Pancake Bunny Geleceği Fiyat Tahmini - BUNNY
$0.02753
4.3382%
Add to portfolio
Add to favorites
Sentiment
Boğa 60%
Ayı 40%
SMA 50
$0.025976
SMA 200
$0.042321
RSI (14)
65.27
Momentum (10)
0
MACD (12, 26)
0
Hull Moving Average (9)
0.026663
2026 yılına kadar Pancake Bunny fiyat tahmini $0.028393 olacak
| Yıl | Min. fiyat | Max. fiyat |
|---|---|---|
| 2026 | $0.009511 | $0.028393 |
| 2027 | $0.009156 | $0.024055 |
| 2028 | $0.016525 | $0.040476 |
| 2029 | $0.0363016 | $0.119416 |
| 2030 | $0.030873 | $0.089263 |
| 2031 | $0.0365014 | $0.081487 |
| 2032 | $0.055716 | $0.151154 |
| 2033 | $0.129473 | $0.402619 |
| 2034 | $0.10409 | $0.233175 |
| 2035 | $0.123067 | $0.274739 |
Yatırım Kârı Hesaplayıcı
Bugün Pancake Bunny’de $10,000.00 tutarında short açıp Apr 06, 2026 tarihinde kapatırsanız, tahminimize göre yaklaşık $3,954.78 kazanç elde edebilir ve önümüzdeki 90 gün içinde 39.55% getiri sağlayabilirsiniz.
$
≈ $3,954.78
(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' => 0.02753
'ticker' => 'BUNNY'
'marketcap' => '$14.03K'
'low24h' => '$0.02634'
'high24h' => '$0.02754'
'volume24h' => '$1.25K'
'current_supply' => '510.23K'
'max_supply' => '15.27M'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.02753'
'change_24h_pct' => '4.3382%'
'ath_price' => '$512.75'
'ath_days' => 1715
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '27 Nis 2021'
'ath_pct' => '-99.99%'
'fdv' => '$419.86K'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$1.35'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.027766'
'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' => '$0.024332'
'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' => '$0.009511'
'current_year_max_price_prediction' => '$0.028393'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.030873'
'grand_prediction_max_price' => '$0.089263'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.028052555315768
107 => 0.028157293374239
108 => 0.028393273568033
109 => 0.026376848649065
110 => 0.027282164238557
111 => 0.027813952330784
112 => 0.025411314383486
113 => 0.027766459903635
114 => 0.026341747177367
115 => 0.025858178279604
116 => 0.026509240095083
117 => 0.026255520672413
118 => 0.026037387611705
119 => 0.025915665615828
120 => 0.026393733558046
121 => 0.026371431117127
122 => 0.025589219174669
123 => 0.024568855582771
124 => 0.024911323096505
125 => 0.024786901438116
126 => 0.024335981297398
127 => 0.024639847027936
128 => 0.023301776133573
129 => 0.020999694706694
130 => 0.022520520211952
131 => 0.022461970084339
201 => 0.02243244645496
202 => 0.023575304789631
203 => 0.02346544533098
204 => 0.023266049337782
205 => 0.024332319233615
206 => 0.023943116378282
207 => 0.025142547870692
208 => 0.025932571025959
209 => 0.025732195599211
210 => 0.026475216195253
211 => 0.024919212856335
212 => 0.025436054749505
213 => 0.025542575147375
214 => 0.024319161628613
215 => 0.02348341969707
216 => 0.023427685238392
217 => 0.021978623901429
218 => 0.02275270077122
219 => 0.023433856383159
220 => 0.023107635704851
221 => 0.023004363983665
222 => 0.023531956810304
223 => 0.023572955291461
224 => 0.02263818557626
225 => 0.022832553800357
226 => 0.023643101605872
227 => 0.02281213007531
228 => 0.021197688129857
301 => 0.020797284205979
302 => 0.020743862941625
303 => 0.019657935743631
304 => 0.020824041110778
305 => 0.020315004868338
306 => 0.021923044259017
307 => 0.021004540783149
308 => 0.020964945934094
309 => 0.020905092512446
310 => 0.019970390114045
311 => 0.020175030535859
312 => 0.020855286465583
313 => 0.02109800944494
314 => 0.021072691449622
315 => 0.020851952840415
316 => 0.020953005845346
317 => 0.020627478907263
318 => 0.020512528570169
319 => 0.020149713686719
320 => 0.019616476038216
321 => 0.019690626003777
322 => 0.018634142692873
323 => 0.018058514513279
324 => 0.017899188219825
325 => 0.017686130441514
326 => 0.017923253662811
327 => 0.018631149808393
328 => 0.017777276868275
329 => 0.016313371604666
330 => 0.016401354805382
331 => 0.016599026934944
401 => 0.016230666229237
402 => 0.015882043735455
403 => 0.016185142709161
404 => 0.015564866750648
405 => 0.016673984321127
406 => 0.016643985799112
407 => 0.017057396242016
408 => 0.017315910276
409 => 0.016720119122579
410 => 0.016570279258684
411 => 0.016655634855001
412 => 0.015244896979827
413 => 0.016942108860428
414 => 0.016956786419249
415 => 0.016831108249614
416 => 0.017734821180496
417 => 0.019641937339788
418 => 0.018924403527093
419 => 0.018646552747243
420 => 0.01811835821164
421 => 0.018822146069242
422 => 0.018768106142579
423 => 0.018523717100176
424 => 0.01837590984479
425 => 0.018648249244856
426 => 0.018342163979275
427 => 0.018287182654916
428 => 0.017954055649571
429 => 0.017835144464976
430 => 0.017747107357892
501 => 0.017650187153341
502 => 0.017863968973571
503 => 0.017379511243588
504 => 0.016795302713206
505 => 0.016746732095129
506 => 0.016880839842013
507 => 0.016821507147164
508 => 0.016746448033013
509 => 0.016603139742964
510 => 0.016560623234604
511 => 0.016698781260697
512 => 0.016542808904351
513 => 0.016772954612394
514 => 0.016710367714349
515 => 0.016360762389536
516 => 0.01592502471435
517 => 0.01592114573505
518 => 0.015827266767684
519 => 0.015707697787947
520 => 0.015674436433152
521 => 0.016159616559008
522 => 0.017163924899311
523 => 0.016966755141047
524 => 0.017109230498162
525 => 0.017810068242123
526 => 0.018032843486002
527 => 0.017874722894618
528 => 0.017658277676677
529 => 0.017667800167789
530 => 0.018407458999914
531 => 0.01845359061399
601 => 0.018570150320136
602 => 0.018719962482303
603 => 0.017900236553641
604 => 0.017629191150265
605 => 0.01750075480112
606 => 0.017105220556873
607 => 0.01753177032875
608 => 0.017283238043359
609 => 0.01731677353973
610 => 0.017294933503725
611 => 0.017306859640201
612 => 0.016673674300162
613 => 0.016904373758831
614 => 0.016520791163899
615 => 0.016007217128452
616 => 0.016005495448203
617 => 0.016131191965799
618 => 0.016056422758628
619 => 0.015855220744622
620 => 0.015883800541065
621 => 0.015633411451151
622 => 0.015914202310021
623 => 0.015922254387136
624 => 0.015814134611689
625 => 0.01624673167145
626 => 0.0164239670398
627 => 0.016352800287451
628 => 0.016418973790739
629 => 0.016974948434671
630 => 0.017065596560507
701 => 0.017105856470124
702 => 0.017051913524653
703 => 0.016429135986613
704 => 0.01645675881868
705 => 0.016254080805012
706 => 0.016082839241145
707 => 0.016089688005656
708 => 0.016177728429329
709 => 0.016562206123009
710 => 0.017371316763161
711 => 0.017402021920503
712 => 0.017439237466933
713 => 0.017287863136565
714 => 0.017242207190069
715 => 0.017302439168297
716 => 0.017606298583722
717 => 0.018387907497221
718 => 0.018111634705286
719 => 0.017887020625001
720 => 0.018084067728932
721 => 0.018053733871788
722 => 0.017797685590578
723 => 0.01779049916812
724 => 0.017299060652891
725 => 0.017117387023324
726 => 0.016965566940423
727 => 0.016799783373258
728 => 0.016701501317527
729 => 0.016852507223525
730 => 0.016887044060876
731 => 0.01655686700828
801 => 0.016511865096058
802 => 0.016781494804574
803 => 0.016662840822665
804 => 0.016784879385536
805 => 0.016813193378949
806 => 0.016808634173883
807 => 0.016684745789447
808 => 0.016763708551282
809 => 0.01657693807961
810 => 0.016373853243684
811 => 0.016244297770996
812 => 0.016131243438036
813 => 0.016193972552719
814 => 0.015970354712759
815 => 0.015898814865218
816 => 0.01673695774429
817 => 0.017356102900616
818 => 0.017347100284834
819 => 0.01729229917655
820 => 0.017210875845639
821 => 0.017600341959911
822 => 0.017464659753319
823 => 0.017563379895242
824 => 0.017588508314633
825 => 0.017664564471933
826 => 0.01769174801092
827 => 0.017609580475919
828 => 0.017333816192537
829 => 0.016646637817229
830 => 0.016326754428521
831 => 0.016221187582168
901 => 0.016225024736533
902 => 0.016119178889336
903 => 0.016150355235013
904 => 0.016108337028607
905 => 0.01602876471097
906 => 0.016189059186333
907 => 0.016207531631373
908 => 0.016170116985447
909 => 0.016178929488992
910 => 0.015869152200728
911 => 0.015892703895154
912 => 0.015761565067786
913 => 0.015736978118557
914 => 0.015405470582535
915 => 0.014818156929687
916 => 0.015143585705281
917 => 0.014750513506574
918 => 0.014601651108908
919 => 0.015306342546606
920 => 0.015235611071359
921 => 0.01511454953197
922 => 0.014935474283777
923 => 0.014869053532291
924 => 0.014465502072512
925 => 0.014441658099406
926 => 0.014641669099677
927 => 0.01454937090501
928 => 0.014419749283638
929 => 0.013950272910559
930 => 0.013422426028934
1001 => 0.013438358408363
1002 => 0.013606256680468
1003 => 0.014094443550779
1004 => 0.01390370049483
1005 => 0.013765314219214
1006 => 0.013739398629667
1007 => 0.014063786490805
1008 => 0.014522863275673
1009 => 0.014738251831869
1010 => 0.014524808314126
1011 => 0.014279615893559
1012 => 0.014294539620087
1013 => 0.014393820486728
1014 => 0.014404253502056
1015 => 0.014244658442455
1016 => 0.014289583516899
1017 => 0.014221338220783
1018 => 0.013802516964491
1019 => 0.013794941816062
1020 => 0.013692156325363
1021 => 0.013689044021554
1022 => 0.013514180260832
1023 => 0.013489715611931
1024 => 0.013142513001547
1025 => 0.013371042811128
1026 => 0.013217757013215
1027 => 0.012986719159295
1028 => 0.012946888146196
1029 => 0.012945690777844
1030 => 0.013182914994701
1031 => 0.013368270708036
1101 => 0.013220423485297
1102 => 0.013186761538577
1103 => 0.013546183062709
1104 => 0.013500443397563
1105 => 0.013460833142536
1106 => 0.014481757984786
1107 => 0.013673616308386
1108 => 0.013321220410362
1109 => 0.01288506356839
1110 => 0.01302707843543
1111 => 0.013057003054548
1112 => 0.012008124472786
1113 => 0.011582594562795
1114 => 0.011436568733443
1115 => 0.011352528804148
1116 => 0.011390826855235
1117 => 0.011007800026563
1118 => 0.011265200390109
1119 => 0.010933531532931
1120 => 0.010877926169681
1121 => 0.011470991172203
1122 => 0.011553512702669
1123 => 0.011201450216273
1124 => 0.011427531326278
1125 => 0.011345551173028
1126 => 0.01093921704354
1127 => 0.010923698068585
1128 => 0.010719813885744
1129 => 0.010400774619353
1130 => 0.010254965113647
1201 => 0.010179026257099
1202 => 0.010210360109329
1203 => 0.01019451675481
1204 => 0.010091128149712
1205 => 0.010200442868632
1206 => 0.0099211889337529
1207 => 0.0098099877667823
1208 => 0.0097597607795092
1209 => 0.0095119068390476
1210 => 0.0099063526794696
1211 => 0.0099840634791305
1212 => 0.010061927393073
1213 => 0.010739679603989
1214 => 0.010705821018839
1215 => 0.011011886138791
1216 => 0.010999993011047
1217 => 0.010912698280911
1218 => 0.010544416173751
1219 => 0.010691206857668
1220 => 0.01023940794891
1221 => 0.010577926410691
1222 => 0.010423440721603
1223 => 0.010525694643812
1224 => 0.010341832871816
1225 => 0.010443589567905
1226 => 0.010002491592611
1227 => 0.0095906005096969
1228 => 0.0097563575053117
1229 => 0.0099365543161568
1230 => 0.010327266915362
1231 => 0.010094561714584
]
'min_raw' => 0.0095119068390476
'max_raw' => 0.028393273568033
'avg_raw' => 0.01895259020354
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.009511'
'max' => '$0.028393'
'avg' => '$0.018952'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.018018953160952
'max_diff' => 0.00086241356803327
'year' => 2026
]
1 => [
'items' => [
101 => 0.010178251304342
102 => 0.0098979051881223
103 => 0.0093194710734517
104 => 0.009322744947723
105 => 0.0092337654610531
106 => 0.0091568741933526
107 => 0.010121290706199
108 => 0.010001350267658
109 => 0.0098102408762584
110 => 0.010066048391032
111 => 0.010133687958149
112 => 0.010135613561535
113 => 0.010322244120965
114 => 0.010421848883989
115 => 0.010439404655184
116 => 0.010733071872868
117 => 0.010831505250672
118 => 0.011236938403032
119 => 0.010413398115746
120 => 0.010396437845475
121 => 0.01006964812736
122 => 0.0098623929217905
123 => 0.0100838390686
124 => 0.01028001012426
125 => 0.010075743708884
126 => 0.010102416590433
127 => 0.0098282056169704
128 => 0.0099262231371577
129 => 0.010010649029929
130 => 0.0099640340142652
131 => 0.0098942490796245
201 => 0.010263926334801
202 => 0.010243067695287
203 => 0.010587319654151
204 => 0.010855688673779
205 => 0.011336653933652
206 => 0.010834741611688
207 => 0.010816449931755
208 => 0.010995254037179
209 => 0.010831477876695
210 => 0.01093497875676
211 => 0.011319978341756
212 => 0.011328112776313
213 => 0.011191850516864
214 => 0.011183558945992
215 => 0.011209729603466
216 => 0.011363011961711
217 => 0.011309450395849
218 => 0.011371433195877
219 => 0.011448943636427
220 => 0.011769559682288
221 => 0.011846859125504
222 => 0.011659061553654
223 => 0.011676017571712
224 => 0.011605776124682
225 => 0.011537923766973
226 => 0.011690445958061
227 => 0.011969183260105
228 => 0.011967449249816
301 => 0.012032110886011
302 => 0.012072394549675
303 => 0.011899467575786
304 => 0.011786898474485
305 => 0.011830064630882
306 => 0.011899088254997
307 => 0.011807681199859
308 => 0.011243474511678
309 => 0.011414618779209
310 => 0.011386132004565
311 => 0.011345563373361
312 => 0.011517650257783
313 => 0.011501052057972
314 => 0.011003871532817
315 => 0.011035699416939
316 => 0.011005807091867
317 => 0.011102395309568
318 => 0.010826261795963
319 => 0.010911198604961
320 => 0.01096447017533
321 => 0.01099584753953
322 => 0.011109204094678
323 => 0.011095903011287
324 => 0.011108377280659
325 => 0.011276455126922
326 => 0.012126535195971
327 => 0.012172803178533
328 => 0.011944962710676
329 => 0.01203598048363
330 => 0.011861246262957
331 => 0.011978546515913
401 => 0.012058800369881
402 => 0.011696148635725
403 => 0.011674674753619
404 => 0.01149921934266
405 => 0.011593499142207
406 => 0.011443493202171
407 => 0.011480299412871
408 => 0.011377386039046
409 => 0.011562609622082
410 => 0.011769718368751
411 => 0.011822042217132
412 => 0.011684400698875
413 => 0.011584739168639
414 => 0.011409766352093
415 => 0.011700750045532
416 => 0.011785842545061
417 => 0.011700303090857
418 => 0.011680481730244
419 => 0.011642920287699
420 => 0.011688450567844
421 => 0.011785379113034
422 => 0.011739669401112
423 => 0.011769861471138
424 => 0.011654800434126
425 => 0.01189952482181
426 => 0.012288206045583
427 => 0.012289455719273
428 => 0.012243745760959
429 => 0.012225042230851
430 => 0.012271943421994
501 => 0.012297385394202
502 => 0.012449055246151
503 => 0.012611803040085
504 => 0.013371275981953
505 => 0.013158019018957
506 => 0.013831868594229
507 => 0.014364796119853
508 => 0.014524597782692
509 => 0.014377587772129
510 => 0.013874674467321
511 => 0.013849999141313
512 => 0.014601563943217
513 => 0.01438921246283
514 => 0.014363953929935
515 => 0.014095245814895
516 => 0.014254085591031
517 => 0.014219345001951
518 => 0.014164505282521
519 => 0.014467560510514
520 => 0.015034852843389
521 => 0.014946435013277
522 => 0.014880435204683
523 => 0.01459124325568
524 => 0.01476540140234
525 => 0.014703387022094
526 => 0.014969840154929
527 => 0.014811999221697
528 => 0.014387603691513
529 => 0.014455190078521
530 => 0.014444974532089
531 => 0.014655209753764
601 => 0.014592102358576
602 => 0.014432651800341
603 => 0.015032913899868
604 => 0.014993936217958
605 => 0.015049197659368
606 => 0.015073525454893
607 => 0.01543889441707
608 => 0.015588574390372
609 => 0.015622554364828
610 => 0.015764738762799
611 => 0.015619016687479
612 => 0.016202008886839
613 => 0.016589664680875
614 => 0.017039946834232
615 => 0.017697930084721
616 => 0.01794533787359
617 => 0.017900645870992
618 => 0.018399521262053
619 => 0.019295989250414
620 => 0.01808184768244
621 => 0.019360341701682
622 => 0.018955585256113
623 => 0.017995915004927
624 => 0.01793412355452
625 => 0.018584023390624
