Pancake Bunny Geleceği Fiyat Tahmini - BUNNY
$0.02733
3.6847%
Add to portfolio
Add to favorites
Sentiment
Boğa 60%
Ayı 40%
SMA 50
$0.025972
SMA 200
$0.04232
RSI (14)
64.10
Momentum (10)
0
MACD (12, 26)
0
Hull Moving Average (9)
0.0266060
2026 yılına kadar Pancake Bunny fiyat tahmini $0.028194 olacak
| Yıl | Min. fiyat | Max. fiyat |
|---|---|---|
| 2026 | $0.009445 | $0.028194 |
| 2027 | $0.009092 | $0.023886 |
| 2028 | $0.0164097 | $0.040192 |
| 2029 | $0.036047 | $0.11858 |
| 2030 | $0.030656 | $0.088638 |
| 2031 | $0.036245 | $0.080916 |
| 2032 | $0.055326 | $0.150095 |
| 2033 | $0.128567 | $0.39980087 |
| 2034 | $0.103361 | $0.231543 |
| 2035 | $0.1222056 | $0.272815 |
Yatırım Kârı Hesaplayıcı
Bugün Pancake Bunny’de $10,000.00 tutarında short açıp Apr 06, 2026 tarihinde kapatırsanız, tahminimize göre yaklaşık $3,954.59 kazanç elde edebilir ve önümüzdeki 90 gün içinde 39.55% getiri sağlayabilirsiniz.
$
≈ $3,954.59
(39.55% ROI)
Pancake Bunny için uzun vadeli fiyat tahmini: 2027, 2028, 2029, 2030, 2031, 2032 ve 2037
[
'name' => 'Pancake Bunny'
'name_with_ticker' => 'Pancake Bunny <small>BUNNY</small>'
'name_lang' => 'Pancake Bunny'
'name_lang_with_ticker' => 'Pancake Bunny <small>BUNNY</small>'
'name_with_lang' => 'Pancake Bunny'
'name_with_lang_with_ticker' => 'Pancake Bunny <small>BUNNY</small>'
'image' => '/uploads/coins/pancake-bunny.png?1717124464'
'price_for_sd' => 0.02733
'ticker' => 'BUNNY'
'marketcap' => '$13.95K'
'low24h' => '$0.02633'
'high24h' => '$0.0275'
'volume24h' => '$1.24K'
'current_supply' => '510.23K'
'max_supply' => '15.27M'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.02733'
'change_24h_pct' => '3.6847%'
'ath_price' => '$512.75'
'ath_days' => 1715
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '27 Nis 2021'
'ath_pct' => '-99.99%'
'fdv' => '$417.6K'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$1.34'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.027572'
'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' => '$0.024161'
'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' => '$0.009445'
'current_year_max_price_prediction' => '$0.028194'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.030656'
'grand_prediction_max_price' => '$0.088638'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.027856142615159
107 => 0.027960147339905
108 => 0.028194475295369
109 => 0.026192168572032
110 => 0.027091145506173
111 => 0.027619210232234
112 => 0.025233394588733
113 => 0.027572050327944
114 => 0.026157312866709
115 => 0.025677129723722
116 => 0.026323633066435
117 => 0.026071690085035
118 => 0.025855084304215
119 => 0.025734214556758
120 => 0.026208935259676
121 => 0.026186788971471
122 => 0.025410053762179
123 => 0.024396834345435
124 => 0.024736904039488
125 => 0.024613353531468
126 => 0.024165590552071
127 => 0.024467328737076
128 => 0.023138626476515
129 => 0.020852663297154
130 => 0.022362840594386
131 => 0.022304700411199
201 => 0.022275383494389
202 => 0.023410239995024
203 => 0.023301149728082
204 => 0.023103149825368
205 => 0.024161954128585
206 => 0.023775476314983
207 => 0.024966509870878
208 => 0.025751001602012
209 => 0.025552029123347
210 => 0.026289847388256
211 => 0.024744738558395
212 => 0.025257961732668
213 => 0.025363736317589
214 => 0.024148888647837
215 => 0.023318998244896
216 => 0.023263654016463
217 => 0.021824738423706
218 => 0.022593395518836
219 => 0.023269781953359
220 => 0.02294584534093
221 => 0.022843296686766
222 => 0.0233671955208
223 => 0.023407906947094
224 => 0.022479682113176
225 => 0.022672689449205
226 => 0.023477562125247
227 => 0.02265240872286
228 => 0.021049270450064
301 => 0.02065166999329
302 => 0.020598622763126
303 => 0.019520298790265
304 => 0.020678239557012
305 => 0.020172767381444
306 => 0.021769547927578
307 => 0.020857475443332
308 => 0.020818157821472
309 => 0.02075872346939
310 => 0.019830565480947
311 => 0.020033773092899
312 => 0.02070926614442
313 => 0.020950289675176
314 => 0.020925148946271
315 => 0.020705955859953
316 => 0.020806301332419
317 => 0.020483053602926
318 => 0.020368908101822
319 => 0.020008633502146
320 => 0.019479129369019
321 => 0.019552760166368
322 => 0.018503673926351
323 => 0.017932076063569
324 => 0.01777386530869
325 => 0.017562299275183
326 => 0.017797762255131
327 => 0.018500701996844
328 => 0.017652807531352
329 => 0.016199151943147
330 => 0.016286519120907
331 => 0.016482807229785
401 => 0.016117025637466
402 => 0.015770844058059
403 => 0.016071820854754
404 => 0.015455887818829
405 => 0.016557239794522
406 => 0.016527451310083
407 => 0.016937967219472
408 => 0.017194671242247
409 => 0.016603051578664
410 => 0.016454260833182
411 => 0.016539018803971
412 => 0.015138158347549
413 => 0.016823487033723
414 => 0.016838061826186
415 => 0.016713263604506
416 => 0.017610649101209
417 => 0.019504412400806
418 => 0.018791902471046
419 => 0.018515997090516
420 => 0.017991500760442
421 => 0.018690360978754
422 => 0.018636699417906
423 => 0.018394021489206
424 => 0.018247249120726
425 => 0.018517681709936
426 => 0.018213739530178
427 => 0.018159143162922
428 => 0.017828348578778
429 => 0.017710269962433
430 => 0.017622849255737
501 => 0.017526607647445
502 => 0.017738892653422
503 => 0.01725782690146
504 => 0.016677708764052
505 => 0.016629478217892
506 => 0.016762646996313
507 => 0.016703729725112
508 => 0.016629196144665
509 => 0.016486891241579
510 => 0.016444672416696
511 => 0.016581863115902
512 => 0.016426982815213
513 => 0.016655517135646
514 => 0.016593368445869
515 => 0.016246210916818
516 => 0.01581352410144
517 => 0.015809672281192
518 => 0.015716450616567
519 => 0.015597718810697
520 => 0.01556469033852
521 => 0.016046473428429
522 => 0.017043750005988
523 => 0.016847960751007
524 => 0.01698943855302
525 => 0.017685369313199
526 => 0.017906584774492
527 => 0.017749571279842
528 => 0.017534641524194
529 => 0.017544097342656
530 => 0.018278577381366
531 => 0.018324386000449
601 => 0.01844012960245
602 => 0.01858889284016
603 => 0.017774906302494
604 => 0.017505758649932
605 => 0.017378221560405
606 => 0.016985456687726
607 => 0.017409019929795
608 => 0.017162227767428
609 => 0.017195528461752
610 => 0.017173841340887
611 => 0.017185683975356
612 => 0.016556931944199
613 => 0.016786016138119
614 => 0.016405119234117
615 => 0.015895141037343
616 => 0.015893431411606
617 => 0.016018247852781
618 => 0.015944002149502
619 => 0.015744208871011
620 => 0.015772588563223
621 => 0.01552395259693
622 => 0.01580277747123
623 => 0.015810773170942
624 => 0.015703410406643
625 => 0.01613297859592
626 => 0.016308973033561
627 => 0.016238304562166
628 => 0.01630401474522
629 => 0.016856096678487
630 => 0.016946110122633
701 => 0.016986088148568
702 => 0.016932522889888
703 => 0.016314105789489
704 => 0.016341535217605
705 => 0.016140276273806
706 => 0.015970233674442
707 => 0.015977034486661
708 => 0.016064458486725
709 => 0.016446244222354
710 => 0.017249689795487
711 => 0.017280179967676
712 => 0.017317134945831
713 => 0.017166820477592
714 => 0.017121484195656
715 => 0.017181294453817
716 => 0.017483026367925
717 => 0.018259162770425
718 => 0.017984824329374
719 => 0.017761782906467
720 => 0.017957450365892
721 => 0.017927328894206
722 => 0.017673073359996
723 => 0.017665937253976
724 => 0.017177939593416
725 => 0.016997537969476
726 => 0.016846780869685
727 => 0.016682158052326
728 => 0.016584564127989
729 => 0.016734512751416
730 => 0.016768807775734
731 => 0.016440942489957
801 => 0.01639625566301
802 => 0.016663997532839
803 => 0.01654617431835
804 => 0.016667358416327
805 => 0.016695474166555
806 => 0.016690946883208
807 => 0.016567925915372
808 => 0.016646335811733
809 => 0.016460873031724
810 => 0.016259210114074
811 => 0.016130561736657
812 => 0.01601829896463
813 => 0.016080588875301
814 => 0.015858536717446
815 => 0.015787497763121
816 => 0.016619772303124
817 => 0.017234582454283
818 => 0.017225642871194
819 => 0.017171225458211
820 => 0.017090372220688
821 => 0.017477111449996
822 => 0.0173423792356
823 => 0.017440408178827
824 => 0.017465360659139
825 => 0.01754088430184
826 => 0.017567877512629
827 => 0.017486285281634
828 => 0.017212451788763
829 => 0.016530084759836
830 => 0.016212441065856
831 => 0.016107613356069
901 => 0.016111423644223
902 => 0.016006318887044
903 => 0.016037276948498
904 => 0.01599555293666
905 => 0.015916537752361
906 => 0.01607570991033
907 => 0.016094053018744
908 => 0.016056900335109
909 => 0.016065651137052
910 => 0.015758042784668
911 => 0.01578142957961
912 => 0.015651208933525
913 => 0.015626794132218
914 => 0.015297607678525
915 => 0.014714406159469
916 => 0.015037556413767
917 => 0.014647236348377
918 => 0.014499416225299
919 => 0.015199173697203
920 => 0.015128937455275
921 => 0.015008723540054
922 => 0.014830902104668
923 => 0.014764946404548
924 => 0.014364220449654
925 => 0.014340543422449
926 => 0.014539154026205
927 => 0.014447502066345
928 => 0.01431878800339
929 => 0.013852598714903
930 => 0.013328447604673
1001 => 0.013344268431995
1002 => 0.013510991147981
1003 => 0.013995759930331
1004 => 0.013806352380481
1005 => 0.013668935029865
1006 => 0.013643200890844
1007 => 0.013965317518751
1008 => 0.014421180032758
1009 => 0.014635060524982
1010 => 0.014423111452836
1011 => 0.014179635770902
1012 => 0.014194455007504
1013 => 0.014293040749479
1014 => 0.014303400717034
1015 => 0.0141449230778
1016 => 0.014189533604956
1017 => 0.014121766134933
1018 => 0.013705877296494
1019 => 0.013698355186205
1020 => 0.013596289358138
1021 => 0.013593198845428
1022 => 0.013419559410373
1023 => 0.013395266053096
1024 => 0.013050494415634
1025 => 0.013277424151476
1026 => 0.013125211599019
1027 => 0.012895791379155
1028 => 0.012856239246777
1029 => 0.012855050261917
1030 => 0.013090613530295
1031 => 0.013274671457533
1101 => 0.013127859401537
1102 => 0.013094433142219
1103 => 0.013451338141512
1104 => 0.013405918727091
1105 => 0.013366585807126
1106 => 0.014380362544573
1107 => 0.013577879150898
1108 => 0.013227950587105
1109 => 0.01279484753978
1110 => 0.012935868075884
1111 => 0.012965583174864
1112 => 0.011924048418738
1113 => 0.011501497897892
1114 => 0.011356494482618
1115 => 0.011273042967081
1116 => 0.011311072870629
1117 => 0.010930727841636
1118 => 0.011186325991446
1119 => 0.010856979346102
1120 => 0.010801763309223
1121 => 0.011390675909318
1122 => 0.011472619657244
1123 => 0.011123022170666
1124 => 0.011347520351741
1125 => 0.011266114190525
1126 => 0.010862625049054
1127 => 0.010847214731715
1128 => 0.010644758063854
1129 => 0.010327952581988
1130 => 0.010183163975749
1201 => 0.010107756812507
1202 => 0.010138871277717
1203 => 0.010123138851989
1204 => 0.010020474132288
1205 => 0.010129023473547
1206 => 0.0098517247623151
1207 => 0.009741302181155
1208 => 0.0096914268630294
1209 => 0.0094453082960928
1210 => 0.0098369923855124
1211 => 0.0099141590854343
1212 => 0.0099914778275929
1213 => 0.010664484690337
1214 => 0.010630863169372
1215 => 0.010934785344551
1216 => 0.010922975487701
1217 => 0.010836291960127
1218 => 0.010470588416041
1219 => 0.010616351330674
1220 => 0.010167715736018
1221 => 0.01050386402779
1222 => 0.010350459985313
1223 => 0.010451997966718
1224 => 0.010269423520842
1225 => 0.010370467757504
1226 => 0.0099324581726816
1227 => 0.0095234509853359
1228 => 0.0096880474171879
1229 => 0.0098669825624962
1230 => 0.010254959549352
1231 => 0.010023883656721
]
'min_raw' => 0.0094453082960928
'max_raw' => 0.028194475295369
'avg_raw' => 0.018819891795731
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.009445'
'max' => '$0.028194'
'avg' => '$0.018819'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.017892791703907
'max_diff' => 0.00085637529536856
'year' => 2026
]
1 => [
'items' => [
101 => 0.010106987285658
102 => 0.0098286040400992
103 => 0.0092542198882683
104 => 0.0092574708401897
105 => 0.0091691143520695
106 => 0.0090927614460751
107 => 0.010050425502695
108 => 0.0099313248388263
109 => 0.0097415535184604
110 => 0.0099955699719827
111 => 0.010062735954077
112 => 0.010064648075163
113 => 0.010249971922539
114 => 0.010348879293105
115 => 0.010366312145857
116 => 0.01065792322389
117 => 0.010755667410803
118 => 0.011158261883425
119 => 0.01034048769374
120 => 0.010323646172455
121 => 0.0099991445044065
122 => 0.0097933404163619
123 => 0.010013236086388
124 => 0.010208033631279
125 => 0.010005197407122
126 => 0.010031683535891
127 => 0.0097593924772891
128 => 0.009856723718254
129 => 0.0099405584949071
130 => 0.0098942698588197
131 => 0.0098249735302015
201 => 0.01019206245404
202 => 0.010171349858324
203 => 0.010513191503539
204 => 0.010779681511316
205 => 0.011257279246038
206 => 0.010758881112122
207 => 0.010740717503169
208 => 0.01091826969422
209 => 0.010755640228488
210 => 0.010858416437052
211 => 0.011240720409924
212 => 0.011248797890445
213 => 0.011113489684487
214 => 0.011105256167858
215 => 0.011131243588922
216 => 0.011283452725794
217 => 0.011230266176456
218 => 0.011291814997868
219 => 0.011368782741513
220 => 0.011687153962875
221 => 0.011763912186504
222 => 0.01157742949766
223 => 0.011594266796505
224 => 0.011524517151813
225 => 0.011457139869001
226 => 0.0116085941611
227 => 0.011885379856753
228 => 0.011883657987306
301 => 0.011947866888752
302 => 0.011987868502418
303 => 0.011816152293593
304 => 0.011704371355828
305 => 0.011747235280173
306 => 0.011815775628656
307 => 0.011725008568924
308 => 0.01116475222887
309 => 0.011334698213129
310 => 0.011306410891414
311 => 0.011266126305437
312 => 0.011437008306762
313 => 0.011420526320865
314 => 0.010926826853622
315 => 0.010958431891711
316 => 0.010928748860667
317 => 0.011024660806546
318 => 0.010750460668654
319 => 0.010834802784304
320 => 0.010887701368581
321 => 0.010918859041106
322 => 0.011031421919283
323 => 0.011018213964725
324 => 0.011030600894283
325 => 0.011197501927121
326 => 0.012041630077701
327 => 0.012087574110473
328 => 0.011861328889862
329 => 0.011951709393006
330 => 0.011778198591012
331 => 0.011894677554812
401 => 0.011974369503599
402 => 0.011614256910911
403 => 0.011592933380283
404 => 0.011418706437488
405 => 0.011512326127828
406 => 0.011363370469003
407 => 0.011399918977431
408 => 0.011297726161625
409 => 0.011481652883689
410 => 0.011687311538279
411 => 0.011739269036135
412 => 0.011602591228386
413 => 0.011503627488068
414 => 0.011329879760754
415 => 0.011618826103498
416 => 0.011703322819597
417 => 0.01161838227822
418 => 0.011598699698796
419 => 0.011561401246352
420 => 0.011606612741803
421 => 0.011702862632335
422 => 0.011657472961416
423 => 0.011687453638721
424 => 0.011573198212775
425 => 0.011816209138803
426 => 0.0122021689731
427 => 0.012203409897078
428 => 0.012158019981492
429 => 0.012139447405974
430 => 0.012186020213855
501 => 0.012211284051614
502 => 0.01236189197231
503 => 0.012523500271701
504 => 0.013277655689732
505 => 0.013065891866151
506 => 0.013735023417935
507 => 0.014264219599539
508 => 0.014422902395457
509 => 0.014276921689815
510 => 0.013777529581534
511 => 0.013753027022226
512 => 0.014499329669907
513 => 0.01428846498911
514 => 0.014263383306295
515 => 0.013996556577317
516 => 0.014154284221277
517 => 0.014119786871818
518 => 0.014065331118029
519 => 0.014366264475301
520 => 0.014929584855608
521 => 0.014841786091552
522 => 0.014776248387052
523 => 0.01448908124367
524 => 0.014662020005089
525 => 0.014600439824572
526 => 0.014865027359823
527 => 0.014708291565272
528 => 0.014286867481762
529 => 0.014353980656093
530 => 0.014343836634806
531 => 0.014552599874082
601 => 0.014489934331474
602 => 0.014331600181866
603 => 0.014927659487789
604 => 0.014888954711918
605 => 0.014943829234959
606 => 0.014967986697053
607 => 0.015330797492825
608 => 0.015479429467202
609 => 0.015513171527555
610 => 0.015654360407604
611 => 0.015509658619599
612 => 0.016088568942245
613 => 0.01647351052645
614 => 0.016920639985417
615 => 0.017574016302037
616 => 0.017819691841155
617 => 0.01777531275397
618 => 0.01827069522035
619 => 0.019160886500702
620 => 0.017955245863272
621 => 0.01922478838201
622 => 0.018822865878151
623 => 0.017869914851778
624 => 0.017808556040234
625 => 0.018453905539283
626 => 0.019885228615586
627 => 0.019526698418904
628 => 0.019885815042548
629 => 0.019466886425465
630 => 0.019446083088619
701 => 0.019865468614682
702 => 0.020845385755845
703 => 0.020379863853723
704 => 0.019712424056379
705 => 0.020205251216225
706 => 0.019778318721366
707 => 0.018816320319568
708 => 0.01952642425762
709 => 0.01905159797684
710 => 0.019190177528725
711 => 0.020188191745845
712 => 0.020068108034823
713 => 0.020223507476338
714 => 0.019949231529576
715 => 0.019693014545953
716 => 0.019214766519099
717 => 0.01907318085569
718 => 0.019112310039337
719 => 0.01907316146521
720 => 0.018805586089511
721 => 0.018747803212605
722 => 0.018651495886235
723 => 0.018681345553737
724 => 0.01850025960446
725 => 0.018842006205011
726 => 0.018905437385534
727 => 0.019154132062114
728 => 0.019179952368449
729 => 0.019872563502777
