201783
211 => 0.017579213115257
212 => 0.016636015815612
213 => 0.016122111867495
214 => 0.015979870027802
215 => 0.015789658295068
216 => 0.016001354949148
217 => 0.016633343856168
218 => 0.015871031150376
219 => 0.014564099486314
220 => 0.014642648306227
221 => 0.014819124183219
222 => 0.01449026255395
223 => 0.014179022621112
224 => 0.014449620491021
225 => 0.013895856315982
226 => 0.014886043938132
227 => 0.014859262137922
228 => 0.015228342850668
301 => 0.015459136594646
302 => 0.014927231735138
303 => 0.014793459101395
304 => 0.014869662073202
305 => 0.013610196693447
306 => 0.015125417659257
307 => 0.01513852135309
308 => 0.015026319571006
309 => 0.015833127958101
310 => 0.017535745304717
311 => 0.016895152171296
312 => 0.016647095148005
313 => 0.016175538565401
314 => 0.016803859713462
315 => 0.016755614452628
316 => 0.016537431086663
317 => 0.016405473106155
318 => 0.016648609731294
319 => 0.016375345787626
320 => 0.016326260074552
321 => 0.016028854059107
322 => 0.015922693642704
323 => 0.015844096696768
324 => 0.015757569182068
325 => 0.015948427318182
326 => 0.015515917672269
327 => 0.014994353438741
328 => 0.014950991016127
329 => 0.015070718477429
330 => 0.015017747988464
331 => 0.014950737413805
401 => 0.014822795977537
402 => 0.014784838486432
403 => 0.014908181918165
404 => 0.014768934375107
405 => 0.014974401710095
406 => 0.014918525964005
407 => 0.014606408588461
408 => 0.014217394777881
409 => 0.014213931738982
410 => 0.014130119351603
411 => 0.014023371674999
412 => 0.013993676913424
413 => 0.014426831493176
414 => 0.015323448510036
415 => 0.0151474211354
416 => 0.015274618953585
417 => 0.015900306326752
418 => 0.016099193527606
419 => 0.015958028103341
420 => 0.015764792163904
421 => 0.01577329356455
422 => 0.016433639266105
423 => 0.016474824217514
424 => 0.016578885302957
425 => 0.01671263320541
426 => 0.015980805949471
427 => 0.015738824566607
428 => 0.01562416036279
429 => 0.015271038995666
430 => 0.015651850115772
501 => 0.015429967784044
502 => 0.015459907291174
503 => 0.015440409147879
504 => 0.015451056452577
505 => 0.014885767160512
506 => 0.01509172886781
507 => 0.014749277582497
508 => 0.014290773753424
509 => 0.014289236687817
510 => 0.01440145485042
511 => 0.014334703096206
512 => 0.014155075841962
513 => 0.01418059104561
514 => 0.013957051013288
515 => 0.014207732852857
516 => 0.014214921511033
517 => 0.014118395348067
518 => 0.014504605309351
519 => 0.014662835845606
520 => 0.014599300257351
521 => 0.014658378019361
522 => 0.015154735867532
523 => 0.015235663854395
524 => 0.015271606720357
525 => 0.015223448041485
526 => 0.014667450529649
527 => 0.014692111383583
528 => 0.014511166400149
529 => 0.014358286956661
530 => 0.014364401332653
531 => 0.014443001239543
601 => 0.014786251642753
602 => 0.015508601880594
603 => 0.015536014544089
604 => 0.015569239491929
605 => 0.015434096931544
606 => 0.015393336642192
607 => 0.015447109984971
608 => 0.015718386754932
609 => 0.016416184258199
610 => 0.016169536016216
611 => 0.015969007156176
612 => 0.016144925028624
613 => 0.01611784385105
614 => 0.015889251458796
615 => 0.015882835631696
616 => 0.015444093745552
617 => 0.015281900859914
618 => 0.015146360344747
619 => 0.01499835364056
620 => 0.014910610305089
621 => 0.015045423947006
622 => 0.015076257421981
623 => 0.014781485037789
624 => 0.014741308651045
625 => 0.01498202614308
626 => 0.014876095349688
627 => 0.014985047797649
628 => 0.015010325700152
629 => 0.01500625537565
630 => 0.014895651461275
701 => 0.014966147098041
702 => 0.014799403901328
703 => 0.01461809571892
704 => 0.014502432394443
705 => 0.014401500803323
706 => 0.014457503516255
707 => 0.014257864070344
708 => 0.014193995393649
709 => 0.014942264762507
710 => 0.015495019390533
711 => 0.015486982119327
712 => 0.015438057297876
713 => 0.015365364937239
714 => 0.015713068855979
715 => 0.015591935763249
716 => 0.015680070209219
717 => 0.015702504124709
718 => 0.015770404830235
719 => 0.015794673496198
720 => 0.015721316731986
721 => 0.015475122471518
722 => 0.014861629781879
723 => 0.01457604727876
724 => 0.014481800295978
725 => 0.014485225994802
726 => 0.014390729928253
727 => 0.014418563254868
728 => 0.014381050633127
729 => 0.014310010802826
730 => 0.014453117006919
731 => 0.014469608663814
801 => 0.014436205965787
802 => 0.014444073510368
803 => 0.014167513437183
804 => 0.01418853969889
805 => 0.014071462801815
806 => 0.014049512294997
807 => 0.013753552094243
808 => 0.013229215698492
809 => 0.013519748960304
810 => 0.013168825635194
811 => 0.013035925654618
812 => 0.013665053492474
813 => 0.013601906506843
814 => 0.013493826316778
815 => 0.013333953189787
816 => 0.01327465469184
817 => 0.012914375789938
818 => 0.0128930885904
819 => 0.013071652542531
820 => 0.012989251422633
821 => 0.012873529042552
822 => 0.012454394312486
823 => 0.011983148105151
824 => 0.011997372066003
825 => 0.012147266716708
826 => 0.012583105629683
827 => 0.012412815826294
828 => 0.012289268620085
829 => 0.012266131942177
830 => 0.012555735906107
831 => 0.012965586188973
901 => 0.01315787877181
902 => 0.012967322662231
903 => 0.012748422063815
904 => 0.012761745528953
905 => 0.012850380573498
906 => 0.012859694863447
907 => 0.012717213077224
908 => 0.012757320865454
909 => 0.0126963934676
910 => 0.012322482139431
911 => 0.01231571926919
912 => 0.012223955399122
913 => 0.012221176825606
914 => 0.012065063591051
915 => 0.012043222270377
916 => 0.011733249967773
917 => 0.011937274676029
918 => 0.011800425613509
919 => 0.011594161796859
920 => 0.011558601837124
921 => 0.011557532861794
922 => 0.011769319681747
923 => 0.01193479982373
924 => 0.011802806161541
925 => 0.011772753763251
926 => 0.01209363475351
927 => 0.012052799722604
928 => 0.012017436849198
929 => 0.012928888591419
930 => 0.012207403415985
1001 => 0.011892794698561
1002 => 0.011503406668174
1003 => 0.011630193374333
1004 => 0.011656909196205
1005 => 0.010720501175593
1006 => 0.010340600558253
1007 => 0.010210232982634
1008 => 0.010135204599739
1009 => 0.010169395975972
1010 => 0.0098274408624674
1011 => 0.010057240354158
1012 => 0.0097611361306093
1013 => 0.0097114932939249
1014 => 0.010240964325904
1015 => 0.010314637126879
1016 => 0.010000326069574
1017 => 0.010202164650702
1018 => 0.010128975175419
1019 => 0.0097662119876514
1020 => 0.0097523571021841
1021 => 0.0095703352863049
1022 => 0.0092855063908228
1023 => 0.0091553319426079
1024 => 0.0090875359597512
1025 => 0.0091155099035953
1026 => 0.0091013654215709
1027 => 0.0090090631086657
1028 => 0.0091066560821014
1029 => 0.008857346363174
1030 => 0.0087580692242722
1031 => 0.0087132280438424
1101 => 0.0084919513185623
1102 => 0.0088441009906893
1103 => 0.008913478912363
1104 => 0.0089829935299743
1105 => 0.0095880708166357
1106 => 0.0095578428653248
1107 => 0.0098310888235664
1108 => 0.0098204709880962
1109 => 0.0097425368145146
1110 => 0.0094137453557234
1111 => 0.0095447957710534
1112 => 0.0091414429624241
1113 => 0.0094436623119741
1114 => 0.0093057420218213
1115 => 0.0093970313231381
1116 => 0.009232884928146
1117 => 0.0093237303205731
1118 => 0.0089299309913431
1119 => 0.0085622067186141
1120 => 0.0087101897005009
1121 => 0.0088710641257187
1122 => 0.0092198808696319
1123 => 0.0090121284946328
1124 => 0.0090868441046696
1125 => 0.0088365593182886
1126 => 0.00832015031367
1127 => 0.0083230731325543
1128 => 0.0082436348577754
1129 => 0.0081749885901884
1130 => 0.009035991354039
1201 => 0.0089289120499147
1202 => 0.0087582951929855
1203 => 0.0089866726360296
1204 => 0.0090470592568079
1205 => 0.0090487783790078
1206 => 0.0092153966661778
1207 => 0.0093043208759084
1208 => 0.009319994153293
1209 => 0.0095821716281814
1210 => 0.0096700500595594
1211 => 0.010032008881385
1212 => 0.0092967762779917
1213 => 0.009281634646358
1214 => 0.0089898863749969
1215 => 0.008804855008942
1216 => 0.0090025556309319
1217 => 0.0091776913931889
1218 => 0.0089953283313193
1219 => 0.0090191410973051
1220 => 0.0087743335863548
1221 => 0.0088618407522555
1222 => 0.0089372137120175
1223 => 0.0088955971938547
1224 => 0.0088332952519028
1225 => 0.0091633322579057
1226 => 0.0091447102766016
1227 => 0.0094520483241094
1228 => 0.0096916403100964
1229 => 0.010121031981176
1230 => 0.0096729393877104
1231 => 0.0096566091125978
]
'min_raw' => 0.0081749885901884
'max_raw' => 0.023636296158364
'avg_raw' => 0.015905642374276
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.008174'
'max' => '$0.023636'
'avg' => '$0.0159056'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.0014374746567194
'max_diff' => -0.0079843529145539
'year' => 2030
]
5 => [
'items' => [
101 => 0.0098162401712822
102 => 0.0096700256208761
103 => 0.009762428169578
104 => 0.010106144502042
105 => 0.010113406686526
106 => 0.0099917557396249
107 => 0.0099843532684503
108 => 0.010007717663518
109 => 0.010144563655204
110 => 0.010096745460856
111 => 0.010152081885964
112 => 0.010221280932903
113 => 0.010507517530829
114 => 0.010576528205539
115 => 0.010408868043925
116 => 0.010424005879308
117 => 0.01036129637649
118 => 0.010300719782515
119 => 0.010436887119269
120 => 0.010685735603561
121 => 0.010684187530055
122 => 0.010741915541488
123 => 0.010777879614366
124 => 0.010623495486264
125 => 0.010522997095731
126 => 0.01056153457354
127 => 0.010623156839794
128 => 0.010541551303118
129 => 0.010037844127396
130 => 0.010190636707571
131 => 0.010165204551054
201 => 0.010128986067519
202 => 0.010282620188395
203 => 0.010267801802644
204 => 0.0098239336185245
205 => 0.009852348619545
206 => 0.00982566162885
207 => 0.0099118927554302
208 => 0.0096653688570543
209 => 0.009741197947831
210 => 0.0097887572427125
211 => 0.0098167700327654
212 => 0.0099179714389866
213 => 0.0099060966220288
214 => 0.0099172332836915
215 => 0.010067288252937
216 => 0.010826214794732
217 => 0.010867521491925
218 => 0.010664112207733
219 => 0.010745370204697
220 => 0.010589372619696
221 => 0.0106940948436
222 => 0.010765743129539
223 => 0.010441978302554
224 => 0.010422807050716
225 => 0.01026616560819
226 => 0.010350335846779
227 => 0.01021641494513
228 => 0.010249274450041
301 => 0.010157396409671
302 => 0.010322758589601
303 => 0.010507659201447
304 => 0.010554372397945
305 => 0.010431490089253
306 => 0.010342515199421
307 => 0.010186304603026
308 => 0.01044608630621
309 => 0.010522054392925
310 => 0.010445687278191
311 => 0.010427991349053
312 => 0.010394457595312
313 => 0.010435105693434
314 => 0.01052164065441
315 => 0.010480832364863
316 => 0.010507786959059
317 => 0.010405063841444
318 => 0.010623546593834
319 => 0.010970549785368
320 => 0.01097166545737
321 => 0.010930856947851
322 => 0.010914158984988
323 => 0.010956030992221
324 => 0.010978744838466
325 => 0.011114151231846
326 => 0.011259447686772
327 => 0.0119374828441
328 => 0.011747093285123
329 => 0.012348686413197
330 => 0.012824468470412
331 => 0.012967134705943
401 => 0.01283588848222
402 => 0.012386902240644
403 => 0.01236487283363
404 => 0.013035847835647
405 => 0.012846266664975
406 => 0.012823716587966
407 => 0.012583821867545
408 => 0.012725629358853
409 => 0.012694613980314
410 => 0.012645654687965
411 => 0.012916213502984
412 => 0.013422675451749
413 => 0.013343738607464
414 => 0.01328481591498
415 => 0.013026633828653
416 => 0.013182117111679
417 => 0.013126752492679
418 => 0.013364634031156
419 => 0.013223718277484
420 => 0.012844830401149
421 => 0.012905169544286
422 => 0.012896049404186
423 => 0.013083741241177
424 => 0.01302740081051
425 => 0.012885048030867
426 => 0.013420944419868
427 => 0.013386146289178
428 => 0.013435482082536
429 => 0.013457201224532
