Non-Playable Coin Geleceği Fiyat Tahmini - NPC
$0.01385
5.9131%
Add to portfolio
Add to favorites
Sentiment
Boğa 67.65%
Ayı 32.35%
SMA 50
$0.012503
SMA 200
$0.017999
RSI (14)
68.89
Momentum (10)
0
MACD (12, 26)
0
Hull Moving Average (9)
0.013375
2026 yılına kadar Non-Playable Coin fiyat tahmini $0.014285 olacak
| Yıl | Min. fiyat | Max. fiyat |
|---|---|---|
| 2026 | $0.004785 | $0.014285 |
| 2027 | $0.004607 | $0.0121027 |
| 2028 | $0.008314 | $0.020364 |
| 2029 | $0.018264 | $0.060081 |
| 2030 | $0.015533 | $0.04491 |
| 2031 | $0.018364 | $0.040998 |
| 2032 | $0.028032 | $0.076049 |
| 2033 | $0.065141 | $0.202568 |
| 2034 | $0.05237 | $0.117316 |
| 2035 | $0.061918 | $0.138228 |
Yatırım Kârı Hesaplayıcı
Bugün Non-Playable Coin’de $10,000.00 tutarında short açıp Apr 06, 2026 tarihinde kapatırsanız, tahminimize göre yaklaşık $3,954.44 kazanç elde edebilir ve önümüzdeki 90 gün içinde 39.54% getiri sağlayabilirsiniz.
$
≈ $3,954.44
(39.54% ROI)
Non-Playable Coin için uzun vadeli fiyat tahmini: 2027, 2028, 2029, 2030, 2031, 2032 ve 2037
[
'name' => 'Non-Playable Coin'
'name_with_ticker' => 'Non-Playable Coin <small>NPC</small>'
'name_lang' => 'Non-Playable Coin'
'name_lang_with_ticker' => 'Non-Playable Coin <small>NPC</small>'
'name_with_lang' => 'Non-Playable Coin'
'name_with_lang_with_ticker' => 'Non-Playable Coin <small>NPC</small>'
'image' => '/uploads/coins/non-playable-coin.png?1717146482'
'price_for_sd' => 0.01385
'ticker' => 'NPC'
'marketcap' => '$111.6M'
'low24h' => '$0.013'
'high24h' => '$0.01438'
'volume24h' => '$4.92M'
'current_supply' => '8.05B'
'max_supply' => '8.05B'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.01385'
'change_24h_pct' => '5.9131%'
'ath_price' => '$0.06616'
'ath_days' => 414
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '18 Kas 2024'
'ath_pct' => '-79.06%'
'fdv' => '$111.6M'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => '-52.73%'
'change_30d_pct_is_increased' => false
'max_price' => '$0.682973'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.01397'
'next_week_prediction_price_date' => '13 Ocak 2026'
'next_week_prediction_price_change_pct' => '0.86%'
'next_week_prediction_price_is_increased' => true
'next_month_prediction_price' => '$0.012242'
'next_month_prediction_price_date' => '5 Şubat 2026'
'next_month_prediction_price_change_pct' => '-11.62%'
'next_month_prediction_price_is_increased' => false
'current_year' => '2026'
'current_year_min_price_prediction' => '$0.004785'
'current_year_max_price_prediction' => '$0.014285'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.015533'
'grand_prediction_max_price' => '$0.04491'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.014113968449616
107 => 0.014166664884437
108 => 0.014285392642833
109 => 0.013270876946599
110 => 0.013726364709592
111 => 0.013993921096919
112 => 0.012785091605192
113 => 0.013970026424551
114 => 0.013253216485421
115 => 0.013009920425957
116 => 0.013337486518207
117 => 0.013209833693489
118 => 0.013100085290821
119 => 0.013038843796416
120 => 0.013279372182414
121 => 0.013268151245714
122 => 0.012874600121672
123 => 0.012361228723556
124 => 0.012533533015605
125 => 0.012470933250943
126 => 0.012244063628274
127 => 0.01239694636161
128 => 0.011723728176179
129 => 0.01056549127898
130 => 0.011330658051025
131 => 0.011301199962643
201 => 0.011286345858662
202 => 0.011861347540198
203 => 0.011806074396064
204 => 0.011705753098225
205 => 0.012242221148966
206 => 0.012046403093932
207 => 0.012649868199011
208 => 0.013047349346891
209 => 0.012946535270621
210 => 0.013320368211396
211 => 0.012537502558489
212 => 0.012797539125266
213 => 0.012851132301284
214 => 0.012235601216494
215 => 0.011815117766019
216 => 0.011787076313734
217 => 0.011058015956799
218 => 0.011447474114704
219 => 0.011790181176787
220 => 0.011626051089192
221 => 0.011574092406706
222 => 0.011839538047063
223 => 0.011860165446707
224 => 0.011389858548833
225 => 0.011487650245583
226 => 0.01189545787755
227 => 0.011477374539584
228 => 0.010665106907443
301 => 0.010463653304193
302 => 0.010436775679993
303 => 0.009890417530493
304 => 0.01047711539725
305 => 0.010221006055885
306 => 0.011030052396595
307 => 0.010567929465784
308 => 0.010548008269871
309 => 0.010517894460443
310 => 0.010047621431397
311 => 0.010150581337348
312 => 0.010492835745965
313 => 0.010614955974731
314 => 0.01060221783437
315 => 0.010491158512647
316 => 0.010542000901416
317 => 0.010378219852528
318 => 0.010320385355358
319 => 0.010137843773658
320 => 0.0098695580769576
321 => 0.0099068648485756
322 => 0.0093753206826413
323 => 0.0090857072098563
324 => 0.0090055460176336
325 => 0.0088983511212266
326 => 0.0090176539664175
327 => 0.0093738148848043
328 => 0.0089442092534759
329 => 0.0082076805318945
330 => 0.0082519471630454
331 => 0.0083514011403608
401 => 0.0081660693115875
402 => 0.007990668289375
403 => 0.008143165247454
404 => 0.0078310883186334
405 => 0.0083891141462436
406 => 0.008374021111456
407 => 0.0085820186319034
408 => 0.008712083749978
409 => 0.0084123257618981
410 => 0.0083369374385279
411 => 0.0083798820537278
412 => 0.0076701032247848
413 => 0.0085240145589031
414 => 0.00853139921958
415 => 0.0084681672715069
416 => 0.0089228486953703
417 => 0.0098823683184145
418 => 0.0095213584396378
419 => 0.0093815645029942
420 => 0.0091158161272458
421 => 0.0094699100593533
422 => 0.0094427211700933
423 => 0.0093197627017794
424 => 0.0092453970364894
425 => 0.009382418054962
426 => 0.0092284186159562
427 => 0.0092007560850892
428 => 0.0090331512451654
429 => 0.0089733239428469
430 => 0.0089290301900039
501 => 0.0088802671203379
502 => 0.0089878263010211
503 => 0.0087440830470044
504 => 0.008450152577106
505 => 0.0084257154389057
506 => 0.0084931885260119
507 => 0.008463336707748
508 => 0.0084255725198847
509 => 0.0083534704007891
510 => 0.0083320792422715
511 => 0.008401590129939
512 => 0.0083231163904989
513 => 0.0084389086677286
514 => 0.0084074195754011
515 => 0.0082315240653955
516 => 0.00801229313507
517 => 0.0080103415199376
518 => 0.0079631085756098
519 => 0.0079029503194876
520 => 0.0078862156688688
521 => 0.0081303223789932
522 => 0.0086356159634517
523 => 0.0085364147421718
524 => 0.0086080977910966
525 => 0.0089607074444854
526 => 0.0090727914499556
527 => 0.008993236877728
528 => 0.0088843376725507
529 => 0.0088891286849057
530 => 0.0092612702350279
531 => 0.0092844802470309
601 => 0.0093431244595288
602 => 0.0094184988454411
603 => 0.009006073461577
604 => 0.0088697034864145
605 => 0.0088050838266643
606 => 0.0086060802855894
607 => 0.0088206885433645
608 => 0.0086956455020008
609 => 0.0087125180803593
610 => 0.0087015297915687
611 => 0.0087075301402732
612 => 0.0083889581666522
613 => 0.0085050290501897
614 => 0.0083120386939905
615 => 0.0080536462712239
616 => 0.0080527800492187
617 => 0.0081160212286265
618 => 0.0080784029004871
619 => 0.0079771729467197
620 => 0.0079915521838605
621 => 0.0078655749359631
622 => 0.0080068481026469
623 => 0.0080108993115677
624 => 0.0079565014471931
625 => 0.0081741522524097
626 => 0.0082633239648931
627 => 0.0082275181252465
628 => 0.0082608117317324
629 => 0.0085405370007826
630 => 0.0085861444249069
701 => 0.0086064002300456
702 => 0.0085792601345397
703 => 0.0082659245961517
704 => 0.0082798223596848
705 => 0.0081778497921899
706 => 0.0080916937182612
707 => 0.0080951395093893
708 => 0.0081394349308943
709 => 0.0083328756344987
710 => 0.0087399601912821
711 => 0.008755408752637
712 => 0.0087741328596656
713 => 0.0086979725063982
714 => 0.0086750018150963
715 => 0.008705306086162
716 => 0.0088581856422006
717 => 0.0092514333667267
718 => 0.0091124333567467
719 => 0.008999424184969
720 => 0.009098563695672
721 => 0.0090833019450805
722 => 0.0089544774112048
723 => 0.0089508617356023
724 => 0.0087036062674
725 => 0.0086122015505402
726 => 0.0085358169276077
727 => 0.0084524069134365
728 => 0.0084029586611068
729 => 0.0084789336505139
730 => 0.008496310029501
731 => 0.0083301893873466
801 => 0.0083075477576579
802 => 0.0084432054600042
803 => 0.0083835075630305
804 => 0.0084449083305046
805 => 0.0084591538352446
806 => 0.0084568599808797
807 => 0.0083945285201793
808 => 0.0084342567344788
809 => 0.0083402876641098
810 => 0.0082381104137814
811 => 0.0081729276939396
812 => 0.0081160471256445
813 => 0.0081476077708526
814 => 0.0080350998334316
815 => 0.0079991062799133
816 => 0.0084207977093872
817 => 0.0087323057022865
818 => 0.008727776252699
819 => 0.0087002043932152
820 => 0.0086592382027698
821 => 0.0088551887102069
822 => 0.0087869234715699
823 => 0.0088365921364299
824 => 0.008849234896224
825 => 0.0088875007223654
826 => 0.008901177466152
827 => 0.0088598368473195
828 => 0.0087210926811863
829 => 0.0083753554105818
830 => 0.0082144137778155
831 => 0.0081613003583077
901 => 0.00816323093023
902 => 0.0081099771381587
903 => 0.0081256627665912
904 => 0.008104522316716
905 => 0.0080644874190764
906 => 0.0081451357287388
907 => 0.0081544296951364
908 => 0.0081356054159856
909 => 0.0081400392151745
910 => 0.0079841822237612
911 => 0.0079960316923147
912 => 0.0079300523456508
913 => 0.0079176820135443
914 => 0.0077508919706569
915 => 0.0074553992330785
916 => 0.007619130893871
917 => 0.0074213660717892
918 => 0.0073464695370407
919 => 0.0077010180837389
920 => 0.0076654312432964
921 => 0.0076045220416863
922 => 0.0075144246379153
923 => 0.0074810066344454
924 => 0.0072779694242165
925 => 0.0072659729026748
926 => 0.0073666036265301
927 => 0.0073201660099627
928 => 0.0072549500090013
929 => 0.0070187442643594
930 => 0.0067531708023475
1001 => 0.0067611867958304
1002 => 0.0068456607729265
1003 => 0.0070912802542012
1004 => 0.006995312473607
1005 => 0.0069256867476825
1006 => 0.0069126479421585
1007 => 0.0070758558918799
1008 => 0.0073068293338584
1009 => 0.0074151969050952
1010 => 0.0073078079331716
1011 => 0.0071844452644586
1012 => 0.0071919537784956
1013 => 0.0072419045585102
1014 => 0.0072471536792237
1015 => 0.0071668572637788
1016 => 0.0071894602343876
1017 => 0.0071551242551739
1018 => 0.0069444044141187
1019 => 0.0069405931603938
1020 => 0.0068888791130824
1021 => 0.0068873132322823
1022 => 0.0067993347371319
1023 => 0.0067870259374937
1024 => 0.0066123392954597
1025 => 0.0067273185722464
1026 => 0.0066501965100609
1027 => 0.006533955371092
1028 => 0.0065139153549198
1029 => 0.0065133129278346
1030 => 0.0066326665865126
1031 => 0.0067259238552536
1101 => 0.0066515380813514
1102 => 0.0066346018825415
1103 => 0.0068154361771219
1104 => 0.0067924233647954
1105 => 0.0067724944177373
1106 => 0.0072861481954681
1107 => 0.0068795511494901
1108 => 0.0067022516296956
1109 => 0.0064828098056844
1110 => 0.0065542611701042
1111 => 0.0065693170224264
1112 => 0.0060415989930412
1113 => 0.0058275038542427
1114 => 0.0057540344706121
1115 => 0.0057117518016282
1116 => 0.0057310205448365
1117 => 0.0055383098090627
1118 => 0.0056678146106441
1119 => 0.005500943402897
1120 => 0.0054729669018723
1121 => 0.0057713532927
1122 => 0.0058128720158356
1123 => 0.0056357402440827
1124 => 0.0057494875165771
1125 => 0.0057082411743653
1126 => 0.0055038039308044
1127 => 0.005495995931839
1128 => 0.0053934165093367
1129 => 0.0052328995764109
1130 => 0.0051595390308195
1201 => 0.0051213322217301
1202 => 0.0051370970957962
1203 => 0.0051291258930553
1204 => 0.0050771084032412
1205 => 0.0051321074746819
1206 => 0.0049916075743362
1207 => 0.0049356593819339
1208 => 0.004910388881414
1209 => 0.0047856871329846
1210 => 0.0049841430698549
1211 => 0.0050232413895004
1212 => 0.0050624167449137
1213 => 0.0054034114676351
1214 => 0.005386376334929
1215 => 0.0055403656381459
1216 => 0.005534381896991
1217 => 0.0054904616532522
1218 => 0.0053051693694478
1219 => 0.0053790235712549
1220 => 0.005151711817584
1221 => 0.005322029239131
1222 => 0.0052443034805625
1223 => 0.0052957500819739
1224 => 0.0052032444538832
1225 => 0.0052544408879324
1226 => 0.0050325130515404
1227 => 0.0048252799605265
1228 => 0.0049086766058616
1229 => 0.004999338296904
1230 => 0.0051959159432532
1231 => 0.005078835918818
]
'min_raw' => 0.0047856871329846
'max_raw' => 0.014285392642833
'avg_raw' => 0.009535539887909
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.004785'
'max' => '$0.014285'
'avg' => '$0.009535'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.0090658028670154
'max_diff' => 0.00043390264283343
'year' => 2026
]
1 => [
'items' => [
101 => 0.0051209423228908
102 => 0.0049798929177739
103 => 0.0046888677062469
104 => 0.0046905148773389
105 => 0.0046457469888744
106 => 0.0046070609970223
107 => 0.0050922839680274
108 => 0.0050319388213429
109 => 0.0049357867278786
110 => 0.0050644901259129
111 => 0.0050985213471507
112 => 0.0050994901681771
113 => 0.0051933888450673
114 => 0.0052435025857559
115 => 0.0052523353497577
116 => 0.0054000869466596
117 => 0.0054496113330505
118 => 0.005653595271641
119 => 0.0052392507849837
120 => 0.005230717632948
121 => 0.0050663012466609
122 => 0.0049620257751574
123 => 0.0050734410774063
124 => 0.0051721398254934
125 => 0.0050693680918857
126 => 0.0050827879106651
127 => 0.0049448252550559
128 => 0.0049941404126899
129 => 0.0050366172699134
130 => 0.0050131640460289
131 => 0.0049780534347248
201 => 0.0051640476536959
202 => 0.0051535531309444
203 => 0.0053267552236389
204 => 0.0054617786406947
205 => 0.0057037647423817
206 => 0.0054512396302506
207 => 0.0054420366114681
208 => 0.0055319975962774
209 => 0.0054495975604924
210 => 0.005501671538756
211 => 0.0056953748194229
212 => 0.0056994674645097
213 => 0.0056309103862295
214 => 0.0056267386817857
215 => 0.0056399058186016
216 => 0.0057170261502009
217 => 0.0056900779366717
218 => 0.005721263091613
219 => 0.0057602606053911
220 => 0.0059215708569805
221 => 0.0059604622125255
222 => 0.0058659763814072
223 => 0.0058745073940442
224 => 0.0058391670995119
225 => 0.0058050288178063
226 => 0.0058817666895848
227 => 0.0060220066585467
228 => 0.0060211342329783
301 => 0.006053667179902
302 => 0.0060739349363179
303 => 0.0059869308888761
304 => 0.0059302944532189
305 => 0.0059520124665199
306 => 0.005986740042745
307 => 0.0059407507815967
308 => 0.0056568837574913
309 => 0.0057429908791091
310 => 0.0057286584436488
311 => 0.0057082473126696
312 => 0.005794828689303
313 => 0.0057864777043101
314 => 0.0055363332819278
315 => 0.0055523467162571
316 => 0.0055373071119075
317 => 0.0055859031503747
318 => 0.0054469732149366
319 => 0.00548970712737
320 => 0.0055165094366426
321 => 0.0055322962027092
322 => 0.0055893288268287
323 => 0.0055826367066564
324 => 0.0055889128352427
325 => 0.0056734771607573
326 => 0.0061011745002384
327 => 0.0061244531227654
328 => 0.0060098206716864
329 => 0.0060556140748674
330 => 0.0059677007546764
331 => 0.0060267175554886
401 => 0.0060670953517402
402 => 0.0058846358546831
403 => 0.0058738317874198
404 => 0.0057855556176838
405 => 0.0058329902310821
406 => 0.005757518350496
407 => 0.0057760365100975
408 => 0.0057242581214676
409 => 0.0058174489120272
410 => 0.0059216506962576
411 => 0.0059479761820073
412 => 0.0058787251628339
413 => 0.0058285828610878
414 => 0.0057405494971227
415 => 0.0058869509433482
416 => 0.0059297631877277
417 => 0.0058867260688542
418 => 0.0058767534280316
419 => 0.0058578552916929
420 => 0.0058807627569931
421 => 0.0059295300230504
422 => 0.0059065322809678
423 => 0.0059217226947814
424 => 0.0058638325016105
425 => 0.005986959690836
426 => 0.0061825152994979
427 => 0.0061831440427563
428 => 0.0061601461767073
429 => 0.0061507359454159
430 => 0.0061743331516095
501 => 0.0061871336679614
502 => 0.0062634427058037
503 => 0.0063453253436947
504 => 0.0067274358865383
505 => 0.0066201407751479
506 => 0.0069591719806165
507 => 0.00722730164645
508 => 0.0073077020093442
509 => 0.0072337374586109
510 => 0.006980708726039
511 => 0.0069682939292817
512 => 0.0073464256817196
513 => 0.0072395861421244
514 => 0.0072268779188502
515 => 0.0070916838940943
516 => 0.0071716003068307
517 => 0.0071541214150622
518 => 0.007126530129309
519 => 0.0072790050777846
520 => 0.0075644245697983
521 => 0.0075199392653209
522 => 0.0074867330491424
523 => 0.0073412330760325
524 => 0.0074288565584402
525 => 0.0073976555146721
526 => 0.0075317149993716
527 => 0.0074523011304168
528 => 0.0072387767275324
529 => 0.0072727811924774
530 => 0.0072676414860084
531 => 0.0073734162809358
601 => 0.0073416653129904
602 => 0.0072614415999323
603 => 0.0075634490370036
604 => 0.0075438383538939
605 => 0.0075716418189172
606 => 0.0075838817640712
607 => 0.0077677083690486
608 => 0.0078430162473126
609 => 0.0078601124541285
610 => 0.0079316491139589
611 => 0.0078583325568635
612 => 0.0081516510590645
613 => 0.008346690747419
614 => 0.0085732393820934
615 => 0.0089042878278851
616 => 0.0090287651058721
617 => 0.0090062793997567
618 => 0.0092572765531523
619 => 0.0097083128584509
620 => 0.009097446732679
621 => 0.0097406902464156
622 => 0.0095370467765701
623 => 0.009054211772956
624 => 0.009023122890974
625 => 0.0093501043612511
626 => 0.010075317791526
627 => 0.0098936600525445
628 => 0.010075614918509
629 => 0.0098633549022595
630 => 0.0098528144033849
701 => 0.010065305923293
702 => 0.01056180394187
703 => 0.010325936344194
704 => 0.0099877623058183
705 => 0.010237464753184
706 => 0.010021149384405
707 => 0.0095337303156871
708 => 0.009893521142295
709 => 0.0096529392627951
710 => 0.0097231538452694
711 => 0.010228821172124
712 => 0.010167977941527
713 => 0.010246714715851
714 => 0.01010774637007
715 => 0.0099779280218129
716 => 0.0097356124343546
717 => 0.0096638747349223
718 => 0.0096837004541933
719 => 0.0096638649102804
720 => 0.0095282915660927
721 => 0.0094990145153234