626 => 0.020025438676561
627 => 0.019664380495831
628 => 0.020026029238399
629 => 0.019604146770089
630 => 0.019583196749633
701 => 0.020005539348573
702 => 0.020992365851692
703 => 0.020523561570699
704 => 0.019851415678368
705 => 0.020347717745517
706 => 0.019917774964365
707 => 0.018948993545022
708 => 0.019664104401445
709 => 0.019185930136939
710 => 0.019325486808464
711 => 0.0203305379894
712 => 0.020209607572274
713 => 0.02036610272989
714 => 0.020089892872889
715 => 0.019831869312154
716 => 0.019350249174961
717 => 0.019207665195923
718 => 0.019247070278095
719 => 0.019207645668722
720 => 0.01893818362828
721 => 0.018879993326302
722 => 0.018783006940297
723 => 0.018813067076774
724 => 0.018630704296716
725 => 0.018974860540758
726 => 0.019038738972347
727 => 0.019289187186512
728 => 0.019315189550936
729 => 0.020012684262478
730 => 0.019628515896283
731 => 0.019886249203828
801 => 0.019863195110921
802 => 0.018016713969245
803 => 0.018271142778927
804 => 0.018666954162633
805 => 0.018488641670783
806 => 0.018236549526005
807 => 0.01803297160277
808 => 0.017724530232159
809 => 0.018158655538203
810 => 0.018729484151571
811 => 0.019329666706582
812 => 0.020050746720909
813 => 0.019889810056008
814 => 0.019316186617287
815 => 0.019341918945716
816 => 0.019500986074765
817 => 0.019294979689874
818 => 0.019234224385247
819 => 0.01949263922887
820 => 0.019494418789876
821 => 0.019257383547355
822 => 0.018993962252285
823 => 0.018992858507441
824 => 0.018945985232331
825 => 0.019612485421602
826 => 0.019978993134931
827 => 0.020021012653607
828 => 0.01997616488653
829 => 0.019993425012134
830 => 0.019780162249194
831 => 0.020267617684166
901 => 0.020714954995643
902 => 0.0205950590402
903 => 0.020415317958776
904 => 0.020272145529918
905 => 0.020561332166046
906 => 0.020548455140361
907 => 0.020711047894476
908 => 0.020703671747968
909 => 0.020648997920182
910 => 0.020595060992774
911 => 0.020808914813193
912 => 0.0207473283473
913 => 0.020685646220614
914 => 0.020561933272486
915 => 0.020578747916791
916 => 0.020399037870198
917 => 0.020315895779672
918 => 0.019065638223932
919 => 0.018731528551694
920 => 0.01883664625601
921 => 0.018871253733651
922 => 0.018725848776119
923 => 0.01893432213375
924 => 0.018901831781791
925 => 0.019028232735043
926 => 0.018949262907143
927 => 0.018952503856426
928 => 0.019184737282138
929 => 0.019252155633613
930 => 0.01921786611592
1001 => 0.019241881318737
1002 => 0.019795301531461
1003 => 0.019716622874594
1004 => 0.019674826406257
1005 => 0.019686404313629
1006 => 0.019827815043443
1007 => 0.019867402327051
1008 => 0.019699668224653
1009 => 0.019778772597004
1010 => 0.020115588974631
1011 => 0.020233455644644
1012 => 0.020609629476117
1013 => 0.020449824146551
1014 => 0.020743153745182
1015 => 0.021644748927945
1016 => 0.022365005545577
1017 => 0.021702627794139
1018 => 0.023025287348293
1019 => 0.024055167535447
1020 => 0.024015639018508
1021 => 0.02383605558632
1022 => 0.022663564374027
1023 => 0.021584620479616
1024 => 0.022487202861669
1025 => 0.022489503729778
1026 => 0.022411971102699
1027 => 0.021930422614742
1028 => 0.022395214259135
1029 => 0.022432107731992
1030 => 0.022411457197959
1031 => 0.022042255101292
1101 => 0.021478551739634
1102 => 0.021588698027187
1103 => 0.021769119893122
1104 => 0.021427543660963
1105 => 0.021318389357955
1106 => 0.021521327974703
1107 => 0.022175238481806
1108 => 0.022051620488284
1109 => 0.022048392322894
1110 => 0.022577282521369
1111 => 0.022198711280909
1112 => 0.02159008732461
1113 => 0.021436401748881
1114 => 0.020890921490051
1115 => 0.021267686647759
1116 => 0.021281245755043
1117 => 0.021074895328613
1118 => 0.021606831524453
1119 => 0.021601929638763
1120 => 0.022106923888459
1121 => 0.023072283226699
1122 => 0.022786778967933
1123 => 0.022454768577764
1124 => 0.022490867312825
1125 => 0.022886781337174
1126 => 0.022647402680214
1127 => 0.022733484914264
1128 => 0.022886651041403
1129 => 0.022979059968806
1130 => 0.022477571090264
1201 => 0.02236065004369
1202 => 0.022121470616111
1203 => 0.022059073167951
1204 => 0.022253879821072
1205 => 0.022202555150595
1206 => 0.021280106164579
1207 => 0.021183705113083
1208 => 0.021186661595703
1209 => 0.020944256568095
1210 => 0.020574530717121
1211 => 0.021546148178298
1212 => 0.021468113698388
1213 => 0.021381969671956
1214 => 0.021392521823663
1215 => 0.021814268032389
1216 => 0.021569633932634
1217 => 0.022220033781574
1218 => 0.022086331125441
1219 => 0.021949199500684
1220 => 0.021930243733012
1221 => 0.021877459757001
1222 => 0.021696443863207
1223 => 0.021477856294083
1224 => 0.021333525847216
1225 => 0.019679049908147
1226 => 0.019986111018795
1227 => 0.020339356837094
1228 => 0.020461295878027
1229 => 0.020252710710586
1230 => 0.02170468007696
1231 => 0.021969968871721
]
'min_raw' => 0.0091568741933526
'max_raw' => 0.024055167535447
'avg_raw' => 0.0166060208644
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.009156'
'max' => '$0.024055'
'avg' => '$0.016606'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.00035503264569505
'max_diff' => -0.0043381060325866
'year' => 2027
]
2 => [
'items' => [
101 => 0.021166391808029
102 => 0.021016075349247
103 => 0.021714534798972
104 => 0.021293278367593
105 => 0.021482970112849
106 => 0.021072960315443
107 => 0.021906068569626
108 => 0.021899721680567
109 => 0.021575623753086
110 => 0.021849549102066
111 => 0.021801947831709
112 => 0.021436042069801
113 => 0.021917668434932
114 => 0.021917907315601
115 => 0.021605970106897
116 => 0.021241695738967
117 => 0.021176572085758
118 => 0.021127510161196
119 => 0.021470903886958
120 => 0.021778789627711
121 => 0.022351688659905
122 => 0.022495729088344
123 => 0.023057928469855
124 => 0.022723166111156
125 => 0.022871561928869
126 => 0.023032666580866
127 => 0.023109906075461
128 => 0.022984048463919
129 => 0.023857375513903
130 => 0.023931111074971
131 => 0.023955833970787
201 => 0.023661353003251
202 => 0.023922921026552
203 => 0.023800542010672
204 => 0.024118938212121
205 => 0.024168866801995
206 => 0.024126579062633
207 => 0.024142427185128
208 => 0.023397196613415
209 => 0.023358552476868
210 => 0.022831636932976
211 => 0.023046358911875
212 => 0.022644946464216
213 => 0.022772238486375
214 => 0.02282834759686
215 => 0.022799039381707
216 => 0.023058498970396
217 => 0.022837905315918
218 => 0.022255722392797
219 => 0.021673380854327
220 => 0.021666070030677
221 => 0.02151274978278
222 => 0.021401927325554
223 => 0.021423275662454
224 => 0.021498509986195
225 => 0.02139755456989
226 => 0.021419098526528
227 => 0.021776871753355
228 => 0.021848620622473
229 => 0.021604789931117
301 => 0.02062577452072
302 => 0.020385521683334
303 => 0.020558210658426
304 => 0.020475676450926
305 => 0.016525468956922
306 => 0.017453511613383
307 => 0.016902100180265
308 => 0.017156215937866
309 => 0.016593367651951
310 => 0.016861988355396
311 => 0.016812383919927
312 => 0.018304649048736
313 => 0.018281349381293
314 => 0.018292501699107
315 => 0.01776017251264
316 => 0.018608187360995
317 => 0.019025949968922
318 => 0.018948633228586
319 => 0.018968092186405
320 => 0.018633722820468
321 => 0.018295739125465
322 => 0.017920863192388
323 => 0.018617336339979
324 => 0.01853990041516
325 => 0.018717510566128
326 => 0.01916922318727
327 => 0.019235739586622
328 => 0.019325138301895
329 => 0.019293095226304
330 => 0.02005649128656
331 => 0.019964038986613
401 => 0.020186822429142
402 => 0.01972853998524
403 => 0.019209949899396
404 => 0.019308516920727
405 => 0.019299024123947
406 => 0.019178169925611
407 => 0.019069068159109
408 => 0.018887444457115
409 => 0.019462128725473
410 => 0.019438797593675
411 => 0.019816501498021
412 => 0.019749738664108
413 => 0.019303880119599
414 => 0.019319804044741
415 => 0.019426900094096
416 => 0.019797560743716
417 => 0.019907598061025
418 => 0.019856624391418
419 => 0.019977275286453
420 => 0.020072632834555
421 => 0.019989250726344
422 => 0.021169765541308
423 => 0.020679533484929
424 => 0.020918469178196
425 => 0.020975453933149
426 => 0.020829488681597
427 => 0.020861143318035
428 => 0.020909091466866
429 => 0.021200223237359
430 => 0.021964237242791
501 => 0.022302613844978
502 => 0.023320636547863
503 => 0.022274516378596
504 => 0.022212443937027
505 => 0.022395820567157
506 => 0.022993507662398
507 => 0.023477876915197
508 => 0.023638570140283
509 => 0.023659808402734
510 => 0.023961279575678
511 => 0.024134077229906
512 => 0.023924673045804
513 => 0.02374722492531
514 => 0.02311162778337
515 => 0.023185199883223
516 => 0.02369203869327
517 => 0.024407978365117
518 => 0.02502232908439
519 => 0.024807204874785
520 => 0.026448450740046
521 => 0.026611173563699
522 => 0.026588690530929
523 => 0.026959397339612
524 => 0.026223619817504
525 => 0.025909060671785
526 => 0.023785591223082
527 => 0.024382199522974
528 => 0.025249404724445
529 => 0.025134626864178
530 => 0.024504839266408
531 => 0.025021851334022
601 => 0.024850910976007
602 => 0.024716083223318
603 => 0.025333755296031
604 => 0.024654599479513
605 => 0.025242629625648
606 => 0.024488474880837
607 => 0.024808187544053
608 => 0.02462670317365
609 => 0.024744145803189
610 => 0.024057578590653
611 => 0.02442803359306
612 => 0.02404216644461
613 => 0.02404198349334
614 => 0.024033465454651
615 => 0.024487436443607
616 => 0.024502240421258
617 => 0.024166755174508
618 => 0.024118406509187
619 => 0.024297176865441
620 => 0.024087883598298
621 => 0.024185810600718
622 => 0.024090849707442
623 => 0.024069472010183
624 => 0.023899130881308
625 => 0.023825743239362
626 => 0.023854520424735
627 => 0.023756289055399
628 => 0.02369710110219
629 => 0.024021691481019
630 => 0.023848275935549
701 => 0.023995113061547
702 => 0.02382777362415
703 => 0.023247702227811
704 => 0.022914097033633
705 => 0.021818395938596
706 => 0.022129135409936
707 => 0.022335156000917
708 => 0.022267066196827
709 => 0.022413349443269
710 => 0.022422330046537
711 => 0.022374771871938
712 => 0.022319705598331
713 => 0.022292902381695
714 => 0.022492671599035
715 => 0.022608644353624
716 => 0.022355832923422
717 => 0.022296602742533
718 => 0.022552209056569
719 => 0.022708128760472
720 => 0.023859352250378
721 => 0.023774065895843
722 => 0.023988117909125
723 => 0.023964018937325
724 => 0.024188379548404
725 => 0.024555114325648
726 => 0.023809439982853
727 => 0.023938863265284
728 => 0.023907131665252
729 => 0.024253568953928
730 => 0.024254650493328
731 => 0.024046944032941
801 => 0.024159545074769
802 => 0.024096694262269
803 => 0.024210274175254
804 => 0.023772926844582
805 => 0.024305568684614
806 => 0.02460754228523
807 => 0.024611735188967
808 => 0.024754868279048
809 => 0.024900299788281
810 => 0.025179442905837
811 => 0.024892514638237
812 => 0.024376358616729
813 => 0.024413623414308
814 => 0.024111001327753
815 => 0.024116088459701
816 => 0.024088932950676
817 => 0.024170428677431
818 => 0.023790810573702
819 => 0.023879906183877
820 => 0.023755171807889
821 => 0.023938592117111
822 => 0.023741262184851
823 => 0.023907116363314
824 => 0.023978693528585
825 => 0.024242814809382
826 => 0.023702251256927
827 => 0.022600005580537
828 => 0.022831710985152
829 => 0.022489000491661
830 => 0.022520719652624
831 => 0.022584797405837
901 => 0.022377100442737
902 => 0.022416722478013
903 => 0.022415306900097
904 => 0.022403108214374
905 => 0.022349078212634
906 => 0.022270724020601
907 => 0.022582863005511
908 => 0.022635901501474
909 => 0.022753799507921
910 => 0.023104584004126
911 => 0.023069532360887
912 => 0.023126703045289
913 => 0.02300189976224
914 => 0.02252650891898
915 => 0.022552324928944
916 => 0.022230398871027
917 => 0.022745567134832
918 => 0.022623568490074
919 => 0.022544915170151
920 => 0.022523453883091
921 => 0.022875107906213
922 => 0.022980328301433
923 => 0.02291476201221
924 => 0.02278028364014
925 => 0.023038521869476
926 => 0.02310761552545
927 => 0.023123083046947
928 => 0.023580631677062
929 => 0.023148654932639
930 => 0.023252636028501
1001 => 0.024063866855704
1002 => 0.023328192437633
1003 => 0.023717895584383
1004 => 0.023698821643267
1005 => 0.023898180586308
1006 => 0.023682468391086
1007 => 0.023685142402274
1008 => 0.023862159637951
1009 => 0.02361357085567
1010 => 0.023552016777265
1011 => 0.023466980258808
1012 => 0.023652654385861
1013 => 0.02376395762771
1014 => 0.024660980013796
1015 => 0.025240497384398
1016 => 0.025215339006972
1017 => 0.025445239482138
1018 => 0.025341667212428
1019 => 0.025007205032553
1020 => 0.025578091190283
1021 => 0.025397438923086
1022 => 0.025412331676501
1023 => 0.025411777367475
1024 => 0.025531895332266
1025 => 0.025446780745562
1026 => 0.025279011158335
1027 => 0.025390384439815
1028 => 0.025721123269134
1029 => 0.026747746743645
1030 => 0.027322258840934
1031 => 0.02671316039401
1101 => 0.027133308346545
1102 => 0.026881369289047
1103 => 0.026835584467761
1104 => 0.027099468430643
1105 => 0.02736381428747
1106 => 0.027346976599189
1107 => 0.027155075081442
1108 => 0.027046674783388
1109 => 0.027867518157017
1110 => 0.028472301572005
1111 => 0.028431059397622
1112 => 0.028613088942674
1113 => 0.029147533316908
1114 => 0.029196396212612
1115 => 0.029190240610854
1116 => 0.029069128825534
1117 => 0.029595358718339
1118 => 0.03003434895305
1119 => 0.029041094946488
1120 => 0.029419313069537
1121 => 0.029589107370401
1122 => 0.029838415779768
1123 => 0.030259040855311
1124 => 0.030715951252641
1125 => 0.030780563392591
1126 => 0.030734717987321
1127 => 0.030433373297871
1128 => 0.030933330106705
1129 => 0.03122619307989
1130 => 0.031400586278372
1201 => 0.03184281841346
1202 => 0.029590155962198
1203 => 0.027995609514607
1204 => 0.027746598061286
1205 => 0.028252972643506
1206 => 0.028386499582576
1207 => 0.028332675040865
1208 => 0.026537868044281
1209 => 0.027737148773892
1210 => 0.029027474000567
1211 => 0.029077040647538
1212 => 0.029723004435439
1213 => 0.02993335672373
1214 => 0.0304534422414
1215 => 0.030420910750666
1216 => 0.03054754329785
1217 => 0.030518432668223
1218 => 0.031481781572779
1219 => 0.032544498473202
1220 => 0.032507699966173
1221 => 0.032354921838242
1222 => 0.032581823410762
1223 => 0.033678661139662
1224 => 0.033577681898051
1225 => 0.033675774629885
1226 => 0.034969008127324
1227 => 0.036650395634315
1228 => 0.035869222328772
1229 => 0.037564143625237
1230 => 0.038631006737444
1231 => 0.040476036174301
]
'min_raw' => 0.016525468956922
'max_raw' => 0.040476036174301
'avg_raw' => 0.028500752565612
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.016525'
'max' => '$0.040476'
'avg' => '$0.02850075'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.0073685947635699
'max_diff' => 0.016420868638855
'year' => 2028
]
3 => [
'items' => [
101 => 0.040245029401845
102 => 0.040963285822162
103 => 0.03983147906658
104 => 0.03723262197988
105 => 0.036821342897884
106 => 0.037644734035284
107 => 0.039668960801251
108 => 0.037580983930813
109 => 0.038003378932316
110 => 0.037881729143467
111 => 0.037875246943197
112 => 0.038122646162468
113 => 0.03776378069144
114 => 0.036301698203809
115 => 0.036971761991784
116 => 0.036713018184141
117 => 0.03700011372935
118 => 0.038549449979633
119 => 0.037864451491819
120 => 0.037142861229667
121 => 0.038047895552104
122 => 0.039200315248102
123 => 0.039128198894623
124 => 0.038988263026578
125 => 0.039777074187944
126 => 0.041079959126536
127 => 0.041432123690022
128 => 0.041692084371099
129 => 0.041727928556948
130 => 0.042097145948229
131 => 0.040111770980548
201 => 0.043262612042303
202 => 0.043806675253441
203 => 0.043704413918856
204 => 0.044309117280356
205 => 0.044131198211559
206 => 0.043873421395519
207 => 0.044832004847589
208 => 0.043733066273487
209 => 0.042173261320067
