Non-Playable Coin Geleceği Fiyat Tahmini - NPC
2026 yılına kadar Non-Playable Coin fiyat tahmini $0.014471 olacak
| Yıl | Min. fiyat | Max. fiyat |
|---|---|---|
| 2026 | $0.004848 | $0.014471 |
| 2027 | $0.004667 | $0.01226 |
| 2028 | $0.008422 | $0.02063 |
| 2029 | $0.0185028 | $0.060865 |
| 2030 | $0.015735 | $0.045496 |
| 2031 | $0.0186046 | $0.041533 |
| 2032 | $0.028398 | $0.077042 |
| 2033 | $0.065992 | $0.205213 |
| 2034 | $0.053054 | $0.118848 |
| 2035 | $0.062726 | $0.140033 |
Yatırım Kârı Hesaplayıcı
Bugün Non-Playable Coin’de $10,000.00 tutarında short açıp Apr 06, 2026 tarihinde kapatırsanız, tahminimize göre yaklaşık $3,954.68 kazanç elde edebilir ve önümüzdeki 90 gün içinde 39.55% getiri sağlayabilirsiniz.
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' => 0.01403
'ticker' => 'NPC'
'marketcap' => '$112.96M'
'low24h' => '$0.01257'
'high24h' => '$0.01405'
'volume24h' => '$9.58M'
'current_supply' => '8.05B'
'max_supply' => '8.05B'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.01403'
'change_24h_pct' => '9.0388%'
'ath_price' => '$0.06616'
'ath_days' => 414
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '18 Kas 2024'
'ath_pct' => '-78.83%'
'fdv' => '$112.96M'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => '-52.11%'
'change_30d_pct_is_increased' => false
'max_price' => '$0.691891'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.014152'
'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' => '$0.012402'
'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' => '$0.004848'
'current_year_max_price_prediction' => '$0.014471'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.015735'
'grand_prediction_max_price' => '$0.045496'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.014298255651484
107 => 0.01435164014782
108 => 0.014471918143944
109 => 0.013444155836059
110 => 0.013905590938783
111 => 0.014176640831012
112 => 0.012952027557044
113 => 0.014152434164017
114 => 0.013426264780843
115 => 0.013179791985496
116 => 0.013511635134109
117 => 0.013382315536366
118 => 0.013271134140129
119 => 0.013209093010689
120 => 0.013452761994839
121 => 0.013441394545481
122 => 0.0130427047933
123 => 0.012522630264253
124 => 0.012697184347065
125 => 0.012633767212326
126 => 0.012403935335058
127 => 0.01255881427033
128 => 0.011876805821828
129 => 0.010703445733896
130 => 0.011478603348976
131 => 0.011448760624004
201 => 0.011433712568814
202 => 0.012016222092764
203 => 0.011960227242817
204 => 0.011858596041861
205 => 0.012402068798353
206 => 0.012203693931493
207 => 0.012815038528157
208 => 0.01321770961881
209 => 0.013115579205175
210 => 0.013494293312212
211 => 0.012701205720584
212 => 0.012964637605371
213 => 0.013018930551725
214 => 0.012395362428899
215 => 0.011969388692768
216 => 0.011940981101024
217 => 0.011202401345371
218 => 0.011596944689234
219 => 0.01194412650452
220 => 0.011777853357395
221 => 0.011725216246284
222 => 0.011994127831352
223 => 0.012015024564584
224 => 0.011538576832363
225 => 0.011637645403029
226 => 0.012050777811487
227 => 0.011627235526325
228 => 0.010804362051494
301 => 0.010600278052621
302 => 0.010573049485156
303 => 0.010019557494105
304 => 0.010613915921291
305 => 0.010354462540009
306 => 0.011174072662751
307 => 0.010705915756298
308 => 0.010685734447754
309 => 0.010655227439936
310 => 0.010178814018771
311 => 0.010283118280354
312 => 0.010629841531842
313 => 0.01075355629409
314 => 0.010740651830822
315 => 0.010628142398755
316 => 0.010679648640614
317 => 0.010513729089623
318 => 0.010455139442851
319 => 0.010270214401287
320 => 0.0099984256770352
321 => 0.01003621956612
322 => 0.009497734985988
323 => 0.0092043400071925
324 => 0.0091231321439456
325 => 0.0090145375953016
326 => 0.009135398187174
327 => 0.0094962095268295
328 => 0.0090609945008091
329 => 0.0083148488654816
330 => 0.0083596934895351
331 => 0.0084604460452949
401 => 0.0082726943241814
402 => 0.008095003076955
403 => 0.0082494911998717
404 => 0.0079333394579194
405 => 0.008498651472877
406 => 0.008483361367141
407 => 0.0086940747276567
408 => 0.0088258381162606
409 => 0.0085221661644322
410 => 0.0084457934897637
411 => 0.0084892988361994
412 => 0.0077702523689732
413 => 0.0086353132908896
414 => 0.0086427943736648
415 => 0.0085787368010467
416 => 0.0090393550362076
417 => 0.010011403182828
418 => 0.009645679569523
419 => 0.0095040603323968
420 => 0.0092348420590968
421 => 0.0095935594236697
422 => 0.0095660155269331
423 => 0.0094414515801776
424 => 0.0093661149165167
425 => 0.0095049250292601
426 => 0.0093489148074043
427 => 0.0093208910846848
428 => 0.0091510978151157
429 => 0.009090489342981
430 => 0.0090456172431053
501 => 0.0089962174701836
502 => 0.0091051810595924
503 => 0.0088582552306382
504 => 0.0085604868873568
505 => 0.008535730671511
506 => 0.0086040847600499
507 => 0.0085738431642348
508 => 0.0085355858863851
509 => 0.0084625423242202
510 => 0.0084408718596547
511 => 0.0085112903564779
512 => 0.0084317919792179
513 => 0.0085490961653657
514 => 0.0085171959174702
515 => 0.0083390037258846
516 => 0.0081169102799698
517 => 0.0081149331824444
518 => 0.0080670835138284
519 => 0.0080061397665999
520 => 0.0079891866103251
521 => 0.0082364806410621
522 => 0.0087483718838003
523 => 0.0086478753843315
524 => 0.0087204944044932
525 => 0.009077708110003
526 => 0.0091912556051937
527 => 0.0091106622826271
528 => 0.0090003411719185
529 => 0.0090051947409005
530 => 0.0093821953726634
531 => 0.0094057084396281
601 => 0.0094651183742449
602 => 0.009541476929473
603 => 0.0091236664747662
604 => 0.0089855159060569
605 => 0.0089200525023007
606 => 0.0087184505562571
607 => 0.0089358609710205
608 => 0.0088091852327801
609 => 0.0088262781177281
610 => 0.0088151463539821
611 => 0.008821225049714
612 => 0.0084984934566477
613 => 0.0086160798868879
614 => 0.0084205696403504
615 => 0.0081588033672918
616 => 0.0081579258349574
617 => 0.0082219927594445
618 => 0.0081838832458205
619 => 0.0080813315245437
620 => 0.0080958985125206
621 => 0.007968276369738
622 => 0.0081113941513279
623 => 0.0081154982572039
624 => 0.0080603901156135
625 => 0.0082808828046009
626 => 0.0083712188391839
627 => 0.0083349454798583
628 => 0.0083686738035962
629 => 0.0086520514675989
630 => 0.0086982543914657
701 => 0.0087187746782534
702 => 0.0086912802123749
703 => 0.0083738534270905
704 => 0.0083879326548208
705 => 0.0082846286234504
706 => 0.008197347602853
707 => 0.0082008383859483
708 => 0.0082457121762738
709 => 0.0084416786504382
710 => 0.0088540785424627
711 => 0.0088697288169046
712 => 0.008888697406079
713 => 0.0088115426210579
714 => 0.0087882719996237
715 => 0.0088189719559524
716 => 0.0089738476724406
717 => 0.0093722300635951
718 => 0.0092314151194958
719 => 0.0091169303780279
720 => 0.0092173643611599
721 => 0.0092019033366844
722 => 0.0090713967306853
723 => 0.0090677338449206
724 => 0.0088172499425225
725 => 0.0087246517470484
726 => 0.0086472697640554
727 => 0.0085627706587349
728 => 0.0085126767566653
729 => 0.0085896437575156
730 => 0.0086072470212568
731 => 0.0084389573287447
801 => 0.0084160200655071
802 => 0.0085534490611978
803 => 0.0084929716840637
804 => 0.0085551741662129
805 => 0.0085696056756345
806 => 0.0085672818702318
807 => 0.0085041365427212
808 => 0.0085443834914557
809 => 0.0084491874595058
810 => 0.0083456760727421
811 => 0.008279642256974
812 => 0.0082220189946018
813 => 0.0082539917296496
814 => 0.008140014767195
815 => 0.0081035512430028
816 => 0.0085307487308095
817 => 0.0088463241081992
818 => 0.0088417355172304
819 => 0.0088138036497975
820 => 0.0087723025605647
821 => 0.0089708116092689
822 => 0.0089016550260141
823 => 0.0089519722185578
824 => 0.0089647800558662
825 => 0.0090035455219246
826 => 0.0090174008440361
827 => 0.0089755204374752
828 => 0.008834964677796
829 => 0.0084847130883159
830 => 0.0083216700279269
831 => 0.0082678631023015
901 => 0.0082698188818541
902 => 0.0082158697508095
903 => 0.0082317601877326
904 => 0.008210343705332
905 => 0.0081697860688689
906 => 0.0082514874098864
907 => 0.008260902728338
908 => 0.0082418326590862
909 => 0.0082463243507416
910 => 0.0080884323222697
911 => 0.0081004365102709
912 => 0.0080335956660615
913 => 0.0080210638135506
914 => 0.0078520959798871
915 => 0.0075527449702732
916 => 0.0077186144883049
917 => 0.0075182674353063
918 => 0.0074423929705825
919 => 0.0078015708856848
920 => 0.0077655193850531
921 => 0.0077038148871824
922 => 0.0076125410744873
923 => 0.0075786867295042
924 => 0.0073729984463697
925 => 0.0073608452852978
926 => 0.00746278995247
927 => 0.0074157459962718
928 => 0.0073496784648301
929 => 0.0071103885631065
930 => 0.0068413474874054
1001 => 0.0068494681463489
1002 => 0.0069350451068423
1003 => 0.0071838716611022
1004 => 0.0070866508216097
1005 => 0.0070161159870774
1006 => 0.0070029069328388
1007 => 0.0071682459016627
1008 => 0.0074022351821333
1009 => 0.0075120177173151
1010 => 0.0074032265590951
1011 => 0.007278253134264
1012 => 0.0072858596875624
1013 => 0.0073364626788606
1014 => 0.0073417803377582
1015 => 0.0072604354856688
1016 => 0.0072833335850518
1017 => 0.0072485492782429
1018 => 0.007035078051564
1019 => 0.0070312170339979
1020 => 0.0069788277522824
1021 => 0.0069772414256529
1022 => 0.0068881141883359
1023 => 0.0068756446717278
1024 => 0.0066986771323984
1025 => 0.006815157702692
1026 => 0.0067370286516435
1027 => 0.0066192697429332
1028 => 0.0065989680626856
1029 => 0.0065983577696623
1030 => 0.0067192698384976
1031 => 0.0068137447747693
1101 => 0.0067383877399364
1102 => 0.0067212304038397
1103 => 0.0069044258661008
1104 => 0.0068811125736644
1105 => 0.006860923412769
1106 => 0.0073812840084841
1107 => 0.006969377992732
1108 => 0.0067897634590907
1109 => 0.0065674563658347
1110 => 0.0066398406763685
1111 => 0.0066550931141447
1112 => 0.0061204846287296
1113 => 0.0059035940327779
1114 => 0.0058291653535969
1115 => 0.0057863305964612
1116 => 0.005805850933173
1117 => 0.0056106239580869
1118 => 0.0057418197141009
1119 => 0.0055727696558018
1120 => 0.0055444278633915
1121 => 0.005846710308914
1122 => 0.0058887711453
1123 => 0.0057093265499996
1124 => 0.0058245590296236
1125 => 0.0057827741306606
1126 => 0.0055756675338482
1127 => 0.005567757585223
1128 => 0.0054638387750914
1129 => 0.0053012259598823
1130 => 0.0052269075398474
1201 => 0.0051882018614311
1202 => 0.0052041725787043
1203 => 0.0051960972953389
1204 => 0.0051434006090479
1205 => 0.0051991178077126
1206 => 0.0050567833890604
1207 => 0.0050001046766868
1208 => 0.0049745042172437
1209 => 0.0048481742282264
1210 => 0.005049221419954
1211 => 0.0050888302494502
1212 => 0.0051285171205762
1213 => 0.0054739642383505
1214 => 0.0054567066765699
1215 => 0.0056127066302929
1216 => 0.0056066447589567
1217 => 0.0055621510451232
1218 => 0.0053744393853204
1219 => 0.0054492579072792
1220 => 0.0052189781260698
1221 => 0.0053915193956549
1222 => 0.005312778765712
1223 => 0.0053648971094653
1224 => 0.0052711836280752
1225 => 0.0053230485380113
1226 => 0.0050982229723144
1227 => 0.0048882840224477
1228 => 0.0049727695843741
1229 => 0.005064615052284
1230 => 0.0052637594285026
1231 => 0.0051451506809322
]
'min_raw' => 0.0048481742282264
'max_raw' => 0.014471918143944
'avg_raw' => 0.0096600461860854
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.004848'
'max' => '$0.014471'
'avg' => '$0.00966'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.0091841757717736
'max_diff' => 0.00043956814394435
'year' => 2026
]
1 => [
'items' => [
101 => 0.0051878068716518
102 => 0.0050449157733012
103 => 0.0047500906225795
104 => 0.0047517593009147
105 => 0.0047064068745912
106 => 0.0046672157566851
107 => 0.0051587743223833
108 => 0.0050976412443478
109 => 0.0050002336853976
110 => 0.005130617573875
111 => 0.0051650931434589
112 => 0.0051660746144581
113 => 0.0052611993337959
114 => 0.0053119674135585
115 => 0.0053209155076582
116 => 0.0054705963088418
117 => 0.0055207673390611
118 => 0.0057274147120643
119 => 0.0053076600966875
120 => 0.005299015526611
121 => 0.0051324523425698
122 => 0.0050268153379911
123 => 0.0051396853986497
124 => 0.0052396728640935
125 => 0.0051355592318351
126 => 0.0051491542742493
127 => 0.0050093902293388
128 => 0.0050593492988848
129 => 0.0051023807797912
130 => 0.0050786213253082
131 => 0.0050430522719766
201 => 0.0052314750321691
202 => 0.0052208434816043
203 => 0.0053963070877161
204 => 0.0055330935162032
205 => 0.0057782392495508
206 => 0.0055224168970664
207 => 0.0055130937137402
208 => 0.0056042293262402
209 => 0.0055207533866737
210 => 0.0055735072989882
211 => 0.0057697397787046
212 => 0.0057738858617819
213 => 0.0057044336283106
214 => 0.005700207453592
215 => 0.0057135465147544
216 => 0.0057916738126202
217 => 0.0057643737341365
218 => 0.0057959660761113
219 => 0.0058354727835099
220 => 0.0059988892758072
221 => 0.0060382884388562
222 => 0.0059425688987711
223 => 0.0059512113015146
224 => 0.0059154095659626
225 => 0.0058808255380139
226 => 0.005958565382251
227 => 0.0061006364755747
228 => 0.0060997526586766
301 => 0.0061327103908603
302 => 0.0061532427849741
303 => 0.0060651027188064
304 => 0.0060077267767313
305 => 0.006029728363849
306 => 0.0060649093807823
307 => 0.0060183196342154
308 => 0.0057307461359343
309 => 0.0058179775650466
310 => 0.0058034579898434
311 => 0.0057827803491133
312 => 0.0058704922256264
313 => 0.0058620322011621
314 => 0.005608621623281
315 => 0.0056248441462883
316 => 0.0056096081686357
317 => 0.005658838729419
318 => 0.0055180947748304
319 => 0.0055613866673369
320 => 0.0055885389364806
321 => 0.0056045318315999
322 => 0.0056623091352014
323 => 0.0056555296354869
324 => 0.0056618877119803
325 => 0.0057475562005787
326 => 0.0061808380180342
327 => 0.0062044205913759
328 => 0.0060882913753206
329 => 0.0061346827065872
330 => 0.0060456214952242
331 => 0.0061054088830704
401 => 0.0061463138953998
402 => 0.0059614720102648
403 => 0.005950526873441
404 => 0.0058610980747779
405 => 0.0059091520456734
406 => 0.0058326947227759
407 => 0.0058514546754513
408 => 0.0057990002123076
409 => 0.0058934078023869
410 => 0.005998970157552
411 => 0.0060256393772504
412 => 0.0059554841420448
413 => 0.0059046871283007
414 => 0.0058155043057426
415 => 0.0059638173272256
416 => 0.0060071885744646
417 => 0.0059635895165275
418 => 0.0059534866621453
419 => 0.0059343417713464
420 => 0.005957548341232
421 => 0.0060069523653377
422 => 0.0059836543399185
423 => 0.0059990430961663
424 => 0.0059403970261664
425 => 0.0060651318968358
426 => 0.0062632408905403
427 => 0.0062638778433491
428 => 0.0062405796923449
429 => 0.0062310465909196
430 => 0.0062549519077
501 => 0.0062679195614059
502 => 0.0063452249723882
503 => 0.0064281767583556
504 => 0.0068152765487659
505 => 0.0067065804766235
506 => 0.0070500384393451
507 => 0.0073216690954232
508 => 0.0074031192522119
509 => 0.0073281889404923
510 => 0.0070718563917552
511 => 0.0070592794940152
512 => 0.0074423485426389
513 => 0.0073341139907288
514 => 0.0073212398351786
515 => 0.0071842805713533
516 => 0.0072652404590088
517 => 0.0072475333439687
518 => 0.0072195817966161
519 => 0.0073740476225482
520 => 0.0076631938594338
521 => 0.007618127706819
522 => 0.0075844879144506
523 => 0.0074370881366889
524 => 0.0075258557258337
525 => 0.0074942472875704
526 => 0.0076300571975601
527 => 0.0075496064154401
528 => 0.0073332940075464
529 => 0.0073677424714785
530 => 0.0073625356554559
531 => 0.0074696915602429
601 => 0.0074375260173989
602 => 0.0073562548169771
603 => 0.0076622055890304
604 => 0.0076423388476808
605 => 0.0076705053447451
606 => 0.0076829051078307
607 => 0.0078691319513222
608 => 0.0079454231305063
609 => 0.0079627425638462
610 => 0.0080352132834996
611 => 0.0079609394263219
612 => 0.0082580878113953
613 => 0.0084556741483801
614 => 0.0086851808464879
615 => 0.0090205518180083
616 => 0.0091466544056549
617 => 0.009123875101897
618 => 0.0093781495449678
619 => 0.0098350750669627
620 => 0.0092162328138928
621 => 0.0098678752090418
622 => 0.0096615727503109