430 => 0.013783391912963
501 => 0.013917021801075
502 => 0.013947358125197
503 => 0.014074296183598
504 => 0.013944199790666
505 => 0.014464678119548
506 => 0.014810765837501
507 => 0.015212764531415
508 => 0.015800192670287
509 => 0.016021071084516
510 => 0.015981171375992
511 => 0.016426552686659
512 => 0.017226893001658
513 => 0.016142943036258
514 => 0.01728434498186
515 => 0.016922990304002
516 => 0.016066224863293
517 => 0.016011059269512
518 => 0.016591270773212
519 => 0.01787812404513
520 => 0.017555781895883
521 => 0.01787865128141
522 => 0.017502006992976
523 => 0.017483303429448
524 => 0.017860358509007
525 => 0.018741368254598
526 => 0.018322833548624
527 => 0.01772276141869
528 => 0.018165845341277
529 => 0.017782005042051
530 => 0.01691710541776
531 => 0.017555535406917
601 => 0.017128635454607
602 => 0.01725322755594
603 => 0.01815050775912
604 => 0.018042544631165
605 => 0.018182258915856
606 => 0.017935666860336
607 => 0.017705310996482
608 => 0.017275334670148
609 => 0.017148039877497
610 => 0.017183219578599
611 => 0.017148022444184
612 => 0.016907454641287
613 => 0.016855504047156
614 => 0.016768917447596
615 => 0.01679575425539
616 => 0.016632946116415
617 => 0.016940198712539
618 => 0.01699722750188
619 => 0.017220820318599
620 => 0.017244034466571
621 => 0.017866737278489
622 => 0.01752376303378
623 => 0.017753859768102
624 => 0.01773327775043
625 => 0.016084793568333
626 => 0.016311940143927
627 => 0.016665308933029
628 => 0.016506116772518
629 => 0.016281056302785
630 => 0.016099307906497
701 => 0.015823940501392
702 => 0.016211514836114
703 => 0.016721133872338
704 => 0.01725695924633
705 => 0.017900718324511
706 => 0.017757038792442
707 => 0.017244924618152
708 => 0.017267897685911
709 => 0.017409908151229
710 => 0.017225991695632
711 => 0.0171717511424
712 => 0.017402456332135
713 => 0.017404045071983
714 => 0.017192426962773
715 => 0.01695725216009
716 => 0.01695626676908
717 => 0.016914419684462
718 => 0.017509451496366
719 => 0.017836658828411
720 => 0.017874172621709
721 => 0.017834133851228
722 => 0.017849543184904
723 => 0.017659148447908
724 => 0.018094334356875
725 => 0.018493703982369
726 => 0.018386664391449
727 => 0.018226196828085
728 => 0.018098376684701
729 => 0.01835655402785
730 => 0.018345057797168
731 => 0.018490215837092
801 => 0.018483630629928
802 => 0.018434819440771
803 => 0.01838666613465
804 => 0.018577588550419
805 => 0.018522605960798
806 => 0.018467537968028
807 => 0.018357090678041
808 => 0.018372102299085
809 => 0.018211662442709
810 => 0.018137435623921
811 => 0.017021242364393
812 => 0.01672295905278
813 => 0.01681680505473
814 => 0.016847701595282
815 => 0.016717888315808
816 => 0.016904007212279
817 => 0.016875000779412
818 => 0.016987847841499
819 => 0.016917345896357
820 => 0.016920239320778
821 => 0.017127570508842
822 => 0.017187759634786
823 => 0.017157146959545
824 => 0.017178587027943
825 => 0.017672664354886
826 => 0.017602422358698
827 => 0.017565107698198
828 => 0.01757544411417
829 => 0.017701691464341
830 => 0.017737033829539
831 => 0.01758728574473
901 => 0.017657907807209
902 => 0.017958607585971
903 => 0.018063835490405
904 => 0.018399672449096
905 => 0.018257002940018
906 => 0.018518878998522
907 => 0.019323796722237
908 => 0.01996682069601
909 => 0.019375469275638
910 => 0.020556300914864
911 => 0.021475747726239
912 => 0.0214404578262
913 => 0.021280131007448
914 => 0.020233365257456
915 => 0.019270115807915
916 => 0.020075914874188
917 => 0.020077969021722
918 => 0.020008750167301
919 => 0.019578837807303
920 => 0.019993790149062
921 => 0.020026727559066
922 => 0.020008291368228
923 => 0.0196786785698
924 => 0.019175420749228
925 => 0.019273756122739
926 => 0.019434831470537
927 => 0.019129882233318
928 => 0.0190324324745
929 => 0.019213610116717
930 => 0.0197974022298
1001 => 0.019687039712499
1002 => 0.019684157701162
1003 => 0.020156335351166
1004 => 0.019818358056078
1005 => 0.019274996446712
1006 => 0.019137790474288
1007 => 0.018650801705201
1008 => 0.018987166582604
1009 => 0.018999271755723
1010 => 0.018815048149935
1011 => 0.019289945177008
1012 => 0.019285568917299
1013 => 0.01973641296541
1014 => 0.020598257456107
1015 => 0.020343367631417
1016 => 0.020046958497235
1017 => 0.020079186388655
1018 => 0.02043264681231
1019 => 0.020218936571451
1020 => 0.020295788264105
1021 => 0.020432530488069
1022 => 0.020515030466905
1023 => 0.020067315911303
1024 => 0.019962932231729
1025 => 0.019749399857014
1026 => 0.019693693246222
1027 => 0.019867610909928
1028 => 0.019821789750143
1029 => 0.018998254362796
1030 => 0.01891219033271
1031 => 0.018914829793642
1101 => 0.018698417697871
1102 => 0.018368337306965
1103 => 0.019235768866189
1104 => 0.019166101972286
1105 => 0.019089195113207
1106 => 0.01909861576462
1107 => 0.019475138404496
1108 => 0.019256736258519
1109 => 0.019837394159006
1110 => 0.01971802835084
1111 => 0.019595601260103
1112 => 0.019578678106943
1113 => 0.019531554121998
1114 => 0.019369948443558
1115 => 0.019174799875846
1116 => 0.019045945887964
1117 => 0.017568878316756
1118 => 0.017843013466265
1119 => 0.018158380967571
1120 => 0.018267244565265
1121 => 0.018081025848277
1122 => 0.019377301493521
1123 => 0.01961414354513
1124 => 0.018896733521982
1125 => 0.018762535398309
1126 => 0.019386099500167
1127 => 0.019010014119135
1128 => 0.019179365343186
1129 => 0.018813320626955
1130 => 0.019557095230442
1201 => 0.019551428914127
1202 => 0.019262083794459
1203 => 0.019506636308253
1204 => 0.019464139290839
1205 => 0.01913746936336
1206 => 0.019567451249814
1207 => 0.019567664515465
1208 => 0.01928917612869
1209 => 0.018963962661884
1210 => 0.018905822175219
1211 => 0.018862021128592
1212 => 0.019168592970769
1213 => 0.01944346432584
1214 => 0.019954931771239
1215 => 0.020083526839179
1216 => 0.020585441950408
1217 => 0.020286575939474
1218 => 0.020419059371158
1219 => 0.020562888877177
1220 => 0.020631846031517
1221 => 0.020519484048965
1222 => 0.021299164813205
1223 => 0.021364993758508
1224 => 0.02138706563445
1225 => 0.021124161667572
1226 => 0.021357681923599
1227 => 0.021248425529182
1228 => 0.021532680315154
1229 => 0.021577255095142
1230 => 0.021539501842286
1231 => 0.02155365058102
]
'min_raw' => 0.0096653688570543
'max_raw' => 0.021577255095142
'avg_raw' => 0.015621311976098
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.009665'
'max' => '$0.021577'
'avg' => '$0.015621'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.0014903802668659
'max_diff' => -0.002059041063222
'year' => 2031
]
6 => [
'items' => [
101 => 0.020888330593853
102 => 0.020853830242675
103 => 0.020383415506342
104 => 0.020575112988528
105 => 0.020216743733881
106 => 0.020330386316142
107 => 0.020380478883576
108 => 0.020354313369077
109 => 0.02058595127655
110 => 0.0203890117347
111 => 0.019869255903897
112 => 0.019349358465966
113 => 0.019342831577132
114 => 0.019205951758677
115 => 0.019107012720723
116 => 0.019126071889484
117 => 0.019193238886124
118 => 0.019103108852775
119 => 0.019122342665099
120 => 0.01944175210389
121 => 0.019505807388916
122 => 0.019288122502383
123 => 0.018414086271174
124 => 0.018199595587682
125 => 0.018353767237441
126 => 0.018280083118782
127 => 0.014753453778848
128 => 0.015581983031033
129 => 0.01508969908358
130 => 0.015316566175462
131 => 0.014814071741422
201 => 0.015053888423335
202 => 0.015009603038889
203 => 0.01634185355844
204 => 0.016321052299027
205 => 0.01633100876113
206 => 0.015855760883557
207 => 0.016612843656917
208 => 0.016985809854889
209 => 0.016916783737818
210 => 0.016934156124376
211 => 0.016635640965849
212 => 0.016333899040386
213 => 0.015999220807298
214 => 0.016621011596896
215 => 0.016551879075415
216 => 0.016710444206595
217 => 0.017113719980173
218 => 0.017173103869728
219 => 0.017252916419502
220 => 0.017224309301852
221 => 0.017905846904162
222 => 0.017823308203592
223 => 0.01802220272396
224 => 0.0176130616054
225 => 0.017150079593717
226 => 0.017238077338116
227 => 0.017229602447697
228 => 0.01712170736564
229 => 0.017024304509874
301 => 0.016862156198108
302 => 0.01737521744997
303 => 0.017354388100105
304 => 0.017691591062961
305 => 0.017631987163861
306 => 0.017233937738125
307 => 0.017248154151237
308 => 0.017343766361588
309 => 0.017674681313295
310 => 0.017772919401369
311 => 0.017727411604862
312 => 0.017835125183697
313 => 0.017920257604571
314 => 0.017845816505037
315 => 0.018899745492058
316 => 0.018462080696974
317 => 0.018675395472846
318 => 0.018726269789968
319 => 0.018595956296432
320 => 0.018624216627004
321 => 0.01866702332734
322 => 0.018926937229374
323 => 0.019609026515004
324 => 0.019911119216471
325 => 0.020819980013825
326 => 0.019886034622948
327 => 0.019830618168503
328 => 0.019994331443073
329 => 0.020527928943806
330 => 0.020960359599886
331 => 0.02110382179603
401 => 0.021122782693553
402 => 0.021391927310707
403 => 0.021546195986009
404 => 0.021359246074978
405 => 0.021200825599851
406 => 0.020633383121818
407 => 0.020699066133745
408 => 0.021151556951212
409 => 0.021790726882461
410 => 0.022339201177769
411 => 0.022147144595811
412 => 0.023612400745333
413 => 0.023757674907523
414 => 0.023737602715585
415 => 0.024068558876748
416 => 0.023411678294888
417 => 0.023130849119681
418 => 0.021235077904722
419 => 0.021767712288623
420 => 0.022541927646143
421 => 0.022439457340416
422 => 0.02187720145295
423 => 0.02233877465626
424 => 0.022186164120517
425 => 0.022065793859159
426 => 0.022617233361361
427 => 0.022010902976804
428 => 0.022535879036738
429 => 0.021862591809691
430 => 0.0221480218941
501 => 0.021985997973489
502 => 0.022090847307029
503 => 0.02147790024558
504 => 0.021808631601489
505 => 0.02146414073383
506 => 0.021463977400305
507 => 0.021456372745308
508 => 0.021861664723402
509 => 0.021874881280257
510 => 0.021575369896083
511 => 0.021532205626377
512 => 0.021691806554792
513 => 0.021504955667167
514 => 0.021592382021461
515 => 0.021507603722376
516 => 0.021488518341548
517 => 0.021336442779999
518 => 0.021270924446678
519 => 0.021296615873373
520 => 0.021208917789227
521 => 0.021156076521351
522 => 0.021445861287132
523 => 0.021291040976659
524 => 0.021422132854116
525 => 0.02127273711464
526 => 0.02075486639299
527 => 0.020457033464586
528 => 0.019478823678032
529 => 0.019756242760033
530 => 0.019940171898411
531 => 0.019879383319274
601 => 0.020009980709317
602 => 0.020017998328398
603 => 0.019975539785612
604 => 0.019926378232342
605 => 0.019902449107015
606 => 0.02008079720244
607 => 0.020184334274755
608 => 0.019958631648102
609 => 0.019905752680592
610 => 0.020133950497522
611 => 0.020273151034024
612 => 0.021300929585527
613 => 0.02122478843075
614 => 0.021415887787292
615 => 0.021394372932404
616 => 0.021594675502574
617 => 0.021922085550621
618 => 0.021256369377653
619 => 0.021371914686547
620 => 0.021343585645137
621 => 0.021652874690977
622 => 0.021653840257618
623 => 0.021468406024503
624 => 0.021568932930602
625 => 0.021512821569429
626 => 0.021614222382974
627 => 0.021223771519207
628 => 0.021699298524709
629 => 0.021968891694544
630 => 0.021972634995969
701 => 0.022100420018848
702 => 0.022230257002902
703 => 0.022479467787375
704 => 0.022223306649382
705 => 0.021762497698917
706 => 0.021795766616736
707 => 0.021525594497682
708 => 0.021530136139814
709 => 0.021505892498179
710 => 0.021578649491701
711 => 0.021239737587805
712 => 0.021319279534242
713 => 0.021207920343433
714 => 0.021371672613414
715 => 0.021195502240134
716 => 0.021343571984016
717 => 0.021407473976885
718 => 0.021643273706285
719 => 0.021160674428379
720 => 0.02017662183163