730 => 0.019491084928847
731 => 0.019747013691515
801 => 0.019724121014087
802 => 0.017890568190119
803 => 0.018143215591688
804 => 0.018536255663408
805 => 0.018359191643852
806 => 0.018108864546798
807 => 0.017906711994238
808 => 0.01760043020595
809 => 0.018031515941345
810 => 0.018598347842533
811 => 0.019194328160879
812 => 0.019910359463194
813 => 0.019750549612041
814 => 0.019180942453743
815 => 0.019206494614766
816 => 0.019364448019805
817 => 0.019159884008699
818 => 0.01909955408826
819 => 0.019356159615165
820 => 0.019357926716401
821 => 0.019122551099238
822 => 0.018860974174043
823 => 0.018859878157176
824 => 0.018813333069871
825 => 0.019475166693096
826 => 0.019839108266943
827 => 0.019880833581863
828 => 0.019836299820799
829 => 0.019853439097951
830 => 0.019641669515035
831 => 0.020125711983262
901 => 0.020569917218946
902 => 0.020450860726722
903 => 0.020272378120001
904 => 0.02013020812686
905 => 0.020417369994566
906 => 0.020404583128631
907 => 0.020566037473729
908 => 0.02055871297203
909 => 0.020504421948378
910 => 0.020450862665626
911 => 0.020663219167674
912 => 0.020602063905425
913 => 0.020540813652162
914 => 0.0204179668923
915 => 0.020434663807234
916 => 0.020256212018051
917 => 0.020173652054976
918 => 0.018932148299388
919 => 0.018600377928589
920 => 0.018704759641051
921 => 0.018739124811063
922 => 0.018594737920517
923 => 0.018801751631612
924 => 0.018769488764019
925 => 0.018895004708675
926 => 0.018816587795723
927 => 0.018819806053184
928 => 0.019050413473927
929 => 0.019117359789243
930 => 0.019083310352951
1001 => 0.019107157410984
1002 => 0.019656702798141
1003 => 0.01957857501756
1004 => 0.01953707119127
1005 => 0.019548568034795
1006 => 0.0196889886636
1007 => 0.019728298772983
1008 => 0.019561739077254
1009 => 0.01964028959263
1010 => 0.019974747717556
1011 => 0.02009178913259
1012 => 0.020465329146312
1013 => 0.020306642709338
1014 => 0.020597918532191
1015 => 0.021493201108394
1016 => 0.022208414779107
1017 => 0.021550674730064
1018 => 0.022864073554418
1019 => 0.023886742935048
1020 => 0.023847491180874
1021 => 0.023669165119592
1022 => 0.022504883218817
1023 => 0.021433493655258
1024 => 0.022329756518779
1025 => 0.022332041277136
1026 => 0.022255051502303
1027 => 0.021776874623026
1028 => 0.022238411983413
1029 => 0.022275047143023
1030 => 0.022254541195717
1031 => 0.02188792410352
1101 => 0.021328167565899
1102 => 0.021437542653482
1103 => 0.021616701278135
1104 => 0.021277516625263
1105 => 0.021169126576747
1106 => 0.021370644298988
1107 => 0.022019976387932
1108 => 0.021897223917842
1109 => 0.021894018354766
1110 => 0.022419205476961
1111 => 0.022043284839944
1112 => 0.021438922223604
1113 => 0.021286312692415
1114 => 0.02074465166679
1115 => 0.021118778866519
1116 => 0.021132243038392
1117 => 0.020927337394587
1118 => 0.021455549187299
1119 => 0.02145068162264
1120 => 0.021952140105869
1121 => 0.0229107403866
1122 => 0.022627235113733
1123 => 0.022297549326675
1124 => 0.022333395312923
1125 => 0.022726537306637
1126 => 0.022488834682679
1127 => 0.022574314203576
1128 => 0.022726407923144
1129 => 0.022818169840434
1130 => 0.022320192185161
1201 => 0.022204089772692
1202 => 0.02196658498319
1203 => 0.021904624416845
1204 => 0.022098067112195
1205 => 0.022047101796402
1206 => 0.021131111426882
1207 => 0.021035385336745
1208 => 0.021038321119264
1209 => 0.020797613314086
1210 => 0.020430476134698
1211 => 0.021395290721508
1212 => 0.021317802607616
1213 => 0.021232261726982
1214 => 0.021242739996771
1215 => 0.021661533308304
1216 => 0.021418612038046
1217 => 0.022064458049042
1218 => 0.021931691525089
1219 => 0.021795520040771
1220 => 0.021776696993753
1221 => 0.021724282589896
1222 => 0.021544534096528
1223 => 0.021327476989577
1224 => 0.021184157086404
1225 => 0.019541265121901
1226 => 0.019846176314249
1227 => 0.020196948847517
1228 => 0.020318034120368
1229 => 0.02011090938231
1230 => 0.021552712643627
1231 => 0.021816143993032
]
'min_raw' => 0.0090927614460751
'max_raw' => 0.023886742935048
'avg_raw' => 0.016489752190562
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.009092'
'max' => '$0.023886'
'avg' => '$0.016489'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.00035254685001761
'max_diff' => -0.0043077323603206
'year' => 2027
]
2 => [
'items' => [
101 => 0.021018193252484
102 => 0.020868929249041
103 => 0.021562498366843
104 => 0.021144191403432
105 => 0.021332555003443
106 => 0.0209254159296
107 => 0.02175269109513
108 => 0.021746388644434
109 => 0.021424559920186
110 => 0.021696567354132
111 => 0.02164929936871
112 => 0.021285955531663
113 => 0.02176420974285
114 => 0.021764446950972
115 => 0.021454693801042
116 => 0.021092969935609
117 => 0.021028302252006
118 => 0.020979583839292
119 => 0.021320573260408
120 => 0.021626303309135
121 => 0.022195191132909
122 => 0.022338223048247
123 => 0.022896486135985
124 => 0.022564067648573
125 => 0.022711424458503
126 => 0.022871401120575
127 => 0.022948099815319
128 => 0.022823123408112
129 => 0.023690335773624
130 => 0.023763555067973
131 => 0.023788104864024
201 => 0.023495685733689
202 => 0.023755422362976
203 => 0.023633900195706
204 => 0.023950067115113
205 => 0.023999646125098
206 => 0.023957654467465
207 => 0.023973391627786
208 => 0.023233378860566
209 => 0.023195005294708
210 => 0.022671779001361
211 => 0.022884997583393
212 => 0.022486395664116
213 => 0.022612796438774
214 => 0.022668512695852
215 => 0.022639409685024
216 => 0.022897052642111
217 => 0.022678003495608
218 => 0.022099896782974
219 => 0.021521632565553
220 => 0.021514372929347
221 => 0.021362126168111
222 => 0.021252079645123
223 => 0.021273278509561
224 => 0.021347986072851
225 => 0.021247737505734
226 => 0.02126913062026
227 => 0.021624398862963
228 => 0.02169564537538
229 => 0.021453521888378
301 => 0.020481361149811
302 => 0.020242790466086
303 => 0.020414270342485
304 => 0.020332314006285
305 => 0.016409764275117
306 => 0.017331309150452
307 => 0.016783758478235
308 => 0.017036095019588
309 => 0.016477187570813
310 => 0.016743927500218
311 => 0.016694670375039
312 => 0.018176487264083
313 => 0.018153350731533
314 => 0.018164424965307
315 => 0.01763582293353
316 => 0.018477900323259
317 => 0.018892737925563
318 => 0.018815962525922
319 => 0.018835285239951
320 => 0.018503256993724
321 => 0.018167639724508
322 => 0.01779538852182
323 => 0.018486985244775
324 => 0.018410091495133
325 => 0.018586458091316
326 => 0.019035008002507
327 => 0.019101058680806
328 => 0.019189831462258
329 => 0.019158012739384
330 => 0.019916063807709
331 => 0.019824258821553
401 => 0.020045482424092
402 => 0.019590408689394
403 => 0.019075449562588
404 => 0.019173326457311
405 => 0.019163900125273
406 => 0.019043892099387
407 => 0.018935554219539
408 => 0.018755202173599
409 => 0.019325862734032
410 => 0.019302694957427
411 => 0.019677754331069
412 => 0.019611458943645
413 => 0.019168722121198
414 => 0.019184534553425
415 => 0.019290880759352
416 => 0.019658946192301
417 => 0.019768213072606
418 => 0.019717596300117
419 => 0.019837402446149
420 => 0.019932092339082
421 => 0.01984929403883
422 => 0.021021543364241
423 => 0.020534743715392
424 => 0.020772006477111
425 => 0.020828592247747
426 => 0.020683648986133
427 => 0.020715081989548
428 => 0.020762694424741
429 => 0.021051787807764
430 => 0.02181045249466
501 => 0.022146459920082
502 => 0.023157354837776
503 => 0.02211855918085
504 => 0.022056921345532
505 => 0.02223901404631
506 => 0.022832516377091
507 => 0.02331349427135
508 => 0.023473062387156
509 => 0.023494151947842
510 => 0.023793512340982
511 => 0.023965100135589
512 => 0.023757162115295
513 => 0.023580956415114
514 => 0.022949809468522
515 => 0.023022866446146
516 => 0.023526156574857
517 => 0.024237083525303
518 => 0.024847132808127
519 => 0.024633514811646
520 => 0.026263269333993
521 => 0.026424852837933
522 => 0.026402527222309
523 => 0.026770638491135
524 => 0.026040012587072
525 => 0.025727655857875
526 => 0.023619054087513
527 => 0.024211485176236
528 => 0.025072618555953
529 => 0.024958644324063
530 => 0.024333266245551
531 => 0.024846658402775
601 => 0.02467691490034
602 => 0.024543031157305
603 => 0.025156378538789
604 => 0.024481977897925
605 => 0.025065890893671
606 => 0.024317016436821
607 => 0.02463449060066
608 => 0.024454276910767
609 => 0.024570897254287
610 => 0.023889137109016
611 => 0.024256998334612
612 => 0.023873832872616
613 => 0.023873651202297
614 => 0.023865192803487
615 => 0.02431598527031
616 => 0.024330685596469
617 => 0.023997549282377
618 => 0.023949539134949
619 => 0.024127057813127
620 => 0.023919229933196
621 => 0.024016471290163
622 => 0.023922175274837
623 => 0.02390094725561
624 => 0.023731798786754
625 => 0.023658924975536
626 => 0.023687500674641
627 => 0.023589957081813
628 => 0.023531183538828
629 => 0.023853501266478
630 => 0.023681299906855
701 => 0.023827108938401
702 => 0.023660941144388
703 => 0.023084931174476
704 => 0.022753661749584
705 => 0.021665632312573
706 => 0.021974196111213
707 => 0.022178774228944
708 => 0.022111161162254
709 => 0.022256420192287
710 => 0.022265337916986
711 => 0.022218112725582
712 => 0.022163432003858
713 => 0.022136816452556
714 => 0.022335186966247
715 => 0.02245034772629
716 => 0.02219930637996
717 => 0.022140490904957
718 => 0.022394307566469
719 => 0.022549135583366
720 => 0.023692298669786
721 => 0.023607609455976
722 => 0.02382016276322
723 => 0.023796232522721
724 => 0.024019022251111
725 => 0.024383189299063
726 => 0.023642735867868
727 => 0.02377125298057
728 => 0.023739743552429
729 => 0.024083755226657
730 => 0.024084829193554
731 => 0.023878577010197
801 => 0.023990389664854
802 => 0.023927978908444
803 => 0.024040763580597
804 => 0.023606478379893
805 => 0.02413539087616
806 => 0.024435250179175
807 => 0.024439413725888
808 => 0.024581544655687
809 => 0.02472595791203
810 => 0.025003146581838
811 => 0.024718227270474
812 => 0.024205685165665
813 => 0.024242689050132
814 => 0.023942185801614
815 => 0.023947237315512
816 => 0.023920271938431
817 => 0.024001197064911
818 => 0.023624236894341
819 => 0.023712708692916
820 => 0.02358884765682
821 => 0.023770983730867
822 => 0.023575035423364
823 => 0.023739728357629
824 => 0.0238108043684
825 => 0.024073076378302
826 => 0.023536297634255
827 => 0.022441769438415
828 => 0.022671852535052
829 => 0.022331541562489
830 => 0.022363038638655
831 => 0.022426667745233
901 => 0.022220424992666
902 => 0.0222597696104
903 => 0.02225836394379
904 => 0.022246250668354
905 => 0.022192598962939
906 => 0.022114793375419
907 => 0.022424746888799
908 => 0.022477414030562
909 => 0.022594486562625
910 => 0.022942815006985
911 => 0.022908008781243
912 => 0.022964779179525
913 => 0.022840849718828
914 => 0.022368787370898
915 => 0.022394422627551
916 => 0.022074750566311
917 => 0.022586311829298
918 => 0.022465167369944
919 => 0.022387064748907
920 => 0.022365753725141
921 => 0.022714945608341
922 => 0.022819429292706
923 => 0.022754322072249
924 => 0.02262078526361
925 => 0.02287721541281
926 => 0.022945825302817
927 => 0.022961184526954
928 => 0.023415529585733
929 => 0.022986577368596
930 => 0.023089830430679
1001 => 0.023895381346167
1002 => 0.023164857824247
1003 => 0.023551832426427
1004 => 0.023532892033369
1005 => 0.023730855145337
1006 => 0.023516653280077
1007 => 0.023519308568915
1008 => 0.023695086401161
1009 => 0.023448238137471
1010 => 0.023387115035947
1011 => 0.023302673908963
1012 => 0.023487048020516
1013 => 0.023597571961868
1014 => 0.024488313758275
1015 => 0.025063773581516
1016 => 0.025038791352921
1017 => 0.0252670821575
1018 => 0.025164235059133
1019 => 0.024832114648813
1020 => 0.02539900369146
1021 => 0.025219616278722
1022 => 0.025234404759072
1023 => 0.025233854331095
1024 => 0.025353131278246
1025 => 0.025268612629618
1026 => 0.02510201769751
1027 => 0.025212611188103
1028 => 0.025541034317268
1029 => 0.026560469787448
1030 => 0.027130959382284
1031 => 0.026526125597511
1101 => 0.0269433318432
1102 => 0.026693156761572
1103 => 0.026647692507176
1104 => 0.026909728860768
1105 => 0.02717222387431
1106 => 0.027155504076744
1107 => 0.026964946176181
1108 => 0.026857304853381
1109 => 0.027672401012113
1110 => 0.028272949977067
1111 => 0.028231996563788
1112 => 0.028412751611236
1113 => 0.028943454021086
1114 => 0.028991974798463
1115 => 0.028985862295751
1116 => 0.028865598486401
1117 => 0.029388143929315
1118 => 0.029824060531105
1119 => 0.028837760889292
1120 => 0.029213330881284
1121 => 0.029381936350799
1122 => 0.029629499203035
1123 => 0.030047179231109
1124 => 0.030500890525753
1125 => 0.030565050277507
1126 => 0.030519525863311
1127 => 0.030220291068079
1128 => 0.03071674738058
1129 => 0.03100755984511
1130 => 0.031180732012612
1201 => 0.031619867816298
1202 => 0.029382977600778
1203 => 0.027799595525576
1204 => 0.027552327550219
1205 => 0.028055156701441
1206 => 0.028187748738631
1207 => 0.028134301054696
1208 => 0.026352060574256
1209 => 0.027542944422933
1210 => 0.028824235311752
1211 => 0.028873454913013
1212 => 0.029514895922484
1213 => 0.029723775408724
1214 => 0.030240219496943
1215 => 0.030207915778613
1216 => 0.030333661695674
1217 => 0.030304754886957
1218 => 0.031261358810251
1219 => 0.032316634994702
1220 => 0.032280094136007
1221 => 0.032128385699031
1222 => 0.032353698598073
1223 => 0.033442856710695
1224 => 0.033342584485088
1225 => 0.033439990411097
1226 => 0.034724169208139
1227 => 0.036393784316598
1228 => 0.035618080472103
1229 => 0.037301134611889
1230 => 0.038360527978018
1231 => 0.04019263926142
]
'min_raw' => 0.016409764275117
'max_raw' => 0.04019263926142
'avg_raw' => 0.028301201768268
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.0164097'
'max' => '$0.040192'
'avg' => '$0.0283012'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.0073170028290416
'max_diff' => 0.016305896326372
'year' => 2028
]
3 => [
'items' => [
101 => 0.0399632499054
102 => 0.040676477383375
103 => 0.03955259508312
104 => 0.036971934147649
105 => 0.036563534676237
106 => 0.037381160760325
107 => 0.039391214705268
108 => 0.037317857008424
109 => 0.037737294570149
110 => 0.037616496524155
111 => 0.037610059709643
112 => 0.037855726739163
113 => 0.037499373899713
114 => 0.036047528325143
115 => 0.036712900596189
116 => 0.036455968408537
117 => 0.0367410538263
118 => 0.038279542247797
119 => 0.03759933984367
120 => 0.036882801866078
121 => 0.037781499502485
122 => 0.038925850419643
123 => 0.038854238995843
124 => 0.038715282902419
125 => 0.039498571125546
126 => 0.040792333788234
127 => 0.0411420326372
128 => 0.041400173178228
129 => 0.041435766397515
130 => 0.04180239867724
131 => 0.03983092450593
201 => 0.042959704646847
202 => 0.043499958546376
203 => 0.043398413204494
204 => 0.043998882676462
205 => 0.043822209325369
206 => 0.043566237358834
207 => 0.044518109195422
208 => 0.043426864946871
209 => 0.041877981119882
210 => 0.041028232818948
211 => 0.042147249928859
212 => 0.042830594629565
213 => 0.043282242007847
214 => 0.043418910231622
215 => 0.039983964433781
216 => 0.038132719159573
217 => 0.03931934615577
218 => 0.040767112987752
219 => 0.039822882088078
220 => 0.03985989415168
221 => 0.038513669028261
222 => 0.040886224039507
223 => 0.040540562730697
224 => 0.042333854212268
225 => 0.041905870808128
226 => 0.043368230396174
227 => 0.042983142107635
228 => 0.044581622063365
301 => 0.045219298994823
302 => 0.04629005780923
303 => 0.047077712351881
304 => 0.047540238164756
305 => 0.047512469849841
306 => 0.049345227549897
307 => 0.048264514365851
308 => 0.046906883902149
309 => 0.04688232865033
310 => 0.047585464705254
311 => 0.049059044980418
312 => 0.049441122906047
313 => 0.049654652342444
314 => 0.049327624577588
315 => 0.048154587871718
316 => 0.047648076569555
317 => 0.048079638874043
318 => 0.047551875260226
319 => 0.048462943321991
320 => 0.049714034364433
321 => 0.049455689011519
322 => 0.050319298793011
323 => 0.051213044062456
324 => 0.052491139938375
325 => 0.052825281528093
326 => 0.053377604869631
327 => 0.053946127016839
328 => 0.054128721008421
329 => 0.054477349593939
330 => 0.054475512149206
331 => 0.055526127857075
401 => 0.056684989517714
402 => 0.057122432966896
403 => 0.058128310057518
404 => 0.056405780789965
405 => 0.057712339026394
406 => 0.058890887260927
407 => 0.057485773469877
408 => 0.059422395481315
409 => 0.059497590125539
410 => 0.060632939978133
411 => 0.059482045395816
412 => 0.058798647866622
413 => 0.060771590926834
414 => 0.061726235926547
415 => 0.061438689083475
416 => 0.059250443409757
417 => 0.057976790569381
418 => 0.054643395416832
419 => 0.05859194596698
420 => 0.060515169759159
421 => 0.059245462724752
422 => 0.059885829098459
423 => 0.063379460393914
424 => 0.064709608995348
425 => 0.06443294738469
426 => 0.064479698642653
427 => 0.065197422684082
428 => 0.068380206341628
429 => 0.066473008597679
430 => 0.067930989811591
501 => 0.068704297790308
502 => 0.069422589337863
503 => 0.067658692315445
504 => 0.065363888206072