722 => 0.0094502181480509
723 => 0.0094653421826728
724 => 0.0093735907363197
725 => 0.0095467446724041
726 => 0.0095788835687687
727 => 0.0097048905636109
728 => 0.0097179730278276
729 => 0.010068900714866
730 => 0.0098756156419455
731 => 0.010005287956291
801 => 0.0099936888439727
802 => 0.0090646762715681
803 => 0.0091926860072981
804 => 0.009391828984426
805 => 0.0093021153431618
806 => 0.0091752812441732
807 => 0.0090728559088258
808 => 0.0089176710522462
809 => 0.0091360907578208
810 => 0.0094232894443053
811 => 0.0097252568604669
812 => 0.010088050925296
813 => 0.010007079513415
814 => 0.0097184746777792
815 => 0.0097314212798798
816 => 0.0098114520797659
817 => 0.0097078049223485
818 => 0.0096772373521933
819 => 0.0098072525650235
820 => 0.0098081479083392
821 => 0.0096888893275531
822 => 0.0095563552390993
823 => 0.0095557999164294
824 => 0.0095322167555165
825 => 0.0098675502941957
826 => 0.010051949834424
827 => 0.010073090944537
828 => 0.01005052686927
829 => 0.010059210886304
830 => 0.0099519128568118
831 => 0.010197164333989
901 => 0.010422231342305
902 => 0.010361908576221
903 => 0.010271476174475
904 => 0.010199442410669
905 => 0.010344939710734
906 => 0.010338460944996
907 => 0.010420265578331
908 => 0.010416554447637
909 => 0.010389046626274
910 => 0.010361909558612
911 => 0.010469504964458
912 => 0.010438519215503
913 => 0.010407485337123
914 => 0.010345242142981
915 => 0.010353702026815
916 => 0.010263285239498
917 => 0.010221454296494
918 => 0.0095924172801873
919 => 0.0094243180350526
920 => 0.0094772054795476
921 => 0.0094946173994973
922 => 0.0094214603925897
923 => 0.0095263487480021
924 => 0.0095100020089153
925 => 0.0095735976081794
926 => 0.0095338658387591
927 => 0.0095354964444351
928 => 0.0096523391065937
929 => 0.0096862590285026
930 => 0.0096690070824524
1001 => 0.0096810897541038
1002 => 0.0099595298225344
1003 => 0.0099199445488158
1004 => 0.0098989156611165
1005 => 0.0099047408067232
1006 => 0.0099758882140296
1007 => 0.009995805603571
1008 => 0.009911414224514
1009 => 0.009951213686738
1010 => 0.010120674745584
1011 => 0.010179976525515
1012 => 0.010369239340585
1013 => 0.010288837132865
1014 => 0.010436418864861
1015 => 0.010890034794697
1016 => 0.011252414587285
1017 => 0.010919155154043
1018 => 0.011584619494342
1019 => 0.012102778938455
1020 => 0.012082891115951
1021 => 0.011992538031626
1022 => 0.011402627280484
1023 => 0.01085978261221
1024 => 0.011313895227624
1025 => 0.01131505285407
1026 => 0.011276044177673
1027 => 0.011033764638804
1028 => 0.011267613374892
1029 => 0.011286175438348
1030 => 0.011275785618864
1031 => 0.011090030464468
1101 => 0.010806416676996
1102 => 0.010861834132192
1103 => 0.01095260905429
1104 => 0.010780753189127
1105 => 0.010725834827093
1106 => 0.010827938510759
1107 => 0.01115693785368
1108 => 0.011094742433664
1109 => 0.011093118259896
1110 => 0.011359216641686
1111 => 0.011168747627949
1112 => 0.010862533123773
1113 => 0.010785209922996
1114 => 0.010510764651385
1115 => 0.010700324978027
1116 => 0.010707146916715
1117 => 0.010603326663073
1118 => 0.01087095756517
1119 => 0.010868491299292
1120 => 0.011122567009231
1121 => 0.011608264340155
1122 => 0.011464619739686
1123 => 0.01129757669783
1124 => 0.011315738908081
1125 => 0.011514933526379
1126 => 0.011394495912985
1127 => 0.011437806118482
1128 => 0.011514867971196
1129 => 0.011561361300276
1130 => 0.011309049233518
1201 => 0.011250223221275
1202 => 0.011129885845351
1203 => 0.011098492070176
1204 => 0.011196504351945
1205 => 0.011170681578524
1206 => 0.010706573559184
1207 => 0.010658071688891
1208 => 0.010659559172008
1209 => 0.010537598913016
1210 => 0.010351580244238
1211 => 0.01084042619919
1212 => 0.010801165027612
1213 => 0.010757823732764
1214 => 0.010763132794081
1215 => 0.010975324254599
1216 => 0.010852242491573
1217 => 0.011179475531281
1218 => 0.011112206255843
1219 => 0.01104321177732
1220 => 0.011033674638764
1221 => 0.011007117650865
1222 => 0.010916043857939
1223 => 0.010806066780294
1224 => 0.010733450387582
1225 => 0.0099010406145034
1226 => 0.010055531026482
1227 => 0.010233258163219
1228 => 0.010294608858624
1229 => 0.010189664248795
1230 => 0.01092018771078
1231 => 0.011053661386784
]
'min_raw' => 0.0046070609970223
'max_raw' => 0.012102778938455
'avg_raw' => 0.0083549199677388
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.004607'
'max' => '$0.0121027'
'avg' => '$0.008354'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.00017862613596228
'max_diff' => -0.0021826137043781
'year' => 2027
]
2 => [
'items' => [
101 => 0.010649360915896
102 => 0.010573732805272
103 => 0.010925145877122
104 => 0.010713200836295
105 => 0.010808639675202
106 => 0.01060235310774
107 => 0.0110215114868
108 => 0.011018318202234
109 => 0.010855256125658
110 => 0.010993075076179
111 => 0.010969125641968
112 => 0.010785028959118
113 => 0.011027347680014
114 => 0.011027467867076
115 => 0.010870524163647
116 => 0.010687248277437
117 => 0.010654482877765
118 => 0.010629798550525
119 => 0.010802568843878
120 => 0.010957474148659
121 => 0.011245714516575
122 => 0.011318184993491
123 => 0.011601042089528
124 => 0.0114326144609
125 => 0.011507276247168
126 => 0.011588332177716
127 => 0.011627193371554
128 => 0.011563871141602
129 => 0.012003264640373
130 => 0.012040362914339
131 => 0.0120528016447
201 => 0.011904640629134
202 => 0.012036242288474
203 => 0.011974670230258
204 => 0.012134863620527
205 => 0.012159983989573
206 => 0.012138707930674
207 => 0.012146681532307
208 => 0.01177173669543
209 => 0.011752293827647
210 => 0.011487188945814
211 => 0.011595221144717
212 => 0.011393260126986
213 => 0.011457304046137
214 => 0.011485533995467
215 => 0.011470788271972
216 => 0.011601329123153
217 => 0.011490342731916
218 => 0.011197431397588
219 => 0.010904440259763
220 => 0.010900761994693
221 => 0.010823622599827
222 => 0.010767864946124
223 => 0.010778605848336
224 => 0.01081645818869
225 => 0.010765664899291
226 => 0.010776504222869
227 => 0.010956509216308
228 => 0.010992607934005
229 => 0.01086993038659
301 => 0.010377362331435
302 => 0.010256484895186
303 => 0.010343369199258
304 => 0.010301844097977
305 => 0.0083143922130337
306 => 0.0087813145531108
307 => 0.0085038851538214
308 => 0.0086317373849269
309 => 0.0083485538082472
310 => 0.0084837038539616
311 => 0.0084587465754076
312 => 0.0092095438810149
313 => 0.0091978212137758
314 => 0.0092034322342334
315 => 0.0089356036083549
316 => 0.0093622618817191
317 => 0.0095724490893135
318 => 0.0095335490311392
319 => 0.0095433393377128
320 => 0.0093751094339403
321 => 0.0092050610674343
322 => 0.0090164512587231
323 => 0.0093668649704316
324 => 0.0093279049474511
325 => 0.0094172652227945
326 => 0.0096445335629268
327 => 0.0096779996893197
328 => 0.0097229785025718
329 => 0.0097068567998309
330 => 0.010090941165328
331 => 0.010044426014396
401 => 0.010156514144819
402 => 0.0099259403563911
403 => 0.0096650242285195
404 => 0.0097146158544371
405 => 0.0097098397820705
406 => 0.009649034899124
407 => 0.0095941429695699
408 => 0.0095027633725675
409 => 0.0097919019391187
410 => 0.0097801634413458
411 => 0.009970196075779
412 => 0.0099366059617644
413 => 0.0097122829594797
414 => 0.0097202946993913
415 => 0.0097741775006072
416 => 0.0099606664908388
417 => 0.010016029120278
418 => 0.0099903829445025
419 => 0.010051085540283
420 => 0.010099062396943
421 => 0.010057110694815
422 => 0.010651058328646
423 => 0.010404409861194
424 => 0.010524624608061
425 => 0.010553295116842
426 => 0.010479856211475
427 => 0.010495782480399
428 => 0.010519906438171
429 => 0.010666382385805
430 => 0.011050777655553
501 => 0.011221023703857
502 => 0.011733217339973
503 => 0.011206887139485
504 => 0.011175656883559
505 => 0.011267918424189
506 => 0.011568630309792
507 => 0.011812329048641
508 => 0.011893177979635
509 => 0.011903863500537
510 => 0.012055541469817
511 => 0.012142480453181
512 => 0.012037123774819
513 => 0.011947845021212
514 => 0.011628059607476
515 => 0.011665075639863
516 => 0.011920079395974
517 => 0.012280287221127
518 => 0.012589383008345
519 => 0.012481148436737
520 => 0.013306901816407
521 => 0.013388771891101
522 => 0.013377460093955
523 => 0.013563972308009
524 => 0.013193783545663
525 => 0.013035520677691
526 => 0.011967148101099
527 => 0.01226731721677
528 => 0.012703630654713
529 => 0.012645882935109
530 => 0.012329020453784
531 => 0.012589142639739
601 => 0.01250313811029
602 => 0.012435302769581
603 => 0.012746069615893
604 => 0.012404368702775
605 => 0.012700221926717
606 => 0.012320787106802
607 => 0.012481642843143
608 => 0.012390333347479
609 => 0.012449421781645
610 => 0.012103992002888
611 => 0.012290377526672
612 => 0.01209623775232
613 => 0.01209614570479
614 => 0.012091860058511
615 => 0.012320264642087
616 => 0.012327712907358
617 => 0.012158921574994
618 => 0.012134596106985
619 => 0.01222454011171
620 => 0.012119239238549
621 => 0.012168508854345
622 => 0.012120731565019
623 => 0.012109975890848
624 => 0.012024272849127
625 => 0.0119873496223
626 => 0.012001828170933
627 => 0.011952405420244
628 => 0.011922626425254
629 => 0.012085936266881
630 => 0.0119986864064
701 => 0.012072563974423
702 => 0.011988371161568
703 => 0.011696522191152
704 => 0.011528676762019
705 => 0.010977401111317
706 => 0.011133742202001
707 => 0.01123739650687
708 => 0.011203138759729
709 => 0.011276737656577
710 => 0.011281256031098
711 => 0.011257328279481
712 => 0.011229623008443
713 => 0.011216137614699
714 => 0.011316646691288
715 => 0.011374995593228
716 => 0.01124779960308
717 => 0.011217999362249
718 => 0.011346601530972
719 => 0.011425048779602
720 => 0.012004259187784
721 => 0.011961349409921
722 => 0.012069044531739
723 => 0.012056919713738
724 => 0.012169801358582
725 => 0.012354315140558
726 => 0.011979147030935
727 => 0.012044263242428
728 => 0.012028298251123
729 => 0.012202599839948
730 => 0.012203143990483
731 => 0.012098641480972
801 => 0.012155293986738
802 => 0.0121236721122
803 => 0.012180817113442
804 => 0.011960776323677
805 => 0.012228762253676
806 => 0.012380693007354
807 => 0.012382802566016
808 => 0.012454816537462
809 => 0.01252798690322
810 => 0.012668431048495
811 => 0.012524069992234
812 => 0.012264378505286
813 => 0.012283127391845
814 => 0.012130870368065
815 => 0.012133429836142
816 => 0.012119767194957
817 => 0.01216076980963
818 => 0.01196977409182
819 => 0.012014600405033
820 => 0.011951843304032
821 => 0.012044126820747
822 => 0.011944845011774
823 => 0.012028290552321
824 => 0.012064302881358
825 => 0.012197189150793
826 => 0.011925217601732
827 => 0.011370649202341
828 => 0.011487226203385
829 => 0.011314799661915
830 => 0.011330758394802
831 => 0.011362997575048
901 => 0.011258499843869
902 => 0.011278434717876
903 => 0.011277722503896
904 => 0.011271585028594
905 => 0.01124440113282
906 => 0.011204979105779
907 => 0.011362024328052
908 => 0.011388709371544
909 => 0.011448026917647
910 => 0.011624515699376
911 => 0.011606880308189
912 => 0.0116356443629
913 => 0.011572852592969
914 => 0.011333671124918
915 => 0.01134665982937
916 => 0.011184690476725
917 => 0.011443884997143
918 => 0.011382504313508
919 => 0.011342931787463
920 => 0.011332134057095
921 => 0.011509060320376
922 => 0.01156199943133
923 => 0.011529011329995
924 => 0.011461351771741
925 => 0.011591278125341
926 => 0.011626040936412
927 => 0.011633823047807
928 => 0.011864027635479
929 => 0.011646688927004
930 => 0.011699004514295
1001 => 0.012107155792195
1002 => 0.011737018904166
1003 => 0.011933088668793
1004 => 0.011923492074112
1005 => 0.012023794731056
1006 => 0.011915264328628
1007 => 0.011916609693038
1008 => 0.012005671657314
1009 => 0.011880600190899
1010 => 0.01184963073693
1011 => 0.01180684665808
1012 => 0.011900264129025
1013 => 0.011956263677947
1014 => 0.012407578915126
1015 => 0.012699149140819
1016 => 0.01268649130836
1017 => 0.012802160202567
1018 => 0.012750050306321
1019 => 0.012581773705447
1020 => 0.012869001343993
1021 => 0.012778110501042
1022 => 0.012785603431703
1023 => 0.01278532454445
1024 => 0.012845759009196
1025 => 0.012802935652186
1026 => 0.012718526419791
1027 => 0.012774561207469
1028 => 0.012940964494068
1029 => 0.013457485401551
1030 => 0.01374653734437
1031 => 0.013440084111649
1101 => 0.013651471448007
1102 => 0.013524714371202
1103 => 0.01350167883965
1104 => 0.013634445708284
1105 => 0.013767444967747
1106 => 0.013758973489891
1107 => 0.013662422857108
1108 => 0.013607883854531
1109 => 0.014020871453952
1110 => 0.014325153682145
1111 => 0.014304403674116
1112 => 0.014395987461291
1113 => 0.014664880293017
1114 => 0.014689464483675
1115 => 0.014686367440714
1116 => 0.014625432959072
1117 => 0.014890192872053
1118 => 0.015111060249469
1119 => 0.014611328387138
1120 => 0.014801619738343
1121 => 0.014887047656704
1122 => 0.015012481186178
1123 => 0.015224108575501
1124 => 0.015453992051699
1125 => 0.015486500095778
1126 => 0.015463434082851
1127 => 0.015311819750699
1128 => 0.015563360993435
1129 => 0.015710707954062
1130 => 0.01579844969714
1201 => 0.016020948158752
1202 => 0.014887575230444
1203 => 0.014085317539499
1204 => 0.013960033416316
1205 => 0.014214803607363
1206 => 0.014281984474988
1207 => 0.014254903951486
1208 => 0.013351889982248
1209 => 0.013955279234651
1210 => 0.014604475335827
1211 => 0.014629413602008
1212 => 0.014954414744307
1213 => 0.015060248438486
1214 => 0.015321916956911
1215 => 0.015305549519838
1216 => 0.015369261640019
1217 => 0.01535461532693
1218 => 0.015839301156504
1219 => 0.016373981603065
1220 => 0.016355467319381
1221 => 0.016278600679136
1222 => 0.016392760747609
1223 => 0.0169446082683
1224 => 0.016893802991771
1225 => 0.016943155990336
1226 => 0.017593815317994
1227 => 0.018439764999159
1228 => 0.018046736440299
1229 => 0.018899495322105
1230 => 0.019436261835396
1231 => 0.02036454401744
]
'min_raw' => 0.0083143922130337
'max_raw' => 0.02036454401744
'avg_raw' => 0.014339468115237
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.008314'
'max' => '$0.020364'
'avg' => '$0.014339'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.0037073312160115
'max_diff' => 0.0082617650789843
'year' => 2028
]
3 => [
'items' => [
101 => 0.020248318516362
102 => 0.020609691957782
103 => 0.020040250612438
104 => 0.018732698180445
105 => 0.018525773002972
106 => 0.018940042448452
107 => 0.019958483456344
108 => 0.01890796811679
109 => 0.019120486001788
110 => 0.019059280836612
111 => 0.019056019473465
112 => 0.019180492439864
113 => 0.018999937910028
114 => 0.018264326274336
115 => 0.018601452751987
116 => 0.018471272028823
117 => 0.01861571724679
118 => 0.019395228514415
119 => 0.01905058800177
120 => 0.018687537218021
121 => 0.019142883468261
122 => 0.019722695718765
123 => 0.019686412110152
124 => 0.019616006744069
125 => 0.020012878106371
126 => 0.020668393324496
127 => 0.020845576453881
128 => 0.020976369417644
129 => 0.020994403557582
130 => 0.021180166407095
131 => 0.020181272746996
201 => 0.021766542638982
202 => 0.022040274957131
203 => 0.021988824626361
204 => 0.022293066577567
205 => 0.022203550877649
206 => 0.022073856673051
207 => 0.022556144879831
208 => 0.022003240369409
209 => 0.021218462025607
210 => 0.020787917105042
211 => 0.02135489338751
212 => 0.021701126018468
213 => 0.021929963763
214 => 0.021999209926228
215 => 0.020258814018344
216 => 0.019320837150776
217 => 0.01992206956896
218 => 0.02065561461399
219 => 0.020177197867233
220 => 0.020195950897943
221 => 0.019513854342777
222 => 0.020715965023941
223 => 0.020540827609037
224 => 0.021449440827369
225 => 0.021232592990737
226 => 0.021973531798124
227 => 0.021778417778576
228 => 0.022588325165044
301 => 0.022911419148873
302 => 0.023453944233285
303 => 0.023853027893854
304 => 0.024087377452593
305 => 0.024073307984109
306 => 0.025001917688322
307 => 0.0244543489889
308 => 0.023766473650392
309 => 0.023754032155737
310 => 0.024110292540819
311 => 0.024856916572688
312 => 0.025050505321214
313 => 0.025158695021777
314 => 0.024992998729254
315 => 0.024398652150633
316 => 0.024142016311391
317 => 0.024360677481881
318 => 0.02409327366014
319 => 0.024554887676727
320 => 0.025188782316935
321 => 0.025057885580423
322 => 0.025495453745447
323 => 0.025948290762733
324 => 0.026595868035635
325 => 0.026765168714489
326 => 0.027045016298706
327 => 0.027333071388007
328 => 0.027425586919389
329 => 0.027602227774679
330 => 0.027601296790179
331 => 0.028133615896898
401 => 0.028720780356159
402 => 0.028942421346642
403 => 0.029452072582901
404 => 0.028579312701117
405 => 0.029241311096993
406 => 0.029838450220969
407 => 0.029126516340209
408 => 0.030107751335516
409 => 0.030145850466858
410 => 0.030721102116742
411 => 0.030137974364703
412 => 0.029791714966952
413 => 0.030791352874089
414 => 0.031275046169054
415 => 0.031129353812184
416 => 0.030020627782685
417 => 0.02937530167802
418 => 0.027686358788003
419 => 0.029686984598131
420 => 0.03066143107119
421 => 0.030018104201729
422 => 0.030342560854596
423 => 0.032112691147216
424 => 0.032786642155196
425 => 0.032646465056809
426 => 0.032670152678925
427 => 0.033033804409756
428 => 0.034646436450924
429 => 0.033680109951338
430 => 0.034418830352708
501 => 0.03481064498994
502 => 0.035174584261068
503 => 0.034280864435365
504 => 0.033118148073477
505 => 0.032749866994155
506 => 0.029954138023147
507 => 0.029808608188971
508 => 0.029726917883042
509 => 0.029211872059486
510 => 0.028807187125095
511 => 0.028485366640279
512 => 0.02764081358439
513 => 0.027925825448638
514 => 0.026579784149473
515 => 0.027440933671904
516 => 0.025292619257133
517 => 0.027081799339262
518 => 0.026108029964595