210 => 0.041317521473178
211 => 0.042444428734126
212 => 0.043132591674744
213 => 0.043587423603109
214 => 0.043725055469815
215 => 0.040265889987651
216 => 0.038401591646878
217 => 0.03959658550909
218 => 0.041054560495059
219 => 0.040103671855886
220 => 0.040140944890271
221 => 0.038785227579949
222 => 0.041174511394732
223 => 0.040826412839958
224 => 0.0426323487579
225 => 0.042201347657542
226 => 0.043674018292596
227 => 0.043286214759819
228 => 0.044895965542573
301 => 0.045538138712076
302 => 0.046616447409946
303 => 0.047409655677604
304 => 0.04787544274403
305 => 0.047847478635685
306 => 0.049693159047057
307 => 0.048604825791633
308 => 0.047237622722366
309 => 0.047212894332314
310 => 0.047920988175304
311 => 0.049404958614153
312 => 0.049789730558055
313 => 0.050004765583142
314 => 0.049675431956798
315 => 0.048494124209582
316 => 0.047984041513701
317 => 0.04841864674911
318 => 0.047887161892258
319 => 0.048804653863498
320 => 0.05006456630572
321 => 0.049804399368635
322 => 0.050674098432903
323 => 0.051574145469411
324 => 0.05286125315526
325 => 0.0531977507658
326 => 0.053753968520165
327 => 0.054326499297421
328 => 0.054510380752939
329 => 0.054861467506586
330 => 0.054859617106093
331 => 0.055917640669075
401 => 0.057084673423305
402 => 0.057525201271157
403 => 0.058538170766444
404 => 0.056803496004449
405 => 0.05811926673793
406 => 0.059306124875407
407 => 0.057891103675489
408 => 0.059841380741922
409 => 0.059917105580988
410 => 0.061060460746226
411 => 0.059901451245912
412 => 0.059213235104315
413 => 0.061200089317983
414 => 0.062161465486656
415 => 0.061871891160713
416 => 0.059668216242239
417 => 0.058385582919623
418 => 0.055028684112848
419 => 0.05900507575671
420 => 0.0609418601335
421 => 0.059663200438595
422 => 0.060308082013513
423 => 0.063826346782709
424 => 0.065165874216045
425 => 0.064887261873915
426 => 0.064934342773385
427 => 0.065657127462271
428 => 0.068862352817587
429 => 0.066941707488139
430 => 0.068409968877294
501 => 0.069188729423892
502 => 0.069912085620368
503 => 0.068135751420896
504 => 0.065824766726913
505 => 0.065092780865791
506 => 0.059536062931565
507 => 0.059246811631486
508 => 0.05908444611154
509 => 0.05806075447534
510 => 0.057256413262025
511 => 0.056616771265922
512 => 0.054938159654878
513 => 0.055504641797445
514 => 0.052829285242913
515 => 0.054540883557688
516 => 0.050270949897913
517 => 0.053827077531537
518 => 0.051891638937838
519 => 0.053191233900053
520 => 0.053186699735659
521 => 0.050793733373264
522 => 0.049413520315368
523 => 0.050293045794555
524 => 0.051235966925063
525 => 0.05138895270612
526 => 0.052611474564583
527 => 0.052952654137261
528 => 0.051918864103897
529 => 0.050182465013648
530 => 0.050585790919266
531 => 0.049405346928764
601 => 0.04733666424053
602 => 0.048822428262954
603 => 0.049329733424642
604 => 0.049553788284581
605 => 0.047519476450516
606 => 0.046880251505194
607 => 0.046539933507921
608 => 0.049919860901664
609 => 0.050105020954048
610 => 0.049157715947059
611 => 0.053439624405797
612 => 0.052470496646191
613 => 0.053553249795737
614 => 0.050549193320793
615 => 0.050663952323635
616 => 0.049241783846256
617 => 0.050038103164256
618 => 0.049475290336863
619 => 0.049973768432742
620 => 0.05027255414811
621 => 0.051694489261636
622 => 0.053843313746448
623 => 0.051482099573033
624 => 0.050453284744466
625 => 0.051091555677835
626 => 0.052791355283755
627 => 0.055366638697866
628 => 0.053842019084304
629 => 0.054518619379083
630 => 0.05466642644364
701 => 0.053542228385085
702 => 0.055408089483824
703 => 0.056408019604867
704 => 0.057433741002673
705 => 0.058324346152327
706 => 0.057024045320292
707 => 0.058415553601372
708 => 0.0572942435611
709 => 0.056288312536074
710 => 0.056289838118209
711 => 0.055658802891903
712 => 0.05443609262538
713 => 0.054210606092492
714 => 0.055383615512385
715 => 0.056324257982734
716 => 0.056401733801965
717 => 0.056922521805505
718 => 0.057230718781457
719 => 0.060251468119259
720 => 0.061466438491872
721 => 0.062952081265291
722 => 0.063530822851777
723 => 0.065272627536757
724 => 0.063865978791176
725 => 0.063561641486834
726 => 0.059336593061044
727 => 0.060028444504075
728 => 0.061136165418103
729 => 0.059354858970917
730 => 0.060484687911431
731 => 0.060707740077338
801 => 0.059294330859467
802 => 0.060049293792539
803 => 0.058044336073209
804 => 0.053887016345812
805 => 0.055412717769114
806 => 0.05653614756221
807 => 0.054932874729567
808 => 0.057806679226851
809 => 0.056127861966904
810 => 0.055595757492941
811 => 0.053519828231069
812 => 0.054499586932828
813 => 0.055824724605749
814 => 0.055005943587673
815 => 0.05670503714077
816 => 0.059111406743653
817 => 0.060826329024455
818 => 0.0609579794629
819 => 0.059855399327214
820 => 0.061622291031224
821 => 0.061635160908328
822 => 0.05964209984824
823 => 0.058421361046347
824 => 0.058144006622101
825 => 0.058836892352406
826 => 0.05967818354276
827 => 0.061004665268876
828 => 0.061806230394742
829 => 0.063896287125709
830 => 0.064461796550486
831 => 0.065083119956572
901 => 0.065913399636144
902 => 0.066910363270811
903 => 0.064729063595331
904 => 0.064815730697889
905 => 0.062784534642232
906 => 0.060613910353783
907 => 0.062261143616578
908 => 0.064414681985426
909 => 0.063920657904164
910 => 0.063865070103026
911 => 0.06395855336577
912 => 0.063586075341816
913 => 0.061901371044155
914 => 0.061055323092676
915 => 0.062146940799936
916 => 0.06272708702903
917 => 0.063626843236286
918 => 0.063515929292193
919 => 0.065833604655324
920 => 0.066734183218572
921 => 0.066503776684164
922 => 0.066546177031538
923 => 0.068176631503059
924 => 0.069990032203927
925 => 0.071688521259589
926 => 0.07341629727881
927 => 0.071333395851393
928 => 0.070275826962051
929 => 0.071366968103169
930 => 0.070787993254768
1001 => 0.074114954468773
1002 => 0.074345306044826
1003 => 0.077672026681668
1004 => 0.080829480704555
1005 => 0.078846340404444
1006 => 0.080716352384848
1007 => 0.082738922805968
1008 => 0.086640789298534
1009 => 0.085326777933156
1010 => 0.08432026582046
1011 => 0.083369116737393
1012 => 0.08534830698859
1013 => 0.087894503628419
1014 => 0.08844292999747
1015 => 0.08933159023033
1016 => 0.088397272655681
1017 => 0.089522555262641
1018 => 0.093495297339441
1019 => 0.092421827361925
1020 => 0.090897327424943
1021 => 0.094033425748371
1022 => 0.095168367540347
1023 => 0.10313398341006
1024 => 0.11319090248875
1025 => 0.10902727195288
1026 => 0.10644277211975
1027 => 0.10705019088569
1028 => 0.11072263728504
1029 => 0.11190211051088
1030 => 0.10869589569423
1031 => 0.10982838497057
1101 => 0.11606851222708
1102 => 0.11941614029295
1103 => 0.11486961173307
1104 => 0.10232591975429
1105 => 0.090760062885532
1106 => 0.09382784894445
1107 => 0.093480057209854
1108 => 0.10018429547525
1109 => 0.092396225457982
1110 => 0.092527356583453
1111 => 0.099370231396268
1112 => 0.097544669712783
1113 => 0.094587493585811
1114 => 0.090781653543866
1115 => 0.083746206228736
1116 => 0.077514714343762
1117 => 0.089736104957069
1118 => 0.089209096370667
1119 => 0.088445909839259
1120 => 0.090144298879499
1121 => 0.098391193962763
1122 => 0.0982010763385
1123 => 0.096991645011799
1124 => 0.097908988013663
1125 => 0.094426678922296
1126 => 0.095324149265846
1127 => 0.090758230794713
1128 => 0.092822216633264
1129 => 0.094581148813978
1130 => 0.094934280490693
1201 => 0.095729904189681
1202 => 0.088931386793088
1203 => 0.091983721510174
1204 => 0.093776682191376
1205 => 0.085676020605237
1206 => 0.093616558157431
1207 => 0.088813039730549
1208 => 0.08718265343004
1209 => 0.089377753796614
1210 => 0.088522321048955
1211 => 0.087786870205214
1212 => 0.087376475997757
1213 => 0.088988315442582
1214 => 0.088913121205917
1215 => 0.086275839029628
1216 => 0.082835611940033
1217 => 0.083990265072905
1218 => 0.083570768764802
1219 => 0.082050460028134
1220 => 0.083074964553871
1221 => 0.078563565112399
1222 => 0.070801936855484
1223 => 0.075929506227105
1224 => 0.07573210038402
1225 => 0.075632559406294
1226 => 0.079485786073459
1227 => 0.079115387238476
1228 => 0.078443109726025
1229 => 0.082038113124411
1230 => 0.080725888524381
1231 => 0.084769855542675
]
'min_raw' => 0.036301698203809
'max_raw' => 0.11941614029295
'avg_raw' => 0.077858919248382
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.0363016'
'max' => '$0.119416'
'avg' => '$0.077858'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.019776229246886
'max_diff' => 0.078940104118653
'year' => 2029
]
4 => [
'items' => [
101 => 0.087433473768311
102 => 0.086757894027267
103 => 0.089263039842862
104 => 0.084016865949015
105 => 0.085759434476587
106 => 0.086118575435024
107 => 0.081993751340513
108 => 0.079175989068679
109 => 0.078988076449989
110 => 0.074102464982188
111 => 0.076712319193009
112 => 0.079008882895427
113 => 0.077909007102512
114 => 0.077560819284329
115 => 0.079339635334699
116 => 0.079477864576342
117 => 0.076326223218005
118 => 0.076981549255905
119 => 0.079714367772837
120 => 0.076912689240968
121 => 0.071469485505138
122 => 0.070119495720473
123 => 0.06993938219795
124 => 0.066278102832898
125 => 0.070209708493112
126 => 0.068493457261947
127 => 0.073915074337348
128 => 0.070818275740595
129 => 0.070684778942582
130 => 0.070482978952662
131 => 0.067331564557616
201 => 0.068021524027298
202 => 0.070315054388316
203 => 0.071133411859596
204 => 0.071048050470737
205 => 0.070303814838316
206 => 0.070644522099735
207 => 0.069546985300425
208 => 0.069159422213336
209 => 0.067936166502857
210 => 0.066138318541467
211 => 0.06638832032734
212 => 0.062826313083318
213 => 0.060885542486742
214 => 0.060348362764555
215 => 0.059630023589761
216 => 0.060429501085776
217 => 0.062816222364339
218 => 0.059937330131226
219 => 0.055001671328365
220 => 0.05529831283237
221 => 0.055964778218217
222 => 0.054722824380801
223 => 0.053547419302971
224 => 0.054569338654516
225 => 0.052478034954103
226 => 0.056217502279091
227 => 0.056116360167686
228 => 0.057510202339333
301 => 0.058381800453784
302 => 0.056373048983214
303 => 0.055867853420607
304 => 0.056155635772926
305 => 0.051399234532203
306 => 0.057121502883199
307 => 0.057170989297521
308 => 0.056747256574024
309 => 0.059794187815715
310 => 0.066224163097369
311 => 0.063804947751254
312 => 0.062868154448068
313 => 0.061087309693918
314 => 0.063460179592724
315 => 0.063277980207032
316 => 0.06245400548787
317 => 0.061955663006763
318 => 0.062873874308217
319 => 0.061841886465119
320 => 0.061656513091369
321 => 0.060533352134664
322 => 0.060132434773688
323 => 0.059835611520601
324 => 0.059508838284203
325 => 0.06022961861688
326 => 0.058596235556485
327 => 0.056626535708163
328 => 0.056462776478223
329 => 0.056914930109947
330 => 0.056714885786788
331 => 0.056461818742966
401 => 0.055978644837602
402 => 0.055835297461258
403 => 0.056301106892117
404 => 0.055775235203054
405 => 0.05655118752598
406 => 0.056340171429544
407 => 0.055161452668274
408 => 0.053692332674151
409 => 0.05367925442462
410 => 0.053362734931726
411 => 0.052959599768501
412 => 0.052847456788575
413 => 0.054483275457094
414 => 0.057869371144995
415 => 0.057204599539057
416 => 0.057684965152881
417 => 0.060047888537574
418 => 0.060798990825983
419 => 0.060265876212503
420 => 0.059536116048495
421 => 0.059568221792116
422 => 0.062062033185957
423 => 0.06221756914362
424 => 0.062610558330831
425 => 0.06311566049513
426 => 0.060351897295207
427 => 0.059438048793941
428 => 0.059005016675656
429 => 0.05767144535586
430 => 0.059109587692496
501 => 0.058271643740333
502 => 0.058384711007721
503 => 0.058311075801505
504 => 0.05835128560329
505 => 0.056216457021763
506 => 0.056994276353584
507 => 0.05570100085389
508 => 0.053969450136788
509 => 0.053963645371624
510 => 0.054387439956549
511 => 0.054135350354352
512 => 0.053456983716656
513 => 0.053553342495741
514 => 0.052709138197489
515 => 0.053655844182361
516 => 0.05368299232253
517 => 0.053318458950931
518 => 0.054776990140877
519 => 0.055374551559445
520 => 0.055134607885197
521 => 0.055357716471619
522 => 0.057232223800548
523 => 0.057537850285652
524 => 0.057673589381782
525 => 0.057491716974951
526 => 0.055391979024511
527 => 0.055485111331388
528 => 0.054801768257779
529 => 0.054224415369499
530 => 0.054247506457213
531 => 0.054544340892411
601 => 0.05584063428003
602 => 0.058568607293604
603 => 0.058672131875347
604 => 0.058797606688444
605 => 0.058287237564989
606 => 0.05813330535378
607 => 0.058336381673639
608 => 0.059360864907531
609 => 0.061996113929585
610 => 0.061064640922827
611 => 0.060307338869091
612 => 0.060971696937385
613 => 0.060869424220182
614 => 0.060006139563362
615 => 0.059981910038304
616 => 0.058324990773067
617 => 0.057712465446936
618 => 0.057200593437694
619 => 0.056641642566359
620 => 0.056310277753629
621 => 0.056819404708596
622 => 0.05693584806701
623 => 0.055822633081958
624 => 0.055670905992965
625 => 0.056579981380174
626 => 0.05617993119601
627 => 0.05659139273119
628 => 0.056686855336803
629 => 0.056671483658609
630 => 0.056253785320871
701 => 0.056520013785402
702 => 0.055890304100262
703 => 0.055205589397008
704 => 0.054768784075566
705 => 0.054387613498789
706 => 0.054599109088549
707 => 0.053845165928625
708 => 0.053603964337888
709 => 0.056429821571949
710 => 0.058517312693835
711 => 0.058486959746185
712 => 0.058302193983514
713 => 0.05802766953855
714 => 0.059340781734475
715 => 0.058883319701922
716 => 0.059216161552836
717 => 0.059300883773222
718 => 0.059557312417631
719 => 0.05964896361722
720 => 0.05937193003621
721 => 0.058442171501538
722 => 0.056125301631926
723 => 0.05504679245335
724 => 0.054690866460429
725 => 0.054703803694272
726 => 0.054346937030527
727 => 0.054452050256642
728 => 0.054310382940126
729 => 0.05404209931565
730 => 0.054582543330741
731 => 0.054644824468896
801 => 0.054518678377949
802 => 0.054548390348922
803 => 0.053503954593579
804 => 0.053583360775662
805 => 0.053141217063372
806 => 0.053058320447439
807 => 0.051940619644626
808 => 0.049960450659119
809 => 0.051057656496744
810 => 0.049732386135381
811 => 0.04923048616841
812 => 0.051606402550592
813 => 0.051367926443483
814 => 0.050959759011185
815 => 0.05035599430927
816 => 0.050132052108284
817 => 0.048771450186579
818 => 0.048691058566516
819 => 0.049365409618255
820 => 0.04905421981088
821 => 0.04861719146453
822 => 0.047034319094902
823 => 0.04525464648041
824 => 0.045308363610018
825 => 0.045874444356702
826 => 0.047520400474075
827 => 0.046877296943688
828 => 0.046410717953629
829 => 0.046323341734104
830 => 0.047417038055966
831 => 0.048964847487865
901 => 0.049691045043028
902 => 0.048971405320809
903 => 0.048144721956079
904 => 0.048195038342008
905 => 0.048529770715457
906 => 0.048564946355046
907 => 0.048026860469029
908 => 0.048178328494087
909 => 0.047948234713498
910 => 0.046536149606744
911 => 0.046510609464933
912 => 0.046164061006787
913 => 0.046153567657201
914 => 0.045564002279331
915 => 0.045481518007494
916 => 0.044310900165672
917 => 0.045081404374117
918 => 0.044564590604379
919 => 0.04378563034934
920 => 0.043651337307763
921 => 0.04364730029677
922 => 0.044447118306369
923 => 0.045072058034998
924 => 0.04457358080117
925 => 0.044460087197603
926 => 0.045671901960222
927 => 0.045517687485742
928 => 0.045384138745419
929 => 0.048826258129761
930 => 0.046101552045129
1001 => 0.044913424671444
1002 => 0.043442891427239
1003 => 0.043921704466624
1004 => 0.04402259740925
1005 => 0.040486230040478
1006 => 0.039051526239393
1007 => 0.038559189960533
1008 => 0.038275843471436
1009 => 0.038404968024559
1010 => 0.037113566329612
1011 => 0.037981409626429
1012 => 0.036863164918072
1013 => 0.036675687553633
1014 => 0.038675247616112
1015 => 0.038953474717545
