Mu Coin Geleceği Fiyat Tahmini - MU
2026 yılına kadar Mu Coin fiyat tahmini $0.011172 olacak
| Yıl | Min. fiyat | Max. fiyat |
|---|---|---|
| 2026 | $0.003742 | $0.011172 |
| 2027 | $0.0036031 | $0.009465 |
| 2028 | $0.0065026 | $0.015927 |
| 2029 | $0.014284 | $0.046989 |
| 2030 | $0.012148 | $0.035124 |
| 2031 | $0.014363 | $0.032064 |
| 2032 | $0.021924 | $0.059478 |
| 2033 | $0.050946 | $0.158427 |
| 2034 | $0.040958 | $0.091752 |
| 2035 | $0.048426 | $0.1081077 |
Yatırım Kârı Hesaplayıcı
Bugün Mu 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.
Mu Coin için uzun vadeli fiyat tahmini: 2027, 2028, 2029, 2030, 2031, 2032 ve 2037
[
'name' => 'Mu Coin'
'name_with_ticker' => 'Mu Coin <small>MU</small>'
'name_lang' => 'Mu Coin'
'name_lang_with_ticker' => 'Mu Coin <small>MU</small>'
'name_with_lang' => 'Mu Coin'
'name_with_lang_with_ticker' => 'Mu Coin <small>MU</small>'
'image' => '/uploads/coins/mu-coin.png?1717131381'
'price_for_sd' => 0.01083
'ticker' => 'MU'
'marketcap' => '$10.82K'
'low24h' => '$0.01081'
'high24h' => '$0.01091'
'volume24h' => '$5.8'
'current_supply' => '1M'
'max_supply' => '1M'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.01083'
'change_24h_pct' => '-0.1212%'
'ath_price' => '$3.26'
'ath_days' => 1365
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '12 Nis 2022'
'ath_pct' => '-99.67%'
'fdv' => '$10.82K'
'new_prediction' => true
'change_24h_pct_is_increased' => false
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$0.53415'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.010925'
'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' => '$0.009574'
'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' => '$0.003742'
'current_year_max_price_prediction' => '$0.011172'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.012148'
'grand_prediction_max_price' => '$0.035124'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.011038463062747
107 => 0.011079676676862
108 => 0.01117253305388
109 => 0.010379085478916
110 => 0.010735320145678
111 => 0.010944574637726
112 => 0.009999155229909
113 => 0.010925886735789
114 => 0.010365273321898
115 => 0.010174992709092
116 => 0.01043118048667
117 => 0.010331343860597
118 => 0.010245510192103
119 => 0.010197613530274
120 => 0.010385729559714
121 => 0.010376953722093
122 => 0.010069159386181
123 => 0.009667654222286
124 => 0.009802412534247
125 => 0.0097534535761457
126 => 0.0095760199961551
127 => 0.0096955888056566
128 => 0.0091690682810018
129 => 0.0082632170844887
130 => 0.0088616501318778
131 => 0.0088386111105232
201 => 0.0088269937912198
202 => 0.0092766996868581
203 => 0.0092334708414728
204 => 0.0091550100638002
205 => 0.0095745790024435
206 => 0.0094214306958401
207 => 0.0098933976905126
208 => 0.010204265678115
209 => 0.010125419500933
210 => 0.010417792345829
211 => 0.0098055170935811
212 => 0.010008890372158
213 => 0.01005080532301
214 => 0.0095694015868686
215 => 0.009240543615198
216 => 0.0092186125377429
217 => 0.008648418134286
218 => 0.0089530113821642
219 => 0.0092210408353721
220 => 0.0090926755272113
221 => 0.0090520389054521
222 => 0.0092596425930119
223 => 0.0092757751775407
224 => 0.0089079505406308
225 => 0.0089844329301357
226 => 0.0093033772085106
227 => 0.0089763963526474
228 => 0.0083411259617247
301 => 0.0081835701214756
302 => 0.0081625492680561
303 => 0.0077352453333892
304 => 0.0081940987561036
305 => 0.0079937969405815
306 => 0.0086265479758315
307 => 0.0082651239780086
308 => 0.0082495437118314
309 => 0.0082259918543765
310 => 0.0078581937061055
311 => 0.0079387181257851
312 => 0.0082063935610157
313 => 0.0083019031718856
314 => 0.0082919407369847
315 => 0.0082050818053532
316 => 0.0082448453794644
317 => 0.0081167530527047
318 => 0.0080715209861146
319 => 0.0079287561418963
320 => 0.0077189312606901
321 => 0.0077481086973526
322 => 0.0073323907040164
323 => 0.0071058854774231
324 => 0.0070431918159929
325 => 0.0069593552317801
326 => 0.0070526613812604
327 => 0.0073312130271735
328 => 0.006995220644174
329 => 0.0064191852706466
330 => 0.0064538059781121
331 => 0.0065315884288068
401 => 0.0063866413465196
402 => 0.0062494610976213
403 => 0.006368728194253
404 => 0.0061246544127493
405 => 0.0065610835792253
406 => 0.0065492793933507
407 => 0.0067119531980143
408 => 0.006813676466473
409 => 0.006579237265975
410 => 0.0065202764410407
411 => 0.0065538632065434
412 => 0.0059987487882296
413 => 0.0066665885070284
414 => 0.0066723640126492
415 => 0.0066229106271126
416 => 0.0069785146601349
417 => 0.0077289500854913
418 => 0.0074466060922771
419 => 0.0073372739642123
420 => 0.0071294335088396
421 => 0.0074063685752785
422 => 0.0073851042830361
423 => 0.0072889390892722
424 => 0.0072307780800301
425 => 0.0073379415228725
426 => 0.0072174993435366
427 => 0.0071958646185982
428 => 0.0070647817242839
429 => 0.0070179910949054
430 => 0.0069833491757021
501 => 0.006945211826504
502 => 0.0070293333155997
503 => 0.0068387029542054
504 => 0.0066088214260887
505 => 0.0065897092643784
506 => 0.006642479623219
507 => 0.0066191326677232
508 => 0.0065895974881377
509 => 0.0065332067868814
510 => 0.0065164768704154
511 => 0.0065708409827284
512 => 0.0065094670695517
513 => 0.006600027621654
514 => 0.0065754001624261
515 => 0.0064378331771355
516 => 0.0062663737796423
517 => 0.0062648474313563
518 => 0.0062279067854162
519 => 0.0061808573187481
520 => 0.006167769233467
521 => 0.0063586838520377
522 => 0.0067538713988853
523 => 0.0066762866274026
524 => 0.006732349576006
525 => 0.0070081237955953
526 => 0.0070957841271827
527 => 0.0070335649001707
528 => 0.006948395384722
529 => 0.0069521424111591
530 => 0.0072431924280131
531 => 0.0072613448605551
601 => 0.0073072102013919
602 => 0.0073661601259111
603 => 0.007043604327223
604 => 0.0069369500620479
605 => 0.0068864113542545
606 => 0.0067307716951924
607 => 0.006898615723955
608 => 0.006800820196193
609 => 0.006814016154059
610 => 0.0068054222691874
611 => 0.0068101151114433
612 => 0.0065609615883788
613 => 0.0066517400370598
614 => 0.0065008032593579
615 => 0.0062987158574635
616 => 0.0062980383896314
617 => 0.006347498994948
618 => 0.006318077891512
619 => 0.0062389064586514
620 => 0.0062501523870106
621 => 0.0061516262210619
622 => 0.0062621152474306
623 => 0.0062652836773581
624 => 0.0062227393838282
625 => 0.0063929629734967
626 => 0.006462703717073
627 => 0.0064347001516846
628 => 0.0064607389122736
629 => 0.0066795106249319
630 => 0.0067151799597742
701 => 0.0067310219221272
702 => 0.006709795791232
703 => 0.0064647376575761
704 => 0.0064756070278714
705 => 0.0063958548005851
706 => 0.0063284725726108
707 => 0.0063311675083565
708 => 0.0063658107326118
709 => 0.0065170997247328
710 => 0.0068354784896782
711 => 0.006847560731076
712 => 0.0068622047601141
713 => 0.0068026401345171
714 => 0.0067846748734804
715 => 0.0068083756900152
716 => 0.0069279420145685
717 => 0.00723549906326
718 => 0.0071267878612078
719 => 0.0070384039617487
720 => 0.0071159404697026
721 => 0.0071040043320543
722 => 0.0070032513181986
723 => 0.0070004235166681
724 => 0.006807046270392
725 => 0.0067355591054306
726 => 0.0066758190796673
727 => 0.0066105845310866
728 => 0.0065719113040062
729 => 0.0066313309574692
730 => 0.0066449209352488
731 => 0.0065149988244742
801 => 0.0064972909208543
802 => 0.0066033881210764
803 => 0.006556698698961
804 => 0.0066047199274486
805 => 0.0066158612643763
806 => 0.0066140672525242
807 => 0.0065653181335897
808 => 0.0065963893682789
809 => 0.006522896635458
810 => 0.0064429843267669
811 => 0.0063920052525347
812 => 0.0063475192488742
813 => 0.0063722026692468
814 => 0.0062842107826331
815 => 0.0062560604071786
816 => 0.0065858631330911
817 => 0.0068294919526994
818 => 0.0068259494931747
819 => 0.0068043856818647
820 => 0.0067723462323173
821 => 0.0069255981292727
822 => 0.0068722082327418
823 => 0.0069110538433432
824 => 0.0069209416815863
825 => 0.0069508691899221
826 => 0.0069615657017959
827 => 0.0069292334137082
828 => 0.0068207223058294
829 => 0.0065503229419222
830 => 0.0064244513080943
831 => 0.0063829115723732
901 => 0.0063844214628715
902 => 0.0063427719424811
903 => 0.0063550395928366
904 => 0.0063385057543269
905 => 0.0063071946641545
906 => 0.006370269297661
907 => 0.0063775380615917
908 => 0.0063628156884456
909 => 0.0063662833402792
910 => 0.0062443883786369
911 => 0.0062536557878286
912 => 0.0062020536758037
913 => 0.0061923789018717
914 => 0.0060619332561826
915 => 0.0058308298864455
916 => 0.0059588835870268
917 => 0.0058042127237997
918 => 0.0057456365242496
919 => 0.0060229271424517
920 => 0.0059950948552288
921 => 0.0059474580779075
922 => 0.0058769933558751
923 => 0.0058508573050366
924 => 0.0056920629338096
925 => 0.0056826805152225
926 => 0.0057613832934112
927 => 0.0057250646692744
928 => 0.0056740595660476
929 => 0.0054893242524648
930 => 0.0052816205962373
1001 => 0.0052878898640402
1002 => 0.0053539565326222
1003 => 0.0055460542818287
1004 => 0.0054709983678889
1005 => 0.0054165444411582
1006 => 0.0054063468575606
1007 => 0.0055339909663723
1008 => 0.0057146341226083
1009 => 0.0057993878498514
1010 => 0.0057153994801625
1011 => 0.0056189181633187
1012 => 0.0056247905340236
1013 => 0.0056638567854549
1014 => 0.0056679620961133
1015 => 0.0056051626772877
1016 => 0.0056228403458374
1017 => 0.0055959863508305
1018 => 0.0054311834330416
1019 => 0.0054282026708545
1020 => 0.0053877573770231
1021 => 0.0053865327095999
1022 => 0.0053177251752413
1023 => 0.0053080985255405
1024 => 0.0051714769897526
1025 => 0.0052614016983363
1026 => 0.0052010849250775
1027 => 0.005110173320488
1028 => 0.0050945001255901
1029 => 0.0050940289704255
1030 => 0.0051873748608761
1031 => 0.0052603108972577
1101 => 0.0052021341611722
1102 => 0.0051888884460741
1103 => 0.0053303180297047
1104 => 0.0053123198260284
1105 => 0.0052967334977207
1106 => 0.0056984595092789
1107 => 0.005380462024059
1108 => 0.0052417969698412
1109 => 0.0050701726334672
1110 => 0.0051260543827956
1111 => 0.0051378294884528
1112 => 0.004725103897085
1113 => 0.0045576611760688
1114 => 0.0045002011441618
1115 => 0.0044671320834338
1116 => 0.0044822020696627
1117 => 0.0043314839816758
1118 => 0.0044327690294501
1119 => 0.0043022599051362
1120 => 0.0042803796257316
1121 => 0.0045137461069828
1122 => 0.0045462176895417
1123 => 0.0044076838302155
1124 => 0.0044966449944975
1125 => 0.0044643864396762
1126 => 0.0043044971094887
1127 => 0.0042983905131418
1128 => 0.0042181636676355
1129 => 0.0040926241893965
1130 => 0.0040352492791673
1201 => 0.0040053679277682
1202 => 0.0040176975557314
1203 => 0.0040114633185403
1204 => 0.0039707807038683
1205 => 0.004013795198392
1206 => 0.0039039109397001
1207 => 0.0038601541424914
1208 => 0.0038403902123422
1209 => 0.0037428616080513
1210 => 0.0038980729886454
1211 => 0.0039286515859238
1212 => 0.0039592904324852
1213 => 0.0042259806737727
1214 => 0.0042126575829767
1215 => 0.0043330918351635
1216 => 0.0043284119815879
1217 => 0.0042940621819587
1218 => 0.0041491460275909
1219 => 0.0042069070238398
1220 => 0.0040291276554374
1221 => 0.0041623320460665
1222 => 0.0041015431249317
1223 => 0.0041417792506827
1224 => 0.0040694310686373
1225 => 0.0041094715397644
1226 => 0.0039359029057297
1227 => 0.0037738269574448
1228 => 0.0038390510503265
1229 => 0.0039099570985688
1230 => 0.004063699477683
1231 => 0.0039721317850297
]
'min_raw' => 0.0037428616080513
'max_raw' => 0.01117253305388
'avg_raw' => 0.0074576973309657
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.003742'
'max' => '$0.011172'
'avg' => '$0.007457'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.0070903183919487
'max_diff' => 0.00033935305388014
'year' => 2026
]
1 => [
'items' => [
101 => 0.0040050629898656
102 => 0.0038947489662823
103 => 0.0036671396259868
104 => 0.0036684278701346
105 => 0.0036334151318692
106 => 0.0036031590140643
107 => 0.0039826494360358
108 => 0.0039354538032078
109 => 0.0038602537391082
110 => 0.0039609120132373
111 => 0.0039875276585787
112 => 0.0039882853685844
113 => 0.0040617230470228
114 => 0.0041009167491699
115 => 0.0041078248090485
116 => 0.0042233805827975
117 => 0.0042621133539407
118 => 0.0044216481566124
119 => 0.0040975914373739
120 => 0.0040909177024926
121 => 0.0039623284815787
122 => 0.0038807751647599
123 => 0.0039679125069532
124 => 0.004045104296703
125 => 0.0039647270456575
126 => 0.0039752226177876
127 => 0.0038673227253217
128 => 0.0039058918597165
129 => 0.0039391127940807
130 => 0.003920770146761
131 => 0.0038933103159293
201 => 0.0040387754502271
202 => 0.0040305677372675
203 => 0.0041660282145546
204 => 0.0042716293434715
205 => 0.0044608854449503
206 => 0.0042633868369134
207 => 0.0042561892026507
208 => 0.0043265472321057
209 => 0.004262102582493
210 => 0.0043028293764945
211 => 0.0044543237288029
212 => 0.0044575245657455
213 => 0.0044039064229114
214 => 0.0044006437540472
215 => 0.0044109417048967
216 => 0.0044712571246727
217 => 0.0044501810636973
218 => 0.0044745708150386
219 => 0.0045050705725601
220 => 0.004631230501298
221 => 0.0046616472330043
222 => 0.0045877503442253
223 => 0.0045944224058936
224 => 0.0045667829409753
225 => 0.0045400835641857
226 => 0.0046000998640779
227 => 0.0047097808317542
228 => 0.0047090985121467
301 => 0.0047345423647543
302 => 0.0047503936741405
303 => 0.0046823482503871
304 => 0.0046380531816232
305 => 0.0046550387295557
306 => 0.004682198990597
307 => 0.0046462310229569
308 => 0.0044242200646991
309 => 0.0044915640073196
310 => 0.004480354682317
311 => 0.0044643912404128
312 => 0.004532106095473
313 => 0.004525574832511
314 => 0.0043299381498391
315 => 0.0043424621755221
316 => 0.0043306997773218
317 => 0.0043687064922673
318 => 0.0042600500951585
319 => 0.0042934720710972
320 => 0.0043144340210943
321 => 0.00432678077068
322 => 0.0043713856964287
323 => 0.0043661518232202
324 => 0.0043710603515213
325 => 0.0044371976811428
326 => 0.0047716975987777
327 => 0.0047899036912621
328 => 0.0047002502333034
329 => 0.0047360650214216
330 => 0.0046673084600678
331 => 0.0047134652003336
401 => 0.0047450444697693
402 => 0.0046023438235335
403 => 0.004593894017383
404 => 0.0045248536732424
405 => 0.0045619520435386
406 => 0.0045029258689301
407 => 0.0045174088275311
408 => 0.0044769132126811
409 => 0.0045497972568146
410 => 0.0046312929431912
411 => 0.0046518819719321
412 => 0.004597721101449
413 => 0.0045585050618439
414 => 0.0044896546148638
415 => 0.0046041544426239
416 => 0.00463763768158
417 => 0.0046039785694239
418 => 0.0045961790176712
419 => 0.0045813988811934
420 => 0.0045993146934952
421 => 0.0046374553246697
422 => 0.0046194689073547
423 => 0.0046313492528712
424 => 0.0045860736267215
425 => 0.0046823707762537
426 => 0.004835313824882
427 => 0.0048358055617921
428 => 0.0048178190475235
429 => 0.0048104593534097
430 => 0.0048289146085622
501 => 0.0048389258274082
502 => 0.0048986067384562
503 => 0.0049626467338032
504 => 0.0052614934492483
505 => 0.0051775784874058
506 => 0.0054427330718194
507 => 0.0056524359220769
508 => 0.0057153166376749
509 => 0.0056574693380911
510 => 0.0054595768510645
511 => 0.005449867301555
512 => 0.0057456022252257
513 => 0.0056620435637711
514 => 0.0056521045268725
515 => 0.0055463699665397
516 => 0.0056088721871765
517 => 0.0055952020346709
518 => 0.0055736230301742
519 => 0.0056928729132068
520 => 0.0059160980487332
521 => 0.0058813063179693
522 => 0.0058553359048961
523 => 0.0057415411146826
524 => 0.0058100709953776
525 => 0.0057856688174655
526 => 0.0058905160597807
527 => 0.005828406876084
528 => 0.0056614105247284
529 => 0.0056880052441089
530 => 0.0056839855057757
531 => 0.0057667114358317
601 => 0.0057418791650127
602 => 0.0056791366063546
603 => 0.0059153350894876
604 => 0.005899997673798
605 => 0.0059217426226246
606 => 0.0059313154215829
607 => 0.0060750852759819
608 => 0.0061339831852069
609 => 0.006147354041754
610 => 0.0062033025001901
611 => 0.0061459619931403
612 => 0.0063753649044281
613 => 0.0065279044544035
614 => 0.0067050869913133
615 => 0.0069639982999149
616 => 0.0070613513470126
617 => 0.0070437653904278
618 => 0.0072400689896956
619 => 0.0075928221939959
620 => 0.007115066898617
621 => 0.0076181443847315
622 => 0.0074588758609365
623 => 0.007081253056137
624 => 0.0070569385993883
625 => 0.0073126691470895
626 => 0.0078798548887375
627 => 0.0077377812934221
628 => 0.007880087270243
629 => 0.0077140797892544
630 => 0.0077058361186025
701 => 0.007872024657427
702 => 0.0082603332368563
703 => 0.0080758623862989
704 => 0.0078113781879166
705 => 0.0080066692041722
706 => 0.0078374900525612
707 => 0.0074562820737188
708 => 0.0077376726524213
709 => 0.0075495147859853
710 => 0.0076044292544336
711 => 0.0079999091033119
712 => 0.007952323921585
713 => 0.0080139035530088
714 => 0.0079052171153653
715 => 0.0078036868443282
716 => 0.0076141730537005
717 => 0.0075580673632126
718 => 0.0075735729575922
719 => 0.0075580596794101
720 => 0.0074520284552755
721 => 0.0074291310225189
722 => 0.0073909676314318
723 => 0.0074027960621195
724 => 0.0073310377217819
725 => 0.0074664605360286
726 => 0.0074915962036946
727 => 0.0075901456345778
728 => 0.0076003773634173
729 => 0.0078748361256639
730 => 0.0077236688515106
731 => 0.0078250849101672
801 => 0.007816013303316
802 => 0.0070894372873695