519 => 0.026761889910241
520 => 0.026759608654488
521 => 0.02555564518807
522 => 0.024861224186717
523 => 0.025303736276049
524 => 0.025778144362466
525 => 0.025855115478387
526 => 0.026470197945745
527 => 0.026641854241231
528 => 0.026121727652041
529 => 0.025248100215972
530 => 0.025451023944051
531 => 0.024857111943844
601 => 0.023816304007977
602 => 0.02456383043828
603 => 0.024819068828002
604 => 0.024931796641514
605 => 0.023908281574188
606 => 0.023586670918441
607 => 0.023415448103896
608 => 0.025115977273532
609 => 0.025209136100172
610 => 0.02473252237175
611 => 0.026886861618586
612 => 0.026399268297095
613 => 0.026944029500464
614 => 0.025432610742673
615 => 0.025490348974616
616 => 0.024774819113118
617 => 0.025175468023834
618 => 0.024892302287257
619 => 0.025143099551138
620 => 0.025293426397033
621 => 0.026008838847121
622 => 0.027089968200259
623 => 0.025901980083981
624 => 0.025384356649415
625 => 0.025705487316995
626 => 0.026560700602865
627 => 0.02785639250852
628 => 0.027089316822142
629 => 0.027429731985967
630 => 0.027504097555246
701 => 0.026938484342796
702 => 0.027877247474445
703 => 0.028380338263193
704 => 0.028896405312479
705 => 0.029344491871503
706 => 0.028690276784437
707 => 0.029390380705647
708 => 0.02882622053013
709 => 0.028320110530884
710 => 0.02832087809084
711 => 0.028003387895226
712 => 0.027388210634885
713 => 0.027274762509565
714 => 0.027864933984396
715 => 0.028338195617763
716 => 0.028377175712658
717 => 0.028639197669951
718 => 0.028794259565236
719 => 0.030314076935455
720 => 0.030925360054346
721 => 0.031672825481128
722 => 0.031964005389703
723 => 0.032840352520739
724 => 0.032132631038993
725 => 0.031979511044641
726 => 0.02985377955571
727 => 0.030201867967937
728 => 0.030759191101448
729 => 0.029862969608907
730 => 0.030431415864173
731 => 0.0305436391963
801 => 0.029832516345534
802 => 0.030212357785932
803 => 0.029203611535371
804 => 0.027111956111936
805 => 0.027879576084863
806 => 0.028444802763026
807 => 0.02763815460134
808 => 0.029084040209566
809 => 0.028239383686378
810 => 0.027971668119191
811 => 0.026927214244102
812 => 0.027420156268427
813 => 0.028086867414577
814 => 0.027674917439746
815 => 0.02852977549212
816 => 0.029740482476597
817 => 0.030603304372582
818 => 0.030669541124054
819 => 0.030114804449513
820 => 0.031003773510747
821 => 0.031010248679848
822 => 0.030007487947231
823 => 0.029393302581898
824 => 0.029253758374637
825 => 0.029602367163628
826 => 0.030025642590195
827 => 0.030693029964381
828 => 0.031096318177146
829 => 0.032147879948497
830 => 0.032432402413186
831 => 0.032745006340058
901 => 0.03316274158984
902 => 0.033664339862322
903 => 0.032566871398136
904 => 0.032610475866155
905 => 0.031588528427791
906 => 0.030496431027811
907 => 0.031325196822533
908 => 0.032408697853039
909 => 0.032160141519478
910 => 0.032132173854408
911 => 0.032179207709473
912 => 0.03199180435106
913 => 0.031144185906448
914 => 0.030718517229936
915 => 0.031267738422298
916 => 0.031559625043015
917 => 0.032012315736558
918 => 0.031956512053438
919 => 0.033122594664575
920 => 0.033575699106756
921 => 0.033459775601014
922 => 0.033481108315925
923 => 0.034301432265403
924 => 0.035213801209711
925 => 0.03606835512374
926 => 0.036937644069036
927 => 0.035889682316557
928 => 0.035357591967944
929 => 0.035906573387514
930 => 0.035615276118817
1001 => 0.037289156629131
1002 => 0.037405052483898
1003 => 0.039078811953599
1004 => 0.040667408997915
1005 => 0.039669639657052
1006 => 0.040610491204968
1007 => 0.04162809886279
1008 => 0.043591229135623
1009 => 0.042930115923489
1010 => 0.042423713563959
1011 => 0.041945165781121
1012 => 0.042940947749885
1013 => 0.044222005344694
1014 => 0.044497932880798
1015 => 0.044945040901719
1016 => 0.044474961487489
1017 => 0.045041120364381
1018 => 0.047039909982626
1019 => 0.046499819383972
1020 => 0.045732803909987
1021 => 0.047310656347797
1022 => 0.047881675011294
1023 => 0.051889383036513
1024 => 0.056949279968513
1025 => 0.05485444941359
1026 => 0.05355412048839
1027 => 0.053859728630027
1028 => 0.055707431701273
1029 => 0.056300855284593
1030 => 0.054687725419753
1031 => 0.055257510158999
1101 => 0.058397080092243
1102 => 0.060081358631966
1103 => 0.057793882146236
1104 => 0.051482825244739
1105 => 0.045663742558653
1106 => 0.047207225323712
1107 => 0.047032242278001
1108 => 0.050405318501946
1109 => 0.046486938401814
1110 => 0.046552913873455
1111 => 0.049995741741562
1112 => 0.049077254291363
1113 => 0.047589422253025
1114 => 0.045674605379067
1115 => 0.04213488928843
1116 => 0.038999664034668
1117 => 0.04514856275655
1118 => 0.044883411062616
1119 => 0.044499432116519
1120 => 0.045353935710195
1121 => 0.049503162606009
1122 => 0.049407509496324
1123 => 0.048799013215151
1124 => 0.049260552281381
1125 => 0.047508512223207
1126 => 0.047960052839409
1127 => 0.045662820786225
1128 => 0.046701265615149
1129 => 0.047586230033691
1130 => 0.047763899742835
1201 => 0.048164198669577
1202 => 0.044743688168498
1203 => 0.046279396962571
1204 => 0.047181482002633
1205 => 0.043105828973495
1206 => 0.047100919446471
1207 => 0.044684144690624
1208 => 0.04386385503975
1209 => 0.044968266989707
1210 => 0.044537876578733
1211 => 0.044167852176751
1212 => 0.043961372202618
1213 => 0.044772330449168
1214 => 0.044734498277661
1215 => 0.043407613186094
1216 => 0.041676745674899
1217 => 0.042257681625445
1218 => 0.042046622148308
1219 => 0.041281715375949
1220 => 0.041797170185323
1221 => 0.039527368070549
1222 => 0.035622291506127
1223 => 0.038202104700314
1224 => 0.038102784698634
1225 => 0.038052703049984
1226 => 0.039991361364616
1227 => 0.039805004100122
1228 => 0.039466763840248
1229 => 0.041275503328325
1230 => 0.040615289084198
1231 => 0.042649913818559
]
'min_raw' => 0.018264326274336
'max_raw' => 0.060081358631966
'avg_raw' => 0.039172842453151
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.018264'
'max' => '$0.060081'
'avg' => '$0.039172'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.0099499340613026
'max_diff' => 0.039716814614526
'year' => 2029
]
4 => [
'items' => [
101 => 0.043990049259886
102 => 0.043650147563125
103 => 0.04491055142313
104 => 0.04227106521642
105 => 0.043147796656483
106 => 0.043328489791183
107 => 0.041253183763806
108 => 0.039835494453312
109 => 0.039740950739144
110 => 0.037282872844369
111 => 0.038595958214846
112 => 0.039751419001701
113 => 0.039198042952177
114 => 0.039022860626537
115 => 0.039917829135822
116 => 0.03998737585388
117 => 0.038401703311918
118 => 0.038731414845111
119 => 0.040106366748506
120 => 0.038696769584909
121 => 0.035958152552429
122 => 0.035278937664031
123 => 0.035188317877505
124 => 0.033346233230958
125 => 0.035324326050666
126 => 0.034460835525272
127 => 0.037188591748788
128 => 0.035630512023166
129 => 0.035563346320289
130 => 0.035461815509323
131 => 0.033876257158482
201 => 0.034223393669826
202 => 0.035377328303918
203 => 0.035789065181367
204 => 0.035746117651788
205 => 0.035371673394685
206 => 0.035543092058122
207 => 0.034990892816969
208 => 0.034795899771885
209 => 0.034180448084537
210 => 0.033275904127003
211 => 0.033401686512189
212 => 0.031609548245513
213 => 0.030633096201851
214 => 0.030362827145596
215 => 0.030001412068251
216 => 0.030403649940271
217 => 0.031604471342973
218 => 0.030156025962842
219 => 0.027672767955238
220 => 0.02782201599276
221 => 0.028157332020934
222 => 0.02753247282077
223 => 0.026941096028272
224 => 0.027455250169433
225 => 0.026403061015399
226 => 0.028284484053306
227 => 0.028233596832758
228 => 0.028934874994869
301 => 0.029373398621314
302 => 0.028362743636069
303 => 0.028108566640381
304 => 0.028253357408825
305 => 0.025860288531868
306 => 0.028739310213034
307 => 0.028764208112086
308 => 0.028551017184444
309 => 0.030084007349843
310 => 0.033319094750457
311 => 0.032101924739257
312 => 0.031630599721762
313 => 0.030734610518967
314 => 0.031928462933116
315 => 0.031836793694709
316 => 0.031422230634102
317 => 0.031171501601532
318 => 0.031633477531814
319 => 0.031114257671309
320 => 0.031020991517154
321 => 0.030455900097555
322 => 0.03025418817078
323 => 0.030104848690578
324 => 0.029940440596671
325 => 0.030303083883886
326 => 0.029481286485358
327 => 0.028490279384526
328 => 0.028407887866937
329 => 0.028635378090936
330 => 0.028534730601472
331 => 0.028407406005479
401 => 0.028164308676939
402 => 0.028092186892514
403 => 0.02832654770338
404 => 0.028061968011996
405 => 0.028452369759035
406 => 0.028346202085755
407 => 0.027753158093139
408 => 0.027014005705331
409 => 0.027007425698655
410 => 0.026848176529155
411 => 0.026645348768524
412 => 0.026588926725586
413 => 0.027411949541757
414 => 0.02911558214023
415 => 0.028781118296677
416 => 0.029022802700878
417 => 0.030211650765698
418 => 0.030589549815596
419 => 0.030321326021008
420 => 0.029954164747653
421 => 0.029970317980306
422 => 0.031225019198636
423 => 0.031303273374575
424 => 0.03150099643142
425 => 0.031755126435995
426 => 0.030364605459676
427 => 0.029904824567368
428 => 0.02968695487292
429 => 0.029016000540202
430 => 0.029739567264761
501 => 0.029317975920577
502 => 0.029374862996519
503 => 0.029337815213684
504 => 0.029358045808272
505 => 0.028283958157223
506 => 0.02867529924488
507 => 0.028024618784798
508 => 0.027153430691058
509 => 0.02715051016309
510 => 0.027363732214821
511 => 0.027236899395072
512 => 0.026895595538295
513 => 0.026944076140241
514 => 0.026519335053505
515 => 0.026995647398357
516 => 0.02700930633208
517 => 0.026825900134403
518 => 0.027559725020085
519 => 0.027860373674493
520 => 0.02773965178624
521 => 0.027851903504993
522 => 0.02879501677939
523 => 0.028948785394034
524 => 0.029017079255274
525 => 0.028925574528415
526 => 0.027869141884352
527 => 0.027915999164414
528 => 0.027572191533608
529 => 0.027281710315132
530 => 0.027293328040498
531 => 0.02744267314671
601 => 0.028094871984511
602 => 0.029467385989442
603 => 0.029519471892634
604 => 0.029582601526756
605 => 0.029325821578369
606 => 0.029248374288883
607 => 0.029350547254557
608 => 0.029865991351451
609 => 0.03119185351037
610 => 0.030723205272052
611 => 0.030342186959355
612 => 0.03067644274139
613 => 0.030624986683729
614 => 0.030190645773525
615 => 0.030178455270793
616 => 0.029344816196924
617 => 0.029036638812357
618 => 0.028779102723136
619 => 0.028497880036857
620 => 0.02833116180176
621 => 0.028587316782951
622 => 0.028645902457886
623 => 0.02808581511469
624 => 0.028009477279406
625 => 0.028466856694185
626 => 0.028265581066564
627 => 0.028472598040967
628 => 0.028520627754788
629 => 0.028512893864645
630 => 0.02830273899305
701 => 0.028436685441296
702 => 0.028119862159836
703 => 0.027775364426566
704 => 0.027555596335707
705 => 0.027363819528425
706 => 0.027470228447239
707 => 0.02709090008117
708 => 0.026969545302494
709 => 0.028391307398521
710 => 0.029441578345374
711 => 0.029426306989854
712 => 0.029333346540598
713 => 0.029195226169343
714 => 0.029855886985995
715 => 0.029625725967804
716 => 0.029793187339135
717 => 0.02983581328647
718 => 0.02996482919094
719 => 0.030010941287496
720 => 0.029871558504793
721 => 0.029403772861866
722 => 0.028238095515418
723 => 0.02769546956396
724 => 0.027516393961829
725 => 0.027522903019854
726 => 0.027343354141824
727 => 0.02739623933322
728 => 0.027324962830487
729 => 0.027189982377947
730 => 0.027461893784659
731 => 0.027493229041253
801 => 0.027429761669827
802 => 0.02744471053335
803 => 0.026919227805212
804 => 0.026959179115744
805 => 0.026736725141936
806 => 0.02669501770357
807 => 0.026132673429066
808 => 0.025136399033676
809 => 0.025688431759418
810 => 0.02502165385427
811 => 0.024769134958257
812 => 0.025964520137239
813 => 0.025844536620093
814 => 0.02563917699432
815 => 0.025335407307106
816 => 0.025222736175236
817 => 0.024538182045345
818 => 0.024497734935396
819 => 0.024837018446687
820 => 0.024680450780259
821 => 0.024460570479782
822 => 0.023664186320364
823 => 0.022768786851444
824 => 0.02279581333313
825 => 0.023080623244694
826 => 0.023908746474416
827 => 0.023585184401886
828 => 0.023350436405819
829 => 0.023306475162654
830 => 0.023856742159956
831 => 0.024635485245637
901 => 0.025000854078044
902 => 0.024638784661545
903 => 0.024222858811072
904 => 0.024248174290376
905 => 0.024416586832647
906 => 0.024434284609615
907 => 0.024163559638826
908 => 0.024239767132322
909 => 0.024124000981142
910 => 0.023413544325034
911 => 0.023400694417008
912 => 0.023226336895938
913 => 0.023221057419494
914 => 0.022924431780632
915 => 0.022882931803279
916 => 0.02229396359343
917 => 0.022681624252713
918 => 0.022421601835564
919 => 0.022029686719833
920 => 0.021962120406159
921 => 0.021960089281181
922 => 0.022362498474421
923 => 0.022676921866995
924 => 0.022426125036835
925 => 0.0223690234601
926 => 0.022978718909725
927 => 0.022901129606263
928 => 0.022833937769862
929 => 0.024565757343643
930 => 0.023194887015429
1001 => 0.022597109305785
1002 => 0.021857245875192
1003 => 0.022098149138908
1004 => 0.022148910996178
1005 => 0.02036967281601
1006 => 0.019647836107906
1007 => 0.019400128951527
1008 => 0.019257569980965
1009 => 0.019322535893993
1010 => 0.018672798193698
1011 => 0.019109432673966
1012 => 0.018546814746471
1013 => 0.018452490020009
1014 => 0.019458520569357
1015 => 0.019598503843154
1016 => 0.019001291707744
1017 => 0.019384798578539
1018 => 0.019245733656044
1019 => 0.018556459216026
1020 => 0.018530134002377
1021 => 0.018184280317544
1022 => 0.017643086271251
1023 => 0.01739574606992
1024 => 0.01726692914556
1025 => 0.017320081519143
1026 => 0.01729320605257
1027 => 0.017117825453917
1028 => 0.017303258663192
1029 => 0.016829553439786
1030 => 0.016640920202924
1031 => 0.016555718946091
1101 => 0.016135278294863
1102 => 0.016804386341773
1103 => 0.016936209056215
1104 => 0.017068291502127
1105 => 0.018217979017273
1106 => 0.018160543878
1107 => 0.018679729564985
1108 => 0.01865955496391
1109 => 0.018511474795731
1110 => 0.017886748924191
1111 => 0.018135753521919
1112 => 0.017369356074018
1113 => 0.017943593151946
1114 => 0.017681535330293
1115 => 0.017854991138839
1116 => 0.017543101955194
1117 => 0.017715714307012
1118 => 0.016967469112109
1119 => 0.016268768277204
1120 => 0.016549945889519
1121 => 0.016855618110665
1122 => 0.017518393369945
1123 => 0.017123649893295
1124 => 0.017265614574402
1125 => 0.016790056657295
1126 => 0.015808844837901
1127 => 0.015814398390239
1128 => 0.015663460328687
1129 => 0.015533027806188
1130 => 0.017168990930118
1201 => 0.016965533054907
1202 => 0.016641349558668
1203 => 0.017075282050924
1204 => 0.017190020689312
1205 => 0.017193287137043
1206 => 0.017509873081975
1207 => 0.017678835057536
1208 => 0.017708615338052
1209 => 0.018206770162694
1210 => 0.018373745089093
1211 => 0.019061491179754
1212 => 0.017664499814381
1213 => 0.017635729696527
1214 => 0.017081388370975
1215 => 0.01672981633852
1216 => 0.01710546080882
1217 => 0.017438230528922
1218 => 0.01709172845377
1219 => 0.017136974309727
1220 => 0.016671823584096
1221 => 0.016838093081133
1222 => 0.016981306770902
1223 => 0.016902232589123
1224 => 0.016783854711767
1225 => 0.017410947206729
1226 => 0.017375564190568
1227 => 0.017959527138672
1228 => 0.01841476801631
1229 => 0.019230641053077
1230 => 0.018379235006787
1231 => 0.018348206386428
]
'min_raw' => 0.015533027806188
'max_raw' => 0.04491055142313
'avg_raw' => 0.030221789614659
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.015533'
'max' => '$0.04491'
'avg' => '$0.030221'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.0027312984681485
'max_diff' => -0.015170807208836
'year' => 2030
]
5 => [
'items' => [
101 => 0.018651516127588
102 => 0.018373698653952
103 => 0.018549269707356
104 => 0.019202353842056
105 => 0.019216152480706
106 => 0.018985007504781
107 => 0.01897094231199
108 => 0.019015336233065
109 => 0.019275352815422
110 => 0.019184495032044
111 => 0.019289637959206
112 => 0.019421120799629
113 => 0.019964989575185
114 => 0.020096114495712
115 => 0.019777548919307
116 => 0.019806311824029
117 => 0.019687159553633
118 => 0.019572059953403
119 => 0.019830787045772
120 => 0.020303615892369
121 => 0.020300674448654
122 => 0.020410361550585
123 => 0.020478695706391
124 => 0.020185355486012
125 => 0.019994401788964
126 => 0.020067625587112
127 => 0.020184712034957
128 => 0.020029656030128
129 => 0.019072578539393
130 => 0.019362894711735
131 => 0.019314571904922
201 => 0.019245754351766
202 => 0.019537669508004
203 => 0.019509513579053
204 => 0.018666134194466
205 => 0.018720124606329
206 => 0.018669417530233
207 => 0.018833262466792
208 => 0.018364850489684
209 => 0.01850893085904
210 => 0.01859929671603
211 => 0.018652522900021
212 => 0.01884481237413
213 => 0.01882224942374
214 => 0.018843409829454
215 => 0.019128524357019
216 => 0.020570535797955
217 => 0.020649021299066
218 => 0.020262529986871
219 => 0.020416925642889
220 => 0.020120519745953
221 => 0.020319499010313
222 => 0.020455635569463
223 => 0.019840460636219
224 => 0.019804033969125
225 => 0.019506404699615
226 => 0.019666333810466
227 => 0.019411875095792
228 => 0.019474310363785
301 => 0.019299735911468
302 => 0.019613935168212
303 => 0.019965258758881
304 => 0.020054016972073
305 => 0.019820532325979
306 => 0.019651474054818
307 => 0.019354663421916
308 => 0.019848266119288
309 => 0.019992610590269
310 => 0.019847507939231
311 => 0.01981388448443
312 => 0.019750168098339
313 => 0.019827402216946
314 => 0.019991824459281
315 => 0.019914285966198
316 => 0.019965501506931
317 => 0.019770320678891
318 => 0.020185452593831
319 => 0.020844781981691
320 => 0.020846901833484