623 => 0.0091724333318826
624 => 0.0091409385199108
625 => 0.0094721894130958
626 => 0.010206872012463
627 => 0.010022842354023
628 => 0.010207173019058
629 => 0.0099921415069947
630 => 0.0099814633799929
701 => 0.010196729418476
702 => 0.010699710250933
703 => 0.010460762911387
704 => 0.010118173307857
705 => 0.010371136139819
706 => 0.010151996324169
707 => 0.009658212986136
708 => 0.010022701630011
709 => 0.0097789784538908
710 => 0.0098501098337194
711 => 0.010362379698838
712 => 0.010300742033369
713 => 0.01038050687998
714 => 0.010239724013521
715 => 0.010108210616828
716 => 0.0098627310955872
717 => 0.009790056711342
718 => 0.009810141296597
719 => 0.009790046758419
720 => 0.0096527032223581
721 => 0.0096230438988223
722 => 0.0095736103935246
723 => 0.0095889319038623
724 => 0.0094959824516205
725 => 0.0096713972723375
726 => 0.0097039558088127
727 => 0.0098316080869485
728 => 0.0098448613699347
729 => 0.010200371147526
730 => 0.010004562336128
731 => 0.010135927792133
801 => 0.010124177229289
802 => 0.0091830344662804
803 => 0.00931271563525
804 => 0.0095144588379742
805 => 0.0094235737986034
806 => 0.0092950836167571
807 => 0.0091913209057085
808 => 0.0090341097881879
809 => 0.009255381417126
810 => 0.0095463300795652
811 => 0.0098522403081525
812 => 0.010219771403768
813 => 0.01013774274176
814 => 0.0098453695699693
815 => 0.0098584852168771
816 => 0.0099395609852443
817 => 0.0098345604986985
818 => 0.0098035938053631
819 => 0.009935306637106
820 => 0.0099362136709901
821 => 0.0098153979214864
822 => 0.0096811333249618
823 => 0.0096805707513999
824 => 0.0096566796632905
825 => 0.009996391678495
826 => 0.010183198938099
827 => 0.010204616089357
828 => 0.010181757393176
829 => 0.010190554798107
830 => 0.010081855769761
831 => 0.010330309514865
901 => 0.010558315240901
902 => 0.010497204835692
903 => 0.010405591650926
904 => 0.010332617336572
905 => 0.010480014406387
906 => 0.010473451046892
907 => 0.010556323809792
908 => 0.010552564222571
909 => 0.01052469722941
910 => 0.01049720583091
911 => 0.010606206118476
912 => 0.010574815786148
913 => 0.010543376695964
914 => 0.010480320787515
915 => 0.010488891132721
916 => 0.010397293766264
917 => 0.01035491663333
918 => 0.0097176662309712
919 => 0.0095473721007033
920 => 0.0096009501007422
921 => 0.0096185893695072
922 => 0.0095444771457768
923 => 0.009650735036738
924 => 0.0096341748569867
925 => 0.0096986008290181
926 => 0.0096583502787434
927 => 0.0096600021753666
928 => 0.0097783704614024
929 => 0.0098127332784132
930 => 0.0097952560723396
1001 => 0.00980749650839
1002 => 0.010089572190807
1003 => 0.01004947004904
1004 => 0.010028166585491
1005 => 0.010034067790485
1006 => 0.010106144175113
1007 => 0.010126321627584
1008 => 0.010040828343619
1009 => 0.010081147470568
1010 => 0.010252821195857
1011 => 0.010312897283816
1012 => 0.010504631318425
1013 => 0.010423179292723
1014 => 0.010572688011061
1015 => 0.011032226839955
1016 => 0.011399338254144
1017 => 0.011061727426135
1018 => 0.011735880786936
1019 => 0.012260805879875
1020 => 0.0122406583805
1021 => 0.01214912554881
1022 => 0.011551512286354
1023 => 0.01100157965233
1024 => 0.011461621652064
1025 => 0.01146279439373
1026 => 0.011423276377961
1027 => 0.011177833376
1028 => 0.011414735493522
1029 => 0.011433539923309
1030 => 0.011423014443129
1031 => 0.011234833868997
1101 => 0.01094751691388
1102 => 0.01100365795917
1103 => 0.011095618136602
1104 => 0.010921518335821
1105 => 0.010865882900392
1106 => 0.010969319759929
1107 => 0.01130261487328
1108 => 0.011239607362748
1109 => 0.011237961982014
1110 => 0.011507534831412
1111 => 0.011314578848705
1112 => 0.01100436607754
1113 => 0.010926033261617
1114 => 0.010648004536397
1115 => 0.010840039967211
1116 => 0.010846950980492
1117 => 0.01074177513759
1118 => 0.011012900517534
1119 => 0.011010402049427
1120 => 0.011267795245997
1121 => 0.011759834365369
1122 => 0.011614314185996
1123 => 0.011445090049936
1124 => 0.011463489405602
1125 => 0.01166528492378
1126 => 0.011543274746946
1127 => 0.011587150457221
1128 => 0.011665218512637
1129 => 0.011712318908791
1130 => 0.01145671238343
1201 => 0.011397118275295
1202 => 0.01127520964474
1203 => 0.01124340595856
1204 => 0.01134269799444
1205 => 0.011316538051025
1206 => 0.010846370136586
1207 => 0.010797234973538
1208 => 0.010798741878839
1209 => 0.010675189175104
1210 => 0.010486741645862
1211 => 0.010981970501094
1212 => 0.010942196693295
1213 => 0.010898289487734
1214 => 0.010903667869884
1215 => 0.011118629931077
1216 => 0.010993941079741
1217 => 0.011325446827119
1218 => 0.011257299211433
1219 => 0.011187403866549
1220 => 0.011177742200822
1221 => 0.011150838456232
1222 => 0.011058575505592
1223 => 0.01094716244855
1224 => 0.010873597897857
1225 => 0.010030319284563
1226 => 0.010186826890064
1227 => 0.010366874624076
1228 => 0.010429026380361
1229 => 0.010322711500465
1230 => 0.011062773465047
1231 => 0.011197989917391
]
'min_raw' => 0.0046672157566851
'max_raw' => 0.012260805879875
'avg_raw' => 0.0084640108182802
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.004667'
'max' => '$0.01226'
'avg' => '$0.008464'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.00018095847154135
'max_diff' => -0.002211112264069
'year' => 2027
]
2 => [
'items' => [
101 => 0.010788410463291
102 => 0.010711794870448
103 => 0.011067796370559
104 => 0.010853083946578
105 => 0.01094976893795
106 => 0.010740788870468
107 => 0.011165420233621
108 => 0.011162185254086
109 => 0.010996994063085
110 => 0.011136612526538
111 => 0.011112350382672
112 => 0.01092584993488
113 => 0.011171332630471
114 => 0.011171454386825
115 => 0.011012461457053
116 => 0.010826792523107
117 => 0.010793599303022
118 => 0.010768592670569
119 => 0.010943618839301
120 => 0.011100546754893
121 => 0.011392550700081
122 => 0.011465967429743
123 => 0.011752517813246
124 => 0.011581891011755
125 => 0.011657527662869
126 => 0.01173964194711
127 => 0.011779010554629
128 => 0.011714861521314
129 => 0.012159992215736
130 => 0.012197574884797
131 => 0.012210176028645
201 => 0.012060080462985
202 => 0.012193400455595
203 => 0.012131024446147
204 => 0.012293309494177
205 => 0.012318757861868
206 => 0.012297203999786
207 => 0.012305281713366
208 => 0.011925441192112
209 => 0.011905744457266
210 => 0.011637178080033
211 => 0.011746620863898
212 => 0.011542022825191
213 => 0.011606902970858
214 => 0.011635501520868
215 => 0.011620563261296
216 => 0.011752808594691
217 => 0.011640373045369
218 => 0.011343637144592
219 => 0.011046820398317
220 => 0.011043094105849
221 => 0.010964947495806
222 => 0.01090846181001
223 => 0.010919342957032
224 => 0.010957689538386
225 => 0.010906233036992
226 => 0.010917213890475
227 => 0.011099569223344
228 => 0.011136139284852
229 => 0.011011859927002
301 => 0.010512860371809
302 => 0.010390404629319
303 => 0.010478423388618
304 => 0.010436356090807
305 => 0.0084229538894779
306 => 0.0088959728714632
307 => 0.0086149210545743
308 => 0.0087444426623691
309 => 0.0084575615353407
310 => 0.0085944762458868
311 => 0.0085691930981736
312 => 0.0093297936235567
313 => 0.0093179178925247
314 => 0.00932360217652
315 => 0.0090522764910994
316 => 0.0094845056752696
317 => 0.0096974373138506
318 => 0.0096580293345413
319 => 0.0096679474739219
320 => 0.0094975209789959
321 => 0.0093252522775248
322 => 0.0091341797756301
323 => 0.0094891688668753
324 => 0.0094497001397947
325 => 0.0095402271993179
326 => 0.0097704630001347
327 => 0.0098043660963857
328 => 0.0098499322015584
329 => 0.0098335999964702
330 => 0.010222699381892
331 => 0.010175576878957
401 => 0.010289128552961
402 => 0.010055544144349
403 => 0.009791221213968
404 => 0.0098414603616657
405 => 0.0098366219277447
406 => 0.0097750231106345
407 => 0.0097194144528165
408 => 0.0096268417051918
409 => 0.0099197555768652
410 => 0.0099078638085988
411 => 0.010100377714163
412 => 0.010066349011375
413 => 0.0098390970059145
414 => 0.0098472133557475
415 => 0.0099017997089588
416 => 0.010090723700679
417 => 0.010146809204348
418 => 0.010120828164428
419 => 0.0101823233588
420 => 0.010230926653071
421 => 0.010188427184251
422 => 0.010790130039293
423 => 0.010540261063303
424 => 0.010662045463624
425 => 0.010691090325505
426 => 0.010616692522544
427 => 0.01063282674202
428 => 0.010657265688216
429 => 0.010805654183878
430 => 0.011195068533053
501 => 0.011367537497469
502 => 0.011886418886385
503 => 0.011353216350858
504 => 0.011321578319012
505 => 0.011415044525872
506 => 0.011719682830338
507 => 0.011966563562888
508 => 0.012048468144765
509 => 0.012059293187358
510 => 0.012212951627874
511 => 0.012301025780418
512 => 0.012194293451577
513 => 0.012103848978225
514 => 0.011779888101061
515 => 0.011817387454709
516 => 0.012075720815024
517 => 0.012440631902227
518 => 0.012753763577576
519 => 0.012644115778609
520 => 0.01348065108544
521 => 0.013563590144171
522 => 0.013552130647996
523 => 0.013741078166774
524 => 0.013366055820492
525 => 0.013205726501741
526 => 0.012123404099952
527 => 0.012427492547498
528 => 0.012869502964494
529 => 0.01281100122835
530 => 0.012490001448556
531 => 0.012753520070458
601 => 0.012666392573068
602 => 0.012597671500953
603 => 0.012912496054546
604 => 0.012566333525591
605 => 0.012866049728467
606 => 0.012481660598111
607 => 0.012644616640519
608 => 0.012552114909551
609 => 0.012611974866073
610 => 0.012262034783387
611 => 0.012450853957689
612 => 0.012254179284956
613 => 0.012254086035553
614 => 0.012249744431252
615 => 0.012481131311533
616 => 0.012488676829392
617 => 0.012317681575258
618 => 0.012293038487689
619 => 0.012384156898396
620 => 0.012277481103408
621 => 0.012327394036473
622 => 0.012278992915304
623 => 0.012268096803445
624 => 0.012181274730332
625 => 0.012143869394013
626 => 0.012158536990201
627 => 0.012108468922748
628 => 0.012078301101067
629 => 0.012243743292206
630 => 0.0121553542034
701 => 0.012230196396669
702 => 0.012144904271601
703 => 0.011849244606105
704 => 0.011679207605934
705 => 0.011120733905478
706 => 0.011279116354143
707 => 0.011384124081466
708 => 0.011349419028212
709 => 0.011423978911674
710 => 0.011428556282968
711 => 0.011404316104807
712 => 0.011376249083855
713 => 0.011362587610259
714 => 0.011464409041807
715 => 0.011523519809972
716 => 0.011394663011725
717 => 0.011364473666794
718 => 0.011494755004201
719 => 0.011574226544758
720 => 0.012160999749031
721 => 0.012117529694806
722 => 0.012226631000343
723 => 0.012214347867635
724 => 0.01232870341704
725 => 0.012515626410054
726 => 0.012135559700765
727 => 0.012201526139779
728 => 0.01218535269232
729 => 0.012361930150771
730 => 0.012362481406322
731 => 0.012256614399283
801 => 0.012314006621295
802 => 0.012281971857441
803 => 0.012339863005483
804 => 0.012116949125729
805 => 0.012388434169203
806 => 0.012542348694743
807 => 0.012544485798079
808 => 0.012617440061644
809 => 0.012691565818651
810 => 0.012833843754235
811 => 0.01268759776425
812 => 0.012424515465026
813 => 0.012443509157279
814 => 0.012289264101502
815 => 0.012291856988757
816 => 0.012278015953385
817 => 0.012319553942439
818 => 0.012126064378443
819 => 0.012171475992371
820 => 0.012107899466941
821 => 0.012201387936829
822 => 0.012100809797427
823 => 0.012185344892994
824 => 0.012221827437858
825 => 0.012356448813819
826 => 0.012080926110741
827 => 0.011519116667916
828 => 0.011637215824079
829 => 0.011462537895625
830 => 0.011478705002949
831 => 0.01151136513272
901 => 0.011405502966403
902 => 0.011425698131636
903 => 0.011424976618223
904 => 0.01141875900542
905 => 0.01139122016737
906 => 0.011351283403805
907 => 0.011510379177962
908 => 0.011537412650176
909 => 0.011597504710168
910 => 0.011776297919873
911 => 0.011758432261989
912 => 0.011787571891236
913 => 0.011723960244201
914 => 0.011481655764813
915 => 0.011494814063806
916 => 0.011330729864518
917 => 0.011593308708281
918 => 0.011531126572206
919 => 0.01149103734456
920 => 0.011480098627373
921 => 0.011659335030862
922 => 0.011712965371972
923 => 0.01167954654239
924 => 0.011611003547936
925 => 0.011742626360206
926 => 0.011777843072049
927 => 0.011785726795088
928 => 0.012018937182261
929 => 0.011798760665087
930 => 0.011851759341137
1001 => 0.012265239882541
1002 => 0.011890270087902
1003 => 0.012088899950946
1004 => 0.01207917805277
1005 => 0.012180790369436
1006 => 0.012070842876962
1007 => 0.012072205807903
1008 => 0.012162430661287
1009 => 0.012035726126847
1010 => 0.012004352302269
1011 => 0.011961009588319
1012 => 0.012055646818568
1013 => 0.012112377558028
1014 => 0.012569585653938
1015 => 0.012864962935119
1016 => 0.012852139828341
1017 => 0.012969319020444
1018 => 0.012916528721163
1019 => 0.012746054919408
1020 => 0.013037032911938
1021 => 0.012944955300065
1022 => 0.012952546066514
1023 => 0.012952263537808
1024 => 0.013013487100138
1025 => 0.01297010459517
1026 => 0.012884593224754
1027 => 0.012941359663085
1028 => 0.013109935690553
1029 => 0.01363320085236
1030 => 0.013926026969248
1031 => 0.01361557235244
1101 => 0.013829719789961
1102 => 0.013701307635982
1103 => 0.013677971327673
1104 => 0.013812471743808
1105 => 0.013947207585116
1106 => 0.013938625494504
1107 => 0.013840814192476
1108 => 0.013785563069831
1109 => 0.014203943080987
1110 => 0.014512198346289
1111 => 0.014491177403765
1112 => 0.01458395700769
1113 => 0.014856360794378
1114 => 0.014881265982757
1115 => 0.014878128501461
1116 => 0.014816398393475
1117 => 0.015084615297571
1118 => 0.015308366557795
1119 => 0.01480210965703
1120 => 0.014994885657452
1121 => 0.015081429014896
1122 => 0.015208500339881
1123 => 0.015422890964758
1124 => 0.015655776047679
1125 => 0.015688708551859
1126 => 0.015665341364178
1127 => 0.015511747391704
1128 => 0.015766573028333
1129 => 0.015915843909874
1130 => 0.016004731303828
1201 => 0.016230134945444
1202 => 0.015081963477209
1203 => 0.014269230644168
1204 => 0.014142310676284
1205 => 0.014400407421857
1206 => 0.014468465475381
1207 => 0.014441031359343
1208 => 0.013526226665319
1209 => 0.014137494418893
1210 => 0.014795167124886
1211 => 0.01482043101198
1212 => 0.015149675719888
1213 => 0.015256891292979
1214 => 0.015521976437936
1215 => 0.015505395289944
1216 => 0.015569939304315
1217 => 0.015555101753157
1218 => 0.016046116163926
1219 => 0.01658777797535
1220 => 0.016569021949199
1221 => 0.016491151655155
1222 => 0.016606802320669
1223 => 0.017165855358065
1224 => 0.017114386713024
1225 => 0.017164384117593
1226 => 0.017823539155531
1227 => 0.018680534468563
1228 => 0.018282374104737
1229 => 0.01914626752668
1230 => 0.019690042642771
1231 => 0.020630445478654
]
'min_raw' => 0.0084229538894779
'max_raw' => 0.020630445478654
'avg_raw' => 0.014526699684066
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.008422'
'max' => '$0.02063'
'avg' => '$0.014526'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.0037557381327928
'max_diff' => 0.0083696395987786
'year' => 2028
]
3 => [
'items' => [
101 => 0.02051270241202
102 => 0.020878794335034
103 => 0.020301917749025
104 => 0.018977292501555
105 => 0.018767665485681
106 => 0.019187344080062
107 => 0.02021908295271
108 => 0.019154850951316
109 => 0.019370143699139
110 => 0.019308139373282
111 => 0.019304835426259
112 => 0.019430933646021
113 => 0.019248021601415
114 => 0.01850280502644
115 => 0.018844333391162
116 => 0.018712452888004
117 => 0.018858784138601
118 => 0.019648473546475
119 => 0.019299333035409
120 => 0.018931541868874
121 => 0.019392833611103
122 => 0.019980216516
123 => 0.019943459149441
124 => 0.019872134494927
125 => 0.020274187837983
126 => 0.020938262170134
127 => 0.021117758793647
128 => 0.021250259531478
129 => 0.021268529144607
130 => 0.021456717514332
131 => 0.020444781220743
201 => 0.022050750107037
202 => 0.022328056569705
203 => 0.022275934447898
204 => 0.022584148910314
205 => 0.022493464396825
206 => 0.022362076764744
207 => 0.022850662246769
208 => 0.022290538418442
209 => 0.021495513161763
210 => 0.021059346582132
211 => 0.021633725918744