803 => 0.0071895530517325
804 => 0.0073453017630237
805 => 0.0072751371796994
806 => 0.0071759408748628
807 => 0.0070958345401378
808 => 0.0069744652517363
809 => 0.0071452901944707
810 => 0.0073699068289591
811 => 0.0076060740119419
812 => 0.0078898134080088
813 => 0.0078264860778973
814 => 0.0076007697012974
815 => 0.0076108951730657
816 => 0.0076734868553114
817 => 0.0075924249397493
818 => 0.0075685181983334
819 => 0.0076702024361539
820 => 0.0076709026796151
821 => 0.0075776311491011
822 => 0.0074739769114446
823 => 0.0074735425964041
824 => 0.0074550983259943
825 => 0.0077173609839862
826 => 0.0078615789281362
827 => 0.0078781132830142
828 => 0.0078604660343141
829 => 0.0078672577599445
830 => 0.0077833405158691
831 => 0.0079751504509397
901 => 0.008151174215397
902 => 0.0081039960863232
903 => 0.0080332693640754
904 => 0.0079769321231445
905 => 0.0080907248227832
906 => 0.0080856578129946
907 => 0.0081496368013742
908 => 0.0081467343449008
909 => 0.0081252206174802
910 => 0.0081039968546462
911 => 0.0081881466752576
912 => 0.0081639128783263
913 => 0.0081396414396148
914 => 0.0080909613535075
915 => 0.0080975777857001
916 => 0.008026863275418
917 => 0.0079941475072857
918 => 0.0075021808506795
919 => 0.0073707112845601
920 => 0.0074120742863711
921 => 0.0074256920605571
922 => 0.0073684763368991
923 => 0.0074505089871112
924 => 0.0074377242854697
925 => 0.0074874620807564
926 => 0.0074563880656253
927 => 0.0074576633540454
928 => 0.0075490454068674
929 => 0.0075755740055686
930 => 0.0075620813461571
1001 => 0.0075715311423076
1002 => 0.0077892977060868
1003 => 0.0077583382645001
1004 => 0.0077418916782017
1005 => 0.0077464474950043
1006 => 0.0078020915210177
1007 => 0.0078176688102502
1008 => 0.0077516667411752
1009 => 0.0077827936985044
1010 => 0.0079153283322131
1011 => 0.0079617079532005
1012 => 0.0081097294399113
1013 => 0.0080468472814844
1014 => 0.008162270204753
1015 => 0.0085170409203065
1016 => 0.0088004563161569
1017 => 0.0085398158054963
1018 => 0.0090602720872425
1019 => 0.0094655219576014
1020 => 0.009449967792598
1021 => 0.0093793031041026
1022 => 0.0089179369008243
1023 => 0.008493380841985
1024 => 0.0088485400128065
1025 => 0.0088494453865721
1026 => 0.0088189368988234
1027 => 0.0086294513016146
1028 => 0.0088123432107744
1029 => 0.0088268605063576
1030 => 0.0088187346812915
1031 => 0.008673456518184
1101 => 0.0084516436150114
1102 => 0.0084949853253463
1103 => 0.0085659799310217
1104 => 0.0084315723314519
1105 => 0.0083886209593457
1106 => 0.008468475731924
1107 => 0.008725784447574
1108 => 0.0086771417253682
1109 => 0.0086758714673108
1110 => 0.0088839856606313
1111 => 0.0087350208120677
1112 => 0.008495532003113
1113 => 0.0084350579203826
1114 => 0.0082204156669132
1115 => 0.008368669835914
1116 => 0.0083740052395245
1117 => 0.0082928079462836
1118 => 0.0085021207159556
1119 => 0.0085001918619343
1120 => 0.0086989031846435
1121 => 0.009078764601099
1122 => 0.0089664208884081
1123 => 0.0088357773735097
1124 => 0.0088499819459309
1125 => 0.0090057710455193
1126 => 0.0089115773995889
1127 => 0.0089454500914069
1128 => 0.0090057197751433
1129 => 0.0090420819717536
1130 => 0.0088447499854211
1201 => 0.008798742459927
1202 => 0.0087046272092132
1203 => 0.0086800742970463
1204 => 0.0087567292049736
1205 => 0.0087365333449926
1206 => 0.0083735568195107
1207 => 0.0083356237530156
1208 => 0.008336787106009
1209 => 0.0082414026066879
1210 => 0.0080959183503203
1211 => 0.0084782422896408
1212 => 0.0084475363266932
1213 => 0.0084136393200519
1214 => 0.0084177915099518
1215 => 0.0085837453738503
1216 => 0.0084874837519182
1217 => 0.0087434110507942
1218 => 0.0086908000920241
1219 => 0.0086368398606809
1220 => 0.0086293809130404
1221 => 0.0086086108276438
1222 => 0.0085373824766107
1223 => 0.0084513699625778
1224 => 0.008394577050537
1225 => 0.0077435535934564
1226 => 0.0078643797602613
1227 => 0.0080033792515188
1228 => 0.0080513613188953
1229 => 0.0079692846723897
1230 => 0.0085406233628778
1231 => 0.0086450124471865
]
'min_raw' => 0.0036031590140643
'max_raw' => 0.0094655219576014
'avg_raw' => 0.0065343404858329
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.0036031'
'max' => '$0.009465'
'avg' => '$0.006534'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.00013970259398692
'max_diff' => -0.0017070110962788
'year' => 2027
]
2 => [
'items' => [
101 => 0.0083288111016838
102 => 0.0082696627403561
103 => 0.0085445011195993
104 => 0.0083787399792902
105 => 0.0084533822106217
106 => 0.0082920465336007
107 => 0.0086198681736458
108 => 0.0086173707220001
109 => 0.008489840699835
110 => 0.008597628201281
111 => 0.0085788974703846
112 => 0.0084349163894528
113 => 0.0086244326307257
114 => 0.008624526628417
115 => 0.0085017817548248
116 => 0.0083584426147772
117 => 0.008332816962056
118 => 0.0083135114750527
119 => 0.0084486342442667
120 => 0.0085697848966261
121 => 0.0087952162248732
122 => 0.0088518950169107
123 => 0.0090731161155541
124 => 0.0089413897223718
125 => 0.0089997823263271
126 => 0.0090631757580588
127 => 0.0090935689004472
128 => 0.0090440449059112
129 => 0.0093876923303414
130 => 0.0094167067020483
131 => 0.0094264349699083
201 => 0.0093105589919009
202 => 0.0094134839814818
203 => 0.0093653287873743
204 => 0.0094906152245438
205 => 0.0095102617376296
206 => 0.0094936218399909
207 => 0.0094998579533435
208 => 0.0092066155001522
209 => 0.009191409331977
210 => 0.0089840721499285
211 => 0.0090685635841723
212 => 0.0089106108976333
213 => 0.0089606993216278
214 => 0.0089827778216645
215 => 0.0089712452661892
216 => 0.0090733406030946
217 => 0.0089865387100256
218 => 0.0087574542426643
219 => 0.008528307361393
220 => 0.0085254306089576
221 => 0.0084651002798973
222 => 0.0084214925020376
223 => 0.0084298929071225
224 => 0.0084594970303234
225 => 0.0084197718565798
226 => 0.0084282492365155
227 => 0.0085690302279336
228 => 0.0085972628517585
229 => 0.0085013173648035
301 => 0.0081160823898117
302 => 0.0080215447606599
303 => 0.0080894965337315
304 => 0.0080570199628579
305 => 0.006502643934652
306 => 0.0068678215260935
307 => 0.0066508454015182
308 => 0.006750837982314
309 => 0.0065293615448177
310 => 0.0066350617093656
311 => 0.0066155427485255
312 => 0.0072027375091729
313 => 0.0071935692706454
314 => 0.0071979576212561
315 => 0.0069884902128188
316 => 0.0073221774821193
317 => 0.0074865638299829
318 => 0.0074561402919943
319 => 0.0074637972410566
320 => 0.00733222548748
321 => 0.0071992315234323
322 => 0.0070517207496792
323 => 0.0073257775344299
324 => 0.0072953070982709
325 => 0.0073651953159026
326 => 0.007542940730797
327 => 0.0075691144183293
328 => 0.0076042921198002
329 => 0.0075916834179422
330 => 0.0078920738500626
331 => 0.0078556945866929
401 => 0.0079433581443855
402 => 0.0077630275551618
403 => 0.0075589663763186
404 => 0.0075977517351541
405 => 0.0075940163932061
406 => 0.0075464612029819
407 => 0.0075035305035837
408 => 0.0074320629847352
409 => 0.0076581967895744
410 => 0.0076490161700668
411 => 0.0077976397285929
412 => 0.0077713690709712
413 => 0.007595927189853
414 => 0.0076021931309593
415 => 0.0076443345962079
416 => 0.0077901866885963
417 => 0.0078334855199848
418 => 0.0078134277761256
419 => 0.0078609029680764
420 => 0.0078984254240748
421 => 0.0078656152108439
422 => 0.0083301386395772
423 => 0.0081372361255067
424 => 0.0082312554686576
425 => 0.008253678528005
426 => 0.0081962423329928
427 => 0.008208698187055
428 => 0.0082275654119422
429 => 0.0083421235068755
430 => 0.0086427570956323
501 => 0.0087759056656107
502 => 0.0091764897078254
503 => 0.0087648495303916
504 => 0.0087404245057991
505 => 0.0088125817882811
506 => 0.0090477670271883
507 => 0.0092383625734965
508 => 0.0093015941119277
509 => 0.0093099512035703
510 => 0.0094285777732206
511 => 0.0094965723106895
512 => 0.0094141733874765
513 => 0.0093443489275803
514 => 0.0090942463791633
515 => 0.0091231964301492
516 => 0.0093226335730578
517 => 0.0096043502842055
518 => 0.0098460925299982
519 => 0.0097614428210894
520 => 0.010407260346682
521 => 0.010471290516416
522 => 0.010462443617302
523 => 0.010608313872924
524 => 0.010318791121476
525 => 0.010195014535992
526 => 0.0093594457683512
527 => 0.0095942065096512
528 => 0.0099354450341457
529 => 0.0098902808358501
530 => 0.0096424642980302
531 => 0.009845904538932
601 => 0.0097786408331254
602 => 0.0097255871575819
603 => 0.0099686363302074
604 => 0.009701393780996
605 => 0.0099327790852874
606 => 0.0096360250391592
607 => 0.0097618294938294
608 => 0.0096904168008818
609 => 0.0097366295652293
610 => 0.0094664706891354
611 => 0.0096122418609397
612 => 0.0094604061291372
613 => 0.0094603341392307
614 => 0.0094569823570357
615 => 0.0096356164221586
616 => 0.0096414416726091
617 => 0.0095094308285821
618 => 0.0094904060035609
619 => 0.0095607507529789
620 => 0.0094783954747295
621 => 0.0095169289910844
622 => 0.0094795626156852
623 => 0.0094711506575265
624 => 0.0094041227437417
625 => 0.0093752452755123
626 => 0.0093865688748857
627 => 0.0093479155925086
628 => 0.009324625591726
629 => 0.0094523493896792
630 => 0.0093841117167961
701 => 0.0094418909876439
702 => 0.0093760442161876
703 => 0.0091477906182473
704 => 0.0090165195603339
705 => 0.0085853696729445
706 => 0.0087076432461683
707 => 0.0087887107517169
708 => 0.0087619179416167
709 => 0.0088194792651531
710 => 0.0088230130629245
711 => 0.0088042992898746
712 => 0.0087826311380656
713 => 0.0087720842800889
714 => 0.0088506919185683
715 => 0.0088963262985171
716 => 0.008796846960442
717 => 0.0087735403433949
718 => 0.0088741194465935
719 => 0.0089354726414421
720 => 0.0093884701608214
721 => 0.0093549106414231
722 => 0.0094391384493899
723 => 0.0094296556907939
724 => 0.0095179398520851
725 => 0.0096622471441258
726 => 0.0093688300704535
727 => 0.009419757128844
728 => 0.0094072709902042
729 => 0.0095435913778324
730 => 0.0095440169552027
731 => 0.0094622860731112
801 => 0.0095065937102251
802 => 0.0094818624027046
803 => 0.0095265552180309
804 => 0.0093544624335813
805 => 0.0095640528687728
806 => 0.0096828771398171
807 => 0.0096845270149358
808 => 0.009740848776363
809 => 0.0097980749479096
810 => 0.009907915600844
811 => 0.0097950115517154
812 => 0.0095919081583205
813 => 0.0096065715673037
814 => 0.0094874921220689
815 => 0.0094894938690568
816 => 0.0094788083867559
817 => 0.0095108763235064
818 => 0.0093614995423615
819 => 0.0093965579743262
820 => 0.0093474759642737
821 => 0.0094196504341397
822 => 0.0093420026354312
823 => 0.0094072649690101
824 => 0.0094354300287021
825 => 0.009539359705316
826 => 0.0093266521376927
827 => 0.0088929270082724
828 => 0.0089841012888855
829 => 0.0088492473662736
830 => 0.0088617286102364
831 => 0.0088869427094165
901 => 0.0088052155644338
902 => 0.0088208065281782
903 => 0.0088202495092413
904 => 0.0088154494209693
905 => 0.0087941890341072
906 => 0.0087633572669178
907 => 0.0088861815378829
908 => 0.0089070517749079
909 => 0.008953443726539
910 => 0.0090914747066318
911 => 0.0090776821567259
912 => 0.0091001783778699
913 => 0.0090510692534235
914 => 0.0088640066416711
915 => 0.0088741650414746
916 => 0.0087474896331473
917 => 0.0089502043515429
918 => 0.0089021988305233
919 => 0.0088712493588276
920 => 0.0088628045087305
921 => 0.0090011776409248
922 => 0.0090425810508105
923 => 0.0090167812242492
924 => 0.0089638650272709
925 => 0.0090654797687385
926 => 0.0090926675867735
927 => 0.0090987539365834
928 => 0.0092787957757699
929 => 0.0091088162753785
930 => 0.0091497320305737
1001 => 0.0094689450726886
1002 => 0.0091794628918791
1003 => 0.0093328080592769
1004 => 0.0093253026113025
1005 => 0.0094037488100256
1006 => 0.0093188677333342
1007 => 0.0093199199360089
1008 => 0.0093895748460692
1009 => 0.0092917570872187
1010 => 0.009267536034513
1011 => 0.0092340748236746
1012 => 0.0093071361533863
1013 => 0.0093509331162688
1014 => 0.0097039044717765
1015 => 0.0099319400648839
1016 => 0.0099220404383861
1017 => 0.010012504493252
1018 => 0.0099717496079794
1019 => 0.0098401413328371
1020 => 0.010064780610586
1021 => 0.0099936953437994
1022 => 0.0099995555268246
1023 => 0.0099993374105197
1024 => 0.010046602898551
1025 => 0.010013110968462
1026 => 0.0099470949363823
1027 => 0.0099909194593163
1028 => 0.010121062624877
1029 => 0.010525031004056
1030 => 0.010751097060914
1031 => 0.010511421543576
1101 => 0.010676746506053
1102 => 0.010577610439874
1103 => 0.010559594467607
1104 => 0.010663430761461
1105 => 0.010767448807002
1106 => 0.010760823307183
1107 => 0.010685311547506
1108 => 0.010642656870505
1109 => 0.010965652375125
1110 => 0.011203629960844
1111 => 0.01118740148492
1112 => 0.011259028699866
1113 => 0.011469328418293
1114 => 0.011488555588984
1115 => 0.011486133407409
1116 => 0.011438476858703
1117 => 0.011645544242364
1118 => 0.011818283496818
1119 => 0.011427445744608
1120 => 0.011576271644208
1121 => 0.011643084385409
1122 => 0.01174118531194
1123 => 0.011906698018621
1124 => 0.012086488718154
1125 => 0.012111913094373
1126 => 0.012093873282778
1127 => 0.011975296483402
1128 => 0.01217202561218
1129 => 0.012287264921953
1130 => 0.012355887293718
1201 => 0.01252990221084
1202 => 0.011643496998153
1203 => 0.011016055331415
1204 => 0.010918071254787
1205 => 0.011117325727644
1206 => 0.011169867543112
1207 => 0.011148688003179
1208 => 0.010442445362765
1209 => 0.010914353033445
1210 => 0.011422086007973
1211 => 0.011441590099332
1212 => 0.011695771842576
1213 => 0.011778543837438
1214 => 0.011983193457113
1215 => 0.011970392567682
1216 => 0.012020221493386
1217 => 0.012008766686284
1218 => 0.012387837012669
1219 => 0.01280600787516
1220 => 0.012791527947894
1221 => 0.012731410938837
1222 => 0.012820694948759
1223 => 0.013252292092763
1224 => 0.013212557543946
1225 => 0.013251156273541
1226 => 0.013760033630071
1227 => 0.014421646580519
1228 => 0.014114260940181
1229 => 0.014781199331878
1230 => 0.015201001696567
1231 => 0.01592700647792
]
'min_raw' => 0.006502643934652
'max_raw' => 0.01592700647792
'avg_raw' => 0.011214825206286
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.0065026'
'max' => '$0.015927'
'avg' => '$0.011214'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.0028994849205877
'max_diff' => 0.0064614845203189
'year' => 2028
]
3 => [
'items' => [
101 => 0.015836107103646
102 => 0.016118735437358
103 => 0.015673378252423
104 => 0.014650748134275
105 => 0.014488913003608
106 => 0.014812911033522
107 => 0.015609428574803
108 => 0.014787825861582
109 => 0.014954035020409
110 => 0.014906166771486
111 => 0.014903616075927
112 => 0.015000965750954
113 => 0.01485975496991
114 => 0.0142844368446
115 => 0.014548101751059
116 => 0.014446288068446
117 => 0.014559257940018
118 => 0.015168909744569
119 => 0.014899368149493
120 => 0.014615427974862
121 => 0.014971551965218
122 => 0.015425020182422
123 => 0.01539664295635
124 => 0.01534157927701
125 => 0.015651970354408
126 => 0.016164645478216
127 => 0.016303219504086
128 => 0.016405512016962
129 => 0.016419616426242
130 => 0.016564900607661
131 => 0.01578367094784
201 => 0.017023502481377
202 => 0.017237587137564
203 => 0.0171973480951
204 => 0.017435294180393
205 => 0.01736528440599
206 => 0.017263851227078
207 => 0.01764104638485
208 => 0.017208622574544
209 => 0.016594851416459
210 => 0.016258124420116
211 => 0.016701553691892
212 => 0.016972340474617
213 => 0.017151313312724
214 => 0.017205470385396
215 => 0.015844315582456
216 => 0.015110728636778
217 => 0.015580949458366
218 => 0.016154651313612
219 => 0.015780484005067
220 => 0.01579515065517
221 => 0.015261686402624
222 => 0.016201851062814
223 => 0.016064876979854
224 => 0.016775498764554
225 => 0.016605903172539
226 => 0.017185387651784
227 => 0.017032789967759
228 => 0.017666214422524
301 => 0.017918904586812
302 => 0.018343210700736
303 => 0.018655332005375
304 => 0.018838615605388
305 => 0.018827611945523
306 => 0.019553872880302
307 => 0.019125622180687
308 => 0.018587638371031
309 => 0.018577907941231
310 => 0.018856537379542
311 => 0.019440468243988
312 => 0.01959187302129
313 => 0.019676487636782
314 => 0.0195468974077
315 => 0.019082061966272
316 => 0.018881348379433
317 => 0.019052362170652
318 => 0.018843226999373
319 => 0.019204252977966
320 => 0.019700018757561
321 => 0.019597645084545
322 => 0.019939864924719
323 => 0.020294026456722
324 => 0.020800493353876
325 => 0.020932902555207
326 => 0.021151769929936
327 => 0.02137705635272
328 => 0.021449412280078
329 => 0.021587562196132
330 => 0.021586834077882
331 => 0.022003158148471
401 => 0.022462376490814
402 => 0.022635720784119
403 => 0.023034316428315
404 => 0.022351735356087
405 => 0.022869480940298
406 => 0.023336500417269
407 => 0.022779700543871
408 => 0.023547119451618
409 => 0.023576916588797
410 => 0.024026817983412
411 => 0.023570756729292
412 => 0.023299949012394
413 => 0.024081760744044
414 => 0.024460054814151
415 => 0.024346109561576
416 => 0.023478980563306
417 => 0.0229742742934
418 => 0.021653360634489
419 => 0.023218039922693
420 => 0.023980149561657
421 => 0.023477006883453
422 => 0.023730762784277
423 => 0.025115172698547
424 => 0.025642266359997
425 => 0.025532634563078
426 => 0.025551160532064
427 => 0.025835570704356
428 => 0.02709680203584
429 => 0.026341042986901
430 => 0.026918792462063
501 => 0.027225228700459