1016 => 0.037766471464445
1017 => 0.038528719711306
1018 => 0.038252317900951
1019 => 0.03688233401404
1020 => 0.036830010706479
1021 => 0.036142600949289
1022 => 0.035066937788045
1023 => 0.034575330859461
1024 => 0.034319297702727
1025 => 0.034424941973182
1026 => 0.034371524997272
1027 => 0.034022943096823
1028 => 0.03439150530377
1029 => 0.033449981165439
1030 => 0.033075058667181
1031 => 0.032905714872853
1101 => 0.032070058007977
1102 => 0.033399959698289
1103 => 0.033661967084941
1104 => 0.033924490707082
1105 => 0.036209579605334
1106 => 0.036095423021571
1107 => 0.037127342942273
1108 => 0.037087244431734
1109 => 0.036792924154355
1110 => 0.035551235317431
1111 => 0.036046150356854
1112 => 0.034522878792385
1113 => 0.035664217420883
1114 => 0.035143358134277
1115 => 0.035488114372144
1116 => 0.034868211571042
1117 => 0.035211291376331
1118 => 0.033724098756149
1119 => 0.032335379212788
1120 => 0.032894240496287
1121 => 0.033501786624991
1122 => 0.034819101431895
1123 => 0.034034519600514
1124 => 0.034316684895402
1125 => 0.033371478391427
1126 => 0.031421247388835
1127 => 0.031432285484515
1128 => 0.031132284932858
1129 => 0.030873040655429
1130 => 0.034124638261901
1201 => 0.033720250699385
1202 => 0.033075912043451
1203 => 0.033938384939419
1204 => 0.034166436462398
1205 => 0.034172928768655
1206 => 0.034802166729905
1207 => 0.035137991142622
1208 => 0.035197181650909
1209 => 0.036187301178523
1210 => 0.036519176184187
1211 => 0.037886122363807
1212 => 0.035109498787477
1213 => 0.035052316052131
1214 => 0.033950521701776
1215 => 0.033251746306102
1216 => 0.033998367450946
1217 => 0.034659771861329
1218 => 0.033971073380464
1219 => 0.034061002862847
1220 => 0.033136481421019
1221 => 0.033466954333696
1222 => 0.033751602125601
1223 => 0.033594436345735
1224 => 0.033359151566365
1225 => 0.034605544242234
1226 => 0.034535217882809
1227 => 0.035695887397022
1228 => 0.036600712283624
1229 => 0.038222320237211
1230 => 0.036530087801309
1231 => 0.03646841612533
]
'min_raw' => 0.030873040655429
'max_raw' => 0.089263039842862
'avg_raw' => 0.060068040249145
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.030873'
'max' => '$0.089263'
'avg' => '$0.060068'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.0054286575483801
'max_diff' => -0.030153100450092
'year' => 2030
]
5 => [
'items' => [
101 => 0.037071266650473
102 => 0.036519083890913
103 => 0.036868044334254
104 => 0.038166097314881
105 => 0.038193523128917
106 => 0.037734105407656
107 => 0.037706149797565
108 => 0.037794385996412
109 => 0.038311188169069
110 => 0.038130601610216
111 => 0.038339580948013
112 => 0.038600912809933
113 => 0.039681892193249
114 => 0.039942512662928
115 => 0.039309340037829
116 => 0.039366508436542
117 => 0.039129684493778
118 => 0.038900915532463
119 => 0.039415154748475
120 => 0.040354937023135
121 => 0.040349090686379
122 => 0.040567101907343
123 => 0.040702921091901
124 => 0.040119885726058
125 => 0.039740351141699
126 => 0.039885888851755
127 => 0.040118606819534
128 => 0.039810421551299
129 => 0.037908159310446
130 => 0.038485184157338
131 => 0.038389139007742
201 => 0.038252359035227
202 => 0.038832561980779
203 => 0.038776599991266
204 => 0.037100321138668
205 => 0.037207631072138
206 => 0.037106847011144
207 => 0.037432500930695
208 => 0.036501497510552
209 => 0.036787867892184
210 => 0.036967476710988
211 => 0.037073267685084
212 => 0.037455457225067
213 => 0.037410611693765
214 => 0.037452669563875
215 => 0.038019355757373
216 => 0.040885460060865
217 => 0.041041455794402
218 => 0.04027327574971
219 => 0.040580148525883
220 => 0.039991019901329
221 => 0.040386505893811
222 => 0.040657087365612
223 => 0.039434381724368
224 => 0.039361981031588
225 => 0.038770420863636
226 => 0.039088291790213
227 => 0.038582536290301
228 => 0.038706630999403
301 => 0.038359651374371
302 => 0.038984145616474
303 => 0.039682427215739
304 => 0.039858840723689
305 => 0.039394772735062
306 => 0.039058756927726
307 => 0.038468823860531
308 => 0.039449895698792
309 => 0.039736791001922
310 => 0.0394483887599
311 => 0.03938155965871
312 => 0.039254918632712
313 => 0.039408427151046
314 => 0.039735228508488
315 => 0.039581115023392
316 => 0.039682909695428
317 => 0.039294973375836
318 => 0.040120078735024
319 => 0.041430544617833
320 => 0.041434757979929
321 => 0.041280643664104
322 => 0.041217583406507
323 => 0.041375714046983
324 => 0.041461493432582
325 => 0.041972858927679
326 => 0.042521574477617
327 => 0.045082190525832
328 => 0.044363179785964
329 => 0.04663511067567
330 => 0.048431913036123
331 => 0.048970695499378
401 => 0.048475040984857
402 => 0.046779433665411
403 => 0.046696239080998
404 => 0.049230192283195
405 => 0.048514234441165
406 => 0.048429073534014
407 => 0.047523105363557
408 => 0.048058644758638
409 => 0.047941514437045
410 => 0.047756618494198
411 => 0.048778390354016
412 => 0.050691056061391
413 => 0.050392949174031
414 => 0.050170426211398
415 => 0.049195395364598
416 => 0.049782581715395
417 => 0.04957349590269
418 => 0.050471861243207
419 => 0.049939689516714
420 => 0.048508810356347
421 => 0.048736682578875
422 => 0.048702240150855
423 => 0.049411062878886
424 => 0.049198291889993
425 => 0.048660693200422
426 => 0.050684518777937
427 => 0.050553102802042
428 => 0.050739420609986
429 => 0.050821443471113
430 => 0.052053310436339
501 => 0.052557966916646
502 => 0.052672532772931
503 => 0.05315191739769
504 => 0.052660605246758
505 => 0.054626204150114
506 => 0.05593321272497
507 => 0.057451370442711
508 => 0.059669806910656
509 => 0.060503959544289
510 => 0.060353277337234
511 => 0.062035270548564
512 => 0.065057774960717
513 => 0.060964211895638
514 => 0.065274743743114
515 => 0.063910079127687
516 => 0.060674483873776
517 => 0.060466149684586
518 => 0.062657332356568
519 => 0.067517164629507
520 => 0.066299831764897
521 => 0.067519155749975
522 => 0.066096749553174
523 => 0.066026115096523
524 => 0.067450072655867
525 => 0.070777227109161
526 => 0.069196620744921
527 => 0.066930433941201
528 => 0.068603751011296
529 => 0.067154168906996
530 => 0.063887854713524
531 => 0.066298900893397
601 => 0.064686702975558
602 => 0.065157228037139
603 => 0.068545828264096
604 => 0.068138102919664
605 => 0.068665737269709
606 => 0.067734476452475
607 => 0.066864532002827
608 => 0.065240716084635
609 => 0.064759984244416
610 => 0.064892841230133
611 => 0.064759918407092
612 => 0.063851408324502
613 => 0.063655215658667
614 => 0.063328219286877
615 => 0.063429569135741
616 => 0.062814720290613
617 => 0.063975067095623
618 => 0.064190437687574
619 => 0.065034841327367
620 => 0.065122510114452
621 => 0.067474162231942
622 => 0.066178911763537
623 => 0.067047877604288
624 => 0.066970149120468
625 => 0.060744609034111
626 => 0.061602433529606
627 => 0.062936939244439
628 => 0.062335746228787
629 => 0.061485799962154
630 => 0.060799422780612
701 => 0.059759491164906
702 => 0.061223174943894
703 => 0.063147763467847
704 => 0.065171320855474
705 => 0.067602492467975
706 => 0.067059883266022
707 => 0.065125871793266
708 => 0.065212630135138
709 => 0.065748936066439
710 => 0.065054371156872
711 => 0.064849530405523
712 => 0.065720794092747
713 => 0.065726794006923
714 => 0.064927613137493
715 => 0.064039469849677
716 => 0.064035748496872
717 => 0.063877711977252
718 => 0.066124863898935
719 => 0.067360570243175
720 => 0.067502241984102
721 => 0.06735103460623
722 => 0.067409228324767
723 => 0.066690198029984
724 => 0.068333688062046
725 => 0.069841917039785
726 => 0.069437679455138
727 => 0.068831669849995
728 => 0.068348954010121
729 => 0.069323966944194
730 => 0.069280551153053
731 => 0.069828743975414
801 => 0.069803874782477
802 => 0.069619538154892
803 => 0.06943768603838
804 => 0.070158709124717
805 => 0.069951066055129
806 => 0.0697431004585
807 => 0.069325993616522
808 => 0.069382685363758
809 => 0.068776780394717
810 => 0.068496461031714
811 => 0.064281130392341
812 => 0.063154656305598
813 => 0.063509067984782
814 => 0.063625749511864
815 => 0.063135506545698
816 => 0.063838389026095
817 => 0.063728845536062
818 => 0.064155015174983
819 => 0.06388876288672
820 => 0.063899689973503
821 => 0.064682681182311
822 => 0.064909986861311
823 => 0.06479437735839
824 => 0.064875346291374
825 => 0.06674124117714
826 => 0.066475970592344
827 => 0.066335050881209
828 => 0.066374086604256
829 => 0.066850862752807
830 => 0.066984334043389
831 => 0.066418806806333
901 => 0.066685512720602
902 => 0.067821112653541
903 => 0.06821850836068
904 => 0.069486804697107
905 => 0.068948009871223
906 => 0.069936991092627
907 => 0.072976782198677
908 => 0.075405177671736
909 => 0.073171924837024
910 => 0.077631363868997
911 => 0.081103676823924
912 => 0.080970403669274
913 => 0.080364925589536
914 => 0.076411789606569
915 => 0.072774054937104
916 => 0.075817174454484
917 => 0.075824931991957
918 => 0.075563525326605
919 => 0.073939950978814
920 => 0.075507028458603
921 => 0.07563141737816
922 => 0.075561792660892
923 => 0.074317002015112
924 => 0.072416436774773
925 => 0.072787802673425
926 => 0.073396107591076
927 => 0.072244459476263
928 => 0.07187643812276
929 => 0.072560659837849
930 => 0.074765364767121
1001 => 0.074348578071228
1002 => 0.074337694086231
1003 => 0.076120884316325
1004 => 0.074844504948115
1005 => 0.072792486786685
1006 => 0.07227432513813
1007 => 0.070435200361269
1008 => 0.071705490395384
1009 => 0.071751205872258
1010 => 0.071055481002623
1011 => 0.072848941025497
1012 => 0.072832413975654
1013 => 0.074535037346077
1014 => 0.07778981375419
1015 => 0.076827216212491
1016 => 0.07570782000181
1017 => 0.075829529407401
1018 => 0.077164381182327
1019 => 0.076357299327505
1020 => 0.076647531589674
1021 => 0.077163941881038
1022 => 0.077475505031564
1023 => 0.075784700264725
1024 => 0.075390492793034
1025 => 0.074584082653975
1026 => 0.074373705301053
1027 => 0.075030509533017
1028 => 0.07485746482313
1029 => 0.071747363663446
1030 => 0.07142234078782
1031 => 0.071432308775389
1101 => 0.070615023300631
1102 => 0.069368466780636
1103 => 0.072644342887161
1104 => 0.07238124418995
1105 => 0.072090803590451
1106 => 0.072126380906659
1107 => 0.073548327694759
1108 => 0.072723526747627
1109 => 0.074916395247794
1110 => 0.07446560740782
1111 => 0.07400325856073
1112 => 0.073939347866572
1113 => 0.073761383006192
1114 => 0.073151075282141
1115 => 0.072414092031542
1116 => 0.0719274718531
1117 => 0.066349290712709
1118 => 0.067384568685578
1119 => 0.068575561624809
1120 => 0.068986687614826
1121 => 0.068283428159849
1122 => 0.073178844251841
1123 => 0.074073283945251
1124 => 0.071363967771054
1125 => 0.070857165335512
1126 => 0.073212070135142
1127 => 0.071791774665561
1128 => 0.072431333628547
1129 => 0.071048956970621
1130 => 0.07385783961536
1201 => 0.073836440635773
1202 => 0.072743721845477
1203 => 0.073667280284419
1204 => 0.073506789277996
1205 => 0.072273112455
1206 => 0.073896949371118
1207 => 0.07389775477397
1208 => 0.072846036696065
1209 => 0.071617860231765
1210 => 0.071398291288181
1211 => 0.071232875584128
1212 => 0.072390651505517
1213 => 0.073428709776363
1214 => 0.075360278861938
1215 => 0.075845921223001
1216 => 0.077741415689273
1217 => 0.076612741024559
1218 => 0.077113067884643
1219 => 0.07765624346682
1220 => 0.077916661815536
1221 => 0.077492324091122
1222 => 0.080436807213891
1223 => 0.080685411806084
1224 => 0.080768766775425
1225 => 0.079775903633375
1226 => 0.080657798486028
1227 => 0.080245189089759
1228 => 0.081318684112658
1229 => 0.081487021839321
1230 => 0.081344445773625
1231 => 0.081397878825099
]
'min_raw' => 0.036501497510552
'max_raw' => 0.081487021839321
'avg_raw' => 0.058994259674936
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.0365014'
'max' => '$0.081487'
'avg' => '$0.058994'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.0056284568551231
'max_diff' => -0.0077760180035412
'year' => 2031
]
6 => [
'items' => [
101 => 0.078885281922232
102 => 0.078754990517814
103 => 0.076978457973516
104 => 0.077702408116783
105 => 0.076349018023779
106 => 0.076778191963733
107 => 0.076967367747146
108 => 0.076868553053522
109 => 0.077743339171678
110 => 0.076999592264249
111 => 0.075036721892231
112 => 0.073073316737494
113 => 0.073048667785131
114 => 0.072531737864868
115 => 0.072158092212956
116 => 0.072230069621306
117 => 0.072483727396492
118 => 0.072143349161937
119 => 0.072215986115894
120 => 0.073422243529069
121 => 0.073664149850647
122 => 0.072842057651024
123 => 0.069541238842197
124 => 0.068731209627034
125 => 0.069313442563316
126 => 0.069035172720377
127 => 0.055716772359662
128 => 0.058845732969787
129 => 0.056986610824713
130 => 0.057843379843261
131 => 0.055945697550486
201 => 0.056851371006648
202 => 0.056684126189194
203 => 0.0617154022576
204 => 0.061636845802085
205 => 0.061674446620225
206 => 0.059879661602015
207 => 0.062738802869747
208 => 0.064147318669627
209 => 0.063886639881503
210 => 0.06395224711637
211 => 0.062824897454192
212 => 0.061685361829219
213 => 0.060421441447849
214 => 0.062769649291154
215 => 0.062508568664223
216 => 0.063107393688558
217 => 0.064630374328305
218 => 0.064854639012749
219 => 0.065156053022909
220 => 0.065048017556376
221 => 0.067621860672141
222 => 0.067310151288059
223 => 0.068061281218788
224 => 0.066516149962913
225 => 0.064767687281685
226 => 0.065100012875835
227 => 0.065068007248724
228 => 0.064660538881262
229 => 0.064292694658258
301 => 0.063680337666424
302 => 0.065617925800369
303 => 0.065539263260582
304 => 0.06681271834453
305 => 0.066587622788759
306 => 0.065084379577098
307 => 0.065138068202487
308 => 0.065499150010096
309 => 0.06674885826899
310 => 0.067119856766856
311 => 0.06694799548091
312 => 0.067354778397096
313 => 0.067676283028173
314 => 0.067395154428787
315 => 0.071375342548352
316 => 0.069722490943361
317 => 0.070528079315166
318 => 0.07072020739504
319 => 0.070228075358462
320 => 0.070334801175269
321 => 0.070496461706687
322 => 0.071478032797077
323 => 0.074053959358144
324 => 0.075194819697116
325 => 0.07862715431597
326 => 0.075100087127507
327 => 0.074890805556999
328 => 0.07550907266843
329 => 0.077524216439215
330 => 0.079157301192607
331 => 0.079699089620227
401 => 0.079770695904889
402 => 0.080787127012517
403 => 0.081369726368091
404 => 0.080663705541259
405 => 0.08006542681398
406 => 0.077922466673956
407 => 0.078170520145251
408 => 0.079879362579678
409 => 0.082293203168623
410 => 0.084364529511247
411 => 0.083639223219072
412 => 0.089172798241928
413 => 0.089721429602817
414 => 0.089645626488118
415 => 0.090895490375517
416 => 0.088414765089384
417 => 0.087354206967774
418 => 0.080194781465569
419 => 0.082206288002518
420 => 0.085130130885609
421 => 0.084743149316183
422 => 0.082619776459938
423 => 0.084362918742528
424 => 0.083786581390805
425 => 0.083332000209242
426 => 0.085414524726879
427 => 0.083124703474345
428 => 0.085107288166993
429 => 0.08256460279146
430 => 0.083642536357119
501 => 0.083030649131471
502 => 0.083426615156543
503 => 0.081111805864886
504 => 0.082360820769845
505 => 0.08105984273846
506 => 0.08105922590548
507 => 0.081030506743331
508 => 0.082561101627836
509 => 0.082611014272069
510 => 0.08147990233982
511 => 0.081316891439093
512 => 0.081919628176551
513 => 0.08121398131399
514 => 0.081544149039694
515 => 0.081223981758054
516 => 0.081151905359202
517 => 0.080577588350364
518 => 0.080330156791781
519 => 0.080427181081427
520 => 0.080095987161415
521 => 0.0798964308448
522 => 0.080990809969197
523 => 0.080406127350159
524 => 0.0809011989723
525 => 0.080337002375851
526 => 0.078381251163803
527 => 0.077256477960061
528 => 0.073562245218736
529 => 0.074609925041494
530 => 0.075304537847886
531 => 0.075074968319517
601 => 0.075568172498068