212 => 0.021984479336537
213 => 0.022216305033591
214 => 0.022286455349446
215 => 0.020523334954601
216 => 0.019573110848919
217 => 0.020182193606319
218 => 0.020925316606995
219 => 0.020440653134953
220 => 0.020459651025467
221 => 0.019768648281655
222 => 0.020986455017019
223 => 0.020809030819044
224 => 0.021729507872
225 => 0.021509828636022
226 => 0.022260441939994
227 => 0.022062780301267
228 => 0.02288326271251
301 => 0.023210575360029
302 => 0.023760184237359
303 => 0.024164478764834
304 => 0.02440188824429
305 => 0.024387635069644
306 => 0.025328369704178
307 => 0.024773651356958
308 => 0.024076794375773
309 => 0.024064190431539
310 => 0.024425102536634
311 => 0.025181475297514
312 => 0.025377591749634
313 => 0.025487194091671
314 => 0.025319334289556
315 => 0.024717227280671
316 => 0.024457240526986
317 => 0.024678756773667
318 => 0.024407861439084
319 => 0.02487550278638
320 => 0.02551767423902
321 => 0.025385068373471
322 => 0.025828349900619
323 => 0.02628709964664
324 => 0.02694313238719
325 => 0.027114643638392
326 => 0.027398145214641
327 => 0.027689961462016
328 => 0.027783684976005
329 => 0.027962632244908
330 => 0.02796168910447
331 => 0.028500958743849
401 => 0.029095789855875
402 => 0.029320324830293
403 => 0.029836630623036
404 => 0.028952475046476
405 => 0.029623117207744
406 => 0.03022805322447
407 => 0.029506823566745
408 => 0.030500870624961
409 => 0.030539467219672
410 => 0.031122229975827
411 => 0.030531488278629
412 => 0.030180707744547
413 => 0.031193398002866
414 => 0.031683406919423
415 => 0.031535812245931
416 => 0.030412609493012
417 => 0.02975885731438
418 => 0.028047861763524
419 => 0.03007460990302
420 => 0.031061779800715
421 => 0.030410052961459
422 => 0.030738746070494
423 => 0.032531989094287
424 => 0.03321473993386
425 => 0.033072732532018
426 => 0.033096729445288
427 => 0.033465129405518
428 => 0.035098817710738
429 => 0.034119873809652
430 => 0.034868239741704
501 => 0.035265170333631
502 => 0.035633861588595
503 => 0.034728472392472
504 => 0.033550574351125
505 => 0.033177484596634
506 => 0.030345251571427
507 => 0.030197821542701
508 => 0.03011506459999
509 => 0.029593293782397
510 => 0.029183324844824
511 => 0.028857302324495
512 => 0.028001721872587
513 => 0.028290455159278
514 => 0.026926838492455
515 => 0.027799232112281
516 => 0.025622866986355
517 => 0.027435408534265
518 => 0.02644892457589
519 => 0.027111322022538
520 => 0.027109010980248
521 => 0.025889327267667
522 => 0.025185839156399
523 => 0.025634129161066
524 => 0.026114731631373
525 => 0.02619270776524
526 => 0.026815821413001
527 => 0.026989719038308
528 => 0.026462801115124
529 => 0.025577766656554
530 => 0.025783339975793
531 => 0.025181673219646
601 => 0.024127275372277
602 => 0.024884562314278
603 => 0.025143133371834
604 => 0.025257333081318
605 => 0.024220453896841
606 => 0.023894643945336
607 => 0.023721185460965
608 => 0.025443918574409
609 => 0.025538293783214
610 => 0.02505545687166
611 => 0.027237925496359
612 => 0.026743965630321
613 => 0.027295839823791
614 => 0.02576468635179
615 => 0.025823178476392
616 => 0.025098305884924
617 => 0.025504186100142
618 => 0.025217323046156
619 => 0.025471394989739
620 => 0.025623684665144
621 => 0.026348438312153
622 => 0.027443684056726
623 => 0.026240184285694
624 => 0.025715802201021
625 => 0.026041125897115
626 => 0.02690750577047
627 => 0.028220115627772
628 => 0.027443024173514
629 => 0.027787884165045
630 => 0.027863220731441
701 => 0.027290222262561
702 => 0.028241242898636
703 => 0.028750902583586
704 => 0.029273707961134
705 => 0.029727645221784
706 => 0.029064887996605
707 => 0.029774133230063
708 => 0.029202606770533
709 => 0.028689888453015
710 => 0.028690666035062
711 => 0.028369030344864
712 => 0.027745820666399
713 => 0.027630891239939
714 => 0.028228768630374
715 => 0.028708209678303
716 => 0.028747698739378
717 => 0.029013141938083
718 => 0.029170228488793
719 => 0.030709890234569
720 => 0.03132915492547
721 => 0.032086380067423
722 => 0.032381361935084
723 => 0.033269151599892
724 => 0.032552189342809
725 => 0.032397070048584
726 => 0.030243582715547
727 => 0.030596216145691
728 => 0.031160816291417
729 => 0.030252892763994
730 => 0.030828761266955
731 => 0.030942449908003
801 => 0.030222041869954
802 => 0.03060684293007
803 => 0.029584925399965
804 => 0.027465959066304
805 => 0.028243601913904
806 => 0.028816208801489
807 => 0.027999028170985
808 => 0.029463792821906
809 => 0.028608107551718
810 => 0.028336896401205
811 => 0.027278805009297
812 => 0.027778183416605
813 => 0.028453599862899
814 => 0.028036271024679
815 => 0.028902291026226
816 => 0.030128806307514
817 => 0.031002894137209
818 => 0.031069995747181
819 => 0.030508015832024
820 => 0.031408592232571
821 => 0.031415151948467
822 => 0.030399298089688
823 => 0.029777093257483
824 => 0.029635727010476
825 => 0.029988887611985
826 => 0.03041768977926
827 => 0.031093791283153
828 => 0.031502345261996
829 => 0.032567637358529
830 => 0.032855874855534
831 => 0.033172560476592
901 => 0.033595750128556
902 => 0.034103897809337
903 => 0.032992099612651
904 => 0.033036273427656
905 => 0.032000982340796
906 => 0.030894625338725
907 => 0.03173421239395
908 => 0.03283186078307
909 => 0.032580059029812
910 => 0.032551726188728
911 => 0.032599374168557
912 => 0.032409523869677
913 => 0.031550838004023
914 => 0.03111961133795
915 => 0.03167600375484
916 => 0.03197170156224
917 => 0.032430303073958
918 => 0.032373770757735
919 => 0.033555079001714
920 => 0.034014099664418
921 => 0.033896662536296
922 => 0.033918273794153
923 => 0.034749308778293
924 => 0.035673590596036
925 => 0.03653930248808
926 => 0.037419941807859
927 => 0.036358296735928
928 => 0.035819258841567
929 => 0.036375408354933
930 => 0.03608030759477
1001 => 0.03777604409524
1002 => 0.037893453211346
1003 => 0.039589067090766
1004 => 0.041198406572282
1005 => 0.040187609278254
1006 => 0.041140745599212
1007 => 0.042171640240673
1008 => 0.044160403260679
1009 => 0.043490657841067
1010 => 0.042977643345894
1011 => 0.042492847126823
1012 => 0.043501631099477
1013 => 0.044799415564579
1014 => 0.045078945908337
1015 => 0.045531891854035
1016 => 0.045055674575729
1017 => 0.045629225833836
1018 => 0.047654113806147
1019 => 0.047106971201848
1020 => 0.046329940746181
1021 => 0.047928395328012
1022 => 0.048506869827342
1023 => 0.052566906813088
1024 => 0.057692871219354
1025 => 0.055570688296262
1026 => 0.054253380873485
1027 => 0.054562979364787
1028 => 0.05643480804111
1029 => 0.057035980003073
1030 => 0.055401787374057
1031 => 0.055979011837689
1101 => 0.05915957538376
1102 => 0.060865845681531
1103 => 0.058548501434483
1104 => 0.052155040564084
1105 => 0.046259977655322
1106 => 0.047823613796868
1107 => 0.047646345983696
1108 => 0.051063464730566
1109 => 0.047093922031688
1110 => 0.047160758950277
1111 => 0.050648540094041
1112 => 0.049718059880591
1113 => 0.048210801101704
1114 => 0.04627098231244
1115 => 0.042685047868966
1116 => 0.039508885731201
1117 => 0.045738071109814
1118 => 0.045469457309249
1119 => 0.045080464719697
1120 => 0.045946125634351
1121 => 0.050149529313773
1122 => 0.050052627253872
1123 => 0.04943618578865
1124 => 0.049903751206955
1125 => 0.048128834623229
1126 => 0.048586271040955
1127 => 0.046259043847239
1128 => 0.047311047732391
1129 => 0.048207567201309
1130 => 0.048387556757892
1201 => 0.048793082419367
1202 => 0.045327910042257
1203 => 0.046883670707464
1204 => 0.047797534343212
1205 => 0.043668665190259
1206 => 0.047715919875384
1207 => 0.045267589100485
1208 => 0.04443658886279
1209 => 0.04555542120689
1210 => 0.045119411154294
1211 => 0.044744555314441
1212 => 0.044535379314962
1213 => 0.04535692630745
1214 => 0.045318600158289
1215 => 0.04397438982318
1216 => 0.042220922238053
1217 => 0.042809443515233
1218 => 0.042595628217817
1219 => 0.041820733997259
1220 => 0.04234291914083
1221 => 0.040043480040397
1222 => 0.036087414582547
1223 => 0.038700912601565
1224 => 0.038600295770772
1225 => 0.038549560202075
1226 => 0.040513531731588
1227 => 0.040324741185558
1228 => 0.03998208449587
1229 => 0.041814440838438
1230 => 0.04114560612473
1231 => 0.043206797115101
]
'min_raw' => 0.01850280502644
'max_raw' => 0.060865845681531
'avg_raw' => 0.039684325353985
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.0185028'
'max' => '$0.060865'
'avg' => '$0.039684'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072434
'min_diff' => 0.010079851136962
'max_diff' => 0.040235400202877
'year' => 2029
]
4 => [
'items' => [
101 => 0.044564430810834
102 => 0.044220090990747
103 => 0.045496952043597
104 => 0.042823001856813
105 => 0.043711180848602
106 => 0.043894233307846
107 => 0.0417918298456
108 => 0.0403556296537
109 => 0.040259851474781
110 => 0.037769678262604
111 => 0.039099908692573
112 => 0.040270456422271
113 => 0.039709854897919
114 => 0.039532385202804
115 => 0.040439039386669
116 => 0.040509494181723
117 => 0.038903117388021
118 => 0.039237133990769
119 => 0.040630038749867
120 => 0.039202036364665
121 => 0.036427660993083
122 => 0.03573957754219
123 => 0.035647774525947
124 => 0.033781637634539
125 => 0.035785558568578
126 => 0.034910793379127
127 => 0.037674166131305
128 => 0.036095742435526
129 => 0.036027699744757
130 => 0.035924843237966
131 => 0.034318582126387
201 => 0.034670251226604
202 => 0.035839252876441
203 => 0.036256365834849
204 => 0.036212857535981
205 => 0.03583352413061
206 => 0.036007181021088
207 => 0.035447771670788
208 => 0.035250232586098
209 => 0.034626744897412
210 => 0.033710390237913
211 => 0.033837814973646
212 => 0.032022276615939
213 => 0.031033074960747
214 => 0.030759276980058
215 => 0.030393142877476
216 => 0.030800632801191
217 => 0.032017133423882
218 => 0.030549775577912
219 => 0.028034093474181
220 => 0.028185290255129
221 => 0.028524984531192
222 => 0.027891966495051
223 => 0.02729286804902
224 => 0.02781373554145
225 => 0.026747807870448
226 => 0.028653796797702
227 => 0.028602245138692
228 => 0.029312679945208
301 => 0.029756929409312
302 => 0.028733078222024
303 => 0.028475582417209
304 => 0.028622263730164
305 => 0.026197948363689
306 => 0.029114561658555
307 => 0.029139784651444
308 => 0.028923810073006
309 => 0.030476816612189
310 => 0.033754144804752
311 => 0.032521082108489
312 => 0.032043602962978
313 => 0.031135914758328
314 => 0.032345355397832
315 => 0.032252489226931
316 => 0.031832513183668
317 => 0.031578510362297
318 => 0.032046518348824
319 => 0.031520518993552
320 => 0.031426035055849
321 => 0.030853565192909
322 => 0.030649219497559
323 => 0.030497930079958
324 => 0.03033137529657
325 => 0.030698753645857
326 => 0.029866225973727
327 => 0.028862279214832
328 => 0.028778811904684
329 => 0.029009272486523
330 => 0.028907310834832
331 => 0.028778323751523
401 => 0.028532052281946
402 => 0.02845898879768
403 => 0.028696409676181
404 => 0.02842837534685
405 => 0.028823874600364
406 => 0.02871632068738
407 => 0.028115533272468
408 => 0.027366729713497
409 => 0.027360063791153
410 => 0.027198735292657
411 => 0.02699325919392
412 => 0.026936100443908
413 => 0.027769869534056
414 => 0.029495746598053
415 => 0.029156915633652
416 => 0.029401755730225
417 => 0.030606126678216
418 => 0.030988959985884
419 => 0.030717233972005
420 => 0.030345278644877
421 => 0.030361642791565
422 => 0.031632726742897
423 => 0.031712002689799
424 => 0.031912307432229
425 => 0.032169755632364
426 => 0.030761078513726
427 => 0.030295294225958
428 => 0.030074579789685
429 => 0.029394864753201
430 => 0.030127879145686
501 => 0.02970078304999
502 => 0.02975841290498
503 => 0.029720881386315
504 => 0.029741376133376
505 => 0.028653264034953
506 => 0.02904971489413
507 => 0.02839053844784
508 => 0.027507975182285
509 => 0.027505016520752
510 => 0.02772102262967
511 => 0.027592533743766
512 => 0.027246773455549
513 => 0.027295887072547
514 => 0.026865600107862
515 => 0.027348131700657
516 => 0.027361968980157
517 => 0.027176168033258
518 => 0.027919574528487
519 => 0.028224148776144
520 => 0.028101850612652
521 => 0.028215568010971
522 => 0.029170995589953
523 => 0.029326771973555
524 => 0.029395957553141
525 => 0.029303258041829
526 => 0.028233031473212
527 => 0.028280500572485
528 => 0.027932203818262
529 => 0.027637929763552
530 => 0.027649699182476
531 => 0.027800994299547
601 => 0.028461708949135
602 => 0.029852143977936
603 => 0.029904909970884
604 => 0.02996886389363
605 => 0.029708731149157
606 => 0.029630272624288
607 => 0.029733779670453
608 => 0.03025595396167
609 => 0.031599128007618
610 => 0.031124360592202
611 => 0.030738367293273
612 => 0.03107698747948
613 => 0.031024859556006
614 => 0.0305848474222
615 => 0.03057249774711
616 => 0.029727973781947
617 => 0.029415772500906
618 => 0.029154873742608
619 => 0.028869979109481
620 => 0.028701084021209
621 => 0.02896058363824
622 => 0.029019934270964
623 => 0.028452533823048
624 => 0.028375199238614
625 => 0.028838550692571
626 => 0.028634646993168
627 => 0.028844367004573
628 => 0.028893023846164
629 => 0.028885188974005
630 => 0.028672290093638
701 => 0.028807985491248
702 => 0.028487025423154
703 => 0.028138029555746
704 => 0.02791539193555
705 => 0.027721111083335
706 => 0.027828909391813
707 => 0.027444628105281
708 => 0.027321688787664
709 => 0.028762014943781
710 => 0.029825999361419
711 => 0.029810528606603
712 => 0.029716354365412
713 => 0.02957643054555
714 => 0.030245717662716
715 => 0.030012551413914
716 => 0.030182199341609
717 => 0.030225381859309
718 => 0.030356082334643
719 => 0.03040279652049
720 => 0.030261593805773
721 => 0.029787700248725
722 => 0.028606802561008
723 => 0.028057091499603
724 => 0.027875677693178
725 => 0.027882271740487
726 => 0.027700378478563
727 => 0.027753954196084
728 => 0.027681747030419
729 => 0.02754500412744
730 => 0.027820465902886
731 => 0.027852210306402
801 => 0.02778791423649
802 => 0.027803058288506
803 => 0.027270714290843
804 => 0.027311187248795
805 => 0.027085828675864
806 => 0.027043576660178
807 => 0.026473889812024
808 => 0.025464606983091
809 => 0.026023847643774
810 => 0.025348363566805
811 => 0.025092547511603
812 => 0.026303540929372
813 => 0.026181990777956
814 => 0.025973949755315
815 => 0.025666213723279
816 => 0.025552071435534
817 => 0.024858579028248
818 => 0.024817603797188
819 => 0.025161317360109
820 => 0.025002705377282
821 => 0.024779954082339
822 => 0.02397317147199
823 => 0.023066080701416
824 => 0.02309346007001
825 => 0.023381988767106
826 => 0.024220924867308
827 => 0.023893138019218
828 => 0.023655324900007
829 => 0.023610789651415
830 => 0.024168241528403
831 => 0.024957152724119
901 => 0.025327292206256
902 => 0.024960495220762
903 => 0.024539138593578
904 => 0.024564784619096
905 => 0.024735396137246
906 => 0.024753324995486
907 => 0.02447906514735
908 => 0.024556267688114
909 => 0.024438989969146
910 => 0.023719256824312
911 => 0.023706239134021
912 => 0.023529605013014
913 => 0.023524256602029
914 => 0.02322375789875
915 => 0.023181716052912
916 => 0.022585057638583
917 => 0.022977780013742
918 => 0.022714362463336
919 => 0.022317330080955
920 => 0.022248881548582
921 => 0.022246823903045
922 => 0.022654487384934
923 => 0.022973016228603
924 => 0.022718944724404
925 => 0.022661097567867
926 => 0.023278753859179
927 => 0.023200151466048
928 => 0.023132082300527
929 => 0.024886514379396
930 => 0.023497744488929
1001 => 0.022892161548471
1002 => 0.022142637662573
1003 => 0.022386686419248
1004 => 0.022438111078102
1005 => 0.020635641244353
1006 => 0.019904379457284
1007 => 0.019653437968981
1008 => 0.01950901759467
1009 => 0.01957483177276
1010 => 0.018916610395946
1011 => 0.019358946047142
1012 => 0.018788981972888
1013 => 0.018693425641016
1014 => 0.019712592010782
1015 => 0.019854403057251
1016 => 0.019249393075774
1017 => 0.019637907426101
1018 => 0.019497026721919
1019 => 0.018798752371045
1020 => 0.018772083427
1021 => 0.018421713903262
1022 => 0.01787345344352
1023 => 0.017622883701626
1024 => 0.017492384804501