502 => 0.027509863756558
503 => 0.026810890018612
504 => 0.025901535455509
505 => 0.025613504693267
506 => 0.023426979259964
507 => 0.023313161115562
508 => 0.023249271542066
509 => 0.022846456818536
510 => 0.02252995478608
511 => 0.022278260618904
512 => 0.021617739961993
513 => 0.021840646293913
514 => 0.020787914228172
515 => 0.0214614148973
516 => 0.019781229101273
517 => 0.021180537759195
518 => 0.020418957675445
519 => 0.020930338219052
520 => 0.020928554060511
521 => 0.019986940346381
522 => 0.019443837207048
523 => 0.019789923665322
524 => 0.020160955820968
525 => 0.020221154539919
526 => 0.020702207414645
527 => 0.020836458931784
528 => 0.020429670567249
529 => 0.01974641098522
530 => 0.019905116602633
531 => 0.019440621042777
601 => 0.018626610440692
602 => 0.019211247066371
603 => 0.019410867715036
604 => 0.019499031565623
605 => 0.018698545628222
606 => 0.018447015567296
607 => 0.0183131030734
608 => 0.019643078302773
609 => 0.019715937348088
610 => 0.019343180171028
611 => 0.021028077957623
612 => 0.020646733696571
613 => 0.021072788667778
614 => 0.019890715731327
615 => 0.019935872509371
616 => 0.019376260237696
617 => 0.019689605716529
618 => 0.019468143231686
619 => 0.01966429049838
620 => 0.01978186036129
621 => 0.020341380806098
622 => 0.021186926583904
623 => 0.020257807110006
624 => 0.019852976449993
625 => 0.020104131114611
626 => 0.020772989083264
627 => 0.021786343143983
628 => 0.021186417144386
629 => 0.021452654115603
630 => 0.021510815049755
701 => 0.021068451828121
702 => 0.021802653706945
703 => 0.022196118458452
704 => 0.02259973187744
705 => 0.022950178100156
706 => 0.022438519802247
707 => 0.022986067524346
708 => 0.022544840715518
709 => 0.022149014654811
710 => 0.022149614959555
711 => 0.021901307489577
712 => 0.021420180477741
713 => 0.021331453274945
714 => 0.021793023388897
715 => 0.022163158909434
716 => 0.022193645043735
717 => 0.022398571086154
718 => 0.022519844207152
719 => 0.02370848565574
720 => 0.02418656707932
721 => 0.024771155994456
722 => 0.024998886322527
723 => 0.025684272964181
724 => 0.025130767586664
725 => 0.025011013216526
726 => 0.023348489412137
727 => 0.02362072759197
728 => 0.024056607184959
729 => 0.023355676906081
730 => 0.023800255836118
731 => 0.023888025134377
801 => 0.023331859563419
802 => 0.023628931625364
803 => 0.022839996304567
804 => 0.021204123217986
805 => 0.021804474901329
806 => 0.022246535816461
807 => 0.02161566038485
808 => 0.022746480177762
809 => 0.022085878599602
810 => 0.021876499613793
811 => 0.021059637541154
812 => 0.021445164995535
813 => 0.021966596397806
814 => 0.021644412414109
815 => 0.022312992556449
816 => 0.023259880341813
817 => 0.023934688965806
818 => 0.023986492392824
819 => 0.023552635656263
820 => 0.024247893845439
821 => 0.024252958042316
822 => 0.023468703964713
823 => 0.022988352708926
824 => 0.022879215892944
825 => 0.023151861056801
826 => 0.023482902618798
827 => 0.024004862895583
828 => 0.024320272559147
829 => 0.025142693681363
830 => 0.025365217256373
831 => 0.025609703200377
901 => 0.025936411818239
902 => 0.026328709280352
903 => 0.025470384766755
904 => 0.025504487599797
905 => 0.024705227697047
906 => 0.023851103865495
907 => 0.024499277385605
908 => 0.025346678040238
909 => 0.025152283393771
910 => 0.025130410024921
911 => 0.02516719496416
912 => 0.025020627749059
913 => 0.024357709667192
914 => 0.024024796356565
915 => 0.024454339462518
916 => 0.024682622506567
917 => 0.025036669599514
918 => 0.024993025822281
919 => 0.02590501311183
920 => 0.026259383795485
921 => 0.02616872061023
922 => 0.026185404818248
923 => 0.026826976014055
924 => 0.027540535132972
925 => 0.028208877410257
926 => 0.02888874388068
927 => 0.028069138314945
928 => 0.027652993154909
929 => 0.028082348735778
930 => 0.027854526620952
1001 => 0.029163660069174
1002 => 0.029254301628743
1003 => 0.030563340411716
1004 => 0.031805774094197
1005 => 0.031025423758743
1006 => 0.031761258977325
1007 => 0.032557124759748
1008 => 0.034092478978611
1009 => 0.033575425692111
1010 => 0.03317937097791
1011 => 0.032805101186712
1012 => 0.033583897208538
1013 => 0.034585805849048
1014 => 0.034801607374052
1015 => 0.035151288287086
1016 => 0.034783641563978
1017 => 0.035226431547003
1018 => 0.036789674758859
1019 => 0.036367272643886
1020 => 0.035767393736096
1021 => 0.037001424116382
1022 => 0.037448014913836
1023 => 0.040582423011784
1024 => 0.044539742711383
1025 => 0.042901386370587
1026 => 0.041884405720426
1027 => 0.042123420296317
1028 => 0.043568499486885
1029 => 0.044032613058375
1030 => 0.042770992381524
1031 => 0.043216618133086
1101 => 0.04567205983715
1102 => 0.046989325531379
1103 => 0.045200301786231
1104 => 0.040264456227077
1105 => 0.035713381203867
1106 => 0.036920531237602
1107 => 0.036783677886003
1108 => 0.039421743674429
1109 => 0.036357198493142
1110 => 0.03640879757453
1111 => 0.039101415769701
1112 => 0.038383071398392
1113 => 0.037219445515467
1114 => 0.035721876960558
1115 => 0.032953482978484
1116 => 0.030501439226183
1117 => 0.035310461696395
1118 => 0.03510308790284
1119 => 0.034802779918697
1120 => 0.035471082840689
1121 => 0.038716172128787
1122 => 0.038641362317367
1123 => 0.038165460465417
1124 => 0.038526427825715
1125 => 0.037156166191955
1126 => 0.037509313815252
1127 => 0.035712660290331
1128 => 0.036524822718475
1129 => 0.037216948896933
1130 => 0.037355903474362
1201 => 0.037668975232505
1202 => 0.034993811336774
1203 => 0.036194881387272
1204 => 0.036900397516894
1205 => 0.033712849976363
1206 => 0.036837389950765
1207 => 0.034947242685052
1208 => 0.03430569831401
1209 => 0.035169453292574
1210 => 0.034832847137398
1211 => 0.034543452931355
1212 => 0.034381965991959
1213 => 0.035016212319058
1214 => 0.034986623969811
1215 => 0.033948873876769
1216 => 0.032595171184501
1217 => 0.033049518241802
1218 => 0.032884449696358
1219 => 0.032286219993403
1220 => 0.032689354582665
1221 => 0.030914153873302
1222 => 0.027860013319747
1223 => 0.029877672120281
1224 => 0.029799994451251
1225 => 0.029760825848124
1226 => 0.031277040672732
1227 => 0.031131291602373
1228 => 0.030866755612494
1229 => 0.032281361582497
1230 => 0.031765011374311
1231 => 0.033356281048532
]
'min_raw' => 0.0142844368446
'max_raw' => 0.046989325531379
'avg_raw' => 0.03063688118799
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.014284'
'max' => '$0.046989'
'avg' => '$0.030636'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072434
'min_diff' => 0.0077817929099485
'max_diff' => 0.031062319053459
'year' => 2029
]
4 => [
'items' => [
101 => 0.034404394172844
102 => 0.034138558781611
103 => 0.035124314240997
104 => 0.03305998548035
105 => 0.033745672688142
106 => 0.033886991871347
107 => 0.032263905564411
108 => 0.031155137952793
109 => 0.031081195793974
110 => 0.029158745553017
111 => 0.03018570295426
112 => 0.031089382968969
113 => 0.030656590370326
114 => 0.030519581162906
115 => 0.031219531489941
116 => 0.031273923625021
117 => 0.030033777180983
118 => 0.030291642897028
119 => 0.031366985799548
120 => 0.030264547014931
121 => 0.028122688538773
122 => 0.027591478023175
123 => 0.027520604748242
124 => 0.026079919699105
125 => 0.027626976049909
126 => 0.026951644494251
127 => 0.029085008786862
128 => 0.027866442544385
129 => 0.027813912589189
130 => 0.027734505857442
131 => 0.026494448721699
201 => 0.026765942424684
202 => 0.027668428843066
203 => 0.027990446164382
204 => 0.027956857119559
205 => 0.027664006167266
206 => 0.027798071833586
207 => 0.027366199610795
208 => 0.027213696540285
209 => 0.02673235490048
210 => 0.026024915663988
211 => 0.026123289428799
212 => 0.024721667189762
213 => 0.023957989004213
214 => 0.02374661294757
215 => 0.023463952050613
216 => 0.023778540248013
217 => 0.024717696570064
218 => 0.023584874792542
219 => 0.021642731313189
220 => 0.021759457445549
221 => 0.022021706408664
222 => 0.02153300720085
223 => 0.021070494414071
224 => 0.021472611757327
225 => 0.0206496999623
226 => 0.022121151367585
227 => 0.022081352730767
228 => 0.022629818820713
301 => 0.022972785922413
302 => 0.022182357789912
303 => 0.021983567252133
304 => 0.022096807376978
305 => 0.020225200358782
306 => 0.022476868597792
307 => 0.022496341118226
308 => 0.022329605576164
309 => 0.023528549400979
310 => 0.026058694831297
311 => 0.025106752345547
312 => 0.024738131442451
313 => 0.024037382836205
314 => 0.024971088747693
315 => 0.024899394701772
316 => 0.024575167036957
317 => 0.024379073133626
318 => 0.024740382163082
319 => 0.024334302946446
320 => 0.024261359960828
321 => 0.023819404830732
322 => 0.023661646956965
323 => 0.023544849307749
324 => 0.023416266572263
325 => 0.023699888045924
326 => 0.023057164473097
327 => 0.022282102851235
328 => 0.02221766486366
329 => 0.0223955838128
330 => 0.022316867922314
331 => 0.022217288002261
401 => 0.022027162815903
402 => 0.021970756734492
403 => 0.022154049134736
404 => 0.021947122701471
405 => 0.02225245392562
406 => 0.022169420727399
407 => 0.021705604031871
408 => 0.02112751670231
409 => 0.021122370512498
410 => 0.020997822545597
411 => 0.020839191983837
412 => 0.020795064590531
413 => 0.021438746556275
414 => 0.022771148961585
415 => 0.022509566487735
416 => 0.022698586633142
417 => 0.023628378668428
418 => 0.023923931596624
419 => 0.023714155128745
420 => 0.023427000161064
421 => 0.023439633522306
422 => 0.024420928974592
423 => 0.02448213116827
424 => 0.024636769367117
425 => 0.024835523153386
426 => 0.023748003757982
427 => 0.023388411456581
428 => 0.023218016674756
429 => 0.022693266697815
430 => 0.023259164559283
501 => 0.022929440109568
502 => 0.022973931202826
503 => 0.022944956319975
504 => 0.022960778565285
505 => 0.022120740066929
506 => 0.022426805944606
507 => 0.021917912060515
508 => 0.021236560275736
509 => 0.021234276145641
510 => 0.021401036029695
511 => 0.021301840725345
512 => 0.021034908711882
513 => 0.021072825144511
514 => 0.020740637297138
515 => 0.021113158763637
516 => 0.02112384134635
517 => 0.020980400290367
518 => 0.021554321007565
519 => 0.021789456793676
520 => 0.021695040817823
521 => 0.021782832317117
522 => 0.022520436420497
523 => 0.022640698073272
524 => 0.022694110355395
525 => 0.022622544973121
526 => 0.021796314366088
527 => 0.021832961206913
528 => 0.021564071004495
529 => 0.021336887118403
530 => 0.021345973282424
531 => 0.021462775331713
601 => 0.021972856731309
602 => 0.023046292965818
603 => 0.023087029086246
604 => 0.023136402452561
605 => 0.022935576158692
606 => 0.022875005026812
607 => 0.022954913984497
608 => 0.023358040195583
609 => 0.024394990258194
610 => 0.024028462850501
611 => 0.023730470362708
612 => 0.0239918901127
613 => 0.023951646591265
614 => 0.0236119507707
615 => 0.023602416640408
616 => 0.022950431753421
617 => 0.022709407785679
618 => 0.022507990117902
619 => 0.022288047282832
620 => 0.022157657797652
621 => 0.02235799530785
622 => 0.022403814866756
623 => 0.021965773399407
624 => 0.021906069966026
625 => 0.022263784084045
626 => 0.022106367437632
627 => 0.022268274362213
628 => 0.022305838157528
629 => 0.022299789521314
630 => 0.022135428463272
701 => 0.022240187300351
702 => 0.021992401420547
703 => 0.021722971492495
704 => 0.021551091984476
705 => 0.021401104317221
706 => 0.021484326192349
707 => 0.021187655403233
708 => 0.021092744446992
709 => 0.022204697363497
710 => 0.023026108938427
711 => 0.023014165288813
712 => 0.022941461393444
713 => 0.022833438152373
714 => 0.023350137622663
715 => 0.023170129858946
716 => 0.023301100547202
717 => 0.023334438084186
718 => 0.023435340768012
719 => 0.023471404804601
720 => 0.023362394237945
721 => 0.022996541461728
722 => 0.022084871127634
723 => 0.021660486126107
724 => 0.021520432006911
725 => 0.021525522708143
726 => 0.021385098442271
727 => 0.021426459681944
728 => 0.021370714691053
729 => 0.021265147164466
730 => 0.021477807695064
731 => 0.021502314840145
801 => 0.021452677331199
802 => 0.02146436876146
803 => 0.021053391387849
804 => 0.021084637104968
805 => 0.020910656981532
806 => 0.020878037805749
807 => 0.020438231203884
808 => 0.019659050057694
809 => 0.020090792049627
810 => 0.019569308435482
811 => 0.01937181468904
812 => 0.020306719368121
813 => 0.02021288086856
814 => 0.020052270147928
815 => 0.019814693417906
816 => 0.019726573897743
817 => 0.019191187588482
818 => 0.019159554109156
819 => 0.019424906020672
820 => 0.019302455243709
821 => 0.019130487977118
822 => 0.018507639969566
823 => 0.017807352591189
824 => 0.017828489865292
825 => 0.018051238251044
826 => 0.01869890922433
827 => 0.018445852970246
828 => 0.018262257754421
829 => 0.018227875889349
830 => 0.018658236914035
831 => 0.019267287927387
901 => 0.019553041036104
902 => 0.019269868383817
903 => 0.018944574887968
904 => 0.018964373995795
905 => 0.019096088590014
906 => 0.019109929931523
907 => 0.018898197306436
908 => 0.018957798800167
909 => 0.018867258681115
910 => 0.018311614137618
911 => 0.018301564289794
912 => 0.018165200157841
913 => 0.01816107110612
914 => 0.017929081700042
915 => 0.017896624778464
916 => 0.017435995731944
917 => 0.017739183165277
918 => 0.017535820953052
919 => 0.017229306130933
920 => 0.017176462860067
921 => 0.017174874327535
922 => 0.017489596514391
923 => 0.017735505453283
924 => 0.017539358525801
925 => 0.017494699672561
926 => 0.01797153938807
927 => 0.017910857187781
928 => 0.017858306793689
929 => 0.019212754089272
930 => 0.018140603365977
1001 => 0.017673084454397
1002 => 0.017094441021884
1003 => 0.017282850241283
1004 => 0.017322550832118
1005 => 0.015931017685241
1006 => 0.015366472860858
1007 => 0.015172742351552
1008 => 0.015061247704499
1009 => 0.015112057215223
1010 => 0.014603900658774
1011 => 0.014945390268841
1012 => 0.014505369644361
1013 => 0.014431598754716
1014 => 0.015218410139382
1015 => 0.015327890347073
1016 => 0.014860813768229
1017 => 0.015160752544676
1018 => 0.015051990574876
1019 => 0.014512912535032
1020 => 0.0144923237191
1021 => 0.014221833308216
1022 => 0.013798568192446
1023 => 0.013605124676821
1024 => 0.013504377614329
1025 => 0.013545947815834
1026 => 0.013524928649884
1027 => 0.013387764374148
1028 => 0.01353279074561
1029 => 0.013162308295557
1030 => 0.013014779198766
1031 => 0.012948143728394
1101 => 0.012619319229797
1102 => 0.013142625235983
1103 => 0.013245723111637
1104 => 0.013349024121954
1105 => 0.014248188890173
1106 => 0.014203269159366
1107 => 0.014609321649065
1108 => 0.014593543195998
1109 => 0.014477730448321
1110 => 0.013989135516148
1111 => 0.014183880747745
1112 => 0.013584485195017
1113 => 0.014033593098056
1114 => 0.013828639006304
1115 => 0.01396429791347
1116 => 0.013720370966515
1117 => 0.013855370210456
1118 => 0.013270171442633
1119 => 0.012723721067209
1120 => 0.012943628650161
1121 => 0.013182693342312
1122 => 0.013701046507446
1123 => 0.013392319638613
1124 => 0.0135033494949
1125 => 0.01313141806251
1126 => 0.012364017280527
1127 => 0.012368360685614
1128 => 0.01225031279404
1129 => 0.012148302180447
1130 => 0.013427780633299
1201 => 0.013268657262126
1202 => 0.013015114995713
1203 => 0.013354491394675
1204 => 0.013444227901189
1205 => 0.013446782573375
1206 => 0.013694382833485
1207 => 0.01382652713669
1208 => 0.013849818142877
1209 => 0.014239422501918
1210 => 0.014370012744063
1211 => 0.014907895469635
1212 => 0.013815315615804
1213 => 0.013792814652707
1214 => 0.013359267116583
1215 => 0.013084304415058
1216 => 0.013378094047997
1217 => 0.013638351556497
1218 => 0.013367354042837
1219 => 0.013402740597051
1220 => 0.013038948576273
1221 => 0.013168987105695
1222 => 0.013280993805316
1223 => 0.013219150289235
1224 => 0.013126567552402
1225 => 0.013617013408738
1226 => 0.013589340531451
1227 => 0.014046054988172
1228 => 0.014402096567151
1229 => 0.015040186726726
1230 => 0.014374306380817
1231 => 0.014350039054378
]
'min_raw' => 0.012148302180447
'max_raw' => 0.035124314240997
'avg_raw' => 0.023636308210722
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.012148'
'max' => '$0.035124'
'avg' => '$0.023636'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.0021361346641536
'max_diff' => -0.011865011290382
'year' => 2030
]
5 => [
'items' => [
101 => 0.014587256062926
102 => 0.014369976427375
103 => 0.014507289656805
104 => 0.01501806344261
105 => 0.015028855287838
106 => 0.014848077975774
107 => 0.014837077659905
108 => 0.014871797920174
109 => 0.015075155569038
110 => 0.015004096157975
111 => 0.015086327907461
112 => 0.015189159969369
113 => 0.015614516977314
114 => 0.01571706911189
115 => 0.015467920592056
116 => 0.015490415913799
117 => 0.015397227528101
118 => 0.015307208715164
119 => 0.015509557860455
120 => 0.015879354900656
121 => 0.015877054412462
122 => 0.015962840137961
123 => 0.01601628393426
124 => 0.015786864037295
125 => 0.015637520120375
126 => 0.015694788081123
127 => 0.015786360797492
128 => 0.01566509228339
129 => 0.014916566837314
130 => 0.015143621641663
131 => 0.015105828619807
201 => 0.015052006760895
202 => 0.01528031212243
203 => 0.015258291513356
204 => 0.01459868877881
205 => 0.0146409144058
206 => 0.014601256659043
207 => 0.014729398952026
208 => 0.014363056323027
209 => 0.014475740848352
210 => 0.014546415526284
211 => 0.014588043454534
212 => 0.014738432075912
213 => 0.014720785706973
214 => 0.014737335152842