505 => 0.064637027415311
506 => 0.059119215383371
507 => 0.058831989304465
508 => 0.058670760602534
509 => 0.057654236443114
510 => 0.056855526903211
511 => 0.056220363422897
512 => 0.054553504774679
513 => 0.055116020637304
514 => 0.052459395852483
515 => 0.05415901024481
516 => 0.049918972941787
517 => 0.053450202001133
518 => 0.051528314569415
519 => 0.052818810290817
520 => 0.052814307872817
521 => 0.050438096097674
522 => 0.049067546736046
523 => 0.049940914131855
524 => 0.050877233308152
525 => 0.05102914794435
526 => 0.052243110196849
527 => 0.052581900967491
528 => 0.051555349115819
529 => 0.049831107593065
530 => 0.050231609573039
531 => 0.049059430576205
601 => 0.047005231971469
602 => 0.048480593272257
603 => 0.048984346487404
604 => 0.0492068326054
605 => 0.047186764203946
606 => 0.04655201485439
607 => 0.04621407962675
608 => 0.04957034212937
609 => 0.049754205765598
610 => 0.048813533406958
611 => 0.053065461666222
612 => 0.052103119349096
613 => 0.053178291496918
614 => 0.050195268216219
615 => 0.050309223722715
616 => 0.048897012696564
617 => 0.049687756507234
618 => 0.049128884268715
619 => 0.049623872221614
620 => 0.04992056595967
621 => 0.051332545255889
622 => 0.053466324536602
623 => 0.051121642634394
624 => 0.050100031153138
625 => 0.050733833170348
626 => 0.052421731463631
627 => 0.054978983779879
628 => 0.053465038939161
629 => 0.054136901951021
630 => 0.054283674130008
701 => 0.053167347253747
702 => 0.055020144344119
703 => 0.056013073356946
704 => 0.057031613066398
705 => 0.057915982557281
706 => 0.056624785908275
707 => 0.05800655140848
708 => 0.05689309232976
709 => 0.055894204428864
710 => 0.055895719329487
711 => 0.055269102357831
712 => 0.054054953016429
713 => 0.053831045249482
714 => 0.054995841729576
715 => 0.055929898199975
716 => 0.056006831564706
717 => 0.056523973220273
718 => 0.056830012325055
719 => 0.059829611591905
720 => 0.061036075231019
721 => 0.062511316131739
722 => 0.063086005602592
723 => 0.064815614872278
724 => 0.063418814915009
725 => 0.063116608457971
726 => 0.058921142120592
727 => 0.059608149498303
728 => 0.060708114596371
729 => 0.058939280139916
730 => 0.060061198472968
731 => 0.060282688917392
801 => 0.058879175821939
802 => 0.059628852808441
803 => 0.057637932996027
804 => 0.053509721147957
805 => 0.055024740224018
806 => 0.056140304213905
807 => 0.054548256852288
808 => 0.057401940127246
809 => 0.055734877269995
810 => 0.055206498377376
811 => 0.053145103936593
812 => 0.054118002762294
813 => 0.055433862354624
814 => 0.054620814111661
815 => 0.056308011295618
816 => 0.058697532467153
817 => 0.060400447552436
818 => 0.060531176227503
819 => 0.059436315914116
820 => 0.061190836553623
821 => 0.061203616321028
822 => 0.059224509872237
823 => 0.058012318192063
824 => 0.057736905691854
825 => 0.058424940115177
826 => 0.059260340923252
827 => 0.060577535158257
828 => 0.061373488047758
829 => 0.063448911042784
830 => 0.064010460998198
831 => 0.064627434147889
901 => 0.065451900543349
902 => 0.066441883839944
903 => 0.064275856746775
904 => 0.064361917041166
905 => 0.062344942602694
906 => 0.060189516151793
907 => 0.061825216150327
908 => 0.063963676310357
909 => 0.063473111186858
910 => 0.063417912589128
911 => 0.063510741319695
912 => 0.063140871236936
913 => 0.061467962560639
914 => 0.060627838296366
915 => 0.061711812935837
916 => 0.062287897214555
917 => 0.063181353691019
918 => 0.063071216321716
919 => 0.065372664254866
920 => 0.066266937329514
921 => 0.066038144008917
922 => 0.066080247486126
923 => 0.067699286171728
924 => 0.069499990170819
925 => 0.071186587089788
926 => 0.072902265916787
927 => 0.070833948126755
928 => 0.069783783909084
929 => 0.070867285319138
930 => 0.070292364219577
1001 => 0.07359603139033
1002 => 0.073824770137368
1003 => 0.077128198415382
1004 => 0.080263545216139
1005 => 0.078294290066156
1006 => 0.08015120897539
1007 => 0.082159618172547
1008 => 0.086034165366511
1009 => 0.084729354179797
1010 => 0.083729889259773
1011 => 0.082785399739729
1012 => 0.084750732497451
1013 => 0.087279101693303
1014 => 0.08782368820167
1015 => 0.088706126393283
1016 => 0.08777835053421
1017 => 0.088895754365305
1018 => 0.092840680901191
1019 => 0.091774726928365
1020 => 0.090260900926299
1021 => 0.09337504155161
1022 => 0.094502036937994
1023 => 0.10241188077171
1024 => 0.11239838535112
1025 => 0.10826390688032
1026 => 0.10569750267471
1027 => 0.10630066853895
1028 => 0.10994740194684
1029 => 0.11111861697592
1030 => 0.10793485078484
1031 => 0.10905941082712
1101 => 0.11525584722436
1102 => 0.118580036546
1103 => 0.11406534094902
1104 => 0.10160947485239
1105 => 0.090124597457942
1106 => 0.09317090411372
1107 => 0.092825547476857
1108 => 0.09948284536451
1109 => 0.091749304278647
1110 => 0.091879517276761
1111 => 0.09867448103453
1112 => 0.096861701199128
1113 => 0.093925230029075
1114 => 0.090146036947177
1115 => 0.08315984900224
1116 => 0.076971987515145
1117 => 0.089107808870731
1118 => 0.088584490186319
1119 => 0.087826647179806
1120 => 0.089513144783622
1121 => 0.097702298427053
1122 => 0.097513511929868
1123 => 0.096312548554497
1124 => 0.09722346868991
1125 => 0.093765541325103
1126 => 0.094656727942556
1127 => 0.090122778194685
1128 => 0.09217231283519
1129 => 0.09391892968078
1130 => 0.094269588871637
1201 => 0.095059641933739
1202 => 0.088308725019419
1203 => 0.091339688517441
1204 => 0.093120095609656
1205 => 0.085076151595265
1206 => 0.092961092699743
1207 => 0.088191206575375
1208 => 0.086572235583479
1209 => 0.088751966740857
1210 => 0.087902523388969
1211 => 0.087172221876002
1212 => 0.086764701083594
1213 => 0.088365255077424
1214 => 0.088290587320536
1215 => 0.085671770332487
1216 => 0.082255630328213
1217 => 0.083402199044621
1218 => 0.082985639880811
1219 => 0.081475975733963
1220 => 0.082493307091394
1221 => 0.078013494652883
1222 => 0.070306210192813
1223 => 0.075397878387643
1224 => 0.075201854700811
1225 => 0.075103010668944
1226 => 0.078929258593986
1227 => 0.078561453142552
1228 => 0.077893882646638
1229 => 0.08146371527829
1230 => 0.080160678346712
1231 => 0.084176331135722
]
'min_raw' => 0.036047528325143
'max_raw' => 0.118580036546
'avg_raw' => 0.077313782435571
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.036047'
'max' => '$0.11858'
'avg' => '$0.077313'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.019637764050026
'max_diff' => 0.07838739728458
'year' => 2029
]
4 => [
'items' => [
101 => 0.086821299778701
102 => 0.08615045017507
103 => 0.088638055968035
104 => 0.083428613672104
105 => 0.085158981436264
106 => 0.085515607834271
107 => 0.081419664097746
108 => 0.078621630663134
109 => 0.078435033732961
110 => 0.073583629350102
111 => 0.076175210412258
112 => 0.078455694500043
113 => 0.077363519594708
114 => 0.077017769647476
115 => 0.07878413114387
116 => 0.078921392560003
117 => 0.075791817725859
118 => 0.076442555434623
119 => 0.079156239856313
120 => 0.076374177549794
121 => 0.070969084935524
122 => 0.069628547235933
123 => 0.069449694795796
124 => 0.065814050235119
125 => 0.06971812837505
126 => 0.068013893644181
127 => 0.073397550739129
128 => 0.070322434679627
129 => 0.070189872572458
130 => 0.06998948550484
131 => 0.06686013604488
201 => 0.067545264696078
202 => 0.0698227366807
203 => 0.070635364342372
204 => 0.070550600619597
205 => 0.069811575825505
206 => 0.070149897591821
207 => 0.0690600453034
208 => 0.068675195777044
209 => 0.067460504810665
210 => 0.065675244657031
211 => 0.065923496031031
212 => 0.062386428527952
213 => 0.060459246425895
214 => 0.059925827819897
215 => 0.059212518166859
216 => 0.060006398043252
217 => 0.062376408460125
218 => 0.059517673071617
219 => 0.054616571764993
220 => 0.054911136304591
221 => 0.055572935368072
222 => 0.054339677191514
223 => 0.053172501826916
224 => 0.054187266110504
225 => 0.05211060487681
226 => 0.055823889956798
227 => 0.055723456001745
228 => 0.057107539051556
301 => 0.057973034586845
302 => 0.055978347585509
303 => 0.05547668919888
304 => 0.055762456615007
305 => 0.051039357781225
306 => 0.056721561112554
307 => 0.056770701042922
308 => 0.056349935125395
309 => 0.059375532980982
310 => 0.065760488163907
311 => 0.063358211189863
312 => 0.062427976936308
313 => 0.060659600940301
314 => 0.063015856959203
315 => 0.062834933260271
316 => 0.062016727680426
317 => 0.061521874392779
318 => 0.062433656748299
319 => 0.061408894468682
320 => 0.061224819004679
321 => 0.060109521968898
322 => 0.059711411669906
323 => 0.05941666665376
324 => 0.059092181352031
325 => 0.059807915070947
326 => 0.058185968301271
327 => 0.056230059498444
328 => 0.056067446844715
329 => 0.056516434678711
330 => 0.056317790985381
331 => 0.056066495815136
401 => 0.05558670489897
402 => 0.055444361183254
403 => 0.055906909203976
404 => 0.055384719456806
405 => 0.056155238873903
406 => 0.055945700227237
407 => 0.054775234380275
408 => 0.053316400573001
409 => 0.053303413892109
410 => 0.052989110541299
411 => 0.052588797968217
412 => 0.052477440168296
413 => 0.054101805492948
414 => 0.057464193101813
415 => 0.056804075959076
416 => 0.057281078246229
417 => 0.059627457392506
418 => 0.060373300765025
419 => 0.05984391880548
420 => 0.059119268128397
421 => 0.059151149080524
422 => 0.061627499810795
423 => 0.061781946768288
424 => 0.062172184403397
425 => 0.062673750045654
426 => 0.059929337603187
427 => 0.059021887501285
428 => 0.058591887299588
429 => 0.057267653109384
430 => 0.05869572615226
501 => 0.057863649146361
502 => 0.057975924762255
503 => 0.057902805120113
504 => 0.057942733389051
505 => 0.055822852017941
506 => 0.056595225371889
507 => 0.055311004866675
508 => 0.05359157777071
509 => 0.053585813648175
510 => 0.054006640994002
511 => 0.053756316421728
512 => 0.053082699434174
513 => 0.053178383547873
514 => 0.052340090028309
515 => 0.053280167558943
516 => 0.053307125618762
517 => 0.052945144563099
518 => 0.05439346370474
519 => 0.054986841238787
520 => 0.054748577553564
521 => 0.054970124023469
522 => 0.056831506806607
523 => 0.057134993418083
524 => 0.0572697821237
525 => 0.057089183114255
526 => 0.055004146683757
527 => 0.055096626915709
528 => 0.054418068335242
529 => 0.05384475783949
530 => 0.053867687252702
531 => 0.054162443372667
601 => 0.055449660635769
602 => 0.058158533480366
603 => 0.058261333224658
604 => 0.058385929513621
605 => 0.057879133789334
606 => 0.057726279349507
607 => 0.057927933810717
608 => 0.05894524402538
609 => 0.061562042094522
610 => 0.06063709088682
611 => 0.059885091157236
612 => 0.060544797657753
613 => 0.060443241012949
614 => 0.059586000727807
615 => 0.05956194084813
616 => 0.057916622664646
617 => 0.057308385994294
618 => 0.056800097906822
619 => 0.056245060584499
620 => 0.055916015854807
621 => 0.05642157810777
622 => 0.056537206176659
623 => 0.05543178547484
624 => 0.055281120717852
625 => 0.05618383112512
626 => 0.055786581931318
627 => 0.05619516257845
628 => 0.056289956793324
629 => 0.056274692741434
630 => 0.055859918959324
701 => 0.056124283399309
702 => 0.055498982687913
703 => 0.054819062081401
704 => 0.054385315094996
705 => 0.054006813321169
706 => 0.054216828103941
707 => 0.053468163750546
708 => 0.053228650956258
709 => 0.05603472267543
710 => 0.058107598024737
711 => 0.058077457596209
712 => 0.057893985489036
713 => 0.057621383153735
714 => 0.058925301466617
715 => 0.058471042399079
716 => 0.058801553825328
717 => 0.05888568285483
718 => 0.059140316089088
719 => 0.059231325583869
720 => 0.058956231680482
721 => 0.058032982940824
722 => 0.055732334861451
723 => 0.054661376970023
724 => 0.054307943027637
725 => 0.054320789680176
726 => 0.053966421653165
727 => 0.054070798918781
728 => 0.053930123499791
729 => 0.053663718289264
730 => 0.054200378332901
731 => 0.054262223403596
801 => 0.054136960536801
802 => 0.054166464476513
803 => 0.053129341439923
804 => 0.053208191651882
805 => 0.052769143651893
806 => 0.052686827444698
807 => 0.051576952333009
808 => 0.049610647693681
809 => 0.050700171337678
810 => 0.049384179985938
811 => 0.048885794120511
812 => 0.051245075292538
813 => 0.05100826889914
814 => 0.050602959290907
815 => 0.050003421906408
816 => 0.049781047658572
817 => 0.048429972123853
818 => 0.048350143373555
819 => 0.049019772890669
820 => 0.048710761909066
821 => 0.048276793459284
822 => 0.046705003724851
823 => 0.044937791661651
824 => 0.04499113268554
825 => 0.045553249962695
826 => 0.047187681757864
827 => 0.046549080979534
828 => 0.046085768787756
829 => 0.04599900434135
830 => 0.047085043041801
831 => 0.048622015335082
901 => 0.049343128347273
902 => 0.04862852725272
903 => 0.047807631992152
904 => 0.047857596083001
905 => 0.048189984795108
906 => 0.048224914149027
907 => 0.047690595723794
908 => 0.047841003230709
909 => 0.047612520474154
910 => 0.046210322218925
911 => 0.046184960898907
912 => 0.045840838833572
913 => 0.045830418954197
914 => 0.04524498147579
915 => 0.045163074725623
916 => 0.044000653078733
917 => 0.044765762526853
918 => 0.044252567279103
919 => 0.043479060990223
920 => 0.043345708214467
921 => 0.043341699469
922 => 0.044135917474839
923 => 0.044756481627038
924 => 0.044261494530155
925 => 0.044148795563117
926 => 0.045352125686547
927 => 0.045198990959743
928 => 0.045066377273944
929 => 0.048484396323879
930 => 0.045778767534503
1001 => 0.044598958950443
1002 => 0.043138721788095
1003 => 0.04361418237131
1004 => 0.043714368902163
1005 => 0.040202761754249
1006 => 0.038778103171683
1007 => 0.038289214033272
1008 => 0.038007851422239
1009 => 0.038136071897216
1010 => 0.036853712077122
1011 => 0.037715479084499
1012 => 0.036605063875475
1013 => 0.036418899152078
1014 => 0.038404459099862
1015 => 0.038680738167123
1016 => 0.037502045833009
1017 => 0.038258957124465
1018 => 0.037984490568329
1019 => 0.036624098757148
1020 => 0.036572141796326
1021 => 0.03588954500556
1022 => 0.034821413204795
1023 => 0.034333248310042
1024 => 0.034079007794414
1025 => 0.034183912386211
1026 => 0.034130869414465
1027 => 0.033784728144172
1028 => 0.034150709826899
1029 => 0.033215777861603
1030 => 0.032843480419763
1031 => 0.03267532230252
1101 => 0.031845516370643
1102 => 0.033166106624631
1103 => 0.033426279541025
1104 => 0.033686965078435
1105 => 0.035956054704015
1106 => 0.035842697398702
1107 => 0.036867392231487
1108 => 0.036827574474578
1109 => 0.036535314909312
1110 => 0.035302319877819
1111 => 0.035793769721349
1112 => 0.034281163491227
1113 => 0.03541451092606
1114 => 0.034897298486523
1115 => 0.035239640879984
1116 => 0.034624078388772
1117 => 0.034964756087361
1118 => 0.03348797619128
1119 => 0.032108979903175
1120 => 0.03266392826492
1121 => 0.033267220600179
1122 => 0.034575312099051
1123 => 0.033796223593844
1124 => 0.034076413280914
1125 => 0.033137824732415
1126 => 0.031201248462296
1127 => 0.031212209273674
1128 => 0.030914309205123
1129 => 0.030656880051774
1130 => 0.033885711280638
1201 => 0.033484155077061
1202 => 0.032844327821037
1203 => 0.033700762028949
1204 => 0.03392721682696
1205 => 0.033933663676701
1206 => 0.034558495967028
1207 => 0.034891969072383
1208 => 0.034950745152557
1209 => 0.035933932261781
1210 => 0.036263483612242
1211 => 0.037620858984935
1212 => 0.034863676209241
1213 => 0.03480689384439
1214 => 0.033712813814582
1215 => 0.033018930962957
1216 => 0.033760324567075
1217 => 0.034417098090005
1218 => 0.033733221598688
1219 => 0.033822521431034
1220 => 0.032904473116204
1221 => 0.033232632190567
1222 => 0.03351528699321
1223 => 0.033359221624872
1224 => 0.033125584214821
1225 => 0.034363250150871
1226 => 0.034293416188307
1227 => 0.035445959161774
1228 => 0.036344448828731
1229 => 0.037954702936156
1230 => 0.036274318830613
1231 => 0.036213078954885
]
'min_raw' => 0.030656880051774
'max_raw' => 0.088638055968035
'avg_raw' => 0.059647468009904
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.030656'
'max' => '$0.088638'
'avg' => '$0.059647'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.0053906482733693
'max_diff' => -0.029941980577965
'year' => 2030
]
5 => [
'items' => [
101 => 0.03681170856331
102 => 0.036263391965167
103 => 0.036609909127948
104 => 0.037898873664097
105 => 0.037926107453623
106 => 0.037469906390321
107 => 0.037442146514159
108 => 0.037529764918659
109 => 0.038042948650526
110 => 0.037863626486069
111 => 0.038071142634661
112 => 0.038330644756075
113 => 0.039404055556864
114 => 0.03966285126692
115 => 0.039034111861677
116 => 0.039090879990274
117 => 0.03885571419343
118 => 0.038628546980299
119 => 0.039139185700312
120 => 0.040072387997765
121 => 0.040066582594706
122 => 0.040283067388855
123 => 0.040417935622152
124 => 0.039838982435258
125 => 0.039462105199288
126 => 0.03960662391288
127 => 0.039837712483123
128 => 0.039531685004085
129 => 0.037642741637744
130 => 0.038215726388922
131 => 0.038120353708803
201 => 0.0379845314146
202 => 0.038560672012669
203 => 0.038505101846481
204 => 0.036840559623674
205 => 0.036947118216184
206 => 0.036847039804618
207 => 0.037170413626506
208 => 0.036245928717563
209 => 0.036530294049053
210 => 0.036708645319204