1025 => 0.017546231192828
1026 => 0.017519004811163
1027 => 0.017341334254168
1028 => 0.017529188679517
1029 => 0.017049298249559
1030 => 0.01685820201361
1031 => 0.016771888277231
1101 => 0.016345957899181
1102 => 0.017023802542757
1103 => 0.017157346476803
1104 => 0.017291153533654
1105 => 0.018455852609577
1106 => 0.01839766753515
1107 => 0.018923632270696
1108 => 0.018903194248259
1109 => 0.018753180585618
1110 => 0.018120297618983
1111 => 0.018372553489429
1112 => 0.017596149129461
1113 => 0.018177884066314
1114 => 0.017912404534966
1115 => 0.018088125169717
1116 => 0.017772163624344
1117 => 0.017947029789286
1118 => 0.017189014697719
1119 => 0.016481190870774
1120 => 0.016766039841402
1121 => 0.017075703248906
1122 => 0.017747132417144
1123 => 0.017347234743712
1124 => 0.017491053068883
1125 => 0.017009285754456
1126 => 0.016015262174764
1127 => 0.016020888240274
1128 => 0.015867979368519
1129 => 0.015735843778262
1130 => 0.017393167802037
1201 => 0.017187053361265
1202 => 0.016858636975486
1203 => 0.017298235358599
1204 => 0.017414472148459
1205 => 0.017417781246457
1206 => 0.0177385008791
1207 => 0.017909669004534
1208 => 0.017939838128527
1209 => 0.018444497400098
1210 => 0.018613652531311
1211 => 0.01931037857705
1212 => 0.017895146584976
1213 => 0.017866000813419
1214 => 0.017304421409354
1215 => 0.016948258873076
1216 => 0.017328808162923
1217 => 0.017665922883568
1218 => 0.017314896503428
1219 => 0.017360733138103
1220 => 0.016889508902673
1221 => 0.017057949393678
1222 => 0.017203033035916
1223 => 0.017122926376294
1224 => 0.017003002829635
1225 => 0.017638283320881
1226 => 0.017602438305881
1227 => 0.018194026104364
1228 => 0.018655211098132
1229 => 0.019481737053642
1230 => 0.018619214131295
1231 => 0.018587780367786
]
'min_raw' => 0.015735843778262
'max_raw' => 0.045496952043597
'avg_raw' => 0.030616397910929
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.015735'
'max' => '$0.045496'
'avg' => '$0.030616'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.0027669612481779
'max_diff' => -0.015368893637934
'year' => 2030
]
5 => [
'items' => [
101 => 0.018895050448216
102 => 0.018613605489863
103 => 0.018791468988392
104 => 0.01945308049427
105 => 0.019467059302835
106 => 0.019232896248687
107 => 0.019218647405561
108 => 0.019263620981573
109 => 0.019527032621002
110 => 0.019434988500363
111 => 0.019541504287038
112 => 0.019674703909303
113 => 0.020225674022458
114 => 0.02035851105144
115 => 0.020035785939118
116 => 0.020064924403361
117 => 0.01994421635235
118 => 0.019827613887541
119 => 0.020089719200009
120 => 0.020568721810237
121 => 0.020565741959859
122 => 0.020676861254952
123 => 0.020746087655232
124 => 0.020448917268405
125 => 0.020255470273839
126 => 0.020329650160908
127 => 0.020448265415759
128 => 0.020291184832416
129 => 0.019321610705221
130 => 0.019615717558777
131 => 0.019566763797255
201 => 0.019497047687866
202 => 0.019792774403378
203 => 0.019764250840237
204 => 0.018909859384349
205 => 0.018964554753288
206 => 0.018913185590891
207 => 0.01907916986374
208 => 0.018604641794415
209 => 0.018750603432544
210 => 0.018842149203673
211 => 0.018896070366156
212 => 0.019090870579131
213 => 0.019068013022514
214 => 0.019089449721318
215 => 0.01937828701181
216 => 0.020839126910132
217 => 0.020918637202636
218 => 0.020527099442823
219 => 0.020683511055128
220 => 0.020383234962962
221 => 0.020584812315308
222 => 0.020722726420273
223 => 0.020099519099292
224 => 0.020062616806326
225 => 0.019761101367914
226 => 0.019923118685809
227 => 0.01966533748358
228 => 0.019728587973803
301 => 0.019551734089061
302 => 0.019870035870341
303 => 0.020225946720908
304 => 0.020315863857107
305 => 0.020079330583529
306 => 0.019908064905156
307 => 0.019607378792356
308 => 0.02010742649917
309 => 0.02025365568732
310 => 0.020106658419496
311 => 0.020072595940588
312 => 0.020008047604606
313 => 0.020086290175206
314 => 0.020252859291757
315 => 0.02017430837244
316 => 0.020226192638538
317 => 0.020028463318996
318 => 0.020449015644169
319 => 0.021116953947971
320 => 0.021119101478837
321 => 0.021040550136101
322 => 0.021008408619066
323 => 0.021089007063607
324 => 0.021132728413449
325 => 0.021393369003867
326 => 0.021673046741765
327 => 0.022978180711578
328 => 0.022611704315432
329 => 0.023769696816218
330 => 0.024685518537831
331 => 0.024960133428113
401 => 0.024707500650683
402 => 0.023843257566049
403 => 0.023800853677227
404 => 0.025092397719689
405 => 0.024727477371229
406 => 0.024684071256947
407 => 0.024222303536769
408 => 0.024495265450439
409 => 0.02443556467581
410 => 0.024341324082396
411 => 0.024862116398985
412 => 0.025836993124191
413 => 0.025685049444232
414 => 0.025571630535606
415 => 0.025074661893759
416 => 0.025373948018116
417 => 0.025267377961681
418 => 0.025725270555156
419 => 0.025454025126344
420 => 0.02472471274068
421 => 0.024840858141942
422 => 0.024823302998194
423 => 0.02518458661257
424 => 0.025076138239145
425 => 0.024802126712748
426 => 0.025833661101527
427 => 0.025766678996015
428 => 0.025861644307389
429 => 0.025903450974356
430 => 0.026531327779131
501 => 0.02678854881623
502 => 0.02684694249494
503 => 0.027091282585995
504 => 0.026840863090886
505 => 0.027842719617398
506 => 0.02850889574758
507 => 0.029282693603897
508 => 0.030413420249231
509 => 0.030838583927683
510 => 0.030761781914663
511 => 0.031619085952351
512 => 0.033159642251278
513 => 0.031073172388867
514 => 0.03327023022033
515 => 0.032574667077141
516 => 0.030925499377287
517 => 0.030819312419826
518 => 0.031936147933399
519 => 0.034413181611067
520 => 0.033792712769094
521 => 0.034414196475815
522 => 0.033689202719875
523 => 0.033653200669165
524 => 0.034378985147306
525 => 0.036074820140934
526 => 0.035269192502885
527 => 0.034114127735741
528 => 0.034967009585002
529 => 0.034228164396684
530 => 0.032563339397655
531 => 0.033792238308264
601 => 0.032970508603766
602 => 0.033210333017092
603 => 0.03493748663288
604 => 0.034729670940347
605 => 0.0349986036897
606 => 0.034523944426287
607 => 0.034080537827364
608 => 0.033252886482668
609 => 0.033007859722222
610 => 0.03307557630367
611 => 0.033007826165247
612 => 0.032544762844398
613 => 0.032444764364349
614 => 0.032278095849901
615 => 0.032329753391718
616 => 0.032016367823961
617 => 0.032607791139081
618 => 0.032717564517971
619 => 0.033147953086103
620 => 0.033192637455006
621 => 0.034391263491057
622 => 0.033731080412492
623 => 0.034173988219058
624 => 0.034134370376029
625 => 0.030961241842057
626 => 0.031398470957288
627 => 0.032078662250533
628 => 0.031772236994904
629 => 0.031339023375911
630 => 0.030989180151129
701 => 0.030459131892279
702 => 0.031205164637936
703 => 0.032186118366736
704 => 0.033217516060389
705 => 0.034456672809458
706 => 0.03418010744844
707 => 0.033194350886904
708 => 0.033238571206159
709 => 0.033511923819739
710 => 0.033157907348449
711 => 0.033053500979844
712 => 0.033497579987961
713 => 0.033500638116028
714 => 0.03309329938149
715 => 0.032640616920253
716 => 0.032638720164211
717 => 0.032558169692628
718 => 0.033703532469825
719 => 0.034333366188046
720 => 0.034405575608812
721 => 0.034328505918694
722 => 0.034358166983633
723 => 0.03399168062044
724 => 0.034829359768545
725 => 0.035598096992728
726 => 0.035392058994972
727 => 0.035083178746308
728 => 0.034837140750558
729 => 0.035334100262373
730 => 0.035311971437599
731 => 0.035591382743707
801 => 0.035578707032904
802 => 0.03548475151985
803 => 0.035392062350419
804 => 0.035759564430106
805 => 0.035653729733059
806 => 0.035547730645495
807 => 0.035335133247737
808 => 0.035364028764962
809 => 0.035055201848827
810 => 0.034912324386465
811 => 0.03276379016351
812 => 0.032189631613755
813 => 0.032370273581583
814 => 0.032429745607758
815 => 0.032179871071101
816 => 0.032538126969166
817 => 0.032482293166939
818 => 0.032699509829721
819 => 0.032563802289266
820 => 0.032569371774063
821 => 0.032968458714642
822 => 0.03308431535133
823 => 0.033025389730833
824 => 0.033066659215577
825 => 0.034017697072741
826 => 0.033882489901931
827 => 0.033810663787217
828 => 0.033830560111861
829 => 0.034073570674848
830 => 0.0341416003646
831 => 0.033853353788761
901 => 0.03398929254026
902 => 0.034568102490947
903 => 0.034770653215882
904 => 0.035417097900009
905 => 0.035142476708554
906 => 0.035646555790797
907 => 0.037195923036389
908 => 0.038433664800227
909 => 0.03729538632236
910 => 0.039568341446185
911 => 0.04133816304613
912 => 0.041270234345332
913 => 0.04096162501267
914 => 0.038946730174275
915 => 0.037092593903593
916 => 0.038643657624803
917 => 0.038647611605207
918 => 0.038514373855985
919 => 0.037686845638588
920 => 0.038485577667791
921 => 0.0385489781157
922 => 0.038513490724411
923 => 0.037879026780375
924 => 0.036910317606369
925 => 0.037099601060208
926 => 0.037409651218873
927 => 0.03682266158528
928 => 0.036635082830391
929 => 0.036983827424048
930 => 0.038107555168633
1001 => 0.037895120947831
1002 => 0.037889573431811
1003 => 0.038798457114532
1004 => 0.038147892547079
1005 => 0.03710198853073
1006 => 0.036837883972823
1007 => 0.0359004907144
1008 => 0.036547951576873
1009 => 0.036571252540661
1010 => 0.036216644843174
1011 => 0.037130762991027
1012 => 0.037122339231367
1013 => 0.037990158364222
1014 => 0.039649102608259
1015 => 0.039158471163609
1016 => 0.03858792017403
1017 => 0.03864995488626
1018 => 0.039330322564708
1019 => 0.038918956735035
1020 => 0.03906688675553
1021 => 0.039330098654905
1022 => 0.039488900928982
1023 => 0.038627105682849
1024 => 0.038426179986543
1025 => 0.038015156527239
1026 => 0.037907928178823
1027 => 0.03824269821014
1028 => 0.038154498134488
1029 => 0.03656929418488
1030 => 0.036403631552155
1031 => 0.036408712188589
1101 => 0.035992145621772
1102 => 0.035356781619944
1103 => 0.037026480281134
1104 => 0.036892380111222
1105 => 0.036744343902169
1106 => 0.036762477493095
1107 => 0.037487237090579
1108 => 0.037066839922801
1109 => 0.038184534695079
1110 => 0.037954770250879
1111 => 0.037719113215666
1112 => 0.037686538235111
1113 => 0.037595830381867
1114 => 0.037284759402189
1115 => 0.03690912250176
1116 => 0.036661094482986
1117 => 0.033817921762432
1118 => 0.034345598081392
1119 => 0.034952641587145
1120 => 0.035162190572757
1121 => 0.03480374253252
1122 => 0.037298913115584
1123 => 0.037754804825172
1124 => 0.03637387909975
1125 => 0.036115564279349
1126 => 0.037315848192205
1127 => 0.036591930264012
1128 => 0.036917910462751
1129 => 0.036213319574713
1130 => 0.0376449938624
1201 => 0.037634086903038
1202 => 0.037077133269298
1203 => 0.037547866666681
1204 => 0.037466065154706
1205 => 0.036837265873929
1206 => 0.03766492792117
1207 => 0.037665338431219
1208 => 0.03712928266796
1209 => 0.036503286894169
1210 => 0.036391373635176
1211 => 0.036307062027955
1212 => 0.036897174975771
1213 => 0.037426268399547
1214 => 0.038410780087811
1215 => 0.038658309717662
1216 => 0.039624434341948
1217 => 0.03904915416794
1218 => 0.039304168417952
1219 => 0.039581022460309
1220 => 0.039713756469185
1221 => 0.039497473524621
1222 => 0.040998262738899
1223 => 0.041124975331577
1224 => 0.041167460967842
1225 => 0.040661403288883
1226 => 0.041110900952074
1227 => 0.040900595881265
1228 => 0.041447751251078
1229 => 0.041533552199495
1230 => 0.041460881848643
1231 => 0.041488116423946
]
'min_raw' => 0.018604641794415
'max_raw' => 0.041533552199495
'avg_raw' => 0.030069096996955
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.0186046'
'max' => '$0.041533'
'avg' => '$0.030069'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.002868798016153
'max_diff' => -0.003963399844102
'year' => 2031
]
6 => [
'items' => [
101 => 0.04020745758692
102 => 0.040141048670207
103 => 0.039235558378658
104 => 0.039604552365511
105 => 0.038914735793432
106 => 0.039133483734336
107 => 0.03922990574238
108 => 0.039179540357279
109 => 0.039625414731893
110 => 0.039246330427354
111 => 0.038245864620446
112 => 0.037245126237298
113 => 0.037232562782081
114 => 0.036969086030298
115 => 0.036778640596932
116 => 0.036815327143813
117 => 0.036944615320123
118 => 0.036771126133092
119 => 0.03680814884727
120 => 0.03742297258368
121 => 0.037546271099295
122 => 0.037127254567396
123 => 0.035444842728026
124 => 0.035031974642634
125 => 0.035328736034884
126 => 0.03518690320327
127 => 0.028398577110236
128 => 0.02999339363313
129 => 0.029045807810078
130 => 0.029482498953668
131 => 0.028515259204491
201 => 0.028976876710177
202 => 0.028891632812449
203 => 0.031456050587211
204 => 0.0314160107309
205 => 0.031435175691254
206 => 0.030520382199504
207 => 0.031977673071212
208 => 0.0326955869571
209 => 0.032562720203481
210 => 0.032596159902865
211 => 0.032021555076424
212 => 0.031440739121998
213 => 0.030796524841604
214 => 0.031993395347284
215 => 0.031860323778313
216 => 0.032165542079893
217 => 0.032941798156897
218 => 0.033056104812946
219 => 0.033209734117859
220 => 0.033154668948126
221 => 0.034466544692128
222 => 0.034307667883495
223 => 0.034690515280324
224 => 0.033902969138344
225 => 0.033011785924128
226 => 0.033181170718177
227 => 0.033164857600403
228 => 0.032957172887824
229 => 0.032769684415518
301 => 0.032457568933678
302 => 0.033445148502619
303 => 0.033405054575652
304 => 0.034054128649154
305 => 0.033939398501894
306 => 0.033173202499257
307 => 0.033200567339384
308 => 0.033384609040334
309 => 0.034021579468671
310 => 0.034210675660055
311 => 0.034123078770026
312 => 0.034330414111309
313 => 0.034494283511317
314 => 0.034350993584973
315 => 0.0363796767703
316 => 0.035537226072454
317 => 0.035947830680849
318 => 0.036045757460529
319 => 0.035794920073558
320 => 0.035849317720979
321 => 0.035931715334349
322 => 0.036432017507628
323 => 0.037744955173912
324 => 0.038326446328841
325 => 0.040075891158711
326 => 0.038278161583172
327 => 0.038171491749904
328 => 0.038486619591936
329 => 0.039513728904612
330 => 0.040346104531064
331 => 0.040622251547259
401 => 0.04065874893414
402 => 0.04117681909443
403 => 0.041473767248872
404 => 0.041113911750373
405 => 0.040808971893836
406 => 0.03971671517825
407 => 0.039843146867196
408 => 0.040714135827756
409 => 0.041944459035542
410 => 0.043000204341134
411 => 0.042630519131554
412 => 0.045450956323563
413 => 0.045730591150697
414 => 0.045691954659264
415 => 0.046329004410719
416 => 0.045064590387006
417 => 0.044524028895001
418 => 0.040874903352034
419 => 0.041900158783711
420 => 0.043390427764794
421 => 0.043193185076926
422 => 0.04211091190786
423 => 0.042999383339885
424 => 0.042705626899387
425 => 0.0424739290068
426 => 0.043535381969587
427 => 0.042368270834919
428 => 0.043378784938433
429 => 0.042082790148246
430 => 0.042632207822451
501 => 0.04232033177823
502 => 0.042522153800932
503 => 0.041342306380118
504 => 0.041978923409212
505 => 0.041315821018705
506 => 0.041315506621833
507 => 0.04130086859981
508 => 0.042081005621596
509 => 0.042106445861868
510 => 0.041529923424047
511 => 0.041446837533784
512 => 0.041754049617165
513 => 0.041394384726498
514 => 0.041562669665137
515 => 0.041399481905855
516 => 0.041362744903981
517 => 0.041070018222759
518 => 0.040943903519801
519 => 0.040993356344406
520 => 0.040824548359349
521 => 0.040722835442301
522 => 0.041280635340533
523 => 0.040982625356491
524 => 0.041234961036413
525 => 0.04094739268184
526 => 0.039950555477322
527 => 0.039377263859642
528 => 0.037494330787165
529 => 0.038028328270748
530 => 0.038382369154824
531 => 0.038265358644749
601 => 0.038516742497447
602 => 0.038532175424347
603 => 0.03845044797128
604 => 0.038355818050564
605 => 0.038309757438522
606 => 0.038653055503931
607 => 0.038852351585783
608 => 0.038417901893997
609 => 0.038316116409809
610 => 0.038755369034829
611 => 0.039023312882343
612 => 0.041001659707745
613 => 0.040855097384944
614 => 0.041222940053773
615 => 0.041181526614269
616 => 0.041567084333134
617 => 0.04219730825463
618 => 0.040915886808849
619 => 0.041138297263617
620 => 0.041083767356315