215 => 0.014960321777222
216 => 0.016088111603567
217 => 0.016149494715486
218 => 0.015847221822574
219 => 0.015967973881224
220 => 0.015736156334189
221 => 0.015891777006556
222 => 0.015998248718253
223 => 0.015517123526428
224 => 0.015488634415045
225 => 0.015255860074532
226 => 0.015380939820111
227 => 0.015181928951343
228 => 0.015230759257434
301 => 0.015094225464653
302 => 0.015339959108051
303 => 0.015614727504517
304 => 0.015684144852397
305 => 0.015501537696172
306 => 0.015369318080667
307 => 0.015137183991689
308 => 0.015523228155104
309 => 0.01563611923297
310 => 0.015522635186332
311 => 0.01549633845305
312 => 0.015446506190999
313 => 0.015506910603017
314 => 0.015635504403915
315 => 0.015574861942166
316 => 0.015614917356534
317 => 0.015462267421927
318 => 0.015786939984827
319 => 0.01630259815142
320 => 0.016304256076745
321 => 0.01624361328811
322 => 0.016218799565568
323 => 0.016281022746819
324 => 0.016314776270119
325 => 0.016515994628506
326 => 0.016731909943948
327 => 0.017739492509883
328 => 0.017456567357275
329 => 0.018350554551127
330 => 0.019057582351756
331 => 0.019269589074586
401 => 0.01907455286527
402 => 0.018407344528847
403 => 0.018374608104777
404 => 0.019371699047486
405 => 0.019089975186512
406 => 0.019056465029687
407 => 0.018699973577374
408 => 0.018910704178016
409 => 0.018864614304424
410 => 0.018791859184166
411 => 0.019193918490571
412 => 0.019946537620079
413 => 0.019829234870728
414 => 0.019741673809855
415 => 0.019358006729752
416 => 0.019589060007119
417 => 0.019506786360582
418 => 0.019860286158249
419 => 0.019650880709091
420 => 0.019087840851182
421 => 0.019177506804358
422 => 0.019163953975918
423 => 0.019442870224842
424 => 0.019359146490042
425 => 0.01914760557298
426 => 0.019943965249715
427 => 0.019892254081893
428 => 0.019965568695046
429 => 0.019997844055085
430 => 0.020482574156882
501 => 0.020681152569955
502 => 0.020726233346327
503 => 0.020914867480141
504 => 0.020721539957236
505 => 0.021494987889043
506 => 0.022009285631756
507 => 0.022606668925437
508 => 0.023479606478998
509 => 0.02380783907426
510 => 0.023748546793822
511 => 0.024410398084233
512 => 0.025599730140974
513 => 0.023988944806795
514 => 0.025685105674978
515 => 0.02514812072723
516 => 0.023874939076066
517 => 0.023792961187557
518 => 0.024655174583668
519 => 0.026567480911278
520 => 0.026088469865411
521 => 0.026568264401748
522 => 0.026008558589323
523 => 0.025980764478165
524 => 0.026541080739726
525 => 0.027850290226111
526 => 0.027228333874113
527 => 0.02633660693357
528 => 0.026995044229659
529 => 0.026424644908292
530 => 0.025139375592533
531 => 0.026088103574692
601 => 0.02545371619124
602 => 0.025638864155619
603 => 0.026972252077634
604 => 0.02681181531515
605 => 0.027019435341848
606 => 0.026652991429088
607 => 0.026310675031669
608 => 0.025671716055138
609 => 0.025482551802483
610 => 0.0255348299965
611 => 0.025482525896007
612 => 0.025125034220973
613 => 0.025047833927787
614 => 0.024919163390254
615 => 0.024959043770152
616 => 0.024717105515696
617 => 0.025173692988848
618 => 0.0252584396473
619 => 0.025590705934025
620 => 0.025625202922164
621 => 0.026550559801177
622 => 0.026040888782207
623 => 0.026382820104611
624 => 0.026352234548752
625 => 0.023902532783071
626 => 0.024240080072481
627 => 0.024765197726627
628 => 0.024528632935214
629 => 0.024194185667793
630 => 0.023924101567422
701 => 0.023514896537843
702 => 0.024090844758889
703 => 0.024848155424299
704 => 0.025644409570391
705 => 0.026601056754283
706 => 0.026387544239439
707 => 0.025626525716718
708 => 0.025660664451723
709 => 0.025871696678426
710 => 0.025598390770546
711 => 0.025517787522747
712 => 0.025860623029926
713 => 0.025862983949645
714 => 0.025548512472506
715 => 0.02519903497334
716 => 0.025197570649858
717 => 0.025135384504433
718 => 0.026019621366447
719 => 0.026505862234124
720 => 0.026561608965987
721 => 0.026502110034903
722 => 0.026525008812049
723 => 0.026242075964734
724 => 0.026888776552567
725 => 0.027482252964021
726 => 0.027323188607977
727 => 0.027084728525937
728 => 0.026894783584798
729 => 0.027278443616382
730 => 0.027261359839112
731 => 0.027477069465305
801 => 0.027467283630661
802 => 0.027394748596622
803 => 0.027323191198432
804 => 0.027606908193776
805 => 0.027525202255472
806 => 0.027443369405279
807 => 0.027279241096233
808 => 0.027301548859315
809 => 0.027063129950769
810 => 0.026952826454369
811 => 0.025294126523607
812 => 0.024850867702523
813 => 0.024990325951001
814 => 0.025036239227432
815 => 0.024843332420445
816 => 0.025119911227972
817 => 0.025076806713788
818 => 0.025244501163179
819 => 0.025139732951646
820 => 0.025144032675592
821 => 0.025452133646773
822 => 0.025541576669462
823 => 0.025496085226228
824 => 0.025527945873713
825 => 0.026262161047471
826 => 0.026157779128642
827 => 0.026102328314673
828 => 0.0261176885691
829 => 0.026305296287746
830 => 0.026357816205965
831 => 0.026135285621961
901 => 0.026240232331811
902 => 0.026687082102633
903 => 0.026843454232914
904 => 0.027342519009889
905 => 0.027130507422461
906 => 0.027519663866832
907 => 0.028715798103621
908 => 0.029671352898162
909 => 0.02879258521913
910 => 0.030547339910135
911 => 0.031913668141692
912 => 0.031861226188426
913 => 0.031622975257513
914 => 0.0300674468916
915 => 0.028636026497666
916 => 0.029833470438513
917 => 0.029836522969374
918 => 0.029733661472895
919 => 0.029094797552444
920 => 0.029711430393281
921 => 0.029760376468905
922 => 0.029732979682368
923 => 0.029243164212454
924 => 0.028495306522925
925 => 0.02864143612534
926 => 0.02888079939506
927 => 0.028427634789072
928 => 0.028282821239246
929 => 0.028552057180276
930 => 0.029419591479811
1001 => 0.029255589145768
1002 => 0.029251306382041
1003 => 0.02995297791489
1004 => 0.029450732527564
1005 => 0.028643279287599
1006 => 0.028439386695508
1007 => 0.027715705352092
1008 => 0.028215554633654
1009 => 0.028233543319432
1010 => 0.027959780976257
1011 => 0.028665493592957
1012 => 0.028658990326956
1013 => 0.029328959425051
1014 => 0.030609688711708
1015 => 0.030230914040783
1016 => 0.029790440309064
1017 => 0.029838332016714
1018 => 0.030363585842824
1019 => 0.030046005389179
1020 => 0.030160209534559
1021 => 0.030363412981172
1022 => 0.030486010665771
1023 => 0.029820692096571
1024 => 0.029665574512225
1025 => 0.029348258373527
1026 => 0.029265476515926
1027 => 0.029523923889878
1028 => 0.029455832137922
1029 => 0.028232031440048
1030 => 0.028104137457958
1031 => 0.028108059783798
1101 => 0.027786464284804
1102 => 0.027295953957074
1103 => 0.028584985811498
1104 => 0.028481458513598
1105 => 0.028367172389094
1106 => 0.028381171787238
1107 => 0.0289406968259
1108 => 0.028616144046784
1109 => 0.029479020803218
1110 => 0.029301639282545
1111 => 0.029119708595188
1112 => 0.029094560232451
1113 => 0.029024532439416
1114 => 0.028784381080903
1115 => 0.028494383884639
1116 => 0.028302902616539
1117 => 0.026107931577986
1118 => 0.026515305435182
1119 => 0.026983951924591
1120 => 0.027145726814752
1121 => 0.02686899967065
1122 => 0.028795307955224
1123 => 0.029147263041184
1124 => 0.028081168128348
1125 => 0.027881745298525
1126 => 0.028808382082747
1127 => 0.028249506825121
1128 => 0.02850116831941
1129 => 0.027957213820236
1130 => 0.029062487367424
1201 => 0.029054067034834
1202 => 0.028624090661243
1203 => 0.028987503747851
1204 => 0.028924351780896
1205 => 0.028438909514096
1206 => 0.029077876753149
1207 => 0.029078193672928
1208 => 0.028664350761839
1209 => 0.028181072843549
1210 => 0.028094674166274
1211 => 0.028029584368976
1212 => 0.028485160219352
1213 => 0.02889362810225
1214 => 0.029653685564547
1215 => 0.029844782069089
1216 => 0.030590644448329
1217 => 0.030146519716872
1218 => 0.030343394457948
1219 => 0.03055712983902
1220 => 0.030659602440564
1221 => 0.030492628835331
1222 => 0.031651260119494
1223 => 0.031749084099423
1224 => 0.031781883633719
1225 => 0.031391199683664
1226 => 0.03173821847203
1227 => 0.031575859873008
1228 => 0.031998271843145
1229 => 0.032064511433689
1230 => 0.03200840885704
1231 => 0.032029434348599
]
'min_raw' => 0.014363056323027
'max_raw' => 0.032064511433689
'avg_raw' => 0.023213783878358
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.014363'
'max' => '$0.032064'
'avg' => '$0.023213'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.0022147541425797
'max_diff' => -0.003059802807308
'year' => 2031
]
6 => [
'items' => [
101 => 0.031040746944131
102 => 0.030989478286467
103 => 0.030290426501371
104 => 0.030575295270928
105 => 0.030042746760357
106 => 0.030211623378916
107 => 0.030286062583262
108 => 0.030247179767299
109 => 0.030591401323745
110 => 0.030298742680948
111 => 0.029526368405073
112 => 0.028753783696342
113 => 0.028744084524658
114 => 0.028540676608102
115 => 0.02839364994045
116 => 0.028421972492691
117 => 0.028521784860957
118 => 0.028387848664158
119 => 0.028416430742482
120 => 0.028891083684064
121 => 0.028986271946428
122 => 0.028662785038459
123 => 0.027363938424027
124 => 0.027045198206936
125 => 0.027274302354088
126 => 0.027164805327946
127 => 0.021924118025781
128 => 0.023155339771211
129 => 0.022423789618416
130 => 0.022760921585828
131 => 0.022014198313818
201 => 0.022370573798341
202 => 0.022304764259099
203 => 0.02428453239125
204 => 0.024253621034949
205 => 0.024268416665418
206 => 0.023562182673324
207 => 0.024687232599072
208 => 0.025241472647982
209 => 0.02513889756555
210 => 0.025164713503905
211 => 0.024721110150675
212 => 0.024272711715546
213 => 0.023775368842964
214 => 0.024699370426785
215 => 0.024596637223897
216 => 0.024832270229082
217 => 0.025431551305186
218 => 0.02551979772009
219 => 0.025638401796628
220 => 0.025595890678002
221 => 0.026608677992487
222 => 0.026486022766117
223 => 0.026781586571351
224 => 0.026173589399504
225 => 0.025485582887937
226 => 0.025616350433159
227 => 0.025603756466988
228 => 0.02544342082295
229 => 0.025298676972603
301 => 0.025057719243102
302 => 0.025820145154276
303 => 0.025789192054635
304 => 0.026290286758772
305 => 0.026201713402441
306 => 0.02561019885129
307 => 0.025631324909204
308 => 0.025773407801513
309 => 0.026265158314068
310 => 0.026411143347123
311 => 0.026343517263314
312 => 0.026503583187588
313 => 0.026630092767721
314 => 0.026519470843077
315 => 0.028085644015042
316 => 0.02743525972083
317 => 0.027752252500484
318 => 0.027827853410602
319 => 0.027634203269051
320 => 0.027676199050662
321 => 0.027739811216636
322 => 0.028126051831895
323 => 0.029139658965955
324 => 0.029588578665774
325 => 0.030939175731985
326 => 0.029551302133968
327 => 0.029468951458253
328 => 0.029712234774002
329 => 0.030505178227087
330 => 0.031147784418421
331 => 0.031360973964927
401 => 0.031389150482873
402 => 0.031789108244692
403 => 0.032018356574995
404 => 0.031740542852474
405 => 0.031505124810946
406 => 0.030661886607355
407 => 0.030759493725482
408 => 0.031431909977055
409 => 0.032381737537522
410 => 0.033196788397117
411 => 0.032911385993477
412 => 0.035088804870552
413 => 0.035304687058256
414 => 0.035274859120222
415 => 0.035766670871387
416 => 0.034790524701045
417 => 0.034373203301282
418 => 0.031556024863632
419 => 0.032347537093397
420 => 0.033498046603243
421 => 0.033345772355426
422 => 0.032510241596168
423 => 0.033196154572112
424 => 0.032969370291783
425 => 0.032790496120599
426 => 0.033609953375257
427 => 0.032708926462312
428 => 0.033489058170537
429 => 0.032488531185309
430 => 0.032912689687616
501 => 0.032671916807469
502 => 0.032827726368939
503 => 0.031916866856297
504 => 0.032408344539454
505 => 0.031896419768849
506 => 0.031896177049854
507 => 0.031884876282169
508 => 0.032487153504563
509 => 0.032506793743163
510 => 0.032061709965823
511 => 0.031997566439993
512 => 0.03223473867397
513 => 0.03195707210349
514 => 0.032086990544205
515 => 0.031961007200709
516 => 0.031932645696473
517 => 0.031706656405408
518 => 0.031609294005112
519 => 0.031647472310988
520 => 0.031517150070768
521 => 0.031438626207073
522 => 0.031869255909263
523 => 0.031639187830936
524 => 0.031833994676619
525 => 0.031611987689379
526 => 0.030842414747766
527 => 0.030399825210959
528 => 0.028946173263701
529 => 0.029358427152694
530 => 0.029631751907603
531 => 0.029541418077736
601 => 0.029735490098842
602 => 0.029747404544751
603 => 0.029684309752359
604 => 0.029611254065713
605 => 0.029575694597686
606 => 0.02984072573903
607 => 0.029994585237118
608 => 0.029659183703372
609 => 0.029580603816782
610 => 0.029919713285425
611 => 0.0301265698654
612 => 0.031653882629264
613 => 0.031540734366562
614 => 0.031824714301719
615 => 0.031792742519048
616 => 0.032090398732645
617 => 0.032576940842973
618 => 0.031587664693361
619 => 0.031759368826338
620 => 0.03171727093816
621 => 0.032176884642634
622 => 0.032178319506451
623 => 0.031902758131211
624 => 0.032052144423201
625 => 0.031968761093211
626 => 0.032119446040437
627 => 0.03153922320253
628 => 0.032245871987915
629 => 0.032646496313787
630 => 0.03265205898294
701 => 0.032841951733852
702 => 0.033034893766625
703 => 0.033405229196823
704 => 0.033024565312476
705 => 0.03233978804142
706 => 0.032389226748573
707 => 0.031987742085102
708 => 0.03199449111483
709 => 0.031958464265215
710 => 0.032066583552882
711 => 0.031562949306098
712 => 0.031681151257168
713 => 0.03151566783348
714 => 0.031759009097694
715 => 0.031497214123152
716 => 0.031717250637284
717 => 0.031812211102457
718 => 0.032162617263299
719 => 0.031445458848289
720 => 0.029983124292727
721 => 0.030290524745399
722 => 0.029835855330113
723 => 0.029877936715546
724 => 0.029962947811324
725 => 0.029687399036008
726 => 0.029739965058798
727 => 0.029738087030563
728 => 0.029721903197822
729 => 0.029650222319164
730 => 0.02954627086348
731 => 0.029960381468355
801 => 0.030030746929598
802 => 0.030187160633505
803 => 0.030652541719903
804 => 0.03060603917493
805 => 0.030681886755153
806 => 0.030516311913393
807 => 0.029885617257575
808 => 0.02991986701175
809 => 0.029492772028379
810 => 0.03017623885454
811 => 0.030014384888784
812 => 0.029910036584138
813 => 0.029881564182436
814 => 0.030348098858532
815 => 0.030487693345656
816 => 0.030400707429118
817 => 0.030222296776515
818 => 0.030564897971887
819 => 0.030656563598585
820 => 0.030677084151905
821 => 0.031284107782842
822 => 0.030711010029683
823 => 0.03084896035497
824 => 0.031925209413203
825 => 0.030949200029603
826 => 0.031466213967703
827 => 0.031440908825843
828 => 0.031705395661777
829 => 0.031419213185505
830 => 0.031422760760285
831 => 0.031657607152704
901 => 0.031327807749321
902 => 0.031246144779064
903 => 0.031133327970535
904 => 0.031379659344638
905 => 0.031527323862802
906 => 0.032717391431569
907 => 0.033486229354668
908 => 0.03345285207276
909 => 0.033757857949741
910 => 0.033620450008628
911 => 0.033176723520389
912 => 0.033934110529132
913 => 0.033694441589147
914 => 0.033714199605362
915 => 0.033713464211011
916 => 0.033872823103879
917 => 0.033759902723254
918 => 0.033537325062004
919 => 0.033685082500806
920 => 0.034123869269799
921 => 0.035485876864373
922 => 0.036248074358498
923 => 0.035439991618184
924 => 0.035997396271793
925 => 0.035663152103213
926 => 0.03560240999488
927 => 0.035952501309227
928 => 0.036303205412076
929 => 0.03628086707686
930 => 0.036026273907047
1001 => 0.035882460685482
1002 => 0.036971462580135
1003 => 0.037773820625452
1004 => 0.037719105185838
1005 => 0.03796060134188
1006 => 0.038669641525215
1007 => 0.038734467273598
1008 => 0.038726300719305
1009 => 0.038565623338069
1010 => 0.039263765479065
1011 => 0.039846167935726
1012 => 0.038528431166729
1013 => 0.039030208077922
1014 => 0.039255471899599
1015 => 0.039586226022585
1016 => 0.04014426366889
1017 => 0.040750440564953
1018 => 0.040836160624447
1019 => 0.040775338140153
1020 => 0.04037554818229
1021 => 0.041038834175156
1022 => 0.041427371553807
1023 => 0.041658736671273
1024 => 0.042245440113684
1025 => 0.039256863052273
1026 => 0.037141399666289
1027 => 0.036811039510906
1028 => 0.037482839877649
1029 => 0.037659988276851
1030 => 0.037588579979258
1031 => 0.035207433608817
1101 => 0.036798503268055
1102 => 0.038510360440459
1103 => 0.038576119846209
1104 => 0.03943311133996
1105 => 0.039712182899594
1106 => 0.040402173380506
1107 => 0.040359014288061
1108 => 0.040527015990017
1109 => 0.040488395308121
1110 => 0.041766457379374
1111 => 0.04317634963802
1112 => 0.043127529552285
1113 => 0.042924840859017
1114 => 0.043225868132079
1115 => 0.044681028036238
1116 => 0.044547060230725
1117 => 0.04467719854243
1118 => 0.046392914078652
1119 => 0.04862358833343
1120 => 0.047587216186052
1121 => 0.04983584553781
1122 => 0.051251238520022
1123 => 0.05369901432839
1124 => 0.053392540741633
1125 => 0.054345441901222
1126 => 0.052843889058369
1127 => 0.049396020217279
1128 => 0.048850381775265
1129 => 0.049942763753943
1130 => 0.052628278255449
1201 => 0.049858187345356
1202 => 0.050418573128694
1203 => 0.050257181985393
1204 => 0.050248582137235
1205 => 0.050576803363326
1206 => 0.050100701356013
1207 => 0.048160976129103
1208 => 0.049049940769724
1209 => 0.048706668830392
1210 => 0.049087554639699
1211 => 0.051143038263272
1212 => 0.050234259956681
1213 => 0.049276935833841
1214 => 0.050477632731111
1215 => 0.052006532485553