721 => 0.020383481617951
722 => 0.020077519745497
723 => 0.020105837681671
724 => 0.02016304441951
725 => 0.019977618665295
726 => 0.020012992055762
727 => 0.020011728269336
728 => 0.020000837640667
729 => 0.019952601240513
730 => 0.019882648917009
731 => 0.02016131744366
801 => 0.020208668656551
802 => 0.020313924537232
803 => 0.020627094642394
804 => 0.020595801563829
805 => 0.020646841873307
806 => 0.020535421164296
807 => 0.0201110061688
808 => 0.020134053944978
809 => 0.019846647806728
810 => 0.0203065749161
811 => 0.020197658105859
812 => 0.020127438729751
813 => 0.020108278722402
814 => 0.020422225115682
815 => 0.020516162797058
816 => 0.020457627137947
817 => 0.020337568793354
818 => 0.020568116307036
819 => 0.020629801095679
820 => 0.020643610045008
821 => 0.021052096036151
822 => 0.0206664398742
823 => 0.020759271145474
824 => 0.021483514224101
825 => 0.0208267256905
826 => 0.021174641224881
827 => 0.021157612569938
828 => 0.021335594384507
829 => 0.021143012866243
830 => 0.021145400144969
831 => 0.021303435938774
901 => 0.02108150316828
902 => 0.021026549493258
903 => 0.020950631384801
904 => 0.021116395797209
905 => 0.021215764065568
906 => 0.022016599330588
907 => 0.022533975434316
908 => 0.022511514773171
909 => 0.022716763171443
910 => 0.022624296888162
911 => 0.022325698868073
912 => 0.022835369278215
913 => 0.02267408823493
914 => 0.022687384048182
915 => 0.022686889177349
916 => 0.022794126971699
917 => 0.022718139166203
918 => 0.02256835940158
919 => 0.022667790199265
920 => 0.022963064121231
921 => 0.023879603435121
922 => 0.024392510977705
923 => 0.023848725757032
924 => 0.024223821520678
925 => 0.023998897722776
926 => 0.023958022377794
927 => 0.024193610236723
928 => 0.024429610461012
929 => 0.024414578266982
930 => 0.024243254222894
1001 => 0.024146477617575
1002 => 0.024879302495591
1003 => 0.025419235382366
1004 => 0.025382415579244
1005 => 0.025544926215784
1006 => 0.026022062470929
1007 => 0.026065685830433
1008 => 0.026060190289807
1009 => 0.025952065241649
1010 => 0.026421867848811
1011 => 0.026813785449096
1012 => 0.025927037417033
1013 => 0.026264699459259
1014 => 0.026416286828805
1015 => 0.026638862061246
1016 => 0.027014383786313
1017 => 0.027422299981954
1018 => 0.027479983804591
1019 => 0.027439054372005
1020 => 0.027170022675604
1021 => 0.027616369444327
1022 => 0.027877828913325
1023 => 0.02803352204372
1024 => 0.028428333917534
1025 => 0.026417222980793
1026 => 0.024993658701069
1027 => 0.024771348582273
1028 => 0.025223424950759
1029 => 0.025342633883887
1030 => 0.025294580912418
1031 => 0.023692229890787
1101 => 0.024762912535758
1102 => 0.025914877036193
1103 => 0.025959128684178
1104 => 0.026535826199538
1105 => 0.026723622550169
1106 => 0.027187939639505
1107 => 0.027158896479147
1108 => 0.027271950301501
1109 => 0.027245961185561
1110 => 0.028106010820058
1111 => 0.029054773285514
1112 => 0.029021920658215
1113 => 0.028885524828558
1114 => 0.029088095894544
1115 => 0.030067320434459
1116 => 0.029977169130577
1117 => 0.030064743443229
1118 => 0.031219304362465
1119 => 0.032720397791849
1120 => 0.032022989186584
1121 => 0.033536165186089
1122 => 0.034488629267764
1123 => 0.036135817410397
1124 => 0.035929581342367
1125 => 0.036570819598669
1126 => 0.035560375737826
1127 => 0.033240192388935
1128 => 0.032873014492668
1129 => 0.03360811393942
1130 => 0.035415284199305
1201 => 0.033551199716763
1202 => 0.033928301579793
1203 => 0.033819696217871
1204 => 0.033813909099677
1205 => 0.034034779863221
1206 => 0.033714395300857
1207 => 0.032409090957702
1208 => 0.033007304245963
1209 => 0.032776305366804
1210 => 0.033032615845338
1211 => 0.034415817787506
1212 => 0.033804271237458
1213 => 0.033160056624989
1214 => 0.033968044711691
1215 => 0.034996891200892
1216 => 0.034932507836613
1217 => 0.034807577199753
1218 => 0.035511804658579
1219 => 0.036674982101276
1220 => 0.036989384290011
1221 => 0.037221469558066
1222 => 0.037253470195417
1223 => 0.037583096648428
1224 => 0.035810612134027
1225 => 0.038623590579013
1226 => 0.0391093142495
1227 => 0.039018018330632
1228 => 0.039557879748003
1229 => 0.03939903882405
1230 => 0.03916890324662
1231 => 0.040024698424969
]
'min_raw' => 0.014753453778848
'max_raw' => 0.040024698424969
'avg_raw' => 0.027389076101908
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.014753'
'max' => '$0.040024'
'avg' => '$0.027389'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.0050880849217938
'max_diff' => 0.018447443329826
'year' => 2032
]
7 => [
'items' => [
101 => 0.039043598312102
102 => 0.037651050218956
103 => 0.036887070793579
104 => 0.037893140529378
105 => 0.038507512210036
106 => 0.038913572809573
107 => 0.039036446501644
108 => 0.035948205061264
109 => 0.034283814206621
110 => 0.035350669662167
111 => 0.036652306948364
112 => 0.035803381473181
113 => 0.03583665774458
114 => 0.03462631311066
115 => 0.036759395591879
116 => 0.036448623416413
117 => 0.038060910012477
118 => 0.037676124876918
119 => 0.038990882007404
120 => 0.038644662392637
121 => 0.040081800656655
122 => 0.040655114019137
123 => 0.041617796383844
124 => 0.042325949450145
125 => 0.042741790475486
126 => 0.042716824940105
127 => 0.044364594253683
128 => 0.043392962258141
129 => 0.042172363475661
130 => 0.042150286694626
131 => 0.042782452100091
201 => 0.044107297363836
202 => 0.04445081046501
203 => 0.044642787425647
204 => 0.044348768027665
205 => 0.043294131133997
206 => 0.042838744270441
207 => 0.043226747072018
208 => 0.04275225298715
209 => 0.043571362897158
210 => 0.044696175756035
211 => 0.044463906348669
212 => 0.045240348153718
213 => 0.046043883737884
214 => 0.047192975712282
215 => 0.047493390905142
216 => 0.047989965795174
217 => 0.04850110447337
218 => 0.048665268441233
219 => 0.048978708392971
220 => 0.048977056409707
221 => 0.049921628801211
222 => 0.050963521400013
223 => 0.051356811736191
224 => 0.052261161178078
225 => 0.050712494451031
226 => 0.051887175953297
227 => 0.052946768072527
228 => 0.051683478666126
301 => 0.053424628804168
302 => 0.053492233718497
303 => 0.054512987660616
304 => 0.053478257987485
305 => 0.052863838810554
306 => 0.054637643952368
307 => 0.055495932386153
308 => 0.055237408924914
309 => 0.053270032620007
310 => 0.052124935225813
311 => 0.049127994472414
312 => 0.052678000253021
313 => 0.054407104513666
314 => 0.053265554657693
315 => 0.053841286005056
316 => 0.056982289554753
317 => 0.058178180341558
318 => 0.05792944341781
319 => 0.057971475863365
320 => 0.058616756824972
321 => 0.061478287971453
322 => 0.059763592178709
323 => 0.061074412863836
324 => 0.061769667428712
325 => 0.062415458615527
326 => 0.060829599565111
327 => 0.058766420241415
328 => 0.058112924743225
329 => 0.053152050022005
330 => 0.052893814948779
331 => 0.052748859776853
401 => 0.051834937922179
402 => 0.051116845688669
403 => 0.050545792083527
404 => 0.049047176892593
405 => 0.049552915527223
406 => 0.047164435698172
407 => 0.048692500450271
408 => 0.044880428971243
409 => 0.048055235375293
410 => 0.046327332590303
411 => 0.047487572838627
412 => 0.047483524869702
413 => 0.045347154718031
414 => 0.044114940999454
415 => 0.044900155539407
416 => 0.045741967856643
417 => 0.045878549072918
418 => 0.046969980715765
419 => 0.047274575827039
420 => 0.046351638419693
421 => 0.044801432262979
422 => 0.045161509796745
423 => 0.044107644039725
424 => 0.042260784836909
425 => 0.04358723135944
426 => 0.044040138521968
427 => 0.044240168126493
428 => 0.042423994213735
429 => 0.041853312939293
430 => 0.04154948701726
501 => 0.044566987017377
502 => 0.044732292479004
503 => 0.043886566365481
504 => 0.047709328593647
505 => 0.046844119766932
506 => 0.047810770007682
507 => 0.04512883653471
508 => 0.04523129000508
509 => 0.043961619719085
510 => 0.044672550239843
511 => 0.044170087462131
512 => 0.044615114079318
513 => 0.044881861198746
514 => 0.046151323144341
515 => 0.048069730591547
516 => 0.045961707862495
517 => 0.045043212172005
518 => 0.045613041732569
519 => 0.047130572943612
520 => 0.049429710409336
521 => 0.048068574755174
522 => 0.048672623644908
523 => 0.048804581455051
524 => 0.047800930415653
525 => 0.049466716454751
526 => 0.050359424725926
527 => 0.051275158692203
528 => 0.052070264836838
529 => 0.05090939440865
530 => 0.05215169217105
531 => 0.051150619469632
601 => 0.050252553767465
602 => 0.05025391576243
603 => 0.049690546028815
604 => 0.04859894618078
605 => 0.048397638420657
606 => 0.049444866811189
607 => 0.050284644807498
608 => 0.050353812945539
609 => 0.050818757193647
610 => 0.051093906410371
611 => 0.053790742781485
612 => 0.054875432679348
613 => 0.056201770954325
614 => 0.056718454460758
615 => 0.058273486573832
616 => 0.057017671848992
617 => 0.056745968433827
618 => 0.052973969174637
619 => 0.053591633842018
620 => 0.054580574570271
621 => 0.052990276442996
622 => 0.053998954568581
623 => 0.054198088997296
624 => 0.052936238721166
625 => 0.053610247474979
626 => 0.051820280054521
627 => 0.048108746989896
628 => 0.04947084845205
629 => 0.05047381360659
630 => 0.04904245866635
701 => 0.051608106995644
702 => 0.050109308207402
703 => 0.049634260946559
704 => 0.047780932215434
705 => 0.04865563203536
706 => 0.049838676066305
707 => 0.049107692398812
708 => 0.050624593266611
709 => 0.052772929438099
710 => 0.054303961729533
711 => 0.054421495377966
712 => 0.053437144185771
713 => 0.055014573253308
714 => 0.055026063101947
715 => 0.053246716669778
716 => 0.052156876887516
717 => 0.051909262995944
718 => 0.052527851044655
719 => 0.053278931133443
720 => 0.054463175095642
721 => 0.055178788919736
722 => 0.057044730240727
723 => 0.057549600461458
724 => 0.058104299766953
725 => 0.058845549102026
726 => 0.05973560898121
727 => 0.057788208636693
728 => 0.057865582482789
729 => 0.056052190245569
730 => 0.054114320573346
731 => 0.055584922095698
801 => 0.057507537960252
802 => 0.057066487756621
803 => 0.057016860598875
804 => 0.057100319712779
805 => 0.056767782262594
806 => 0.055263727699824
807 => 0.054508400914281
808 => 0.055482965172046
809 => 0.056000902702183
810 => 0.056804178642527
811 => 0.056705157927782
812 => 0.05877431048457
813 => 0.059578320600212
814 => 0.059372620407098
815 => 0.059410474193083
816 => 0.060866096102924
817 => 0.062485047038146
818 => 0.064001408228374
819 => 0.065543915960301
820 => 0.063684362684361
821 => 0.06274019621214
822 => 0.063714335005638
823 => 0.063197443249812
824 => 0.066167656598843
825 => 0.066373307726749
826 => 0.069343306295548
827 => 0.072162188598188
828 => 0.070391699129422
829 => 0.072061190953872
830 => 0.073866882477679
831 => 0.077350354389996
901 => 0.076177243599948
902 => 0.07527865911976
903 => 0.074429501127911
904 => 0.076196464108913
905 => 0.07846963375605
906 => 0.078959252725895
907 => 0.079752622505886
908 => 0.078918491190866
909 => 0.079923110483257
910 => 0.08346985803748
911 => 0.082511495540322
912 => 0.081150466729899
913 => 0.083950283290702
914 => 0.084963526020045
915 => 0.092074994133914
916 => 0.10105351638777
917 => 0.097336349218517
918 => 0.095028983604327
919 => 0.095571269255106
920 => 0.098849921640055
921 => 0.099902920726875
922 => 0.097040506218345
923 => 0.098051559413692
924 => 0.10362256192461
925 => 0.10661122603256
926 => 0.10255221874283
927 => 0.091353578613009
928 => 0.081027920976859
929 => 0.083766750352389
930 => 0.083456252096975
1001 => 0.089441599298241
1002 => 0.082488638911716
1003 => 0.082605708932765
1004 => 0.088714826775561
1005 => 0.087085018871897
1006 => 0.084444938797987
1007 => 0.081047196483086
1008 => 0.074766155560866
1009 => 0.069202862456273