602 => 0.075598451228992
603 => 0.075438105522924
604 => 0.075252445736854
605 => 0.075162076820625
606 => 0.07583561268433
607 => 0.076226622923385
608 => 0.075374251535728
609 => 0.075174552845543
610 => 0.076036347379178
611 => 0.076562041546853
612 => 0.080443471918929
613 => 0.080155923020111
614 => 0.080877614327523
615 => 0.080796362961564
616 => 0.081552810426174
617 => 0.082789282332259
618 => 0.080275189224205
619 => 0.080711548856964
620 => 0.080604563552027
621 => 0.081772601058277
622 => 0.081776247543876
623 => 0.081075950711079
624 => 0.081455592985157
625 => 0.081243687082707
626 => 0.081626629689234
627 => 0.080152082629256
628 => 0.08194792178079
629 => 0.08296604685839
630 => 0.082980183526081
701 => 0.083462766732523
702 => 0.083953099219603
703 => 0.084894249729594
704 => 0.08392685104269
705 => 0.082186594979313
706 => 0.082312235846096
707 => 0.081291924352874
708 => 0.081309075973409
709 => 0.081217519278794
710 => 0.081492287811399
711 => 0.080212378870588
712 => 0.080512770940751
713 => 0.08009222028343
714 => 0.080710634661967
715 => 0.08004532301822
716 => 0.080604511960474
717 => 0.080845839370544
718 => 0.081736342709109
719 => 0.079913794951067
720 => 0.076197496696784
721 => 0.076978707645595
722 => 0.075823235289507
723 => 0.075930178655257
724 => 0.076146221273981
725 => 0.07544595646195
726 => 0.075579544920205
727 => 0.075574772200428
728 => 0.075533643479827
729 => 0.075351477556708
730 => 0.075087300927755
731 => 0.076139699308225
801 => 0.076318522300395
802 => 0.076716023660508
803 => 0.077898718080454
804 => 0.077780539018047
805 => 0.077973293972036
806 => 0.077552510989751
807 => 0.07594969757097
808 => 0.076036738050978
809 => 0.074951341870552
810 => 0.076688267639871
811 => 0.076276940691396
812 => 0.076011755531875
813 => 0.075939397304176
814 => 0.077125023394831
815 => 0.077479781303567
816 => 0.07725871998176
817 => 0.076805316761346
818 => 0.07767598498117
819 => 0.077908939066252
820 => 0.077961088894886
821 => 0.079503746046343
822 => 0.078047306292869
823 => 0.078397885817297
824 => 0.08113300718954
825 => 0.078652629525865
826 => 0.079966540893336
827 => 0.079902231769163
828 => 0.080574384364425
829 => 0.079847095637687
830 => 0.079856111253103
831 => 0.080452937222134
901 => 0.07961480278676
902 => 0.07940726891385
903 => 0.079120562354811
904 => 0.079746575637524
905 => 0.080121842288364
906 => 0.083146215891155
907 => 0.08510009916675
908 => 0.085015275940756
909 => 0.085790401443916
910 => 0.085441200305406
911 => 0.084313537714552
912 => 0.086238320253337
913 => 0.085629238521744
914 => 0.085679450479662
915 => 0.085677581588081
916 => 0.086082567692741
917 => 0.085795597921158
918 => 0.085229951044524
919 => 0.085605453838868
920 => 0.086720562893364
921 => 0.090181895614243
922 => 0.092118903261406
923 => 0.090065285321705
924 => 0.091481843477471
925 => 0.090632413355291
926 => 0.090478046633734
927 => 0.09136774983838
928 => 0.092259010350709
929 => 0.092202240909099
930 => 0.091555231543882
1001 => 0.091189752370726
1002 => 0.09395728311437
1003 => 0.09599635262263
1004 => 0.095857301752262
1005 => 0.096471027072301
1006 => 0.098272943593744
1007 => 0.098437688258112
1008 => 0.098416934217014
1009 => 0.098008597377051
1010 => 0.09978281820084
1011 => 0.10126290442649
1012 => 0.097914079196585
1013 => 0.099189268004792
1014 => 0.099761741344813
1015 => 0.10060230205315
1016 => 0.10202046886245
1017 => 0.10356097416751
1018 => 0.10377881850843
1019 => 0.10362424752374
1020 => 0.10260824286404
1021 => 0.1042938821509
1022 => 0.10528129011203
1023 => 0.10586926895645
1024 => 0.10736028547557
1025 => 0.099765276745268
1026 => 0.094389152069535
1027 => 0.093549592569238
1028 => 0.095256869827139
1029 => 0.095707065224767
1030 => 0.09552559202448
1031 => 0.089474274926072
1101 => 0.093517733637064
1102 => 0.097868155226427
1103 => 0.098035272637324
1104 => 0.10021318464798
1105 => 0.10092240207429
1106 => 0.10267590670832
1107 => 0.10256622451603
1108 => 0.10299317499007
1109 => 0.10289502646984
1110 => 0.10614302456042
1111 => 0.10972604878672
1112 => 0.10960198005109
1113 => 0.10908687792614
1114 => 0.10985189241965
1115 => 0.1135499574014
1116 => 0.11320949883817
1117 => 0.11354022533216
1118 => 0.11790045235945
1119 => 0.12356936773
1120 => 0.12093558739058
1121 => 0.12665013287724
1122 => 0.13024713634605
1123 => 0.13646778190826
1124 => 0.13568892644654
1125 => 0.13811057811471
1126 => 0.13429461261804
1127 => 0.12553238450382
1128 => 0.12414572836428
1129 => 0.12692184907136
1130 => 0.13374667093982
1201 => 0.12670691114324
1202 => 0.12813104538149
1203 => 0.12772089462507
1204 => 0.12769903943429
1205 => 0.12853316317492
1206 => 0.12732322318416
1207 => 0.12239370999777
1208 => 0.12465287684129
1209 => 0.12378050402891
1210 => 0.12474846670395
1211 => 0.12997216204298
1212 => 0.12766264181625
1213 => 0.12522974986758
1214 => 0.12828113627316
1215 => 0.13216659973759
1216 => 0.13192345441683
1217 => 0.13145165086771
1218 => 0.13411118277129
1219 => 0.13850395030627
1220 => 0.13969129771941
1221 => 0.14056777330554
1222 => 0.14068862448069
1223 => 0.14193346669333
1224 => 0.13523963637534
1225 => 0.14586291699974
1226 => 0.14769726410137
1227 => 0.14735248287216
1228 => 0.1493912824745
1229 => 0.14879141591214
1230 => 0.14792230337946
1231 => 0.15115423441427
]
'min_raw' => 0.055716772359662
'max_raw' => 0.15115423441427
'avg_raw' => 0.10343550338697
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.055716'
'max' => '$0.151154'
'avg' => '$0.103435'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.019215274849111
'max_diff' => 0.06966721257495
'year' => 2032
]
7 => [
'items' => [
101 => 0.14744908628624
102 => 0.14219009498368
103 => 0.13930490834405
104 => 0.14310435485249
105 => 0.14542454425278
106 => 0.14695804185462
107 => 0.14742207730237
108 => 0.13575925936803
109 => 0.12947364735096
110 => 0.13350265258921
111 => 0.13841831704697
112 => 0.13521232961108
113 => 0.13533799824883
114 => 0.13076710268391
115 => 0.13882273987992
116 => 0.13764910129904
117 => 0.1437379403328
118 => 0.14228479003141
119 => 0.14725000189607
120 => 0.14594249520973
121 => 0.151369882363
122 => 0.15353501403908
123 => 0.15717060709906
124 => 0.1598449641535
125 => 0.16141539776817
126 => 0.16132111482449
127 => 0.16754395519272
128 => 0.16387456363706
129 => 0.15926494303396
130 => 0.15918156954041
131 => 0.16156895736959
201 => 0.16657226731168
202 => 0.16786955278446
203 => 0.16859455838481
204 => 0.16748418707025
205 => 0.16350132552424
206 => 0.16178154610224
207 => 0.16324684799659
208 => 0.16145490969462
209 => 0.1645482979329
210 => 0.16879618069613
211 => 0.16791900970347
212 => 0.17085126081911
213 => 0.17388583224197
214 => 0.1782254056678
215 => 0.17935993085525
216 => 0.18123525784797
217 => 0.18316558533631
218 => 0.18378555450178
219 => 0.1849692680038
220 => 0.18496302924935
221 => 0.18853022956078
222 => 0.1924649619713
223 => 0.193950232367
224 => 0.19736552974364
225 => 0.19151695267244
226 => 0.19595316556455
227 => 0.19995474063885
228 => 0.1951838978697
301 => 0.20175939316317
302 => 0.20201470474503
303 => 0.20586960651113
304 => 0.20196192506136
305 => 0.19964155629025
306 => 0.20634037398937
307 => 0.20958172086319
308 => 0.20860540080584
309 => 0.20117555696253
310 => 0.19685106916474
311 => 0.1855330504665
312 => 0.19893973251658
313 => 0.2054697362649
314 => 0.20115864583036
315 => 0.20333290908438
316 => 0.21519498439113
317 => 0.21971129465544
318 => 0.21877193369186
319 => 0.21893067023151
320 => 0.2213675892733
321 => 0.23217423034043
322 => 0.22569864051703
323 => 0.2306489863013
324 => 0.23327463185548
325 => 0.23571347777502
326 => 0.2297244430018
327 => 0.22193279675824
328 => 0.21946485532185
329 => 0.20072999284895
330 => 0.19975476189585
331 => 0.19920733520935
401 => 0.19575588738604
402 => 0.19304399482803
403 => 0.19088739717979
404 => 0.18522784093624
405 => 0.18713777503042
406 => 0.17811762361939
407 => 0.18388839683763
408 => 0.16949201738645
409 => 0.18148174998412
410 => 0.17495628363746
411 => 0.17933795878739
412 => 0.17932267153557
413 => 0.17125461837318
414 => 0.16660113368508
415 => 0.16956651524467
416 => 0.17274563966883
417 => 0.17326144191079
418 => 0.17738325971035
419 => 0.17853357046003
420 => 0.17504807518562
421 => 0.16919368442134
422 => 0.17055352587144
423 => 0.1665735765415
424 => 0.15959886842731
425 => 0.16460822556164
426 => 0.16631864033319
427 => 0.16707405693648
428 => 0.16021523255681
429 => 0.1580600410244
430 => 0.15691263513635
501 => 0.16830829632335
502 => 0.16893257636742
503 => 0.16573867139764
504 => 0.18017542471958
505 => 0.17690794281572
506 => 0.18055852065483
507 => 0.17043013451303
508 => 0.17081705250333
509 => 0.16602211218921
510 => 0.16870695836709
511 => 0.1668093956252
512 => 0.16849004932808
513 => 0.169497426228
514 => 0.17429157973959
515 => 0.18153649151627
516 => 0.17357549307589
517 => 0.17010677205182
518 => 0.17225874706633
519 => 0.17798974011391
520 => 0.18667248794513
521 => 0.18153212647246
522 => 0.18381333160503
523 => 0.18431167344274
524 => 0.18052136119932
525 => 0.18681224216399
526 => 0.19018357637997
527 => 0.19364186768626
528 => 0.19664460512838
529 => 0.19226055008907
530 => 0.19695211741074
531 => 0.19317154232259
601 => 0.18977997563986
602 => 0.18978511924654
603 => 0.18765753992357
604 => 0.18353508689309
605 => 0.18277484330449
606 => 0.18672972646056
607 => 0.1899011682229
608 => 0.19016238335663
609 => 0.19191825647082
610 => 0.19295736409287
611 => 0.20314203138725
612 => 0.20723838882504
613 => 0.21224733715989
614 => 0.21419860482517
615 => 0.2200712209295
616 => 0.2153286064747
617 => 0.21430251200496
618 => 0.20005746625394
619 => 0.20239009169765
620 => 0.2061248500979
621 => 0.20011905104436
622 => 0.20392834819945
623 => 0.20468038414981
624 => 0.19991497629067
625 => 0.20246038652936
626 => 0.19570053159696
627 => 0.18168383788124
628 => 0.18682784675098
629 => 0.19061556873376
630 => 0.18521002244157
701 => 0.19489925494679
702 => 0.1892390053436
703 => 0.18744497795929
704 => 0.18044583751613
705 => 0.18374916238368
706 => 0.18821695656609
707 => 0.18545637919818
708 => 0.19118499173937
709 => 0.19929823486285
710 => 0.20508021506463
711 => 0.20552408370939
712 => 0.20180665780223
713 => 0.20776385654274
714 => 0.20780724823194
715 => 0.20108750371678
716 => 0.19697169761693
717 => 0.19603657781132
718 => 0.19837269042678
719 => 0.20120916241213
720 => 0.20568148816373
721 => 0.20838402094908
722 => 0.21543079314064
723 => 0.21733744764888
724 => 0.21943228289191
725 => 0.22223162879987
726 => 0.22559296129992
727 => 0.21823855715056
728 => 0.21853076133774
729 => 0.21168244202251
730 => 0.20436403068586
731 => 0.20991779263753
801 => 0.21717859760334
802 => 0.21551296092171
803 => 0.21532554276916
804 => 0.21564072811629
805 => 0.21438489245295
806 => 0.20870479429108
807 => 0.20585228455349
808 => 0.20953274986783
809 => 0.21148875338374
810 => 0.21452234425548
811 => 0.2141483901492
812 => 0.22196259445092
813 => 0.2249989579533
814 => 0.22422212623607
815 => 0.22436508196754
816 => 0.22986227305297
817 => 0.23597628012354
818 => 0.24170285455943
819 => 0.2475281720377
820 => 0.24050552445163
821 => 0.23693985710411
822 => 0.24061871564243
823 => 0.23866666151831
824 => 0.24988374353235
825 => 0.25066038995364
826 => 0.26187666084497
827 => 0.27252223752954
828 => 0.26583594154928
829 => 0.27214081750128
830 => 0.27896005488744
831 => 0.29211547018675
901 => 0.28768518912703
902 => 0.28429166326664
903 => 0.28108479772598
904 => 0.28775777584054
905 => 0.29634245558149
906 => 0.29819151337465
907 => 0.30118769339402
908 => 0.29803757645912
909 => 0.30183154533321
910 => 0.31522592261313
911 => 0.31160664363666
912 => 0.30646668566193
913 => 0.31704026011477
914 => 0.32086679560552
915 => 0.3477234256518
916 => 0.38163103047728
917 => 0.36759305943019
918 => 0.35887923779877
919 => 0.36092719257677
920 => 0.37330910201417
921 => 0.37728577834331
922 => 0.36647580123819
923 => 0.37029406790124
924 => 0.39133309261836
925 => 0.40261985436637
926 => 0.38729091589823
927 => 0.34499898261917
928 => 0.30600388868381
929 => 0.31634714356743
930 => 0.3151745394522
1001 => 0.33777834683896
1002 => 0.31152032503004
1003 => 0.31196244277486
1004 => 0.33503367296052
1005 => 0.32887866428801
1006 => 0.31890833851248
1007 => 0.30607668309579
1008 => 0.28235618127359
1009 => 0.26134627131453
1010 => 0.30255154303754
1011 => 0.30077469679391
1012 => 0.29820156011929
1013 => 0.3039277973462
1014 => 0.33173277989925
1015 => 0.33109178505546
1016 => 0.32701410289769
1017 => 0.33010698887531
1018 => 0.31836614064672
1019 => 0.32139202456937
1020 => 0.3059977116617
1021 => 0.31295658401926
1022 => 0.31888694667126
1023 => 0.32007755477417
1024 => 0.32276005562398
1025 => 0.29983837956404
1026 => 0.3101295391699
1027 => 0.31617463128709
1028 => 0.2888626851793
1029 => 0.31563476192715
1030 => 0.29943936417997
1031 => 0.29394240293786
1101 => 0.30134333708078
1102 => 0.29845918584764
1103 => 0.29597956198043
1104 => 0.29459588925718
1105 => 0.30003031848045
1106 => 0.29977679586163
1107 => 0.29088501487511
1108 => 0.27928604905356
1109 => 0.28317904270635
1110 => 0.28176468161528
1111 => 0.27663885456504
1112 => 0.28009304310218
1113 => 0.26488254490941
1114 => 0.23871367334164
1115 => 0.25600163147352
1116 => 0.25533606389112
1117 => 0.25500045453499
1118 => 0.26799187726703
1119 => 0.26674305173447
1120 => 0.26447642116432
1121 => 0.2765972261171
1122 => 0.2721729692615
1123 => 0.28580748640444
1124 => 0.29478806122006
1125 => 0.29251029695566
1126 => 0.30095657097663
1127 => 0.28326872941737
1128 => 0.28914392087032
1129 => 0.29035478968611
1130 => 0.27644765726545
1201 => 0.26694737503608
1202 => 0.26631381452253
1203 => 0.24984163435634
1204 => 0.25864094004232
1205 => 0.26638396490598
1206 => 0.26267565687929
1207 => 0.26150171734059
1208 => 0.26749911984738
1209 => 0.26796516938644
1210 => 0.25733919050624
1211 => 0.25954866799642
1212 => 0.26876255642555
1213 => 0.25931650164841
1214 => 0.24096436022071
1215 => 0.23641277540843
1216 => 0.23580551009212
1217 => 0.22346125109048
1218 => 0.23671693406984
1219 => 0.23093047321913
1220 => 0.24920983371406
1221 => 0.23876876103353
1222 => 0.23831866725858
1223 => 0.23763828450335
1224 => 0.22701307084572
1225 => 0.22933931736919
1226 => 0.23707211511053
1227 => 0.23983126446085
1228 => 0.23954346257857
1229 => 0.23703422018299
1230 => 0.23818293850228
1231 => 0.23448251655584
]
'min_raw' => 0.12947364735096
'max_raw' => 0.40261985436637
'avg_raw' => 0.26604675085866
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.129473'
'max' => '$0.402619'
'avg' => '$0.266046'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.073756874991297
'max_diff' => 0.2514656199521
'year' => 2033
]
8 => [
'items' => [
101 => 0.23317582054893
102 => 0.22905152851606
103 => 0.2229899585925
104 => 0.22383285706814
105 => 0.21182330095351
106 => 0.20527985738688
107 => 0.20346871844884
108 => 0.20104678776818
109 => 0.20374228196373
110 => 0.21178927938996
111 => 0.20208289322819
112 => 0.18544197497765
113 => 0.18644212251925
114 => 0.18868915709876
115 => 0.18450182302546
116 => 0.1805388627414
117 => 0.18398433518326
118 => 0.17693335874716
119 => 0.18954123391462
120 => 0.18920022622451
121 => 0.19389966242117
122 => 0.19683831631708
123 => 0.1900656704875
124 => 0.18836236837654
125 => 0.18933264666971
126 => 0.17329610780528
127 => 0.19258913506668
128 => 0.1927559819676
129 => 0.19132733750626
130 => 0.20160027891756
131 => 0.2232793895062
201 => 0.21512283606255
202 => 0.21196437203604
203 => 0.20596012961281
204 => 0.21396042614512
205 => 0.21334612819551
206 => 0.21056803990177