211 => 0.036813695587482
212 => 0.037193209190145
213 => 0.037148677649202
214 => 0.037190441047035
215 => 0.037753159531908
216 => 0.040599196526732
217 => 0.040754100040933
218 => 0.039991298483706
219 => 0.040296022660223
220 => 0.039711018877163
221 => 0.040103735835916
222 => 0.040372422805166
223 => 0.039158278056659
224 => 0.039086384284386
225 => 0.038498965982616
226 => 0.038814611304914
227 => 0.038312396901436
228 => 0.038435622749335
301 => 0.038091072535972
302 => 0.038711194320763
303 => 0.039404586833342
304 => 0.03957976516492
305 => 0.039118946393553
306 => 0.038785283233646
307 => 0.038199480640327
308 => 0.039173683408478
309 => 0.039458569986177
310 => 0.039172187020566
311 => 0.039105825829842
312 => 0.038980071493333
313 => 0.039132505206812
314 => 0.039457018432692
315 => 0.039303983988185
316 => 0.039405065934902
317 => 0.039019845789268
318 => 0.039839174092853
319 => 0.041140464621039
320 => 0.041144648482869
321 => 0.040991613213449
322 => 0.040928994478394
323 => 0.041086017951775
324 => 0.041171196744644
325 => 0.041678981864379
326 => 0.042223855528906
327 => 0.04476654317425
328 => 0.044052566658166
329 => 0.04630859040228
330 => 0.048092812275854
331 => 0.048627822401173
401 => 0.048135638260051
402 => 0.046451902900541
403 => 0.046369290811119
404 => 0.048885502292961
405 => 0.048174557299554
406 => 0.048089992654796
407 => 0.047190367708798
408 => 0.0477221574726
409 => 0.047605847250372
410 => 0.047422245874493
411 => 0.048436863699031
412 => 0.05033613769101
413 => 0.050040118028081
414 => 0.049819153081662
415 => 0.048850949008382
416 => 0.049434024116705
417 => 0.0492264022387
418 => 0.050118477586712
419 => 0.049590031912438
420 => 0.048169171191995
421 => 0.048395447944944
422 => 0.048361246668941
423 => 0.049065106505545
424 => 0.048853825253472
425 => 0.048319990613531
426 => 0.050329646178983
427 => 0.050199150324854
428 => 0.050384163610503
429 => 0.050465612180572
430 => 0.051688854109159
501 => 0.052189977187925
502 => 0.052303740900199
503 => 0.052779769066778
504 => 0.052291896885763
505 => 0.054243733456791
506 => 0.055541590883702
507 => 0.057049119072193
508 => 0.059252022940955
509 => 0.060080335173609
510 => 0.059930707982715
511 => 0.061600924554616
512 => 0.064602266607493
513 => 0.060537365023255
514 => 0.06481771626181
515 => 0.063462606478715
516 => 0.060249665560381
517 => 0.060042790043325
518 => 0.062218630936232
519 => 0.067044436619775
520 => 0.065835627029883
521 => 0.06704641379922
522 => 0.065633966718062
523 => 0.065563826815444
524 => 0.066977814397129
525 => 0.070281673454187
526 => 0.068712133859484
527 => 0.066461813983579
528 => 0.068123415161092
529 => 0.0666839824472
530 => 0.063440537670955
531 => 0.065834702675971
601 => 0.06423379271901
602 => 0.064701023353505
603 => 0.068065897965653
604 => 0.067661027349965
605 => 0.068184967416675
606 => 0.067260226912832
607 => 0.06639637346405
608 => 0.064783926851299
609 => 0.064306560901921
610 => 0.064438487676501
611 => 0.064306495525563
612 => 0.063404346464878
613 => 0.063209527461118
614 => 0.0628848205863
615 => 0.062985460824319
616 => 0.062374916903315
617 => 0.063527139427059
618 => 0.063741002080816
619 => 0.064579493546213
620 => 0.064666548511739
621 => 0.067001735307689
622 => 0.0657155536617
623 => 0.06657843535341
624 => 0.066501251093146
625 => 0.06031929973257
626 => 0.061171118086239
627 => 0.062496280129222
628 => 0.061899296425073
629 => 0.061055301140079
630 => 0.060373729695282
701 => 0.059341079262156
702 => 0.060794514916485
703 => 0.062705628246279
704 => 0.0647150174996
705 => 0.067129167027065
706 => 0.066590356956333
707 => 0.064669886653431
708 => 0.064756037548315
709 => 0.065288588481359
710 => 0.064598886635712
711 => 0.064395480096852
712 => 0.065260643546439
713 => 0.065266601451631
714 => 0.064473016124963
715 => 0.063591091258952
716 => 0.063587395961562
717 => 0.063430465950039
718 => 0.06566188421849
719 => 0.066888938644305
720 => 0.067029618456727
721 => 0.066879469772051
722 => 0.066937256041595
723 => 0.066223260107512
724 => 0.067855243083907
725 => 0.069352912049436
726 => 0.068951504773643
727 => 0.068349738203824
728 => 0.067870402145958
729 => 0.068838588431929
730 => 0.068795476620682
731 => 0.06933983121756
801 => 0.069315136148701
802 => 0.069132090171983
803 => 0.068951511310792
804 => 0.069667486083705
805 => 0.069461296847309
806 => 0.069254787342078
807 => 0.068840600914314
808 => 0.068896895728755
809 => 0.068295233062418
810 => 0.068016876382761
811 => 0.06383105979177
812 => 0.062712472823154
813 => 0.063064403054418
814 => 0.063180267624415
815 => 0.062693457142165
816 => 0.063391418322359
817 => 0.063282641811749
818 => 0.0637058275824
819 => 0.063441439485488
820 => 0.063452290065207
821 => 0.064229799084741
822 => 0.064455513260871
823 => 0.064340713209154
824 => 0.064421115230261
825 => 0.066273945871098
826 => 0.066010532604159
827 => 0.065870599556119
828 => 0.065909361966746
829 => 0.066382799920616
830 => 0.066515336698946
831 => 0.065953769055969
901 => 0.066218607602781
902 => 0.067346256522091
903 => 0.067740869824448
904 => 0.069000286060442
905 => 0.068465263659053
906 => 0.069447320432029
907 => 0.072465828144332
908 => 0.074877220969765
909 => 0.072659604472473
910 => 0.077087820307357
911 => 0.080535821524649
912 => 0.080403481494983
913 => 0.079802242729043
914 => 0.075876785013012
915 => 0.072264520297442
916 => 0.075286333116878
917 => 0.075294036339196
918 => 0.075034459938093
919 => 0.073422253204365
920 => 0.07497835863842
921 => 0.075101876636831
922 => 0.075032739403808
923 => 0.073796664281077
924 => 0.071909406033535
925 => 0.072278171777647
926 => 0.072882217589119
927 => 0.071738632850845
928 => 0.071373188234723
929 => 0.072052619304776
930 => 0.074241887777571
1001 => 0.073828019254358
1002 => 0.073817211474643
1003 => 0.075587916524516
1004 => 0.074320473850873
1005 => 0.072282823094631
1006 => 0.071768289405369
1007 => 0.069942041439911
1008 => 0.071203437414525
1009 => 0.071248832810031
1010 => 0.07055797912589
1011 => 0.072338882063587
1012 => 0.072322470729495
1013 => 0.074013173016418
1014 => 0.077245160790234
1015 => 0.076289302969057
1016 => 0.075177744320064
1017 => 0.075298601565387
1018 => 0.07662410724549
1019 => 0.075822676252948
1020 => 0.076110876425642
1021 => 0.076623671020011
1022 => 0.076933052730768
1023 => 0.075254086298324
1024 => 0.074862638908673
1025 => 0.074061874928812
1026 => 0.073852970553434
1027 => 0.074505176106542
1028 => 0.07433334298606
1029 => 0.071245017502818
1030 => 0.070922270306539
1031 => 0.070932168502272
1101 => 0.070120605331434
1102 => 0.068882776698429
1103 => 0.072135716439061
1104 => 0.071874459853026
1105 => 0.071586052801696
1106 => 0.071621381019856
1107 => 0.073033371908908
1108 => 0.072214345886009
1109 => 0.074391860803611
1110 => 0.073944229198642
1111 => 0.073485117532074
1112 => 0.073421654314871
1113 => 0.073244935492809
1114 => 0.072638900897781
1115 => 0.071907077707252
1116 => 0.071423864647426
1117 => 0.06588473968605
1118 => 0.066912769059274
1119 => 0.068095423145342
1120 => 0.068503670596664
1121 => 0.067805335081314
1122 => 0.072666475440333
1123 => 0.073554652627039
1124 => 0.07086430599414
1125 => 0.070361051985254
1126 => 0.072699468689373
1127 => 0.071289117556973
1128 => 0.071924198585536
1129 => 0.070551500772533
1130 => 0.073340716751626
1201 => 0.07331946759908
1202 => 0.072234399585913
1203 => 0.073151491640416
1204 => 0.072992124327419
1205 => 0.071767085212959
1206 => 0.073379552676617
1207 => 0.073380352440361
1208 => 0.072335998069101
1209 => 0.071116420802038
1210 => 0.070898389191817
1211 => 0.07073413166194
1212 => 0.071883801302356
1213 => 0.072914591507028
1214 => 0.074832636523361
1215 => 0.075314878612093
1216 => 0.077197101589086
1217 => 0.07607632945006
1218 => 0.076573153222861
1219 => 0.077112525708251
1220 => 0.077371120712513
1221 => 0.076949754030041
1222 => 0.079873621067197
1223 => 0.080120485030104
1224 => 0.080203256381502
1225 => 0.079217344867525
1226 => 0.0800930650474
1227 => 0.079683344576041
1228 => 0.080749323418892
1229 => 0.080916482512552
1230 => 0.080774904707079
1231 => 0.080827963641834
]
'min_raw' => 0.036245928717563
'max_raw' => 0.080916482512552
'avg_raw' => 0.058581205615058
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.036245'
'max' => '$0.080916'
'avg' => '$0.058581'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.0055890486657896
'max_diff' => -0.0077215734554828
'year' => 2031
]
6 => [
'items' => [
101 => 0.078332958931111
102 => 0.078203579774662
103 => 0.076439485796149
104 => 0.077158367131917
105 => 0.075814452931578
106 => 0.076240621968356
107 => 0.07642847321908
108 => 0.076330350386166
109 => 0.077199011604041
110 => 0.076460472113085
111 => 0.074511344969318
112 => 0.072561686787164
113 => 0.072537210416844
114 => 0.072023899831808
115 => 0.071652870296351
116 => 0.07172434374786
117 => 0.071976225513407
118 => 0.071638230470241
119 => 0.071710358849484
120 => 0.072908170533795
121 => 0.073148383124682
122 => 0.072332046883731
123 => 0.069054339079559
124 => 0.068249981362908
125 => 0.06882813773853
126 => 0.068551816229022
127 => 0.055326665946711
128 => 0.058433718834113
129 => 0.056587613513965
130 => 0.057438383780711
131 => 0.055553988295495
201 => 0.05645332059067
202 => 0.056287246754108
203 => 0.061283295852671
204 => 0.061205289417838
205 => 0.061242626970184
206 => 0.059460408314235
207 => 0.062299531025672
208 => 0.063698184964876
209 => 0.063439331344699
210 => 0.063504479224115
211 => 0.062385022810491
212 => 0.061253465755278
213 => 0.059998394835665
214 => 0.062330161472852
215 => 0.062070908827381
216 => 0.062665541119935
217 => 0.064177858462272
218 => 0.064400552935666
219 => 0.064699856566252
220 => 0.06459257752057
221 => 0.067148399622862
222 => 0.066838872702417
223 => 0.067584743523716
224 => 0.066050430654949
225 => 0.064314210005624
226 => 0.064644208789731
227 => 0.064612427253139
228 => 0.064207811815171
229 => 0.063842543089352
301 => 0.063234473574689
302 => 0.065158495496438
303 => 0.065080383720092
304 => 0.066344922584132
305 => 0.066121403056838
306 => 0.06462868494906
307 => 0.064681997668304
308 => 0.065040551326438
309 => 0.066281509631136
310 => 0.066649910546855
311 => 0.066479252564455
312 => 0.0668831873504
313 => 0.067202440935463
314 => 0.066923280685369
315 => 0.070875601129827
316 => 0.069234322126468
317 => 0.070034270092759
318 => 0.070225052969153
319 => 0.069736366643003
320 => 0.069842345208599
321 => 0.070002873858047
322 => 0.070977572382765
323 => 0.073535463342913
324 => 0.074668335837011
325 => 0.078076638630447
326 => 0.074574266546722
327 => 0.074366450281531
328 => 0.074980388535512
329 => 0.07698142308075
330 => 0.078603073632048
331 => 0.079141068675178
401 => 0.079212173601458
402 => 0.080221488067604
403 => 0.080800008296999
404 => 0.080098930743808
405 => 0.079504840923358
406 => 0.077376884927651
407 => 0.077623201628386
408 => 0.07932007943593
409 => 0.081717019284691
410 => 0.083773843034014
411 => 0.083053615044546
412 => 0.088548446202467
413 => 0.089093236267402
414 => 0.0890179638956
415 => 0.090259076739154
416 => 0.087795720492934
417 => 0.086742587972395
418 => 0.079633289885746
419 => 0.081630712663593
420 => 0.084534083975722
421 => 0.084149811895478
422 => 0.082041306041273
423 => 0.083772243543249
424 => 0.083199941473676
425 => 0.082748543086568
426 => 0.08481648660579
427 => 0.082542697759968
428 => 0.084511401192627
429 => 0.081986518676612
430 => 0.083056904985334
501 => 0.082449301947744
502 => 0.082842495578092
503 => 0.080543893649338
504 => 0.081784163454686
505 => 0.080492294347807
506 => 0.080491681833644
507 => 0.080463163751508
508 => 0.081983042026727
509 => 0.082032605202716
510 => 0.080909412860921
511 => 0.080747543296906
512 => 0.081346059914341
513 => 0.080645353707075
514 => 0.080973209731263
515 => 0.080655284132056
516 => 0.080583712383137
517 => 0.08001341651082
518 => 0.079767717368414
519 => 0.079864062333038
520 => 0.079535187299542
521 => 0.079337028195931
522 => 0.080423744918208
523 => 0.079843156011522
524 => 0.080334761341441
525 => 0.07977451502246
526 => 0.07783245719317
527 => 0.076715559198657
528 => 0.073047191987984
529 => 0.074087536378335
530 => 0.074777285785453
531 => 0.074549323610515
601 => 0.075039074571932
602 => 0.07506914130337
603 => 0.074909918273394
604 => 0.074725558402414
605 => 0.074635822212961
606 => 0.07530464224966
607 => 0.07569291479241
608 => 0.074846511366113
609 => 0.074648210885774
610 => 0.075503971480975
611 => 0.07602598494969
612 => 0.079880239108653
613 => 0.07959470351148
614 => 0.080311341826853
615 => 0.080230659350254
616 => 0.080981810474201
617 => 0.082209625101705
618 => 0.079713134661621
619 => 0.080146439079875
620 => 0.080040202842979
621 => 0.081200062220769
622 => 0.081203683175144
623 => 0.080508289538886
624 => 0.080885273710574
625 => 0.080674851487958
626 => 0.081055112884495
627 => 0.079590890009497
628 => 0.081374155418153
629 => 0.082385151993775
630 => 0.082399189682209
701 => 0.082878394035289
702 => 0.083365293411663
703 => 0.084299854364615
704 => 0.083339229013919
705 => 0.081611157523011
706 => 0.081735918703018
707 => 0.080722751020175
708 => 0.080739782551967
709 => 0.080648866900475
710 => 0.080921711614414
711 => 0.079650764080818
712 => 0.079949052926619
713 => 0.07953144679572
714 => 0.080145531285703
715 => 0.079484877886284
716 => 0.080040151612649
717 => 0.080279789345333
718 => 0.081164057737967
719 => 0.079354270725715
720 => 0.075663992495924
721 => 0.076439733720125
722 => 0.075292351516374
723 => 0.075398546107723
724 => 0.075613076082993
725 => 0.074917714243304
726 => 0.075050367368947
727 => 0.075045628065833
728 => 0.075004787311979
729 => 0.074823896841327
730 => 0.074561569870794
731 => 0.075606599781415
801 => 0.075784170726974
802 => 0.076178888942565
803 => 0.077353302612242
804 => 0.07723595099206
805 => 0.077427356353449
806 => 0.077009519524232
807 => 0.075417928359846
808 => 0.075504359417448
809 => 0.074426562744184
810 => 0.076151327258413
811 => 0.075742880255664
812 => 0.075479551815887
813 => 0.075407700211373
814 => 0.076585025025379
815 => 0.076937299062036
816 => 0.076717785522623
817 => 0.076267556849054
818 => 0.077132129000465
819 => 0.077363452034811
820 => 0.077415236731336
821 => 0.078947092818369
822 => 0.077500850469803
823 => 0.077848975377516
824 => 0.080564946530851
825 => 0.078101935473176
826 => 0.079406647362127
827 => 0.079342788504556
828 => 0.080010234957901
829 => 0.07928803841408
830 => 0.079296990905785
831 => 0.079889638139616
901 => 0.079057371984192
902 => 0.078851291179924
903 => 0.078566592024806
904 => 0.079188222214496
905 => 0.0795608613993
906 => 0.082564059555494
907 => 0.08450426252687
908 => 0.084420033198962
909 => 0.085189731585353
910 => 0.084842975412654
911 => 0.083723208261355
912 => 0.085634514247566
913 => 0.08502969706109
914 => 0.08507955745509
915 => 0.085077701648735
916 => 0.085479852203706
917 => 0.085194891678952
918 => 0.084633205234064
919 => 0.08500607890899
920 => 0.08611338041874
921 => 0.089550478281162
922 => 0.091473923780464
923 => 0.089434684446955
924 => 0.090841324432707
925 => 0.08999784167833
926 => 0.089844555770422
927 => 0.090728029631352
928 => 0.091613049896324
929 => 0.091556677931493
930 => 0.090914198665417
1001 => 0.090551278430319
1002 => 0.093299432037682
1003 => 0.095324224802012
1004 => 0.095186147509868
1005 => 0.095795575772252
1006 => 0.097584875999519
1007 => 0.09774846718806
1008 => 0.097727858458404
1009 => 0.097322380628631
1010 => 0.099084179072371
1011 => 0.10055390233003
1012 => 0.097228524226419
1013 => 0.09849478467588
1014 => 0.099063249788006
1015 => 0.099897925228606
1016 => 0.10130616260475
1017 => 0.10283588191175
1018 => 0.10305220099428
1019 => 0.1028987122534
1020 => 0.10188982124937
1021 => 0.10356365836844
1022 => 0.10454415289648
1023 => 0.10512801494971
1024 => 0.10660859197132
1025 => 0.09906676043501
1026 => 0.09372827722026
1027 => 0.092894595977644
1028 => 0.094589919567398
1029 => 0.095036962878064
1030 => 0.094856760280079
1031 => 0.088847812068219
1101 => 0.092862960108889
1102 => 0.097182921797415
1103 => 0.097348869119469
1104 => 0.099511532266884
1105 => 0.10021578403824
1106 => 0.10195701133865
1107 => 0.10184809709692
1108 => 0.10227205823559
1109 => 0.1021745969118
1110 => 0.10539985382714
1111 => 0.10895779116004
1112 => 0.10883459110375
1113 => 0.10832309551654
1114 => 0.1090827536865
1115 => 0.1127549263058
1116 => 0.11241685149638
1117 => 0.11274526237659
1118 => 0.11707496084932
1119 => 0.12270418475629
1120 => 0.12008884508666
1121 => 0.12576337962604
1122 => 0.12933519832443
1123 => 0.13551228943034
1124 => 0.13473888720106
1125 => 0.13714358343901
1126 => 0.13335433579674
1127 => 0.12465345727681
1128 => 0.12327650994541
1129 => 0.12603319337274
1130 => 0.1328102305856
1201 => 0.12581976035348
1202 => 0.12723392337703
1203 => 0.12682664433111