1216 => 0.051910856686617
1217 => 0.0517252056473
1218 => 0.05277171083556
1219 => 0.054500230809314
1220 => 0.054967442812464
1221 => 0.05531232916146
1222 => 0.055359883162084
1223 => 0.055849718923158
1224 => 0.053215748581358
1225 => 0.057395927158951
1226 => 0.058117728524198
1227 => 0.057982059783133
1228 => 0.058784311622561
1229 => 0.058548268780236
1230 => 0.058206279735695
1231 => 0.059478019545048
]
'min_raw' => 0.021924118025781
'max_raw' => 0.059478019545048
'avg_raw' => 0.040701068785415
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.021924'
'max' => '$0.059478'
'avg' => '$0.040701'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.0075610617027542
'max_diff' => 0.027413508111359
'year' => 2032
]
7 => [
'items' => [
101 => 0.058020072477736
102 => 0.055950700166117
103 => 0.05481540158842
104 => 0.056310454337456
105 => 0.057223430881141
106 => 0.057826850300303
107 => 0.058009444651946
108 => 0.05342021620104
109 => 0.05094687659628
110 => 0.052532258926035
111 => 0.054466534785579
112 => 0.053205003581294
113 => 0.053254453216108
114 => 0.051455841243366
115 => 0.054625672035395
116 => 0.05416385435147
117 => 0.056559765312616
118 => 0.055987961933352
119 => 0.057941734313439
120 => 0.057427240567719
121 => 0.059562875341243
122 => 0.060414837872406
123 => 0.061845415559607
124 => 0.062897754329811
125 => 0.063515707783707
126 => 0.06347860817622
127 => 0.065927247623748
128 => 0.064483370490487
129 => 0.0626695205154
130 => 0.062636713691974
131 => 0.063576132296525
201 => 0.065544895974754
202 => 0.066055367752173
203 => 0.066340651835909
204 => 0.065903729330857
205 => 0.064336504186309
206 => 0.063659784314905
207 => 0.064236369251803
208 => 0.063531255420485
209 => 0.064748479713338
210 => 0.066419988652506
211 => 0.066074828666431
212 => 0.067228646750603
213 => 0.06842272708252
214 => 0.070130315586664
215 => 0.070576742453466
216 => 0.071314669088198
217 => 0.072074237991608
218 => 0.072318191052427
219 => 0.072783973139721
220 => 0.072781518238204
221 => 0.074185183909014
222 => 0.075733470611824
223 => 0.076317912999215
224 => 0.07766180604268
225 => 0.075360436301375
226 => 0.077106051686385
227 => 0.078680640459251
228 => 0.076803350811565
301 => 0.07939075723851
302 => 0.07949122036688
303 => 0.081008094329936
304 => 0.079470451970489
305 => 0.078557404845778
306 => 0.08119333768339
307 => 0.082468782552404
308 => 0.082084608177942
309 => 0.079161022219261
310 => 0.077459369792808
311 => 0.073005817168541
312 => 0.078281242631141
313 => 0.080850748487703
314 => 0.07915436781984
315 => 0.080009923556139
316 => 0.084677558238513
317 => 0.086454691318595
318 => 0.086085060061036
319 => 0.086147521658915
320 => 0.087106430411681
321 => 0.091358759902139
322 => 0.08881066550323
323 => 0.09075858819592
324 => 0.091791759368365
325 => 0.092751426332587
326 => 0.090394787574317
327 => 0.087328835175706
328 => 0.08635771935114
329 => 0.078985696194429
330 => 0.078601950374049
331 => 0.078386542216381
401 => 0.077028424252372
402 => 0.07596131555248
403 => 0.07511271109512
404 => 0.072885719584266
405 => 0.073637263845158
406 => 0.070087904186107
407 => 0.072358658714385
408 => 0.066693794996254
409 => 0.071411661833048
410 => 0.068843941408864
411 => 0.070568096615084
412 => 0.070562081199995
413 => 0.067387364821437
414 => 0.065556254668926
415 => 0.06672310932598
416 => 0.067974070143379
417 => 0.068177034327264
418 => 0.069798937680441
419 => 0.070251576043616
420 => 0.06888006067153
421 => 0.066576403287058
422 => 0.06711149035664
423 => 0.06554541114654
424 => 0.062800917569205
425 => 0.064772060770707
426 => 0.065445095724749
427 => 0.065742346302409
428 => 0.063043452076318
429 => 0.062195400914635
430 => 0.061743905591994
501 => 0.066228009933732
502 => 0.066473659291866
503 => 0.065216882444335
504 => 0.070897632967645
505 => 0.069611904166904
506 => 0.071048378248536
507 => 0.067062936813593
508 => 0.067215186043516
509 => 0.065328414198682
510 => 0.066384880357649
511 => 0.065638204127985
512 => 0.066299528332207
513 => 0.066695923333475
514 => 0.068582385577615
515 => 0.07143320220161
516 => 0.068300611026313
517 => 0.066935696191704
518 => 0.067782481678523
519 => 0.070037583018008
520 => 0.073454176983842
521 => 0.071431484590707
522 => 0.072329121127236
523 => 0.072525214777398
524 => 0.071033756290842
525 => 0.073509169185636
526 => 0.074835763066174
527 => 0.076196573887682
528 => 0.077378127794943
529 => 0.0756530361207
530 => 0.077499131494318
531 => 0.076011504502884
601 => 0.074676949303516
602 => 0.074678973272873
603 => 0.073841787301569
604 => 0.072219633989946
605 => 0.071920484030986
606 => 0.073476699895972
607 => 0.074724637645499
608 => 0.074827423775769
609 => 0.075518346235264
610 => 0.075927227029726
611 => 0.079934814661938
612 => 0.081546699560118
613 => 0.083517681902192
614 => 0.084285490602908
615 => 0.086596319517409
616 => 0.084730137492601
617 => 0.084326377272698
618 => 0.078721062192495
619 => 0.079638932222863
620 => 0.081108530702766
621 => 0.078745295330142
622 => 0.080244224232272
623 => 0.080540144549208
624 => 0.078664993496484
625 => 0.079666592694238
626 => 0.077006642178468
627 => 0.071491181854048
628 => 0.073515309469655
629 => 0.07500574870873
630 => 0.072878708144737
701 => 0.076691346027857
702 => 0.074464081685359
703 => 0.07375814581633
704 => 0.07100403830694
705 => 0.072303871036053
706 => 0.074061913413989
707 => 0.072975647618788
708 => 0.075229812247461
709 => 0.078422310525409
710 => 0.080697474914834
711 => 0.080872133785826
712 => 0.079409355507601
713 => 0.081753467033783
714 => 0.081770541327126
715 => 0.079126373949616
716 => 0.077506836153677
717 => 0.077138873758903
718 => 0.078058115964326
719 => 0.079174245703181
720 => 0.080934071218464
721 => 0.081997496920371
722 => 0.084770347153532
723 => 0.085520600922779
724 => 0.086344902352451
725 => 0.08744642326764
726 => 0.088769081550489
727 => 0.085875180526592
728 => 0.085990160609178
729 => 0.083295400044512
730 => 0.08041566191341
731 => 0.082601024190491
801 => 0.085458094661213
802 => 0.084802679538447
803 => 0.08472893194822
804 => 0.084852954939106
805 => 0.084358793340397
806 => 0.082123718743921
807 => 0.081001278273878
808 => 0.082449512845337
809 => 0.083219185066563
810 => 0.084412879559212
811 => 0.084265731517159
812 => 0.087340560336795
813 => 0.088535345838108
814 => 0.088229668579118
815 => 0.088285920551306
816 => 0.09044902263104
817 => 0.092854837019576
818 => 0.09510819966961
819 => 0.097400416941402
820 => 0.094637059553494
821 => 0.093233997092104
822 => 0.094681599409654
823 => 0.093913481243484
824 => 0.098327316064945
825 => 0.098632920411422
826 => 0.10304643606239
827 => 0.10723538796682
828 => 0.10460438232851
829 => 0.10708530214234
830 => 0.10976861919335
831 => 0.11494517313726
901 => 0.11320189188232
902 => 0.11186656576173
903 => 0.11060468903002
904 => 0.11323045419141
905 => 0.11660845912392
906 => 0.11733604903225
907 => 0.11851502264449
908 => 0.11727547604926
909 => 0.11876837339163
910 => 0.12403895702256
911 => 0.12261479880076
912 => 0.12059226518093
913 => 0.12475288476532
914 => 0.12625859681891
915 => 0.13682647255852
916 => 0.15016885221696
917 => 0.14464501942758
918 => 0.14121619816224
919 => 0.14202205249232
920 => 0.14689423787553
921 => 0.14845902918518
922 => 0.14420538698964
923 => 0.14570784532363
924 => 0.15398653846234
925 => 0.15842779171899
926 => 0.15239597325657
927 => 0.13575442534415
928 => 0.12041015815749
929 => 0.12448014877675
930 => 0.12401873814704
1001 => 0.13291316113659
1002 => 0.12258083309817
1003 => 0.1227548030036
1004 => 0.13183315324122
1005 => 0.12941120504015
1006 => 0.1254879591341
1007 => 0.12043880219433
1008 => 0.11110496860067
1009 => 0.10283773189356
1010 => 0.11905168690711
1011 => 0.11835251168376
1012 => 0.11734000234839
1013 => 0.1195932323093
1014 => 0.13053427740902
1015 => 0.13028205090677
1016 => 0.12867751458651
1017 => 0.12989454124369
1018 => 0.12527460847686
1019 => 0.12646527034478
1020 => 0.12040772754717
1021 => 0.12314598987703
1022 => 0.1254795416104
1023 => 0.1259480366697
1024 => 0.12700357996026
1025 => 0.11798407811182
1026 => 0.12203356964311
1027 => 0.12441226653169
1028 => 0.11366522745133
1029 => 0.12419983212344
1030 => 0.11782706865122
1031 => 0.11566405701305
1101 => 0.11857626722873
1102 => 0.11744137607546
1103 => 0.11646566330493
1104 => 0.1159211988141
1105 => 0.11805960458758
1106 => 0.1179598454023
1107 => 0.11446099851021
1108 => 0.10989689537072
1109 => 0.11142875819591
1110 => 0.11087221807023
1111 => 0.10885524485965
1112 => 0.11021444127331
1113 => 0.10422922814114
1114 => 0.093931980031542
1115 => 0.10073465754598
1116 => 0.10047276186156
1117 => 0.10034070218146
1118 => 0.10545272632136
1119 => 0.10496132315477
1120 => 0.10406942159558
1121 => 0.10883886438808
1122 => 0.10709795361076
1123 => 0.1124630304163
1124 => 0.11599681699184
1125 => 0.11510053441026
1126 => 0.11842407776483
1127 => 0.11146404922148
1128 => 0.1137758915157
1129 => 0.11425235900847
1130 => 0.10878001020436
1201 => 0.10504172279011
1202 => 0.10479242163918
1203 => 0.098310746430601
1204 => 0.10177320500877
1205 => 0.10482002527128
1206 => 0.10336083480834
1207 => 0.10289889869985
1208 => 0.10525883009642
1209 => 0.10544221697738
1210 => 0.10126097665704
1211 => 0.1021303889223
1212 => 0.10575598259619
1213 => 0.10203903326404
1214 => 0.094817607871885
1215 => 0.093026594530614
1216 => 0.092787640335964
1217 => 0.087930270107378
1218 => 0.093146278606141
1219 => 0.090869351116094
1220 => 0.098062137775373
1221 => 0.093953656611282
1222 => 0.093776548199815
1223 => 0.093508822859728
1224 => 0.089327883648547
1225 => 0.090243243623247
1226 => 0.093286039592412
1227 => 0.09437174347376
1228 => 0.094258495664025
1229 => 0.093271128232171
1230 => 0.093723139986335
1231 => 0.092267052634839
]
'min_raw' => 0.05094687659628
'max_raw' => 0.15842779171899
'avg_raw' => 0.10468733415763
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.050946'
'max' => '$0.158427'
'avg' => '$0.104687'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.0290227585705
'max_diff' => 0.09894977217394
'year' => 2033
]
8 => [
'items' => [
101 => 0.091752877885189
102 => 0.090130000940385
103 => 0.087744820162722
104 => 0.08807649417902
105 => 0.083350826941969
106 => 0.080776032621081
107 => 0.080063363488303
108 => 0.079110352539458
109 => 0.08017100861084
110 => 0.083337439720435
111 => 0.079518052006429
112 => 0.072969979669663
113 => 0.073363529974475
114 => 0.074247720663253
115 => 0.072600037164221
116 => 0.071040643011982
117 => 0.072396409709708
118 => 0.069621905138907
119 => 0.074583006285282
120 => 0.074448822402598
121 => 0.07629801411753
122 => 0.07745435164611
123 => 0.074789368011452
124 => 0.074119131834218
125 => 0.074500928821306
126 => 0.068190675088029
127 => 0.075782331762309
128 => 0.075847984724478
129 => 0.075285824203313
130 => 0.079328147016263
131 => 0.087858708983691
201 => 0.084649168430484
202 => 0.083406337319406
203 => 0.081043714468742
204 => 0.084191769138588
205 => 0.083950047657247
206 => 0.082856891448473
207 => 0.082195747162551
208 => 0.083413925781152
209 => 0.082044801350721
210 => 0.081798868981992
211 => 0.080308786404551
212 => 0.079776894718842
213 => 0.079383103289962
214 => 0.078949577619911
215 => 0.079905827220177
216 => 0.077738839820862
217 => 0.075125665449682
218 => 0.074908408275657
219 => 0.075508274434586
220 => 0.075242878314043
221 => 0.074907137661137
222 => 0.074266117321213
223 => 0.07407594027959
224 => 0.07469392340408
225 => 0.073996256487185
226 => 0.075025702026948
227 => 0.074745749801952
228 => 0.073181959430334
301 => 0.07123289763795
302 => 0.071215546899702
303 => 0.070795624733635
304 => 0.070260790719428
305 => 0.07011201213202
306 => 0.072282230819966
307 => 0.076774518554834
308 => 0.075892574981144
309 => 0.076529869598348
310 => 0.079664728361323
311 => 0.080661205693582
312 => 0.079953929686004
313 => 0.078985766663947
314 => 0.079028360923407
315 => 0.082336867052652
316 => 0.082543214521637
317 => 0.083064588005545
318 => 0.083734700272495
319 => 0.080068052702713
320 => 0.078855662152607
321 => 0.0782811642491
322 => 0.076511933064967
323 => 0.078419897214636
324 => 0.077308208211795
325 => 0.077458213038982
326 => 0.07736052219849
327 => 0.077413868003224
328 => 0.074581619556404
329 => 0.075613542031829
330 => 0.073897770771779
331 => 0.071600545658934
401 => 0.071592844554845
402 => 0.072155087146737
403 => 0.071820643252525
404 => 0.070920663332539
405 => 0.071048501232387
406 => 0.069928506712354
407 => 0.071184488845275
408 => 0.071220505918727
409 => 0.070736884383743
410 => 0.072671898151643
411 => 0.073464674871173
412 => 0.073146344816669
413 => 0.073442339985946
414 => 0.075929223718368
415 => 0.076334694277097
416 => 0.076514777515403
417 => 0.07627348983253
418 => 0.073487795655338
419 => 0.073611353037782
420 => 0.072704770947014
421 => 0.071938804613582
422 => 0.071969439249955
423 => 0.072363245513992
424 => 0.074083020565476
425 => 0.077702185775048
426 => 0.077839530449176
427 => 0.078005996200846
428 => 0.077328896329821
429 => 0.077124676529747
430 => 0.077394095159648
501 => 0.078753263325696
502 => 0.082249412859331
503 => 0.081013640114168
504 => 0.080008937636402
505 => 0.080890332575246
506 => 0.080754648733013
507 => 0.079609340557173
508 => 0.079577195571244
509 => 0.077378983004634
510 => 0.076566353869636
511 => 0.075887260140195
512 => 0.075145707515837
513 => 0.074706090263048
514 => 0.0753815421658
515 => 0.075536026007671
516 => 0.074059138617426
517 => 0.073857844323422
518 => 0.075063902447125
519 => 0.074533161233262
520 => 0.075079041733469
521 => 0.075205690691993
522 => 0.075185297292698
523 => 0.074631142510185
524 => 0.074984344243425
525 => 0.074148916849807
526 => 0.073240515036386
527 => 0.072661011274855
528 => 0.0721553173829
529 => 0.072435905745258
530 => 0.071435659466863
531 => 0.071115660551424
601 => 0.074864687443494
602 => 0.077634133917496
603 => 0.077593865068943
604 => 0.077348738809683
605 => 0.076984530910468
606 => 0.078726619249358
607 => 0.078119710506244
608 => 0.078561287325782
609 => 0.078673687159275
610 => 0.079013887602594
611 => 0.079135480019865
612 => 0.07876794328351
613 => 0.07753444510547
614 => 0.074460684923282
615 => 0.073029841261017
616 => 0.072557639019883
617 => 0.072574802674508
618 => 0.072101352458009
619 => 0.072240804765319
620 => 0.072052856636537
621 => 0.071696928350161
622 => 0.072413928176554
623 => 0.072496555727231
624 => 0.072329199400241
625 => 0.072368617873634
626 => 0.070982978964979
627 => 0.071088326081755
628 => 0.070501739948684
629 => 0.070391762120135
630 => 0.06890892345563
701 => 0.066281859820559
702 => 0.067737508089625
703 => 0.065979289675713
704 => 0.065313425721008
705 => 0.068465522119491
706 => 0.068149139066628
707 => 0.067607628808534
708 => 0.066806622276187
709 => 0.066509521161649
710 => 0.064704428840498
711 => 0.064597774356371
712 => 0.065492426852326
713 => 0.065079575508556
714 => 0.064499775862871
715 => 0.06239980031955
716 => 0.060038732530848
717 => 0.060109998326246
718 => 0.060861010060604
719 => 0.063044677965981
720 => 0.062191481137512
721 => 0.061572477049152
722 => 0.061456556190597
723 => 0.062907548432171
724 => 0.064961006446272
725 => 0.065924443002955
726 => 0.064969706635286
727 => 0.063872956902764
728 => 0.063939710977133
729 => 0.064383795927563
730 => 0.06443046297683
731 => 0.063716591648652
801 => 0.063917542246009
802 => 0.063612279913316
803 => 0.061738885541052
804 => 0.061705001777455
805 => 0.061245240585937
806 => 0.061231319199778
807 => 0.060449150720201
808 => 0.060339719943032
809 => 0.058786676952598
810 => 0.059808894551949
811 => 0.059123244655137
812 => 0.058089808532181
813 => 0.057911643755058
814 => 0.057906287906718
815 => 0.058967395732904
816 => 0.059796494889193
817 => 0.059135171828644
818 => 0.058984601386966
819 => 0.060592299779689
820 => 0.060387705504719
821 => 0.060210528182086
822 => 0.064777141803634
823 => 0.061162310784874
824 => 0.059586038133354
825 => 0.05763510140104
826 => 0.058270336238558
827 => 0.058404189552365
828 => 0.053712538393927
829 => 0.051809136103256
830 => 0.0511559601653
831 => 0.050780048178455
901 => 0.050951355991266
902 => 0.049238070682841
903 => 0.050389426745226
904 => 0.048905866488532
905 => 0.048657142783575
906 => 0.051309932300393
907 => 0.051679052464286
908 => 0.05010427116847
909 => 0.051115535694318
910 => 0.050748837119617
911 => 0.048931297871057
912 => 0.048861881240676
913 => 0.047949903935343
914 => 0.0465228360461
915 => 0.045870627727372
916 => 0.045530951972246
917 => 0.04567110880896
918 => 0.045600241223448
919 => 0.045137782291298
920 => 0.045626748828103
921 => 0.044377641381489
922 => 0.043880236731505
923 => 0.043655570590807
924 => 0.042546915835995
925 => 0.044311278571908
926 => 0.044658880257739
927 => 0.045007166826271
928 => 0.04803876362
929 => 0.047887313611389
930 => 0.049256347930087
1001 => 0.049203149773955
1002 => 0.048812679009377
1003 => 0.047165347082944
1004 => 0.047821944227952
1005 => 0.045801040273469
1006 => 0.047315238924279
1007 => 0.046624221894497
1008 => 0.047081605371409
1009 => 0.046259188639315