621 => 0.041679110585725
622 => 0.041680969182303
623 => 0.041324031176672
624 => 0.041517533060183
625 => 0.041409525617254
626 => 0.041604709664708
627 => 0.040853139955768
628 => 0.04176847073432
629 => 0.042287404303147
630 => 0.042294609696253
701 => 0.042540580089366
702 => 0.042790500254412
703 => 0.043270200247761
704 => 0.042777121681956
705 => 0.041890121342303
706 => 0.041954159901833
707 => 0.041434111927235
708 => 0.041442854027643
709 => 0.041396188010538
710 => 0.041536236240724
711 => 0.040883872666698
712 => 0.041036981093596
713 => 0.040822628399337
714 => 0.041137831302722
715 => 0.040798725083587
716 => 0.041083741060343
717 => 0.041206744507482
718 => 0.041660629875499
719 => 0.040731685845688
720 => 0.038837506084921
721 => 0.039235685635344
722 => 0.03864674680394
723 => 0.038701255335035
724 => 0.038811371242814
725 => 0.038454449558017
726 => 0.038522538967582
727 => 0.038520106334734
728 => 0.03849914321907
729 => 0.038406294103884
730 => 0.038271644517228
731 => 0.038808047027509
801 => 0.038899192266495
802 => 0.039101796842254
803 => 0.039704610631715
804 => 0.03964437531882
805 => 0.039742621613291
806 => 0.03952815050409
807 => 0.038711204034673
808 => 0.03875556815841
809 => 0.038202346824518
810 => 0.039087649728935
811 => 0.038877998315741
812 => 0.038742834685793
813 => 0.038705954037079
814 => 0.039310262085327
815 => 0.039491080524731
816 => 0.039378406607569
817 => 0.039147309116245
818 => 0.039591084617427
819 => 0.039709820220157
820 => 0.039736400742808
821 => 0.04052268584539
822 => 0.039780345345505
823 => 0.039959034082057
824 => 0.041353112595688
825 => 0.04008887575351
826 => 0.040758570204658
827 => 0.040725792146196
828 => 0.041068385166178
829 => 0.040697689519016
830 => 0.040702284735837
831 => 0.041006484128321
901 => 0.040579290944227
902 => 0.040473511904215
903 => 0.040327378918041
904 => 0.040646454947183
905 => 0.040837726596086
906 => 0.042379235612699
907 => 0.043375120738783
908 => 0.043331886739
909 => 0.043726964566364
910 => 0.043548978386638
911 => 0.042974214061922
912 => 0.043955266679171
913 => 0.043644820582088
914 => 0.04367041338114
915 => 0.043669460815881
916 => 0.043875880330772
917 => 0.043729613186401
918 => 0.043441305630831
919 => 0.043632697640969
920 => 0.044201063487181
921 => 0.045965288513418
922 => 0.046952572210973
923 => 0.045905852795155
924 => 0.046627865832055
925 => 0.046194915289465
926 => 0.046116235296713
927 => 0.046569712840231
928 => 0.047023984136157
929 => 0.046995049018476
930 => 0.046665271384722
1001 => 0.046478988367212
1002 => 0.047889585785185
1003 => 0.048928889933848
1004 => 0.048858016358492
1005 => 0.049170829270789
1006 => 0.050089257656233
1007 => 0.050173227237678
1008 => 0.050162649000435
1009 => 0.049954521631502
1010 => 0.050858833649968
1011 => 0.051613226645628
1012 => 0.049906346158972
1013 => 0.050556303903584
1014 => 0.050848090875472
1015 => 0.051276520719495
1016 => 0.051999353679543
1017 => 0.052784541996128
1018 => 0.052895576233245
1019 => 0.052816792128533
1020 => 0.05229893932675
1021 => 0.053158101752002
1022 => 0.053661378950877
1023 => 0.053961069005513
1024 => 0.054721033120399
1025 => 0.050849892852474
1026 => 0.048109707362681
1027 => 0.047681787829692
1028 => 0.04855197902713
1029 => 0.04878144150625
1030 => 0.048688945468638
1031 => 0.045604617573111
1101 => 0.047665549481638
1102 => 0.049882938927137
1103 => 0.049968117886341
1104 => 0.051078189406184
1105 => 0.051439674196414
1106 => 0.052333427270289
1107 => 0.052277522772175
1108 => 0.052495137422946
1109 => 0.052445111583294
1110 => 0.054100600950732
1111 => 0.055926851565566
1112 => 0.055863614313896
1113 => 0.055601069180797
1114 => 0.055990993474046
1115 => 0.057875879821465
1116 => 0.057702349691283
1117 => 0.057870919431494
1118 => 0.06009330666264
1119 => 0.062982726194027
1120 => 0.061640300728719
1121 => 0.064552977715914
1122 => 0.066386353484981
1123 => 0.069556987302988
1124 => 0.069160008333273
1125 => 0.070394312811438
1126 => 0.068449333125472
1127 => 0.063983266621245
1128 => 0.063276494501535
1129 => 0.064691470183514
1130 => 0.068170049826353
1201 => 0.064581917331347
1202 => 0.065307791861893
1203 => 0.065098739948264
1204 => 0.0650876004602
1205 => 0.065512749412026
1206 => 0.064896048683124
1207 => 0.062383498971236
1208 => 0.063534985697646
1209 => 0.063090341373645
1210 => 0.063583707401555
1211 => 0.066246200374555
1212 => 0.065069048765286
1213 => 0.063829015168953
1214 => 0.065384292484239
1215 => 0.067364694957866
1216 => 0.067240764930192
1217 => 0.067000288877771
1218 => 0.068355839794351
1219 => 0.070594812769387
1220 => 0.071199998167618
1221 => 0.071646733656121
1222 => 0.071708330932327
1223 => 0.072342821159749
1224 => 0.068931007294776
1225 => 0.074345643520083
1226 => 0.075280601619887
1227 => 0.075104868247167
1228 => 0.076144034826047
1229 => 0.075838285657429
1230 => 0.075395303082676
1231 => 0.077042603147271
]
'min_raw' => 0.028398577110236
'max_raw' => 0.077042603147271
'avg_raw' => 0.052720590128754
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.028398'
'max' => '$0.077042'
'avg' => '$0.05272'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.0097939353158207
'max_diff' => 0.035509050947776
'year' => 2032
]
7 => [
'items' => [
101 => 0.075154106553473
102 => 0.072473623393686
103 => 0.071003057318282
104 => 0.072939617353556
105 => 0.074122206990466
106 => 0.074903823513637
107 => 0.075140340201283
108 => 0.069195856692925
109 => 0.06599210977809
110 => 0.068045674819466
111 => 0.070551165899433
112 => 0.068917089165321
113 => 0.068981141879582
114 => 0.066651377884549
115 => 0.07075729831738
116 => 0.070159100246543
117 => 0.07326255289624
118 => 0.072521889014626
119 => 0.075052634175116
120 => 0.074386204159852
121 => 0.07715251789361
122 => 0.07825607533696
123 => 0.080109120039346
124 => 0.08147222726567
125 => 0.082272669901054
126 => 0.082224614327611
127 => 0.085396366827939
128 => 0.083526095191087
129 => 0.081176593226021
130 => 0.081134098148057
131 => 0.082350938508465
201 => 0.08490110208003
202 => 0.085562322390766
203 => 0.085931854339134
204 => 0.085365903296709
205 => 0.083335857478482
206 => 0.082459293986738
207 => 0.083206151478193
208 => 0.082292808944339
209 => 0.083869494396425
210 => 0.086034620283978
211 => 0.085587530350034
212 => 0.08708208496774
213 => 0.088628791765335
214 => 0.090840651952845
215 => 0.091418914110806
216 => 0.092374759468574
217 => 0.093358638320561
218 => 0.093674633691541
219 => 0.094277966902346
220 => 0.094274787038512
221 => 0.096092972278283
222 => 0.09809848690226
223 => 0.098855522245041
224 => 0.10059628327259
225 => 0.097615291016451
226 => 0.099876407885906
227 => 0.10191599190158
228 => 0.099484315755914
301 => 0.10283581481484
302 => 0.10296594592864
303 => 0.10493077124821
304 => 0.10293904437184
305 => 0.10175636331046
306 => 0.10517071922017
307 => 0.10682281849367
308 => 0.10632519274726
309 => 0.10253823624628
310 => 0.1003340651325
311 => 0.094565324174894
312 => 0.10139864703024
313 => 0.10472695926232
314 => 0.10252961672166
315 => 0.10363782848739
316 => 0.10968387254234
317 => 0.1119858146661
318 => 0.11150702679615
319 => 0.11158793406465
320 => 0.11283002025143
321 => 0.11833811443295
322 => 0.11503753672276
323 => 0.11756070471191
324 => 0.1188989839154
325 => 0.12014205222272
326 => 0.11708946933573
327 => 0.11311810385111
328 => 0.11186020569555
329 => 0.10231113431088
330 => 0.10181406367579
331 => 0.10153504286553
401 => 0.099775856125143
402 => 0.098393617228999
403 => 0.097294409539545
404 => 0.094409760311217
405 => 0.095383244746012
406 => 0.090785715949141
407 => 0.093727051946963
408 => 0.086389284975943
409 => 0.092500395352331
410 => 0.089174395812556
411 => 0.091407715051044
412 => 0.091399923210612
413 => 0.087287674418047
414 => 0.084915815134937
415 => 0.086427256184279
416 => 0.088047640967513
417 => 0.088310542946964
418 => 0.090411414114797
419 => 0.090997722099664
420 => 0.089221181533413
421 => 0.086237226065214
422 => 0.086930330863698
423 => 0.084901769388318
424 => 0.081346793430205
425 => 0.083900039227248
426 => 0.084771829600651
427 => 0.085156861894348
428 => 0.081660951331291
429 => 0.080562460332468
430 => 0.079977632941926
501 => 0.085785947911288
502 => 0.086104140516839
503 => 0.084476222158938
504 => 0.091834567502204
505 => 0.090169147326681
506 => 0.09202982970059
507 => 0.086867438868017
508 => 0.087064649149902
509 => 0.084620690598779
510 => 0.085989144082038
511 => 0.085021965267385
512 => 0.085878586563912
513 => 0.086392041837068
514 => 0.088835599358642
515 => 0.092528296854087
516 => 0.088470613350381
517 => 0.086702622540718
518 => 0.087799474095475
519 => 0.090720534327201
520 => 0.095146090104587
521 => 0.092526072011764
522 => 0.093688791550567
523 => 0.093942794044003
524 => 0.092010889700697
525 => 0.095217322173365
526 => 0.096935675384478
527 => 0.098698350215985
528 => 0.10022883138316
529 => 0.097994299126231
530 => 0.10038556894876
531 => 0.098458627587748
601 => 0.096729961983387
602 => 0.096732583655547
603 => 0.095648166470156
604 => 0.093546971528104
605 => 0.093159478942675
606 => 0.095175264306993
607 => 0.096791733273592
608 => 0.096924873400046
609 => 0.097819833677129
610 => 0.098349461950283
611 => 0.10354053902192
612 => 0.10562843316297
613 => 0.10818147059683
614 => 0.10917602255863
615 => 0.11216926739703
616 => 0.10975197909056
617 => 0.10922898356
618 => 0.10196835066498
619 => 0.10315727889479
620 => 0.10506086770523
621 => 0.10199974014333
622 => 0.10394132100692
623 => 0.1043246301977
624 => 0.10189572420013
625 => 0.10319310784026
626 => 0.099747641539514
627 => 0.09260339860407
628 => 0.095225275758042
629 => 0.097155859857673
630 => 0.094400678308197
701 => 0.099339234595381
702 => 0.096454231964903
703 => 0.09553982463559
704 => 0.091972395634189
705 => 0.093656084799916
706 => 0.095933298504667
707 => 0.094526245189639
708 => 0.09744609208844
709 => 0.10158137399187
710 => 0.10452842213654
711 => 0.10475465989945
712 => 0.10285990537931
713 => 0.10589626158999
714 => 0.10591837813012
715 => 0.1024933559206
716 => 0.10039554888787
717 => 0.099918922716205
718 => 0.10110962834108
719 => 0.10255536478606
720 => 0.10483488821033
721 => 0.10621235647433
722 => 0.10980406315411
723 => 0.11077587599936
724 => 0.11184360368104
725 => 0.1132704171388
726 => 0.11498367252229
727 => 0.11123516727889
728 => 0.1113841023803
729 => 0.10789354619923
730 => 0.10416338632337
731 => 0.10699411269816
801 => 0.11069491087744
802 => 0.10984594368609
803 => 0.10975041753424
804 => 0.10991106602491
805 => 0.10927097248731
806 => 0.10637585313973
807 => 0.10492194232778
808 => 0.1067978582074
809 => 0.10779482401001
810 => 0.1093410310253
811 => 0.1091504283742
812 => 0.11313329159508
813 => 0.11468091180719
814 => 0.11428496433053
815 => 0.11435782819524
816 => 0.11715972066528
817 => 0.12027600134509
818 => 0.1231948094312
819 => 0.1261639463821
820 => 0.1225845359004
821 => 0.12076713200513
822 => 0.12264222891857
823 => 0.1216472761024
824 => 0.12736457010628
825 => 0.12776042313847
826 => 0.13347730371692
827 => 0.13890330413934
828 => 0.13549533049091
829 => 0.13870889614288
830 => 0.14218462940133
831 => 0.14888988277428
901 => 0.14663178933192
902 => 0.14490212514392
903 => 0.14326760084393
904 => 0.14666878643878
905 => 0.15104435737129
906 => 0.15198681344146
907 => 0.15351395232105
908 => 0.15190835251881
909 => 0.15384212062959
910 => 0.1606691718014
911 => 0.15882444231073
912 => 0.15620462987892
913 => 0.1615939311021
914 => 0.16354429826439
915 => 0.17723299642456
916 => 0.19451554330369
917 => 0.18736045541241
918 => 0.18291906146505
919 => 0.18396289439395
920 => 0.19027389546308
921 => 0.19230078870532
922 => 0.1867909941609
923 => 0.18873714674057
924 => 0.199460638796
925 => 0.20521344823292
926 => 0.19740036031219
927 => 0.17584436061046
928 => 0.15596874443342
929 => 0.16124065285423
930 => 0.16064298204568
1001 => 0.17216403647636
1002 => 0.15878044612247
1003 => 0.1590057914599
1004 => 0.1707650890952
1005 => 0.1676279100915
1006 => 0.16254608188504
1007 => 0.15600584740321
1008 => 0.14391561906509
1009 => 0.13320696666506
1010 => 0.15420910007689
1011 => 0.15330344989427
1012 => 0.15199193422
1013 => 0.15491057043227
1014 => 0.16908263940971
1015 => 0.16875592734927
1016 => 0.1666775519107
1017 => 0.1682539813629
1018 => 0.16226972618015
1019 => 0.1638120049997
1020 => 0.15596559603427
1021 => 0.15951250058163
1022 => 0.16253517856407
1023 => 0.16314202592056
1024 => 0.16450928400112
1025 => 0.15282621340109
1026 => 0.15807156910357
1027 => 0.16115272415542
1028 => 0.1472319535378
1029 => 0.160877555279
1030 => 0.15262283713443
1031 => 0.14982106181446
1101 => 0.15359328317697
1102 => 0.15212324484339
1103 => 0.15085939220773
1104 => 0.15015414072129
1105 => 0.15292404376504
1106 => 0.1527948244773
1107 => 0.14826272548271
1108 => 0.14235078709625
1109 => 0.14433502767151
1110 => 0.14361413446816
1111 => 0.14100152450217
1112 => 0.14276210817152
1113 => 0.1350093887027
1114 => 0.12167123780788
1115 => 0.13048282884761
1116 => 0.13014359217775
1117 => 0.12997253366564
1118 => 0.13659420079751
1119 => 0.13595768029063
1120 => 0.13480238933782
1121 => 0.14098030667783
1122 => 0.13872528374401
1123 => 0.14567473307581
1124 => 0.15025208986793
1125 => 0.14909112412347
1126 => 0.15339615031074
1127 => 0.14438074056676
1128 => 0.14737529804825
1129 => 0.14799247219491
1130 => 0.14090407213682
1201 => 0.13606182291754
1202 => 0.13573890010029
1203 => 0.1273431072571
1204 => 0.13182807202546
1205 => 0.13577465542117
1206 => 0.13388454824187
1207 => 0.13328619677425
1208 => 0.13634304465572
1209 => 0.13658058791624
1210 => 0.13116457640263
1211 => 0.13229073669909
1212 => 0.1369870123439
1213 => 0.13217240260224
1214 => 0.12281840233625
1215 => 0.12049848094111
1216 => 0.12018896066237
1217 => 0.11389714984347
1218 => 0.12065350918187
1219 => 0.11770417727149
1220 => 0.12702108143798
1221 => 0.12169931574564
1222 => 0.12146990506312
1223 => 0.12112311716926
1224 => 0.115707495686
1225 => 0.11689317261014
1226 => 0.12083454328965
1227 => 0.12224086875082
1228 => 0.12209417748353
1229 => 0.12081522842311
1230 => 0.1214007247537
1231 => 0.11951463707245
]
'min_raw' => 0.06599210977809
'max_raw' => 0.20521344823292
'avg_raw' => 0.13560277900551
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.065992'
'max' => '$0.205213'
'avg' => '$0.1356027'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.037593532667854
'max_diff' => 0.12817084508565
'year' => 2033
]
8 => [
'items' => [
101 => 0.11884862025668
102 => 0.11674648798375
103 => 0.11365693427141
104 => 0.11408655566445
105 => 0.1079653413346
106 => 0.10463017889026
107 => 0.10370704988241
108 => 0.10247260319288
109 => 0.10384648392072
110 => 0.10794800070349
111 => 0.10300070127815
112 => 0.094518903426103
113 => 0.095028673929291
114 => 0.096173976897734
115 => 0.094039712392978
116 => 0.092019810154468
117 => 0.093775951271004
118 => 0.090182101707526
119 => 0.096608276447661
120 => 0.096434466430087
121 => 0.098829746981229
122 => 0.10032756506596
123 => 0.096875579305014
124 => 0.096007414221298
125 => 0.096501960508886
126 => 0.088328211990524
127 => 0.098161777345602
128 => 0.09824681842714
129 => 0.097518645057071
130 => 0.10275471503138
131 => 0.11380445584836
201 => 0.10964709887822
202 => 0.1080372446026
203 => 0.10497691044785
204 => 0.10905462400439
205 => 0.10874151922549
206 => 0.10732554067383
207 => 0.10646915242767
208 => 0.10804707402952
209 => 0.10627363047912
210 => 0.1059550712865
211 => 0.10402494917503
212 => 0.10333598339619
213 => 0.10282590056206
214 => 0.10226434948138
215 => 0.10350299123554
216 => 0.10069606606373
217 => 0.09731118947279
218 => 0.097029773609126
219 => 0.097806787551039
220 => 0.097463016723627
221 => 0.097028127766662
222 => 0.096197806312857
223 => 0.095951467674524
224 => 0.096751948742589
225 => 0.095848252287689