321 => 0.02076936292244
322 => 0.02073763567064
323 => 0.020817195298826
324 => 0.02086035313341
325 => 0.021117634382222
326 => 0.021393707412735
327 => 0.022682019786038
328 => 0.02232026682688
329 => 0.023463334206521
330 => 0.024367352095094
331 => 0.024638427531965
401 => 0.024389050885128
402 => 0.02353594684736
403 => 0.023494089493319
404 => 0.024768987096979
405 => 0.024408770129936
406 => 0.024365923467907
407 => 0.023910107374497
408 => 0.024179551139624
409 => 0.024120619835689
410 => 0.02402759388941
411 => 0.024541673823656
412 => 0.025503985568333
413 => 0.025354000258423
414 => 0.025242043182193
415 => 0.024751479864369
416 => 0.025046908552983
417 => 0.024941712055532
418 => 0.02539370296793
419 => 0.02512595356425
420 => 0.024406041132127
421 => 0.024520689559805
422 => 0.024503360680602
423 => 0.02485998778666
424 => 0.024752937181451
425 => 0.024482457331834
426 => 0.025500696491406
427 => 0.025434577704128
428 => 0.02552831902763
429 => 0.025569586857282
430 => 0.026189371090327
501 => 0.026443276859722
502 => 0.026500917914621
503 => 0.02674210875777
504 => 0.026494916866724
505 => 0.027483860675738
506 => 0.028141450602262
507 => 0.028905275141187
508 => 0.030021428089238
509 => 0.030441111922697
510 => 0.030365299794627
511 => 0.031211554221362
512 => 0.032732254615026
513 => 0.030672676822675
514 => 0.032841417239066
515 => 0.032154819062549
516 => 0.0305269071374
517 => 0.030422088801241
518 => 0.031524529657398
519 => 0.033969637370353
520 => 0.03335716562044
521 => 0.033970639154724
522 => 0.033254989690416
523 => 0.033219451662546
524 => 0.033935881657602
525 => 0.035609859391616
526 => 0.034814615318303
527 => 0.033674437937362
528 => 0.034516327172324
529 => 0.03378700480383
530 => 0.032143637383134
531 => 0.033356697274836
601 => 0.032545558671211
602 => 0.032782292038249
603 => 0.034487184735306
604 => 0.034282047535409
605 => 0.034547514067269
606 => 0.034078972587006
607 => 0.03364128096223
608 => 0.032824297041181
609 => 0.032582428378978
610 => 0.032649272175688
611 => 0.032582395254512
612 => 0.032125300259155
613 => 0.032026590638428
614 => 0.031862070279315
615 => 0.031913062017969
616 => 0.031603715610708
617 => 0.032187516195439
618 => 0.032295874728398
619 => 0.032720716109036
620 => 0.032764824550531
621 => 0.03394800174837
622 => 0.033296327630285
623 => 0.033733526891533
624 => 0.033694419674527
625 => 0.030562188925079
626 => 0.030993782686447
627 => 0.031665207137552
628 => 0.031362731332424
629 => 0.03093510131241
630 => 0.030589767143177
701 => 0.030066550564558
702 => 0.03080296785148
703 => 0.031771278274534
704 => 0.032789382500815
705 => 0.03401256801986
706 => 0.033739567251458
707 => 0.032766515898367
708 => 0.032810166271252
709 => 0.03307999570064
710 => 0.032730542072994
711 => 0.032627481376056
712 => 0.033065836743485
713 => 0.033068855455985
714 => 0.032666766824496
715 => 0.03221991889204
716 => 0.032218046582887
717 => 0.032138534309345
718 => 0.033269134747242
719 => 0.033890850671488
720 => 0.033962129400257
721 => 0.033886053045122
722 => 0.033915331814851
723 => 0.033553569017108
724 => 0.034380451495324
725 => 0.035139280627536
726 => 0.034935898210083
727 => 0.034630999053807
728 => 0.034388132189901
729 => 0.034878686495367
730 => 0.034856842884348
731 => 0.035132652917054
801 => 0.035120140580815
802 => 0.035027396040556
803 => 0.034935901522283
804 => 0.035298666945164
805 => 0.035194196329208
806 => 0.035089563441531
807 => 0.0348797061668
808 => 0.034908229255797
809 => 0.034603382744659
810 => 0.034462346799779
811 => 0.032341504581339
812 => 0.031774746240053
813 => 0.031953059951651
814 => 0.032011765455423
815 => 0.031765111498975
816 => 0.032118749912319
817 => 0.032063635740195
818 => 0.032278052743217
819 => 0.032144094308633
820 => 0.032149592009515
821 => 0.032543535202677
822 => 0.032657898587606
823 => 0.032599732447005
824 => 0.032640470018063
825 => 0.033579250148842
826 => 0.033445785634744
827 => 0.033374885271675
828 => 0.033394525156787
829 => 0.033634403607874
830 => 0.0337015564773
831 => 0.033417025050792
901 => 0.03355121171639
902 => 0.034122561507683
903 => 0.034322501599037
904 => 0.034960614393954
905 => 0.034689532737123
906 => 0.035187114850375
907 => 0.036716512628271
908 => 0.03793830139953
909 => 0.036814693952924
910 => 0.03905835343748
911 => 0.040805364180044
912 => 0.040738310997946
913 => 0.040433679265893
914 => 0.038444753982167
915 => 0.036614515282877
916 => 0.038145587670873
917 => 0.038149490689258
918 => 0.038017970213288
919 => 0.037201107832575
920 => 0.037989545173091
921 => 0.038052128465998
922 => 0.038017098464211
923 => 0.037390811992153
924 => 0.036434588306409
925 => 0.036621432125728
926 => 0.036927486113282
927 => 0.036348062065292
928 => 0.036162900973418
929 => 0.03650715067155
930 => 0.037616394926207
1001 => 0.037406698725279
1002 => 0.037401222710024
1003 => 0.038298391982624
1004 => 0.037656212404689
1005 => 0.036623788824646
1006 => 0.036363088254691
1007 => 0.035437776860298
1008 => 0.036076892736251
1009 => 0.036099893378831
1010 => 0.035749856145177
1011 => 0.036652192416992
1012 => 0.036643877229394
1013 => 0.037500511224452
1014 => 0.039138073685966
1015 => 0.038653765886542
1016 => 0.038090568608349
1017 => 0.038151803768256
1018 => 0.038823402331173
1019 => 0.038417338508929
1020 => 0.038563361890585
1021 => 0.038823181307296
1022 => 0.03897993681235
1023 => 0.038129249063409
1024 => 0.037930913056032
1025 => 0.037525187191417
1026 => 0.037419340886571
1027 => 0.037749796137552
1028 => 0.037662732854075
1029 => 0.036097960263885
1030 => 0.035934432821898
1031 => 0.03593944797508
1101 => 0.035528250446897
1102 => 0.034901075517703
1103 => 0.036549253784955
1104 => 0.036416882003855
1105 => 0.036270753802282
1106 => 0.036288653673179
1107 => 0.037004071997049
1108 => 0.036589093239713
1109 => 0.037692382279771
1110 => 0.037465579221039
1111 => 0.037232959519658
1112 => 0.037200804391157
1113 => 0.037111265652305
1114 => 0.036804204000886
1115 => 0.036433408605252
1116 => 0.036188577367307
1117 => 0.033382049700379
1118 => 0.03390292491054
1119 => 0.034502144360562
1120 => 0.034708992513488
1121 => 0.034355164434451
1122 => 0.036818175290054
1123 => 0.037268191107535
1124 => 0.035905063842578
1125 => 0.035650078387424
1126 => 0.036834892094043
1127 => 0.036120304591367
1128 => 0.036442083300067
1129 => 0.0357465737354
1130 => 0.037159795475105
1201 => 0.037149029093243
1202 => 0.036599253917437
1203 => 0.03706392013133
1204 => 0.036983172941792
1205 => 0.036362478122344
1206 => 0.037179472607995
1207 => 0.037179877827067
1208 => 0.036650731173497
1209 => 0.036032803727224
1210 => 0.035922332894625
1211 => 0.035839107961931
1212 => 0.036421615068405
1213 => 0.036943889118618
1214 => 0.037915711643347
1215 => 0.038160050915997
1216 => 0.039113723363738
1217 => 0.038545857854577
1218 => 0.038797585279699
1219 => 0.039070871008687
1220 => 0.039201894236913
1221 => 0.038988398917612
1222 => 0.040469844776194
1223 => 0.040594924196987
1224 => 0.040636862244846
1225 => 0.040137327036593
1226 => 0.040581031219193
1227 => 0.040373436726092
1228 => 0.040913539925728
1229 => 0.040998235003815
1230 => 0.04092650128579
1231 => 0.040953384840396
]
'min_raw' => 0.018364850489684
'max_raw' => 0.040998235003815
'avg_raw' => 0.02968154274675
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.018364'
'max' => '$0.040998'
'avg' => '$0.029681'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.0028318226834966
'max_diff' => -0.0039123164193154
'year' => 2031
]
6 => [
'items' => [
101 => 0.039689232145054
102 => 0.039623679158864
103 => 0.038729859540733
104 => 0.039094097641902
105 => 0.038413171970152
106 => 0.038629100514976
107 => 0.038724279760091
108 => 0.038674563523818
109 => 0.039114691117644
110 => 0.038740492750764
111 => 0.037752921736663
112 => 0.036765081659498
113 => 0.036752680132007
114 => 0.036492599276515
115 => 0.036304608454179
116 => 0.036340822155894
117 => 0.036468443964163
118 => 0.036297190842679
119 => 0.036333736378901
120 => 0.036940635781827
121 => 0.037062345128875
122 => 0.036648729212694
123 => 0.034988001624733
124 => 0.034580454909028
125 => 0.034873391406274
126 => 0.034733386628117
127 => 0.02803255383857
128 => 0.029606815107617
129 => 0.028671442518411
130 => 0.02910250524194
131 => 0.028147732041919
201 => 0.02860339985692
202 => 0.028519254649813
203 => 0.031050620184662
204 => 0.031011096393615
205 => 0.031030014340837
206 => 0.03012701142949
207 => 0.031565519586467
208 => 0.032274180431674
209 => 0.032143026169623
210 => 0.032176034871774
211 => 0.031608836005768
212 => 0.031035506065695
213 => 0.030399594927309
214 => 0.031581039221438
215 => 0.031449682783858
216 => 0.031750967191113
217 => 0.032517218267238
218 => 0.032630051648902
219 => 0.032781700858102
220 => 0.03272734541173
221 => 0.034022312665916
222 => 0.033865483586965
223 => 0.034243396544431
224 => 0.033466000918598
225 => 0.032586303976897
226 => 0.032753505606054
227 => 0.032737402744616
228 => 0.0325323948365
229 => 0.032347322863576
301 => 0.032039230172363
302 => 0.033014081036501
303 => 0.032974503871703
304 => 0.03361521216635
305 => 0.033501960751763
306 => 0.032745640087828
307 => 0.032772652228302
308 => 0.032954321854578
309 => 0.033583082505389
310 => 0.03376974147584
311 => 0.033683273603653
312 => 0.033887936643446
313 => 0.034049693965314
314 => 0.033908250872613
315 => 0.035910786788174
316 => 0.035079194259716
317 => 0.035484506671903
318 => 0.03558117129397
319 => 0.035333566897183
320 => 0.035387263424798
321 => 0.035468599032705
322 => 0.035962452916777
323 => 0.037258468406353
324 => 0.037832464844411
325 => 0.039559361448793
326 => 0.037784802430647
327 => 0.037679507442365
328 => 0.037990573668096
329 => 0.039004444785438
330 => 0.039826092097972
331 => 0.04009867991351
401 => 0.040134706893268
402 => 0.040646099756513
403 => 0.040939220608813
404 => 0.040584003211948
405 => 0.040282993660916
406 => 0.039204814811802
407 => 0.03932961694937
408 => 0.040189379916892
409 => 0.041403845748304
410 => 0.042445983775289
411 => 0.042081063360416
412 => 0.044865148532232
413 => 0.045141179205049
414 => 0.045103040691206
415 => 0.045731879642756
416 => 0.044483762384755
417 => 0.043950168075826
418 => 0.040348075342453
419 => 0.041360116473077
420 => 0.042831177691532
421 => 0.042636477223073
422 => 0.041568153244652
423 => 0.042445173355752
424 => 0.042155203080068
425 => 0.041926491492758
426 => 0.042974263612147
427 => 0.041822195126772
428 => 0.042819684927104
429 => 0.041540393940468
430 => 0.042082730286132
501 => 0.041774873946476
502 => 0.041974094727687
503 => 0.040809454111474
504 => 0.04143786591793
505 => 0.040783310114299
506 => 0.040782999769622
507 => 0.040768550413978
508 => 0.041538632414205
509 => 0.041563744760586
510 => 0.040994652998889
511 => 0.040912637985144
512 => 0.041215890476767
513 => 0.04086086123103
514 => 0.041026977180583
515 => 0.040865892713917
516 => 0.040829629207512
517 => 0.040540675418755
518 => 0.040416186181608
519 => 0.040465001619185
520 => 0.04029836936465
521 => 0.04019796740394
522 => 0.040748577936912
523 => 0.040454408940711
524 => 0.040703492319267
525 => 0.040419630372574
526 => 0.039435641192571
527 => 0.038869738609655
528 => 0.037011074264475
529 => 0.037538189167102
530 => 0.037887666892884
531 => 0.037772164506597
601 => 0.03802030832583
602 => 0.03803554234099
603 => 0.037954868255831
604 => 0.037861458000207
605 => 0.03781599105368
606 => 0.038154864422719
607 => 0.038351591819399
608 => 0.037922741658074
609 => 0.037822268065527
610 => 0.038255859256093
611 => 0.038520349631861
612 => 0.040473197962226
613 => 0.040328524650295
614 => 0.040691626272537
615 => 0.040650746602121
616 => 0.041031334948855
617 => 0.041653436047129
618 => 0.040388530572135
619 => 0.040608074425454
620 => 0.040554247342628
621 => 0.0411419173187
622 => 0.041143751960219
623 => 0.040791414453272
624 => 0.040982422331811
625 => 0.040875806974037
626 => 0.041068475335464
627 => 0.040326592450011
628 => 0.041230125723184
629 => 0.041742370866676
630 => 0.04174948339099
701 => 0.041992283523576
702 => 0.042238982520318
703 => 0.042712499761612
704 => 0.042225776381461
705 => 0.041350208402135
706 => 0.041413421582175
707 => 0.040900076396254
708 => 0.040908705821573
709 => 0.040862641272922
710 => 0.041000884451002
711 => 0.040356929053512
712 => 0.040508064098183
713 => 0.040296474150597
714 => 0.040607614470231
715 => 0.040272878919643
716 => 0.040554221385579
717 => 0.040675639467227
718 => 0.041123674802451
719 => 0.040206703736344
720 => 0.038336937659068
721 => 0.038729985157234
722 => 0.038148637034232
723 => 0.038202443016364
724 => 0.03831113966343
725 => 0.03795881826696
726 => 0.038026030086484
727 => 0.038023628807328
728 => 0.03800293588084
729 => 0.037911283478321
730 => 0.037778369361792
731 => 0.038307858293235
801 => 0.038397828780456
802 => 0.038597822028563
803 => 0.039192866278214
804 => 0.039133407325564
805 => 0.039230387344264
806 => 0.039018680507962
807 => 0.03821226348931
808 => 0.038256055813213
809 => 0.037709964832429
810 => 0.038583857254404
811 => 0.038376907994064
812 => 0.038243486459639
813 => 0.038207081157829
814 => 0.03880360040708
815 => 0.03898208831575
816 => 0.038870866628945
817 => 0.038642747704453
818 => 0.039080803476783
819 => 0.039198008721369
820 => 0.039224246653269
821 => 0.040000397492975
822 => 0.039267624863248
823 => 0.039444010518357
824 => 0.040820121048011
825 => 0.039572178687888
826 => 0.04023324158848
827 => 0.040200885999502
828 => 0.040539063410296
829 => 0.040173145581157
830 => 0.040177681571198
831 => 0.040477960201862
901 => 0.040056273020631
902 => 0.039951857344358
903 => 0.039807607835427
904 => 0.040122571360916
905 => 0.040311377749872
906 => 0.041833018581845
907 => 0.042816067954551
908 => 0.042773391188674
909 => 0.043163376941236
910 => 0.042987684787846
911 => 0.042420328479304
912 => 0.043388736516255
913 => 0.04308229169345
914 => 0.043107554632312
915 => 0.043106614344466
916 => 0.043310373361759
917 => 0.043165991423767
918 => 0.042881399803483
919 => 0.043070325002362
920 => 0.04363136530104
921 => 0.045372851602955
922 => 0.046347410409131
923 => 0.045314181939131
924 => 0.046026889102256
925 => 0.045599518767909
926 => 0.045521852864992
927 => 0.045969485632081
928 => 0.046417901921071
929 => 0.046389339742019
930 => 0.046063812542643
1001 => 0.045879930487663
1002 => 0.047272347012983
1003 => 0.048298255789642
1004 => 0.048228295688854
1005 => 0.048537076821491
1006 => 0.049443667777153
1007 => 0.049526555092371
1008 => 0.049516113195796
1009 => 0.049310668336632
1010 => 0.050203324868193
1011 => 0.050947994651619
1012 => 0.049263113787608
1013 => 0.049904694363913
1014 => 0.050192720555052
1015 => 0.050615628457164
1016 => 0.05132914497562
1017 => 0.052104213165574
1018 => 0.052213816305824
1019 => 0.052136047632823
1020 => 0.051624869326598
1021 => 0.052472958188531
1022 => 0.052969748753721
1023 => 0.053265576166442
1024 => 0.054015745264113
1025 => 0.050194499306753
1026 => 0.047489631489886
1027 => 0.047067227321518
1028 => 0.047926202808118
1029 => 0.048152707793734
1030 => 0.048061403918045
1031 => 0.045016829274339
1101 => 0.047051198266108
1102 => 0.049240008246647
1103 => 0.049324089352209
1104 => 0.050419853394326
1105 => 0.050776679083325
1106 => 0.051658912762305
1107 => 0.051603728805478
1108 => 0.051818538666906
1109 => 0.051769157599752
1110 => 0.053403309713844
1111 => 0.055206022169624
1112 => 0.055143599969555
1113 => 0.054884438725311
1114 => 0.055269337366572
1115 => 0.057129929811345
1116 => 0.056958636274416
1117 => 0.057125033354794
1118 => 0.059318776705576
1119 => 0.062170955117945
1120 => 0.060845831891369
1121 => 0.063720967999103
1122 => 0.065530713774505
1123 => 0.068660481961857
1124 => 0.068268619570368
1125 => 0.069487015358404
1126 => 0.067567104105452
1127 => 0.063158599790591
1128 => 0.062460937107688
1129 => 0.063857675466493
1130 => 0.06729142042988
1201 => 0.063749534617935
1202 => 0.06446605350473
1203 => 0.06425969601713
1204 => 0.064248700103579
1205 => 0.06466836940022
1206 => 0.064059617196963
1207 => 0.061579451208464
1208 => 0.062716096665283
1209 => 0.062277183268207
1210 => 0.062764190405424
1211 => 0.065392367067964
1212 => 0.064230387517549
1213 => 0.06300633645274
1214 => 0.064541568126686
1215 => 0.066496445610459
1216 => 0.066374112890777
1217 => 0.066136736283484
1218 => 0.06747481579016
1219 => 0.069684931114677
1220 => 0.070282316405932
1221 => 0.070723294014931
1222 => 0.070784097376834
1223 => 0.071410409793517
1224 => 0.068042570077963
1225 => 0.073387418198805
1226 => 0.074310325820824
1227 => 0.074136857438487
1228 => 0.075162630418472
1229 => 0.074860821986411
1230 => 0.074423548920648
1231 => 0.076049617282094
]
'min_raw' => 0.02803255383857
'max_raw' => 0.076049617282094
'avg_raw' => 0.052041085560332
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.028032'
'max' => '$0.076049'
'avg' => '$0.052041'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.0096677033488858
'max_diff' => 0.035051382278279
'year' => 2032
]
7 => [
'items' => [
101 => 0.074185461122646
102 => 0.071539526145044
103 => 0.070087913885672
104 => 0.071999514007034
105 => 0.073166861495499
106 => 0.073938403928131
107 => 0.074171872202066
108 => 0.068304005888072
109 => 0.065141551391614
110 => 0.067168648466229
111 => 0.069641846800026
112 => 0.068028831336344
113 => 0.068092058488678
114 => 0.065792322330476
115 => 0.069845322420707
116 => 0.069254834398656
117 => 0.072318287301609
118 => 0.071587169680574
119 => 0.074085296600375