1010 => 0.04671434801561
1011 => 0.044741309512622
1012 => 0.042898913919933
1013 => 0.043640347689311
1014 => 0.044446370989862
1015 => 0.046194034876373
1016 => 0.045153140683481
1017 => 0.045527485595812
1018 => 0.044273492804085
1019 => 0.041686147489418
1020 => 0.041700791582914
1021 => 0.041302784874634
1022 => 0.04095884896875
1023 => 0.045272699902873
1024 => 0.044736204347323
1025 => 0.043881368894357
1026 => 0.045025600117963
1027 => 0.045328153014875
1028 => 0.045336766270511
1029 => 0.046171567834371
1030 => 0.04661710157865
1031 => 0.046695628832133
1101 => 0.048009207129948
1102 => 0.048449501248859
1103 => 0.050263010411897
1104 => 0.046579301153219
1105 => 0.046503437585169
1106 => 0.045041701797804
1107 => 0.044114645852329
1108 => 0.045105178111522
1109 => 0.045982654472029
1110 => 0.045068967434281
1111 => 0.045188275672425
1112 => 0.043961725475221
1113 => 0.044400159456171
1114 => 0.044777797864
1115 => 0.044569288131756
1116 => 0.044257138970603
1117 => 0.045910711417076
1118 => 0.045817410379243
1119 => 0.047357255056866
1120 => 0.048557674098422
1121 => 0.050709039621461
1122 => 0.048463977544948
1123 => 0.048382158559567
1124 => 0.04918195226585
1125 => 0.04844937880461
1126 => 0.048912339944537
1127 => 0.050634449424467
1128 => 0.050670834884114
1129 => 0.050061331555021
1130 => 0.050024243222054
1201 => 0.050141305003642
1202 => 0.050826939514762
1203 => 0.050587357749156
1204 => 0.050864607833783
1205 => 0.051211313310013
1206 => 0.052645434159777
1207 => 0.052991195841462
1208 => 0.052151174211846
1209 => 0.052227018759677
1210 => 0.051912827611091
1211 => 0.051609322898361
1212 => 0.052291557169275
1213 => 0.053538353708718
1214 => 0.053530597452155
1215 => 0.053819830015044
1216 => 0.054000019505592
1217 => 0.053226514305391
1218 => 0.052722990862634
1219 => 0.052916073790616
1220 => 0.053224817597259
1221 => 0.052815952335267
1222 => 0.050292246533444
1223 => 0.051057777658766
1224 => 0.050930355846953
1225 => 0.050748891691909
1226 => 0.051518639158098
1227 => 0.051444395137173
1228 => 0.049220498465661
1229 => 0.049362865115156
1230 => 0.04922915625315
1231 => 0.049661196940552
]
'min_raw' => 0.04095884896875
'max_raw' => 0.091752877885189
'avg_raw' => 0.066355863426969
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.040958'
'max' => '$0.091752'
'avg' => '$0.066355'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.0099880276275307
'max_diff' => -0.0666749138338
'year' => 2034
]
9 => [
'items' => [
101 => 0.048426047189653
102 => 0.048805970934169
103 => 0.049044255545166
104 => 0.049184607011631
105 => 0.049691652748406
106 => 0.049632156783495
107 => 0.049687954395691
108 => 0.050439769368217
109 => 0.054242191507508
110 => 0.054449148954978
111 => 0.053430014792505
112 => 0.05383713878888
113 => 0.05305554974407
114 => 0.053580235706043
115 => 0.053939212515646
116 => 0.05231706534032
117 => 0.052221012312245
118 => 0.051436197371421
119 => 0.051857912466429
120 => 0.051186933427882
121 => 0.051351568214091
122 => 0.050891234999248
123 => 0.051719743134537
124 => 0.052646143966939
125 => 0.052880189401881
126 => 0.052264516625443
127 => 0.051818728960489
128 => 0.051036072672416
129 => 0.052337647522115
130 => 0.052718267672942
131 => 0.052335648286497
201 => 0.05224698701426
202 => 0.052078974063576
203 => 0.052282631755995
204 => 0.052716194733858
205 => 0.052511734440149
206 => 0.052646784066271
207 => 0.052132114154065
208 => 0.053226770367798
209 => 0.054965347878569
210 => 0.054970937689552
211 => 0.054766476293726
212 => 0.054682815095737
213 => 0.054892604895609
214 => 0.055006407256012
215 => 0.05568482899993
216 => 0.056412802560668
217 => 0.059809937528885
218 => 0.058856035623665
219 => 0.061870175863931
220 => 0.064253969456856
221 => 0.064968764924713
222 => 0.06431118672801
223 => 0.062061647238764
224 => 0.061951274099426
225 => 0.065313035827435
226 => 0.064363184160831
227 => 0.064250202327491
228 => 0.063048266506578
301 => 0.063758759439385
302 => 0.063603364212678
303 => 0.063358065245125
304 => 0.064713636267555
305 => 0.067251144208883
306 => 0.066855649799628
307 => 0.066560431569577
308 => 0.065266871222228
309 => 0.066045883478496
310 => 0.065768492135036
311 => 0.066960341383436
312 => 0.066254316291377
313 => 0.064355988100251
314 => 0.06465830312166
315 => 0.064612608814347
316 => 0.065552994420904
317 => 0.065270714003622
318 => 0.064557489032434
319 => 0.067242471282602
320 => 0.067068123469932
321 => 0.067315308806839
322 => 0.067424127436606
323 => 0.069058428817589
324 => 0.069727949801566
325 => 0.069879942786544
326 => 0.070515935938711
327 => 0.069864118697541
328 => 0.072471852400037
329 => 0.074205843146717
330 => 0.076219962629334
331 => 0.079163132537717
401 => 0.080269791649113
402 => 0.080069883585961
403 => 0.082301361420563
404 => 0.086311277486377
405 => 0.08088040227075
406 => 0.086599127060001
407 => 0.084788644817577
408 => 0.080496023989973
409 => 0.080219629815351
410 => 0.083126642478156
411 => 0.089574116774659
412 => 0.087959097590033
413 => 0.08957675836748
414 => 0.087689671143477
415 => 0.087595961357185
416 => 0.089485106753068
417 => 0.093899197942502
418 => 0.091802228678136
419 => 0.088795709039708
420 => 0.091015676354097
421 => 0.089092535218097
422 => 0.08475915998538
423 => 0.0879578626153
424 => 0.085818981260479
425 => 0.086443220549002
426 => 0.090938831022246
427 => 0.090397907276195
428 => 0.091097912691775
429 => 0.089862421455608
430 => 0.088708277821943
501 => 0.086553983021875
502 => 0.085916202537025
503 => 0.0860924621181
504 => 0.08591611519153
505 => 0.084710807049884
506 => 0.084450520871453
507 => 0.084016699170671
508 => 0.084151158655856
509 => 0.08333544693937
510 => 0.08487486348302
511 => 0.085160592758814
512 => 0.086280851742597
513 => 0.08639716074661
514 => 0.089517066070557
515 => 0.087798674646006
516 => 0.088951519972373
517 => 0.088848398635381
518 => 0.080589058099672
519 => 0.081727122352715
520 => 0.083497593186212
521 => 0.082699998475538
522 => 0.081572386163064
523 => 0.080661778761994
524 => 0.079282115434986
525 => 0.081223965073662
526 => 0.083777290855835
527 => 0.086461917302075
528 => 0.089687320073539
529 => 0.088967447722776
530 => 0.086401620640806
531 => 0.086516721769365
601 => 0.087228231655494
602 => 0.086306761705467
603 => 0.086035002227974
604 => 0.087190896076437
605 => 0.087198856082104
606 => 0.086138593541234
607 => 0.084960305753054
608 => 0.084955368684199
609 => 0.084745703753202
610 => 0.087726970068928
611 => 0.089366365102555
612 => 0.089554319101143
613 => 0.089353714300911
614 => 0.089430919126801
615 => 0.088476991278337
616 => 0.090657387461408
617 => 0.092658334617827
618 => 0.092122038035905
619 => 0.091318053220554
620 => 0.090677640589972
621 => 0.091971177172746
622 => 0.091913578024931
623 => 0.092640858090003
624 => 0.092607864465278
625 => 0.092363307533781
626 => 0.092122046769804
627 => 0.093078618428095
628 => 0.092803141152578
629 => 0.092527235984763
630 => 0.091973865931742
701 => 0.092049078112451
702 => 0.091245232116414
703 => 0.090873336177157
704 => 0.085280913553859
705 => 0.083786435491233
706 => 0.084256628712641
707 => 0.08441142852969
708 => 0.08376102976161
709 => 0.084693534521302
710 => 0.084548204642271
711 => 0.085113598186446
712 => 0.084760364846579
713 => 0.08477486166606
714 => 0.085813645601318
715 => 0.086115208997026
716 => 0.085961831420054
717 => 0.08606925181749
718 => 0.088544709537079
719 => 0.088192778610035
720 => 0.088005822319287
721 => 0.088057610489506
722 => 0.088690143011273
723 => 0.088867217582373
724 => 0.088116940181815
725 => 0.08847077534122
726 => 0.089977360541599
727 => 0.090504580096394
728 => 0.092187211835558
729 => 0.091472399966367
730 => 0.0927844680886
731 => 0.09681731817936
801 => 0.10003903788386
802 => 0.097076211300404
803 => 0.10299248925419
804 => 0.10759916028087
805 => 0.10742234857406
806 => 0.10661906892633
807 => 0.10137449643714
808 => 0.096548362640406
809 => 0.10058562848984
810 => 0.10059592031076
811 => 0.10024911559382
812 => 0.098095141281961
813 => 0.10017416195677
814 => 0.10033918706805
815 => 0.10024681688945
816 => 0.098595369834813
817 => 0.096073915420811
818 => 0.096566601577798
819 => 0.097373631553468
820 => 0.095845755445435
821 => 0.09535750645164
822 => 0.096265254224276
823 => 0.099190206684468
824 => 0.098637261364965
825 => 0.098622821728045
826 => 0.10098855629019
827 => 0.099295200901166
828 => 0.096572815928037
829 => 0.095885377818476
830 => 0.093445435643331
831 => 0.095130712394479
901 => 0.095191362504513
902 => 0.09426835365102
903 => 0.096647713009506
904 => 0.096625786794139
905 => 0.098884634384117
906 => 0.10320270259174
907 => 0.10192563734352
908 => 0.10044054940413
909 => 0.10060201964017
910 => 0.10237294958695
911 => 0.10130220491472
912 => 0.10168725216435
913 => 0.10237236677182
914 => 0.10278571342494
915 => 0.10054254541783
916 => 0.10001955565224
917 => 0.098949702136311
918 => 0.098670597323767
919 => 0.099541970689264
920 => 0.099312394593531
921 => 0.095186265097613
922 => 0.094755061607722
923 => 0.09476828600314
924 => 0.093684004325201
925 => 0.092030214508923
926 => 0.096376275403443
927 => 0.096027225890529
928 => 0.09564190224256
929 => 0.09568910219081
930 => 0.09757557992345
1001 => 0.09648132756911
1002 => 0.099390576797558
1003 => 0.098792522616226
1004 => 0.098179130601808
1005 => 0.098094341141037
1006 => 0.097858237547634
1007 => 0.097048550475575
1008 => 0.096070804681414
1009 => 0.095425212217219
1010 => 0.088024714112752
1011 => 0.089398203514224
1012 => 0.090978277873119
1013 => 0.09152371321006
1014 => 0.090590708323247
1015 => 0.097085391195238
1016 => 0.098272032340272
1017 => 0.094677618909277
1018 => 0.094005250915271
1019 => 0.097129471528988
1020 => 0.09524518457848
1021 => 0.096093678876917
1022 => 0.094259698305263
1023 => 0.097986205237342
1024 => 0.097957815498127
1025 => 0.096508120134571
1026 => 0.097733392728763
1027 => 0.097520471463044
1028 => 0.095883768968033
1029 => 0.098038091625768
1030 => 0.098039160142928
1031 => 0.096643859874602
1101 => 0.095014454631701
1102 => 0.094723155459104
1103 => 0.09450370066309
1104 => 0.096039706449921
1105 => 0.097416884435429
1106 => 0.099979471235083
1107 => 0.10062376644208
1108 => 0.10313849352813
1109 => 0.10164109598823
1110 => 0.10230487292312
1111 => 0.10302549668293
1112 => 0.10337099021345
1113 => 0.10280802704568
1114 => 0.10671443331329
1115 => 0.10704425369147
1116 => 0.10715483961134
1117 => 0.10583762139705
1118 => 0.1070076194701
1119 => 0.10646021611798
1120 => 0.10788440756716
1121 => 0.10810773897138
1122 => 0.10791858521725
1123 => 0.10798947413
1124 => 0.10465604551788
1125 => 0.10448318965911
1126 => 0.10212628775942
1127 => 0.10308674270488
1128 => 0.10129121822014
1129 => 0.1018605975302
1130 => 0.10211157450483
1201 => 0.1019804783761
1202 => 0.10314104538644
1203 => 0.10215432633948
1204 => 0.099550212542914
1205 => 0.096945389257287
1206 => 0.096912687822779
1207 => 0.096226883830624
1208 => 0.095731173155562
1209 => 0.09582666461786
1210 => 0.096163188986145
1211 => 0.095711613747509
1212 => 0.095807980220118
1213 => 0.097408305751869
1214 => 0.097729239624263
1215 => 0.096638580928912
1216 => 0.092259428885779
1217 => 0.091184773990123
1218 => 0.091957214617788
1219 => 0.091588037749312
1220 => 0.07391869461696
1221 => 0.078069844692834
1222 => 0.075603372277486
1223 => 0.076740036243418
1224 => 0.074222406597283
1225 => 0.075423951424694
1226 => 0.075202069968463
1227 => 0.081876996449009
1228 => 0.081772776653076
1229 => 0.0818226611542
1230 => 0.079441543942174
1231 => 0.08323472831531
]
'min_raw' => 0.048426047189653
'max_raw' => 0.10810773897138
'avg_raw' => 0.078266893080517
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.048426'
'max' => '$0.1081077'
'avg' => '$0.078266'
'bar_min_pct' => 61.631153054958
'bar_max_pct' => 60.119598047091
'min_diff' => 0.0074671982209039
'max_diff' => 0.016354861086192
'year' => 2035
]
10 => [
'items' => [
101 => 0.085103387336015
102 => 0.084757548284032
103 => 0.084844588522606
104 => 0.083348948845793
105 => 0.081837142215578
106 => 0.080160315997298
107 => 0.083275651848879
108 => 0.082929279682739
109 => 0.083723732811091
110 => 0.085744250799648
111 => 0.086041779748664
112 => 0.086441661673383
113 => 0.086298332468905
114 => 0.08971301561024
115 => 0.08929947495102
116 => 0.090295988955974
117 => 0.088246084042084
118 => 0.085926422053257
119 => 0.086367313961869
120 => 0.086324852525641
121 => 0.085784269707489
122 => 0.085296255710352
123 => 0.08448384990221
124 => 0.087054422092608
125 => 0.086950061556094
126 => 0.088639537336404
127 => 0.088340906081542
128 => 0.086346573474109
129 => 0.086417801453341
130 => 0.086896843844671
131 => 0.088554815030675
201 => 0.089047013761968
202 => 0.088819007698905
203 => 0.089358681138041
204 => 0.089785217020076
205 => 0.089412247477763
206 => 0.094692709673761
207 => 0.092499893617443
208 => 0.093568656905776
209 => 0.093823550652525
210 => 0.093170645680066
211 => 0.093312237389818
212 => 0.093526710248661
213 => 0.094828947449463
214 => 0.098246394669739
215 => 0.09975995878025
216 => 0.10431359108466
217 => 0.099634278350701
218 => 0.099356627297989
219 => 0.10017687398253
220 => 0.10285033819615
221 => 0.10501692983557
222 => 0.10573571327603
223 => 0.10583071237351
224 => 0.10717919789164
225 => 0.10795212464287
226 => 0.10701545628105
227 => 0.10622172791767
228 => 0.10337869144126
229 => 0.10370778065473
301 => 0.10597487899352
302 => 0.10917728892847
303 => 0.11192528980663
304 => 0.1109630356766
305 => 0.11830435544319
306 => 0.11903221731145
307 => 0.11893165033584
308 => 0.1205898279921
309 => 0.11729868302644
310 => 0.11589165479069
311 => 0.10639334099904
312 => 0.10906197974331
313 => 0.11294100288176
314 => 0.1124275996238
315 => 0.10961054933407
316 => 0.11192315282138
317 => 0.11115853378667
318 => 0.11055544702993
319 => 0.11331830437669
320 => 0.110280429232
321 => 0.11291069775334
322 => 0.10953735116808
323 => 0.11096743117241
324 => 0.11015564859677
325 => 0.11068097141154
326 => 0.10760994497049
327 => 0.10926699629313
328 => 0.10754100618759
329 => 0.10754018784355
330 => 0.10750208651631
331 => 0.10953270622126
401 => 0.10959892465694
402 => 0.10809829362688
403 => 0.10788202925119
404 => 0.10868167199687
405 => 0.10774549976844
406 => 0.10818352886193
407 => 0.10775876722346
408 => 0.10766314443179
409 => 0.10690120575889
410 => 0.10657294162867
411 => 0.10670166245245
412 => 0.10626227192074
413 => 0.10599752323194
414 => 0.10744942133847
415 => 0.10667373074955
416 => 0.10733053563075
417 => 0.10658202357324
418 => 0.10398735467073
419 => 0.10249513314677
420 => 0.097594044115849
421 => 0.098983986885235
422 => 0.099905520379337
423 => 0.099600953565034
424 => 0.10025528093387
425 => 0.10029545132009
426 => 0.1000827228224
427 => 0.09983641047429
428 => 0.099716519245156
429 => 0.10061009024208
430 => 0.10112883828201
501 => 0.099998008593998
502 => 0.099733071020086
503 => 0.10087640226948
504 => 0.10157383367113
505 => 0.10672327528808
506 => 0.10634178802061
507 => 0.10729924619884
508 => 0.10719145110137
509 => 0.1081950198072
510 => 0.10983543050146
511 => 0.10650001689399
512 => 0.10707892936632
513 => 0.10693699339715
514 => 0.10848661309099
515 => 0.10849145083452
516 => 0.10756237641882
517 => 0.10806604273209
518 => 0.10778491001338
519 => 0.10829295483344
520 => 0.10633669302558
521 => 0.10871920874214
522 => 0.11006994162752
523 => 0.11008869655494
524 => 0.11072893322253
525 => 0.11137945075681
526 => 0.11262806251571
527 => 0.11134462765253
528 => 0.10903585327354
529 => 0.10920253932641
530 => 0.10784890575276
531 => 0.10787166057768
601 => 0.1077501935389
602 => 0.10811472526591
603 => 0.10641668724026
604 => 0.10681521337089
605 => 0.10625727445424
606 => 0.10707771651608
607 => 0.10619505648147
608 => 0.10693692495133
609 => 0.10725709078959
610 => 0.10843850962544
611 => 0.10602055995883
612 => 0.10109019690782
613 => 0.10212661899602
614 => 0.10059366931837
615 => 0.10073554964739
616 => 0.10102217049209
617 => 0.10009313855791
618 => 0.10027036857379
619 => 0.10026403667048
620 => 0.10020947174847
621 => 0.099967794661477
622 => 0.099617315070978
623 => 0.10101351788759
624 => 0.10125075995294
625 => 0.10177811967611
626 => 0.10334718450078
627 => 0.1031903979237
628 => 0.10344612333593
629 => 0.10288787619686
630 => 0.10076144513108
701 => 0.10087692056852
702 => 0.099436940013269
703 => 0.1017412961358
704 => 0.10119559418997
705 => 0.10084377659549
706 => 0.10074777990527
707 => 0.10232073413814
708 => 0.10279138669765
709 => 0.10249810760688
710 => 0.1018965836354
711 => 0.10305168748525
712 => 0.10336074454555
713 => 0.10342993102377
714 => 0.10547655357651
715 => 0.10354431448932
716 => 0.10400942364241
717 => 0.10763807248356
718 => 0.10434738870395
719 => 0.10609053729301
720 => 0.10600521924049
721 => 0.10689695507372
722 => 0.10593207087434
723 => 0.1059440317704
724 => 0.10673583277889
725 => 0.10562389106453
726 => 0.10534855865878
727 => 0.10496818891221
728 => 0.1057987123383
729 => 0.1062965735709
730 => 0.11030896946686
731 => 0.11290116020314
801 => 0.11278862636686
802 => 0.11381697497593