1010 => 0.080113761384266
1011 => 0.079643263582309
1012 => 0.078961913041207
1013 => 0.0804781849406
1014 => 0.087840770882767
1015 => 0.087671039446435
1016 => 0.086591294646231
1017 => 0.087410271560752
1018 => 0.084301368185177
1019 => 0.085102603373476
1020 => 0.081026285339934
1021 => 0.082868951333174
1022 => 0.084439274371869
1023 => 0.084754539970917
1024 => 0.085464849463433
1025 => 0.079395332620262
1026 => 0.082120367491194
1027 => 0.083721070176628
1028 => 0.076489037209774
1029 => 0.083578116137632
1030 => 0.079289675835479
1031 => 0.077834114786717
1101 => 0.079793835983289
1102 => 0.079030130727093
1103 => 0.078373541794094
1104 => 0.07800715388785
1105 => 0.079446156848077
1106 => 0.079379025640002
1107 => 0.077024537498632
1108 => 0.073953203699428
1109 => 0.074984044135536
1110 => 0.074609530140918
1111 => 0.073252243111153
1112 => 0.074166890689753
1113 => 0.070139245646143
1114 => 0.063209891687385
1115 => 0.067787635164392
1116 => 0.067611397020154
1117 => 0.067522529756066
1118 => 0.070962577459501
1119 => 0.070631896248219
1120 => 0.070031706611704
1121 => 0.073241220157804
1122 => 0.072069704539428
1123 => 0.075680039631468
1124 => 0.078058039824918
1125 => 0.077454902055612
1126 => 0.079691422731424
1127 => 0.075007792617179
1128 => 0.076563506666506
1129 => 0.076884137175946
1130 => 0.073201615258845
1201 => 0.070685999783989
1202 => 0.070518236911932
1203 => 0.066156506351697
1204 => 0.068486507610316
1205 => 0.070536812295896
1206 => 0.069554875461574
1207 => 0.069244023594356
1208 => 0.070832098368428
1209 => 0.070955505379314
1210 => 0.068141812453024
1211 => 0.068726868310466
1212 => 0.071166648493445
1213 => 0.068665392109686
1214 => 0.063805859533954
1215 => 0.062600628266878
1216 => 0.06243982819903
1217 => 0.059171145414623
1218 => 0.062681167583181
1219 => 0.06114894884386
1220 => 0.065989209482577
1221 => 0.06322447856458
1222 => 0.063105296540503
1223 => 0.062925135430909
1224 => 0.060111645130784
1225 => 0.060727620699875
1226 => 0.062775217307261
1227 => 0.063505822844604
1228 => 0.063429614701384
1229 => 0.062765182966823
1230 => 0.063069356412464
1231 => 0.062089507763
]
'min_raw' => 0.034283814206621
'max_raw' => 0.10661122603256
'avg_raw' => 0.070447520119591
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.034283'
'max' => '$0.106611'
'avg' => '$0.070447'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.019530360427773
'max_diff' => 0.066586527607593
'year' => 2033
]
8 => [
'items' => [
101 => 0.061743502811088
102 => 0.060651416006695
103 => 0.059046350100916
104 => 0.059269544359556
105 => 0.056089488811868
106 => 0.054356825771166
107 => 0.053877247477631
108 => 0.05323593534056
109 => 0.05394968538998
110 => 0.056080480114054
111 => 0.053510289603502
112 => 0.049103878251062
113 => 0.049368711081503
114 => 0.049963711821932
115 => 0.048854931878467
116 => 0.047805564714825
117 => 0.048717904325763
118 => 0.046850849747039
119 => 0.050189336447812
120 => 0.050099039738557
121 => 0.051343421129972
122 => 0.052121558351301
123 => 0.050328203981055
124 => 0.049877180206684
125 => 0.050134103846453
126 => 0.045887728385546
127 => 0.050996401661121
128 => 0.051040581679751
129 => 0.050662285537778
130 => 0.05338249634443
131 => 0.059122989601493
201 => 0.05696318512738
202 => 0.056126843554567
203 => 0.054536957613289
204 => 0.056655386231956
205 => 0.056492723966677
206 => 0.055757103515253
207 => 0.055312197970955
208 => 0.056131950077872
209 => 0.055210621613114
210 => 0.05504512570443
211 => 0.054042400559132
212 => 0.053684473303348
213 => 0.053419478212659
214 => 0.053127744655692
215 => 0.05377123618689
216 => 0.052312999718834
217 => 0.050554509491043
218 => 0.05040831005573
219 => 0.050811979550615
220 => 0.050633385848788
221 => 0.050407455017796
222 => 0.049976091532831
223 => 0.049848115201465
224 => 0.050263976193116
225 => 0.049794493379744
226 => 0.050487240844927
227 => 0.050298851865863
228 => 0.049246526342878
301 => 0.047934939120429
302 => 0.047923263243002
303 => 0.04764068392736
304 => 0.047280776682805
305 => 0.047180658720932
306 => 0.048641069628452
307 => 0.051664076500597
308 => 0.051070587917171
309 => 0.051499444241853
310 => 0.053608992904581
311 => 0.05427955498812
312 => 0.053803605904357
313 => 0.053152097443241
314 => 0.053180760509069
315 => 0.055407162145725
316 => 0.055546020084844
317 => 0.055896869299727
318 => 0.056347809690828
319 => 0.053880403002883
320 => 0.053064545875957
321 => 0.052677947507189
322 => 0.051487374163783
323 => 0.052771305442603
324 => 0.052023213669853
325 => 0.052124156808451
326 => 0.052058417457015
327 => 0.052094315588175
328 => 0.05018840327274
329 => 0.050882817548682
330 => 0.049728219131065
331 => 0.04818234145963
401 => 0.04817715913562
402 => 0.048555510505661
403 => 0.04833045230587
404 => 0.047724826477009
405 => 0.047810852767525
406 => 0.047057171941485
407 => 0.047902363265639
408 => 0.047926600328575
409 => 0.047601155630894
410 => 0.04890328947968
411 => 0.049436774779967
412 => 0.049222560108252
413 => 0.049421744907547
414 => 0.051095250047253
415 => 0.051368104405173
416 => 0.051489288287214
417 => 0.051326917939067
418 => 0.049452333509404
419 => 0.049535479300208
420 => 0.048925410655387
421 => 0.048409966937964
422 => 0.048430581983514
423 => 0.048695587057263
424 => 0.049852879756666
425 => 0.052288334016429
426 => 0.052380757725293
427 => 0.052492777956626
428 => 0.052037135378937
429 => 0.051899709217594
430 => 0.052081009797108
501 => 0.052995638366973
502 => 0.055348311367901
503 => 0.054516719599627
504 => 0.053840622547523
505 => 0.054433741936674
506 => 0.054342435855738
507 => 0.053571720645442
508 => 0.053550089236436
509 => 0.05207084033532
510 => 0.051523995697445
511 => 0.051067011387425
512 => 0.050567996450761
513 => 0.050272163669174
514 => 0.050726697275286
515 => 0.050830654488887
516 => 0.049836808815236
517 => 0.049701351322303
518 => 0.050512947153055
519 => 0.050155794087284
520 => 0.0505231348724
521 => 0.050608361085538
522 => 0.050594637702296
523 => 0.050221728882862
524 => 0.050459409844068
525 => 0.049897223514711
526 => 0.049285930319191
527 => 0.04889596334536
528 => 0.048555665439081
529 => 0.048744482495715
530 => 0.048071384165446
531 => 0.0478560464628
601 => 0.050378888882403
602 => 0.052242539702889
603 => 0.052215441481873
604 => 0.052050488030531
605 => 0.051805400661422
606 => 0.052977708699368
607 => 0.052569300019987
608 => 0.052866451457923
609 => 0.052942088970285
610 => 0.053171020939642
611 => 0.053252844441319
612 => 0.053005516989174
613 => 0.052175455851271
614 => 0.050107022415461
615 => 0.049144161067462
616 => 0.048826400784898
617 => 0.048837950767657
618 => 0.048519350681784
619 => 0.048613192685728
620 => 0.048486716262478
621 => 0.048247200514777
622 => 0.048729693073232
623 => 0.048785295845865
624 => 0.048672676317365
625 => 0.048699202293213
626 => 0.047766760697662
627 => 0.047837652207015
628 => 0.047442919274479
629 => 0.047368911608206
630 => 0.046371061128084
701 => 0.04460322436181
702 => 0.045582777538393
703 => 0.0443996150471
704 => 0.043951533483811
705 => 0.046072681913444
706 => 0.045859777442608
707 => 0.045495377535886
708 => 0.044956354126249
709 => 0.044756425100332
710 => 0.043541719628699
711 => 0.043469948349233
712 => 0.044071989180781
713 => 0.043794168051982
714 => 0.043404001968058
715 => 0.041990859962588
716 => 0.040402020473202
717 => 0.040449977550297
718 => 0.040955357830462
719 => 0.042424819154856
720 => 0.041850675193476
721 => 0.041434127161952
722 => 0.041356120237035
723 => 0.042332540220926
724 => 0.043714379064441
725 => 0.044362706932917
726 => 0.043720233705267
727 => 0.042982195054559
728 => 0.043027116047486
729 => 0.043325955288468
730 => 0.043357359067336
731 => 0.042876971777324
801 => 0.043012197985578
802 => 0.042806777009897
803 => 0.041546108861319
804 => 0.041523307372133
805 => 0.041213919077452
806 => 0.041204550922848
807 => 0.040678204253069
808 => 0.040604564715504
809 => 0.039559471455698
810 => 0.040247355004136
811 => 0.039785958835351
812 => 0.039090525976639
813 => 0.038970633089672
814 => 0.038967028964715
815 => 0.039681083014671
816 => 0.04023901086682
817 => 0.039793985019248
818 => 0.039692661260219
819 => 0.040774533922074
820 => 0.040636855764365
821 => 0.040517627367717
822 => 0.043590650552145
823 => 0.041158112910681
824 => 0.040097387654608
825 => 0.038784538723955
826 => 0.039212008955735
827 => 0.039302083214415
828 => 0.036144918195001
829 => 0.034864056739825
830 => 0.034424513356654
831 => 0.034171549925408
901 => 0.034286828537542
902 => 0.033133902997819
903 => 0.033908688028141
904 => 0.032910351965111
905 => 0.032742977675277
906 => 0.034528126226082
907 => 0.034776519218239
908 => 0.03371679754404
909 => 0.034397310412231
910 => 0.034150546986389
911 => 0.032927465571513
912 => 0.032880752857843
913 => 0.032267053597249
914 => 0.031306733090013
915 => 0.030867840849367
916 => 0.030639261959801
917 => 0.030733578064549
918 => 0.030685888955868
919 => 0.030374685263567
920 => 0.030703726787229
921 => 0.029863161663616
922 => 0.0295284418585
923 => 0.02937725668797
924 => 0.028631206759641
925 => 0.029818503965522
926 => 0.030052416472256
927 => 0.030286789858889
928 => 0.032326850176015
929 => 0.032224934527722
930 => 0.033146202353357
1001 => 0.033110403579755
1002 => 0.032847643072335
1003 => 0.031739099713534
1004 => 0.032180945338466
1005 => 0.030821013182979
1006 => 0.031839966820268
1007 => 0.031374958932731
1008 => 0.031682747185736
1009 => 0.031129316154685
1010 => 0.031435607737876
1011 => 0.030107885805185
1012 => 0.02886807774599
1013 => 0.029367012701264
1014 => 0.029909412057779
1015 => 0.03108547206349
1016 => 0.030385020426373
1017 => 0.030636929322089
1018 => 0.02979307669048
1019 => 0.028051967676883
1020 => 0.028061822164816
1021 => 0.027793990475196
1022 => 0.027562544791297
1023 => 0.030465475722913
1024 => 0.030104450373019
1025 => 0.029529203727794
1026 => 0.030299194221821
1027 => 0.030502791929834
1028 => 0.030508588070357
1029 => 0.031070353258468
1030 => 0.031370167440064
1031 => 0.03142301098904
1101 => 0.032306960650273
1102 => 0.03260324891714
1103 => 0.033823618356081
1104 => 0.031344730301441
1105 => 0.031293679233233
1106 => 0.030310029567125
1107 => 0.029686183397994
1108 => 0.030352744848049
1109 => 0.030943227298087
1110 => 0.030328377502811
1111 => 0.030408663905887
1112 => 0.029583278290803
1113 => 0.029878314810193
1114 => 0.030132440006402
1115 => 0.029992127009844
1116 => 0.02978207166277
1117 => 0.030894814470957
1118 => 0.030832029160845
1119 => 0.031868240845675
1120 => 0.032676041954209
1121 => 0.034123765952421
1122 => 0.032612990488727
1123 => 0.032557931826042
1124 => 0.033096139085481
1125 => 0.032603166520413
1126 => 0.032914708164701
1127 => 0.034073571777111
1128 => 0.034098056739128
1129 => 0.033687902078254
1130 => 0.033662944129865
1201 => 0.033741718819086
1202 => 0.034203104634337
1203 => 0.034041882253534
1204 => 0.034228452874251
1205 => 0.034461762292327
1206 => 0.035426828966635
1207 => 0.035659503274593
1208 => 0.035094225334053
1209 => 0.035145263602935
1210 => 0.034933834135946
1211 => 0.034729595920039
1212 => 0.035188693602803
1213 => 0.036027703641641
1214 => 0.036022484203734
1215 => 0.03621711822472
1216 => 0.036338373607359
1217 => 0.035817856740708
1218 => 0.035479019400453
1219 => 0.035608951197487
1220 => 0.03581671497049
1221 => 0.035541576206072
1222 => 0.033843292295411
1223 => 0.03435844314711
1224 => 0.034272696855797
1225 => 0.034150583709863
1226 => 0.03466857187479
1227 => 0.034618610652642