120 => 0.073427456061041
121 => 0.076158115360446
122 => 0.077247449284628
123 => 0.079076610484616
124 => 0.080422148909353
125 => 0.081212274808407
126 => 0.081164838613116
127 => 0.084295711064328
128 => 0.0824495449642
129 => 0.080130325234498
130 => 0.080088377866632
131 => 0.081289534628242
201 => 0.083806829679313
202 => 0.084459527660903
203 => 0.084824296789915
204 => 0.084265640171128
205 => 0.082261759185355
206 => 0.081396493535606
207 => 0.082133724938352
208 => 0.08123215428381
209 => 0.082788518169596
210 => 0.084925738206168
211 => 0.0844844107201
212 => 0.085959702338511
213 => 0.087486473958362
214 => 0.089669825946353
215 => 0.090240635005304
216 => 0.091184160673826
217 => 0.09215535851877
218 => 0.092467281092051
219 => 0.093062838068333
220 => 0.093059699189093
221 => 0.094854450222729
222 => 0.096834116191641
223 => 0.097581394265533
224 => 0.099299718991294
225 => 0.096357148115708
226 => 0.098589121926658
227 => 0.10060241817406
228 => 0.098202083389445
301 => 0.10151038568377
302 => 0.10163883956508
303 => 0.10357834066545
304 => 0.10161228473677
305 => 0.1004448470022
306 => 0.1038151959986
307 => 0.10544600171296
308 => 0.10495478975986
309 => 0.10121664254262
310 => 0.099040880525513
311 => 0.093346491653594
312 => 0.10009174125168
313 => 0.10337715556927
314 => 0.10120813411324
315 => 0.10230206237122
316 => 0.10827018023934
317 => 0.1105424531165
318 => 0.11006983624244
319 => 0.11014970071422
320 => 0.11137577791406
321 => 0.11681287943124
322 => 0.11355484217112
323 => 0.11604548958015
324 => 0.1173665199852
325 => 0.11859356664724
326 => 0.11558032785736
327 => 0.11166014846499
328 => 0.11041846309349
329 => 0.10099246767617
330 => 0.10050180367968
331 => 0.10022637910981
401 => 0.098489866156335
402 => 0.097125442645836
403 => 0.096040402412491
404 => 0.09319293281975
405 => 0.094153870218953
406 => 0.089615598001216
407 => 0.092519023739632
408 => 0.08527583169971
409 => 0.091308177263171
410 => 0.088025045830076
411 => 0.090229580287862
412 => 0.090221888874819
413 => 0.086162641989747
414 => 0.083821353100759
415 => 0.085313313505149
416 => 0.086912813490619
417 => 0.087172326981898
418 => 0.089246120464281
419 => 0.089824871649173
420 => 0.088071228539642
421 => 0.085125732644215
422 => 0.085809904161114
423 => 0.083807488386806
424 => 0.080298331764141
425 => 0.082818669314536
426 => 0.08367922336566
427 => 0.084059293059319
428 => 0.08060844055029
429 => 0.0795241077703
430 => 0.078946818096667
501 => 0.084680270919249
502 => 0.084994362407408
503 => 0.083387425945925
504 => 0.090650931127794
505 => 0.089006976201709
506 => 0.090843676632882
507 => 0.085747822767102
508 => 0.085942491247252
509 => 0.083530032362511
510 => 0.084880848137405
511 => 0.083926135086534
512 => 0.084771715571815
513 => 0.085278553028233
514 => 0.08769061605221
515 => 0.091335719148355
516 => 0.087330334271641
517 => 0.085585130722689
518 => 0.086667845189062
519 => 0.089551256491456
520 => 0.093919772213691
521 => 0.091333522981555
522 => 0.092481256473417
523 => 0.09273198518228
524 => 0.090824980746654
525 => 0.093990086187355
526 => 0.095686291906298
527 => 0.097426247993616
528 => 0.098937003111771
529 => 0.096731271269887
530 => 0.099091720519942
531 => 0.097189615099781
601 => 0.095483229901853
602 => 0.095485817783833
603 => 0.094415377422862
604 => 0.092341264339316
605 => 0.091958766064107
606 => 0.093948570395955
607 => 0.095544205034925
608 => 0.095675629146365
609 => 0.096559054469167
610 => 0.097081856475197
611 => 0.10220602684915
612 => 0.10426701056292
613 => 0.10678714243568
614 => 0.10776887582697
615 => 0.11072354136386
616 => 0.10833740897662
617 => 0.10782115422517
618 => 0.1006541020964
619 => 0.10182770648098
620 => 0.10370676033667
621 => 0.10068508700239
622 => 0.10260164323966
623 => 0.10298001203912
624 => 0.10058241169874
625 => 0.10186307363473
626 => 0.09846201522255
627 => 0.09140985292772
628 => 0.093997937259957
629 => 0.09590363846825
630 => 0.093183967872751
701 => 0.098058872149396
702 => 0.095211053709431
703 => 0.094308431983354
704 => 0.090786982822052
705 => 0.092448971273178
706 => 0.094696834450709
707 => 0.093307916349138
708 => 0.096190129957
709 => 0.10027211308402
710 => 0.10318117734664
711 => 0.10340449917873
712 => 0.10153416575004
713 => 0.10453138700583
714 => 0.10455321849053
715 => 0.10117234066999
716 => 0.099101571829721
717 => 0.098631088792276
718 => 0.099806447663446
719 => 0.10123355031626
720 => 0.10348369344383
721 => 0.10484340780985
722 => 0.10838882173966
723 => 0.10934810909408
724 => 0.11040207505884
725 => 0.11181049861882
726 => 0.11350167221497
727 => 0.10980148066517
728 => 0.10994849617346
729 => 0.10650292903492
730 => 0.10282084640309
731 => 0.10561508814257
801 => 0.10926818751455
802 => 0.1084301624823
803 => 0.10833586754687
804 => 0.10849444547303
805 => 0.10786260196605
806 => 0.10500479720121
807 => 0.10356962553911
808 => 0.10542136313456
809 => 0.10640547925518
810 => 0.10793175753432
811 => 0.10774361152059
812 => 0.11167514045733
813 => 0.11320281371888
814 => 0.11281196952575
815 => 0.11288389426348
816 => 0.11564967373233
817 => 0.11872578932763
818 => 0.12160697751183
819 => 0.12453784588271
820 => 0.12100456966787
821 => 0.11921058990816
822 => 0.1210615190929
823 => 0.12007939001376
824 => 0.12572299502089
825 => 0.12611374598683
826 => 0.13175694289708
827 => 0.1371130087443
828 => 0.13374895974955
829 => 0.1369211064315
830 => 0.14035204169695
831 => 0.14697087247318
901 => 0.14474188312102
902 => 0.14303451220998
903 => 0.14142105494901
904 => 0.14477840337997
905 => 0.14909757850145
906 => 0.15002788745407
907 => 0.1515353433627
908 => 0.14995043779772
909 => 0.15185928197911
910 => 0.15859834072806
911 => 0.15677738756678
912 => 0.15419134134493
913 => 0.15951118100114
914 => 0.16143641029237
915 => 0.17494867770864
916 => 0.1920084734856
917 => 0.18494560601328
918 => 0.1805614562559
919 => 0.18159183544231
920 => 0.18782149534952
921 => 0.1898222643922
922 => 0.18438348442776
923 => 0.18630455345722
924 => 0.19688983268493
925 => 0.20256849537418
926 => 0.19485610869603
927 => 0.17357793972871
928 => 0.15395849617719
929 => 0.15916245608211
930 => 0.15857248852657
1001 => 0.16994505051627
1002 => 0.15673395843611
1003 => 0.15695639934501
1004 => 0.1685641338729
1005 => 0.1654673893078
1006 => 0.16045105971343
1007 => 0.15399512093464
1008 => 0.14206072099997
1009 => 0.13149009016247
1010 => 0.1522215315057
1011 => 0.1513275540573
1012 => 0.15003294223198
1013 => 0.1529139607576
1014 => 0.1669033689266
1015 => 0.16658086778901
1016 => 0.16452928009318
1017 => 0.16608539127861
1018 => 0.16017826589894
1019 => 0.16170066661203
1020 => 0.1539553883571
1021 => 0.15745657759972
1022 => 0.16044029692307
1023 => 0.16103932275196
1024 => 0.16238895853145
1025 => 0.15085646856464
1026 => 0.15603421798362
1027 => 0.15907566067776
1028 => 0.14533431193701
1029 => 0.15880403839496
1030 => 0.15065571357179
1031 => 0.14789004974308
1101 => 0.15161365173994
1102 => 0.15016256042044
1103 => 0.14891499731488
1104 => 0.14821883566612
1105 => 0.15095303801366
1106 => 0.15082548420607
1107 => 0.14635179847969
1108 => 0.14051605782038
1109 => 0.1424747239373
1110 => 0.14176312217443
1111 => 0.13918418558734
1112 => 0.14092207746505
1113 => 0.13326928116256
1114 => 0.12010304288188
1115 => 0.12880106318288
1116 => 0.12846619886292
1117 => 0.12829734508791
1118 => 0.13483366694849
1119 => 0.1342053504202
1120 => 0.13306494976885
1121 => 0.13916324123506
1122 => 0.1369372828163
1123 => 0.14379716216116
1124 => 0.14831552236687
1125 => 0.14716952006506
1126 => 0.15141905967765
1127 => 0.14251984764869
1128 => 0.14547580891029
1129 => 0.14608502842953
1130 => 0.13908798926498
1201 => 0.13430815077475
1202 => 0.1339893900416
1203 => 0.12570180880185
1204 => 0.1301289678051
1205 => 0.13402468451968
1206 => 0.13215893853323
1207 => 0.13156829909149
1208 => 0.13458574790525
1209 => 0.13482022952078
1210 => 0.12947402383744
1211 => 0.13058566929132
1212 => 0.13522141562969
1213 => 0.1304688603777
1214 => 0.12123542184855
1215 => 0.11894540143105
1216 => 0.11863987049391
1217 => 0.11242915349783
1218 => 0.11909843154551
1219 => 0.11618711295216
1220 => 0.1253839335056
1221 => 0.12013075892901
1222 => 0.1199043050724
1223 => 0.11956198685458
1224 => 0.11421616617457
1225 => 0.11538656115886
1226 => 0.11927713234285
1227 => 0.12066533197171
1228 => 0.12052053137724
1229 => 0.11925806642155
1230 => 0.1198360164134
1231 => 0.11797423811853
]
'min_raw' => 0.065141551391614
'max_raw' => 0.20256849537418
'avg_raw' => 0.1338550233829
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.065141'
'max' => '$0.202568'
'avg' => '$0.133855'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.037108997553044
'max_diff' => 0.12651887809208
'year' => 2033
]
8 => [
'items' => [
101 => 0.11731680545305
102 => 0.11524176711969
103 => 0.11219203401363
104 => 0.11261611810712
105 => 0.10657379881793
106 => 0.10328162257902
107 => 0.10237039158627
108 => 0.10115185541981
109 => 0.10250802848868
110 => 0.10655668168656
111 => 0.10167314696022
112 => 0.093300669212044
113 => 0.093803869390717
114 => 0.094934410790722
115 => 0.092827654371093
116 => 0.090833786226577
117 => 0.092567292810598
118 => 0.089019763616271
119 => 0.095363112745336
120 => 0.095191542928425
121 => 0.097555951213662
122 => 0.099034464236962
123 => 0.095626970392529
124 => 0.094769994905498
125 => 0.095258167090275
126 => 0.087189768292882
127 => 0.096896590897806
128 => 0.096980535902778
129 => 0.096261747805718
130 => 0.10143033117831
131 => 0.11233765421607
201 => 0.10823388054322
202 => 0.10664477533987
203 => 0.10362388518668
204 => 0.1076490419531
205 => 0.10733997271566
206 => 0.10594224441296
207 => 0.10509689397431
208 => 0.10665447807739
209 => 0.10490389206692
210 => 0.10458943871655
211 => 0.10268419354195
212 => 0.10200410769775
213 => 0.1015005992137
214 => 0.10094628584648
215 => 0.10216896300828
216 => 0.099398215703077
217 => 0.096056966072715
218 => 0.095779177318772
219 => 0.096546176491845
220 => 0.096206836454133
221 => 0.095777552689225
222 => 0.094957933073539
223 => 0.094714769441967
224 => 0.095504933278352
225 => 0.094612884376487
226 => 0.095929151123608
227 => 0.095571199400752
228 => 0.093571710174637
301 => 0.091079606293174
302 => 0.091057421341264
303 => 0.090520501647872
304 => 0.089836653691921
305 => 0.089646422834897
306 => 0.092421301721235
307 => 0.098165217970816
308 => 0.097037549770757
309 => 0.097852405613385
310 => 0.10186068986665
311 => 0.10313480289745
312 => 0.10223046764721
313 => 0.10099255777971
314 => 0.10104701953138
315 => 0.10527733228942
316 => 0.10554117170713
317 => 0.10620780879787
318 => 0.10706462585109
319 => 0.10237638729635
320 => 0.10082620391706
321 => 0.10009164103105
322 => 0.097829471653757
323 => 0.10026902738342
324 => 0.098847602731939
325 => 0.099039401480205
326 => 0.098914492293782
327 => 0.098982701155891
328 => 0.095361339649976
329 => 0.096680773449574
330 => 0.094486958849349
331 => 0.091549687366892
401 => 0.091539840602943
402 => 0.092258733637044
403 => 0.091831107930074
404 => 0.090680378147877
405 => 0.090843833882147
406 => 0.089411789653739
407 => 0.091017709979473
408 => 0.091063762028156
409 => 0.090445395227677
410 => 0.09291953706377
411 => 0.093933194992726
412 => 0.09352617271795
413 => 0.093904637224889
414 => 0.097084409475586
415 => 0.097602851095639
416 => 0.097833108616936
417 => 0.097524594041674
418 => 0.093962757624442
419 => 0.094120740215644
420 => 0.092961568784498
421 => 0.091982191075656
422 => 0.09202136104785
423 => 0.092524888500385
424 => 0.094723822417101
425 => 0.099351349210593
426 => 0.099526960469728
427 => 0.099739806438742
428 => 0.098874054914951
429 => 0.09861293597125
430 => 0.09895741925851
501 => 0.10069527501835
502 => 0.10516551185588
503 => 0.10358543160042
504 => 0.10230080175731
505 => 0.10342776846343
506 => 0.10325428077248
507 => 0.10178987006902
508 => 0.10174876893794
509 => 0.098938096597569
510 => 0.097899055029245
511 => 0.097030754123841
512 => 0.096082592202708
513 => 0.095520490033186
514 => 0.09638413443644
515 => 0.096581660129804
516 => 0.094693286548168
517 => 0.094435908206771
518 => 0.09597799483691
519 => 0.09529938000577
520 => 0.095997352188436
521 => 0.096159287721909
522 => 0.096133212371328
523 => 0.095424660549201
524 => 0.095876270351305
525 => 0.094808078537967
526 => 0.093646580378184
527 => 0.092905616916135
528 => 0.092259028020957
529 => 0.092617793119969
530 => 0.091338861049909
531 => 0.09092970494088
601 => 0.095723275111894
602 => 0.099264336936787
603 => 0.099212848495438
604 => 0.098899425850482
605 => 0.09843374337554
606 => 0.10066120744475
607 => 0.099885203502585
608 => 0.10044981120781
609 => 0.1005935275653
610 => 0.10102851369482
611 => 0.1011839838478
612 => 0.10071404506452
613 => 0.099136873109646
614 => 0.095206710551102
615 => 0.093377209270829
616 => 0.092773443375584
617 => 0.092795389119162
618 => 0.092190027541182
619 => 0.0923683336563
620 => 0.092128019950968
621 => 0.091672923931198
622 => 0.092589692223175
623 => 0.092695341228538
624 => 0.092481356554625
625 => 0.09253175769169
626 => 0.090760055985741
627 => 0.090894754618511
628 => 0.090144735514576
629 => 0.090004115974203
630 => 0.08810813299109
701 => 0.084749124309378
702 => 0.086610341185909
703 => 0.084362252925756
704 => 0.08351086783754
705 => 0.087541192427606
706 => 0.087136659622567
707 => 0.086444275306523
708 => 0.085420094597558
709 => 0.085040216010014
710 => 0.08273219396704
711 => 0.082595823711923
712 => 0.083739741758258
713 => 0.083211862939691
714 => 0.082470521155081
715 => 0.079785456359835
716 => 0.076766554535576
717 => 0.07685767620551
718 => 0.077817932707141
719 => 0.080610007993867
720 => 0.079519095875951
721 => 0.078727626617628
722 => 0.078579408217022
723 => 0.080434671816838
724 => 0.083060258500317
725 => 0.084292125028015
726 => 0.083071382711409
727 => 0.081669059667527
728 => 0.081754412573469
729 => 0.082322227217924
730 => 0.08238189650859
731 => 0.08146912836816
801 => 0.081726067253121
802 => 0.081335753591881
803 => 0.078940399373316
804 => 0.078897075011253
805 => 0.078309216455712
806 => 0.07829141633228
807 => 0.077291322281117
808 => 0.077151402210035
809 => 0.07516565477008
810 => 0.076472679748456
811 => 0.075595996014853
812 => 0.074274626839526
813 => 0.074046822295646
814 => 0.074039974215975
815 => 0.075396724906294
816 => 0.0764568253267
817 => 0.075611246303739
818 => 0.075418724351072
819 => 0.07747435512706
820 => 0.077212757373325
821 => 0.076986215405715
822 => 0.082825166010499
823 => 0.078203180987815
824 => 0.076187731704243
825 => 0.073693230492384
826 => 0.074505452665332
827 => 0.074676599811199
828 => 0.068677774064318
829 => 0.066244051205915
830 => 0.065408889233822
831 => 0.064928241711425
901 => 0.065147278822973
902 => 0.06295664280319
903 => 0.06442878643826
904 => 0.062531880814981
905 => 0.062213858414174
906 => 0.06560576065011
907 => 0.066077724031036
908 => 0.06406418162048
909 => 0.065357201810962
910 => 0.064888334715568
911 => 0.062564397817443
912 => 0.062475640521657
913 => 0.06130957067651
914 => 0.059484897164469
915 => 0.05865097240694
916 => 0.058216657152752
917 => 0.058395864091265
918 => 0.05830525157933
919 => 0.057713943646288
920 => 0.058339144657892
921 => 0.056742014424138
922 => 0.056106024296104
923 => 0.05581876231013
924 => 0.054401217300287
925 => 0.056657161796075
926 => 0.057101611281385
927 => 0.057546936469478
928 => 0.061423188195414
929 => 0.061229541613359
930 => 0.062980012405418
1001 => 0.062911992329348
1002 => 0.062412729703706
1003 => 0.060306422810839
1004 => 0.061145959197025
1005 => 0.058561996693265
1006 => 0.060498077093453
1007 => 0.059614530851458
1008 => 0.060199349220267
1009 => 0.059147793062202
1010 => 0.059729767657765
1011 => 0.057207006742341
1012 => 0.054851288095721
1013 => 0.055799298046835
1014 => 0.056829893281784
1015 => 0.059064486341936
1016 => 0.057733581150302
1017 => 0.058212224984311
1018 => 0.056608848264392
1019 => 0.053300624109282
1020 => 0.053319348298728
1021 => 0.052810450086045
1022 => 0.052370687729932
1023 => 0.057886451621559
1024 => 0.057200479190312
1025 => 0.056107471898971
1026 => 0.057570505592814
1027 => 0.057957354922932
1028 => 0.057968367979515
1029 => 0.059035759596177
1030 => 0.05960542669333
1031 => 0.059705832988282
1101 => 0.061385396759622
1102 => 0.061948364381793
1103 => 0.064267148343357
1104 => 0.059557094420179
1105 => 0.059460093959168
1106 => 0.057591093477193
1107 => 0.056405743823796
1108 => 0.057672255382072
1109 => 0.058794211726636
1110 => 0.05762595578826
1111 => 0.057778505350583
1112 => 0.05621021720333
1113 => 0.056770806421157
1114 => 0.057253661375073
1115 => 0.056987057250423
1116 => 0.056587937972037
1117 => 0.058702224101004
1118 => 0.058582927791653
1119 => 0.060551799642175
1120 => 0.062086676045034
1121 => 0.064837448950933
1122 => 0.061966874022593
1123 => 0.061862258862702
1124 => 0.062884888831433
1125 => 0.061948207822473
1126 => 0.062540157887006
1127 => 0.064742076644024
1128 => 0.064788599717622
1129 => 0.064009278293266
1130 => 0.06396185651377
1201 => 0.064111533718159
1202 => 0.064988197779352
1203 => 0.064681864419206
1204 => 0.065036361138979
1205 => 0.065479664715302
1206 => 0.067313356263794
1207 => 0.067755453088202
1208 => 0.066681387005813
1209 => 0.066778363147245
1210 => 0.066376632948658
1211 => 0.065988566610488
1212 => 0.066860883066157
1213 => 0.068455058534315
1214 => 0.068445141251465
1215 => 0.068814958973734
1216 => 0.069045352350973
1217 => 0.068056335317605