803 => 0.11335369450895
804 => 0.11185763967386
805 => 0.11441122285291
806 => 0.1136031622886
807 => 0.11366977781973
808 => 0.11366729838633
809 => 0.11420458801971
810 => 0.11382386907259
811 => 0.11307343294781
812 => 0.11357160746883
813 => 0.1150510076956
814 => 0.11964311139304
815 => 0.12221291345941
816 => 0.11948840608191
817 => 0.1213677347883
818 => 0.12024080723775
819 => 0.12003601097863
820 => 0.12121636828754
821 => 0.12239879165567
822 => 0.12232347639888
823 => 0.12146509775173
824 => 0.1209802214345
825 => 0.12465186735401
826 => 0.12735707352265
827 => 0.12717259659788
828 => 0.1279868177487
829 => 0.13037739623042
830 => 0.13059596076708
831 => 0.13056842665911
901 => 0.13002669165014
902 => 0.13238052662123
903 => 0.13434413716591
904 => 0.12990129564779
905 => 0.13159307153682
906 => 0.13235256423902
907 => 0.13346772485719
908 => 0.13534918774265
909 => 0.13739295546964
910 => 0.13768196663501
911 => 0.13747689938272
912 => 0.13612897962735
913 => 0.13836529466144
914 => 0.13967527556038
915 => 0.14045533920731
916 => 0.14243345082572
917 => 0.13235725460739
918 => 0.12522482210461
919 => 0.12411098977573
920 => 0.1263760116158
921 => 0.12697327981182
922 => 0.12673252175092
923 => 0.11870432051664
924 => 0.1240687229577
925 => 0.12984036893251
926 => 0.13006208136017
927 => 0.13295148801459
928 => 0.13389239726205
929 => 0.13621874834204
930 => 0.13607323444859
1001 => 0.13663966391624
1002 => 0.13650945159082
1003 => 0.14081852709549
1004 => 0.14557207728105
1005 => 0.14540747695349
1006 => 0.14472409787286
1007 => 0.14573903234104
1008 => 0.15064520555393
1009 => 0.15019352374431
1010 => 0.1506322941482
1011 => 0.156416948866
1012 => 0.16393782285669
1013 => 0.16044362180461
1014 => 0.16802503265835
1015 => 0.17279712891746
1016 => 0.18104997595362
1017 => 0.18001667885857
1018 => 0.18322945164756
1019 => 0.17816686140281
1020 => 0.16654213088256
1021 => 0.16470247278005
1022 => 0.16838551488883
1023 => 0.1774399145273
1024 => 0.16810035962235
1025 => 0.16998973941576
1026 => 0.16944559790815
1027 => 0.16941660291966
1028 => 0.1705232236991
1029 => 0.16891801254106
1030 => 0.16237809351125
1031 => 0.16537529986263
1101 => 0.16421793455269
1102 => 0.16550211765137
1103 => 0.17243232419753
1104 => 0.16936831468798
1105 => 0.16614062956959
1106 => 0.17018886298872
1107 => 0.17534365525519
1108 => 0.17502107761921
1109 => 0.17439514217841
1110 => 0.17792350748528
1111 => 0.18375133325821
1112 => 0.18532657114653
1113 => 0.18648937955136
1114 => 0.18664971118458
1115 => 0.18830122665228
1116 => 0.17942061174697
1117 => 0.19351437567207
1118 => 0.19594797936956
1119 => 0.19549056273697
1120 => 0.19819541082504
1121 => 0.19739957590216
1122 => 0.19624653596157
1123 => 0.20053429551885
1124 => 0.19561872519079
1125 => 0.18864169196321
1126 => 0.18481395354448
1127 => 0.18985462826911
1128 => 0.19293279242813
1129 => 0.19496726312923
1130 => 0.19558289273413
1201 => 0.1801099886022
1202 => 0.17177095144169
1203 => 0.17711617865432
1204 => 0.1836377247616
1205 => 0.17938438422906
1206 => 0.1795511071253
1207 => 0.17348696128412
1208 => 0.18417426710997
1209 => 0.18261721654553
1210 => 0.1906951976282
1211 => 0.18876732261297
1212 => 0.19535460260046
1213 => 0.19361995101596
1214 => 0.20082039276016
1215 => 0.2036928439161
1216 => 0.20851613646824
1217 => 0.21206417010393
1218 => 0.21414764331787
1219 => 0.21402255940102
1220 => 0.22227831825691
1221 => 0.21741018569384
1222 => 0.21129466386387
1223 => 0.21118405336819
1224 => 0.21435136878154
1225 => 0.22098919297738
1226 => 0.22271028421495
1227 => 0.22367213942117
1228 => 0.22219902469043
1229 => 0.21691501569542
1230 => 0.21463340740191
1231 => 0.21657740377254
]
'min_raw' => 0.080160315997298
'max_raw' => 0.22367213942117
'avg_raw' => 0.15191622770923
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.08016'
'max' => '$0.223672'
'avg' => '$0.151916'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.031734268807644
'max_diff' => 0.11556440044979
'year' => 2036
]
11 => [
'items' => [
101 => 0.21420006326077
102 => 0.21830401994801
103 => 0.22393962903744
104 => 0.22277589804609
105 => 0.22666607627389
106 => 0.23069200148097
107 => 0.23644925534271
108 => 0.23795441469267
109 => 0.24044238586205
110 => 0.24300332545131
111 => 0.24382583022812
112 => 0.2453962470553
113 => 0.24538797018344
114 => 0.25012052699338
115 => 0.25534068370983
116 => 0.25731117202338
117 => 0.26184220124704
118 => 0.25408297248773
119 => 0.25996843663326
120 => 0.26527727261526
121 => 0.25894785949991
122 => 0.2676714809153
123 => 0.26801019936671
124 => 0.27312444583791
125 => 0.26794017726828
126 => 0.2648617751404
127 => 0.27374900673736
128 => 0.27804925816196
129 => 0.27675398743626
130 => 0.26689691325832
131 => 0.26115967329695
201 => 0.24614420968712
202 => 0.26393067495272
203 => 0.27259394334529
204 => 0.26687447748607
205 => 0.269759043384
206 => 0.28549629959947
207 => 0.29148802785444
208 => 0.29024179026274
209 => 0.29045238390092
210 => 0.29368541170974
211 => 0.30802243747499
212 => 0.2994313593068
213 => 0.30599891666482
214 => 0.30948232540643
215 => 0.31271790957811
216 => 0.30477233746934
217 => 0.29443526489946
218 => 0.2911610800958
219 => 0.26630578932472
220 => 0.26501196349903
221 => 0.26428569985614
222 => 0.25970671031971
223 => 0.25610887883488
224 => 0.25324774965922
225 => 0.24573929229679
226 => 0.24827317624353
227 => 0.23630626234467
228 => 0.24396226977577
301 => 0.22486278624194
302 => 0.24076940367313
303 => 0.23211215499048
304 => 0.23792526464493
305 => 0.23790498325297
306 => 0.22720120533104
307 => 0.22102748960782
308 => 0.22496162155127
309 => 0.22917932328643
310 => 0.2298636312029
311 => 0.23533199159581
312 => 0.23685809343946
313 => 0.23223393360633
314 => 0.22446699189836
315 => 0.22627107531204
316 => 0.22099092991503
317 => 0.21173767820462
318 => 0.21838352512931
319 => 0.22065270946666
320 => 0.22165491054262
321 => 0.21255540022857
322 => 0.20969613652792
323 => 0.20817388852524
324 => 0.22329235938357
325 => 0.22412058334521
326 => 0.2198832724584
327 => 0.23903631946508
328 => 0.23470139504666
329 => 0.2395445677043
330 => 0.22610737365176
331 => 0.22662069256015
401 => 0.22025930955508
402 => 0.22382125897015
403 => 0.22130378793057
404 => 0.22353348865728
405 => 0.22486996207948
406 => 0.23123030124418
407 => 0.24084202852964
408 => 0.2302802786716
409 => 0.2256783730114
410 => 0.22853336940089
411 => 0.23613660101311
412 => 0.24765588610789
413 => 0.24083623748456
414 => 0.24386268173845
415 => 0.24452382517079
416 => 0.23949526875307
417 => 0.24784129615567
418 => 0.25231400004373
419 => 0.25690206873722
420 => 0.26088576022901
421 => 0.25506949320725
422 => 0.26129373264967
423 => 0.25627809438525
424 => 0.25177854835491
425 => 0.2517853723089
426 => 0.24896274135619
427 => 0.24349353821093
428 => 0.24248493323831
429 => 0.24773182367863
430 => 0.2519393329294
501 => 0.2522858835439
502 => 0.25461537685475
503 => 0.25599394700043
504 => 0.26950580850326
505 => 0.27494039097569
506 => 0.28158569555158
507 => 0.28417441619274
508 => 0.2919655372149
509 => 0.28567357422559
510 => 0.28431226845455
511 => 0.26541355731105
512 => 0.26850822020207
513 => 0.27346307408115
514 => 0.26549526102653
515 => 0.27054900447193
516 => 0.27154672048098
517 => 0.26522451778785
518 => 0.2686014794125
519 => 0.25963327053677
520 => 0.24103751097584
521 => 0.24786199855194
522 => 0.25288711850563
523 => 0.2457156527389
524 => 0.25857022755171
525 => 0.25106085031835
526 => 0.24868073824905
527 => 0.2393950724955
528 => 0.24377754929312
529 => 0.24970491191293
530 => 0.24604249094376
531 => 0.25364256437007
601 => 0.26440629520729
602 => 0.27207717079314
603 => 0.27266604537098
604 => 0.26773418627803
605 => 0.27563752194919
606 => 0.27569508912129
607 => 0.26678009419814
608 => 0.26131970944662
609 => 0.26007909854232
610 => 0.26317838781735
611 => 0.26694149715759
612 => 0.27287487174946
613 => 0.27646028574945
614 => 0.28580914390477
615 => 0.28833867686883
616 => 0.29111786668986
617 => 0.29483172136115
618 => 0.29929115610683
619 => 0.28953416675905
620 => 0.28992183013514
621 => 0.28083625674919
622 => 0.27112701858328
623 => 0.27849512007758
624 => 0.28812793264391
625 => 0.28591815479789
626 => 0.28566950964854
627 => 0.28608766182132
628 => 0.28442156149002
629 => 0.27688585144007
630 => 0.27310146502903
701 => 0.27798428899921
702 => 0.28057929262988
703 => 0.28460391695293
704 => 0.2841077970556
705 => 0.2944747970987
706 => 0.29850309983363
707 => 0.29747248761324
708 => 0.29766214506486
709 => 0.30495519474965
710 => 0.3130665659292
711 => 0.32066393542854
712 => 0.32839230599789
713 => 0.3190754536331
714 => 0.31434493058583
715 => 0.31922562286782
716 => 0.31663585884228
717 => 0.33151741110694
718 => 0.3325477774977
719 => 0.34742825365676
720 => 0.36155159746584
721 => 0.35268097826534
722 => 0.36104557262994
723 => 0.37009256341065
724 => 0.38754567644798
725 => 0.38166808198493
726 => 0.37716593673988
727 => 0.37291143123751
728 => 0.38176438180421
729 => 0.39315356127892
730 => 0.39560668145357
731 => 0.39958167330053
801 => 0.39540245541233
802 => 0.40043586303292
803 => 0.41820600372499
804 => 0.41340435484862
805 => 0.40658524154061
806 => 0.42061306095454
807 => 0.42568967426868
808 => 0.46132000515031
809 => 0.50630476970394
810 => 0.48768078179285
811 => 0.4761202715041
812 => 0.47883726564092
813 => 0.49526417882553
814 => 0.50053998197626
815 => 0.48619853033417
816 => 0.4912641735055
817 => 0.51917636542258
818 => 0.53415036085576
819 => 0.51381366378161
820 => 0.45770552311912
821 => 0.40597125499675
822 => 0.41969351252726
823 => 0.41813783437453
824 => 0.44812600247258
825 => 0.41328983711093
826 => 0.4138763887933
827 => 0.44448468044959
828 => 0.43631891299466
829 => 0.42309141551014
830 => 0.40606783036682
831 => 0.37459815873834
901 => 0.34672459298029
902 => 0.40139107433066
903 => 0.39903375625028
904 => 0.39562001033493
905 => 0.40321693246365
906 => 0.44010542989674
907 => 0.43925503063449
908 => 0.43384522440559
909 => 0.43794851475037
910 => 0.42237208887358
911 => 0.42638648849065
912 => 0.40596306002436
913 => 0.41519530264884
914 => 0.42306303524131
915 => 0.42464259904302
916 => 0.4282014369428
917 => 0.39779155673929
918 => 0.41144470016349
919 => 0.41946464279867
920 => 0.38323025020491
921 => 0.41874840535954
922 => 0.39726218838082
923 => 0.38996944362609
924 => 0.39978816369227
925 => 0.39596179893346
926 => 0.39267211520552
927 => 0.39083641516138
928 => 0.3980461995254
929 => 0.39770985446726
930 => 0.38591324788889
1001 => 0.37052505549861
1002 => 0.37568983796498
1003 => 0.37381342407486
1004 => 0.36701305807482
1005 => 0.37159568367952
1006 => 0.35141611973017
1007 => 0.31669822879776
1008 => 0.33963393098547
1009 => 0.33875093140048
1010 => 0.33830568296889
1011 => 0.35554122926671
1012 => 0.35388442918188
1013 => 0.35087732080449
1014 => 0.36695783017127
1015 => 0.36108822793902
1016 => 0.3791769589666
1017 => 0.39109136712713
1018 => 0.38806948782689
1019 => 0.3992750462892
1020 => 0.37580882412161
1021 => 0.38360336182426
1022 => 0.38520980524202
1023 => 0.3667593991818
1024 => 0.35415550216575
1025 => 0.35331496592972
1026 => 0.3314615454279
1027 => 0.34313546626533
1028 => 0.3534080335026
1029 => 0.34848827097936
1030 => 0.34693082113823
1031 => 0.35488749460691
1101 => 0.35550579627973
1102 => 0.34140845261485
1103 => 0.34433973676759
1104 => 0.35656367896997
1105 => 0.34403172478749
1106 => 0.31968418489404
1107 => 0.31364565836939
1108 => 0.31284000761887
1109 => 0.29646304476244
1110 => 0.3140491815861
1111 => 0.30637236158341
1112 => 0.3306233439895
1113 => 0.31677131289977
1114 => 0.31617417952519
1115 => 0.3152715248491
1116 => 0.30117519639475
1117 => 0.30426139645785
1118 => 0.31452039550911
1119 => 0.3181809219465
1120 => 0.31779909904927
1121 => 0.31447012081699
1122 => 0.3159941100046
1123 => 0.31108480983826
1124 => 0.30935123377128
1125 => 0.30387959084622
1126 => 0.29583778732633
1127 => 0.29695604942902
1128 => 0.28102313240375
1129 => 0.27234203358448
1130 => 0.26993921984635
1201 => 0.26672607689522
1202 => 0.27030215289252
1203 => 0.28097799645168
1204 => 0.26810066411278
1205 => 0.24602338105756
1206 => 0.24735026338704
1207 => 0.25033137402647
1208 => 0.2447760940719
1209 => 0.2395184878142
1210 => 0.24408954989219
1211 => 0.23473511402202
1212 => 0.25146181291004
1213 => 0.25100940258115
1214 => 0.25724408155449
1215 => 0.261142754265
1216 => 0.25215757587754
1217 => 0.2498978278116
1218 => 0.25118508300978
1219 => 0.22990962198019
1220 => 0.25550542249007
1221 => 0.25572677603576
1222 => 0.25383141258986
1223 => 0.26746038617969
1224 => 0.29622177143769
1225 => 0.28540058137959
1226 => 0.28121028951689
1227 => 0.27324454162282
1228 => 0.28385842773236
1229 => 0.28304344688156
1230 => 0.27935779440195
1231 => 0.27712870028235
]
'min_raw' => 0.20817388852524
'max_raw' => 0.53415036085576
'avg_raw' => 0.3711621246905
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$0.208173'
'max' => '$0.53415'
'avg' => '$0.371162'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.12801357252794
'max_diff' => 0.3104782214346
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.0065343404858329
]
1 => [
'year' => 2028
'avg' => 0.011214825206286
]
2 => [
'year' => 2029
'avg' => 0.03063688118799
]
3 => [
'year' => 2030
'avg' => 0.023636308210722
]
4 => [
'year' => 2031
'avg' => 0.023213783878358
]
5 => [
'year' => 2032
'avg' => 0.040701068785415
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.0065343404858329
'min' => '$0.006534'
'max_raw' => 0.040701068785415
'max' => '$0.040701'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.040701068785415
]
1 => [
'year' => 2033
'avg' => 0.10468733415763
]
2 => [
'year' => 2034
'avg' => 0.066355863426969
]
3 => [
'year' => 2035
'avg' => 0.078266893080517
]
4 => [
'year' => 2036
'avg' => 0.15191622770923
]
5 => [
'year' => 2037
'avg' => 0.3711621246905
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.040701068785415
'min' => '$0.040701'
'max_raw' => 0.3711621246905
'max' => '$0.371162'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 0.3711621246905
]
]
]
]
'prediction_2025_max_price' => '$0.011172'
'last_price' => 0.01083318
'sma_50day_nextmonth' => '$0.010287'
'sma_200day_nextmonth' => '$0.017333'
'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' => '$0.010861'
'daily_sma3_action' => 'SELL'
'daily_sma5' => '$0.010854'
'daily_sma5_action' => 'SELL'
'daily_sma10' => '$0.010799'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.010772'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.010821'
'daily_sma50_action' => 'BUY'
'daily_sma100' => '$0.011298'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.019317'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.010848'
'daily_ema3_action' => 'SELL'
'daily_ema5' => '$0.010839'
'daily_ema5_action' => 'SELL'
'daily_ema10' => '$0.010815'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.0108011'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$0.011168'
'daily_ema50_action' => 'SELL'
'daily_ema100' => '$0.014164'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.023934'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.01548'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.043585'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '$0.050874'
'weekly_sma100_action' => 'SELL'
'weekly_sma200' => '—'
'weekly_sma200_action' => '—'
'weekly_ema3' => '$0.010829'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$0.010864'
'weekly_ema5_action' => 'SELL'
'weekly_ema10' => '$0.01174'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.017692'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.035042'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.080912'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$0.180800097'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '51.42'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 93.62
'stoch_rsi_14_action' => 'SELL'
'momentum_10' => 0
'momentum_10_action' => 'BUY'
'vwma_10' => '0.0108065'
'vwma_10_action' => 'BUY'
'hma_9' => '0.010896'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 74.65
'stochastic_fast_14_action' => 'NEUTRAL'
'cci_20' => 83.55
'cci_20_action' => 'NEUTRAL'
'adx_14' => 14.7
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '0.000062'
'ao_5_34_action' => 'BUY'
'macd_12_26' => 0
'macd_12_26_action' => 'NEUTRAL'
'williams_percent_r_14' => -25.35
'williams_percent_r_14_action' => 'NEUTRAL'
'ultimate_oscillator' => 60.57
'ultimate_oscillator_action' => 'NEUTRAL'
'ichimoku_cloud' => '-0.000364'
'ichimoku_cloud_action' => 'SELL'
'sell_signals' => 23
'buy_signals' => 10
'sell_pct' => 69.7
'buy_pct' => 30.3
'overall_action' => 'bearish'
'overall_action_label' => 'Ayı'
'overall_action_dir' => -1
'last_updated' => 1767679589
'last_updated_date' => '6 Ocak 2026'
]
Mu Coin için 2026 fiyat tahmini
Mu Coin için 2026 fiyat tahmini, ortalama fiyatın alt sınırda $0.003742 ile üst sınırda $0.011172 arasında olabileceğini gösteriyor. Kripto piyasasında, bugünün ortalama fiyatına kıyasla, Mu Coin 3.13% artabilir ve eğer MU tahmin edilen fiyat hedefine ulaşırsa 2026 yılına kadar bu gerçekleşebilir.