1228 => 0.033122078079998
1229 => 0.03321788123981
1230 => 0.033127904187456
1231 => 0.033418638451186
]
'min_raw' => 0.027562544791297
'max_raw' => 0.061743502811088
'avg_raw' => 0.044653023801193
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.027562'
'max' => '$0.061743'
'avg' => '$0.044653'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.0067212694153239
'max_diff' => -0.044867723221473
'year' => 2034
]
9 => [
'items' => [
101 => 0.032587465916063
102 => 0.032843128989834
103 => 0.033003478473011
104 => 0.033097925550465
105 => 0.033439133157197
106 => 0.03339909638275
107 => 0.033436644415083
108 => 0.033942565220397
109 => 0.03650133904262
110 => 0.036640607456147
111 => 0.035954798852909
112 => 0.036228765862926
113 => 0.035702809113692
114 => 0.036055887403057
115 => 0.036297454601424
116 => 0.035205858882704
117 => 0.035141221668639
118 => 0.034613094108808
119 => 0.034896879944787
120 => 0.03444535627482
121 => 0.034556144389803
122 => 0.034246371161978
123 => 0.034803901296828
124 => 0.035427306619015
125 => 0.035584803422422
126 => 0.035170497139296
127 => 0.034870512086199
128 => 0.034343837154179
129 => 0.035219709303844
130 => 0.035475841012126
131 => 0.035218363953019
201 => 0.035158700892439
202 => 0.035045639500449
203 => 0.035182687401225
204 => 0.035474446063836
205 => 0.035336858066485
206 => 0.035427737362724
207 => 0.035081399199786
208 => 0.035818029053449
209 => 0.036987974540695
210 => 0.036991736106742
211 => 0.036854147367741
212 => 0.036797849020132
213 => 0.03693902341593
214 => 0.037015604734374
215 => 0.037472136843428
216 => 0.037962013985484
217 => 0.040248056857319
218 => 0.039606145166656
219 => 0.041634458399847
220 => 0.043238590823791
221 => 0.043719599997522
222 => 0.04327709419092
223 => 0.041763305730228
224 => 0.041689032046437
225 => 0.043951271111714
226 => 0.04331208495866
227 => 0.043236055799628
228 => 0.042427234000815
301 => 0.042905347858442
302 => 0.042800777344272
303 => 0.04263570767189
304 => 0.043547915606542
305 => 0.045255487426846
306 => 0.044989346345144
307 => 0.044790684373583
308 => 0.043920205443835
309 => 0.044444428188051
310 => 0.044257762509661
311 => 0.045059796724992
312 => 0.044584689423063
313 => 0.043307242494894
314 => 0.043510680128725
315 => 0.043479930939631
316 => 0.044112747072272
317 => 0.043922791376715
318 => 0.043442839041393
319 => 0.045249651132001
320 => 0.045132326804853
321 => 0.045298665876673
322 => 0.045371893480294
323 => 0.046471668160247
324 => 0.046922210657759
325 => 0.04702449169255
326 => 0.047452472218979
327 => 0.047013843147172
328 => 0.048768672171631
329 => 0.049935531075785
330 => 0.051290897738969
331 => 0.053271452722096
401 => 0.05401615971691
402 => 0.05388163506391
403 => 0.055383269248356
404 => 0.058081672498351
405 => 0.054427059511036
406 => 0.058275375860773
407 => 0.057057043335395
408 => 0.05416839883459
409 => 0.05398240418362
410 => 0.055938627777417
411 => 0.060277343428916
412 => 0.059190544367521
413 => 0.060279121042845
414 => 0.059009238527925
415 => 0.058946178157649
416 => 0.060217445683526
417 => 0.063187831550924
418 => 0.061776712568573
419 => 0.059753527486802
420 => 0.061247415866935
421 => 0.059953271499221
422 => 0.05703720203056
423 => 0.059189713312761
424 => 0.057750390318345
425 => 0.058170461286734
426 => 0.061195704137859
427 => 0.060831698914212
428 => 0.061302755379587
429 => 0.060471353047894
430 => 0.059694692169978
501 => 0.058244996965754
502 => 0.057815813684893
503 => 0.057934424503326
504 => 0.057815754907262
505 => 0.057004663763886
506 => 0.056829508708698
507 => 0.056537575943
508 => 0.056628058114163
509 => 0.056079139106708
510 => 0.05711506268623
511 => 0.057307339231117
512 => 0.058061198023437
513 => 0.058139466144086
514 => 0.060238952150187
515 => 0.059082590538455
516 => 0.059858377743063
517 => 0.059788984033491
518 => 0.054231004520059
519 => 0.054996845058541
520 => 0.05618825260242
521 => 0.055651525118817
522 => 0.054892718031892
523 => 0.054279940624538
524 => 0.05335152019269
525 => 0.054658254121781
526 => 0.056376470282875
527 => 0.058183042941419
528 => 0.060353521619331
529 => 0.059869096045578
530 => 0.058142467352289
531 => 0.058219922654167
601 => 0.058698720852838
602 => 0.058078633682156
603 => 0.057895757869982
604 => 0.058673596524495
605 => 0.058678953071816
606 => 0.057965467841908
607 => 0.057172559575283
608 => 0.057169237260694
609 => 0.057028146893234
610 => 0.059034338190862
611 => 0.060137540555739
612 => 0.060264020928973
613 => 0.060129027418878
614 => 0.060180981063213
615 => 0.059539051914496
616 => 0.061006311590287
617 => 0.062352814165735
618 => 0.061991922711683
619 => 0.061450895118316
620 => 0.06101994058078
621 => 0.061890403518572
622 => 0.061851643174187
623 => 0.062341053640401
624 => 0.062318851154682
625 => 0.062154280822553
626 => 0.061991928589008
627 => 0.06263563684355
628 => 0.06245025920388
629 => 0.062264593621533
630 => 0.061892212872158
701 => 0.061942825600587
702 => 0.061401891423262
703 => 0.061151630521368
704 => 0.057388307016742
705 => 0.056382624006163
706 => 0.056699032353857
707 => 0.056803202197456
708 => 0.056365527662435
709 => 0.056993040516293
710 => 0.05689524330272
711 => 0.057275715051276
712 => 0.057038012820941
713 => 0.057047768203388
714 => 0.057746799779345
715 => 0.057949731619739
716 => 0.057846518847854
717 => 0.057918805535355
718 => 0.05958462173852
719 => 0.059347795944234
720 => 0.059221986961132
721 => 0.059256836909245
722 => 0.059682488664656
723 => 0.059801647916447
724 => 0.059296761793437
725 => 0.059534869007761
726 => 0.060548699306045
727 => 0.060903482532619
728 => 0.062035780286233
729 => 0.06155476007551
730 => 0.06243769349036
731 => 0.065151529793425
801 => 0.067319530015501
802 => 0.065325747414881
803 => 0.069307003729562
804 => 0.072406982847839
805 => 0.072288000485994
806 => 0.071747447422914
807 => 0.068218203613964
808 => 0.064970540842907
809 => 0.067687348653941
810 => 0.067694274355768
811 => 0.067460898155383
812 => 0.066011418618125
813 => 0.067410459409415
814 => 0.067521510186858
815 => 0.067459351282275
816 => 0.066348038719544
817 => 0.064651269841146
818 => 0.064982814418494
819 => 0.065525891199517
820 => 0.064497733555357
821 => 0.064169174889779
822 => 0.064780027959932
823 => 0.066748323828255
824 => 0.06637622889591
825 => 0.066366511993473
826 => 0.067958491906852
827 => 0.06681897785964
828 => 0.064986996257368
829 => 0.064524396741925
830 => 0.062882480106477
831 => 0.064016557774887
901 => 0.064057371211214
902 => 0.063436248462218
903 => 0.065037396945246
904 => 0.065022642080098
905 => 0.066542694265231
906 => 0.069448463137676
907 => 0.068589084297892
908 => 0.067589720207375
909 => 0.067698378793375
910 => 0.068890095289549
911 => 0.068169556291721
912 => 0.068428667139116
913 => 0.068889703094249
914 => 0.069167857532859
915 => 0.067658356650212
916 => 0.067306419786694
917 => 0.066586480476989
918 => 0.066398661749391
919 => 0.066985037295119
920 => 0.066830548055773
921 => 0.064053940999928
922 => 0.063763770113696
923 => 0.063772669240509
924 => 0.063043020750206
925 => 0.061930131666791
926 => 0.064854737730851
927 => 0.064619850934071
928 => 0.06436055408922
929 => 0.064392316473187
930 => 0.065661788841499
1001 => 0.064925430757987
1002 => 0.066883159409721
1003 => 0.066480709253634
1004 => 0.066067937769628
1005 => 0.066010880177211
1006 => 0.065851998371877
1007 => 0.065307133544069
1008 => 0.064649176523192
1009 => 0.064214736306747
1010 => 0.059234699864856
1011 => 0.060158965660932
1012 => 0.061222249209839
1013 => 0.06158929043008
1014 => 0.060961441024378
1015 => 0.065331924865394
1016 => 0.066130454378177
1017 => 0.063711656397164
1018 => 0.063259198053787
1019 => 0.065361587959059
1020 => 0.064093589839467
1021 => 0.064664569315079
1022 => 0.063430423997881
1023 => 0.065938112002221
1024 => 0.065919007621155
1025 => 0.064943460348764
1026 => 0.065767986223129
1027 => 0.065624704561873
1028 => 0.064523314094011
1029 => 0.065973028044567
1030 => 0.0659737470846
1031 => 0.065034804045151
1101 => 0.063938324136135
1102 => 0.063742299426103
1103 => 0.063594621139308
1104 => 0.064628249509371
1105 => 0.065554997473898
1106 => 0.067279445675578
1107 => 0.067713012925359
1108 => 0.06940525476546
1109 => 0.068397607143439
1110 => 0.06884428428306
1111 => 0.069329215504457
1112 => 0.06956170936475
1113 => 0.069182873095711
1114 => 0.071811621227919
1115 => 0.072033568113039
1116 => 0.072107984983787
1117 => 0.071221585904091
1118 => 0.072008915751148
1119 => 0.071640550189334
1120 => 0.072598935046275
1121 => 0.072749222029115
1122 => 0.072621934301264
1123 => 0.072669637761736
1124 => 0.070426464973845
1125 => 0.070310144631113
1126 => 0.068724108504257
1127 => 0.069370429949338
1128 => 0.068162162986752
1129 => 0.068545316887117
1130 => 0.068714207475573
1201 => 0.06862598861662
1202 => 0.06940697199411
1203 => 0.06874297657888
1204 => 0.066990583507137
1205 => 0.065237712997072
1206 => 0.065215707135676
1207 => 0.06475420727111
1208 => 0.064420627396946
1209 => 0.064484886715092
1210 => 0.064711344933712
1211 => 0.064407465233601
1212 => 0.064472313374712
1213 => 0.065549224598052
1214 => 0.065765191463714
1215 => 0.065031251670494
1216 => 0.062084377493712
1217 => 0.061361207179055
1218 => 0.06188100766014
1219 => 0.06163257650962
1220 => 0.049742299468636
1221 => 0.052535743688443
1222 => 0.050875973989436
1223 => 0.05164087222907
1224 => 0.049946677161664
1225 => 0.050755235848201
1226 => 0.050605924582633
1227 => 0.055097700224059
1228 => 0.055027567325654
1229 => 0.05506113623277
1230 => 0.053458804832786
1231 => 0.056011362260999
]
'min_raw' => 0.032587465916063
'max_raw' => 0.072749222029115
'avg_raw' => 0.052668343972589
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.032587'
'max' => '$0.072749'
'avg' => '$0.052668'
'bar_min_pct' => 61.631153054957
'bar_max_pct' => 60.119598047091
'min_diff' => 0.0050249211247657
'max_diff' => 0.011005719218027
'year' => 2035
]
10 => [
'items' => [
101 => 0.057268843837133
102 => 0.057036117464179
103 => 0.057094689678358
104 => 0.056088224979723
105 => 0.055070881011076
106 => 0.053942489981732
107 => 0.056038901040906
108 => 0.055805815918056
109 => 0.056340429328494
110 => 0.057700101754926
111 => 0.057900318684611
112 => 0.058169412268508
113 => 0.058072961374067
114 => 0.06037081298369
115 => 0.060092527992052
116 => 0.060763114753844
117 => 0.059383666907297
118 => 0.057822690730537
119 => 0.058119381269583
120 => 0.058090807584839
121 => 0.057727031782689
122 => 0.057398631254024
123 => 0.056851936900071
124 => 0.058581758731518
125 => 0.058511531124187
126 => 0.059648434456216
127 => 0.05944747574899
128 => 0.058105424319199
129 => 0.058153355948563
130 => 0.058475719191193
131 => 0.059591422054616
201 => 0.059922638627323
202 => 0.059769205914147
203 => 0.060132369765509
204 => 0.060419399666243
205 => 0.060168416301852
206 => 0.063721811464567
207 => 0.062246194051161
208 => 0.062965399711175
209 => 0.063136926023283
210 => 0.062697564981629
211 => 0.062792846659224
212 => 0.062937172438078
213 => 0.063813490305394
214 => 0.066113201953849
215 => 0.067131728588283
216 => 0.070196016221197
217 => 0.067047154129869
218 => 0.066860313684656
219 => 0.067412284419965
220 => 0.069211345648274
221 => 0.070669315796589
222 => 0.071153008607101
223 => 0.071216936596908
224 => 0.072124376464718
225 => 0.072644504074196
226 => 0.072014189396728
227 => 0.071480063704272
228 => 0.069566891772016
229 => 0.069788346632569
301 => 0.07131395101556
302 => 0.073468957064184
303 => 0.075318176444068