226 => 0.097181705633788
227 => 0.096819080106988
228 => 0.094793483391973
301 => 0.092268839913108
302 => 0.092246365290527
303 => 0.091702434994251
304 => 0.091009657981476
305 => 0.090816943265112
306 => 0.093628053964445
307 => 0.0994469689826
308 => 0.098304576729701
309 => 0.099130072209487
310 => 0.10319069294713
311 => 0.1044814421725
312 => 0.10356529894541
313 => 0.1023112255909
314 => 0.10236639845397
315 => 0.10665194674013
316 => 0.10691923112998
317 => 0.10759457255391
318 => 0.10846257713513
319 => 0.10371312387895
320 => 0.10214269963271
321 => 0.10139854550103
322 => 0.099106838799335
323 => 0.10157824800103
324 => 0.1001382636955
325 => 0.10033256677518
326 => 0.10020602663964
327 => 0.10027512611025
328 => 0.096606480200855
329 => 0.097943141951886
330 => 0.095720682540987
331 => 0.09274505887257
401 => 0.092735083538645
402 => 0.093463363215927
403 => 0.093030153966293
404 => 0.091864399014356
405 => 0.092029989003071
406 => 0.090579246459958
407 => 0.092206135414346
408 => 0.09225278876827
409 => 0.09162634790359
410 => 0.094132794805238
411 => 0.095159688145909
412 => 0.094747351349113
413 => 0.09513075749704
414 => 0.0983520482854
415 => 0.098877259238674
416 => 0.09911052325063
417 => 0.098797980376168
418 => 0.095189636779244
419 => 0.09534968216163
420 => 0.094175375337466
421 => 0.093183209816452
422 => 0.09322289123407
423 => 0.09373299328436
424 => 0.095960638855069
425 => 0.10064858763175
426 => 0.10082649186098
427 => 0.10104211697663
428 => 0.10016506126675
429 => 0.09990053287236
430 => 0.10024951410514
501 => 0.10201006118502
502 => 0.10653866625835
503 => 0.10493795477007
504 => 0.10363655141354
505 => 0.10477823301304
506 => 0.1046024800796
507 => 0.1031189484498
508 => 0.10307731065801
509 => 0.10022993914668
510 => 0.099177330730458
511 => 0.098297692351486
512 => 0.097337150205189
513 => 0.096767708623201
514 => 0.097642629699706
515 => 0.097842734501665
516 => 0.095929704276882
517 => 0.095668965326134
518 => 0.097231187103317
519 => 0.096543711544677
520 => 0.097250797205311
521 => 0.097414847143847
522 => 0.097388431325352
523 => 0.096670627886067
524 => 0.097128134393061
525 => 0.096045995114767
526 => 0.094869331181686
527 => 0.094118692901134
528 => 0.093463661443633
529 => 0.093827110966907
530 => 0.092531479779698
531 => 0.092116981287007
601 => 0.096973141482714
602 => 0.1005604392318
603 => 0.1005082785018
604 => 0.1001907634726
605 => 0.099719000544761
606 => 0.10197554878842
607 => 0.10118941250143
608 => 0.1017613923341
609 => 0.10190698520743
610 => 0.10234765098524
611 => 0.1025051511243
612 => 0.10202907631317
613 => 0.10043131109939
614 => 0.096449832097612
615 => 0.094596442874486
616 => 0.093984793560215
617 => 0.094007025851101
618 => 0.09339376001914
619 => 0.093574394291299
620 => 0.093330942790917
621 => 0.092869904546438
622 => 0.093798643154482
623 => 0.09390567162726
624 => 0.093688892938543
625 => 0.093739952167239
626 => 0.091945117212049
627 => 0.092081574615515
628 => 0.091321762452845
629 => 0.091179306832017
630 => 0.089258567849201
701 => 0.085855700325575
702 => 0.087741219258007
703 => 0.085463777531712
704 => 0.084601275841091
705 => 0.088684224697958
706 => 0.088274409876102
707 => 0.087572985043305
708 => 0.086535431525854
709 => 0.086150592833559
710 => 0.083812434764303
711 => 0.083674283911984
712 => 0.084833138186685
713 => 0.084298366812651
714 => 0.083547345269751
715 => 0.080827221371197
716 => 0.077768901507151
717 => 0.077861212959933
718 => 0.078834007606622
719 => 0.081662539241103
720 => 0.080557382997417
721 => 0.079755579462417
722 => 0.079605425762437
723 => 0.081484913685748
724 => 0.084144782862128
725 => 0.085392733968466
726 => 0.084156052322923
727 => 0.082735419036192
728 => 0.082821886401774
729 => 0.083397115046933
730 => 0.083457563444244
731 => 0.082532877218043
801 => 0.082793170974338
802 => 0.082397760956766
803 => 0.079971130408797
804 => 0.079927240357113
805 => 0.079331706085938
806 => 0.079313673544887
807 => 0.078300521186632
808 => 0.078158774168121
809 => 0.076147098666854
810 => 0.077471189573702
811 => 0.076583058911281
812 => 0.075244436514168
813 => 0.075013657508348
814 => 0.075006720012759
815 => 0.076381185904104
816 => 0.077455128139509
817 => 0.076598508324395
818 => 0.076403472597372
819 => 0.078485943906915
820 => 0.078220930450629
821 => 0.077991430506638
822 => 0.083906620751083
823 => 0.079224286104554
824 => 0.077182520940349
825 => 0.074655448828957
826 => 0.07547827625103
827 => 0.07565165807871
828 => 0.069574505189798
829 => 0.067109005019627
830 => 0.066262938271638
831 => 0.065776014896543
901 => 0.065997911992973
902 => 0.063778672665493
903 => 0.06527003819639
904 => 0.063348364526423
905 => 0.063026189681986
906 => 0.066462380253574
907 => 0.066940506097676
908 => 0.064900672704679
909 => 0.066210575962013
910 => 0.065735586831886
911 => 0.063381306105957
912 => 0.063291389899143
913 => 0.062110094587841
914 => 0.060261596169498
915 => 0.059416782790481
916 => 0.058976796647683
917 => 0.059158343505361
918 => 0.059066547858693
919 => 0.058467519171222
920 => 0.059100883481862
921 => 0.057482899392379
922 => 0.056838605090964
923 => 0.056547592302529
924 => 0.055111538295424
925 => 0.057396938836843
926 => 0.05784719153422
927 => 0.058298331368501
928 => 0.062225195619671
929 => 0.062029020578885
930 => 0.063802347406464
1001 => 0.063733439186883
1002 => 0.063227657649668
1003 => 0.06109384854118
1004 => 0.061944346820333
1005 => 0.059326645313879
1006 => 0.061288005268915
1007 => 0.060392922493786
1008 => 0.060985376882272
1009 => 0.059920090472317
1010 => 0.060509663956183
1011 => 0.057953963152042
1012 => 0.055567485700816
1013 => 0.056527873892809
1014 => 0.057571925691218
1015 => 0.059835696009618
1016 => 0.058487413083678
1017 => 0.058972306608068
1018 => 0.057347994471558
1019 => 0.053996574572114
1020 => 0.054015543244781
1021 => 0.053500000307903
1022 => 0.053054495939939
1023 => 0.058642279596764
1024 => 0.05794735036925
1025 => 0.056840071595296
1026 => 0.058322208235743
1027 => 0.058714108688149
1028 => 0.058725265543082
1029 => 0.059806594176469
1030 => 0.060383699461946
1031 => 0.060485416769829
1101 => 0.062186910738114
1102 => 0.062757229073035
1103 => 0.065106289580104
1104 => 0.060334736110484
1105 => 0.060236469106785
1106 => 0.058343064937757
1107 => 0.057142238080225
1108 => 0.058425286580045
1109 => 0.059561892397299
1110 => 0.058378382448776
1111 => 0.058532923862794
1112 => 0.056944158453217
1113 => 0.05751206732878
1114 => 0.058001226958002
1115 => 0.05773114176222
1116 => 0.057326811151862
1117 => 0.059468703681966
1118 => 0.059347849711273
1119 => 0.061342429277203
1120 => 0.062897346682598
1121 => 0.065684036647799
1122 => 0.062775980395678
1123 => 0.062669999267374
1124 => 0.063705981796453
1125 => 0.062757070469508
1126 => 0.063356749672832
1127 => 0.065587419057139
1128 => 0.065634549586187
1129 => 0.064845052500382
1130 => 0.064797011530961
1201 => 0.064948643082442
1202 => 0.065836753815589
1203 => 0.065526420636541
1204 => 0.06588554604801
1205 => 0.066334637874175
1206 => 0.068192272078184
1207 => 0.06864014139578
1208 => 0.06755205114764
1209 => 0.067650293514217
1210 => 0.067243317892668
1211 => 0.06685018454164
1212 => 0.067733890902234
1213 => 0.069348881645512
1214 => 0.069338834871916
1215 => 0.069713481333422
1216 => 0.069946882975202
1217 => 0.06894495226824
1218 => 0.068292732220021
1219 => 0.068542834888348
1220 => 0.068942754501531
1221 => 0.068413146347775
1222 => 0.065144159484432
1223 => 0.066135761275081
1224 => 0.065970710250267
1225 => 0.065735657520041
1226 => 0.066732720788368
1227 => 0.066636551603786
1228 => 0.063755911158554
1229 => 0.063940320413642
1230 => 0.063767125696138
1231 => 0.0643267532607
]
'min_raw' => 0.053054495939939
'max_raw' => 0.11884862025668
'avg_raw' => 0.085951558098308
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.053054'
'max' => '$0.118848'
'avg' => '$0.085951'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.012937613838151
'max_diff' => -0.086364827976247
'year' => 2034
]
9 => [
'items' => [
101 => 0.06272684874448
102 => 0.063218968598148
103 => 0.063527621557031
104 => 0.063709420520997
105 => 0.064366203039559
106 => 0.064289137191561
107 => 0.064361412518242
108 => 0.065335247609113
109 => 0.07026057131889
110 => 0.070528645821299
111 => 0.069208548927794
112 => 0.069735901598989
113 => 0.068723499789646
114 => 0.069403131906761
115 => 0.069868118940507
116 => 0.067766931946874
117 => 0.067642513289702
118 => 0.06662593293796
119 => 0.067172185636932
120 => 0.066303058315909
121 => 0.066516311759705
122 => 0.06592003653975
123 => 0.066993213218456
124 => 0.068193191500046
125 => 0.068496353402554
126 => 0.067698864956461
127 => 0.06712143076444
128 => 0.066107646541899
129 => 0.06779359229764
130 => 0.068286614214884
131 => 0.067791002663394
201 => 0.067676158637588
202 => 0.067458529416203
203 => 0.067722329705704
204 => 0.068283929111641
205 => 0.068019089202914
206 => 0.068194020628507
207 => 0.067527362422649
208 => 0.068945283948994
209 => 0.071197284574228
210 => 0.071204525124478
211 => 0.070939683788165
212 => 0.070831316419431
213 => 0.071103059702405
214 => 0.071250469285925
215 => 0.072129237233865
216 => 0.073072190253664
217 => 0.077472540554431
218 => 0.076236939798262
219 => 0.080141192363113
220 => 0.083228949238165
221 => 0.084154832513749
222 => 0.083303063466386
223 => 0.080389207567017
224 => 0.080246239895311
225 => 0.084600770807196
226 => 0.083370416374438
227 => 0.083224069629617
228 => 0.081667187521446
301 => 0.082587497670975
302 => 0.082386212341138
303 => 0.082068473600774
304 => 0.083824361256715
305 => 0.087111226199464
306 => 0.086598937474113
307 => 0.086216537705028
308 => 0.084540973231797
309 => 0.085550037295556
310 => 0.0851907289098
311 => 0.086734545757742
312 => 0.085820022856752
313 => 0.083361095229523
314 => 0.08375268755889
315 => 0.083693499166081
316 => 0.084911592095966
317 => 0.084545950833339
318 => 0.08362210184122
319 => 0.087099992052418
320 => 0.086874157207145
321 => 0.087194339384709
322 => 0.087335293481236
323 => 0.089452223965492
324 => 0.090319462650672
325 => 0.090516341015358
326 => 0.091340150691632
327 => 0.090495843880139
328 => 0.093873673106665
329 => 0.096119732440506
330 => 0.098728645937917
331 => 0.10254096976748
401 => 0.10397443879336
402 => 0.10371549544432
403 => 0.10660595586244
404 => 0.11180004898247
405 => 0.10476537016868
406 => 0.11217290404114
407 => 0.10982776434121
408 => 0.10426748029994
409 => 0.10390946355912
410 => 0.1076749524681
411 => 0.11602644445333
412 => 0.11393449043286
413 => 0.11602986614068
414 => 0.11358549907508
415 => 0.11346411564753
416 => 0.11591114868823
417 => 0.12162877476867
418 => 0.11891254493986
419 => 0.11501816343339
420 => 0.11789371413448
421 => 0.11540264599754
422 => 0.10978957227895
423 => 0.11393289075505
424 => 0.111162371685
425 => 0.11197095643853
426 => 0.11779417544018
427 => 0.11709351032357
428 => 0.1180002358643
429 => 0.11639988901805
430 => 0.11490491271212
501 => 0.11211442841871
502 => 0.11128830358864
503 => 0.11151661477082
504 => 0.11128819044896
505 => 0.10972694013267
506 => 0.10938978827551
507 => 0.10882785374263
508 => 0.10900202075148
509 => 0.10794541942991
510 => 0.10993944442869
511 => 0.11030955303975
512 => 0.11176063814598
513 => 0.1119112946155
514 => 0.11595254598144
515 => 0.11372669263955
516 => 0.11521998723222
517 => 0.11508641290842
518 => 0.10438798851537
519 => 0.10586213700373
520 => 0.10815544943835
521 => 0.10712231529507
522 => 0.10566170533262
523 => 0.104482184475
524 => 0.1026950897635
525 => 0.10521039125182
526 => 0.10851774523648
527 => 0.11199517457051
528 => 0.11617307806516
529 => 0.11524061864131
530 => 0.11191707157077
531 => 0.1120661634645
601 => 0.11298779088605
602 => 0.11179419963646
603 => 0.11144218627529
604 => 0.11293942965576
605 => 0.11294974034805
606 => 0.11157636936507
607 => 0.11005011884173
608 => 0.11004372379631
609 => 0.10977214225751
610 => 0.11363381282751
611 => 0.11575734118208
612 => 0.11600080028569
613 => 0.11574095444462
614 => 0.11584095879594
615 => 0.11460532443517
616 => 0.1174296181679
617 => 0.12002146939075
618 => 0.1193267978962
619 => 0.1182853865725
620 => 0.117455852292
621 => 0.11913138598269
622 => 0.11905677710498
623 => 0.1199988318314
624 => 0.11995609478744
625 => 0.11963931721541
626 => 0.11932680920932
627 => 0.12056586812916
628 => 0.12020903905893
629 => 0.11985165573458
630 => 0.11913486876497
701 => 0.11923229201871
702 => 0.11819106050936
703 => 0.11770933916962
704 => 0.11046540603105
705 => 0.10852959039409
706 => 0.10913863740064
707 => 0.10933915148909
708 => 0.10849668204307
709 => 0.10970456681602
710 => 0.10951631925362
711 => 0.11024868039777
712 => 0.10979113295033
713 => 0.10980991085718
714 => 0.1111554603407
715 => 0.11154607908014
716 => 0.11134740723658
717 => 0.11148655018574
718 => 0.11469304072051
719 => 0.11423718030426
720 => 0.11399501354376
721 => 0.11406209539142
722 => 0.11488142247099
723 => 0.11511078931966
724 => 0.11413894586449
725 => 0.11459727285611
726 => 0.11654877101607
727 => 0.11723168492683
728 => 0.11941121831269
729 => 0.11848531379226
730 => 0.12018485161172
731 => 0.1254086514536
801 => 0.12958178422675
802 => 0.12574399886656
803 => 0.13340742575919
804 => 0.13937450284841
805 => 0.13914547649103
806 => 0.13810497857955
807 => 0.13131161995643
808 => 0.12506027006817
809 => 0.13028978969604
810 => 0.13030312081703
811 => 0.12985390044317
812 => 0.12706383128204
813 => 0.12975681208418
814 => 0.12997057112079
815 => 0.12985092290341
816 => 0.12771178341923
817 => 0.12444571280595
818 => 0.12508389518592
819 => 0.12612925094287
820 => 0.12415017441091
821 => 0.12351773954247
822 => 0.12469355628855
823 => 0.12848228283558
824 => 0.12776604602847
825 => 0.12774734219089
826 => 0.13081170698342
827 => 0.12861828312328
828 => 0.12509194470947
829 => 0.1242014977533
830 => 0.12104101093582
831 => 0.12322397043792
901 => 0.12330253126415
902 => 0.12210694665416
903 => 0.12518895981133
904 => 0.12516055851751
905 => 0.12808647131313
906 => 0.13367971765569
907 => 0.13202551948526
908 => 0.13010186698929
909 => 0.1303110213527
910 => 0.13260492848235
911 => 0.13121797986696
912 => 0.1317167362592
913 => 0.13260417355481
914 => 0.13313958650908
915 => 0.13023398366812
916 => 0.12955654865484
917 => 0.12817075436506
918 => 0.12780922650193
919 => 0.12893792703541
920 => 0.12864055432242
921 => 0.12329592853091
922 => 0.12273738539848
923 => 0.12275451511894
924 => 0.12135003185516
925 => 0.1192078577633
926 => 0.12483736337414
927 => 0.12438523528871
928 => 0.12388612087433
929 => 0.12394725954218
930 => 0.1263908371262
1001 => 0.12497343872385
1002 => 0.12874182468354
1003 => 0.12796715781828
1004 => 0.12717262367101
1005 => 0.12706279484975
1006 => 0.12675696698952
1007 => 0.12570816946325
1008 => 0.12444168342733
1009 => 0.12360543964527
1010 => 0.11401948431394
1011 => 0.1157985818645
1012 => 0.11784527142657
1013 => 0.1185517804618
1014 => 0.1173432478681
1015 => 0.12575588969615
1016 => 0.12729296042436
1017 => 0.12263707292795
1018 => 0.121766146476
1019 => 0.12581298748934
1020 => 0.1233722476521
1021 => 0.12447131265136
1022 => 0.12209573527938
1023 => 0.12692272509662
1024 => 0.12688595152163
1025 => 0.12500814346022
1026 => 0.12659525397505
1027 => 0.12631945446623
1028 => 0.12419941378972
1029 => 0.12698993416751
1030 => 0.12699131823081
1031 => 0.12518396879876
1101 => 0.1230733803418
1102 => 0.12269605697557
1103 => 0.12241179450537
1104 => 0.1244014015093
1105 => 0.12618527692769
1106 => 0.12950462682108
1107 => 0.13033919025009
1108 => 0.13359654687354
1109 => 0.13165694960209
1110 => 0.13251674795053
1111 => 0.13345018068367
1112 => 0.13389770266179
1113 => 0.1331684896138
1114 => 0.13822850523149
1115 => 0.1386557255845
1116 => 0.13879896887342
1117 => 0.13709276007699
1118 => 0.13860827283136