1204 => 0.12680494216158
1205 => 0.12763322570353
1206 => 0.12643175722556
1207 => 0.12153675850628
1208 => 0.12378010757292
1209 => 0.12291384276382
1210 => 0.12387502815383
1211 => 0.12906214928074
1212 => 0.12676879938501
1213 => 0.12435294156648
1214 => 0.12738296339269
1215 => 0.13124122240591
1216 => 0.13099977949082
1217 => 0.13053127932024
1218 => 0.13317219025195
1219 => 0.13753420139683
1220 => 0.13871323548131
1221 => 0.13958357433818
1222 => 0.13970357936205
1223 => 0.14093970569059
1224 => 0.13429274287809
1225 => 0.14484164356764
1226 => 0.14666314730923
1227 => 0.1463207800994
1228 => 0.14834530484758
1229 => 0.14774963830943
1230 => 0.14688661095287
1231 => 0.15009591330749
]
'min_raw' => 0.055326665946711
'max_raw' => 0.15009591330749
'avg_raw' => 0.1027112896271
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.055326'
'max' => '$0.150095'
'avg' => '$0.102711'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.019080737229148
'max_diff' => 0.069179430794942
'year' => 2032
]
7 => [
'items' => [
101 => 0.14641670713526
102 => 0.14119453717296
103 => 0.13832955144882
104 => 0.14210239576217
105 => 0.1444063401302
106 => 0.14592910079909
107 => 0.14638988725742
108 => 0.13480872767974
109 => 0.12856712498793
110 => 0.13256792075326
111 => 0.13744916770714
112 => 0.1342656273048
113 => 0.13439041606133
114 => 0.12985152406729
115 => 0.1378507589342
116 => 0.13668533769825
117 => 0.14273154513198
118 => 0.14128856920407
119 => 0.14621901665386
120 => 0.14492066460304
121 => 0.15031005137609
122 => 0.15246002367168
123 => 0.15607016177245
124 => 0.15872579405528
125 => 0.16028523212591
126 => 0.16019160931345
127 => 0.16637087985825
128 => 0.16272717990525
129 => 0.15814983401015
130 => 0.15806704426425
131 => 0.16043771656481
201 => 0.16540599534462
202 => 0.16669419774671
203 => 0.16741412714967
204 => 0.16631153020811
205 => 0.16235655505546
206 => 0.16064881683673
207 => 0.16210385927703
208 => 0.16032446740576
209 => 0.16339619698475
210 => 0.16761433778272
211 => 0.16674330838828
212 => 0.16965502906189
213 => 0.17266835363712
214 => 0.17697754311659
215 => 0.17810412481534
216 => 0.17996632152332
217 => 0.18188313363559
218 => 0.18249876202651
219 => 0.18367418764305
220 => 0.18366799256985
221 => 0.18721021678058
222 => 0.19111739977856
223 => 0.1925922709088
224 => 0.19598365574793
225 => 0.19017602805922
226 => 0.19458118037433
227 => 0.19855473803066
228 => 0.19381729878222
301 => 0.20034675510442
302 => 0.20060027909735
303 => 0.20442819039296
304 => 0.20054786895578
305 => 0.19824374647281
306 => 0.20489566174681
307 => 0.20811431401452
308 => 0.20714482975723
309 => 0.19976700668985
310 => 0.19547279721492
311 => 0.18423402272789
312 => 0.19754683658671
313 => 0.20403111987724
314 => 0.19975021396262
315 => 0.20190925390052
316 => 0.2136882757307
317 => 0.21817296460844
318 => 0.21724018067221
319 => 0.2173978058025
320 => 0.21981766251807
321 => 0.23054863983435
322 => 0.22411838948433
323 => 0.22903407494003
324 => 0.23164133678092
325 => 0.23406310688301
326 => 0.22811600492057
327 => 0.22037891264771
328 => 0.21792825074386
329 => 0.19932456223684
330 => 0.19835615945833
331 => 0.19781256563314
401 => 0.19438528345821
402 => 0.1916923784803
403 => 0.18955088046072
404 => 0.1839309501519
405 => 0.18582751165635
406 => 0.1768705157147
407 => 0.18260088430172
408 => 0.16830530250463
409 => 0.18021108782075
410 => 0.17373131016282
411 => 0.17808230658706
412 => 0.17806712637043
413 => 0.17005556246872
414 => 0.1654346596073
415 => 0.16837927875883
416 => 0.17153614423343
417 => 0.17204833503571
418 => 0.17614129352615
419 => 0.17728355026299
420 => 0.17382245902351
421 => 0.16800905834685
422 => 0.16935937873449
423 => 0.16540729540774
424 => 0.1584814213923
425 => 0.16345570502435
426 => 0.16515414416014
427 => 0.16590427164045
428 => 0.15909346998827
429 => 0.15695336823946
430 => 0.15581399602559
501 => 0.16712986937994
502 => 0.16774977846643
503 => 0.16457823593363
504 => 0.17891390891989
505 => 0.1756693046091
506 => 0.17929432257161
507 => 0.1692368513127
508 => 0.16962106025897
509 => 0.16485969218687
510 => 0.16752574015252
511 => 0.16564146338114
512 => 0.16731034982329
513 => 0.16831067347564
514 => 0.17307126025409
515 => 0.18026544607473
516 => 0.17236018734097
517 => 0.16891575290528
518 => 0.17105266065695
519 => 0.17674352759805
520 => 0.18536548232393
521 => 0.1802611115932
522 => 0.18252634464566
523 => 0.18302119729442
524 => 0.17925742329165
525 => 0.18550425804
526 => 0.18885198753084
527 => 0.19228606527343
528 => 0.19526777875665
529 => 0.19091441910605
530 => 0.19557313796178
531 => 0.19181903293865
601 => 0.18845121264065
602 => 0.18845632023387
603 => 0.18634363736493
604 => 0.18225004809119
605 => 0.18149512742219
606 => 0.18542232007832
607 => 0.18857155668201
608 => 0.18883094289252
609 => 0.19057452208994
610 => 0.19160635429868
611 => 0.2017197126522
612 => 0.20578738904407
613 => 0.21076126673888
614 => 0.21269887241339
615 => 0.21853037082361
616 => 0.21382096224622
617 => 0.21280205207693
618 => 0.19865674440235
619 => 0.20097303774163
620 => 0.20468164686687
621 => 0.19871789800086
622 => 0.20250052399058
623 => 0.20324729448792
624 => 0.19851525209645
625 => 0.20104284039722
626 => 0.19433031524808
627 => 0.18041176077976
628 => 0.18551975336996
629 => 0.18928095524805
630 => 0.18391325641516
701 => 0.19353464881449
702 => 0.18791403000066
703 => 0.18613256367395
704 => 0.17918242839489
705 => 0.18246262471137
706 => 0.18689913719729
707 => 0.18415788828093
708 => 0.18984639138298
709 => 0.19790282884386
710 => 0.20364432594762
711 => 0.20408508680279
712 => 0.2003936888155
713 => 0.20630917764832
714 => 0.20635226552638
715 => 0.19967956995748
716 => 0.19559258107526
717 => 0.19466400860212
718 => 0.19698376469738
719 => 0.19980037684762
720 => 0.20424138917451
721 => 0.20692499991312
722 => 0.21392243344225
723 => 0.2158157383231
724 => 0.21789590637297
725 => 0.22067565238767
726 => 0.22401345019056
727 => 0.21671053861876
728 => 0.21700069690984
729 => 0.21020032676987
730 => 0.20293315600359
731 => 0.20844803274957
801 => 0.21565800048164
802 => 0.2140040259176
803 => 0.21381791999151
804 => 0.21413089853771
805 => 0.21288385573018
806 => 0.20724352732929
807 => 0.20441098971669
808 => 0.20806568589436
809 => 0.21000799426098
810 => 0.21302034515052
811 => 0.21264900932037
812 => 0.22040850170895
813 => 0.22342360581628
814 => 0.22265221316204
815 => 0.22279416797502
816 => 0.2282528699412
817 => 0.23432406919527
818 => 0.24001054846202
819 => 0.24579507941211
820 => 0.23882160157769
821 => 0.23528089959768
822 => 0.23893400024933
823 => 0.23699561362245
824 => 0.24813415814332
825 => 0.24890536679899
826 => 0.26004310587631
827 => 0.27061414651799
828 => 0.26397466529082
829 => 0.27023539703924
830 => 0.2770068888701
831 => 0.2900701952468
901 => 0.28567093323179
902 => 0.28230116747351
903 => 0.27911675511453
904 => 0.28574301172234
905 => 0.29426758499126
906 => 0.29610369642603
907 => 0.29907889839892
908 => 0.29595083731482
909 => 0.299718242346
910 => 0.31301883758771
911 => 0.3094248993458
912 => 0.30432092928788
913 => 0.31482047182847
914 => 0.31862021545797
915 => 0.34528880619099
916 => 0.37895900361597
917 => 0.3650193207916
918 => 0.35636650983175
919 => 0.35840012565473
920 => 0.37069534194623
921 => 0.37464417518839
922 => 0.36390988519173
923 => 0.36770141788854
924 => 0.38859313582322
925 => 0.39980087220861
926 => 0.38457926079743
927 => 0.34258343861184
928 => 0.30386137262791
929 => 0.3141322082042
930 => 0.31296781419099
1001 => 0.33541335881691
1002 => 0.30933918510732
1003 => 0.30977820732165
1004 => 0.33268790204019
1005 => 0.32657598826088
1006 => 0.31667547069318
1007 => 0.30393365736272
1008 => 0.2803792369463
1009 => 0.25951642991987
1010 => 0.30043319891621
1011 => 0.29866879343477
1012 => 0.29611367282741
1013 => 0.30179981724618
1014 => 0.32941012050345
1015 => 0.32877361364754
1016 => 0.32472448177889
1017 => 0.32779571261385
1018 => 0.31613706907862
1019 => 0.31914176698003
1020 => 0.30385523885482
1021 => 0.31076538798922
1022 => 0.31665422862902
1023 => 0.31783650057324
1024 => 0.32050021963186
1025 => 0.29773903192126
1026 => 0.30795813696996
1027 => 0.31396090378541
1028 => 0.28684018493066
1029 => 0.31342481437341
1030 => 0.29734281028229
1031 => 0.29188433655017
1101 => 0.29923345233124
1102 => 0.29636949476411
1103 => 0.29390723222512
1104 => 0.29253324742132
1105 => 0.29792962695863
1106 => 0.29767787940315
1107 => 0.28884835508798
1108 => 0.27733060055629
1109 => 0.28119633703453
1110 => 0.27979187873051
1111 => 0.27470194065803
1112 => 0.27813194435741
1113 => 0.26302794395046
1114 => 0.23704229628791
1115 => 0.2542092110957
1116 => 0.25354830354961
1117 => 0.2532150439951
1118 => 0.26611550601448
1119 => 0.26487542425562
1120 => 0.26262466372036
1121 => 0.27466060367573
1122 => 0.27026732368578
1123 => 0.28380637742785
1124 => 0.29272407387347
1125 => 0.2904622575976
1126 => 0.29884939420767
1127 => 0.2812853957953
1128 => 0.28711945152258
1129 => 0.28832184232232
1130 => 0.27451208204497
1201 => 0.26507831696772
1202 => 0.26444919238986
1203 => 0.24809234379881
1204 => 0.25683004028828
1205 => 0.26451885160857
1206 => 0.26083650766201
1207 => 0.25967078757543
1208 => 0.26562619868394
1209 => 0.26608898513172
1210 => 0.25553740507847
1211 => 0.25773141269662
1212 => 0.26688078918774
1213 => 0.25750087188393
1214 => 0.2392772247634
1215 => 0.23475750831588
1216 => 0.23415449482687
1217 => 0.22189666535796
1218 => 0.23505953738076
1219 => 0.22931359099977
1220 => 0.24746496677032
1221 => 0.23709699827796
1222 => 0.23665005587845
1223 => 0.2359744368894
1224 => 0.22542361670094
1225 => 0.22773357578261
1226 => 0.23541223158678
1227 => 0.23815206248396
1228 => 0.23786627567461
1229 => 0.23537460198427
1230 => 0.23651527744027
1231 => 0.2328407643588
]
'min_raw' => 0.12856712498793
'max_raw' => 0.39980087220861
'avg_raw' => 0.26418399859827
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.128567'
'max' => '$0.39980087'
'avg' => '$0.264183'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.07324045904122
'max_diff' => 0.24970495890112
'year' => 2033
]
8 => [
'items' => [
101 => 0.23154321731136
102 => 0.2274478019112
103 => 0.22142867266034
104 => 0.22226566950013
105 => 0.21034019946334
106 => 0.20384257045469
107 => 0.20204411238247
108 => 0.19963913908556
109 => 0.20231576051575
110 => 0.21030641610508
111 => 0.20066799015219
112 => 0.18414358491294
113 => 0.18513672982404
114 => 0.1873680315719
115 => 0.1832100155263
116 => 0.17927480229497
117 => 0.18269615092567
118 => 0.17569454258841
119 => 0.18821414248888
120 => 0.18787552239734
121 => 0.19254205503337
122 => 0.19546013365757
123 => 0.18873490716797
124 => 0.18704353089278
125 => 0.18800701568789
126 => 0.17208275821357
127 => 0.19124070346391
128 => 0.19140638216999
129 => 0.1899877405021
130 => 0.20018875491271
131 => 0.22171607709528
201 => 0.21361663255567
202 => 0.21048028282292
203 => 0.20451807968832
204 => 0.21246236136459
205 => 0.21185236448195
206 => 0.20909372724421
207 => 0.20742529483536
208 => 0.21049943270561
209 => 0.20704437513326
210 => 0.20642375185463
211 => 0.20266345003095
212 => 0.20132119336272
213 => 0.20032743996235
214 => 0.19923341511272
215 => 0.20164656131698
216 => 0.19617805454231
217 => 0.18958357145639
218 => 0.18903531154109
219 => 0.19054910537074
220 => 0.18987936428981
221 => 0.18903210507846
222 => 0.18741445650668
223 => 0.18693453473102
224 => 0.18849404767696
225 => 0.18673344848625
226 => 0.18933130849694
227 => 0.18862483432018
228 => 0.18467852699784
301 => 0.17975996696409
302 => 0.17971618146276
303 => 0.17865648577154
304 => 0.17730680398247
305 => 0.17693135338528
306 => 0.18240801448691
307 => 0.1937445390646
308 => 0.19151890802996
309 => 0.19312715454433
310 => 0.20103813565497
311 => 0.20355279865854
312 => 0.20176795042166
313 => 0.19932474007038
314 => 0.19943222892634
315 => 0.20778141830673
316 => 0.20830214700706
317 => 0.20961786043935
318 => 0.21130892402042
319 => 0.20205594586188
320 => 0.19899641448717
321 => 0.1975466387855
322 => 0.19308189075815
323 => 0.19789673872708
324 => 0.19509133300793
325 => 0.19546987808575
326 => 0.19522335010722
327 => 0.19535797105365
328 => 0.18821064300556
329 => 0.19081475369378
330 => 0.18648491459903
331 => 0.18068774609842
401 => 0.18066831195686
402 => 0.18208716073454
403 => 0.18124317396202
404 => 0.17897202725804
405 => 0.17929463292783
406 => 0.17646826779884
407 => 0.17963780482748
408 => 0.17972869580832
409 => 0.17850825140644
410 => 0.1833913605109
411 => 0.18539197429523
412 => 0.18458865164546
413 => 0.18533561103663
414 => 0.19161139304757
415 => 0.19263461934692
416 => 0.19308906887856
417 => 0.19248016670919
418 => 0.18545032081117
419 => 0.18576212436996
420 => 0.18347431674047
421 => 0.18154136037678
422 => 0.18161866849431
423 => 0.18261245933198
424 => 0.18695240220517
425 => 0.19608555612819
426 => 0.19643215264332
427 => 0.1968522377306
428 => 0.19514354056281
429 => 0.19462818114698
430 => 0.19530807324202
501 => 0.19873800565708
502 => 0.2075607230462
503 => 0.20444218547141
504 => 0.20190676588017
505 => 0.2041310124059
506 => 0.20378860708748
507 => 0.20089836161552
508 => 0.20081724205139
509 => 0.19526993692332
510 => 0.1932192245235
511 => 0.19150549574905
512 => 0.18963414866537
513 => 0.18852475138604
514 => 0.19022928981913
515 => 0.19061913792629
516 => 0.1868921348521
517 => 0.18638415810483
518 => 0.18942770926817
519 => 0.18808835587621
520 => 0.1894659140542
521 => 0.18978551936797
522 => 0.18973405555132
523 => 0.18833561678636
524 => 0.1892269399531
525 => 0.18711869494753
526 => 0.18482629515213
527 => 0.18336388690422
528 => 0.18208774174762
529 => 0.1827958212505
530 => 0.18027164711295
531 => 0.17946411300476
601 => 0.18892497971962
602 => 0.19591382368334
603 => 0.19581220312422
604 => 0.19519361410527
605 => 0.19427451629932
606 => 0.19867076792787
607 => 0.19713920176631
608 => 0.19825354411548
609 => 0.19853719101215
610 => 0.19939570473937
611 => 0.19970254960511
612 => 0.19877505130339
613 => 0.19566225371847
614 => 0.18790545809275
615 => 0.1842946487899
616 => 0.18310302157718
617 => 0.18314633496314
618 => 0.18195155841888
619 => 0.1823034736573
620 => 0.18182917666053
621 => 0.18093097289342
622 => 0.18274035969895
623 => 0.18294887467268
624 => 0.18252654217171
625 => 0.18262601676435
626 => 0.17912928403687
627 => 0.17939513303163
628 => 0.17791485204632
629 => 0.17763731720662
630 => 0.17389529577856
701 => 0.16726576240406
702 => 0.17093916743791
703 => 0.16650221071593
704 => 0.16482186797445
705 => 0.1727763491657
706 => 0.17197793987706
707 => 0.17061141023509
708 => 0.16859002808489
709 => 0.16784027778263
710 => 0.16328503228825
711 => 0.16301588408315
712 => 0.16527358675214
713 => 0.16423173465321
714 => 0.16276857972606
715 => 0.15746918089756
716 => 0.15151090204368
717 => 0.15169074502987
718 => 0.15358596267557
719 => 0.15909656358537
720 => 0.15694347647555
721 => 0.15538138707355
722 => 0.15508885468479
723 => 0.15875050998816
724 => 0.16393251938294
725 => 0.16636380225004
726 => 0.1639544747679
727 => 0.16118676908382
728 => 0.1613552265045
729 => 0.162475898254
730 => 0.16259366500943
731 => 0.16079217313384
801 => 0.16129928254452
802 => 0.16052893697864
803 => 0.15580132766278
804 => 0.15571582020166
805 => 0.15455558863255
806 => 0.15452045728174
807 => 0.15254661394936
808 => 0.15227045962262
809 => 0.14835127388244
810 => 0.15093089380502
811 => 0.14920062019708
812 => 0.14659268973964
813 => 0.14614308154578
814 => 0.14612956578056
815 => 0.14880732723777
816 => 0.15089960260332
817 => 0.14923071904728
818 => 0.14885074661152
819 => 0.1529078581365
820 => 0.15239155371355
821 => 0.15194443741309
822 => 0.16346852727841
823 => 0.15434631091406
824 => 0.1503685039013
825 => 0.14544521235794
826 => 0.14704826090985
827 => 0.14738604679342
828 => 0.13554641812164
829 => 0.13074308224403
830 => 0.12909475838073
831 => 0.12814612469353
901 => 0.12857842897698
902 => 0.12425486331203
903 => 0.12716037094405
904 => 0.12341652854011
905 => 0.12278886117757
906 => 0.12948331516889
907 => 0.13041480933335
908 => 0.12644076583522
909 => 0.12899274510022
910 => 0.12806736194357
911 => 0.12348070597265
912 => 0.12330552945171
913 => 0.12100410671426
914 => 0.1174028257734
915 => 0.11575694374816
916 => 0.11489975409921
917 => 0.11525344725466
918 => 0.11507460917207
919 => 0.11390756971247
920 => 0.11514150250781
921 => 0.11198931411195
922 => 0.11073408729381
923 => 0.1101671304611
924 => 0.10736938182657
925 => 0.11182184406856
926 => 0.11269903522088
927 => 0.11357795471074
928 => 0.12122834880616
929 => 0.12084615673694
930 => 0.12430098690759
1001 => 0.12416673856018
1002 => 0.12318136503097
1003 => 0.11902423619733
1004 => 0.12068119365673
1005 => 0.11558133614508
1006 => 0.11940249614941
1007 => 0.11765867829889
1008 => 0.11881290958002