304 => 0.074670644269034
305 => 0.079610857678065
306 => 0.080100659658608
307 => 0.080032984862091
308 => 0.081148826666076
309 => 0.078934107922397
310 => 0.07798727275132
311 => 0.071595547741566
312 => 0.073391361754231
313 => 0.0760016828861
314 => 0.075656197096095
315 => 0.073760512116048
316 => 0.07531673839702
317 => 0.074802201320836
318 => 0.074396364580686
319 => 0.076255581362635
320 => 0.074211296138466
321 => 0.075981289577192
322 => 0.073711254683789
323 => 0.074673602141466
324 => 0.074127327180979
325 => 0.074480834029355
326 => 0.072414240217081
327 => 0.073529324074455
328 => 0.072367849062558
329 => 0.072367298372174
330 => 0.072341658746912
331 => 0.07370812894764
401 => 0.073752689491827
402 => 0.072742865948868
403 => 0.072597334599919
404 => 0.073135440273051
405 => 0.072505459459912
406 => 0.072800223517328
407 => 0.07251438756293
408 => 0.072450039868969
409 => 0.071937306495629
410 => 0.071716406860496
411 => 0.071803027299314
412 => 0.071507347085732
413 => 0.071329189061828
414 => 0.072306218631785
415 => 0.071784231145817
416 => 0.072226216563206
417 => 0.071722518397085
418 => 0.069976481102465
419 => 0.068972316590319
420 => 0.065674213998525
421 => 0.066609551802274
422 => 0.067229681733837
423 => 0.067024728795155
424 => 0.067465047013703
425 => 0.067492078976205
426 => 0.067348927034842
427 => 0.067183175425644
428 => 0.067102496708925
429 => 0.067703809764515
430 => 0.068052892232553
501 => 0.067291920068738
502 => 0.067113634937888
503 => 0.067883019809929
504 => 0.068352344137416
505 => 0.071817571281015
506 => 0.071560856061681
507 => 0.072205160884392
508 => 0.072132622049018
509 => 0.072807956149027
510 => 0.073911841985055
511 => 0.071667333429075
512 => 0.072056902505127
513 => 0.071961389164143
514 => 0.073004178776065
515 => 0.073007434251409
516 => 0.072382229787857
517 => 0.072721163270333
518 => 0.072531979898569
519 => 0.072873859821012
520 => 0.071557427473415
521 => 0.073160699972698
522 => 0.074069652167194
523 => 0.074082272969296
524 => 0.074513109095596
525 => 0.074950863552263
526 => 0.075791095111457
527 => 0.074927429950114
528 => 0.073373780400966
529 => 0.073485948880157
530 => 0.07257504471795
531 => 0.072590357181485
601 => 0.072508618051076
602 => 0.072753923334468
603 => 0.071611258188407
604 => 0.071879439414261
605 => 0.071503984127598
606 => 0.072056086338659
607 => 0.071462115625322
608 => 0.071961343104718
609 => 0.072176793135172
610 => 0.072971808385854
611 => 0.071344691226389
612 => 0.068026889192093
613 => 0.068724331404163
614 => 0.067692759589607
615 => 0.067788235488515
616 => 0.067981111999186
617 => 0.067355936122835
618 => 0.067475199978487
619 => 0.067470939034316
620 => 0.067434220519401
621 => 0.067271588128524
622 => 0.067035738985914
623 => 0.067975289379533
624 => 0.068134937299749
625 => 0.068489814850198
626 => 0.069545689724592
627 => 0.069440182925396
628 => 0.06961226889232
629 => 0.069236606192746
630 => 0.067805661403722
701 => 0.067883368590249
702 => 0.066914358729083
703 => 0.068465035089417
704 => 0.068097814459362
705 => 0.067861064930254
706 => 0.067796465627768
707 => 0.068854957811746
708 => 0.069171675263024
709 => 0.068974318201505
710 => 0.068569533110504
711 => 0.069346840149196
712 => 0.069554814720798
713 => 0.069601372557573
714 => 0.070978611596293
715 => 0.06967834492062
716 => 0.069991332032994
717 => 0.072433168137622
718 => 0.070218759741073
719 => 0.071391781255926
720 => 0.071334367956883
721 => 0.071934446070997
722 => 0.071285144036558
723 => 0.071293192913456
724 => 0.071826021625977
725 => 0.071077759795406
726 => 0.070892479643327
727 => 0.070636516440231
728 => 0.071195402729964
729 => 0.071530429784407
730 => 0.074230501792956
731 => 0.075974871448722
801 => 0.075899143761518
802 => 0.076591153066276
803 => 0.076279396536404
804 => 0.075272652464228
805 => 0.076991041836071
806 => 0.076447271538355
807 => 0.076492099301018
808 => 0.076490430809452
809 => 0.076851990520209
810 => 0.076595792328677
811 => 0.076090799394963
812 => 0.076426037271396
813 => 0.077421573914668
814 => 0.080511750202181
815 => 0.082241053792063
816 => 0.080407643954692
817 => 0.081672305510175
818 => 0.080913959221872
819 => 0.08077614514244
820 => 0.081570446057038
821 => 0.082366137290239
822 => 0.082315455198551
823 => 0.081737824222445
824 => 0.081411535140885
825 => 0.083882305381314
826 => 0.085702726805989
827 => 0.085578586269086
828 => 0.08612650222631
829 => 0.08773520042312
830 => 0.087882279625375
831 => 0.087863751026467
901 => 0.087499199877553
902 => 0.089083172168171
903 => 0.090404549720346
904 => 0.087414816819474
905 => 0.088553267969649
906 => 0.089064355369567
907 => 0.089814783305446
908 => 0.0910808810196
909 => 0.092456198953003
910 => 0.09265068398838
911 => 0.092512687548814
912 => 0.091605628401204
913 => 0.09311051769489
914 => 0.093992046549134
915 => 0.094516976808407
916 => 0.095848112605858
917 => 0.089067511671354
918 => 0.08426786531218
919 => 0.083518331225461
920 => 0.085042538264776
921 => 0.08544445950572
922 => 0.085282445557462
923 => 0.079880007215455
924 => 0.083489888505651
925 => 0.087373817246462
926 => 0.087523014767194
927 => 0.089467390703964
928 => 0.090100559211639
929 => 0.091666036695919
930 => 0.091568115653043
1001 => 0.091949284508278
1002 => 0.091861660389384
1003 => 0.094761377778836
1004 => 0.097960196671601
1005 => 0.097849431744966
1006 => 0.097389563682424
1007 => 0.098072546174456
1008 => 0.10137407007805
1009 => 0.10107011866285
1010 => 0.1013653815722
1011 => 0.10525806432028
1012 => 0.11031910562044
1013 => 0.10796774381628
1014 => 0.11306952234518
1015 => 0.11628082149547
1016 => 0.12183443132136
1017 => 0.12113909201905
1018 => 0.12330107157
1019 => 0.11989428954623
1020 => 0.11207162939542
1021 => 0.11083366348261
1022 => 0.11331210259034
1023 => 0.11940510329414
1024 => 0.11312021231503
1025 => 0.11439163757464
1026 => 0.11402546701434
1027 => 0.11400595534131
1028 => 0.1147506365413
1029 => 0.11367043762075
1030 => 0.10926951289437
1031 => 0.11128643076166
1101 => 0.11050760191274
1102 => 0.11137177058615
1103 => 0.11603533250624
1104 => 0.11397346061594
1105 => 0.11180144607237
1106 => 0.11452563431862
1107 => 0.11799446208872
1108 => 0.11777738908095
1109 => 0.1173561767164
1110 => 0.11973052876143
1111 => 0.12365226271993
1112 => 0.12471229165011
1113 => 0.12549478333504
1114 => 0.12560267571808
1115 => 0.12671403431819
1116 => 0.12073797902697
1117 => 0.13022213225012
1118 => 0.13185978351732
1119 => 0.13155197295277
1120 => 0.13337215341336
1121 => 0.13283661014833
1122 => 0.13206069198147
1123 => 0.13494606517499
1124 => 0.13163821764624
1125 => 0.12694314452559
1126 => 0.12436733455359
1127 => 0.12775936890939
1128 => 0.12983076592478
1129 => 0.13119982758637
1130 => 0.13161410481796
1201 => 0.12120188318758
1202 => 0.11559027321709
1203 => 0.11918725087094
1204 => 0.12357581185876
1205 => 0.1207136003491
1206 => 0.12082579362139
1207 => 0.11674503218457
1208 => 0.12393686869706
1209 => 0.12288907861006
1210 => 0.12832501543495
1211 => 0.12702768548557
1212 => 0.13146048094441
1213 => 0.13029317734094
1214 => 0.13513858933587
1215 => 0.13707155536494
1216 => 0.14031730616988
1217 => 0.14270489367459
1218 => 0.14410693072462
1219 => 0.14402275767904
1220 => 0.14957832696335
1221 => 0.1463024018532
1222 => 0.14218706783858
1223 => 0.14211263442997
1224 => 0.14424402423088
1225 => 0.14871083253533
1226 => 0.14986901093926
1227 => 0.15051627466546
1228 => 0.14952496773738
1229 => 0.14596918581798
1230 => 0.14443381721341
1231 => 0.14574199574841
]
'min_raw' => 0.053942489981732
'max_raw' => 0.15051627466546
'avg_raw' => 0.10222938232359
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.053942'
'max' => '$0.150516'
'avg' => '$0.102229'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.021355024065669
'max_diff' => 0.07776705263634
'year' => 2036
]
11 => [
'items' => [
101 => 0.14414220581316
102 => 0.14690389206318
103 => 0.15069627714881
104 => 0.14991316462535
105 => 0.1525309923805
106 => 0.15524016870358
107 => 0.1591144125223
108 => 0.16012728331935
109 => 0.16180152023084
110 => 0.16352485997094
111 => 0.16407835025016
112 => 0.16513513493112
113 => 0.16512956515421
114 => 0.1683142569201
115 => 0.17182707055958
116 => 0.17315307638666
117 => 0.17620215366964
118 => 0.17098071567495
119 => 0.17494123637348
120 => 0.17851372518182
121 => 0.17425445674809
122 => 0.18012486600172
123 => 0.18035280069041
124 => 0.18379434387303
125 => 0.18030568053755
126 => 0.17823412338515
127 => 0.18421463126389
128 => 0.18710841064218
129 => 0.18623678074308
130 => 0.17960363417326
131 => 0.17574285836059
201 => 0.16563846337078
202 => 0.17760755571359
203 => 0.18343735145056
204 => 0.17958853641068
205 => 0.18152965484459
206 => 0.19211976761026
207 => 0.1961517968924
208 => 0.19531316298773
209 => 0.19545487831253
210 => 0.19763048812667
211 => 0.20727834017275
212 => 0.20149712359128
213 => 0.20591664704976
214 => 0.20826074635637
215 => 0.21043807643041
216 => 0.20509124192079
217 => 0.19813508878437
218 => 0.19593178308662
219 => 0.17920584760682
220 => 0.17833519002804
221 => 0.17784646354544
222 => 0.17476511220442
223 => 0.17234401410355
224 => 0.17041866700412
225 => 0.16536598125791
226 => 0.16707111437411
227 => 0.15901818787213
228 => 0.16417016486991
301 => 0.15131749972803
302 => 0.16202158117719
303 => 0.15619583629928
304 => 0.16010766730189
305 => 0.16009401929204
306 => 0.15289109816908
307 => 0.14873660358648
308 => 0.15138400922986
309 => 0.15422223823088
310 => 0.15468273133735
311 => 0.15836256932253
312 => 0.15938953300635
313 => 0.15627778510005
314 => 0.15105115681075
315 => 0.15226518335565
316 => 0.1487120013773
317 => 0.14248518663141
318 => 0.14695739369166
319 => 0.1484844018111
320 => 0.14915881558837
321 => 0.1430354584403
322 => 0.14111136667982
323 => 0.14008699637124
324 => 0.15026070829676
325 => 0.15081804720189
326 => 0.14796662256344
327 => 0.16085533231243
328 => 0.15793822034621
329 => 0.16119734912227
330 => 0.15215502317153
331 => 0.15250045219995
401 => 0.14821967018517
402 => 0.15061662207149
403 => 0.1489225337356
404 => 0.15042297204621
405 => 0.15132232858306
406 => 0.15560240816363
407 => 0.16207045281082
408 => 0.15496310700237
409 => 0.15186633465456
410 => 0.15378755480223
411 => 0.15890401723091
412 => 0.16665571971725
413 => 0.16206655582779
414 => 0.16410314883287
415 => 0.16454805380277
416 => 0.16116417425076
417 => 0.16678048818305
418 => 0.16979031644621
419 => 0.17287777744802
420 => 0.1755585333272
421 => 0.17164457762918
422 => 0.17583307126957
423 => 0.17245788476407
424 => 0.16942999354827
425 => 0.16943458560939
426 => 0.16753514521929
427 => 0.16385474011857
428 => 0.16317601695045
429 => 0.16670682058428
430 => 0.16953819073027
501 => 0.16977139593684
502 => 0.17133898793071
503 => 0.17226667272519
504 => 0.18135924483751
505 => 0.18501635255878
506 => 0.18948819465485
507 => 0.19123022917048
508 => 0.19647312850859
509 => 0.1922390614856
510 => 0.19132299445165
511 => 0.17860543559671
512 => 0.18068793514675
513 => 0.18402221785769
514 => 0.17866041669052
515 => 0.18206124541459
516 => 0.18273264104412
517 => 0.17847822473858
518 => 0.18075069230984
519 => 0.17471569218023
520 => 0.16220199932189
521 => 0.16679441950043
522 => 0.17017598654375
523 => 0.16535007342872
524 => 0.17400033589878
525 => 0.16894703114143
526 => 0.16734537613476
527 => 0.16109674892249
528 => 0.16404586043497
529 => 0.16803457598279
530 => 0.16557001351219
531 => 0.17068435069461
601 => 0.17792761608883
602 => 0.18308959835265