1119 => 0.1378992146021
1120 => 0.13974398713259
1121 => 0.14003327102061
1122 => 0.13978825785903
1123 => 0.13988008113112
1124 => 0.13556225044935
1125 => 0.13533834815012
1126 => 0.13228542441285
1127 => 0.13352951340186
1128 => 0.13120374866765
1129 => 0.1319412726229
1130 => 0.13226636615499
1201 => 0.13209655574272
1202 => 0.13359985232669
1203 => 0.13232174312711
1204 => 0.12894860280883
1205 => 0.12557454348072
1206 => 0.12553218491431
1207 => 0.12464385465031
1208 => 0.12400175457524
1209 => 0.12412544582943
1210 => 0.12456134994247
1211 => 0.12397641903576
1212 => 0.12410124370146
1213 => 0.12617416485439
1214 => 0.12658987440821
1215 => 0.12517713091611
1216 => 0.11950476193743
1217 => 0.11811274836201
1218 => 0.11911330011519
1219 => 0.11863510082096
1220 => 0.095747785452498
1221 => 0.10112482070597
1222 => 0.09792996894522
1223 => 0.099402303624635
1224 => 0.096141187279763
1225 => 0.097697562929288
1226 => 0.097410157176559
1227 => 0.1060562707461
1228 => 0.10592127357505
1229 => 0.10598588957694
1230 => 0.10290159945067
1231 => 0.10781495736943
]
'min_raw' => 0.06272684874448
'max_raw' => 0.14003327102061
'avg_raw' => 0.10138005988255
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.062726'
'max' => '$0.140033'
'avg' => '$0.10138'
'bar_min_pct' => 61.631153054957
'bar_max_pct' => 60.119598047091
'min_diff' => 0.0096723528045413
'max_diff' => 0.021184650763934
'year' => 2035
]
10 => [
'items' => [
101 => 0.11023545415885
102 => 0.10978748462256
103 => 0.10990022890372
104 => 0.10796290861375
105 => 0.10600464707212
106 => 0.10383263364817
107 => 0.1078679661209
108 => 0.10741930603535
109 => 0.10844837084879
110 => 0.11106557240888
111 => 0.11145096528038
112 => 0.11196893720796
113 => 0.11178328114367
114 => 0.11620636180682
115 => 0.11567069755408
116 => 0.11696149428204
117 => 0.11430622747964
118 => 0.11130154105249
119 => 0.11187263371169
120 => 0.11181763289617
121 => 0.11111740938763
122 => 0.11048527891322
123 => 0.10943295977499
124 => 0.11276265324228
125 => 0.11262747376824
126 => 0.11481587232396
127 => 0.11442905162227
128 => 0.11184576830528
129 => 0.11193803077432
130 => 0.11255854021846
131 => 0.11470613048945
201 => 0.11534368150098
202 => 0.11504834247042
203 => 0.11574738804925
204 => 0.11629988517237
205 => 0.11581677318152
206 => 0.12265662017899
207 => 0.11981623883317
208 => 0.12120062093787
209 => 0.12153078791259
210 => 0.12068507214951
211 => 0.12086847761572
212 => 0.12114628692201
213 => 0.1228330906292
214 => 0.12725975163746
215 => 0.12922028966472
216 => 0.13511866505096
217 => 0.12905749427356
218 => 0.12869784948325
219 => 0.12976032500418
220 => 0.13322329576235
221 => 0.13602970830155
222 => 0.13696075724662
223 => 0.13708381073465
224 => 0.13883052045058
225 => 0.13983170188553
226 => 0.13861842394804
227 => 0.1375902979315
228 => 0.13390767815597
229 => 0.13433395142243
301 => 0.13727055151347
302 => 0.14141867210694
303 => 0.14497819111453
304 => 0.14373177161983
305 => 0.15324107252933
306 => 0.15418388087249
307 => 0.15405361524411
308 => 0.15620147295853
309 => 0.15193841279902
310 => 0.15011587198793
311 => 0.137812590446
312 => 0.14126931071495
313 => 0.14629385663193
314 => 0.14562883913874
315 => 0.14197987958733
316 => 0.1449754230515
317 => 0.14398500270294
318 => 0.14320381708145
319 => 0.14678257985377
320 => 0.14284758317814
321 => 0.14625460202997
322 => 0.14188506511139
323 => 0.14373746515909
324 => 0.14268595330151
325 => 0.14336641034181
326 => 0.13938847238822
327 => 0.141534871149
328 => 0.13929917514307
329 => 0.13929811513207
330 => 0.13924876201882
331 => 0.1418790484552
401 => 0.14196482200146
402 => 0.14002103635084
403 => 0.13974090647094
404 => 0.14077669345892
405 => 0.13956405816904
406 => 0.14013144258894
407 => 0.13958124366511
408 => 0.1394573822984
409 => 0.13847043385514
410 => 0.13804522932907
411 => 0.13821196297991
412 => 0.13764281507249
413 => 0.13729988287129
414 => 0.13918054417253
415 => 0.13817578270494
416 => 0.13902655006731
417 => 0.13805699328249
418 => 0.1346960870505
419 => 0.13276319433555
420 => 0.12641475401951
421 => 0.12821516381792
422 => 0.12940883737693
423 => 0.1290143282728
424 => 0.12986188648323
425 => 0.12991391967377
426 => 0.12963836985972
427 => 0.12931931847518
428 => 0.12916402190583
429 => 0.13032147530166
430 => 0.13099341595603
501 => 0.12952863848787
502 => 0.12918546162149
503 => 0.13066643251438
504 => 0.13156982390352
505 => 0.13823995834913
506 => 0.13774581324515
507 => 0.13898602048506
508 => 0.13884639218238
509 => 0.14014632695031
510 => 0.14227117090247
511 => 0.13795076903203
512 => 0.13870064140848
513 => 0.13851679001886
514 => 0.14052403128235
515 => 0.14053029767047
516 => 0.13932685626387
517 => 0.139979261374
518 => 0.13961510673932
519 => 0.14027318338263
520 => 0.13773921363602
521 => 0.14082531526226
522 => 0.14257493602035
523 => 0.14259922950627
524 => 0.14342853585975
525 => 0.14427115914508
526 => 0.14588850116423
527 => 0.14422605235398
528 => 0.14123546878045
529 => 0.14145137925493
530 => 0.13969800119999
531 => 0.13972747580187
601 => 0.13957013806708
602 => 0.14004232045301
603 => 0.13784283111661
604 => 0.13835904686759
605 => 0.13763634179326
606 => 0.13869907038879
607 => 0.13755575009533
608 => 0.13851670136015
609 => 0.13893141607
610 => 0.14046172227754
611 => 0.13732972262423
612 => 0.1309433633134
613 => 0.13228585346766
614 => 0.13030020507918
615 => 0.13048398439743
616 => 0.13085524786856
617 => 0.12965186148879
618 => 0.12988142968698
619 => 0.1298732278955
620 => 0.12980254928744
621 => 0.12948950201307
622 => 0.12903552153073
623 => 0.13084404004457
624 => 0.13115134258136
625 => 0.13183443805393
626 => 0.13386686683222
627 => 0.1336637792693
628 => 0.13399502351044
629 => 0.13327191919188
630 => 0.13051752713286
701 => 0.13066710387344
702 => 0.12880187952154
703 => 0.13178674007366
704 => 0.13107988569668
705 => 0.13062417208149
706 => 0.13049982639943
707 => 0.13253729317554
708 => 0.13314693516833
709 => 0.13276704718997
710 => 0.13198788586326
711 => 0.13348410594891
712 => 0.13388443132337
713 => 0.13397404941128
714 => 0.13662506453131
715 => 0.13412221170739
716 => 0.13472467325832
717 => 0.13942490629849
718 => 0.13516244351888
719 => 0.1374203651175
720 => 0.13730985160491
721 => 0.13846492789086
722 => 0.13721510163531
723 => 0.13723059472965
724 => 0.13825622421993
725 => 0.13681591257408
726 => 0.13645927115542
727 => 0.13596657358986
728 => 0.13704236069929
729 => 0.13768724641773
730 => 0.14288455169196
731 => 0.14624224792503
801 => 0.14609648147626
802 => 0.14742851395467
803 => 0.14682842112313
804 => 0.14489056307358
805 => 0.14819825046754
806 => 0.14715155977658
807 => 0.14723784768541
808 => 0.14723463604513
809 => 0.14793059385134
810 => 0.14743744396205
811 => 0.14646539490945
812 => 0.14711068643419
813 => 0.14902697156673
814 => 0.15497517941695
815 => 0.1583038753332
816 => 0.15477478774316
817 => 0.15720910510641
818 => 0.15574938212442
819 => 0.1554841070356
820 => 0.15701303823436
821 => 0.15854464562478
822 => 0.15844708885534
823 => 0.1573352205388
824 => 0.1567071543394
825 => 0.16146308201886
826 => 0.16496716851797
827 => 0.16472821331043
828 => 0.16578288388414
829 => 0.16887942930828
830 => 0.16916253861469
831 => 0.16912687334928
901 => 0.16842515739393
902 => 0.17147410850124
903 => 0.17401759715614
904 => 0.16826273042479
905 => 0.17045410833936
906 => 0.17143788848699
907 => 0.17288236961813
908 => 0.17531945140952
909 => 0.17796676863898
910 => 0.17834112832158
911 => 0.17807550221202
912 => 0.17632952533548
913 => 0.17922625143702
914 => 0.18092308565072
915 => 0.18193351159361
916 => 0.18449578366595
917 => 0.17144396397826
918 => 0.16220523728578
919 => 0.16076247670392
920 => 0.1636963870809
921 => 0.16447003584981
922 => 0.16415817900113
923 => 0.15375915216047
924 => 0.16070772797974
925 => 0.16818381130842
926 => 0.16847099811638
927 => 0.17221368174825
928 => 0.17343245295658
929 => 0.17644580384499
930 => 0.17625731792647
1001 => 0.17699102091492
1002 => 0.17682235530384
1003 => 0.18240395328873
1004 => 0.18856128474139
1005 => 0.1883480759323
1006 => 0.18746288668574
1007 => 0.18877754366408
1008 => 0.19513256958296
1009 => 0.19454750063357
1010 => 0.19511584528185
1011 => 0.20260877899378
1012 => 0.21235065867668
1013 => 0.20782457749524
1014 => 0.21764487131419
1015 => 0.2238262257218
1016 => 0.2345162390058
1017 => 0.23317779669322
1018 => 0.23733934041773
1019 => 0.23078170561235
1020 => 0.21572405058255
1021 => 0.21334111903569
1022 => 0.21811180833793
1023 => 0.22984008247044
1024 => 0.21774244324812
1025 => 0.22018977990679
1026 => 0.21948494678445
1027 => 0.21944738922271
1028 => 0.22088080859675
1029 => 0.21880155903258
1030 => 0.21033032225833
1031 => 0.21421264015066
1101 => 0.21271349076822
1102 => 0.21437690877703
1103 => 0.22335368972482
1104 => 0.21938484088807
1105 => 0.21520398104166
1106 => 0.22044770709613
1107 => 0.22712477230325
1108 => 0.22670693356243
1109 => 0.22589615176219
1110 => 0.23046648631898
1111 => 0.23801534002442
1112 => 0.24005576484725
1113 => 0.24156196473681
1114 => 0.24176964425413
1115 => 0.24390887235458
1116 => 0.23240570370358
1117 => 0.25066152777503
1118 => 0.25381380428521
1119 => 0.25322130694977
1120 => 0.25672492962276
1121 => 0.25569407495404
1122 => 0.25420052827521
1123 => 0.25975451545381
1124 => 0.25338731733719
1125 => 0.24434988121861
1126 => 0.23939176502374
1127 => 0.24592101238897
1128 => 0.24990819591559
1129 => 0.25254347059418
1130 => 0.25334090311965
1201 => 0.23329866194064
1202 => 0.2224970055388
1203 => 0.22942074345114
1204 => 0.23786818155505
1205 => 0.23235877775839
1206 => 0.23257473595654
1207 => 0.22471977398836
1208 => 0.23856317139386
1209 => 0.23654630483318
1210 => 0.24700981211777
1211 => 0.24451261212941
1212 => 0.25304519612899
1213 => 0.25079828080387
1214 => 0.26012510069509
1215 => 0.26384582166326
1216 => 0.27009349125281
1217 => 0.27468930243547
1218 => 0.27738805066579
1219 => 0.27722602794479
1220 => 0.28791981294433
1221 => 0.28161406154249
1222 => 0.27369255163028
1223 => 0.27354927650801
1224 => 0.27765193874021
1225 => 0.28624999326848
1226 => 0.28847934371105
1227 => 0.28972524647487
1228 => 0.28781710302189
1229 => 0.28097266181247
1230 => 0.27801726680035
1231 => 0.28053534897671
]
'min_raw' => 0.10383263364817
'max_raw' => 0.28972524647487
'avg_raw' => 0.19677894006152
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.103832'
'max' => '$0.289725'
'avg' => '$0.196778'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.041105784903689
'max_diff' => 0.14969197545426
'year' => 2036
]
11 => [
'items' => [
101 => 0.27745595085628
102 => 0.28277185593865
103 => 0.2900717290328
104 => 0.28856433410569
105 => 0.29360332934576
106 => 0.29881815930147
107 => 0.3062756003508
108 => 0.30822525158934
109 => 0.31144795094805
110 => 0.31476516718975
111 => 0.3158305676451
112 => 0.31786474768871
113 => 0.31785402655578
114 => 0.32398416503331
115 => 0.33074589760861
116 => 0.33329829512131
117 => 0.33916739246176
118 => 0.32911676894395
119 => 0.33674028233545
120 => 0.34361688224351
121 => 0.33541831634419
122 => 0.34671812941554
123 => 0.34715687555117
124 => 0.35378142129584
125 => 0.34706617507422
126 => 0.34307868330365
127 => 0.35459042263592
128 => 0.36016059068242
129 => 0.35848281073528
130 => 0.34571482249536
131 => 0.33828330569496
201 => 0.31883359279575
202 => 0.34187261788993
203 => 0.35309425495573
204 => 0.34568576116631
205 => 0.34942217450734
206 => 0.36980683415992
207 => 0.37756799274665
208 => 0.37595372601521
209 => 0.37622651051973
210 => 0.38041429081814
211 => 0.39898521491401
212 => 0.38785708672511
213 => 0.39636412376251
214 => 0.40087622553275
215 => 0.40506731711911
216 => 0.39477532079111
217 => 0.38138558478784
218 => 0.37714449333273
219 => 0.34494913246441
220 => 0.34327322411385
221 => 0.34233248597146
222 => 0.33640126505374
223 => 0.33174095011055
224 => 0.32803489464133
225 => 0.31830909836824
226 => 0.32159126910666
227 => 0.30609037977881
228 => 0.31600729945298
301 => 0.29126750580366
302 => 0.31187154110175
303 => 0.30065770143953
304 => 0.30818749317746
305 => 0.30816122244344
306 => 0.29429648853126
307 => 0.28629959936033
308 => 0.29139552838363
309 => 0.29685876881196
310 => 0.2977451611909
311 => 0.30482839501139
312 => 0.30680517331709
313 => 0.30081544276387
314 => 0.29075482856972
315 => 0.29309167978884
316 => 0.28625224314496
317 => 0.27426639350169
318 => 0.28287483996834
319 => 0.28581414207873
320 => 0.28711230533903
321 => 0.275325598799
322 => 0.27162195970228
323 => 0.26965017332372
324 => 0.28923331276653
325 => 0.29030612135164
326 => 0.28481748095035
327 => 0.30962665601843
328 => 0.30401157562073
329 => 0.31028499615306
330 => 0.29287963503442
331 => 0.29354454326858
401 => 0.28530456638173
402 => 0.28991840284292
403 => 0.28665749194304
404 => 0.28954565045167
405 => 0.29127680075342
406 => 0.29951542554114
407 => 0.31196561296294
408 => 0.29828484973178
409 => 0.29232394527983
410 => 0.29602205687642
411 => 0.3058706153896
412 => 0.32079168567549
413 => 0.31195811175172
414 => 0.31587830185528
415 => 0.31673468899579
416 => 0.31022113862108
417 => 0.32103184956864
418 => 0.3268253973915
419 => 0.33276837865195
420 => 0.33792850276185
421 => 0.33039462124757
422 => 0.33845695440734
423 => 0.33196013707395
424 => 0.32613182029727
425 => 0.326140659448
426 => 0.32248447119586
427 => 0.31540014574799
428 => 0.31409368744234
429 => 0.32089004853578
430 => 0.32634008651493
501 => 0.32678897774682
502 => 0.32980639880513
503 => 0.33159207750554
504 => 0.34909415628198
505 => 0.35613363715065
506 => 0.36474138110631
507 => 0.36809458248291
508 => 0.37818651643724
509 => 0.37003646014231
510 => 0.36827314419665
511 => 0.34379341346988
512 => 0.34780196800501
513 => 0.35422005058373
514 => 0.34389924528768
515 => 0.35044542072611
516 => 0.35173777442461
517 => 0.34354854827302
518 => 0.34792276779616
519 => 0.33630613760841
520 => 0.31221882375645
521 => 0.32105866563468
522 => 0.32756776471566
523 => 0.31827847776097
524 => 0.3349291650822
525 => 0.3252021772891
526 => 0.32211918913644
527 => 0.31009135318828
528 => 0.31576802876195
529 => 0.3234458137575
530 => 0.31870183526856
531 => 0.32854630294506
601 => 0.34248869459863
602 => 0.35242487317474
603 => 0.3531876495878
604 => 0.34679935243562
605 => 0.35703663939155
606 => 0.35711120685072
607 => 0.34556350534389
608 => 0.33849060246883
609 => 0.3368836240541
610 => 0.34089817120077
611 => 0.34577257256311
612 => 0.3534581449393
613 => 0.35810237536312
614 => 0.37021206519896
615 => 0.37348860005652
616 => 0.37708851848169
617 => 0.38189911967143
618 => 0.38767547981255
619 => 0.37503713267215
620 => 0.37553927776487
621 => 0.36377062389755
622 => 0.35119412944465
623 => 0.36073812105224
624 => 0.37321562049517
625 => 0.37035326833655
626 => 0.37003119524615
627 => 0.37057283284857
628 => 0.36841471279665
629 => 0.35865361578549
630 => 0.35375165397419
701 => 0.3600764353346
702 => 0.36343777514403
703 => 0.36865092004882
704 => 0.36800828990317
705 => 0.381436791327
706 => 0.3866547009235
707 => 0.38531973636178
708 => 0.38556540196885
709 => 0.39501217805347
710 => 0.40551893593724
711 => 0.4153599011842
712 => 0.42537055371271
713 => 0.41330232136718
714 => 0.40717481724721
715 => 0.41349683740594
716 => 0.41014228452084
717 => 0.42941854042364
718 => 0.43075318655925
719 => 0.45002804856934
720 => 0.46832218782479
721 => 0.45683196673199
722 => 0.46766672769157
723 => 0.47938540504039
724 => 0.50199263493313
725 => 0.49437931523719
726 => 0.48854763166603
727 => 0.48303671886978
728 => 0.49450405356601
729 => 0.50925659645758
730 => 0.51243415289832
731 => 0.51758300825231
801 => 0.51216961641967
802 => 0.51868945061653
803 => 0.54170733029179
804 => 0.53548769601909
805 => 0.52665481549576
806 => 0.5448252208387
807 => 0.55140101989666
808 => 0.59755342145806