Mu Coin fiyat tahmini 2027-2032
MU için 2027-2032 fiyat tahmini, şu anda alt sınırda $0.006534 ve üst sınırda $0.040701 fiyat aralığında bulunuyor. Piyasadaki fiyat dalgalanmaları göz önüne alındığında, Mu Coin üst fiyat hedefine ulaşırsa, bugünün fiyatına kıyasla 2032 yılına kadar 275.71% artış gösterebilir.
| Mu Coin Fiyat Tahmini | Potansiyel Düşük ($) | Ortalama Fiyat ($) | Potansiyel Yüksek ($) |
|---|---|---|---|
| 2027 | $0.0036031 | $0.006534 | $0.009465 |
| 2028 | $0.0065026 | $0.011214 | $0.015927 |
| 2029 | $0.014284 | $0.030636 | $0.046989 |
| 2030 | $0.012148 | $0.023636 | $0.035124 |
| 2031 | $0.014363 | $0.023213 | $0.032064 |
| 2032 | $0.021924 | $0.040701 | $0.059478 |
Mu Coin fiyat tahmini 2032-2037
Mu Coin için 2032-2037 fiyat tahmini, şu anda alt sınırda $0.040701 ve üst sınırda $0.371162 olarak tahmin edilmektedir. Mevcut fiyata kıyasla, Mu Coin üst fiyat hedefine ulaşırsa, 2037 yılına kadar potansiyel olarak 3326.16% artış gösterebilir. Lütfen bu bilgilerin sadece genel amaçlar için olduğunu ve uzun vadeli yatırım tavsiyesi olarak değerlendirilmemesi gerektiğini unutmayın.
| Mu Coin Fiyat Tahmini | Potansiyel Düşük ($) | Ortalama Fiyat ($) | Potansiyel Yüksek ($) |
|---|---|---|---|
| 2032 | $0.021924 | $0.040701 | $0.059478 |
| 2033 | $0.050946 | $0.104687 | $0.158427 |
| 2034 | $0.040958 | $0.066355 | $0.091752 |
| 2035 | $0.048426 | $0.078266 | $0.1081077 |
| 2036 | $0.08016 | $0.151916 | $0.223672 |
| 2037 | $0.208173 | $0.371162 | $0.53415 |
Mu Coin Potansiyel fiyat histogramı
Teknik Analize Dayalı Mu Coin Fiyat Tahmini
6 Ocak 2026 itibariyle, Mu Coin için genel fiyat tahmini duyarlılığı Ayı, 10 teknik gösterge yükseliş sinyalleri gösterirken 23 düşüş sinyalleri gösteriyor. MU fiyat tahmini en son 6 Ocak 2026 tarihinde güncellendi.
Mu Coin'ın 50 Günlük, 200 Günlük Basit Hareketli Ortalamaları ve 14 Günlük Göreceli Güç Endeksi - RSI (14)
Teknik göstergelerimize göre, Mu Coin'ın 200 günlük SMA'sının önümüzdeki ay içinde artmak ve 4 Şub 2026 tarihinde $0.017333 seviyesine ulaşması bekleniyor. Mu Coin için kısa vadeli 50 günlük SMA'nın 4 Şub 2026 tarihinde $0.010287 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 51.42 seviyesinde olup, MU piyasasının NEUTRAL durumda olduğunu gösteriyor.
19 Ekim 2024 Cumartesi için Popüler MU 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 | $0.010861 | SELL |
| SMA 5 | $0.010854 | SELL |
| SMA 10 | $0.010799 | BUY |
| SMA 21 | $0.010772 | BUY |
| SMA 50 | $0.010821 | BUY |
| SMA 100 | $0.011298 | SELL |
| SMA 200 | $0.019317 | SELL |
Günlük Üstel Hareketli Ortalama (EMA)
| Dönem | Değer | İşlem |
|---|---|---|
| EMA 3 | $0.010848 | SELL |
| EMA 5 | $0.010839 | SELL |
| EMA 10 | $0.010815 | BUY |
| EMA 21 | $0.0108011 | BUY |
| EMA 50 | $0.011168 | SELL |
| EMA 100 | $0.014164 | SELL |
| EMA 200 | $0.023934 | SELL |
Haftalık Basit Hareketli Ortalama (SMA)
| Dönem | Değer | İşlem |
|---|---|---|
| SMA 21 | $0.01548 | SELL |
| SMA 50 | $0.043585 | SELL |
| SMA 100 | $0.050874 | SELL |
| SMA 200 | — | — |
Haftalık Üstel Hareketli Ortalama (EMA)
| Dönem | Değer | İşlem |
|---|---|---|
| EMA 21 | $0.017692 | SELL |
| EMA 50 | $0.035042 | SELL |
| EMA 100 | $0.080912 | SELL |
| EMA 200 | $0.180800097 | SELL |
Mu 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) | 51.42 | NEUTRAL |
| Stoch RSI (14) | 93.62 | SELL |
| Hızlı Stokastik (14) | 74.65 | NEUTRAL |
| Emtia Kanal Endeksi (20) | 83.55 | NEUTRAL |
| Ortalama Yön Endeksi (14) | 14.7 | NEUTRAL |
| Harika Osilatör (5, 34) | 0.000062 | BUY |
| Momentum (10) | 0 | BUY |
| MACD (12, 26) | 0 | NEUTRAL |
| Williams Yüzde Aralığı (14) | -25.35 | NEUTRAL |
| Ultimate Osilatör (7, 14, 28) | 60.57 | NEUTRAL |
| VWMA (10) | 0.0108065 | BUY |
| Hull Hareketli Ortalaması (9) | 0.010896 | BUY |
| Ichimoku Bulutu B/L (9, 26, 52, 26) | -0.000364 | SELL |
Dünya genelinde para akışlarına göre Mu Coin fiyat tahmini
Mu 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 Mu Coin fiyat tahminleri
| Karşılaştırma | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook hisseleri | $0.015222 | $0.02139 | $0.030056 | $0.042234 | $0.059346 | $0.083391 |
| Amazon.com hisseleri | $0.022604 | $0.047164 | $0.098412 | $0.205342 | $0.428459 | $0.8940061 |
| Apple hisseleri | $0.015366 | $0.021795 | $0.030915 | $0.043851 | $0.062199 | $0.088225 |
| Netflix hisseleri | $0.017093 | $0.02697 | $0.042554 | $0.067144 | $0.105943 | $0.167162 |
| Google hisseleri | $0.014028 | $0.018167 | $0.023526 | $0.030466 | $0.039454 | $0.051093 |
| Tesla hisseleri | $0.024558 | $0.055671 | $0.1262022 | $0.28609 | $0.648546 | $1.47 |
| Kodak hisseleri | $0.008123 | $0.006091 | $0.004568 | $0.003425 | $0.002568 | $0.001926 |
| Nokia hisseleri | $0.007176 | $0.004754 | $0.003149 | $0.002086 | $0.001382 | $0.000915 |
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.
Mu Coin öngörü ve tahminlerine genel bakış
Şöyle sorularınız olabilir: "Mu Coin için şimdi mi yatırım yapmalıyım?", "Bugün mü MU satın almalıyım?", "Mu Coin kısa ve uzun vade için iyi veya kötü bir yatırım mı?".
Mu Coin öngörülerini gerçek zamanlı verilerle düzenli olarak güncelliyoruz. Benzer tahminlerimizi inceleyin. Teknik analiz yöntemleriyle Mu 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 Mu Coin hakkında olabildiğince çok bilgi kaynağını kendiniz keşfetmelisiniz.
Mu Coin fiyatı bugün $0.01083 USD'ye tekabül ediyor, ancak kripto para birimleri yüksek riskli varlıklar olduğu için fiyat düşebilir ya da yükselebilir ve yatırımınızı kaybedebilirsiniz
Bitcoin'in büyüme paternine göre Mu Coin fiyat tahmini
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Mu Coin, Bitcoin'in geçmiş yıllık ortama büyümesine göre %1 oranında büyüme gösterirse | $0.011114 | $0.0114036 | $0.011700095 | $0.0120042 |
| Mu Coin, Bitcoin'in geçmiş yıllık ortama büyümesine göre %2 oranında büyüme gösterirse | $0.011396 | $0.011988 | $0.012612 | $0.013267 |
| Mu Coin, Bitcoin'in geçmiş yıllık ortama büyümesine göre %5 oranında büyüme gösterirse | $0.012241 | $0.013832 | $0.015629 | $0.017661 |
| Mu Coin, Bitcoin'in geçmiş yıllık ortama büyümesine göre %10 oranında büyüme gösterirse | $0.013649 | $0.017196 | $0.021666 | $0.027298 |
| Mu Coin, Bitcoin'in geçmiş yıllık ortama büyümesine göre %20 oranında büyüme gösterirse | $0.016464 | $0.025024 | $0.038033 | $0.0578062 |
| Mu Coin, Bitcoin'in geçmiş yıllık ortama büyümesine göre %50 oranında büyüme gösterirse | $0.024912 | $0.05729 | $0.131748 | $0.302977 |
| Mu Coin, Bitcoin'in geçmiş yıllık ortama büyümesine göre %100 oranında büyüme gösterirse | $0.038992 | $0.140345 | $0.505147 | $1.81 |
Soru Kutusu
MU iyi bir yatırım mı?
Mu Coin satın alma kararı tamamen bireysel risk toleransınıza bağlıdır. Gördüğünüz gibi, Mu Coin değeri son 24 saat içinde -0.1212% oranında düşmüştür, ve Mu Coin son 30 günlük sürede oranında azalmıştır. Bu nedenle, Mu Coin'a yatırım yapma kararı, bu yatırımın ticaret hedeflerinize uyup uymadığına bağlı olacaktır.
Mu Coin yükselebilir mi?
Mu Coin ortalama değeri yıl sonuna kadar $0.011172 seviyesine kadar yükselebilir gibi görünmektedir. Mu Coin'ın uzun vadeli beş yıllık görünümüne bakıldığında, dijital para birimi $0.035124 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 Mu Coin fiyatı ne olacak?
Yeni deneysel Mu Coin tahminimize göre, Mu Coin fiyatı önümüzdeki hafta 0.86% oranında artacak ve $0.010925 seviyesine ulaşacaktır 13 Ocak 2026 itibariyle.
Önümüzdeki ay Mu Coin fiyatı ne olacak?
Yeni deneysel Mu Coin tahminimize göre, Mu Coin fiyatı önümüzdeki ay -11.62% oranında düşecek ve $0.009574 seviyesine ulaşacaktır 5 Şubat 2026 itibariyle.
2026 yılında Mu Coin fiyatı ne kadar yükselebilir?
Son Mu Coin değer tahminimize göre, MU fiyatı $0.003742 ve $0.011172 aralığında dalgalanması beklenmektedir. Ancak, kripto para piyasasının son derece dalgalı olduğunu ve bu Mu Coin fiyat tahmininin ani ve aşırı fiyat dalgalanmalarını dikkate almadığını unutmamak önemlidir.
5 yıl içinde Mu Coin nerede olacak?
Mu Coin'ın geleceği $0.035124 seviyesine kadar artış gösteren bir eğilimde görünmektedir. Mu Coin'ın 2030 tahminine dayanarak, Mu Coin değeri yaklaşık olarak $0.035124 seviyesine ulaşabilirken, en düşük zirve yaklaşık $0.012148 seviyesinde beklenmektedir.
2026 yılında Mu Coin ne kadar olacak?
Yeni deneysel Mu Coin fiyat tahmin simülasyonumuza göre, 2026 yılında MU'ın değeri 3.13% oranında artacaktır ve en iyi durumda $0.011172 seviyesine ulaşacaktır. Fiyat, 2026 yılı boyunca $0.011172 ve $0.003742 arasında olacaktır.
2027 yılında Mu Coin ne kadar olacak?
Son deneysel simülasyonumuza göre, 2027 yılında MU'ın değeri -12.62% oranında düşecektir ve en iyi durumda $0.009465 seviyesine ulaşacaktır. Fiyat, 2027 yılı boyunca $0.009465 ve $0.0036031 arasında olacaktır.
2028 yılında Mu Coin ne kadar olacak?
Yeni deneysel Mu Coin fiyat tahmin modelimize göre, MU'ın değeri 2028 yılında 47.02% oranında artacaktır, en iyi durumda $0.015927 seviyesine ulaşacaktır. Fiyat, yıl boyunca $0.015927 ve $0.0065026 arasında olacaktır.
2029 yılında Mu Coin ne kadar olacak?
Deneysel tahmin modelimize göre, Mu Coin değeri 333.75% oranında artacaktır ve 2029 yılında en iyi durumda $0.046989 seviyesine ulaşacaktır. Fiyat aralığı $0.046989 ve $0.014284 arasında olacaktır.
2030 yılında Mu Coin ne kadar olacak?
Yeni deneysel simülasyona göre, MU'ın değeri 224.23% oranında artacaktır, $0.035124 seviyesine ulaşacaktır. Fiyat 2030 yılı boyunca $0.035124 ve $0.012148 arasında olacaktır.
2031 yılında Mu Coin ne kadar olacak?
Mu Coin'ın değeri 2031 yılında 195.98% oranında artacaktır, ve en iyi durumda $0.032064 seviyesine ulaşacaktır. Yıl boyunca fiyat $0.032064 ve $0.014363 arasında olacaktır.
2032 yılında Mu Coin ne kadar olacak?
Mu Coin fiyatı 449.04% oranında artacaktır, 2032 yılında $0.059478 seviyesine ulaşabilir. Fiyat $0.059478 ve $0.021924 arasında olacaktır.
2033 yılında Mu Coin ne kadar olacak?
MU'ın değeri 1362.43% oranında artacaktır, ve 2033 yılı için $0.158427 seviyesine ulaşacaktır. Fiyat aralığı $0.158427 ve $0.050946 arasında olacaktır.
2034 yılında Mu Coin ne kadar olacak?
Yeni simülasyon sonuçlarına göre, MU'ın değeri 746.96% oranında artacaktır, ve $0.091752 seviyesine ulaşacaktır. Yıl boyunca fiyat aralığı $0.091752 ve $0.040958 arasında olacaktır.
2035 yılında Mu Coin ne kadar olacak?
Deneysel tahminimize göre, 2035 yılında MU'ın değeri 897.93% oranında artacaktır, ve en iyi durumda $0.1081077 seviyesine ulaşacaktır. Yıl boyunca fiyat $0.1081077 ve $0.048426 arasında olacaktır.
2036 yılında Mu Coin ne kadar olacak?
MU'ın değeri 2036 yılında 1964.7% oranında artacaktır, ve $0.223672 seviyesine ulaşacaktır. Fiyat $0.223672 ve $0.08016 arasında olacaktır.
2037 yılında Mu Coin ne kadar olacak?
Deneysel simülasyonumuza göre, 2037 yılında Mu Coin'ın değeri 4830.69% oranında artacaktır, ve en iyi durumda $0.53415 seviyesine ulaşacaktır. Fiyat 2037 yılı boyunca $0.53415 ve $0.208173 arasında olacaktır.
İlgili Tahminler
Infinity Skies Fiyat Tahmini
Quai Dao Fiyat Tahmini
Diamond Coin Fiyat Tahmini
FlexMeme Fiyat Tahmini
MoneySwap Fiyat Tahmini
BNPL Pay Fiyat Tahmini
Work Quest Fiyat Tahmini
Polygen Fiyat TahminiMultiverse Capital Fiyat Tahmini
BCPAY FinTech Fiyat Tahmini
MacaronSwap Fiyat Tahmini
VIG Fiyat Tahmini
OneRing Fiyat Tahmini
Blockchain Cuties Universe Governance Fiyat Tahmini
Y Coin Fiyat Tahmini
TERA Fiyat Tahmini
Waterfall Governance Token Fiyat Tahmini
MatrixETF Fiyat Tahmini
Uniwhale Fiyat Tahmini
Optimus X Fiyat Tahmini
XP Fiyat Tahmini
Crown Fiyat Tahmini
Kunci Coin Fiyat Tahmini
AFEN Blockchain Fiyat TahminiStaySAFU Fiyat Tahmini
Mu Coin fiyat hareketlerini nasıl okumalı ve tahmin etmeli?
Mu 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.
Mu Coin Fiyat Tahmin Göstergeleri
Hareketli ortalamalar, Mu Coin fiyat tahmini için popüler araçlardır. Basit bir hareketli ortalama (SMA), MU'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. MU'ın bu ortalamaların üzerinde bir fiyat hareketi yükseliş olarak görülürken, aşağı düşüş zayıflık belirtir.
Tüccarlar ayrıca MU'ın gelecekteki yönünü ölçmek için RSI ve Fibonacci geri çekilme seviyelerini kullanır.
Mu 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, Mu 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 MU'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.
Mu Coin fiyatını ne etkiler?
Mu 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 MU'ın fiyatını etkiler. Mu Coin'ın piyasa değeri hızla değişebilir.
Tüccarlar genellikle Mu Coin'ın büyük sahipleri olan MU "balinalarının" aktivitelerini izlerler, çünkü onların eylemleri nispeten küçük olan Mu 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