1218 => 0.067412521596047
1219 => 0.067659400743824
1220 => 0.068054165877448
1221 => 0.067531383731502
1222 => 0.064304530150475
1223 => 0.065283351394754
1224 => 0.065120427677792
1225 => 0.064888404492638
1226 => 0.065872616822761
1227 => 0.065777687142519
1228 => 0.062934174664514
1229 => 0.063116207107602
1230 => 0.062945244660288
1231 => 0.063497659303185
]
'min_raw' => 0.052370687729932
'max_raw' => 0.11731680545305
'avg_raw' => 0.084843746591493
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.05237'
'max' => '$0.117316'
'avg' => '$0.084843'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.012770863661682
'max_diff' => -0.085251689921125
'year' => 2034
]
9 => [
'items' => [
101 => 0.061918375618887
102 => 0.062404152643539
103 => 0.062708827439524
104 => 0.062888283234981
105 => 0.063536600622164
106 => 0.063460528059629
107 => 0.063531871844866
108 => 0.064493155380613
109 => 0.06935499763175
110 => 0.069619616978429
111 => 0.068316534535402
112 => 0.068837090269227
113 => 0.067837737093308
114 => 0.068508609575387
115 => 0.068967603489311
116 => 0.06689349825174
117 => 0.066770683200403
118 => 0.065767205338437
119 => 0.066306417501566
120 => 0.065448492179302
121 => 0.065658997044432
122 => 0.065070407090044
123 => 0.066129751820851
124 => 0.067314263835421
125 => 0.067613518348099
126 => 0.066826308562413
127 => 0.066256316797923
128 => 0.065255599026438
129 => 0.066919814982867
130 => 0.067406482444589
131 => 0.066917258725871
201 => 0.066803894900495
202 => 0.066589070656251
203 => 0.066849470879451
204 => 0.067403831949075
205 => 0.067142405506082
206 => 0.06731508227742
207 => 0.066657016488592
208 => 0.068056662723396
209 => 0.070279637787475
210 => 0.070286785015799
211 => 0.07002535716362
212 => 0.06991838651905
213 => 0.070186627360154
214 => 0.070332137012638
215 => 0.071199578705812
216 => 0.072130378202989
217 => 0.076474013316678
218 => 0.075254337958091
219 => 0.079108269434965
220 => 0.082156228862803
221 => 0.083070178624099
222 => 0.082229387848365
223 => 0.079353088023208
224 => 0.079211963031673
225 => 0.083510369312921
226 => 0.082295872658989
227 => 0.0821514121465
228 => 0.080614596363505
301 => 0.081523044829592
302 => 0.081324353823924
303 => 0.08101071035118
304 => 0.082743966741406
305 => 0.085988467975045
306 => 0.085482782031042
307 => 0.08510531093194
308 => 0.083451342455861
309 => 0.084447400905694
310 => 0.084092723569951
311 => 0.085616642488101
312 => 0.084713906679926
313 => 0.082286671652345
314 => 0.082673216830758
315 => 0.082614791304662
316 => 0.083817184491646
317 => 0.083456255902147
318 => 0.082544314204866
319 => 0.08597737862255
320 => 0.085754454514974
321 => 0.086070509931972
322 => 0.086209647300873
323 => 0.088299293114537
324 => 0.089155354143187
325 => 0.089349694984149
326 => 0.09016288675123
327 => 0.089329462032183
328 => 0.092663755130127
329 => 0.094880865478864
330 => 0.097456153240377
331 => 0.10121934083204
401 => 0.10263433417794
402 => 0.10237872829512
403 => 0.10523193417845
404 => 0.1103590817276
405 => 0.10341507140556
406 => 0.11072713113604
407 => 0.10841221744716
408 => 0.10292359873434
409 => 0.1025701963958
410 => 0.10628715271229
411 => 0.11453100407849
412 => 0.11246601281225
413 => 0.11453438166444
414 => 0.11212151953048
415 => 0.11200170058833
416 => 0.1144171943362
417 => 0.12006112713982
418 => 0.11737990622448
419 => 0.11353571857999
420 => 0.1163742069145
421 => 0.11391524562946
422 => 0.10837451763433
423 => 0.11246443375234
424 => 0.10972962331833
425 => 0.1105277863935
426 => 0.11627595115343
427 => 0.11558431676176
428 => 0.1164793557082
429 => 0.11489963539497
430 => 0.11342392752339
501 => 0.11066940919358
502 => 0.10985393211223
503 => 0.11007930063972
504 => 0.10985382043078
505 => 0.10831269274058
506 => 0.10797988636261
507 => 0.10742519448542
508 => 0.10759711669242
509 => 0.10655413368246
510 => 0.10852245811354
511 => 0.10888779647276
512 => 0.11032017884906
513 => 0.11046889353911
514 => 0.11445805806842
515 => 0.11226089328087
516 => 0.11373494111444
517 => 0.11360308840193
518 => 0.10304255374479
519 => 0.10449770224416
520 => 0.10676145665842
521 => 0.10574163836324
522 => 0.10429985389459
523 => 0.10313553563256
524 => 0.10137147440793
525 => 0.1038543567058
526 => 0.10711908290241
527 => 0.11055169238308
528 => 0.11467574776062
529 => 0.11375530660965
530 => 0.11047459603643
531 => 0.11062176631618
601 => 0.11153151507625
602 => 0.11035330777257
603 => 0.11000583143738
604 => 0.11148377716366
605 => 0.11149395496361
606 => 0.11013828506962
607 => 0.10863170606741
608 => 0.10862539344638
609 => 0.10835731226477
610 => 0.11216921057714
611 => 0.11426536922255
612 => 0.11450569043312
613 => 0.1142491936903
614 => 0.11434790910662
615 => 0.11312820057656
616 => 0.11591609258295
617 => 0.11847453798197
618 => 0.11778881996182
619 => 0.11676083116905
620 => 0.11594198858097
621 => 0.11759592667126
622 => 0.11752227941164
623 => 0.11845219219334
624 => 0.11841000597813
625 => 0.11809731128543
626 => 0.11778883112913
627 => 0.11901192007984
628 => 0.11865969010425
629 => 0.11830691301821
630 => 0.11759936456469
701 => 0.11769553215065
702 => 0.11666772085465
703 => 0.11619220831967
704 => 0.10904164070773
705 => 0.10713077539028
706 => 0.1077319725184
707 => 0.10792990222305
708 => 0.10709829118806
709 => 0.10829060778889
710 => 0.10810478650963
711 => 0.10882770840543
712 => 0.10837605819055
713 => 0.10839459407291
714 => 0.10972280105289
715 => 0.11010838518978
716 => 0.10991227398571
717 => 0.11004962355074
718 => 0.1132147863052
719 => 0.11276480137772
720 => 0.11252575585353
721 => 0.1125919730974
722 => 0.11340074004302
723 => 0.11362715063075
724 => 0.11266783306093
725 => 0.11312025277261
726 => 0.11504659848432
727 => 0.11572071046169
728 => 0.11787215230137
729 => 0.11695818156904
730 => 0.11863581440395
731 => 0.12379228579126
801 => 0.12791163193613
802 => 0.12412331098213
803 => 0.13168796558162
804 => 0.13757813427257
805 => 0.13735205978762
806 => 0.1363249726343
807 => 0.12961917217788
808 => 0.12344839462004
809 => 0.12861051207223
810 => 0.12862367137122
811 => 0.12818024090402
812 => 0.12542613235593
813 => 0.12808440389642
814 => 0.12829540783788
815 => 0.12817730174114
816 => 0.12606573317467
817 => 0.12284175825678
818 => 0.12347171523863
819 => 0.12450359762568
820 => 0.12255002899378
821 => 0.121925745445
822 => 0.123086407337
823 => 0.12682630178653
824 => 0.12611929640458
825 => 0.12610083363683
826 => 0.12912570247776
827 => 0.1269605491952
828 => 0.12347966101357
829 => 0.12260069084044
830 => 0.11948093887106
831 => 0.12163576266849
901 => 0.1217133109408
902 => 0.12053313596871
903 => 0.12357542570824
904 => 0.12354739047271
905 => 0.12643559179532
906 => 0.13195674796528
907 => 0.13032387040623
908 => 0.12842501146163
909 => 0.12863147007855
910 => 0.13089581152294
911 => 0.12952673899578
912 => 0.13001906702206
913 => 0.13089506632551
914 => 0.13142357845512
915 => 0.12855542531644
916 => 0.12788672162019
917 => 0.12651878854077
918 => 0.12616192033403
919 => 0.12727607328436
920 => 0.12698253334555
921 => 0.12170679330879
922 => 0.12115544912101
923 => 0.12117235806011
924 => 0.11978597688495
925 => 0.11767141282321
926 => 0.12322836092339
927 => 0.1227820602215
928 => 0.12228937878756
929 => 0.12234972945201
930 => 0.12476181227985
1001 => 0.1233626824266
1002 => 0.12708249845434
1003 => 0.12631781610694
1004 => 0.12553352254275
1005 => 0.12542510928201
1006 => 0.12512322317257
1007 => 0.12408794337645
1008 => 0.12283778081196
1009 => 0.12201231519966
1010 => 0.11254991122511
1011 => 0.11430607836252
1012 => 0.11632638857443
1013 => 0.1170237915637
1014 => 0.11583083549174
1015 => 0.12413504855333
1016 => 0.12565230830107
1017 => 0.12105642955676
1018 => 0.12019672829219
1019 => 0.12419141042511
1020 => 0.12178212876893
1021 => 0.12286702815118
1022 => 0.12052206909498
1023 => 0.12528684485839
1024 => 0.12525054525025
1025 => 0.12339693986095
1026 => 0.12496359444305
1027 => 0.12469134965593
1028 => 0.12259863373663
1029 => 0.12535318768574
1030 => 0.12535455391013
1031 => 0.12357049902378
1101 => 0.12148711349636
1102 => 0.12111465337142
1103 => 0.12083405470026
1104 => 0.12279801807909
1105 => 0.12455890150339
1106 => 0.12783546899599
1107 => 0.12865927591296
1108 => 0.1318746491538
1109 => 0.12996005094256
1110 => 0.13080876753141
1111 => 0.13173016944689
1112 => 0.13217192340861
1113 => 0.13145210903381
1114 => 0.13644690717727
1115 => 0.13686862117724
1116 => 0.13701001823362
1117 => 0.13532580040256
1118 => 0.13682178003263
1119 => 0.13612186070536
1120 => 0.13794285635173
1121 => 0.13822841172072
1122 => 0.13798655648211
1123 => 0.13807719626342
1124 => 0.13381501719075
1125 => 0.13359400072104
1126 => 0.13058042547402
1127 => 0.13180847966241
1128 => 0.12951269121939
1129 => 0.13024070938391
1130 => 0.13056161285402
1201 => 0.13039399109235
1202 => 0.13187791200366
1203 => 0.13061627608403
1204 => 0.12728661145998
1205 => 0.12395603967103
1206 => 0.12391422705525
1207 => 0.12303734629269
1208 => 0.12240352211008
1209 => 0.12252561913378
1210 => 0.12295590497063
1211 => 0.12237851311503
1212 => 0.12250172894193
1213 => 0.12454793265126
1214 => 0.12495828421231
1215 => 0.12356374927316
1216 => 0.11796449026205
1217 => 0.11659041805605
1218 => 0.11757807390869
1219 => 0.11710603802431
1220 => 0.094513712437148
1221 => 0.09982144421715
1222 => 0.096667770227013
1223 => 0.098121128295232
1224 => 0.094902043791222
1225 => 0.09643835964321
1226 => 0.09615465820262
1227 => 0.10468933383766
1228 => 0.10455607661668
1229 => 0.10461985979655
1230 => 0.10157532243529
1231 => 0.10642535311997
]
'min_raw' => 0.061918375618887
'max_raw' => 0.13822841172072
'avg_raw' => 0.1000733936698
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.061918'
'max' => '$0.138228'
'avg' => '$0.100073'
'bar_min_pct' => 61.631153054958
'bar_max_pct' => 60.119598047091
'min_diff' => 0.0095476878889548
'max_diff' => 0.020911606267668
'year' => 2035
]
10 => [
'items' => [
101 => 0.10881465263671
102 => 0.10837245688531
103 => 0.1084837480292
104 => 0.1065713974519
105 => 0.10463837553033
106 => 0.10249435672936
107 => 0.10647767865283
108 => 0.10603480125251
109 => 0.10705060266658
110 => 0.10963407166767
111 => 0.11001449729173
112 => 0.11052579318836
113 => 0.11034253000594
114 => 0.11470860251515
115 => 0.11417984232601
116 => 0.11545400224715
117 => 0.11283295861862
118 => 0.1098669989612
119 => 0.11043073092755
120 => 0.11037643900594
121 => 0.10968524053053
122 => 0.10906125745251
123 => 0.10802250143374
124 => 0.11130927918409
125 => 0.11117584200979
126 => 0.11333603475801
127 => 0.11295419970677
128 => 0.11040421178369
129 => 0.11049528510123
130 => 0.11110779692999
131 => 0.11322770736287
201 => 0.11385704111385
202 => 0.11356550864578
203 => 0.11425554437356
204 => 0.11480092047777
205 => 0.11432403521549
206 => 0.1210757248674
207 => 0.11827195259777
208 => 0.11963849169346
209 => 0.11996440321567
210 => 0.11912958770472
211 => 0.11931062929654
212 => 0.11958485797727
213 => 0.1212499208272
214 => 0.12561952753521
215 => 0.12755479660128
216 => 0.13337714907102
217 => 0.12739409944559
218 => 0.12703909004113
219 => 0.12808787153914
220 => 0.13150620879748
221 => 0.13427645007727
222 => 0.13519549892883
223 => 0.13531696640641
224 => 0.13704116314915
225 => 0.13802944056772
226 => 0.1368318003137
227 => 0.13581692559658
228 => 0.13218177033075
229 => 0.13260254945097
301 => 0.1355013003227
302 => 0.1395959566646
303 => 0.14310959778234
304 => 0.14187924312566
305 => 0.15126598066106
306 => 0.15219663734631
307 => 0.15206805068414
308 => 0.15418822511343
309 => 0.14998011063731
310 => 0.14818106017039
311 => 0.13603635302974
312 => 0.1394485203601
313 => 0.14440830596433
314 => 0.14375185974137
315 => 0.14014993086013
316 => 0.14310686539629
317 => 0.14212921036674
318 => 0.14135809328199
319 => 0.14489073013563
320 => 0.14100645080233
321 => 0.14436955730666
322 => 0.14005633842798
323 => 0.1418848632821
324 => 0.1408469041391
325 => 0.14151859091211
326 => 0.13759192376193
327 => 0.13971065804171
328 => 0.13750377745014
329 => 0.1375027311014
330 => 0.13745401409002
331 => 0.1400503993192
401 => 0.14013506734831
402 => 0.13821633474103
403 => 0.13793981539608
404 => 0.138962252344
405 => 0.13776524645465
406 => 0.13832531797641
407 => 0.13778221045049
408 => 0.13765994550681
409 => 0.1366857176339
410 => 0.1362659934793
411 => 0.13643057813528
412 => 0.13586876585522
413 => 0.13553025363484
414 => 0.13738667548916
415 => 0.13639486418024
416 => 0.13723466618149
417 => 0.13627760580961
418 => 0.1329600175893
419 => 0.13105203752094
420 => 0.12478542091336
421 => 0.12656262560956
422 => 0.12774091416179
423 => 0.1273514898023
424 => 0.12818812401369
425 => 0.12823948655941
426 => 0.12796748824881
427 => 0.12765254905028
428 => 0.12749925406566
429 => 0.12864178928876
430 => 0.12930506944174
501 => 0.12785917118147
502 => 0.12752041744935
503 => 0.12898230042072
504 => 0.12987404818875
505 => 0.13645821267809
506 => 0.13597043650615
507 => 0.13719465897648
508 => 0.13705683031355
509 => 0.13834001049639
510 => 0.14043746778293
511 => 0.13617275066111
512 => 0.13691295809064
513 => 0.1367314763228
514 => 0.13871284667694
515 => 0.13871903229891
516 => 0.13753110179482
517 => 0.13817509819306
518 => 0.13781563707067
519 => 0.1384652319029
520 => 0.13596392195799
521 => 0.13901024747117
522 => 0.14073731773626
523 => 0.14076129810857
524 => 0.14157991570735
525 => 0.14241167859884
526 => 0.14400817503778
527 => 0.14236715317966
528 => 0.13941511460716
529 => 0.13962824225706
530 => 0.13789746312212
531 => 0.13792655783207
601 => 0.13777124799016
602 => 0.13823734451689
603 => 0.13606620393472
604 => 0.13657576628974
605 => 0.13586237600872
606 => 0.13691140731949
607 => 0.13578282304019
608 => 0.1367313888068
609 => 0.13714075834621
610 => 0.13865134075975
611 => 0.13555970878949
612 => 0.12925566191706
613 => 0.13058084899883
614 => 0.1286207932137
615 => 0.12880220383907
616 => 0.12916868217361
617 => 0.12798080598712
618 => 0.12820741532922
619 => 0.12819931924889
620 => 0.12812955160251
621 => 0.12782053912844
622 => 0.1273724099048
623 => 0.1291576188049
624 => 0.1294609605841
625 => 0.13013525178318
626 => 0.13214148501554
627 => 0.13194101500539
628 => 0.13226798990937
629 => 0.13155420552987
630 => 0.12883531424925
701 => 0.12898296312677
702 => 0.1271417792582
703 => 0.13008816857211
704 => 0.12939042469214
705 => 0.12894058467363
706 => 0.12881784165684
707 => 0.13082904795334
708 => 0.13143083239904
709 => 0.13105584071673
710 => 0.13028672183605
711 => 0.13176365745654
712 => 0.13215882312167
713 => 0.13224728614095
714 => 0.13486413288614
715 => 0.13239353880446
716 => 0.13298823535551
717 => 0.13762788808321
718 => 0.1334203632875
719 => 0.13564918301079
720 => 0.13554009388355
721 => 0.13668028263484
722 => 0.13544656512633
723 => 0.13546185853344
724 => 0.13647426890151
725 => 0.13505252112873
726 => 0.13470047638611
727 => 0.13421412909557
728 => 0.13527605061181
729 => 0.13591262453421
730 => 0.14104294283678
731 => 0.14435736243117
801 => 0.14421347473542
802 => 0.14552833892812
803 => 0.14493598056653
804 => 0.14302309916073
805 => 0.1462881544694
806 => 0.14525495435402
807 => 0.14534013011619
808 => 0.14533695987007
809 => 0.14602394762288
810 => 0.14553715383851
811 => 0.14457763332117
812 => 0.14521460781953
813 => 0.1471061943571
814 => 0.1529777370107
815 => 0.15626353006725
816 => 0.15277992814293
817 => 0.15518287010304
818 => 0.15374196118274
819 => 0.15348010516859
820 => 0.15498933029555
821 => 0.15650119712131
822 => 0.15640489774049
823 => 0.15530736006021
824 => 0.15468738887361
825 => 0.15938201840414
826 => 0.16284094147131
827 => 0.16260506610705
828 => 0.16364614325414
829 => 0.16670277795732
830 => 0.16698223832758
831 => 0.16694703274425
901 => 0.16625436105788
902 => 0.16926401487732
903 => 0.17177472104333
904 => 0.16609402757569
905 => 0.16825716128243
906 => 0.1692282616952
907 => 0.17065412521366
908 => 0.17305979597177
909 => 0.17567299248773
910 => 0.17604252712732
911 => 0.17578032461667
912 => 0.1740568512679
913 => 0.17691624207758
914 => 0.17859120615293
915 => 0.17958860892893
916 => 0.18211785641686
917 => 0.16923425888075
918 => 0.16011460818834
919 => 0.15869044304337
920 => 0.1615865388682
921 => 0.16235021624127
922 => 0.16204237884976
923 => 0.15177738287309
924 => 0.15863639996394
925 => 0.16601612563116
926 => 0.16629961094892
927 => 0.16999405592072
928 => 0.17119711864395
929 => 0.17417163108822
930 => 0.17398557452496
1001 => 0.17470982097031
1002 => 0.17454332925472
1003 => 0.18005298720024
1004 => 0.18613095810627
1005 => 0.18592049730056
1006 => 0.18504671707153
1007 => 0.18634442971331
1008 => 0.19261754704327
1009 => 0.19204001892419
1010 => 0.19260103829815
1011 => 0.19999739716758
1012 => 0.20961371581762
1013 => 0.20514597034207
1014 => 0.21483969246489
1015 => 0.22094137669907
1016 => 0.23149360865617
1017 => 0.2301724172443
1018 => 0.23428032370935
1019 => 0.22780720887609
1020 => 0.2129436287866
1021 => 0.21059141034194
1022 => 0.21530061123581
1023 => 0.22687772211629
1024 => 0.21493600681474
1025 => 0.21735180026732
1026 => 0.21665605159046
1027 => 0.21661897810021
1028 => 0.21803392243421
1029 => 0.21598147187921
1030 => 0.20761941908932
1031 => 0.21145169860504
1101 => 0.20997187144285
1102 => 0.21161385000773
1103 => 0.22047493111891
1104 => 0.21655723593787
1105 => 0.21243026231235
1106 => 0.21760640308751
1107 => 0.22419740900924
1108 => 0.22378495570383
1109 => 0.22298462389924
1110 => 0.22749605237772
1111 => 0.23494761049966