809 => 0.65582273488994
810 => 0.6316988565122
811 => 0.61672438673045
812 => 0.62024374232833
813 => 0.64152172305292
814 => 0.6483555351323
815 => 0.62977887814424
816 => 0.6363404674426
817 => 0.67249546959781
818 => 0.69189146826272
819 => 0.6655490968456
820 => 0.59287153885937
821 => 0.52585951124727
822 => 0.54363411856093
823 => 0.54161902970184
824 => 0.58046306908923
825 => 0.53533935979866
826 => 0.5360991273369
827 => 0.57574642032227
828 => 0.56516920228045
829 => 0.54803546368044
830 => 0.52598460650038
831 => 0.48522155754562
901 => 0.44911658832467
902 => 0.51992674744477
903 => 0.5168732846236
904 => 0.51245141796069
905 => 0.52229180372304
906 => 0.57007392374275
907 => 0.56897239122066
908 => 0.561965003322
909 => 0.56728004528285
910 => 0.54710371112685
911 => 0.55230361184544
912 => 0.52584889619972
913 => 0.5378075325181
914 => 0.54799870237256
915 => 0.55004473060369
916 => 0.55465453668122
917 => 0.51526424846726
918 => 0.53294933143722
919 => 0.5433376608139
920 => 0.49640281075943
921 => 0.54240990973537
922 => 0.51457855118493
923 => 0.50513217007994
924 => 0.51785047777174
925 => 0.51289414089529
926 => 0.50863297349478
927 => 0.50625516886914
928 => 0.5155940903696
929 => 0.51515841851918
930 => 0.49987813033788
1001 => 0.47994561730959
1002 => 0.48663562294432
1003 => 0.48420508117808
1004 => 0.47539648427112
1005 => 0.48133241503237
1006 => 0.45519358006565
1007 => 0.41022307308383
1008 => 0.4399319674799
1009 => 0.43878820736271
1010 => 0.43821147164623
1011 => 0.46053688469135
1012 => 0.45839081136198
1013 => 0.45449566725475
1014 => 0.47532494689498
1015 => 0.46772197963295
1016 => 0.49115253325015
1017 => 0.50658541125564
1018 => 0.50267113419214
1019 => 0.51718583054987
1020 => 0.48678974716223
1021 => 0.49688610678441
1022 => 0.49896695250959
1023 => 0.47506791681747
1024 => 0.4587419354996
1025 => 0.45765317867551
1026 => 0.42934617692913
1027 => 0.44446754877591
1028 => 0.4577737302362
1029 => 0.45140110191811
1030 => 0.44938371816947
1031 => 0.45969009422416
1101 => 0.46049098791175
1102 => 0.44223052695976
1103 => 0.44602745502527
1104 => 0.46186127624523
1105 => 0.44562848335593
1106 => 0.41409081838369
1107 => 0.40626904142825
1108 => 0.40522547219844
1109 => 0.38401219274232
1110 => 0.40679172996569
1111 => 0.39684785151405
1112 => 0.42826044439684
1113 => 0.4103177398113
1114 => 0.40954426567825
1115 => 0.40837504608215
1116 => 0.39011590014473
1117 => 0.39411349267577
1118 => 0.40740209909946
1119 => 0.4121436235783
1120 => 0.411649043729
1121 => 0.40733697767841
1122 => 0.40931101943502
1123 => 0.40295194313525
1124 => 0.40070642094107
1125 => 0.39361893521671
1126 => 0.38320228916981
1127 => 0.38465078769163
1128 => 0.36401268620901
1129 => 0.35276795317433
1130 => 0.34965555927353
1201 => 0.34549353607349
1202 => 0.3501256708687
1203 => 0.36395422106055
1204 => 0.3472740556386
1205 => 0.31867708200021
1206 => 0.32039580884275
1207 => 0.32425727776335
1208 => 0.31706145597598
1209 => 0.31025121455377
1210 => 0.31617216693803
1211 => 0.3040552522202
1212 => 0.32572154901776
1213 => 0.32513553640848
1214 => 0.3332113920198
1215 => 0.3382613902668
1216 => 0.32662277926381
1217 => 0.32369570007071
1218 => 0.32536309740744
1219 => 0.29780473360488
1220 => 0.33095928575713
1221 => 0.33124600770092
1222 => 0.32879092034429
1223 => 0.34644469583341
1224 => 0.38369966846611
1225 => 0.36968284918388
1226 => 0.3642551130972
1227 => 0.35393698282877
1228 => 0.3676852787815
1229 => 0.36662962415916
1230 => 0.3618555536118
1231 => 0.35896818084874
]
'min_raw' => 0.26965017332372
'max_raw' => 0.69189146826272
'avg_raw' => 0.48077082079322
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$0.26965'
'max' => '$0.691891'
'avg' => '$0.48077'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.16581753967555
'max_diff' => 0.40216622178786
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.0084640108182802
]
1 => [
'year' => 2028
'avg' => 0.014526699684066
]
2 => [
'year' => 2029
'avg' => 0.039684325353985
]
3 => [
'year' => 2030
'avg' => 0.030616397910929
]
4 => [
'year' => 2031
'avg' => 0.030069096996955
]
5 => [
'year' => 2032
'avg' => 0.052720590128754
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.0084640108182802
'min' => '$0.008464'
'max_raw' => 0.052720590128754
'max' => '$0.05272'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.052720590128754
]
1 => [
'year' => 2033
'avg' => 0.13560277900551
]
2 => [
'year' => 2034
'avg' => 0.085951558098308
]
3 => [
'year' => 2035
'avg' => 0.10138005988255
]
4 => [
'year' => 2036
'avg' => 0.19677894006152
]
5 => [
'year' => 2037
'avg' => 0.48077082079322
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.052720590128754
'min' => '$0.05272'
'max_raw' => 0.48077082079322
'max' => '$0.48077'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 0.48077082079322
]
]
]
]
'prediction_2025_max_price' => '$0.014471'
'last_price' => 0.01403235
'sma_50day_nextmonth' => '$0.011824'
'sma_200day_nextmonth' => '$0.017435'
'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' => '$0.012897'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.011896'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.010562'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.010244'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.0125066'
'daily_sma50_action' => 'BUY'
'daily_sma100' => '$0.014118'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.01800042'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.012979'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.012229'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.011283'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.011023'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$0.012165'
'daily_ema50_action' => 'BUY'
'daily_ema100' => '$0.014026'
'daily_ema100_action' => 'BUY'
'daily_ema200' => '$0.0159037'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.015845'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.015743'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '$0.017217'
'weekly_sma100_action' => 'SELL'
'weekly_sma200' => '—'
'weekly_sma200_action' => '—'
'weekly_ema3' => '$0.012613'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$0.012414'
'weekly_ema5_action' => 'BUY'
'weekly_ema10' => '$0.013109'
'weekly_ema10_action' => 'BUY'
'weekly_ema21' => '$0.014827'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.016286'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.014523'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$0.008782'
'weekly_ema200_action' => 'BUY'
'rsi_14' => '69.62'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 122.64
'stoch_rsi_14_action' => 'SELL'
'momentum_10' => 0
'momentum_10_action' => 'BUY'
'vwma_10' => '0.010860'
'vwma_10_action' => 'BUY'
'hma_9' => '0.013430'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 100
'stochastic_fast_14_action' => 'SELL'
'cci_20' => 268
'cci_20_action' => 'SELL'
'adx_14' => 26.68
'adx_14_action' => 'SELL'
'ao_5_34' => '0.000674'
'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' => 87.51
'ultimate_oscillator_action' => 'SELL'
'ichimoku_cloud' => '-0.001190'
'ichimoku_cloud_action' => 'SELL'
'sell_signals' => 10
'buy_signals' => 24
'sell_pct' => 29.41
'buy_pct' => 70.59
'overall_action' => 'bullish'
'overall_action_label' => 'Boğa'
'overall_action_dir' => 1
'last_updated' => 1767682781
'last_updated_date' => '6 Ocak 2026'
]
Non-Playable Coin için 2026 fiyat tahmini
Non-Playable Coin için 2026 fiyat tahmini, ortalama fiyatın alt sınırda $0.004848 ile üst sınırda $0.014471 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 $0.008464 ve üst sınırda $0.05272 fiyat aralığında bulunuyor. Piyasadaki fiyat dalgalanmaları göz önüne alındığında, Non-Playable Coin üst fiyat hedefine ulaşırsa, bugünün fiyatına kıyasla 2032 yılına kadar 275.71% artış gösterebilir.
| Non-Playable Coin Fiyat Tahmini | Potansiyel Düşük ($) | Ortalama Fiyat ($) | Potansiyel Yüksek ($) |
|---|---|---|---|
| 2027 | $0.004667 | $0.008464 | $0.01226 |
| 2028 | $0.008422 | $0.014526 | $0.02063 |
| 2029 | $0.0185028 | $0.039684 | $0.060865 |
| 2030 | $0.015735 | $0.030616 | $0.045496 |
| 2031 | $0.0186046 | $0.030069 | $0.041533 |
| 2032 | $0.028398 | $0.05272 | $0.077042 |
Non-Playable Coin fiyat tahmini 2032-2037
Non-Playable Coin için 2032-2037 fiyat tahmini, şu anda alt sınırda $0.05272 ve üst sınırda $0.48077 olarak tahmin edilmektedir. Mevcut fiyata kıyasla, Non-Playable Coin üst fiyat hedefine ulaşırsa, 2037 yılına kadar potansiyel olarak 3326.16% artış gösterebilir. Lütfen bu bilgilerin sadece genel amaçlar için olduğunu ve uzun vadeli yatırım tavsiyesi olarak değerlendirilmemesi gerektiğini unutmayın.
| Non-Playable Coin Fiyat Tahmini | Potansiyel Düşük ($) | Ortalama Fiyat ($) | Potansiyel Yüksek ($) |
|---|---|---|---|
| 2032 | $0.028398 | $0.05272 | $0.077042 |
| 2033 | $0.065992 | $0.1356027 | $0.205213 |
| 2034 | $0.053054 | $0.085951 | $0.118848 |
| 2035 | $0.062726 | $0.10138 | $0.140033 |
| 2036 | $0.103832 | $0.196778 | $0.289725 |
| 2037 | $0.26965 | $0.48077 | $0.691891 |
Non-Playable Coin Potansiyel fiyat histogramı
Teknik Analize Dayalı Non-Playable Coin Fiyat Tahmini
6 Ocak 2026 itibariyle, Non-Playable Coin için genel fiyat tahmini duyarlılığı Boğa, 24 teknik gösterge yükseliş sinyalleri gösterirken 10 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 $0.017435 seviyesine ulaşması bekleniyor. Non-Playable Coin için kısa vadeli 50 günlük SMA'nın 4 Şub 2026 tarihinde $0.011824 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 69.62 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 | $0.012897 | BUY |
| SMA 5 | $0.011896 | BUY |
| SMA 10 | $0.010562 | BUY |
| SMA 21 | $0.010244 | BUY |
| SMA 50 | $0.0125066 | BUY |
| SMA 100 | $0.014118 | SELL |
| SMA 200 | $0.01800042 | SELL |
Günlük Üstel Hareketli Ortalama (EMA)
| Dönem | Değer | İşlem |
|---|---|---|
| EMA 3 | $0.012979 | BUY |
| EMA 5 | $0.012229 | BUY |
| EMA 10 | $0.011283 | BUY |
| EMA 21 | $0.011023 | BUY |
| EMA 50 | $0.012165 | BUY |
| EMA 100 | $0.014026 | BUY |
| EMA 200 | $0.0159037 | SELL |
Haftalık Basit Hareketli Ortalama (SMA)
| Dönem | Değer | İşlem |
|---|---|---|
| SMA 21 | $0.015845 | SELL |
| SMA 50 | $0.015743 | SELL |
| SMA 100 | $0.017217 | SELL |
| SMA 200 | — | — |
Haftalık Üstel Hareketli Ortalama (EMA)
| Dönem | Değer | İşlem |
|---|---|---|
| EMA 21 | $0.014827 | SELL |
| EMA 50 | $0.016286 | SELL |
| EMA 100 | $0.014523 | SELL |
| EMA 200 | $0.008782 | 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) | 69.62 | NEUTRAL |
| Stoch RSI (14) | 122.64 | SELL |
| Hızlı Stokastik (14) | 100 | SELL |
| Emtia Kanal Endeksi (20) | 268 | SELL |
| Ortalama Yön Endeksi (14) | 26.68 | SELL |
| Harika Osilatör (5, 34) | 0.000674 | BUY |
| Momentum (10) | 0 | BUY |
| MACD (12, 26) | 0 | BUY |
| Williams Yüzde Aralığı (14) | -0 | SELL |
| Ultimate Osilatör (7, 14, 28) | 87.51 | SELL |
| VWMA (10) | 0.010860 | BUY |
| Hull Hareketli Ortalaması (9) | 0.013430 | 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 | $0.019717 | $0.0277067 | $0.038932 | $0.0547069 | $0.076872 | $0.108018 |
| Amazon.com hisseleri | $0.029279 | $0.061093 | $0.127474 | $0.265982 | $0.554988 | $1.15 |
| Apple hisseleri | $0.0199038 | $0.028232 | $0.040045 | $0.05680077 | $0.080567 | $0.114278 |
| Netflix hisseleri | $0.02214 | $0.034934 | $0.055121 | $0.086973 | $0.13723 | $0.216527 |
| Google hisseleri | $0.018171 | $0.023532 | $0.030474 | $0.039464 | $0.0511059 | $0.066182 |
| Tesla hisseleri | $0.03181 | $0.072111 | $0.163471 | $0.370577 | $0.84007 | $1.90 |
| Kodak hisseleri | $0.010522 | $0.00789 | $0.005917 | $0.004437 | $0.003327 | $0.002495 |
| Nokia hisseleri | $0.009295 | $0.006158 | $0.004079 | $0.0027024 | $0.00179 | $0.001185 |
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 $0.01403 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 | $0.014397 | $0.014771 | $0.015155 | $0.015549 |
| Non-Playable Coin, Bitcoin'in geçmiş yıllık ortama büyümesine göre %2 oranında büyüme gösterirse | $0.014761 | $0.015529 | $0.016336 | $0.017185 |
| Non-Playable Coin, Bitcoin'in geçmiş yıllık ortama büyümesine göre %5 oranında büyüme gösterirse | $0.015856 | $0.017916 | $0.020245 | $0.022876 |
| Non-Playable Coin, Bitcoin'in geçmiş yıllık ortama büyümesine göre %10 oranında büyüme gösterirse | $0.017679 | $0.022275 | $0.028065 | $0.03536 |
| Non-Playable Coin, Bitcoin'in geçmiş yıllık ortama büyümesine göre %20 oranında büyüme gösterirse | $0.021327 | $0.032414 | $0.049265 | $0.074877 |
| Non-Playable Coin, Bitcoin'in geçmiş yıllık ortama büyümesine göre %50 oranında büyüme gösterirse | $0.032269 | $0.0742092 | $0.170656 | $0.39245 |
| Non-Playable Coin, Bitcoin'in geçmiş yıllık ortama büyümesine göre %100 oranında büyüme gösterirse | $0.0505069 | $0.18179 | $0.654323 | $2.35 |
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 9.0388% oranında yükselmiştir, ve Non-Playable Coin son 30 günlük sürede -52.11% 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 $0.014471 seviyesine kadar yükselebilir gibi görünmektedir. Non-Playable Coin'ın uzun vadeli beş yıllık görünümüne bakıldığında, dijital para birimi $0.045496 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 $0.014152 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 $0.012402 seviyesine ulaşacaktır 5 Şubat 2026 itibariyle.
2026 yılında Non-Playable Coin fiyatı ne kadar yükselebilir?
Son Non-Playable Coin değer tahminimize göre, NPC fiyatı $0.004848 ve $0.014471 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 $0.045496 seviyesine kadar artış gösteren bir eğilimde görünmektedir. Non-Playable Coin'ın 2030 tahminine dayanarak, Non-Playable Coin değeri yaklaşık olarak $0.045496 seviyesine ulaşabilirken, en düşük zirve yaklaşık $0.015735 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 $0.014471 seviyesine ulaşacaktır. Fiyat, 2026 yılı boyunca $0.014471 ve $0.004848 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 $0.01226 seviyesine ulaşacaktır. Fiyat, 2027 yılı boyunca $0.01226 ve $0.004667 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 $0.02063 seviyesine ulaşacaktır. Fiyat, yıl boyunca $0.02063 ve $0.008422 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 $0.060865 seviyesine ulaşacaktır. Fiyat aralığı $0.060865 ve $0.0185028 arasında olacaktır.
2030 yılında Non-Playable Coin ne kadar olacak?
Yeni deneysel simülasyona göre, NPC'ın değeri 224.23% oranında artacaktır, $0.045496 seviyesine ulaşacaktır. Fiyat 2030 yılı boyunca $0.045496 ve $0.015735 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 $0.041533 seviyesine ulaşacaktır. Yıl boyunca fiyat $0.041533 ve $0.0186046 arasında olacaktır.
2032 yılında Non-Playable Coin ne kadar olacak?
Non-Playable Coin fiyatı 449.04% oranında artacaktır, 2032 yılında $0.077042 seviyesine ulaşabilir. Fiyat $0.077042 ve $0.028398 arasında olacaktır.
2033 yılında Non-Playable Coin ne kadar olacak?
NPC'ın değeri 1362.43% oranında artacaktır, ve 2033 yılı için $0.205213 seviyesine ulaşacaktır. Fiyat aralığı $0.205213 ve $0.065992 arasında olacaktır.
2034 yılında Non-Playable Coin ne kadar olacak?
Yeni simülasyon sonuçlarına göre, NPC'ın değeri 746.96% oranında artacaktır, ve $0.118848 seviyesine ulaşacaktır. Yıl boyunca fiyat aralığı $0.118848 ve $0.053054 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 $0.140033 seviyesine ulaşacaktır. Yıl boyunca fiyat $0.140033 ve $0.062726 arasında olacaktır.
2036 yılında Non-Playable Coin ne kadar olacak?
NPC'ın değeri 2036 yılında 1964.7% oranında artacaktır, ve $0.289725 seviyesine ulaşacaktır. Fiyat $0.289725 ve $0.103832 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 $0.691891 seviyesine ulaşacaktır. Fiyat 2037 yılı boyunca $0.691891 ve $0.26965 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 TahminiCompound 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
Non-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