1009 => 0.1167374976637
1010 => 0.11788611630985
1011 => 0.11290704978474
1012 => 0.10825766752094
1013 => 0.11012871466782
1014 => 0.11216275689668
1015 => 0.11657307871315
1016 => 0.11394632742363
1017 => 0.1148910065158
1018 => 0.11172648969438
1019 => 0.10519718759224
1020 => 0.10523414273305
1021 => 0.10422975185322
1022 => 0.10336181148957
1023 => 0.11424804140748
1024 => 0.11289416663136
1025 => 0.11073694436637
1026 => 0.11362447209267
1027 => 0.11438798025473
1028 => 0.11440971625874
1029 => 0.11651638194997
1030 => 0.11764070980703
1031 => 0.11783887746495
1101 => 0.12115376144763
1102 => 0.12226486683425
1103 => 0.12684135267221
1104 => 0.1175453184436
1105 => 0.11735387273608
1106 => 0.11366510552936
1107 => 0.11132563104975
1108 => 0.11382529134849
1109 => 0.11603964913551
1110 => 0.1137339117983
1111 => 0.11403499241777
1112 => 0.11093972842823
1113 => 0.11204613965878
1114 => 0.11299913006022
1115 => 0.11247294477473
1116 => 0.1116852199347
1117 => 0.11585809704917
1118 => 0.11562264696874
1119 => 0.11950852607176
1120 => 0.12253784671445
1121 => 0.12796693086199
1122 => 0.12230139852948
1123 => 0.12209492401283
1124 => 0.12411324553262
1125 => 0.12226455783974
1126 => 0.12343286464711
1127 => 0.12777869857337
1128 => 0.12787051919615
1129 => 0.12633240546029
1130 => 0.12623881109968
1201 => 0.12653422266777
1202 => 0.12826445744911
1203 => 0.12765986025176
1204 => 0.12835951543506
1205 => 0.12923444495526
1206 => 0.13285352441327
1207 => 0.13372607221826
1208 => 0.13160623341631
1209 => 0.13179763112529
1210 => 0.13100475322249
1211 => 0.1302388431031
1212 => 0.13196049719928
1213 => 0.13510685389925
1214 => 0.13508728057752
1215 => 0.13581717417548
1216 => 0.13627189184024
1217 => 0.1343199107494
1218 => 0.1330492428356
1219 => 0.13353649776845
1220 => 0.13431562901711
1221 => 0.13328383600538
1222 => 0.12691513156395
1223 => 0.12884698965706
1224 => 0.12852543400733
1225 => 0.12806749965962
1226 => 0.13000999791086
1227 => 0.12982263921577
1228 => 0.12421051889695
1229 => 0.12456978863128
1230 => 0.12423236727944
1231 => 0.12532264469717
]
'min_raw' => 0.10336181148957
'max_raw' => 0.23154321731136
'avg_raw' => 0.16745251440046
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.103361'
'max' => '$0.231543'
'avg' => '$0.167452'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.025205313498363
'max_diff' => -0.16825765489725
'year' => 2034
]
9 => [
'items' => [
101 => 0.1222056792812
102 => 0.12316443685007
103 => 0.12376576060947
104 => 0.12411994492334
105 => 0.12539950153152
106 => 0.12524936033213
107 => 0.12539016854375
108 => 0.12728741320325
109 => 0.13688302563526
110 => 0.13740529364841
111 => 0.13483345494111
112 => 0.1358608537774
113 => 0.13388847267915
114 => 0.13521254532421
115 => 0.13611844220016
116 => 0.13202486841169
117 => 0.13178247353902
118 => 0.12980195172236
119 => 0.13086617196414
120 => 0.12917292103932
121 => 0.12958838558887
122 => 0.12842671048879
123 => 0.13051749438173
124 => 0.13285531564901
125 => 0.13344594162449
126 => 0.13189225896348
127 => 0.13076729032424
128 => 0.12879221598143
129 => 0.13207680863092
130 => 0.13303732361778
131 => 0.1320717634546
201 => 0.13184802206688
202 => 0.13142403254146
203 => 0.13193797344903
204 => 0.13303209244688
205 => 0.1325161261327
206 => 0.13285693097337
207 => 0.13155813435716
208 => 0.13432055693636
209 => 0.13870794880535
210 => 0.13872205498762
211 => 0.13820608589219
212 => 0.13799496245505
213 => 0.13852437805858
214 => 0.13881156430573
215 => 0.14052359728934
216 => 0.14236067689116
217 => 0.15093352581222
218 => 0.14852630413999
219 => 0.15613264570382
220 => 0.16214827432097
221 => 0.1639520983117
222 => 0.16229266511671
223 => 0.15661583379747
224 => 0.15633730137019
225 => 0.1648208840575
226 => 0.16242388337563
227 => 0.16213876777171
228 => 0.15910561945647
301 => 0.16089858577351
302 => 0.16050643773874
303 => 0.15988741288133
304 => 0.16330826771512
305 => 0.16971180258215
306 => 0.16871375162115
307 => 0.16796875287702
308 => 0.1647043852461
309 => 0.16667026368282
310 => 0.16597025202543
311 => 0.16897794634396
312 => 0.16719625485825
313 => 0.16240572373795
314 => 0.16316863160865
315 => 0.16305331961875
316 => 0.16542643219979
317 => 0.16471408270724
318 => 0.16291422194753
319 => 0.16968991599612
320 => 0.169249940113
321 => 0.16987372532278
322 => 0.17014833486332
323 => 0.17427258042958
324 => 0.17596215187694
325 => 0.1763457141756
326 => 0.17795067637444
327 => 0.176305781254
328 => 0.1828865345261
329 => 0.18726235145445
330 => 0.1923450879942
331 => 0.19977233218956
401 => 0.20256504471287
402 => 0.20206056619214
403 => 0.2076918179751
404 => 0.21781105225339
405 => 0.20410595275976
406 => 0.21853745580513
407 => 0.21396860856068
408 => 0.20313595393414
409 => 0.2024384586848
410 => 0.2097744581676
411 => 0.22604499895666
412 => 0.22196941302795
413 => 0.2260516651552
414 => 0.22128950120717
415 => 0.22105301962848
416 => 0.22582037748159
417 => 0.23695956896054
418 => 0.23166775663524
419 => 0.22408064606131
420 => 0.22968285044058
421 => 0.22482970254772
422 => 0.21389420203452
423 => 0.2219662965042
424 => 0.21656871681234
425 => 0.21814401751754
426 => 0.22948892720044
427 => 0.22812387765248
428 => 0.22989037816772
429 => 0.2267725509957
430 => 0.22386000878081
501 => 0.21842353244849
502 => 0.21681405982153
503 => 0.21725886015286
504 => 0.21681383940058
505 => 0.21377218085644
506 => 0.21311533498344
507 => 0.21202056308468
508 => 0.21235987867364
509 => 0.21030138721716
510 => 0.21418618590157
511 => 0.21490723877012
512 => 0.21773427128731
513 => 0.21802778318157
514 => 0.22590102850165
515 => 0.22156457728386
516 => 0.22447384315194
517 => 0.22421361102963
518 => 0.20337073040738
519 => 0.20624269545884
520 => 0.21071057180661
521 => 0.208697799568
522 => 0.20585221053878
523 => 0.20355424482684
524 => 0.20007259179421
525 => 0.20497295157842
526 => 0.21141640359949
527 => 0.21819119975814
528 => 0.22633067344052
529 => 0.22451403766853
530 => 0.21803903795934
531 => 0.21832950171631
601 => 0.22012503436858
602 => 0.21779965644254
603 => 0.21711385709538
604 => 0.22003081606945
605 => 0.22005090356277
606 => 0.21737527522755
607 => 0.21440180396777
608 => 0.21438934501462
609 => 0.21386024452427
610 => 0.221383627009
611 => 0.22552072667584
612 => 0.22599503848537
613 => 0.22548880171194
614 => 0.22568363215421
615 => 0.22327634501285
616 => 0.22877868955918
617 => 0.23382818504037
618 => 0.23247481238467
619 => 0.23044591438053
620 => 0.22882979939526
621 => 0.23209410705502
622 => 0.23194875257342
623 => 0.23378408210242
624 => 0.23370082095361
625 => 0.23308366866324
626 => 0.23247483442512
627 => 0.23488879335976
628 => 0.23419361195358
629 => 0.23349735073866
630 => 0.23210089227988
701 => 0.23229069417715
702 => 0.23026214649085
703 => 0.22932364751114
704 => 0.21521087463023
705 => 0.2114394805683
706 => 0.21262603791399
707 => 0.21301668340114
708 => 0.21137536787221
709 => 0.21372859272133
710 => 0.21336184512127
711 => 0.21478864549291
712 => 0.21389724256518
713 => 0.21393382605227
714 => 0.21655525199557
715 => 0.21731626309926
716 => 0.21692920670981
717 => 0.21720028773746
718 => 0.22344723560355
719 => 0.22255911938314
720 => 0.22208732534186
721 => 0.22221801551559
722 => 0.22381424463145
723 => 0.22426110163301
724 => 0.22236773711731
725 => 0.22326065876832
726 => 0.22706260582971
727 => 0.22839307212963
728 => 0.23263928189891
729 => 0.23083541651856
730 => 0.23414648949366
731 => 0.24432359899117
801 => 0.25245377826019
802 => 0.24497692941053
803 => 0.259906968266
804 => 0.27153214510185
805 => 0.27108595145215
806 => 0.26905883297563
807 => 0.25582387821933
808 => 0.24364487553052
809 => 0.25383312842748
810 => 0.25385910037934
811 => 0.25298392041998
812 => 0.24754825285654
813 => 0.25279477097127
814 => 0.25321122052666
815 => 0.25297811951851
816 => 0.24881060594222
817 => 0.24244758299647
818 => 0.24369090244914
819 => 0.24572748507565
820 => 0.24187180928802
821 => 0.24063968725024
822 => 0.24293043653929
823 => 0.25031170804516
824 => 0.24891632142377
825 => 0.24887988223988
826 => 0.25484993794221
827 => 0.250576666478
828 => 0.2437065846891
829 => 0.24197179843216
830 => 0.23581447591205
831 => 0.24006736050832
901 => 0.24022041425367
902 => 0.23789115282373
903 => 0.24389559141685
904 => 0.24384025945815
905 => 0.24954058025958
906 => 0.26043745268918
907 => 0.25721471130922
908 => 0.25346701371759
909 => 0.25387449235818
910 => 0.2583435273025
911 => 0.25564144675702
912 => 0.25661313376075
913 => 0.25834205653784
914 => 0.259385158576
915 => 0.25372440602732
916 => 0.25240461382313
917 => 0.24970478215747
918 => 0.24900044647065
919 => 0.25119940302849
920 => 0.25062005566578
921 => 0.24020755067903
922 => 0.23911938597328
923 => 0.23915275843127
924 => 0.23641651653926
925 => 0.23224309088064
926 => 0.24321060432919
927 => 0.24232975950902
928 => 0.24135737499952
929 => 0.24147648655359
930 => 0.24623711241808
1001 => 0.2434757089993
1002 => 0.25081735257324
1003 => 0.24930813136444
1004 => 0.24776020432646
1005 => 0.2475462336588
1006 => 0.2469504138121
1007 => 0.24490712586298
1008 => 0.24243973288185
1009 => 0.24081054631378
1010 => 0.22213499977715
1011 => 0.22560107258369
1012 => 0.22958847340514
1013 => 0.2309649081902
1014 => 0.22861042124397
1015 => 0.24500009535838
1016 => 0.24799464675392
1017 => 0.23892395524709
1018 => 0.23722719922006
1019 => 0.24511133440104
1020 => 0.24035623709058
1021 => 0.24249745711832
1022 => 0.23786931060308
1023 => 0.24727334701343
1024 => 0.24720170401206
1025 => 0.24354332144863
1026 => 0.24663536133972
1027 => 0.24609804331728
1028 => 0.24196773841337
1029 => 0.24740428504598
1030 => 0.24740698150528
1031 => 0.24388586782808
1101 => 0.23977397792402
1102 => 0.23903886912767
1103 => 0.2384850633976
1104 => 0.24236125485763
1105 => 0.24583663600016
1106 => 0.25230345868635
1107 => 0.25392937155758
1108 => 0.26027541773712
1109 => 0.25649665622058
1110 => 0.25817173225771
1111 => 0.25999026424999
1112 => 0.26086213536138
1113 => 0.25944146817255
1114 => 0.2692994900262
1115 => 0.27013180911263
1116 => 0.27041087850278
1117 => 0.26708680899926
1118 => 0.27003936072654
1119 => 0.26865795955158
1120 => 0.27225198164452
1121 => 0.27281557019947
1122 => 0.27233823074367
1123 => 0.27251712264665
1124 => 0.26410504006879
1125 => 0.26366882920985
1126 => 0.25772106319619
1127 => 0.26014482181042
1128 => 0.25561372125489
1129 => 0.25705057991656
1130 => 0.25768393352373
1201 => 0.25735310554184
1202 => 0.2602818574859
1203 => 0.25779182002896
1204 => 0.25122020178003
1205 => 0.24464679309812
1206 => 0.2445642693067
1207 => 0.24283360683105
1208 => 0.2415826548478
1209 => 0.24182363257968
1210 => 0.24267286953804
1211 => 0.24153329565195
1212 => 0.24177648151841
1213 => 0.2458149872406
1214 => 0.24662488076189
1215 => 0.24387254613075
1216 => 0.23282152542673
1217 => 0.23010957722658
1218 => 0.23205887181257
1219 => 0.23112723455112
1220 => 0.1865377170238
1221 => 0.19701336276118
1222 => 0.19078908978335
1223 => 0.19365752113656
1224 => 0.18730415019387
1225 => 0.19033631181642
1226 => 0.18977638228155
1227 => 0.20662091063036
1228 => 0.20635790648909
1229 => 0.20648379265365
1230 => 0.20047491802458
1231 => 0.21004721846741
]
'min_raw' => 0.1222056792812
'max_raw' => 0.27281557019947
'avg_raw' => 0.19751062474033
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.1222056'
'max' => '$0.272815'
'avg' => '$0.19751'
'bar_min_pct' => 61.631153054958
'bar_max_pct' => 60.119598047091
'min_diff' => 0.018843867791627
'max_diff' => 0.041272352888112
'year' => 2035
]
10 => [
'items' => [
101 => 0.21476287787434
102 => 0.21389013482133
103 => 0.21410978544526
104 => 0.21033545998877
105 => 0.20652033637433
106 => 0.2022887771426
107 => 0.21015049115863
108 => 0.20927640276398
109 => 0.21128124705423
110 => 0.21638013056054
111 => 0.21713096052562
112 => 0.21814008361285
113 => 0.21777838482035
114 => 0.22639551748003
115 => 0.22535192585727
116 => 0.22786668140632
117 => 0.22269363844696
118 => 0.21683984930871
119 => 0.21795246324911
120 => 0.21784530957957
121 => 0.21648112038112
122 => 0.21524959136977
123 => 0.21319944254703
124 => 0.21968641678712
125 => 0.21942305747958
126 => 0.22368653854698
127 => 0.22293292685507
128 => 0.21790012353645
129 => 0.21807987109155
130 => 0.21928875978337
131 => 0.2234727373486
201 => 0.22471482675688
202 => 0.22413944145426
203 => 0.2255013357869
204 => 0.22657772153851
205 => 0.22563651326497
206 => 0.23896203758566
207 => 0.2334283508354
208 => 0.23612543125433
209 => 0.23676866904213
210 => 0.23512102897452
211 => 0.23547834310762
212 => 0.23601957665698
213 => 0.23930584078435
214 => 0.24792994874273
215 => 0.25174950745121
216 => 0.26324083827938
217 => 0.2514323462713
218 => 0.25073167922394
219 => 0.25280161491104
220 => 0.25954824258807
221 => 0.2650157506418
222 => 0.26682963849133
223 => 0.26706937371467
224 => 0.27047234790537
225 => 0.27242286924976
226 => 0.27005913733151
227 => 0.26805612202384
228 => 0.26088156981517
229 => 0.26171204376898
301 => 0.26743318576934
302 => 0.27551463581843
303 => 0.28244936069212
304 => 0.28002106174092
305 => 0.29854726862671
306 => 0.30038406636666
307 => 0.30013028030978
308 => 0.30431477891356
309 => 0.29600940134339
310 => 0.29245869152302
311 => 0.26848919666854
312 => 0.27522364701966
313 => 0.28501256610542
314 => 0.28371696595786
315 => 0.27660799125922
316 => 0.28244396789734
317 => 0.28051441151291
318 => 0.27899249033515
319 => 0.28596470628942
320 => 0.27829846844486
321 => 0.28493608951855
322 => 0.27642327183414
323 => 0.28003215400598
324 => 0.27798357794325
325 => 0.27930925771988
326 => 0.27155936083382
327 => 0.27574101707543
328 => 0.27138539018616
329 => 0.2713833250519
330 => 0.27128717434691
331 => 0.27641155006632
401 => 0.27657865577456
402 => 0.27279173437541
403 => 0.27224597983896
404 => 0.27426392040174
405 => 0.2719014405022
406 => 0.27300682997792
407 => 0.27193492162334
408 => 0.27169361247488
409 => 0.26977082012458
410 => 0.26894242831179
411 => 0.26926726208661
412 => 0.26815843694986
413 => 0.267490329697
414 => 0.2711542709983
415 => 0.26919677496399
416 => 0.27085425665659
417 => 0.268965347077
418 => 0.2624175635154
419 => 0.25865186394757
420 => 0.24628370777957
421 => 0.24979130152617
422 => 0.25211683980903
423 => 0.25134824942041
424 => 0.25299947898015
425 => 0.25310085106439
426 => 0.25256401950223
427 => 0.25194243732562
428 => 0.2516398854977
429 => 0.25389485894695
430 => 0.25520394693316
501 => 0.2523502386874
502 => 0.25168165477304
503 => 0.25456691136705
504 => 0.25632691622265
505 => 0.26932180321502
506 => 0.2683591000137
507 => 0.27077529612806
508 => 0.27050326952514
509 => 0.27303582798322
510 => 0.27717549072313
511 => 0.26875839890499
512 => 0.27021931500348
513 => 0.26986113211361
514 => 0.27377167898463
515 => 0.27378388728511
516 => 0.27143931908963
517 => 0.27271034754467
518 => 0.27200089432991
519 => 0.27328297217734
520 => 0.26834624252551
521 => 0.27435864635441
522 => 0.27776729189464
523 => 0.27781462094128
524 => 0.27943029187467
525 => 0.28107190711634
526 => 0.28422284461818
527 => 0.28098402917959
528 => 0.27515771549789
529 => 0.27557835652683
530 => 0.27216239094702
531 => 0.27221981394556
601 => 0.27191328547903
602 => 0.27283320048148
603 => 0.26854811213724
604 => 0.26955381380672
605 => 0.26814582558007
606 => 0.27021625431206
607 => 0.26798881525057
608 => 0.26986095938698
609 => 0.27066891473369
610 => 0.27365028735711
611 => 0.26754846409001
612 => 0.25510643339127
613 => 0.25772189908918
614 => 0.25385341988157
615 => 0.25421146236057
616 => 0.2549347651502
617 => 0.25259030415908
618 => 0.25303755343373
619 => 0.25302157454239
620 => 0.25288387708936
621 => 0.25227399223819
622 => 0.25138953854195
623 => 0.25491292984727
624 => 0.25551162268783
625 => 0.25684244271004
626 => 0.2608020603923
627 => 0.26040640121163
628 => 0.26105173775105
629 => 0.2596429717089
630 => 0.25427681097683
701 => 0.25456821932196
702 => 0.25093435258869
703 => 0.25674951656762
704 => 0.255372408981
705 => 0.25448457876129
706 => 0.25424232606015
707 => 0.25821175886876
708 => 0.25939947537834
709 => 0.25865937015426
710 => 0.25714139274736
711 => 0.26005635811834
712 => 0.2608362798791
713 => 0.26101087559893
714 => 0.26617563534714
715 => 0.26129952829553
716 => 0.26247325572719
717 => 0.27163034209371
718 => 0.26332612835081
719 => 0.26772505557649
720 => 0.26750975097971
721 => 0.26976009329678
722 => 0.26732515722714
723 => 0.26735534117796
724 => 0.26935349270413
725 => 0.26654744925415
726 => 0.26585263343446
727 => 0.26489275035592
728 => 0.26698861994129
729 => 0.2682449989697
730 => 0.27837049122991
731 => 0.28491202100855
801 => 0.2846280359488
802 => 0.28722312779714
803 => 0.28605401515115
804 => 0.28227864202089
805 => 0.28872274359653
806 => 0.28668356022534
807 => 0.28685166802485
808 => 0.28684541104415
809 => 0.28820128971749
810 => 0.28724052541298