1112 => 0.23696173671723
1113 => 0.23844852351405
1114 => 0.23865352629386
1115 => 0.24076518233444
1116 => 0.22941027559839
1117 => 0.24743080420319
1118 => 0.25054245168618
1119 => 0.24995759092395
1120 => 0.25341605614315
1121 => 0.25239848794287
1122 => 0.25092419127222
1123 => 0.2564065942813
1124 => 0.2501214616385
1125 => 0.24120050712823
1126 => 0.23630629504743
1127 => 0.24275138832026
1128 => 0.24668718187922
1129 => 0.2492884910582
1130 => 0.25007564564401
1201 => 0.23029172468504
1202 => 0.21962928855471
1203 => 0.22646378786917
1204 => 0.23480234872476
1205 => 0.22936395447181
1206 => 0.22957712923029
1207 => 0.22182340821046
1208 => 0.2354883809861
1209 => 0.2334975093932
1210 => 0.24382615473896
1211 => 0.24136114063463
1212 => 0.2497837499584
1213 => 0.24756579465107
1214 => 0.25677240312756
1215 => 0.2604451685078
1216 => 0.26661231320152
1217 => 0.27114888994301
1218 => 0.2738128545765
1219 => 0.27365292013219
1220 => 0.28420887519199
1221 => 0.2779843972902
1222 => 0.27016498604876
1223 => 0.27002355756933
1224 => 0.27407334145319
1225 => 0.2825605774698
1226 => 0.28476119428465
1227 => 0.28599103887048
1228 => 0.28410748907608
1229 => 0.27735126442604
1230 => 0.274433960877
1231 => 0.27691958802321
]
'min_raw' => 0.10249435672936
'max_raw' => 0.28599103887048
'avg_raw' => 0.19424269779992
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.102494'
'max' => '$0.285991'
'avg' => '$0.194242'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.040575981110477
'max_diff' => 0.14776262714976
'year' => 2036
]
11 => [
'items' => [
101 => 0.27387987961577
102 => 0.27912726911855
103 => 0.28633305568779
104 => 0.28484508925601
105 => 0.28981913794905
106 => 0.29496675506117
107 => 0.30232807872545
108 => 0.30425260132032
109 => 0.3074337639866
110 => 0.3107082253277
111 => 0.31175989406125
112 => 0.31376785598725
113 => 0.31375727303674
114 => 0.31980840145216
115 => 0.32648298348221
116 => 0.32900248368163
117 => 0.33479593546413
118 => 0.32487485231336
119 => 0.33240010784841
120 => 0.33918807671039
121 => 0.33109518039803
122 => 0.34224935256162
123 => 0.34268244379083
124 => 0.34922160716238
125 => 0.3425929123332
126 => 0.33865681450317
127 => 0.3500201814548
128 => 0.35551855677998
129 => 0.35386240138477
130 => 0.34125897705276
131 => 0.33392324350523
201 => 0.31472421385402
202 => 0.33746629381224
203 => 0.34854329756432
204 => 0.34123029028905
205 => 0.34491854578647
206 => 0.36504047185951
207 => 0.37270159850989
208 => 0.37110813772193
209 => 0.3713774063645
210 => 0.37551121124576
211 => 0.39384277861721
212 => 0.38285807852583
213 => 0.39125547015683
214 => 0.39570941639886
215 => 0.39984648988959
216 => 0.38968714493188
217 => 0.37646998641232
218 => 0.37228355749061
219 => 0.34050315583914
220 => 0.3388488479179
221 => 0.33792023475104
222 => 0.33206546008895
223 => 0.3274652109623
224 => 0.32380692206048
225 => 0.31420647952458
226 => 0.3174463470565
227 => 0.30214524542235
228 => 0.31193434801013
301 => 0.28751342034401
302 => 0.30785189457614
303 => 0.29678258772854
304 => 0.30421532956865
305 => 0.30418939743258
306 => 0.29050336315199
307 => 0.2826095441992
308 => 0.28763979286795
309 => 0.29303261874248
310 => 0.29390758659698
311 => 0.30089952611048
312 => 0.30285082613746
313 => 0.29693829595822
314 => 0.28700735089883
315 => 0.28931408293539
316 => 0.2825627983481
317 => 0.2707314317933
318 => 0.2792289258088
319 => 0.28213034387413
320 => 0.28341177538192
321 => 0.2717769852169
322 => 0.26812108154347
323 => 0.26617470910373
324 => 0.28550544559196
325 => 0.28656442697346
326 => 0.28114652850085
327 => 0.30563594334326
328 => 0.30009323453269
329 => 0.30628579827072
330 => 0.28910477118109
331 => 0.28976110955323
401 => 0.28162733599083
402 => 0.28618170568683
403 => 0.28296282397988
404 => 0.28581375762255
405 => 0.28752259549313
406 => 0.29565503438333
407 => 0.30794475396495
408 => 0.29444031920607
409 => 0.28855624359456
410 => 0.29220669101064
411 => 0.30192831353001
412 => 0.31665706928756
413 => 0.30793734943525
414 => 0.31180701303526
415 => 0.31265236238251
416 => 0.306222763785
417 => 0.31689413775893
418 => 0.32261301376565
419 => 0.32847939719389
420 => 0.33357301355231
421 => 0.32613623464812
422 => 0.33409465409598
423 => 0.32768157287115
424 => 0.32192837604032
425 => 0.3219371012651
426 => 0.31832803685233
427 => 0.3113350197812
428 => 0.31004540014116
429 => 0.31675416436968
430 => 0.32213395795862
501 => 0.32257706352608
502 => 0.3255555936807
503 => 0.3273182571449
504 => 0.34459475531883
505 => 0.35154350580308
506 => 0.3600403063621
507 => 0.36335028903328
508 => 0.37331215017906
509 => 0.36526713824104
510 => 0.36352654930275
511 => 0.33936233266302
512 => 0.34331922178407
513 => 0.34965458304988
514 => 0.33946680043683
515 => 0.3459286036005
516 => 0.34720430042472
517 => 0.33912062348205
518 => 0.34343846461219
519 => 0.3319715587212
520 => 0.30819470117794
521 => 0.31692060819835
522 => 0.32334581287392
523 => 0.31417625357986
524 => 0.33061233370351
525 => 0.32101071500484
526 => 0.31796746283633
527 => 0.30609465112927
528 => 0.31169816122857
529 => 0.31927698887241
530 => 0.3145941545218
531 => 0.32431173893044
601 => 0.33807443003816
602 => 0.34788254330395
603 => 0.34863548845267
604 => 0.34232952871532
605 => 0.35243486943852
606 => 0.35250847581344
607 => 0.34110961019614
608 => 0.3341278684747
609 => 0.33254160206587
610 => 0.33650440656096
611 => 0.34131598279206
612 => 0.34890249744663
613 => 0.3534868693639
614 => 0.36544047996114
615 => 0.36867478425188
616 => 0.37222830408762
617 => 0.37697690245309
618 => 0.38267881230647
619 => 0.37020335815718
620 => 0.37069903120769
621 => 0.35908206103829
622 => 0.34666766237025
623 => 0.35608864348266
624 => 0.36840532306653
625 => 0.36557986316126
626 => 0.36526194120301
627 => 0.36579659775259
628 => 0.36366629325492
629 => 0.35403100496471
630 => 0.34919222350547
701 => 0.3554354860927
702 => 0.35875350230217
703 => 0.36389945608162
704 => 0.3632651086604
705 => 0.3765205329612
706 => 0.38167119002126
707 => 0.38035343153626
708 => 0.38059593081113
709 => 0.38992094939093
710 => 0.40029228788801
711 => 0.41000641500917
712 => 0.41988804234829
713 => 0.4079753549045
714 => 0.40192682689297
715 => 0.40816736386706
716 => 0.40485604710669
717 => 0.42388385541214
718 => 0.42520129957516
719 => 0.4442277319535
720 => 0.46228608190596
721 => 0.45094395584976
722 => 0.46163906986018
723 => 0.47320670764789
724 => 0.49552255772197
725 => 0.48800736449809
726 => 0.48225084426669
727 => 0.47681096046332
728 => 0.4881304951009
729 => 0.50269289557815
730 => 0.50582949716402
731 => 0.51091199000714
801 => 0.50556837024025
802 => 0.51200417166906
803 => 0.5347253787472
804 => 0.52858590802905
805 => 0.5198668726401
806 => 0.53780308346037
807 => 0.54429412843097
808 => 0.58985168142129
809 => 0.64736997396022
810 => 0.62355702316363
811 => 0.60877555616507
812 => 0.61224955153081
813 => 0.63325328484895
814 => 0.63999901736557
815 => 0.62166179099197
816 => 0.62813880934958
817 => 0.66382781730638
818 => 0.68297382503475
819 => 0.65697097488773
820 => 0.5852301426201
821 => 0.51908181890035
822 => 0.53662733304867
823 => 0.53463821624494
824 => 0.57298160300012
825 => 0.52843948368288
826 => 0.52918945873755
827 => 0.56832574612447
828 => 0.55788485561546
829 => 0.5409719501591
830 => 0.51920530182713
831 => 0.47896763921421
901 => 0.44332801932771
902 => 0.51322552123941
903 => 0.51021141385661
904 => 0.50584653970064
905 => 0.51556009480604
906 => 0.56272636115714
907 => 0.56163902605544
908 => 0.55472195490168
909 => 0.55996849240754
910 => 0.54005220676768
911 => 0.54518508706247
912 => 0.51907134066792
913 => 0.53087584464464
914 => 0.54093566265996
915 => 0.54295532006468
916 => 0.5475057113238
917 => 0.50862311622798
918 => 0.52608025989299
919 => 0.53633469628302
920 => 0.49000477961326
921 => 0.5354189027925
922 => 0.50794625675333
923 => 0.49862162806234
924 => 0.51117601216834
925 => 0.50628355647269
926 => 0.50207731036021
927 => 0.49973015275697
928 => 0.5089487068676
929 => 0.50851865029979
930 => 0.49343530653053
1001 => 0.47375969945929
1002 => 0.48036347902218
1003 => 0.47796426399622
1004 => 0.46926919923723
1005 => 0.47512862303867
1006 => 0.44932668600367
1007 => 0.40493579440293
1008 => 0.43426177712416
1009 => 0.43313275868992
1010 => 0.43256345639847
1011 => 0.45460112190284
1012 => 0.45248270886005
1013 => 0.44863776844381
1014 => 0.46919858389125
1015 => 0.46169360967094
1016 => 0.48482217182362
1017 => 0.50005613871898
1018 => 0.49619231194711
1019 => 0.51051993144436
1020 => 0.48051561676555
1021 => 0.49048184653769
1022 => 0.49253587268113
1023 => 0.4689448666202
1024 => 0.4528293074327
1025 => 0.45175458336572
1026 => 0.42381242459546
1027 => 0.43873890026931
1028 => 0.45187358116276
1029 => 0.44558308830721
1030 => 0.44359170619227
1031 => 0.45376524553941
1101 => 0.45455581667716
1102 => 0.4365307109556
1103 => 0.44027870121597
1104 => 0.45590844365327
1105 => 0.43988487180834
1106 => 0.40875368914925
1107 => 0.40103272542753
1108 => 0.40000260654145
1109 => 0.37906274057077
1110 => 0.40154867714264
1111 => 0.39173296324338
1112 => 0.42274068584082
1113 => 0.40502924099091
1114 => 0.40426573600285
1115 => 0.40311158623156
1116 => 0.38508777857563
1117 => 0.38903384697954
1118 => 0.40215117935735
1119 => 0.40683159132708
1120 => 0.40634338601316
1121 => 0.40208689727257
1122 => 0.40403549602126
1123 => 0.39775838051491
1124 => 0.39554180038276
1125 => 0.38854566376729
1126 => 0.37826327567462
1127 => 0.37969310480445
1128 => 0.35932100345967
1129 => 0.34822120141778
1130 => 0.34514892250562
1201 => 0.34104054274491
1202 => 0.34561297493157
1203 => 0.35926329185618
1204 => 0.34279811356882
1205 => 0.31456972029311
1206 => 0.31626629482782
1207 => 0.32007799408982
1208 => 0.312974917732
1209 => 0.30625245207534
1210 => 0.31209709055293
1211 => 0.30013634819368
1212 => 0.32152339266081
1213 => 0.32094493304448
1214 => 0.32891670065587
1215 => 0.33390161054041
1216 => 0.32241300714028
1217 => 0.31952365445363
1218 => 0.32116956105771
1219 => 0.29396639119468
1220 => 0.32669362131589
1221 => 0.32697664776101
1222 => 0.32455320350759
1223 => 0.34197944320726
1224 => 0.37875424435405
1225 => 0.36491808489968
1226 => 0.35956030575882
1227 => 0.34937516369552
1228 => 0.36294626076097
1229 => 0.36190421224843
1230 => 0.3571916736896
1231 => 0.3543415156652
]
'min_raw' => 0.26617470910373
'max_raw' => 0.68297382503475
'avg_raw' => 0.47457426706924
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$0.266174'
'max' => '$0.682973'
'avg' => '$0.474574'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.16368035237437
'max_diff' => 0.39698278616427
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.0083549199677388
]
1 => [
'year' => 2028
'avg' => 0.014339468115237
]
2 => [
'year' => 2029
'avg' => 0.039172842453151
]
3 => [
'year' => 2030
'avg' => 0.030221789614659
]
4 => [
'year' => 2031
'avg' => 0.02968154274675
]
5 => [
'year' => 2032
'avg' => 0.052041085560332
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.0083549199677388
'min' => '$0.008354'
'max_raw' => 0.052041085560332
'max' => '$0.052041'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.052041085560332
]
1 => [
'year' => 2033
'avg' => 0.1338550233829
]
2 => [
'year' => 2034
'avg' => 0.084843746591493
]
3 => [
'year' => 2035
'avg' => 0.1000733936698
]
4 => [
'year' => 2036
'avg' => 0.19424269779992
]
5 => [
'year' => 2037
'avg' => 0.47457426706924
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.052041085560332
'min' => '$0.052041'
'max_raw' => 0.47457426706924
'max' => '$0.474574'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 0.47457426706924
]
]
]
]
'prediction_2025_max_price' => '$0.014285'
'last_price' => 0.01385149
'sma_50day_nextmonth' => '$0.011721'
'sma_200day_nextmonth' => '$0.01741'
'sma_50day_ts_nextmonth' => 1770163200
'sma_200day_ts_nextmonth' => 1770163200
'sma_200day_direction' => 'increase'
'sma_200day_direction_label' => 'artmak'
'sma_200day_date_nextmonth' => '4 Şub 2026'
'sma_50day_date_nextmonth' => '4 Şub 2026'
'daily_sma3' => '$0.012836'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.011859'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.010544'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.010235'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.012503'
'daily_sma50_action' => 'BUY'
'daily_sma100' => '$0.014116'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.017999'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.012889'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.012169'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.011251'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.0110066'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$0.012158'
'daily_ema50_action' => 'BUY'
'daily_ema100' => '$0.014022'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.0159019'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.015836'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.01574'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '$0.017215'
'weekly_sma100_action' => 'SELL'
'weekly_sma200' => '—'
'weekly_sma200_action' => '—'
'weekly_ema3' => '$0.012523'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$0.012354'
'weekly_ema5_action' => 'BUY'
'weekly_ema10' => '$0.013076'
'weekly_ema10_action' => 'BUY'
'weekly_ema21' => '$0.014811'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.016279'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.014519'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$0.008781'
'weekly_ema200_action' => 'BUY'
'rsi_14' => '68.89'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 121.89
'stoch_rsi_14_action' => 'SELL'
'momentum_10' => 0
'momentum_10_action' => 'BUY'
'vwma_10' => '0.010612'
'vwma_10_action' => 'BUY'
'hma_9' => '0.013375'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 100
'stochastic_fast_14_action' => 'SELL'
'cci_20' => 259.18
'cci_20_action' => 'SELL'
'adx_14' => 26.57
'adx_14_action' => 'SELL'
'ao_5_34' => '0.000643'
'ao_5_34_action' => 'BUY'
'macd_12_26' => 0
'macd_12_26_action' => 'BUY'
'williams_percent_r_14' => -0
'williams_percent_r_14_action' => 'SELL'
'ultimate_oscillator' => 87.23
'ultimate_oscillator_action' => 'SELL'
'ichimoku_cloud' => '-0.001190'
'ichimoku_cloud_action' => 'SELL'
'sell_signals' => 11
'buy_signals' => 23
'sell_pct' => 32.35
'buy_pct' => 67.65
'overall_action' => 'bullish'
'overall_action_label' => 'Boğa'
'overall_action_dir' => 1
'last_updated' => 1767704271
'last_updated_date' => '6 Ocak 2026'
]
Non-Playable Coin için 2026 fiyat tahmini
Non-Playable Coin için 2026 fiyat tahmini, ortalama fiyatın alt sınırda $0.004785 ile üst sınırda $0.014285 arasında olabileceğini gösteriyor. Kripto piyasasında, bugünün ortalama fiyatına kıyasla, Non-Playable Coin 3.13% artabilir ve eğer NPC tahmin edilen fiyat hedefine ulaşırsa 2026 yılına kadar bu gerçekleşebilir.
Non-Playable Coin fiyat tahmini 2027-2032
NPC için 2027-2032 fiyat tahmini, şu anda alt sınırda $0.008354 ve üst sınırda $0.052041 fiyat aralığında bulunuyor. Piyasadaki fiyat dalgalanmaları göz önüne alındığında, Non-Playable Coin üst fiyat hedefine ulaşırsa, bugünün fiyatına kıyasla 2032 yılına kadar 275.71% artış gösterebilir.
| Non-Playable Coin Fiyat Tahmini | Potansiyel Düşük ($) | Ortalama Fiyat ($) | Potansiyel Yüksek ($) |
|---|---|---|---|
| 2027 | $0.004607 | $0.008354 | $0.0121027 |
| 2028 | $0.008314 | $0.014339 | $0.020364 |
| 2029 | $0.018264 | $0.039172 | $0.060081 |
| 2030 | $0.015533 | $0.030221 | $0.04491 |
| 2031 | $0.018364 | $0.029681 | $0.040998 |
| 2032 | $0.028032 | $0.052041 | $0.076049 |
Non-Playable Coin fiyat tahmini 2032-2037
Non-Playable Coin için 2032-2037 fiyat tahmini, şu anda alt sınırda $0.052041 ve üst sınırda $0.474574 olarak tahmin edilmektedir. Mevcut fiyata kıyasla, Non-Playable Coin üst fiyat hedefine ulaşırsa, 2037 yılına kadar potansiyel olarak 3326.16% artış gösterebilir. Lütfen bu bilgilerin sadece genel amaçlar için olduğunu ve uzun vadeli yatırım tavsiyesi olarak değerlendirilmemesi gerektiğini unutmayın.
| Non-Playable Coin Fiyat Tahmini | Potansiyel Düşük ($) | Ortalama Fiyat ($) | Potansiyel Yüksek ($) |
|---|---|---|---|
| 2032 | $0.028032 | $0.052041 | $0.076049 |
| 2033 | $0.065141 | $0.133855 | $0.202568 |
| 2034 | $0.05237 | $0.084843 | $0.117316 |
| 2035 | $0.061918 | $0.100073 | $0.138228 |
| 2036 | $0.102494 | $0.194242 | $0.285991 |
| 2037 | $0.266174 | $0.474574 | $0.682973 |
Non-Playable Coin Potansiyel fiyat histogramı
Teknik Analize Dayalı Non-Playable Coin Fiyat Tahmini
Piyasa Duyarlılık Göstergesi
Boğa 67.65%
Ayı 32.35%
6 Ocak 2026 itibariyle, Non-Playable Coin için genel fiyat tahmini duyarlılığı Boğa, 23 teknik gösterge yükseliş sinyalleri gösterirken 11 düşüş sinyalleri gösteriyor. NPC fiyat tahmini en son 6 Ocak 2026 tarihinde güncellendi.
Non-Playable Coin'ın 50 Günlük, 200 Günlük Basit Hareketli Ortalamaları ve 14 Günlük Göreceli Güç Endeksi - RSI (14)
Teknik göstergelerimize göre, Non-Playable Coin'ın 200 günlük SMA'sının önümüzdeki ay içinde artmak ve 4 Şub 2026 tarihinde $0.01741 seviyesine ulaşması bekleniyor. Non-Playable Coin için kısa vadeli 50 günlük SMA'nın 4 Şub 2026 tarihinde $0.011721 seviyesine ulaşması öngörülüyor.
Göreceli Güç Endeksi (RSI) momentum osilatörü, bir kripto paranın aşırı satılmış (30'un altında) veya aşırı satın alınmış (70'in üzerinde) olup olmadığını belirlemek için yaygın olarak kullanılan bir araçtır. Şu anda, RSI 68.89 seviyesinde olup, NPC piyasasının NEUTRAL durumda olduğunu gösteriyor.