207 => 0.20888784343356
208 => 0.21198365694388
209 => 0.20850423787978
210 => 0.20787923860783
211 => 0.2040924230257
212 => 0.20274070215202
213 => 0.2017399418307
214 => 0.2006382030496
215 => 0.2030683642645
216 => 0.19756129923721
217 => 0.19092031867854
218 => 0.1903681930015
219 => 0.19189266053921
220 => 0.19121819713703
221 => 0.19036496393021
222 => 0.18873590937415
223 => 0.18825260368661
224 => 0.18982311270453
225 => 0.18805009958967
226 => 0.19066627702167
227 => 0.18995482151986
228 => 0.18598068892072
301 => 0.18102744828986
302 => 0.18098335405847
303 => 0.17991618648949
304 => 0.17855698814068
305 => 0.17817889025429
306 => 0.18369416710441
307 => 0.19511062512582
308 => 0.19286930124353
309 => 0.1944888874486
310 => 0.20245564861413
311 => 0.20498804241979
312 => 0.20319060927957
313 => 0.20073017193638
314 => 0.20083841869255
315 => 0.20924647791924
316 => 0.20977087825967
317 => 0.21109586874199
318 => 0.21279885595403
319 => 0.2034806353657
320 => 0.20039953134082
321 => 0.19893953332068
322 => 0.19444330450901
323 => 0.19929210180487
324 => 0.19646691526678
325 => 0.19684812945288
326 => 0.19659986321408
327 => 0.19673543336816
328 => 0.18953770975656
329 => 0.19216018193941
330 => 0.18779981329858
331 => 0.18196176916286
401 => 0.18194219799184
402 => 0.1833710510233
403 => 0.18252111332916
404 => 0.18023395284813
405 => 0.18055883319936
406 => 0.17771253946735
407 => 0.18090442479224
408 => 0.18099595664225
409 => 0.17976690692899
410 => 0.18468444666729
411 => 0.1866991667104
412 => 0.18589017986034
413 => 0.18664240603641
414 => 0.19296243836981
415 => 0.1939928794025
416 => 0.1944505332421
417 => 0.19383733772455
418 => 0.18675792462561
419 => 0.18707192670054
420 => 0.18476798781838
421 => 0.18282140224605
422 => 0.18289925546045
423 => 0.18390005348304
424 => 0.18827059714371
425 => 0.19746814861997
426 => 0.19781718897517
427 => 0.1982402360679
428 => 0.19651949093533
429 => 0.19600049773804
430 => 0.19668518372878
501 => 0.20013930047898
502 => 0.20902422654405
503 => 0.20588370026839
504 => 0.20333040352108
505 => 0.20557033313233
506 => 0.20522551352583
507 => 0.20231488903275
508 => 0.20223319749737
509 => 0.19664677851221
510 => 0.19458160661001
511 => 0.19285579439309
512 => 0.19097125250568
513 => 0.18985403290441
514 => 0.19157058997919
515 => 0.1919631868919
516 => 0.1882099048476
517 => 0.18769834637382
518 => 0.19076335751141
519 => 0.18941456038489
520 => 0.19080183167807
521 => 0.19112369051789
522 => 0.19107186383164
523 => 0.18966356472319
524 => 0.19056117257883
525 => 0.18843806241045
526 => 0.18612949898318
527 => 0.18465677934517
528 => 0.18337163613308
529 => 0.18408470828011
530 => 0.18154273627779
531 => 0.18072950827447
601 => 0.19025708323415
602 => 0.19729520529557
603 => 0.19719286821339
604 => 0.19656991754461
605 => 0.19564433921173
606 => 0.20007158865886
607 => 0.19852922347713
608 => 0.19965142301576
609 => 0.19993706989691
610 => 0.20080163697481
611 => 0.20111064539311
612 => 0.20017660733286
613 => 0.19704186151955
614 => 0.18923037299546
615 => 0.18559410400079
616 => 0.1843940746657
617 => 0.18443769345285
618 => 0.1832344925804
619 => 0.18358888916101
620 => 0.18311124791249
621 => 0.1822067109416
622 => 0.18402885567107
623 => 0.18423884087669
624 => 0.18381353052383
625 => 0.18391370650839
626 => 0.18039231843907
627 => 0.18066004192593
628 => 0.17916932353045
629 => 0.17888983180218
630 => 0.17512142551011
701 => 0.1684451475245
702 => 0.17214445361051
703 => 0.16767621205976
704 => 0.16598402127958
705 => 0.17399458924329
706 => 0.1731905503983
707 => 0.17181438540297
708 => 0.16977875055695
709 => 0.16902371379119
710 => 0.16443634941796
711 => 0.16416530345816
712 => 0.16643892511078
713 => 0.16538972694864
714 => 0.16391625536658
715 => 0.15857949065976
716 => 0.15257920018722
717 => 0.15276031124011
718 => 0.15466889200005
719 => 0.16021834796676
720 => 0.158050079514
721 => 0.15647697587351
722 => 0.15618238084897
723 => 0.15986985435757
724 => 0.16508840192182
725 => 0.16753682768054
726 => 0.16511051211344
727 => 0.16232329143207
728 => 0.1624929366402
729 => 0.16362151020756
730 => 0.16374010733231
731 => 0.16192591319965
801 => 0.16243659822129
802 => 0.1616608209754
803 => 0.15689987744935
804 => 0.15681376707808
805 => 0.1556453547562
806 => 0.15560997569545
807 => 0.15362221486182
808 => 0.15334411338045
809 => 0.14939729359682
810 => 0.15199510233048
811 => 0.15025262862302
812 => 0.14762630973789
813 => 0.14717353137217
814 => 0.14715992030775
815 => 0.14985656256863
816 => 0.1519635904956
817 => 0.15028293969918
818 => 0.14990028809088
819 => 0.15398600616926
820 => 0.15346606130164
821 => 0.15301579239956
822 => 0.16462113822497
823 => 0.15543460142773
824 => 0.15142874703495
825 => 0.14647074153276
826 => 0.1480850931247
827 => 0.14842526072489
828 => 0.13650215123979
829 => 0.13166494720661
830 => 0.13000500106861
831 => 0.129049678598
901 => 0.12948503104404
902 => 0.12513098006674
903 => 0.12805697433284
904 => 0.12428673422527
905 => 0.12365464120181
906 => 0.13039629755728
907 => 0.13133435965496
908 => 0.12733229531321
909 => 0.12990226849598
910 => 0.12897036049461
911 => 0.12435136417067
912 => 0.12417495248613
913 => 0.12185730249635
914 => 0.11823062904781
915 => 0.11657314196518
916 => 0.11570990830159
917 => 0.11606609533528
918 => 0.11588599627154
919 => 0.11471072805697
920 => 0.11595336126988
921 => 0.11277894690239
922 => 0.11151486952325
923 => 0.11094391509747
924 => 0.10812643963384
925 => 0.1126102960335
926 => 0.11349367223037
927 => 0.11437878895123
928 => 0.1220831257115
929 => 0.12169823881919
930 => 0.12517742887818
1001 => 0.12504223395031
1002 => 0.12404991258634
1003 => 0.1198634719807
1004 => 0.12153211258998
1005 => 0.11639629615895
1006 => 0.12024439903065
1007 => 0.11848828558063
1008 => 0.11965065530671
1009 => 0.11756060973256
1010 => 0.11871732724916
1011 => 0.11370315349774
1012 => 0.1090209886
1013 => 0.11090522843576
1014 => 0.1129536126262
1015 => 0.11739503146967
1016 => 0.11474975904741
1017 => 0.11570109903928
1018 => 0.11251426931891
1019 => 0.10593892933289
1020 => 0.10597614504313
1021 => 0.10496467223785
1022 => 0.10409061205664
1023 => 0.11505360040616
1024 => 0.1136901795057
1025 => 0.11151774674093
1026 => 0.11442563432562
1027 => 0.11519452595739
1028 => 0.11521641522122
1029 => 0.11733793493956
1030 => 0.11847019039355
1031 => 0.11866975532479
1101 => 0.12200801244008
1102 => 0.12312695219245
1103 => 0.12773570667417
1104 => 0.11837412642891
1105 => 0.11818133084431
1106 => 0.11446655426727
1107 => 0.11211058423381
1108 => 0.11462786955108
1109 => 0.11685784069847
1110 => 0.11453584568684
1111 => 0.11483904921537
1112 => 0.11172196062622
1113 => 0.11283617312419
1114 => 0.11379588302807
1115 => 0.11326598762829
1116 => 0.11247270856759
1117 => 0.11667500849464
1118 => 0.11643789826381
1119 => 0.12035117656633
1120 => 0.12340185684437
1121 => 0.12886922127694
1122 => 0.1231637414714
1123 => 0.12295581111006
1124 => 0.12498836374525
1125 => 0.12312664101923
1126 => 0.12430318551759
1127 => 0.12867966176894
1128 => 0.12877212981577
1129 => 0.12722317089302
1130 => 0.1271289166018
1201 => 0.12742641110667
1202 => 0.12916884571376
1203 => 0.12855998552243
1204 => 0.12926457395029
1205 => 0.13014567256836
1206 => 0.13379027003078
1207 => 0.13466897014024
1208 => 0.13253418442802
1209 => 0.13272693167565
1210 => 0.1319284632181
1211 => 0.13115715269289
1212 => 0.13289094611271
1213 => 0.13605948766523
1214 => 0.13603977633268
1215 => 0.13677481638521
1216 => 0.13723274024854
1217 => 0.13526699580638
1218 => 0.13398736845695
1219 => 0.13447805900752
1220 => 0.13526268388374
1221 => 0.13422361573508
1222 => 0.12781000577833
1223 => 0.12975548533622
1224 => 0.1294316624087
1225 => 0.12897049918169
1226 => 0.13092669392109
1227 => 0.13073801416631
1228 => 0.12508632298073
1229 => 0.12544812591356
1230 => 0.1251083254154
1231 => 0.12620629034159
]
'min_raw' => 0.10409061205664
'max_raw' => 0.23317582054893
'avg_raw' => 0.16863321630279
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.10409'
'max' => '$0.233175'
'avg' => '$0.168633'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.025383035294316
'max_diff' => -0.16944403381744
'year' => 2034
]
9 => [
'items' => [
101 => 0.12306734731
102 => 0.12403286504541
103 => 0.1246384287179
104 => 0.12499511037315
105 => 0.12628368909083
106 => 0.12613248925103
107 => 0.12627429029649
108 => 0.12818491236264
109 => 0.13784818312687
110 => 0.13837413363376
111 => 0.13578416098047
112 => 0.13681880397051
113 => 0.13483251568118
114 => 0.13616592431678
115 => 0.13707820864035
116 => 0.13295577120432
117 => 0.13271166721375
118 => 0.13071718080609
119 => 0.13178890482809
120 => 0.13008371484941
121 => 0.13050210882516
122 => 0.12933224279403
123 => 0.13143776873207
124 => 0.13379207389646
125 => 0.13438686435531
126 => 0.13282222673146
127 => 0.13168932597715
128 => 0.12970032545329
129 => 0.13300807765224
130 => 0.13397536519713
131 => 0.13300299690255
201 => 0.13277767792203
202 => 0.13235069886109
203 => 0.13286826354827
204 => 0.13397009714143
205 => 0.13345049276657
206 => 0.13379370061041
207 => 0.13248574622406
208 => 0.13526764654958
209 => 0.13968597376728
210 => 0.13970017941175
211 => 0.13918057223603
212 => 0.13896796017482
213 => 0.13950110866951
214 => 0.13979031985698
215 => 0.1415144243261
216 => 0.14336445711281
217 => 0.15199775289587
218 => 0.14957355798668
219 => 0.15723353160247
220 => 0.16329157620948
221 => 0.16510811890093
222 => 0.16343698509973
223 => 0.1577201266387
224 => 0.15743963028888
225 => 0.16598303042505
226 => 0.16356912857407
227 => 0.16328200262987
228 => 0.16022746769049
301 => 0.16203307615118
302 => 0.16163816309415
303 => 0.16101477351382
304 => 0.16445974867702
305 => 0.1709084346475
306 => 0.1699033464636
307 => 0.16915309475903
308 => 0.16586571018456
309 => 0.16784544996232
310 => 0.16714050254688
311 => 0.17016940401429
312 => 0.16837514988338
313 => 0.16355084089341
314 => 0.16431912800119
315 => 0.16420300295043
316 => 0.16659284826641
317 => 0.16587547602216
318 => 0.16406292450633
319 => 0.17088639373991
320 => 0.17044331560201
321 => 0.17107149909979
322 => 0.17134804490273
323 => 0.1755013703822
324 => 0.17720285493954
325 => 0.17758912172274
326 => 0.17920540045468
327 => 0.17754890723549
328 => 0.18417606117189
329 => 0.18858273183444
330 => 0.19370130657419
331 => 0.20118092001216
401 => 0.20399332385513
402 => 0.20348528827375
403 => 0.20915624581876
404 => 0.21934683046886
405 => 0.2055450967915
406 => 0.22007835586698
407 => 0.21547729383823
408 => 0.20456825853762
409 => 0.20386584527334
410 => 0.21125357063542
411 => 0.22763883444628
412 => 0.22353451170178
413 => 0.22764554764796
414 => 0.22284980584621
415 => 0.22261165684407
416 => 0.22741262917294
417 => 0.23863036270673
418 => 0.23330123799528
419 => 0.22566063096643
420 => 0.23130233629552
421 => 0.22641496902429
422 => 0.21540236267422
423 => 0.22353137320353
424 => 0.21809573536347
425 => 0.2196821434596
426 => 0.2311070457093
427 => 0.22973237124408
428 => 0.23151132729351
429 => 0.22837151642965
430 => 0.22543843798008
501 => 0.21996362924069
502 => 0.21834280827776
503 => 0.21879074488088
504 => 0.21834258630263
505 => 0.21527948112903
506 => 0.21461800385843
507 => 0.21351551276078
508 => 0.21385722085225
509 => 0.21178421504352
510 => 0.21569640530944
511 => 0.2164225422969
512 => 0.21926950812284
513 => 0.21956508955934
514 => 0.22749384886056
515 => 0.22312682147483
516 => 0.22605660047618
517 => 0.22579453346615
518 => 0.20480469041167
519 => 0.20769690558963
520 => 0.2121962847794
521 => 0.21016932055317
522 => 0.20730366737387
523 => 0.20498949878498
524 => 0.20148329673692
525 => 0.20641820878891
526 => 0.2129070933679
527 => 0.21972965838055
528 => 0.22792652321108
529 => 0.22609707840293
530 => 0.21957642369416
531 => 0.21986893550106
601 => 0.22167712839212
602 => 0.21933535430655
603 => 0.21864471941185
604 => 0.22158224576301
605 => 0.22160247489256
606 => 0.21890798079425
607 => 0.21591354369119
608 => 0.21590099689039
609 => 0.21536816573073
610 => 0.22294459532583
611 => 0.2271108655397
612 => 0.22758852170544
613 => 0.22707871547398
614 => 0.22727491965898
615 => 0.22485065881903
616 => 0.23039180020694
617 => 0.23547689950657
618 => 0.23411398426696
619 => 0.23207078057298
620 => 0.2304432704167
621 => 0.23373059459716
622 => 0.23358421522613
623 => 0.23543248560033
624 => 0.23534863738003
625 => 0.23472713357015
626 => 0.23411400646282
627 => 0.23654498613863
628 => 0.23584490303234
629 => 0.23514373250361
630 => 0.23373742766441
701 => 0.23392856784831
702 => 0.23188571694225
703 => 0.23094060063862
704 => 0.21672831908298
705 => 0.21293033305162
706 => 0.21412525677222
707 => 0.21451865668722
708 => 0.21286576829912
709 => 0.21523558565547
710 => 0.21486625213074
711 => 0.21630311282258
712 => 0.21540542464356
713 => 0.21544226607955
714 => 0.21808217560675
715 => 0.21884855257347
716 => 0.21845876706277
717 => 0.2187317594734
718 => 0.22502275435338
719 => 0.22412837605614
720 => 0.22365325541135
721 => 0.22378486707699
722 => 0.22539235114928
723 => 0.22584235892414
724 => 0.22393564436056
725 => 0.22483486197133
726 => 0.22866361643029
727 => 0.23000346380219
728 => 0.23427961345008
729 => 0.23246302907715
730 => 0.23579744831358
731 => 0.24604631625907
801 => 0.25423382114164
802 => 0.24670425328868
803 => 0.26173956333306
804 => 0.27344670888975
805 => 0.27299736914401
806 => 0.27095595752505
807 => 0.25762768355933
808 => 0.24536280714271
809 => 0.25562289705937
810 => 0.25564905213858
811 => 0.25476770131551
812 => 0.2492937070476
813 => 0.25457721818056
814 => 0.2549966041074
815 => 0.25476185951209
816 => 0.25056496094134
817 => 0.2441570725403
818 => 0.24540915859555
819 => 0.2474601010959
820 => 0.24357723907131
821 => 0.24233642938354
822 => 0.2446433306668
823 => 0.25207664726342
824 => 0.2506714218191
825 => 0.25063472570379
826 => 0.25664687606292
827 => 0.25234347390903
828 => 0.24542495141044
829 => 0.24367793323544
830 => 0.23747719564667
831 => 0.24176006718551
901 => 0.24191420010754
902 => 0.2395685151356
903 => 0.24561529081811
904 => 0.24555956871568
905 => 0.25130008228242
906 => 0.26227378818361
907 => 0.25902832336536
908 => 0.2552542008873
909 => 0.25566455264573
910 => 0.26016509860127
911 => 0.25744396577908
912 => 0.25842250411435
913 => 0.2601636174663
914 => 0.26121407438094
915 => 0.25551340806133
916 => 0.25418431004783
917 => 0.25146544196224
918 => 0.25075614002878
919 => 0.25297060135346
920 => 0.25238716903248
921 => 0.24190124583227
922 => 0.24080540851473
923 => 0.24083901628076
924 => 0.23808348124156
925 => 0.2338806289026
926 => 0.24492547391012
927 => 0.24403841828351
928 => 0.24305917752438
929 => 0.24317912892991
930 => 0.24797332180314
1001 => 0.24519244782412
1002 => 0.25258585707362
1003 => 0.25106599439815
1004 => 0.24950715298002
1005 => 0.24929167361256
1006 => 0.24869165266068
1007 => 0.24663395755872
1008 => 0.2441491670748
1009 => 0.24250849316845
1010 => 0.22370126599744
1011 => 0.22719177796377
1012 => 0.23120729381086
1013 => 0.23259343379011
1014 => 0.23022234543764
1015 => 0.24672758257883
1016 => 0.24974324845295
1017 => 0.24060859981323
1018 => 0.23889988001798
1019 => 0.24683960596414
1020 => 0.24205098062658
1021 => 0.24420729832287
1022 => 0.23954651890621
1023 => 0.24901686285288
1024 => 0.24894471469917
1025 => 0.2452605370065
1026 => 0.24837437876418
1027 => 0.2478332721309
1028 => 0.24367384458961
1029 => 0.24914872412497
1030 => 0.24915143959692
1031 => 0.24560549866865
1101 => 0.24146461597072
1102 => 0.24072432394761
1103 => 0.24016661335244
1104 => 0.24407013570474
1105 => 0.24757002163981