811 => 0.28534676034834
812 => 0.28660392997656
813 => 0.29033727432601
814 => 0.30192568973968
815 => 0.30841072053125
816 => 0.30153528274318
817 => 0.30627786766361
818 => 0.30343400666714
819 => 0.30291719252655
820 => 0.30589588633085
821 => 0.30887979394434
822 => 0.30868973192915
823 => 0.30652356822711
824 => 0.30529995731619
825 => 0.31456554907337
826 => 0.32139227924483
827 => 0.32092674201412
828 => 0.32298147194967
829 => 0.32901422259085
830 => 0.32956578170459
831 => 0.3294962979337
901 => 0.32812920112106
902 => 0.33406922757897
903 => 0.33902450215498
904 => 0.32781275770816
905 => 0.33208204322099
906 => 0.3339986630355
907 => 0.33681282955866
908 => 0.34156080019231
909 => 0.34671835563746
910 => 0.34744769052712
911 => 0.34693019252102
912 => 0.34352864606241
913 => 0.34917210477293
914 => 0.35247791053016
915 => 0.35444644220657
916 => 0.35943831100551
917 => 0.33401049942697
918 => 0.31601143054745
919 => 0.31320061603221
920 => 0.31891651787877
921 => 0.32042375561225
922 => 0.3198161899718
923 => 0.29955660154415
924 => 0.31309395349195
925 => 0.32765900593491
926 => 0.32821850891729
927 => 0.33551007871112
928 => 0.33788451272753
929 => 0.34375518213946
930 => 0.34338797016934
1001 => 0.34481738474839
1002 => 0.34448878709067
1003 => 0.35536296596099
1004 => 0.36735880008613
1005 => 0.36694342249479
1006 => 0.36521887941104
1007 => 0.36778011996871
1008 => 0.38016110633757
1009 => 0.37902126351399
1010 => 0.38012852372551
1011 => 0.39472640441621
1012 => 0.41370572583843
1013 => 0.4048879255451
1014 => 0.42402001492796
1015 => 0.43606265104599
1016 => 0.45688914498031
1017 => 0.45428156536708
1018 => 0.46238916662384
1019 => 0.44961345364113
1020 => 0.42027783423523
1021 => 0.41563536017201
1022 => 0.42492971081275
1023 => 0.44777896493354
1024 => 0.42421010648689
1025 => 0.4289780558545
1026 => 0.42760488611587
1027 => 0.4275317157361
1028 => 0.4303243315267
1029 => 0.42627349666939
1030 => 0.40976966672942
1031 => 0.41733327473323
1101 => 0.41441260244867
1102 => 0.41765330609893
1103 => 0.43514204713153
1104 => 0.4274098578415
1105 => 0.41926462453651
1106 => 0.42948055467294
1107 => 0.44248894431108
1108 => 0.44167490266585
1109 => 0.44009532163109
1110 => 0.44899933721985
1111 => 0.46370616234071
1112 => 0.46768135807407
1113 => 0.47061576629513
1114 => 0.47102037161158
1115 => 0.47518805783184
1116 => 0.45277735863336
1117 => 0.48834371380892
1118 => 0.49448504084701
1119 => 0.49333072589578
1120 => 0.50015655243206
1121 => 0.49814822111058
1122 => 0.49523846412328
1123 => 0.50605885107824
1124 => 0.49365415059459
1125 => 0.47604723996641
1126 => 0.46638774057058
1127 => 0.47910814858459
1128 => 0.48687605787769
1129 => 0.4920101517886
1130 => 0.49356372550394
1201 => 0.45451703741706
1202 => 0.43347303816683
1203 => 0.44696200041629
1204 => 0.46341946531906
1205 => 0.45268593658487
1206 => 0.45310667058999
1207 => 0.43780347933676
1208 => 0.46477345817931
1209 => 0.46084415911517
1210 => 0.48122936961071
1211 => 0.47636427552442
1212 => 0.49298762333421
1213 => 0.48861013874684
1214 => 0.50678083252715
1215 => 0.51402961422801
1216 => 0.52620144688654
1217 => 0.53515509653843
1218 => 0.54041285087005
1219 => 0.54009719502132
1220 => 0.56093103708598
1221 => 0.54864604829945
1222 => 0.53321320703402
1223 => 0.53293407562552
1224 => 0.54092696280194
1225 => 0.5576778615822
1226 => 0.56202112592025
1227 => 0.56444841816621
1228 => 0.56073093559688
1229 => 0.54739646074218
1230 => 0.54163870210724
1231 => 0.54654447928253
]
'min_raw' => 0.2022887771426
'max_raw' => 0.56444841816621
'avg_raw' => 0.38336859765441
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.202288'
'max' => '$0.564448'
'avg' => '$0.383368'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.080083097861409
'max_diff' => 0.29163284796674
'year' => 2036
]
11 => [
'items' => [
101 => 0.54054513535539
102 => 0.55090168609224
103 => 0.56512344229382
104 => 0.56218670587711
105 => 0.57200377541803
106 => 0.58216340960704
107 => 0.59669214279506
108 => 0.60049049164784
109 => 0.60676901786321
110 => 0.61323168372725
111 => 0.61530731782905
112 => 0.61927034736083
113 => 0.61924946023899
114 => 0.63119231647565
115 => 0.64436565674416
116 => 0.64933828773199
117 => 0.66077257849604
118 => 0.64119175626794
119 => 0.65604403485623
120 => 0.6694411619195
121 => 0.65346855473595
122 => 0.67548307259831
123 => 0.67633784644094
124 => 0.68924391663034
125 => 0.67616114198951
126 => 0.66839263216948
127 => 0.69082002893763
128 => 0.70167193977737
129 => 0.69840325591666
130 => 0.67352841034185
131 => 0.659050183285
201 => 0.62115787043578
202 => 0.66604295183178
203 => 0.68790516566399
204 => 0.67347179248955
205 => 0.68075114637956
206 => 0.72046494086503
207 => 0.73558538252732
208 => 0.73244043636143
209 => 0.73297188049324
210 => 0.74113059635879
211 => 0.77731083559351
212 => 0.75563079759269
213 => 0.77220437430879
214 => 0.78099493963854
215 => 0.78916010662033
216 => 0.76910903714057
217 => 0.7430228903561
218 => 0.73476031264752
219 => 0.67203667797805
220 => 0.66877164039856
221 => 0.66693887586443
222 => 0.65538355472644
223 => 0.64630423758082
224 => 0.63908402749319
225 => 0.620136040086
226 => 0.62653042961192
227 => 0.59633129243719
228 => 0.61565163020988
301 => 0.56745307809533
302 => 0.60759426452403
303 => 0.58574724174668
304 => 0.60041692996788
305 => 0.60036574880764
306 => 0.57335420176353
307 => 0.55777450514508
308 => 0.56770249420122
309 => 0.57834608655415
310 => 0.58007297360407
311 => 0.59387266891582
312 => 0.59772386725388
313 => 0.58605455649432
314 => 0.56645427023427
315 => 0.57100696969755
316 => 0.55768224483577
317 => 0.53433117704365
318 => 0.55110232160248
319 => 0.55682872773004
320 => 0.55935783490213
321 => 0.53639474161683
322 => 0.52917923915358
323 => 0.52533776618608
324 => 0.56349002324932
325 => 0.56558009001509
326 => 0.55488701293573
327 => 0.60322073529363
328 => 0.59228132532877
329 => 0.60450332648003
330 => 0.57059385994039
331 => 0.57188924722736
401 => 0.55583596234419
402 => 0.56482472919788
403 => 0.55847175850717
404 => 0.56409852566483
405 => 0.5674711866991
406 => 0.58352183739618
407 => 0.60777753717248
408 => 0.58112440542407
409 => 0.56951125424141
410 => 0.57671598792029
411 => 0.59590314313585
412 => 0.62497266545983
413 => 0.60776292316537
414 => 0.61540031455528
415 => 0.61706874481008
416 => 0.60437891798144
417 => 0.62544055747558
418 => 0.63672766118494
419 => 0.64830589405374
420 => 0.65835894923899
421 => 0.64368129323514
422 => 0.6593884891186
423 => 0.64673126192985
424 => 0.63537642066146
425 => 0.63539364126859
426 => 0.62827058347316
427 => 0.61446876143148
428 => 0.61192349368905
429 => 0.62516429791703
430 => 0.63578216899905
501 => 0.63665670771754
502 => 0.64253530671446
503 => 0.64601420104645
504 => 0.68011209482747
505 => 0.69382654977877
506 => 0.71059632569187
507 => 0.71712909850281
508 => 0.73679040253505
509 => 0.72091230271598
510 => 0.71747697594219
511 => 0.6697850835235
512 => 0.67759462823531
513 => 0.6900984628279
514 => 0.66999126715048
515 => 0.68274465476934
516 => 0.68526244363899
517 => 0.66930803233548
518 => 0.6778299727621
519 => 0.65519822556824
520 => 0.60827084741588
521 => 0.62549280106237
522 => 0.6381739557931
523 => 0.62007638441724
524 => 0.65251558063573
525 => 0.63356527188582
526 => 0.62755893378734
527 => 0.60412606745102
528 => 0.61518547834803
529 => 0.63014348994173
530 => 0.62090117783231
531 => 0.6400803631995
601 => 0.66724320458133
602 => 0.6866010629252
603 => 0.68808711892136
604 => 0.67564131288203
605 => 0.69558579648812
606 => 0.6957310702773
607 => 0.67323361129403
608 => 0.65945404293315
609 => 0.6563232960091
610 => 0.66414451564447
611 => 0.6736409201586
612 => 0.68861410328028
613 => 0.69766208424922
614 => 0.72125441993791
615 => 0.72763782953
616 => 0.73465126134284
617 => 0.74402336910707
618 => 0.75527698743713
619 => 0.7306547111998
620 => 0.73163300013637
621 => 0.70870507742279
622 => 0.68420330380661
623 => 0.70279709579209
624 => 0.72710600538462
625 => 0.72152951466514
626 => 0.72090204554183
627 => 0.72195727456181
628 => 0.71775278267048
629 => 0.69873602167174
630 => 0.68918592334939
701 => 0.70150798667514
702 => 0.70805661494084
703 => 0.71821296628053
704 => 0.71696098160334
705 => 0.74312265194189
706 => 0.7532882859476
707 => 0.75068748175693
708 => 0.75116609231986
709 => 0.76957048711324
710 => 0.79003995927594
711 => 0.80921232114107
712 => 0.82871527110237
713 => 0.80520370371092
714 => 0.79326597978143
715 => 0.8055826636798
716 => 0.79904725783345
717 => 0.8366016383539
718 => 0.83920182218056
719 => 0.87675348709186
720 => 0.91239448866176
721 => 0.89000901415057
722 => 0.9111175083507
723 => 0.93394806582893
724 => 0.97799191532889
725 => 0.96315949629861
726 => 0.95179809577506
727 => 0.94106162717818
728 => 0.96340251396188
729 => 0.99214370790472
730 => 0.99833428580028
731 => 1.0083653869738
801 => 0.99781891063453
802 => 1.010520979729
803 => 1.0553648652043
804 => 1.043247651501
805 => 1.0260392601029
806 => 1.0614392008331
807 => 1.0742503017696
808 => 1.1641653173675
809 => 1.277686738764
810 => 1.230688124884
811 => 1.2015145686129
812 => 1.2083710463426
813 => 1.249825226494
814 => 1.2631389934687
815 => 1.2269475853008
816 => 1.2397310025044
817 => 1.3101688881343
818 => 1.3479565538568
819 => 1.2966358282451
820 => 1.1550439816917
821 => 1.0244898327386
822 => 1.0591186719709
823 => 1.0551928362599
824 => 1.1308695570641
825 => 1.0429586599616
826 => 1.0444388540087
827 => 1.1216804892561
828 => 1.1010737452289
829 => 1.0676934590174
830 => 1.0247335457687
831 => 0.94531817281765
901 => 0.87497776233336
902 => 1.0129315057221
903 => 1.0069826894546
904 => 0.99836792193404
905 => 1.0175391548358
906 => 1.1106292199576
907 => 1.1084831926534
908 => 1.0948312618569
909 => 1.1051861310434
910 => 1.0658782003839
911 => 1.0760087491398
912 => 1.0244691522943
913 => 1.0477672025522
914 => 1.067621839915
915 => 1.0716079523185
916 => 1.0805888670996
917 => 1.0038479335979
918 => 1.0383023597447
919 => 1.0585411071628
920 => 0.96710171003591
921 => 1.0567336442817
922 => 1.0025120446788
923 => 0.9841084193925
924 => 1.0088864763473
925 => 0.99923044345454
926 => 0.99092875339466
927 => 0.9862962677001
928 => 1.0044905380733
929 => 1.0036417536136
930 => 0.97387239592726
1001 => 0.93503948237973
1002 => 0.94807308281322
1003 => 0.94333785358508
1004 => 0.92617677200557
1005 => 0.93774126895326
1006 => 0.88681707705358
1007 => 0.79920465169933
1008 => 0.85708410352951
1009 => 0.85485580759478
1010 => 0.85373219973931
1011 => 0.89722700811914
1012 => 0.89304598588938
1013 => 0.88545738960167
1014 => 0.92603740148369
1015 => 0.91122515126857
1016 => 0.9568730162265
1017 => 0.9869396524066
1018 => 0.97931378091754
1019 => 1.0075915975696
1020 => 0.94837335064303
1021 => 0.96804327684834
1022 => 0.97209722137791
1023 => 0.92553665043614
1024 => 0.89373005283374
1025 => 0.89160891539542
1026 => 0.836460658372
1027 => 0.86592041213273
1028 => 0.89184377631474
1029 => 0.87942849660588
1030 => 0.87549818994599
1031 => 0.89557727429187
1101 => 0.89713759111127
1102 => 0.86156220227393
1103 => 0.86895945213926
1104 => 0.89980721376815
1105 => 0.86818216769342
1106 => 0.80673986909215
1107 => 0.7915013295328
1108 => 0.78946822745357
1109 => 0.74814009958479
1110 => 0.79251964161207
1111 => 0.77314678221938
1112 => 0.83434541291838
1113 => 0.79938908327795
1114 => 0.79788218577348
1115 => 0.79560428918168
1116 => 0.76003146228156
1117 => 0.7678196506016
1118 => 0.79370877475198
1119 => 0.8029463059107
1120 => 0.80198275572998
1121 => 0.79358190391988
1122 => 0.79742777085922
1123 => 0.78503889345874
1124 => 0.78066412299644
1125 => 0.76685614404202
1126 => 0.74656222953056
1127 => 0.74938422281319
1128 => 0.7091766679744
1129 => 0.68726945812179
1130 => 0.68120583116697
1201 => 0.67309729578657
1202 => 0.68212171181417
1203 => 0.70906276502336
1204 => 0.6765661389898
1205 => 0.62085295302853
1206 => 0.62420141043545
1207 => 0.63172440006288
1208 => 0.61770535866172
1209 => 0.60443751250449
1210 => 0.61597282828382
1211 => 0.59236641693808
1212 => 0.63457712209305
1213 => 0.63343544081274
1214 => 0.64916898140201
1215 => 0.65900748721724
1216 => 0.63633291656722
1217 => 0.6306303233673
1218 => 0.63387877962239
1219 => 0.58018903375155
1220 => 0.64478138372811
1221 => 0.64533998105296
1222 => 0.6405569316233
1223 => 0.67495036392074
1224 => 0.74753123364891
1225 => 0.72022339089845
1226 => 0.70964896880156
1227 => 0.68954698466551
1228 => 0.71633168498908
1229 => 0.71427503791065
1230 => 0.70497409986172
1231 => 0.69934886350904
]
'min_raw' => 0.52533776618608
'max_raw' => 1.3479565538568
'avg_raw' => 0.93664716002146
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$0.525337'
'max' => '$1.34'
'avg' => '$0.936647'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.32304898904348
'max_diff' => 0.78350813569064
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.016489752190562
]
1 => [
'year' => 2028
'avg' => 0.028301201768268
]
2 => [
'year' => 2029
'avg' => 0.077313782435571
]
3 => [
'year' => 2030
'avg' => 0.059647468009904
]
4 => [
'year' => 2031
'avg' => 0.058581205615058
]
5 => [
'year' => 2032
'avg' => 0.1027112896271
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.016489752190562
'min' => '$0.016489'
'max_raw' => 0.1027112896271
'max' => '$0.102711'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.1027112896271
]
1 => [
'year' => 2033
'avg' => 0.26418399859827
]
2 => [
'year' => 2034
'avg' => 0.16745251440046
]
3 => [
'year' => 2035
'avg' => 0.19751062474033
]
4 => [
'year' => 2036
'avg' => 0.38336859765441
]
5 => [
'year' => 2037
'avg' => 0.93664716002146
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.1027112896271
'min' => '$0.102711'
'max_raw' => 0.93664716002146
'max' => '$0.936647'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 0.93664716002146
]
]
]
]
'prediction_2025_max_price' => '$0.028194'
'last_price' => 0.0273381
'sma_50day_nextmonth' => '$0.025213'
'sma_200day_nextmonth' => '$0.037525'
'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' => '$0.026434'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.02613'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.025622'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.025342'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.025972'
'daily_sma50_action' => 'BUY'
'daily_sma100' => '$0.030655'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.04232'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.026645'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.026297'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.025865'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.025718'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$0.027064'
'daily_ema50_action' => 'BUY'
'daily_ema100' => '$0.031318'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.03912'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.03471'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.047511'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '$0.0750039'
'weekly_sma100_action' => 'SELL'
'weekly_sma200' => '$0.097164'
'weekly_sma200_action' => 'SELL'
'weekly_ema3' => '$0.026476'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$0.026497'
'weekly_ema5_action' => 'BUY'
'weekly_ema10' => '$0.028327'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.034278'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.058033'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$1.19'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$8.48'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '64.10'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 115.54
'stoch_rsi_14_action' => 'SELL'
'momentum_10' => 0
'momentum_10_action' => 'BUY'
'vwma_10' => '0.026773'
'vwma_10_action' => 'BUY'
'hma_9' => '0.0266060'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 100
'stochastic_fast_14_action' => 'SELL'
'cci_20' => 311.81
'cci_20_action' => 'SELL'
'adx_14' => 16.12
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '0.000315'
'ao_5_34_action' => 'BUY'
'macd_12_26' => 0
'macd_12_26_action' => 'BUY'
'williams_percent_r_14' => -0
'williams_percent_r_14_action' => 'SELL'
'ultimate_oscillator' => 81.06
'ultimate_oscillator_action' => 'SELL'
'ichimoku_cloud' => '-0.003748'
'ichimoku_cloud_action' => 'NEUTRAL'
'sell_signals' => 14
'buy_signals' => 21
'sell_pct' => 40
'buy_pct' => 60
'overall_action' => 'bullish'
'overall_action_label' => 'Boğa'
'overall_action_dir' => 1
'last_updated' => 1767708595
'last_updated_date' => '6 Ocak 2026'
]
Pancake Bunny için 2026 fiyat tahmini
Pancake Bunny için 2026 fiyat tahmini, ortalama fiyatın alt sınırda $0.009445 ile üst sınırda $0.028194 arasında olabileceğini gösteriyor. Kripto piyasasında, bugünün ortalama fiyatına kıyasla, Pancake Bunny 3.13% artabilir ve eğer BUNNY tahmin edilen fiyat hedefine ulaşırsa 2026 yılına kadar bu gerçekleşebilir.