19 Ekim 2024 Cumartesi için Popüler NPC Hareketli Ortalamaları ve Osilatörleri
Hareketli ortalamalar (MA), belirli bir dönem boyunca fiyat hareketlerini düzleştirmek için tasarlanmış, finansal piyasalar genelinde yaygın olarak kullanılan göstergelerdir. Gecikmeli göstergeler olarak, geçmiş fiyat verilerine dayanırlar. Aşağıdaki tablo iki türü vurgulamaktadır: basit hareketli ortalama (SMA) ve üstel hareketli ortalama (EMA).
Günlük Basit Hareketli Ortalama (SMA)
| Dönem | Değer | İşlem |
|---|---|---|
| SMA 3 | $0.012836 | BUY |
| SMA 5 | $0.011859 | BUY |
| SMA 10 | $0.010544 | BUY |
| SMA 21 | $0.010235 | BUY |
| SMA 50 | $0.012503 | BUY |
| SMA 100 | $0.014116 | SELL |
| SMA 200 | $0.017999 | SELL |
Günlük Üstel Hareketli Ortalama (EMA)
| Dönem | Değer | İşlem |
|---|---|---|
| EMA 3 | $0.012889 | BUY |
| EMA 5 | $0.012169 | BUY |
| EMA 10 | $0.011251 | BUY |
| EMA 21 | $0.0110066 | BUY |
| EMA 50 | $0.012158 | BUY |
| EMA 100 | $0.014022 | SELL |
| EMA 200 | $0.0159019 | SELL |
Haftalık Basit Hareketli Ortalama (SMA)
| Dönem | Değer | İşlem |
|---|---|---|
| SMA 21 | $0.015836 | SELL |
| SMA 50 | $0.01574 | SELL |
| SMA 100 | $0.017215 | SELL |
| SMA 200 | — | — |
Haftalık Üstel Hareketli Ortalama (EMA)
| Dönem | Değer | İşlem |
|---|---|---|
| EMA 21 | $0.014811 | SELL |
| EMA 50 | $0.016279 | SELL |
| EMA 100 | $0.014519 | SELL |
| EMA 200 | $0.008781 | BUY |
Non-Playable Coin Osilatörleri
Osilatör, iki uç değer arasında yüksek ve düşük sınırlar belirleyerek, bu sınırlar içinde dalgalanan bir trend göstergesi oluşturan bir teknik analiz aracıdır. Tüccarlar, kısa vadeli aşırı alım veya aşırı satım koşullarını belirlemek için bu göstergeden faydalanırlar.
| Dönem | Değer | İşlem |
|---|---|---|
| RSI (14) | 68.89 | NEUTRAL |
| Stoch RSI (14) | 121.89 | SELL |
| Hızlı Stokastik (14) | 100 | SELL |
| Emtia Kanal Endeksi (20) | 259.18 | SELL |
| Ortalama Yön Endeksi (14) | 26.57 | SELL |
| Harika Osilatör (5, 34) | 0.000643 | BUY |
| Momentum (10) | 0 | BUY |
| MACD (12, 26) | 0 | BUY |
| Williams Yüzde Aralığı (14) | -0 | SELL |
| Ultimate Osilatör (7, 14, 28) | 87.23 | SELL |
| VWMA (10) | 0.010612 | BUY |
| Hull Hareketli Ortalaması (9) | 0.013375 | BUY |
| Ichimoku Bulutu B/L (9, 26, 52, 26) | -0.001190 | SELL |
Dünya genelinde para akışlarına göre Non-Playable Coin fiyat tahmini
Non-Playable Coin fiyat tahmini için kullanılan dünya genelinde para akışlarıyla ilgili tanımlamalar
M0: Tüm fiziksel para ve fiziksel parayla alım-satım yapılabilen merkez bankalarındaki hesapların toplamı.
M1: M0 ve "mevduat" veya "mevcut" hesaplar dahil olmak üzere vadesiz hesaplarının tümü.
M2: M1 ve çoğu tasarruf hesabı, para piyasası hesapları ve 100.000 $ altındaki para yatırma (CD) hesaplarının tümü.
İnternet şirketleri veya teknoloji nişlerine göre Non-Playable Coin fiyat tahminleri
| Karşılaştırma | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook hisseleri | $0.019463 | $0.027349 | $0.03843 | $0.0540018 | $0.075881 | $0.106626 |
| Amazon.com hisseleri | $0.0289019 | $0.0603056 | $0.125831 | $0.262554 | $0.547835 | $1.14 |
| Apple hisseleri | $0.019647 | $0.027868 | $0.039528 | $0.056068 | $0.079529 | $0.112806 |
| Netflix hisseleri | $0.021855 | $0.034484 | $0.054411 | $0.085852 | $0.135461 | $0.213736 |
| Google hisseleri | $0.017937 | $0.023229 | $0.030081 | $0.038955 | $0.050447 | $0.065329 |
| Tesla hisseleri | $0.03140028 | $0.071182 | $0.161364 | $0.36580079 | $0.829242 | $1.87 |
| Kodak hisseleri | $0.010387 | $0.007789 | $0.005841 | $0.00438 | $0.003284 | $0.002463 |
| Nokia hisseleri | $0.009176 | $0.006078 | $0.004026 | $0.002667 | $0.001767 | $0.00117 |
Bu hesaplama, piyasa değeri belirli internet şirketlerinin veya teknoloji nişlerinin piyasa değerine benzer şekilde davrandığını varsayarsak kripto para biriminin ne kadar olabileceğini gösterir. Verilerden çıkarım yaparak 2024, 2025, 2026, 2027, 2028, 2029 ve 2030 için gelecek fiyatların olası tahminlerine erişebilirsiniz.
Non-Playable Coin öngörü ve tahminlerine genel bakış
Şöyle sorularınız olabilir: "Non-Playable Coin için şimdi mi yatırım yapmalıyım?", "Bugün mü NPC satın almalıyım?", "Non-Playable Coin kısa ve uzun vade için iyi veya kötü bir yatırım mı?".
Non-Playable Coin öngörülerini gerçek zamanlı verilerle düzenli olarak güncelliyoruz. Benzer tahminlerimizi inceleyin. Teknik analiz yöntemleriyle Non-Playable Coin gibi büyük miktarlardaki dijital paralar için gelecek fiyatlara dair tahminlerde bulunuyoruz.
İyi yatırım getirisi sağlayacak kripto para birimleri bulmaya çalışıyorsanız yatırım hakkında sağduyulu karar vermek için Non-Playable Coin hakkında olabildiğince çok bilgi kaynağını kendiniz keşfetmelisiniz.
Non-Playable Coin fiyatı bugün $0.01385 USD'ye tekabül ediyor, ancak kripto para birimleri yüksek riskli varlıklar olduğu için fiyat düşebilir ya da yükselebilir ve yatırımınızı kaybedebilirsiniz
Kısa vadeli Non-Playable Coin tahmini
4 saatlik fiyat geçmişine göre
Uzun vadeli Non-Playable Coin tahmini
1 aylık fiyat geçmişine göre
Bitcoin'in büyüme paternine göre Non-Playable Coin fiyat tahmini
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Non-Playable Coin, Bitcoin'in geçmiş yıllık ortama büyümesine göre %1 oranında büyüme gösterirse | $0.014211 | $0.01458 | $0.014959 | $0.015348 |
| Non-Playable Coin, Bitcoin'in geçmiş yıllık ortama büyümesine göre %2 oranında büyüme gösterirse | $0.014571 | $0.015329 | $0.016126 | $0.016964 |
| Non-Playable Coin, Bitcoin'in geçmiş yıllık ortama büyümesine göre %5 oranında büyüme gösterirse | $0.015651 | $0.017685 | $0.019984 | $0.022581 |
| Non-Playable Coin, Bitcoin'in geçmiş yıllık ortama büyümesine göre %10 oranında büyüme gösterirse | $0.017451 | $0.021988 | $0.0277037 | $0.0349047 |
| Non-Playable Coin, Bitcoin'in geçmiş yıllık ortama büyümesine göre %20 oranında büyüme gösterirse | $0.021052 | $0.031996 | $0.04863 | $0.073912 |
| Non-Playable Coin, Bitcoin'in geçmiş yıllık ortama büyümesine göre %50 oranında büyüme gösterirse | $0.031853 | $0.073252 | $0.168456 | $0.387392 |
| Non-Playable Coin, Bitcoin'in geçmiş yıllık ortama büyümesine göre %100 oranında büyüme gösterirse | $0.049855 | $0.179447 | $0.645889 | $2.32 |
Soru Kutusu
NPC iyi bir yatırım mı?
Non-Playable Coin satın alma kararı tamamen bireysel risk toleransınıza bağlıdır. Gördüğünüz gibi, Non-Playable Coin değeri son 24 saat içinde 5.9131% oranında yükselmiştir, ve Non-Playable Coin son 30 günlük sürede -52.73% oranında azalmıştır. Bu nedenle, Non-Playable Coin'a yatırım yapma kararı, bu yatırımın ticaret hedeflerinize uyup uymadığına bağlı olacaktır.
Non-Playable Coin yükselebilir mi?
Non-Playable Coin ortalama değeri yıl sonuna kadar $0.014285 seviyesine kadar yükselebilir gibi görünmektedir. Non-Playable Coin'ın uzun vadeli beş yıllık görünümüne bakıldığında, dijital para birimi $0.04491 seviyesine kadar büyüyebilir. Ancak piyasanın öngörülemezliği göz önüne alındığında, herhangi bir projeye, ağa veya varlığa yatırım yapmadan önce detaylı bir araştırma yapmanız önemlidir.
Önümüzdeki hafta Non-Playable Coin fiyatı ne olacak?
Yeni deneysel Non-Playable Coin tahminimize göre, Non-Playable Coin fiyatı önümüzdeki hafta 0.86% oranında artacak ve $0.01397 seviyesine ulaşacaktır 13 Ocak 2026 itibariyle.
Önümüzdeki ay Non-Playable Coin fiyatı ne olacak?
Yeni deneysel Non-Playable Coin tahminimize göre, Non-Playable Coin fiyatı önümüzdeki ay -11.62% oranında düşecek ve $0.012242 seviyesine ulaşacaktır 5 Şubat 2026 itibariyle.
2026 yılında Non-Playable Coin fiyatı ne kadar yükselebilir?
Son Non-Playable Coin değer tahminimize göre, NPC fiyatı $0.004785 ve $0.014285 aralığında dalgalanması beklenmektedir. Ancak, kripto para piyasasının son derece dalgalı olduğunu ve bu Non-Playable Coin fiyat tahmininin ani ve aşırı fiyat dalgalanmalarını dikkate almadığını unutmamak önemlidir.
5 yıl içinde Non-Playable Coin nerede olacak?
Non-Playable Coin'ın geleceği $0.04491 seviyesine kadar artış gösteren bir eğilimde görünmektedir. Non-Playable Coin'ın 2030 tahminine dayanarak, Non-Playable Coin değeri yaklaşık olarak $0.04491 seviyesine ulaşabilirken, en düşük zirve yaklaşık $0.015533 seviyesinde beklenmektedir.
2026 yılında Non-Playable Coin ne kadar olacak?
Yeni deneysel Non-Playable Coin fiyat tahmin simülasyonumuza göre, 2026 yılında NPC'ın değeri 3.13% oranında artacaktır ve en iyi durumda $0.014285 seviyesine ulaşacaktır. Fiyat, 2026 yılı boyunca $0.014285 ve $0.004785 arasında olacaktır.
2027 yılında Non-Playable Coin ne kadar olacak?
Son deneysel simülasyonumuza göre, 2027 yılında NPC'ın değeri -12.62% oranında düşecektir ve en iyi durumda $0.0121027 seviyesine ulaşacaktır. Fiyat, 2027 yılı boyunca $0.0121027 ve $0.004607 arasında olacaktır.
2028 yılında Non-Playable Coin ne kadar olacak?
Yeni deneysel Non-Playable Coin fiyat tahmin modelimize göre, NPC'ın değeri 2028 yılında 47.02% oranında artacaktır, en iyi durumda $0.020364 seviyesine ulaşacaktır. Fiyat, yıl boyunca $0.020364 ve $0.008314 arasında olacaktır.
2029 yılında Non-Playable Coin ne kadar olacak?
Deneysel tahmin modelimize göre, Non-Playable Coin değeri 333.75% oranında artacaktır ve 2029 yılında en iyi durumda $0.060081 seviyesine ulaşacaktır. Fiyat aralığı $0.060081 ve $0.018264 arasında olacaktır.
2030 yılında Non-Playable Coin ne kadar olacak?
Yeni deneysel simülasyona göre, NPC'ın değeri 224.23% oranında artacaktır, $0.04491 seviyesine ulaşacaktır. Fiyat 2030 yılı boyunca $0.04491 ve $0.015533 arasında olacaktır.
2031 yılında Non-Playable Coin ne kadar olacak?
Non-Playable Coin'ın değeri 2031 yılında 195.98% oranında artacaktır, ve en iyi durumda $0.040998 seviyesine ulaşacaktır. Yıl boyunca fiyat $0.040998 ve $0.018364 arasında olacaktır.
2032 yılında Non-Playable Coin ne kadar olacak?
Non-Playable Coin fiyatı 449.04% oranında artacaktır, 2032 yılında $0.076049 seviyesine ulaşabilir. Fiyat $0.076049 ve $0.028032 arasında olacaktır.
2033 yılında Non-Playable Coin ne kadar olacak?
NPC'ın değeri 1362.43% oranında artacaktır, ve 2033 yılı için $0.202568 seviyesine ulaşacaktır. Fiyat aralığı $0.202568 ve $0.065141 arasında olacaktır.
2034 yılında Non-Playable Coin ne kadar olacak?
Yeni simülasyon sonuçlarına göre, NPC'ın değeri 746.96% oranında artacaktır, ve $0.117316 seviyesine ulaşacaktır. Yıl boyunca fiyat aralığı $0.117316 ve $0.05237 arasında olacaktır.
2035 yılında Non-Playable Coin ne kadar olacak?
Deneysel tahminimize göre, 2035 yılında NPC'ın değeri 897.93% oranında artacaktır, ve en iyi durumda $0.138228 seviyesine ulaşacaktır. Yıl boyunca fiyat $0.138228 ve $0.061918 arasında olacaktır.
2036 yılında Non-Playable Coin ne kadar olacak?
NPC'ın değeri 2036 yılında 1964.7% oranında artacaktır, ve $0.285991 seviyesine ulaşacaktır. Fiyat $0.285991 ve $0.102494 arasında olacaktır.
2037 yılında Non-Playable Coin ne kadar olacak?
Deneysel simülasyonumuza göre, 2037 yılında Non-Playable Coin'ın değeri 4830.69% oranında artacaktır, ve en iyi durumda $0.682973 seviyesine ulaşacaktır. Fiyat 2037 yılı boyunca $0.682973 ve $0.266174 arasında olacaktır.
İlgili Tahminler
Sommelier Fiyat Tahmini- Mintlayer Fiyat Tahmini
- Bit2Me Fiyat Tahmini
- Tokocrypto Fiyat Tahmini
- Miracle Play Fiyat Tahmini
- Mochi Fiyat Tahmini
- NuNet Fiyat Tahmini
- Machine Xchange Coin Fiyat Tahmini
- enqAI Fiyat Tahmini
- MCDex Fiyat Tahmini
- Bean Fiyat Tahmini
- DeGate Fiyat Tahmini
- Socean Staked Sol Fiyat Tahmini
- Aleph Fiyat Tahmini
- ZTX Fiyat Tahmini
- Stride Staked Atom Fiyat Tahmini
- Manifold Finance Fiyat Tahmini
- Lumerin Fiyat Tahmini
- Compound Basic Attention Token Fiyat Tahmini
- Rave Fiyat Tahmini
- Decubate Fiyat Tahmini
- GraphLinq Protocol Fiyat Tahmini
- RocketX Exchange Fiyat Tahmini
- TempleDAO Fiyat Tahmini
- sETH Fiyat Tahmini
Sommelier Fiyat Tahmini
Mintlayer Fiyat Tahmini
Bit2Me Fiyat Tahmini
Tokocrypto Fiyat Tahmini
Miracle Play Fiyat Tahmini
Mochi Fiyat Tahmini
NuNet Fiyat Tahmini
Machine Xchange Coin Fiyat Tahmini
enqAI Fiyat Tahmini
MCDex Fiyat Tahmini
Bean Fiyat Tahmini
DeGate Fiyat Tahmini
Socean Staked Sol Fiyat Tahmini
Aleph Fiyat Tahmini
ZTX Fiyat Tahmini
Stride Staked Atom Fiyat Tahmini
Manifold Finance Fiyat Tahmini
Lumerin Fiyat Tahmini
Compound Basic Attention Token Fiyat Tahmini
Rave Fiyat Tahmini
Decubate Fiyat Tahmini
GraphLinq Protocol Fiyat Tahmini
RocketX Exchange Fiyat Tahmini
TempleDAO Fiyat Tahmini
sETH Fiyat TahminiNon-Playable Coin fiyat hareketlerini nasıl okumalı ve tahmin etmeli?
Non-Playable Coin tüccarları, piyasa yönünü tahmin etmek için göstergeler ve grafik desenleri kullanır. Ayrıca, bir düşüş trendinin ne zaman yavaşlayabileceğini veya bir yükseliş trendinin ne zaman durabileceğini ölçmek için önemli destek ve direnç seviyelerini belirlerler.
Non-Playable Coin Fiyat Tahmin Göstergeleri
Hareketli ortalamalar, Non-Playable Coin fiyat tahmini için popüler araçlardır. Basit bir hareketli ortalama (SMA), NPC'ın belirli bir dönem boyunca ortalama kapanış fiyatını hesaplar, örneğin 12 günlük SMA. Üssel hareketli ortalama (EMA), yakın fiyatlara daha fazla ağırlık verir ve fiyat değişikliklerine daha hızlı tepki verir.
Kripto piyasasında yaygın olarak kullanılan hareketli ortalamalar arasında 50 günlük, 100 günlük ve 200 günlük ortalamalar bulunur ve bunlar önemli direnç ve destek seviyelerini belirlemeye yardımcı olur. NPC'ın bu ortalamaların üzerinde bir fiyat hareketi yükseliş olarak görülürken, aşağı düşüş zayıflık belirtir.
Tüccarlar ayrıca NPC'ın gelecekteki yönünü ölçmek için RSI ve Fibonacci geri çekilme seviyelerini kullanır.
Non-Playable Coin grafiklerini nasıl okumalı ve fiyat hareketlerini tahmin etmeli?
Çoğu tüccar, daha ayrıntılı bilgi sağladığı için basit çizgi grafiklere kıyasla mum grafiklerini tercih eder. Mumlar, Non-Playable Coin'ın fiyat hareketini 5 dakikalık kısa vadeli trendler ve haftalık uzun vadeli trendler gibi farklı zaman dilimlerinde temsil edebilir. Popüler seçenekler arasında 1 saatlik, 4 saatlik ve 1 günlük grafikler bulunur.
Örneğin, 1 saatlik bir mum grafiği, her saat içinde NPC'ın açılış, kapanış, en yüksek ve en düşük fiyatlarını gösterir. Mumun rengi önemlidir: yeşil, fiyatın açılıştan daha yüksek kapandığını gösterirken, kırmızı bunun tersini ifade eder. Bazı grafikler aynı bilgiyi iletmek için boş ve dolu mumlar kullanır.
Non-Playable Coin fiyatını ne etkiler?
Non-Playable Coin'ın fiyat hareketi, blok ödülü yarılanmaları, hard fork'lar ve protokol güncellemeleri gibi faktörlerden etkilenen arz ve talep tarafından yönlendirilir. Düzenlemeler, şirketler ve hükümetler tarafından benimsenme ve kripto para borsası hackleri gibi gerçek dünya olayları da NPC'ın fiyatını etkiler. Non-Playable Coin'ın piyasa değeri hızla değişebilir.
Tüccarlar genellikle Non-Playable Coin'ın büyük sahipleri olan NPC "balinalarının" aktivitelerini izlerler, çünkü onların eylemleri nispeten küçük olan Non-Playable Coin pazarında fiyat hareketlerini önemli ölçüde etkileyebilir.
Yükseliş ve düşüş fiyat tahmin desenleri
Tüccarlar genellikle kripto para fiyat tahminlerinde avantaj elde etmek için mum desenlerini tanımlarlar. Belirli oluşumlar yükseliş trendlerini gösterirken, diğerleri düşüş hareketlerini önerir.
Genellikle takip edilen yükseliş mum desenleri:
- Çekiç
- Yutan Boğa
- Delici Çizgi
- Sabah Yıldızı
- Üç Beyaz Asker
Yaygın düşüş mum desenleri:
- Ayı Harami
- Karanlık Bulut Örtüsü
- Akşam Yıldızı
- Kayan Yıldız
- Asılan Adam