603 => 0.18348587125428
604 => 0.18016706248459
605 => 0.18548547471838
606 => 0.18552421354526
607 => 0.1795250228192
608 => 0.17585055190312
609 => 0.17501570437983
610 => 0.1771013171745
611 => 0.17963363613259
612 => 0.18362639733241
613 => 0.18603913930291
614 => 0.19233029074249
615 => 0.1940324959406
616 => 0.19590270337695
617 => 0.19840187726252
618 => 0.20140277628719
619 => 0.1948369800625
620 => 0.19509785138668
621 => 0.18898387285189
622 => 0.18245020995425
623 => 0.18740844566098
624 => 0.19389067928107
625 => 0.19240364772639
626 => 0.19223632629919
627 => 0.19251771452865
628 => 0.19139654129833
629 => 0.18632551633021
630 => 0.18377887933752
701 => 0.18706469077448
702 => 0.18881095331858
703 => 0.19151925423439
704 => 0.19118539898122
705 => 0.19816169129004
706 => 0.20087246752913
707 => 0.20017893496651
708 => 0.20030656164883
709 => 0.20521429254614
710 => 0.21067269865578
711 => 0.21578521627759
712 => 0.22098588879023
713 => 0.21471627509054
714 => 0.21153295190985
715 => 0.21481732886432
716 => 0.21307459222133
717 => 0.22308887390126
718 => 0.2237822410371
719 => 0.23379579857048
720 => 0.24329985706191
721 => 0.23733052820634
722 => 0.24295933645267
723 => 0.24904735149454
724 => 0.26079212025516
725 => 0.25683689532253
726 => 0.25380725501041
727 => 0.25094425955458
728 => 0.25690169861044
729 => 0.2645658487834
730 => 0.26621663332434
731 => 0.26889153492888
801 => 0.26607920296311
802 => 0.26946634704768
803 => 0.28142445405275
804 => 0.27819326798285
805 => 0.27360446432451
806 => 0.28304424133621
807 => 0.28646045994054
808 => 0.3104372711933
809 => 0.34070898583257
810 => 0.32817629719712
811 => 0.32039685293375
812 => 0.32222520686653
813 => 0.33327941229058
814 => 0.33682967222985
815 => 0.32717884186694
816 => 0.33058767830453
817 => 0.34937070222507
818 => 0.35944719192689
819 => 0.3457619654587
820 => 0.30800496839694
821 => 0.27319129276227
822 => 0.28242544722083
823 => 0.2813785806744
824 => 0.30155859664707
825 => 0.27811620526371
826 => 0.27851091501324
827 => 0.29910823234521
828 => 0.29361322120846
829 => 0.28471200691477
830 => 0.27325628147728
831 => 0.25207931347975
901 => 0.23332228236089
902 => 0.27010913987125
903 => 0.26852282368285
904 => 0.26622560276315
905 => 0.27133781933468
906 => 0.29616129187803
907 => 0.29558903049016
908 => 0.2919485955109
909 => 0.29470983335735
910 => 0.2842279485699
911 => 0.2869293689477
912 => 0.27318577809818
913 => 0.27939845514522
914 => 0.28469290890663
915 => 0.28575584888496
916 => 0.2881507069312
917 => 0.26768690713432
918 => 0.27687455245753
919 => 0.28227143331896
920 => 0.25788812924679
921 => 0.28178945379575
922 => 0.2673306779077
923 => 0.26242315220777
924 => 0.26903048904538
925 => 0.26645560345392
926 => 0.26424186802474
927 => 0.26300656561845
928 => 0.26785826456683
929 => 0.26763192701186
930 => 0.25969360585811
1001 => 0.24933838952042
1002 => 0.25281394002174
1003 => 0.25155123994115
1004 => 0.24697505195755
1005 => 0.25005885012745
1006 => 0.23647936366172
1007 => 0.21311656299773
1008 => 0.2285507447383
1009 => 0.22795654553045
1010 => 0.22765692334506
1011 => 0.23925528435365
1012 => 0.23814036956239
1013 => 0.23611678829898
1014 => 0.24693788730073
1015 => 0.24298804060077
1016 => 0.25516053742913
1017 => 0.26317813110802
1018 => 0.26114461000907
1019 => 0.26868519561646
1020 => 0.25289400968567
1021 => 0.25813920821946
1022 => 0.25922023636774
1023 => 0.24680435661877
1024 => 0.23832278341062
1025 => 0.23775715917466
1026 => 0.22305128006452
1027 => 0.23090704198345
1028 => 0.23781978737858
1029 => 0.23450911878503
1030 => 0.23346106001172
1031 => 0.23881536498834
1101 => 0.23923144034154
1102 => 0.22974487819479
1103 => 0.23171743486545
1104 => 0.23994332409238
1105 => 0.23151016356239
1106 => 0.21512591020158
1107 => 0.21106238883807
1108 => 0.21052024018262
1109 => 0.19949964796285
1110 => 0.21133393276607
1111 => 0.20616795031035
1112 => 0.22248722698999
1113 => 0.21316574367261
1114 => 0.21276391315741
1115 => 0.21215648739797
1116 => 0.20267060841948
1117 => 0.20474741305671
1118 => 0.21165102797714
1119 => 0.21411431555554
1120 => 0.21385737448
1121 => 0.21161719649778
1122 => 0.21264273850647
1123 => 0.20933911037395
1124 => 0.20817253052129
1125 => 0.20449048361321
1126 => 0.19907889184976
1127 => 0.19983140687568
1128 => 0.18910962757227
1129 => 0.18326783315987
1130 => 0.18165090146013
1201 => 0.17948867281501
1202 => 0.18189513093907
1203 => 0.18907925411862
1204 => 0.18041367736732
1205 => 0.16555715384676
1206 => 0.16645005622463
1207 => 0.16845614276261
1208 => 0.16471781377067
1209 => 0.16117979911398
1210 => 0.16425581580977
1211 => 0.15796091094402
1212 => 0.16921685194137
1213 => 0.1689124102818
1214 => 0.17310792902289
1215 => 0.17573147299241
1216 => 0.16968505352512
1217 => 0.16816439538035
1218 => 0.16903063136967
1219 => 0.15471368003076
1220 => 0.17193792865554
1221 => 0.1720868846729
1222 => 0.17081143281844
1223 => 0.17998281347212
1224 => 0.19933728727675
1225 => 0.19205535569954
1226 => 0.1892355716953
1227 => 0.18387516024199
1228 => 0.19101759023379
1229 => 0.19046916304969
1230 => 0.18798896733833
1231 => 0.18648893723342
]
'min_raw' => 0.14008699637124
'max_raw' => 0.35944719192689
'avg_raw' => 0.24976709414906
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$0.140086'
'max' => '$0.359447'
'avg' => '$0.249767'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.086144506389506
'max_diff' => 0.20893091726143
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.0043971707422679
]
1 => [
'year' => 2028
'avg' => 0.007546821501519
]
2 => [
'year' => 2029
'avg' => 0.020616556159913
]
3 => [
'year' => 2030
'avg' => 0.015905642374276
]
4 => [
'year' => 2031
'avg' => 0.015621311976098
]
5 => [
'year' => 2032
'avg' => 0.027389076101908
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.0043971707422679
'min' => '$0.004397'
'max_raw' => 0.027389076101908
'max' => '$0.027389'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.027389076101908
]
1 => [
'year' => 2033
'avg' => 0.070447520119591
]
2 => [
'year' => 2034
'avg' => 0.044653023801193
]
3 => [
'year' => 2035
'avg' => 0.052668343972589
]
4 => [
'year' => 2036
'avg' => 0.10222938232359
]
5 => [
'year' => 2037
'avg' => 0.24976709414906
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.027389076101908
'min' => '$0.027389'
'max_raw' => 0.24976709414906
'max' => '$0.249767'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 0.24976709414906
]
]
]
]
'prediction_2025_max_price' => '$0.007518'
'last_price' => false
'sma_50day_nextmonth' => '—'
'sma_200day_nextmonth' => '—'
'sma_50day_ts_nextmonth' => 1770163200
'sma_200day_ts_nextmonth' => 1770163200
'sma_200day_direction' => 'decrease'
'sma_200day_direction_label' => 'diminuir'
'sma_200day_date_nextmonth' => '4 de fev. de 2026'
'sma_50day_date_nextmonth' => '4 de fev. de 2026'
'daily_sma3' => '—'
'daily_sma3_action' => '—'
'daily_sma5' => '—'
'daily_sma5_action' => '—'
'daily_sma10' => '—'
'daily_sma10_action' => '—'
'daily_sma21' => '—'
'daily_sma21_action' => '—'
'daily_sma50' => '—'
'daily_sma50_action' => '—'
'daily_sma100' => '—'
'daily_sma100_action' => '—'
'daily_sma200' => '—'
'daily_sma200_action' => '—'
'daily_ema3' => '—'
'daily_ema3_action' => '—'
'daily_ema5' => '—'
'daily_ema5_action' => '—'
'daily_ema10' => '—'
'daily_ema10_action' => '—'
'daily_ema21' => '—'
'daily_ema21_action' => '—'
'daily_ema50' => '—'
'daily_ema50_action' => '—'
'daily_ema100' => '—'
'daily_ema100_action' => '—'
'daily_ema200' => '—'
'daily_ema200_action' => '—'
'weekly_sma21' => '—'
'weekly_sma21_action' => '—'
'weekly_sma50' => '—'
'weekly_sma50_action' => '—'
'weekly_sma100' => '—'
'weekly_sma100_action' => '—'
'weekly_sma200' => '—'
'weekly_sma200_action' => '—'
'weekly_ema3' => '—'
'weekly_ema3_action' => '—'
'weekly_ema5' => '—'
'weekly_ema5_action' => '—'
'weekly_ema10' => '—'
'weekly_ema10_action' => '—'
'weekly_ema21' => '—'
'weekly_ema21_action' => '—'
'weekly_ema50' => '—'
'weekly_ema50_action' => '—'
'weekly_ema100' => '—'
'weekly_ema100_action' => '—'
'weekly_ema200' => '—'
'weekly_ema200_action' => '—'
'rsi_14' => '—'
'rsi_14_action' => '—'
'stoch_rsi_14' => '—'
'stoch_rsi_14_action' => '—'
'momentum_10' => '—'
'momentum_10_action' => '—'
'vwma_10' => '—'
'vwma_10_action' => '—'
'hma_9' => '—'
'hma_9_action' => '—'
'stochastic_fast_14' => '—'
'stochastic_fast_14_action' => '—'
'cci_20' => '—'
'cci_20_action' => '—'
'adx_14' => '—'
'adx_14_action' => '—'
'ao_5_34' => '—'
'ao_5_34_action' => '—'
'macd_12_26' => '—'
'macd_12_26_action' => '—'
'williams_percent_r_14' => '—'
'williams_percent_r_14_action' => '—'
'ultimate_oscillator' => '—'
'ultimate_oscillator_action' => '—'
'ichimoku_cloud' => '—'
'ichimoku_cloud_action' => '—'
'sell_signals' => 0
'buy_signals' => 0
'sell_pct' => 0
'buy_pct' => 0
'overall_action' => 'neutral'
'overall_action_label' => 'Neutro'
'overall_action_dir' => 0
'last_updated' => 1767706841
'last_updated_date' => '6 de janeiro de 2026'
]
Previsão de preço de BLink para 2026
A previsão de preço para BLink em 2026 sugere que o preço médio poderia variar entre $0.002518 na extremidade inferior e $0.007518 na extremidade superior. No mercado de criptomoedas, comparado ao preço médio de hoje, BLink poderia potencialmente ganhar 3.13% até 2026 se BLINK atingir a meta de preço prevista.
Previsão de preço de BLink 2027-2032
A previsão de preço de BLINK para 2027-2032 está atualmente dentro de uma faixa de preço entre $0.004397 na extremidade inferior e $0.027389 na extremidade superior. Considerando a volatilidade de preços no mercado, se BLink atingir a meta de preço superior, poderia ganhar 275.71% até 2032 em comparação com o preço de hoje.
| Previsão de Preço de BLink | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2027 | $0.002424 | $0.004397 | $0.006369 |
| 2028 | $0.004375 | $0.007546 | $0.010717 |
| 2029 | $0.009612 | $0.020616 | $0.03162 |
| 2030 | $0.008174 | $0.0159056 | $0.023636 |
| 2031 | $0.009665 | $0.015621 | $0.021577 |
| 2032 | $0.014753 | $0.027389 | $0.040024 |
Previsão de preço de BLink 2032-2037
A previsão de preço de BLink para 2032-2037 é atualmente estimada entre $0.027389 na extremidade inferior e $0.249767 na extremidade superior. Comparado ao preço atual, BLink poderia potencialmente ganhar 3326.16% até 2037 se atingir a meta de preço superior. Por favor, note que esta informação é apenas para fins gerais e não deve ser considerada como aconselhamento de investimento a longo prazo.
| Previsão de Preço de BLink | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2032 | $0.014753 | $0.027389 | $0.040024 |
| 2033 | $0.034283 | $0.070447 | $0.106611 |
| 2034 | $0.027562 | $0.044653 | $0.061743 |
| 2035 | $0.032587 | $0.052668 | $0.072749 |
| 2036 | $0.053942 | $0.102229 | $0.150516 |
| 2037 | $0.140086 | $0.249767 | $0.359447 |
BLink Histograma de preços potenciais
Previsão de preço de BLink baseada na análise técnica
Indicador de Sentimento de Mercado
Altista 0%
Baixista 0%
Em 6 de janeiro de 2026, o sentimento geral de previsão de preço para BLink é Neutro, com 0 indicadores técnicos mostrando sinais de alta e 0 indicando sinais de baixa. A previsão de preço de BLINK 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 BLink
De acordo com nossos indicadores técnicos, o SMA de 200 dias de BLink está projetado para diminuir no próximo mês, alcançando — até 4 de fev. de 2026. O SMA de 50 dias de curto prazo para BLink é esperado para alcançar — 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 —, sugerindo que o mercado de BLINK está em um estado —.