1106 => 0.25408244166968
1107 => 0.25571981879647
1108 => 0.2621106107287
1109 => 0.25830520529507
1110 => 0.25999209223555
1111 => 0.26182344663416
1112 => 0.26270146527869
1113 => 0.26127078101451
1114 => 0.27119831144017
1115 => 0.27203649917977
1116 => 0.27231753627856
1117 => 0.26897002887565
1118 => 0.2719433989433
1119 => 0.27055225755631
1120 => 0.27417162097505
1121 => 0.27473918337345
1122 => 0.27425847821362
1123 => 0.27443863147724
1124 => 0.26596723559531
1125 => 0.26552794902866
1126 => 0.25953824552202
1127 => 0.26197909397463
1128 => 0.25741604478538
1129 => 0.25886303468791
1130 => 0.25950085404951
1201 => 0.25916769341094
1202 => 0.26211709588392
1203 => 0.25960950125877
1204 => 0.25299154675628
1205 => 0.24637178919651
1206 => 0.24628868353269
1207 => 0.24454581821563
1208 => 0.2432860458131
1209 => 0.24352872267065
1210 => 0.24438394756951
1211 => 0.24323633858726
1212 => 0.24348123914888
1213 => 0.2475482202356
1214 => 0.24836382428816
1215 => 0.24559208304049
1216 => 0.23446314197072
1217 => 0.23173207191736
1218 => 0.23369511091224
1219 => 0.23275690470859
1220 => 0.18785298803142
1221 => 0.19840249718551
1222 => 0.19213433707363
1223 => 0.19502299363737
1224 => 0.18862482529533
1225 => 0.19167836658489
1226 => 0.19111448900618
1227 => 0.20807778754328
1228 => 0.20781292896888
1229 => 0.20793970275244
1230 => 0.20188845975566
1231 => 0.21152825415869
]
'min_raw' => 0.12306734731
'max_raw' => 0.27473918337345
'avg_raw' => 0.19890326534173
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.123067'
'max' => '$0.274739'
'avg' => '$0.1989032'
'bar_min_pct' => 61.631153054958
'bar_max_pct' => 60.119598047091
'min_diff' => 0.018976735253356
'max_diff' => 0.041563362824527
'year' => 2035
]
10 => [
'items' => [
101 => 0.21627716351742
102 => 0.21539826678325
103 => 0.21561946615615
104 => 0.21181852806108
105 => 0.20797650414164
106 => 0.20371510833175
107 => 0.21163225502209
108 => 0.21075200346033
109 => 0.2127709838385
110 => 0.21790581939652
111 => 0.21866194343778
112 => 0.21967818181709
113 => 0.21931393269888
114 => 0.22799182446367
115 => 0.22694087451238
116 => 0.22947336151605
117 => 0.22426384360925
118 => 0.21836877960572
119 => 0.21948923854863
120 => 0.21938132934227
121 => 0.21800752129283
122 => 0.21676730881291
123 => 0.21470270446155
124 => 0.22123541813323
125 => 0.22097020188829
126 => 0.22526374461361
127 => 0.22450481923166
128 => 0.21943652979046
129 => 0.21961754473938
130 => 0.22083495726366
131 => 0.22504843591036
201 => 0.22629928324821
202 => 0.22571984092367
203 => 0.22709133792626
204 => 0.22817531323668
205 => 0.22722746853608
206 => 0.24064695066905
207 => 0.23507424608441
208 => 0.23779034352433
209 => 0.23843811675958
210 => 0.2367788592387
211 => 0.23713869278142
212 => 0.23768374254987
213 => 0.24099317801223
214 => 0.24967809425832
215 => 0.25352458454349
216 => 0.2650969403489
217 => 0.25320518707103
218 => 0.25249957964449
219 => 0.25458411037671
220 => 0.26137830829276
221 => 0.26688436755716
222 => 0.26871104506734
223 => 0.26895247065547
224 => 0.27237943909979
225 => 0.2743437135029
226 => 0.27196331499243
227 => 0.26994617649292
228 => 0.26272103676413
229 => 0.26355736636114
301 => 0.26931884793638
302 => 0.27745728001098
303 => 0.28444090139053
304 => 0.28199548058719
305 => 0.30065231511862
306 => 0.30250206405607
307 => 0.30224648856246
308 => 0.30646049192154
309 => 0.29809655342063
310 => 0.29452080766782
311 => 0.27038230473201
312 => 0.27716423946023
313 => 0.28702217987677
314 => 0.28571744449726
315 => 0.27855834466327
316 => 0.28443547057133
317 => 0.28249230895141
318 => 0.28095965675992
319 => 0.28798103356835
320 => 0.28026074134522
321 => 0.28694516405612
322 => 0.27837232278789
323 => 0.28200665106343
324 => 0.27994363056155
325 => 0.28127865766055
326 => 0.2734741165189
327 => 0.27768525747441
328 => 0.27329891921021
329 => 0.27329683951475
330 => 0.27320001085446
331 => 0.27836051837029
401 => 0.27852880233511
402 => 0.27471517948382
403 => 0.27416557685096
404 => 0.27619774584303
405 => 0.27381860817922
406 => 0.27493179171801
407 => 0.27385232537459
408 => 0.27360931476365
409 => 0.27167296487082
410 => 0.27083873209593
411 => 0.2711658562625
412 => 0.27004921283795
413 => 0.26937639478391
414 => 0.27306617040892
415 => 0.2710948721376
416 => 0.27276404067645
417 => 0.27086181246057
418 => 0.26426786070296
419 => 0.26047560931739
420 => 0.24802024570692
421 => 0.25155257137602
422 => 0.25389450694908
423 => 0.25312049725616
424 => 0.25478336957855
425 => 0.25488545643386
426 => 0.25434483969087
427 => 0.25371887475979
428 => 0.25341418964936
429 => 0.25568506283862
430 => 0.25700338115905
501 => 0.2541295515149
502 => 0.25345625343842
503 => 0.25636185387715
504 => 0.25813426846626
505 => 0.27122078195852
506 => 0.27025129077014
507 => 0.27268452339995
508 => 0.27241057874684
509 => 0.27496099418724
510 => 0.27912984554632
511 => 0.27065340510414
512 => 0.27212462207165
513 => 0.27176391364657
514 => 0.27570203364867
515 => 0.27571432802946
516 => 0.27335322836452
517 => 0.27463321879735
518 => 0.27391876325244
519 => 0.27520988098655
520 => 0.27023834262424
521 => 0.27629313970512
522 => 0.27972581948748
523 => 0.27977348224959
524 => 0.28140054522299
525 => 0.2830537354371
526 => 0.28622689009056
527 => 0.28296523787605
528 => 0.27709784305758
529 => 0.2775214500119
530 => 0.27408139857663
531 => 0.27413922646275
601 => 0.27383053667457
602 => 0.27475693796598
603 => 0.27044163561164
604 => 0.2714544284489
605 => 0.27003651254583
606 => 0.27212153979939
607 => 0.26987839514191
608 => 0.27176373970205
609 => 0.27257739191404
610 => 0.27557978609297
611 => 0.26943493908051
612 => 0.25690518005254
613 => 0.25953908730886
614 => 0.25564333158781
615 => 0.25600389861198
616 => 0.25673230138462
617 => 0.25437130967993
618 => 0.25482171249379
619 => 0.25480562093584
620 => 0.25466695258282
621 => 0.2540527674546
622 => 0.25316207750586
623 => 0.25671031212173
624 => 0.25731322632485
625 => 0.25865342991313
626 => 0.26264096672307
627 => 0.26224251776316
628 => 0.26289240454826
629 => 0.26147370534535
630 => 0.25606970799908
701 => 0.2563631710544
702 => 0.25270368205215
703 => 0.25855984855169
704 => 0.25717303102698
705 => 0.25627894074701
706 => 0.25603497993044
707 => 0.26003240107285
708 => 0.26122849213056
709 => 0.26048316845008
710 => 0.25895448783685
711 => 0.2618900065281
712 => 0.26267542749029
713 => 0.26285125427852
714 => 0.26805243056954
715 => 0.26314194225532
716 => 0.26432394559861
717 => 0.2735455982652
718 => 0.26518283179769
719 => 0.26961277570748
720 => 0.26939595300541
721 => 0.27166216240853
722 => 0.26921005768866
723 => 0.26924045446548
724 => 0.27125269488913
725 => 0.26842686612359
726 => 0.26772715118152
727 => 0.26676050000051
728 => 0.26887114749002
729 => 0.27013638520361
730 => 0.28033327196044
731 => 0.28692092583988
801 => 0.28663493841128
802 => 0.28924832816272
803 => 0.28807097214379
804 => 0.28426897898783
805 => 0.29075851770137
806 => 0.28870495611858
807 => 0.28887424924039
808 => 0.28886794814194
809 => 0.29023338706903
810 => 0.28926584844854
811 => 0.28735873051177
812 => 0.28862476439967
813 => 0.29238443243133
814 => 0.30405455736231
815 => 0.31058531388227
816 => 0.30366139761954
817 => 0.30843742234264
818 => 0.30557350938039
819 => 0.30505305120112
820 => 0.30805274767268
821 => 0.31105769471582
822 => 0.31086629257992
823 => 0.30868485533234
824 => 0.3074526167831
825 => 0.31678353990812
826 => 0.32365840511851
827 => 0.32318958540084
828 => 0.32525880316628
829 => 0.33133409052412
830 => 0.33188953866214
831 => 0.33181956496358
901 => 0.33044282879848
902 => 0.33642473817803
903 => 0.34141495222413
904 => 0.33012415415399
905 => 0.3344235422517
906 => 0.33635367608639
907 => 0.33918768520063
908 => 0.34396913361142
909 => 0.34916305480209
910 => 0.3498975322069
911 => 0.34937638534021
912 => 0.34595085469487
913 => 0.35163410523807
914 => 0.35496322011765
915 => 0.356945631843
916 => 0.36197269813664
917 => 0.33636559593586
918 => 0.31823961624259
919 => 0.31540898277117
920 => 0.32116518724447
921 => 0.32268305245921
922 => 0.32207120289439
923 => 0.30166876480764
924 => 0.31530156815702
925 => 0.32996931828229
926 => 0.3305327663009
927 => 0.3378757487018
928 => 0.34026692477055
929 => 0.34617898806999
930 => 0.34580918690092
1001 => 0.34724868023286
1002 => 0.3469177656444
1003 => 0.35786861797479
1004 => 0.36994903431253
1005 => 0.36953072790812
1006 => 0.36779402513057
1007 => 0.37037332490706
1008 => 0.38284160918369
1009 => 0.38169372936768
1010 => 0.38280879683276
1011 => 0.39750960667662
1012 => 0.41662275063945
1013 => 0.40774277634044
1014 => 0.42700976542552
1015 => 0.43913731375538
1016 => 0.46011065457996
1017 => 0.45748468901284
1018 => 0.46564945668637
1019 => 0.45278366259215
1020 => 0.42324119874583
1021 => 0.41856599075814
1022 => 0.42792587554462
1023 => 0.45093623896796
1024 => 0.42720119731348
1025 => 0.4320027653276
1026 => 0.43061991341652
1027 => 0.43054622711492
1028 => 0.43335853354312
1029 => 0.42927913638897
1030 => 0.41265893851344
1031 => 0.42027587725636
1101 => 0.41733461141228
1102 => 0.42059816515218
1103 => 0.43821021869448
1104 => 0.43042351000451
1105 => 0.42222084494047
1106 => 0.43250880724787
1107 => 0.44560891859259
1108 => 0.4447891371678
1109 => 0.44319841856166
1110 => 0.45216521605717
1111 => 0.4669757384946
1112 => 0.47097896319594
1113 => 0.47393406182815
1114 => 0.47434152000273
1115 => 0.47853859243475
1116 => 0.45596987616933
1117 => 0.49178700848828
1118 => 0.49797163781145
1119 => 0.49680918382532
1120 => 0.50368313902904
1121 => 0.50166064703269
1122 => 0.49873037344926
1123 => 0.50962705457935
1124 => 0.49713488898052
1125 => 0.4794038326329
1126 => 0.46967622444007
1127 => 0.48248632361216
1128 => 0.49030900416571
1129 => 0.49547929839567
1130 => 0.49704382630568
1201 => 0.45772182136812
1202 => 0.43652944160515
1203 => 0.45011351406209
1204 => 0.46668701998215
1205 => 0.45587780950713
1206 => 0.45630151009321
1207 => 0.44089041656637
1208 => 0.46805055979934
1209 => 0.46409355538306
1210 => 0.48462250129456
1211 => 0.47972310359769
1212 => 0.49646366205943
1213 => 0.49205531197925
1214 => 0.51035412669456
1215 => 0.51765401930513
1216 => 0.52991167513583
1217 => 0.53892845666254
1218 => 0.54422328323856
1219 => 0.54390540171133
1220 => 0.56488614247767
1221 => 0.55251453265901
1222 => 0.53697287496222
1223 => 0.53669177540779
1224 => 0.54474102015595
1225 => 0.56161002894564
1226 => 0.56598391749071
1227 => 0.56842832449056
1228 => 0.56468463007988
1229 => 0.55125613430298
1230 => 0.54545777791054
1231 => 0.55039814555146
]
'min_raw' => 0.20371510833175
'max_raw' => 0.56842832449056
'avg_raw' => 0.38607171641116
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.203715'
'max' => '$0.568428'
'avg' => '$0.386071'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.080647761021751
'max_diff' => 0.29368914111711
'year' => 2036
]
11 => [
'items' => [
101 => 0.54435650045725
102 => 0.55478607487607
103 => 0.56910810819
104 => 0.56615066494614
105 => 0.57603695430572
106 => 0.58626822372492
107 => 0.60089939850944
108 => 0.60472452938894
109 => 0.61104732527607
110 => 0.61755555917417
111 => 0.61964582850042
112 => 0.6236368012167
113 => 0.62361576682049
114 => 0.63564283172447
115 => 0.64890905676076
116 => 0.65391674959815
117 => 0.66543166315192
118 => 0.64571277722178
119 => 0.66066977871403
120 => 0.67416136845806
121 => 0.65807613897227
122 => 0.68024588044063
123 => 0.68110668126413
124 => 0.69410375170921
125 => 0.68092873087571
126 => 0.67310544556094
127 => 0.69569097713001
128 => 0.70661940441871
129 => 0.70332767318086
130 => 0.67827743592803
131 => 0.66369712339166
201 => 0.62553763315174
202 => 0.67073919770823
203 => 0.69275556125598
204 => 0.6782204188652
205 => 0.68555109922837
206 => 0.72554491430872
207 => 0.74077196968356
208 => 0.73760484861075
209 => 0.7381400399368
210 => 0.74635628262646
211 => 0.78279162747989
212 => 0.76095872427903
213 => 0.77764916071281
214 => 0.78650170801545
215 => 0.79472444730795
216 => 0.774531998429
217 => 0.74826191912347
218 => 0.7399410822645
219 => 0.67677518541079
220 => 0.67348712616397
221 => 0.67164143887033
222 => 0.66000464156163
223 => 0.65086130646403
224 => 0.64359018692415
225 => 0.62450859791142
226 => 0.6309480740573
227 => 0.60053600380814
228 => 0.61999256861596
301 => 0.57145417017319
302 => 0.61187839072262
303 => 0.58987732534134
304 => 0.60465044902811
305 => 0.60459890699128
306 => 0.57739690246079
307 => 0.56170735393896
308 => 0.57170534490343
309 => 0.58242398485886
310 => 0.5841630481298
311 => 0.59806004461714
312 => 0.60193839762182
313 => 0.59018680695466
314 => 0.57044831975236
315 => 0.57503312014249
316 => 0.56161444310539
317 => 0.53809872773982
318 => 0.55498812506037
319 => 0.56075490787999
320 => 0.5633018476995
321 => 0.54017684243562
322 => 0.53291046371342
323 => 0.52904190465254
324 => 0.56746317196417
325 => 0.56956797571861
326 => 0.55879950212164
327 => 0.60747402388849
328 => 0.59645748052136
329 => 0.6087656585811
330 => 0.57461709756269
331 => 0.57592161858073
401 => 0.55975514253965
402 => 0.56880728887833
403 => 0.56240952361045
404 => 0.56807596490922
405 => 0.57147240646009
406 => 0.58763622974154
407 => 0.61206295562019
408 => 0.58522189355929
409 => 0.57352685844827
410 => 0.58078239245578
411 => 0.60010483564085
412 => 0.6293793261639
413 => 0.61204823857023
414 => 0.61973948094335
415 => 0.62141967524232
416 => 0.60864037288248
417 => 0.62985051727012
418 => 0.64121720595836
419 => 0.65287707654768
420 => 0.66300101547824
421 => 0.64821986782826
422 => 0.66403781460803
423 => 0.65129134174702
424 => 0.63985643788455
425 => 0.63987377991359
426 => 0.63270049768337
427 => 0.61880135947061
428 => 0.61623814513313
429 => 0.62957230981495
430 => 0.64026504713968
501 => 0.6411457522005
502 => 0.64706580099615
503 => 0.65056922489206
504 => 0.68490754174584
505 => 0.69871869684588
506 => 0.71560671587043
507 => 0.72218555103709
508 => 0.7419854862458
509 => 0.72599543049265
510 => 0.72253588134829
511 => 0.67450771504142
512 => 0.68237232458358
513 => 0.69496432328253
514 => 0.67471535246204
515 => 0.68755866377704
516 => 0.69009420548915
517 => 0.67402730018193
518 => 0.68260932851651
519 => 0.65981800565393
520 => 0.6125597441771
521 => 0.62990312922463
522 => 0.6426736983399
523 => 0.62444852161259
524 => 0.65711644548454
525 => 0.63803251876138
526 => 0.63198383018017
527 => 0.6083857395117
528 => 0.61952312993341
529 => 0.63458660995084
530 => 0.62527913061758
531 => 0.64459354775915
601 => 0.67194791339852
602 => 0.69144226333377
603 => 0.69293879745949
604 => 0.68040523647113
605 => 0.70049034794309
606 => 0.70063664605275
607 => 0.67798055826229
608 => 0.66410383064026
609 => 0.66095100892765
610 => 0.66882737571286
611 => 0.67839073904762
612 => 0.69346949756694
613 => 0.70258127553756
614 => 0.72633995997131
615 => 0.73276837876422
616 => 0.73983126204283
617 => 0.74926945221559
618 => 0.76060241942028
619 => 0.73580653236261
620 => 0.73679171918072
621 => 0.71370213247505
622 => 0.68902759769835
623 => 0.70775249386968
624 => 0.73223280474515
625 => 0.72661699438197
626 => 0.72598510099552
627 => 0.72704777039892
628 => 0.72281363278031
629 => 0.7036627852558
630 => 0.69404534951964
701 => 0.70645429528882
702 => 0.7130490977065
703 => 0.72327706112912
704 => 0.72201624875117
705 => 0.74836238412475
706 => 0.75859969566515
707 => 0.75598055329385
708 => 0.75646253852335
709 => 0.77499670206951
710 => 0.79561050377428
711 => 0.81491804930152
712 => 0.83455851389019
713 => 0.81088116724816
714 => 0.79885927083906
715 => 0.81126279925071
716 => 0.80468131248318
717 => 0.84250048764515