Pancake Bunny fiyat tahmini 2027-2032
BUNNY için 2027-2032 fiyat tahmini, şu anda alt sınırda $0.016489 ve üst sınırda $0.102711 fiyat aralığında bulunuyor. Piyasadaki fiyat dalgalanmaları göz önüne alındığında, Pancake Bunny üst fiyat hedefine ulaşırsa, bugünün fiyatına kıyasla 2032 yılına kadar 275.71% artış gösterebilir.
| Pancake Bunny Fiyat Tahmini | Potansiyel Düşük ($) | Ortalama Fiyat ($) | Potansiyel Yüksek ($) |
|---|---|---|---|
| 2027 | $0.009092 | $0.016489 | $0.023886 |
| 2028 | $0.0164097 | $0.0283012 | $0.040192 |
| 2029 | $0.036047 | $0.077313 | $0.11858 |
| 2030 | $0.030656 | $0.059647 | $0.088638 |
| 2031 | $0.036245 | $0.058581 | $0.080916 |
| 2032 | $0.055326 | $0.102711 | $0.150095 |
Pancake Bunny fiyat tahmini 2032-2037
Pancake Bunny için 2032-2037 fiyat tahmini, şu anda alt sınırda $0.102711 ve üst sınırda $0.936647 olarak tahmin edilmektedir. Mevcut fiyata kıyasla, Pancake Bunny üst fiyat hedefine ulaşırsa, 2037 yılına kadar potansiyel olarak 3326.16% artış gösterebilir. Lütfen bu bilgilerin sadece genel amaçlar için olduğunu ve uzun vadeli yatırım tavsiyesi olarak değerlendirilmemesi gerektiğini unutmayın.
| Pancake Bunny Fiyat Tahmini | Potansiyel Düşük ($) | Ortalama Fiyat ($) | Potansiyel Yüksek ($) |
|---|---|---|---|
| 2032 | $0.055326 | $0.102711 | $0.150095 |
| 2033 | $0.128567 | $0.264183 | $0.39980087 |
| 2034 | $0.103361 | $0.167452 | $0.231543 |
| 2035 | $0.1222056 | $0.19751 | $0.272815 |
| 2036 | $0.202288 | $0.383368 | $0.564448 |
| 2037 | $0.525337 | $0.936647 | $1.34 |
Pancake Bunny Potansiyel fiyat histogramı
Teknik Analize Dayalı Pancake Bunny Fiyat Tahmini
Piyasa Duyarlılık Göstergesi
Boğa 60%
Ayı 40%
6 Ocak 2026 itibariyle, Pancake Bunny için genel fiyat tahmini duyarlılığı Boğa, 21 teknik gösterge yükseliş sinyalleri gösterirken 14 düşüş sinyalleri gösteriyor. BUNNY fiyat tahmini en son 6 Ocak 2026 tarihinde güncellendi.
Pancake Bunny'ın 50 Günlük, 200 Günlük Basit Hareketli Ortalamaları ve 14 Günlük Göreceli Güç Endeksi - RSI (14)
Teknik göstergelerimize göre, Pancake Bunny'ın 200 günlük SMA'sının önümüzdeki ay içinde artmak ve 4 Şub 2026 tarihinde $0.037525 seviyesine ulaşması bekleniyor. Pancake Bunny için kısa vadeli 50 günlük SMA'nın 4 Şub 2026 tarihinde $0.025213 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 64.10 seviyesinde olup, BUNNY piyasasının NEUTRAL durumda olduğunu gösteriyor.
19 Ekim 2024 Cumartesi için Popüler BUNNY 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 | $0.026434 | BUY |
| SMA 5 | $0.02613 | BUY |
| SMA 10 | $0.025622 | BUY |
| SMA 21 | $0.025342 | BUY |
| SMA 50 | $0.025972 | BUY |
| SMA 100 | $0.030655 | SELL |
| SMA 200 | $0.04232 | SELL |
Günlük Üstel Hareketli Ortalama (EMA)
| Dönem | Değer | İşlem |
|---|---|---|
| EMA 3 | $0.026645 | BUY |
| EMA 5 | $0.026297 | BUY |
| EMA 10 | $0.025865 | BUY |
| EMA 21 | $0.025718 | BUY |
| EMA 50 | $0.027064 | BUY |
| EMA 100 | $0.031318 | SELL |
| EMA 200 | $0.03912 | SELL |
Haftalık Basit Hareketli Ortalama (SMA)
| Dönem | Değer | İşlem |
|---|---|---|
| SMA 21 | $0.03471 | SELL |
| SMA 50 | $0.047511 | SELL |
| SMA 100 | $0.0750039 | SELL |
| SMA 200 | $0.097164 | SELL |
Haftalık Üstel Hareketli Ortalama (EMA)
| Dönem | Değer | İşlem |
|---|---|---|
| EMA 21 | $0.034278 | SELL |
| EMA 50 | $0.058033 | SELL |
| EMA 100 | $1.19 | SELL |
| EMA 200 | $8.48 | SELL |
Pancake Bunny 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) | 64.10 | NEUTRAL |
| Stoch RSI (14) | 115.54 | SELL |
| Hızlı Stokastik (14) | 100 | SELL |
| Emtia Kanal Endeksi (20) | 311.81 | SELL |
| Ortalama Yön Endeksi (14) | 16.12 | NEUTRAL |
| Harika Osilatör (5, 34) | 0.000315 | BUY |
| Momentum (10) | 0 | BUY |
| MACD (12, 26) | 0 | BUY |
| Williams Yüzde Aralığı (14) | -0 | SELL |
| Ultimate Osilatör (7, 14, 28) | 81.06 | SELL |
| VWMA (10) | 0.026773 | BUY |
| Hull Hareketli Ortalaması (9) | 0.0266060 | BUY |
| Ichimoku Bulutu B/L (9, 26, 52, 26) | -0.003748 | NEUTRAL |
Dünya genelinde para akışlarına göre Pancake Bunny fiyat tahmini
Pancake Bunny 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 Pancake Bunny fiyat tahminleri
| Karşılaştırma | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook hisseleri | $0.038414 | $0.053978 | $0.075849 | $0.106581 | $0.149764 | $0.210443 |
| Amazon.com hisseleri | $0.057042 | $0.119022 | $0.248347 | $0.518192 | $1.08 | $2.25 |
| Apple hisseleri | $0.038777 | $0.0550022 | $0.078016 | $0.11066 | $0.156963 | $0.22264 |
| Netflix hisseleri | $0.043135 | $0.06806 | $0.107389 | $0.169443 | $0.267354 | $0.421843 |
| Google hisseleri | $0.0354027 | $0.045846 | $0.05937 | $0.076884 | $0.099565 | $0.128937 |
| Tesla hisseleri | $0.061973 | $0.140489 | $0.318478 | $0.721965 | $1.63 | $3.71 |
| Kodak hisseleri | $0.02050066 | $0.015373 | $0.011528 | $0.008645 | $0.006482 | $0.004861 |
| Nokia hisseleri | $0.01811 | $0.011997 | $0.007947 | $0.005265 | $0.003487 | $0.00231 |
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.
Pancake Bunny öngörü ve tahminlerine genel bakış
Şöyle sorularınız olabilir: "Pancake Bunny için şimdi mi yatırım yapmalıyım?", "Bugün mü BUNNY satın almalıyım?", "Pancake Bunny kısa ve uzun vade için iyi veya kötü bir yatırım mı?".
Pancake Bunny öngörülerini gerçek zamanlı verilerle düzenli olarak güncelliyoruz. Benzer tahminlerimizi inceleyin. Teknik analiz yöntemleriyle Pancake Bunny 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 Pancake Bunny hakkında olabildiğince çok bilgi kaynağını kendiniz keşfetmelisiniz.
Pancake Bunny fiyatı bugün $0.02733 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 Pancake Bunny fiyat tahmini
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Pancake Bunny, Bitcoin'in geçmiş yıllık ortama büyümesine göre %1 oranında büyüme gösterirse | $0.028048 | $0.028777 | $0.029525 | $0.030293 |
| Pancake Bunny, Bitcoin'in geçmiş yıllık ortama büyümesine göre %2 oranında büyüme gösterirse | $0.028759 | $0.030254 | $0.031827 | $0.033481 |
| Pancake Bunny, Bitcoin'in geçmiş yıllık ortama büyümesine göre %5 oranında büyüme gösterirse | $0.030891 | $0.0349059 | $0.039442 | $0.044568 |
| Pancake Bunny, Bitcoin'in geçmiş yıllık ortama büyümesine göre %10 oranında büyüme gösterirse | $0.034444 | $0.043397 | $0.054677 | $0.06889 |
| Pancake Bunny, Bitcoin'in geçmiş yıllık ortama büyümesine göre %20 oranında büyüme gösterirse | $0.04155 | $0.06315 | $0.09598 | $0.145877 |
| Pancake Bunny, Bitcoin'in geçmiş yıllık ortama büyümesine göre %50 oranında büyüme gösterirse | $0.062868 | $0.144575 | $0.332475 | $0.76458 |
| Pancake Bunny, Bitcoin'in geçmiş yıllık ortama büyümesine göre %100 oranında büyüme gösterirse | $0.098398 | $0.354168 | $1.27 | $4.58 |
Soru Kutusu
BUNNY iyi bir yatırım mı?
Pancake Bunny satın alma kararı tamamen bireysel risk toleransınıza bağlıdır. Gördüğünüz gibi, Pancake Bunny değeri son 24 saat içinde 3.6847% oranında yükselmiştir, ve Pancake Bunny son 30 günlük sürede oranında azalmıştır. Bu nedenle, Pancake Bunny'a yatırım yapma kararı, bu yatırımın ticaret hedeflerinize uyup uymadığına bağlı olacaktır.
Pancake Bunny yükselebilir mi?
Pancake Bunny ortalama değeri yıl sonuna kadar $0.028194 seviyesine kadar yükselebilir gibi görünmektedir. Pancake Bunny'ın uzun vadeli beş yıllık görünümüne bakıldığında, dijital para birimi $0.088638 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 Pancake Bunny fiyatı ne olacak?
Yeni deneysel Pancake Bunny tahminimize göre, Pancake Bunny fiyatı önümüzdeki hafta 0.86% oranında artacak ve $0.027572 seviyesine ulaşacaktır 13 Ocak 2026 itibariyle.
Önümüzdeki ay Pancake Bunny fiyatı ne olacak?
Yeni deneysel Pancake Bunny tahminimize göre, Pancake Bunny fiyatı önümüzdeki ay -11.62% oranında düşecek ve $0.024161 seviyesine ulaşacaktır 5 Şubat 2026 itibariyle.
2026 yılında Pancake Bunny fiyatı ne kadar yükselebilir?
Son Pancake Bunny değer tahminimize göre, BUNNY fiyatı $0.009445 ve $0.028194 aralığında dalgalanması beklenmektedir. Ancak, kripto para piyasasının son derece dalgalı olduğunu ve bu Pancake Bunny fiyat tahmininin ani ve aşırı fiyat dalgalanmalarını dikkate almadığını unutmamak önemlidir.
5 yıl içinde Pancake Bunny nerede olacak?
Pancake Bunny'ın geleceği $0.088638 seviyesine kadar artış gösteren bir eğilimde görünmektedir. Pancake Bunny'ın 2030 tahminine dayanarak, Pancake Bunny değeri yaklaşık olarak $0.088638 seviyesine ulaşabilirken, en düşük zirve yaklaşık $0.030656 seviyesinde beklenmektedir.
2026 yılında Pancake Bunny ne kadar olacak?
Yeni deneysel Pancake Bunny fiyat tahmin simülasyonumuza göre, 2026 yılında BUNNY'ın değeri 3.13% oranında artacaktır ve en iyi durumda $0.028194 seviyesine ulaşacaktır. Fiyat, 2026 yılı boyunca $0.028194 ve $0.009445 arasında olacaktır.
2027 yılında Pancake Bunny ne kadar olacak?
Son deneysel simülasyonumuza göre, 2027 yılında BUNNY'ın değeri -12.62% oranında düşecektir ve en iyi durumda $0.023886 seviyesine ulaşacaktır. Fiyat, 2027 yılı boyunca $0.023886 ve $0.009092 arasında olacaktır.
2028 yılında Pancake Bunny ne kadar olacak?
Yeni deneysel Pancake Bunny fiyat tahmin modelimize göre, BUNNY'ın değeri 2028 yılında 47.02% oranında artacaktır, en iyi durumda $0.040192 seviyesine ulaşacaktır. Fiyat, yıl boyunca $0.040192 ve $0.0164097 arasında olacaktır.
2029 yılında Pancake Bunny ne kadar olacak?
Deneysel tahmin modelimize göre, Pancake Bunny değeri 333.75% oranında artacaktır ve 2029 yılında en iyi durumda $0.11858 seviyesine ulaşacaktır. Fiyat aralığı $0.11858 ve $0.036047 arasında olacaktır.
2030 yılında Pancake Bunny ne kadar olacak?
Yeni deneysel simülasyona göre, BUNNY'ın değeri 224.23% oranında artacaktır, $0.088638 seviyesine ulaşacaktır. Fiyat 2030 yılı boyunca $0.088638 ve $0.030656 arasında olacaktır.
2031 yılında Pancake Bunny ne kadar olacak?
Pancake Bunny'ın değeri 2031 yılında 195.98% oranında artacaktır, ve en iyi durumda $0.080916 seviyesine ulaşacaktır. Yıl boyunca fiyat $0.080916 ve $0.036245 arasında olacaktır.
2032 yılında Pancake Bunny ne kadar olacak?
Pancake Bunny fiyatı 449.04% oranında artacaktır, 2032 yılında $0.150095 seviyesine ulaşabilir. Fiyat $0.150095 ve $0.055326 arasında olacaktır.
2033 yılında Pancake Bunny ne kadar olacak?
BUNNY'ın değeri 1362.43% oranında artacaktır, ve 2033 yılı için $0.39980087 seviyesine ulaşacaktır. Fiyat aralığı $0.39980087 ve $0.128567 arasında olacaktır.
2034 yılında Pancake Bunny ne kadar olacak?
Yeni simülasyon sonuçlarına göre, BUNNY'ın değeri 746.96% oranında artacaktır, ve $0.231543 seviyesine ulaşacaktır. Yıl boyunca fiyat aralığı $0.231543 ve $0.103361 arasında olacaktır.
2035 yılında Pancake Bunny ne kadar olacak?
Deneysel tahminimize göre, 2035 yılında BUNNY'ın değeri 897.93% oranında artacaktır, ve en iyi durumda $0.272815 seviyesine ulaşacaktır. Yıl boyunca fiyat $0.272815 ve $0.1222056 arasında olacaktır.
2036 yılında Pancake Bunny ne kadar olacak?
BUNNY'ın değeri 2036 yılında 1964.7% oranında artacaktır, ve $0.564448 seviyesine ulaşacaktır. Fiyat $0.564448 ve $0.202288 arasında olacaktır.
2037 yılında Pancake Bunny ne kadar olacak?
Deneysel simülasyonumuza göre, 2037 yılında Pancake Bunny'ın değeri 4830.69% oranında artacaktır, ve en iyi durumda $1.34 seviyesine ulaşacaktır. Fiyat 2037 yılı boyunca $1.34 ve $0.525337 arasında olacaktır.
İlgili Tahminler
Dot Dot Finance Fiyat Tahmini- ETHforestAI Fiyat Tahmini
- Cub Finance Fiyat Tahmini
- HairyPlotterFTX Fiyat Tahmini
- Feeder Finance Fiyat Tahmini
- Islander Fiyat Tahmini
- Egretia Fiyat Tahmini
- Momo v2 Fiyat Tahmini
- KoreCoin Fiyat Tahmini
- ArbiSmart Fiyat Tahmini
- Mare Finance Fiyat Tahmini
- Mercury Fiyat Tahmini
- Ignore Fud Fiyat Tahmini
- RiverBoat Fiyat Tahmini
- Phoneum Fiyat Tahmini
- Lever Network Fiyat Tahmini
- Azuki Fiyat Tahmini
- FintruX Fiyat Tahmini
- Little Angry Bunny v2 Fiyat Tahmini
- Pineapple Owl Fiyat Tahmini
- PhoenixDAO Fiyat Tahmini
- Luna Rush Fiyat Tahmini
- GreenTrust Fiyat Tahmini
- Mu Coin Fiyat Tahmini
- Infinity Skies Fiyat Tahmini
Dot Dot Finance Fiyat Tahmini
ETHforestAI Fiyat Tahmini
Cub Finance Fiyat Tahmini
HairyPlotterFTX Fiyat Tahmini
Feeder Finance Fiyat Tahmini
Islander Fiyat Tahmini
Egretia Fiyat Tahmini
Momo v2 Fiyat Tahmini
KoreCoin Fiyat Tahmini
ArbiSmart Fiyat Tahmini
Mare Finance Fiyat Tahmini
Mercury Fiyat Tahmini
Ignore Fud Fiyat Tahmini
RiverBoat Fiyat Tahmini
Phoneum Fiyat Tahmini
Lever Network Fiyat Tahmini
Azuki Fiyat Tahmini
FintruX Fiyat Tahmini
Little Angry Bunny v2 Fiyat Tahmini
Pineapple Owl Fiyat Tahmini
PhoenixDAO Fiyat Tahmini
Luna Rush Fiyat Tahmini
GreenTrust Fiyat Tahmini
Mu Coin Fiyat Tahmini
Infinity Skies Fiyat TahminiPancake Bunny fiyat hareketlerini nasıl okumalı ve tahmin etmeli?
Pancake Bunny 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.
Pancake Bunny Fiyat Tahmin Göstergeleri
Hareketli ortalamalar, Pancake Bunny fiyat tahmini için popüler araçlardır. Basit bir hareketli ortalama (SMA), BUNNY'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. BUNNY'ın bu ortalamaların üzerinde bir fiyat hareketi yükseliş olarak görülürken, aşağı düşüş zayıflık belirtir.
Tüccarlar ayrıca BUNNY'ın gelecekteki yönünü ölçmek için RSI ve Fibonacci geri çekilme seviyelerini kullanır.
Pancake Bunny grafiklerini nasıl okumalı ve fiyat hareketlerini tahmin etmeli?
Çoğu tüccar, daha ayrıntılı bilgi sağladığı için basit çizgi grafiklere kıyasla mum grafiklerini tercih eder. Mumlar, Pancake Bunny'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 BUNNY'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.
Pancake Bunny fiyatını ne etkiler?
Pancake Bunny'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 BUNNY'ın fiyatını etkiler. Pancake Bunny'ın piyasa değeri hızla değişebilir.
Tüccarlar genellikle Pancake Bunny'ın büyük sahipleri olan BUNNY "balinalarının" aktivitelerini izlerler, çünkü onların eylemleri nispeten küçük olan Pancake Bunny 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