Médias Móveis e Osciladores Populares de BLINK 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 | — | — |
| SMA 5 | — | — |
| SMA 10 | — | — |
| SMA 21 | — | — |
| SMA 50 | — | — |
| SMA 100 | — | — |
| SMA 200 | — | — |
Média Móvel Exponencial Diária (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 3 | — | — |
| EMA 5 | — | — |
| EMA 10 | — | — |
| EMA 21 | — | — |
| EMA 50 | — | — |
| EMA 100 | — | — |
| EMA 200 | — | — |
Média Móvel Simples Semanal (SMA)
| Período | Valor | Ação |
|---|---|---|
| SMA 21 | — | — |
| SMA 50 | — | — |
| SMA 100 | — | — |
| SMA 200 | — | — |
Média Móvel Exponencial Semanal (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 21 | — | — |
| EMA 50 | — | — |
| EMA 100 | — | — |
| EMA 200 | — | — |
Osciladores de BLink
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) | — | — |
| Stoch RSI (14) | — | — |
| Estocástico Rápido (14) | — | — |
| Índice de Canal de Commodities (20) | — | — |
| Índice Direcional Médio (14) | — | — |
| Oscilador Impressionante (5, 34) | — | — |
| Momentum (10) | — | — |
| MACD (12, 26) | — | — |
| Williams Percent Range (14) | — | — |
| Oscilador Ultimate (7, 14, 28) | — | — |
| VWMA (10) | — | — |
| Média Móvel de Hull (9) | — | — |
| Nuvem Ichimoku B/L (9, 26, 52, 26) | — | — |
Previsão do preço de BLink com base nos fluxos financeiros mundiais
Definições dos fluxos financeiros mundiais, usadas na previsão do preço do BLink
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 BLink por empresas de Internet ou nichos tecnológicos
| Comparação | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook stock | $0.010244 | $0.014395 | $0.020228 | $0.028424 | $0.03994 | $0.056123 |
| Amazon.com stock | $0.015212 | $0.031742 | $0.066231 | $0.138196 | $0.288355 | $0.601671 |
| Apple stock | $0.010341 | $0.014668 | $0.0208062 | $0.029512 | $0.04186 | $0.059375 |
| Netflix stock | $0.0115037 | $0.018151 | $0.028639 | $0.045188 | $0.07130077 | $0.1125014 |
| Google stock | $0.009441 | $0.012226 | $0.015833 | $0.0205044 | $0.026553 | $0.034386 |
| Tesla stock | $0.016527 | $0.037467 | $0.084934 | $0.19254 | $0.436475 | $0.989457 |
| Kodak stock | $0.005467 | $0.004099 | $0.003074 | $0.0023055 | $0.001728 | $0.001296 |
| Nokia stock | $0.004829 | $0.003199 | $0.002119 | $0.0014041 | $0.00093 | $0.000616 |
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 BLink
Você pode fazer perguntas como: 'Devo investir em BLink agora?', 'Devo comprar BLINK hoje?', 'BLink será um bom ou mau investimento no curto ou no longo prazo?'.
Atualizamos a previsão para BLink regularmente com novos valores. Veja nossas previsões semelhantes. Fazemos previsões de preços futuros para uma enorme quantidade de moedas digitais, como BLink, 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 BLink para poder tomar sozinho uma decisão de tão grande responsabilidade sobre o seu investimento.
O preço de BLink é de $0.00729 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 BLink com base no padrão de crescimento do Bitcoin
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Se BLink tiver 1% da média anterior do crescimento anual do Bitcoin | $0.00748 | $0.007674 | $0.007874 | $0.008078 |
| Se BLink tiver 2% da média anterior do crescimento anual do Bitcoin | $0.007669 | $0.008068 | $0.008488 | $0.008929 |
| Se BLink tiver 5% da média anterior do crescimento anual do Bitcoin | $0.008238 | $0.009309 | $0.010518 | $0.011886 |
| Se BLink tiver 10% da média anterior do crescimento anual do Bitcoin | $0.009185 | $0.011573 | $0.014581 | $0.018372 |
| Se BLink tiver 20% da média anterior do crescimento anual do Bitcoin | $0.011081 | $0.016841 | $0.025597 | $0.0389039 |
| Se BLink tiver 50% da média anterior do crescimento anual do Bitcoin | $0.016766 | $0.038556 | $0.088667 | $0.2039059 |
| Se BLink tiver 100% da média anterior do crescimento anual do Bitcoin | $0.026241 | $0.094453 | $0.339967 | $1.22 |
Perguntas Frequentes sobre BLink
BLINK é um bom investimento?
A decisão de adquirir BLink depende inteiramente da sua tolerância individual ao risco. Como você pode perceber, o valor de BLink experimentou uma queda de 0% nas últimas 24 horas, e BLink registrou um declínio de durante os últimos 30 dias. Consequentemente, a decisão de investir ou não em BLink dependerá de quão alinhado esse investimento está com suas aspirações de negociação.
BLink pode subir?
Parece que o valor médio de BLink pode potencialmente subir para $0.007518 até o final deste ano. Observando as perspectivas de BLink em um horizonte de cinco anos mais longo, a moeda digital poderia potencialmente crescer até $0.023636. 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 BLink na próxima semana?
Com base na nossa nova previsão experimental de BLink, o preço de BLink aumentará 0.86% na próxima semana e atingirá $0.007352 até 13 de janeiro de 2026.
Qual será o preço de BLink no próximo mês?
Com base na nossa nova previsão experimental de BLink, o preço de BLink diminuirá -11.62% no próximo mês e atingirá $0.006443 até 5 de fevereiro de 2026.
Até onde o preço de BLink pode subir este ano em 2026?
De acordo com nossa previsão mais recente sobre o valor de BLink em 2026, espera-se que BLINK fluctue dentro do intervalo de $0.002518 e $0.007518. No entanto, é crucial lembrar que o mercado de criptomoedas é excepcionalmente instável, e essa previsão de preço de BLink não considera flutuações repentinas e extremas de preço.
Onde estará BLink em 5 anos?
O futuro de BLink parece seguir uma tendência de alta, com um preço máximo de $0.023636 projetada após um período de cinco anos. Com base na previsão de BLink para 2030, o valor de BLink pode potencialmente atingir seu pico mais alto de aproximadamente $0.023636, enquanto seu pico mais baixo está previsto para cerca de $0.008174.
Quanto será BLink em 2026?
Com base na nossa nova simulação experimental de previsão de preços de BLink, espera-se que o valor de BLINK em 2026 aumente 3.13% para $0.007518 se o melhor cenário ocorrer. O preço ficará entre $0.007518 e $0.002518 durante 2026.
Quanto será BLink em 2027?
De acordo com nossa última simulação experimental para previsão de preços de BLink, o valor de BLINK pode diminuir -12.62% para $0.006369 em 2027, assumindo as condições mais favoráveis. O preço está projetado para flutuar entre $0.006369 e $0.002424 ao longo do ano.
Quanto será BLink em 2028?
Nosso novo modelo experimental de previsão de preços de BLink sugere que o valor de BLINK em 2028 pode aumentar 47.02%, alcançando $0.010717 no melhor cenário. O preço é esperado para variar entre $0.010717 e $0.004375 durante o ano.
Quanto será BLink em 2029?
Com base no nosso modelo de previsão experimental, o valor de BLink pode experimentar um 333.75% crescimento em 2029, potencialmente alcançando $0.03162 sob condições ótimas. A faixa de preço prevista para 2029 está entre $0.03162 e $0.009612.
Quanto será BLink em 2030?
Usando nossa nova simulação experimental para previsões de preços de BLink, espera-se que o valor de BLINK em 2030 aumente 224.23%, alcançando $0.023636 no melhor cenário. O preço está previsto para variar entre $0.023636 e $0.008174 ao longo de 2030.
Quanto será BLink em 2031?
Nossa simulação experimental indica que o preço de BLink poderia aumentar 195.98% em 2031, potencialmente atingindo $0.021577 sob condições ideais. O preço provavelmente oscilará entre $0.021577 e $0.009665 durante o ano.
Quanto será BLink em 2032?
Com base nos achados da nossa mais recente previsão experimental de preços de BLink, BLINK poderia ver um 449.04% aumento em valor, atingindo $0.040024 se o cenário mais positivo se desenrolar em 2032. O preço é esperado para permanecer dentro de uma faixa de $0.040024 e $0.014753 ao longo do ano.
Quanto será BLink em 2033?
De acordo com nossa previsão experimental de preços de BLink, espera-se que o valor de BLINK seja aumentar 1362.43% em 2033, com o preço potencial mais alto sendo $0.106611. Ao longo do ano, o preço de BLINK poderia variar entre $0.106611 e $0.034283.
Quanto será BLink em 2034?
Os resultados da nossa nova simulação de previsão de preços de BLink sugerem que BLINK pode aumentar 746.96% em 2034, atingindo potencialmente $0.061743 nas melhores circunstâncias. A faixa de preço prevista para o ano é entre $0.061743 e $0.027562.
Quanto será BLink em 2035?
Com base em nossa previsão experimental para o preço de BLink, BLINK poderia aumentar 897.93%, com o valor potencialmente atingindo $0.072749 em 2035. A faixa de preço esperada para o ano está entre $0.072749 e $0.032587.
Quanto será BLink em 2036?
Nossa recente simulação de previsão de preços de BLink sugere que o valor de BLINK pode aumentar 1964.7% em 2036, possivelmente atingindo $0.150516 se as condições forem ideais. A faixa de preço esperada para 2036 está entre $0.150516 e $0.053942.
Quanto será BLink em 2037?
De acordo com a simulação experimental, o valor de BLink poderia aumentar 4830.69% em 2037, com um pico de $0.359447 sob condições favoráveis. O preço é esperado para cair entre $0.359447 e $0.140086 ao longo do ano.
Previsões relacionadas
Previsão de Preço do SolPod- Previsão de Preço do zuzalu
- Previsão de Preço do SOFT COQ INU
- Previsão de Preço do All Street Bets
- Previsão de Preço do MagicRing
- Previsão de Preço do AI INU
- Previsão de Preço do Wall Street Baby On Solana
- Previsão de Preço do Meta Masters Guild Games
- Previsão de Preço do Morfey
- Previsão de Preço do PANTIES
- Previsão de Preço do Celer Bridged BUSD (zkSync)
- Previsão de Preço do Bridged BUSD
- Previsão de Preço do Multichain Bridged BUSD (Moonriver)
- Previsão de Preço do tooker kurlson
- Previsão de Preço do dogwifsaudihat
- Previsão de Preço do Harmony Horizen Bridged BUSD (Harmony)
- Previsão de Preço do IoTeX Bridged BUSD (IoTeX)
- Previsão de Preço do MIMANY
- Previsão de Preço do The Open League MEME
- Previsão de Preço do Sandwich Cat
- Previsão de Preço do Hege
- Previsão de Preço do DexNet
- Previsão de Preço do SolDocs
- Previsão de Preço do Secret Society
- Previsão de Preço do duk
Previsão de Preço do SolPod
Previsão de Preço do zuzalu
Previsão de Preço do SOFT COQ INU
Previsão de Preço do All Street Bets
Previsão de Preço do MagicRing
Previsão de Preço do AI INU
Previsão de Preço do Wall Street Baby On Solana
Previsão de Preço do Meta Masters Guild Games
Previsão de Preço do Morfey
Previsão de Preço do PANTIES
Previsão de Preço do Celer Bridged BUSD (zkSync)
Previsão de Preço do tooker kurlson
Previsão de Preço do dogwifsaudihat
Previsão de Preço do MIMANY
Previsão de Preço do The Open League MEME
Previsão de Preço do Sandwich Cat
Previsão de Preço do Hege
Previsão de Preço do DexNet
Previsão de Preço do SolDocs
Previsão de Preço do Secret Society
Previsão de Preço do dukComo ler e prever os movimentos de preço de BLink?
Traders de BLink 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 BLink
Médias móveis são ferramentas populares para a previsão de preço de BLink. Uma média móvel simples (SMA) calcula o preço médio de fechamento de BLINK 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 BLINK 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 BLINK.
Como ler gráficos de BLink 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 BLink 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 BLINK 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 BLink?
A ação de preço de BLink 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 BLINK. A capitalização de mercado de BLink pode mudar rapidamente.
Traders frequentemente monitoram a atividade de "baleias" de BLINK, grandes detentores de BLink, pois suas ações podem influenciar significativamente os movimentos de preço no relativamente pequeno mercado de BLink.
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