718 => 0.84511900527827
719 => 0.88293544568341
720 => 0.91882775072585
721 => 0.89628443700613
722 => 0.91754176647068
723 => 0.94053330142208
724 => 0.98488770258546
725 => 0.96995070068028
726 => 0.95850919131358
727 => 0.94769702024701
728 => 0.97019543185271
729 => 0.99913927896254
730 => 1.0053735064093
731 => 1.0154753365312
801 => 1.004854497351
802 => 1.0176461282964
803 => 1.0628062064613
804 => 1.0506035547021
805 => 1.0332738275299
806 => 1.068923372021
807 => 1.0818248035883
808 => 1.1723738068593
809 => 1.2866956638818
810 => 1.2393656643967
811 => 1.2099864063868
812 => 1.2168912289044
813 => 1.25863770105
814 => 1.2720453429363
815 => 1.2355987503979
816 => 1.2484723030353
817 => 1.3194068437668
818 => 1.3574609490168
819 => 1.3057783627392
820 => 1.1631881569603
821 => 1.0317134752067
822 => 1.0665864811898
823 => 1.0626329645467
824 => 1.1388432792986
825 => 1.0503125254933
826 => 1.0518031563376
827 => 1.1295894196905
828 => 1.1088373782221
829 => 1.075221728764
830 => 1.0319589066491
831 => 0.95198357864294
901 => 0.8811472003509
902 => 1.0200736508252
903 => 1.0140828896594
904 => 1.0054073797103
905 => 1.0247137883139
906 => 1.1184602282734
907 => 1.1162990694047
908 => 1.1025508793151
909 => 1.1129787603271
910 => 1.0733936708045
911 => 1.0835956497102
912 => 1.0316926489454
913 => 1.0551549729519
914 => 1.0751496046778
915 => 1.0791638230224
916 => 1.0882080619237
917 => 1.0109260307473
918 => 1.0456233938643
919 => 1.0660048439923
920 => 0.97392071083064
921 => 1.0641846367527
922 => 1.0095807225215
923 => 0.99104733390822
924 => 1.0160001000878
925 => 1.0062759828402
926 => 0.99791575785014
927 => 0.99325060865876
928 => 1.0115731662047
929 => 1.010718396995
930 => 0.98073913659464
1001 => 0.94163241351333
1002 => 0.95475791341385
1003 => 0.94998929624777
1004 => 0.93270721247406
1005 => 0.94435325029079
1006 => 0.89306999367078
1007 => 0.80483981612778
1008 => 0.86312737397612
1009 => 0.86088336640362
1010 => 0.85975183602792
1011 => 0.90355332480117
1012 => 0.8993428223279
1013 => 0.89170071910956
1014 => 0.93256685925545
1015 => 0.91765016837505
1016 => 0.96361989485406
1017 => 0.99389852984863
1018 => 0.98621888860277
1019 => 1.0146960911645
1020 => 0.95506029842177
1021 => 0.97486891659819
1022 => 0.97895144535079
1023 => 0.93206257742954
1024 => 0.90003171260469
1025 => 0.89789561909947
1026 => 0.84235851361826
1027 => 0.87202598708647
1028 => 0.89813213601503
1029 => 0.88562931659724
1030 => 0.88167129748068
1031 => 0.9018919587576
1101 => 0.90346327731707
1102 => 0.8676370476403
1103 => 0.87508645525924
1104 => 0.90615172339121
1105 => 0.87430369020759
1106 => 0.8124281640785
1107 => 0.79708217810241
1108 => 0.79503474069056
1109 => 0.7534152096179
1110 => 0.79810767026502
1111 => 0.77859821350907
1112 => 0.84022835364192
1113 => 0.80502554812711
1114 => 0.80350802554032
1115 => 0.80121406757823
1116 => 0.76539041790281
1117 => 0.77323352047002
1118 => 0.79930518794168
1119 => 0.80860785261392
1120 => 0.80763750847412
1121 => 0.79917742254772
1122 => 0.80305040656218
1123 => 0.79057417561453
1124 => 0.78616855879662
1125 => 0.77226322025893
1126 => 0.75182621405634
1127 => 0.75466810511626
1128 => 0.71417704819537
1129 => 0.69211537136183
1130 => 0.68600898998253
1201 => 0.67784328159889
1202 => 0.68693132847258
1203 => 0.71406234211854
1204 => 0.68133658349588
1205 => 0.62523056578237
1206 => 0.62860263304695
1207 => 0.63617866701472
1208 => 0.62206077783627
1209 => 0.60869938055349
1210 => 0.62031603144644
1211 => 0.59654317210867
1212 => 0.63905150348951
1213 => 0.63790177225388
1214 => 0.65374624949508
1215 => 0.66365412627541
1216 => 0.64081967800995
1217 => 0.6350768760221
1218 => 0.63834823703018
1219 => 0.58427992661338
1220 => 0.64932771502134
1221 => 0.64989025099666
1222 => 0.64507347645047
1223 => 0.67970941565255
1224 => 0.7528020505893
1225 => 0.72530166118167
1226 => 0.71465267919936
1227 => 0.69440895666664
1228 => 0.72138251498819
1229 => 0.71931136656215
1230 => 0.7099448479199
1231 => 0.70427994821975
]
'min_raw' => 0.52904190465254
'max_raw' => 1.3574609490168
'avg_raw' => 0.94325142683466
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$0.529041'
'max' => '$1.35'
'avg' => '$0.943251'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.32532679632079
'max_diff' => 0.78903262452621
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.0166060208644
]
1 => [
'year' => 2028
'avg' => 0.028500752565612
]
2 => [
'year' => 2029
'avg' => 0.077858919248382
]
3 => [
'year' => 2030
'avg' => 0.060068040249145
]
4 => [
'year' => 2031
'avg' => 0.058994259674936
]
5 => [
'year' => 2032
'avg' => 0.10343550338697
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.0166060208644
'min' => '$0.016606'
'max_raw' => 0.10343550338697
'max' => '$0.103435'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.10343550338697
]
1 => [
'year' => 2033
'avg' => 0.26604675085866
]
2 => [
'year' => 2034
'avg' => 0.16863321630279
]
3 => [
'year' => 2035
'avg' => 0.19890326534173
]
4 => [
'year' => 2036
'avg' => 0.38607171641116
]
5 => [
'year' => 2037
'avg' => 0.94325142683466
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.10343550338697
'min' => '$0.103435'
'max_raw' => 0.94325142683466
'max' => '$0.943251'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 0.94325142683466
]
]
]
]
'prediction_2025_max_price' => '$0.028393'
'last_price' => 0.02753086
'sma_50day_nextmonth' => '$0.025323'
'sma_200day_nextmonth' => '$0.037552'
'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' => '$0.026499'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.026168'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.025642'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.025351'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.025976'
'daily_sma50_action' => 'BUY'
'daily_sma100' => '$0.030657'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.042321'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.026741'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.026361'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.02590033'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.025735'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$0.027072'
'daily_ema50_action' => 'BUY'
'daily_ema100' => '$0.031322'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.039122'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.034719'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.047515'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '$0.0750058'
'weekly_sma100_action' => 'SELL'
'weekly_sma200' => '$0.097165'
'weekly_sma200_action' => 'SELL'
'weekly_ema3' => '$0.026572'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$0.026562'
'weekly_ema5_action' => 'BUY'
'weekly_ema10' => '$0.028362'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.034296'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.058041'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$1.19'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$8.48'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '65.27'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 117.43
'stoch_rsi_14_action' => 'SELL'
'momentum_10' => 0
'momentum_10_action' => 'BUY'
'vwma_10' => '0.0269079'
'vwma_10_action' => 'BUY'
'hma_9' => '0.026663'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 100
'stochastic_fast_14_action' => 'SELL'
'cci_20' => 331.85
'cci_20_action' => 'SELL'
'adx_14' => 16.29
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '0.000348'
'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' => 81.75
'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' => 1767710564
'last_updated_date' => '6 Ocak 2026'
]
Pancake Bunny için 2026 fiyat tahmini
Pancake Bunny için 2026 fiyat tahmini, ortalama fiyatın alt sınırda $0.009511 ile üst sınırda $0.028393 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 $0.016606 ve üst sınırda $0.103435 fiyat aralığında bulunuyor. Piyasadaki fiyat dalgalanmaları göz önüne alındığında, Pancake Bunny üst fiyat hedefine ulaşırsa, bugünün fiyatına kıyasla 2032 yılına kadar 275.71% artış gösterebilir.
| Pancake Bunny Fiyat Tahmini | Potansiyel Düşük ($) | Ortalama Fiyat ($) | Potansiyel Yüksek ($) |
|---|---|---|---|
| 2027 | $0.009156 | $0.016606 | $0.024055 |
| 2028 | $0.016525 | $0.02850075 | $0.040476 |
| 2029 | $0.0363016 | $0.077858 | $0.119416 |
| 2030 | $0.030873 | $0.060068 | $0.089263 |
| 2031 | $0.0365014 | $0.058994 | $0.081487 |
| 2032 | $0.055716 | $0.103435 | $0.151154 |
Pancake Bunny fiyat tahmini 2032-2037
Pancake Bunny için 2032-2037 fiyat tahmini, şu anda alt sınırda $0.103435 ve üst sınırda $0.943251 olarak tahmin edilmektedir. Mevcut fiyata kıyasla, Pancake Bunny üst fiyat hedefine ulaşırsa, 2037 yılına kadar potansiyel olarak 3326.16% artış gösterebilir. Lütfen bu bilgilerin sadece genel amaçlar için olduğunu ve uzun vadeli yatırım tavsiyesi olarak değerlendirilmemesi gerektiğini unutmayın.
| Pancake Bunny Fiyat Tahmini | Potansiyel Düşük ($) | Ortalama Fiyat ($) | Potansiyel Yüksek ($) |
|---|---|---|---|
| 2032 | $0.055716 | $0.103435 | $0.151154 |
| 2033 | $0.129473 | $0.266046 | $0.402619 |
| 2034 | $0.10409 | $0.168633 | $0.233175 |
| 2035 | $0.123067 | $0.1989032 | $0.274739 |
| 2036 | $0.203715 | $0.386071 | $0.568428 |
| 2037 | $0.529041 | $0.943251 | $1.35 |
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 $0.037552 seviyesine ulaşması bekleniyor. Pancake Bunny için kısa vadeli 50 günlük SMA'nın 4 Şub 2026 tarihinde $0.025323 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 65.27 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 | $0.026499 | BUY |
| SMA 5 | $0.026168 | BUY |
| SMA 10 | $0.025642 | BUY |
| SMA 21 | $0.025351 | BUY |
| SMA 50 | $0.025976 | BUY |
| SMA 100 | $0.030657 | SELL |
| SMA 200 | $0.042321 | SELL |
Günlük Üstel Hareketli Ortalama (EMA)
| Dönem | Değer | İşlem |
|---|---|---|
| EMA 3 | $0.026741 | BUY |
| EMA 5 | $0.026361 | BUY |
| EMA 10 | $0.02590033 | BUY |
| EMA 21 | $0.025735 | BUY |
| EMA 50 | $0.027072 | BUY |
| EMA 100 | $0.031322 | SELL |
| EMA 200 | $0.039122 | SELL |
Haftalık Basit Hareketli Ortalama (SMA)
| Dönem | Değer | İşlem |
|---|---|---|
| SMA 21 | $0.034719 | SELL |
| SMA 50 | $0.047515 | SELL |
| SMA 100 | $0.0750058 | SELL |
| SMA 200 | $0.097165 | SELL |
Haftalık Üstel Hareketli Ortalama (EMA)
| Dönem | Değer | İşlem |
|---|---|---|
| EMA 21 | $0.034296 | SELL |
| EMA 50 | $0.058041 | 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) | 65.27 | NEUTRAL |
| Stoch RSI (14) | 117.43 | SELL |
| Hızlı Stokastik (14) | 100 | SELL |
| Emtia Kanal Endeksi (20) | 331.85 | SELL |
| Ortalama Yön Endeksi (14) | 16.29 | NEUTRAL |
| Harika Osilatör (5, 34) | 0.000348 | BUY |
| Momentum (10) | 0 | BUY |
| MACD (12, 26) | 0 | BUY |
| Williams Yüzde Aralığı (14) | -0 | SELL |
| Ultimate Osilatör (7, 14, 28) | 81.75 | SELL |
| VWMA (10) | 0.0269079 | BUY |
| Hull Hareketli Ortalaması (9) | 0.026663 | 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 | $0.038685 | $0.054359 | $0.076384 | $0.107332 | $0.15082 | $0.211927 |
| Amazon.com hisseleri | $0.057444 | $0.119861 | $0.250099 | $0.521846 | $1.08 | $2.27 |
| Apple hisseleri | $0.03905 | $0.05539 | $0.078566 | $0.11144 | $0.15807 | $0.22421 |
| Netflix hisseleri | $0.043439 | $0.06854 | $0.108146 | $0.170637 | $0.269239 | $0.424818 |
| Google hisseleri | $0.035652 | $0.046169 | $0.059789 | $0.077427 | $0.100267 | $0.129846 |
| Tesla hisseleri | $0.06241 | $0.141479 | $0.320723 | $0.727056 | $1.64 | $3.73 |
| Kodak hisseleri | $0.020645 | $0.015481 | $0.0116096 | $0.0087059 | $0.006528 | $0.004895 |
| Nokia hisseleri | $0.018238 | $0.012081 | $0.0080037 | $0.0053021 | $0.003512 | $0.002326 |
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 $0.02753 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 | $0.028246 | $0.02898 | $0.029733 | $0.0305068 |
| Pancake Bunny, Bitcoin'in geçmiş yıllık ortama büyümesine göre %2 oranında büyüme gösterirse | $0.028962 | $0.030467 | $0.032051 | $0.033717 |
| Pancake Bunny, Bitcoin'in geçmiş yıllık ortama büyümesine göre %5 oranında büyüme gösterirse | $0.0311089 | $0.035152 | $0.03972 | $0.044882 |
| Pancake Bunny, Bitcoin'in geçmiş yıllık ortama büyümesine göre %10 oranında büyüme gösterirse | $0.034687 | $0.0437032 | $0.055063 | $0.069375 |
| Pancake Bunny, Bitcoin'in geçmiş yıllık ortama büyümesine göre %20 oranında büyüme gösterirse | $0.041843 | $0.063595 | $0.096657 | $0.1469058 |
| Pancake Bunny, Bitcoin'in geçmiş yıllık ortama büyümesine göre %50 oranında büyüme gösterirse | $0.063311 | $0.145595 | $0.334819 | $0.769971 |
| Pancake Bunny, Bitcoin'in geçmiş yıllık ortama büyümesine göre %100 oranında büyüme gösterirse | $0.099092 | $0.356665 | $1.28 | $4.62 |
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 4.3382% 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 $0.028393 seviyesine kadar yükselebilir gibi görünmektedir. Pancake Bunny'ın uzun vadeli beş yıllık görünümüne bakıldığında, dijital para birimi $0.089263 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 $0.027766 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 $0.024332 seviyesine ulaşacaktır 5 Şubat 2026 itibariyle.
2026 yılında Pancake Bunny fiyatı ne kadar yükselebilir?
Son Pancake Bunny değer tahminimize göre, BUNNY fiyatı $0.009511 ve $0.028393 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 $0.089263 seviyesine kadar artış gösteren bir eğilimde görünmektedir. Pancake Bunny'ın 2030 tahminine dayanarak, Pancake Bunny değeri yaklaşık olarak $0.089263 seviyesine ulaşabilirken, en düşük zirve yaklaşık $0.030873 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 $0.028393 seviyesine ulaşacaktır. Fiyat, 2026 yılı boyunca $0.028393 ve $0.009511 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 $0.024055 seviyesine ulaşacaktır. Fiyat, 2027 yılı boyunca $0.024055 ve $0.009156 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 $0.040476 seviyesine ulaşacaktır. Fiyat, yıl boyunca $0.040476 ve $0.016525 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 $0.119416 seviyesine ulaşacaktır. Fiyat aralığı $0.119416 ve $0.0363016 arasında olacaktır.
2030 yılında Pancake Bunny ne kadar olacak?
Yeni deneysel simülasyona göre, BUNNY'ın değeri 224.23% oranında artacaktır, $0.089263 seviyesine ulaşacaktır. Fiyat 2030 yılı boyunca $0.089263 ve $0.030873 arasında olacaktır.
2031 yılında Pancake Bunny ne kadar olacak?
Pancake Bunny'ın değeri 2031 yılında 195.98% oranında artacaktır, ve en iyi durumda $0.081487 seviyesine ulaşacaktır. Yıl boyunca fiyat $0.081487 ve $0.0365014 arasında olacaktır.
2032 yılında Pancake Bunny ne kadar olacak?
Pancake Bunny fiyatı 449.04% oranında artacaktır, 2032 yılında $0.151154 seviyesine ulaşabilir. Fiyat $0.151154 ve $0.055716 arasında olacaktır.
2033 yılında Pancake Bunny ne kadar olacak?
BUNNY'ın değeri 1362.43% oranında artacaktır, ve 2033 yılı için $0.402619 seviyesine ulaşacaktır. Fiyat aralığı $0.402619 ve $0.129473 arasında olacaktır.
2034 yılında Pancake Bunny ne kadar olacak?
Yeni simülasyon sonuçlarına göre, BUNNY'ın değeri 746.96% oranında artacaktır, ve $0.233175 seviyesine ulaşacaktır. Yıl boyunca fiyat aralığı $0.233175 ve $0.10409 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 $0.274739 seviyesine ulaşacaktır. Yıl boyunca fiyat $0.274739 ve $0.123067 arasında olacaktır.
2036 yılında Pancake Bunny ne kadar olacak?
BUNNY'ın değeri 2036 yılında 1964.7% oranında artacaktır, ve $0.568428 seviyesine ulaşacaktır. Fiyat $0.568428 ve $0.203715 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 $1.35 seviyesine ulaşacaktır. Fiyat 2037 yılı boyunca $1.35 ve $0.529041 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