Pancake Bunny Geleceği Fiyat Tahmini - BUNNY
2026 yılına kadar Pancake Bunny fiyat tahmini $0.028362 olacak
| Yıl | Min. fiyat | Max. fiyat |
|---|---|---|
| 2026 | $0.0095016 | $0.028362 |
| 2027 | $0.009146 | $0.024029 |
| 2028 | $0.0165076 | $0.040432 |
| 2029 | $0.036262 | $0.119287 |
| 2030 | $0.030839 | $0.089166 |
| 2031 | $0.036462 | $0.081398 |
| 2032 | $0.055656 | $0.15099 |
| 2033 | $0.129333 | $0.402184 |
| 2034 | $0.103978 | $0.232923 |
| 2035 | $0.122934 | $0.274442 |
Yatırım Kârı Hesaplayıcı
Bugün Pancake Bunny’de $10,000.00 tutarında short açıp Apr 06, 2026 tarihinde kapatırsanız, tahminimize göre yaklaşık $3,954.43 kazanç elde edebilir ve önümüzdeki 90 gün içinde 39.54% getiri sağlayabilirsiniz.
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' => 0.0275
'ticker' => 'BUNNY'
'marketcap' => '$14.03K'
'low24h' => '$0.02633'
'high24h' => '$0.0275'
'volume24h' => '$1.24K'
'current_supply' => '510.23K'
'max_supply' => '15.27M'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.0275'
'change_24h_pct' => '4.368%'
'ath_price' => '$512.75'
'ath_days' => 1715
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '27 Nis 2021'
'ath_pct' => '-99.99%'
'fdv' => '$420.06K'
'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' => '$0.027736'
'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' => '$0.024306'
'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' => '$0.0095016'
'current_year_max_price_prediction' => '$0.028362'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.030839'
'grand_prediction_max_price' => '$0.089166'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.028022251758411
107 => 0.028126876674399
108 => 0.028362601952402
109 => 0.026348355260961
110 => 0.027252692890242
111 => 0.027783906522468
112 => 0.025383864006354
113 => 0.02773646539865
114 => 0.026313291707357
115 => 0.025830245181181
116 => 0.026480603692137
117 => 0.026227158347923
118 => 0.026009260923778
119 => 0.025887670417152
120 => 0.026365221930148
121 => 0.02634294358127
122 => 0.025561576617253
123 => 0.024542315265286
124 => 0.02488441283112
125 => 0.024760125578271
126 => 0.024309692540571
127 => 0.024613230022488
128 => 0.023276604568928
129 => 0.020977009947824
130 => 0.022496192593014
131 => 0.022437705713727
201 => 0.022408213977022
202 => 0.023549837747757
203 => 0.023440096963943
204 => 0.023240916366734
205 => 0.024306034432704
206 => 0.023917252010765
207 => 0.025115387826521
208 => 0.025904557565344
209 => 0.025704398592611
210 => 0.026446616546363
211 => 0.024892294068097
212 => 0.025408577646783
213 => 0.025514982976812
214 => 0.024292891041104
215 => 0.023458051913362
216 => 0.023402377661404
217 => 0.021954881661818
218 => 0.022728122341018
219 => 0.02340854213984
220 => 0.023082673858913
221 => 0.02297951369621
222 => 0.023506536594752
223 => 0.023547490787614
224 => 0.022613730850217
225 => 0.022807889109533
226 => 0.023617561327008
227 => 0.022787487447058
228 => 0.021174789490113
301 => 0.020774818099498
302 => 0.020721454543054
303 => 0.019636700409573
304 => 0.020801546100356
305 => 0.020293059740405
306 => 0.021899362058888
307 => 0.020981850789343
308 => 0.020942298712319
309 => 0.02088250994687
310 => 0.019948817253554
311 => 0.020153236614124
312 => 0.020832757702606
313 => 0.02107521848233
314 => 0.021049927836582
315 => 0.020829427678561
316 => 0.02093037152176
317 => 0.020605196231651
318 => 0.020490370068775
319 => 0.020127947113315
320 => 0.019595285490686
321 => 0.019669355356316
322 => 0.018614013303392
323 => 0.018039006941717
324 => 0.017879852759267
325 => 0.017667025134985
326 => 0.017903892205743
327 => 0.018611023651953
328 => 0.017758073101518
329 => 0.016295749210323
330 => 0.016383637367862
331 => 0.016581095963625
401 => 0.01621313317674
402 => 0.015864887279729
403 => 0.016167658833098
404 => 0.015548052922923
405 => 0.016655972377668
406 => 0.016626006261325
407 => 0.017038970120775
408 => 0.01729720489696
409 => 0.016702057342355
410 => 0.016552379341822
411 => 0.016637642733411
412 => 0.015228428796988
413 => 0.016923807277495
414 => 0.016938468980996
415 => 0.016812926574238
416 => 0.017715663276169
417 => 0.019620719287883
418 => 0.018903960585576
419 => 0.018626409951896
420 => 0.018098785994382
421 => 0.018801813590558
422 => 0.018747832040111
423 => 0.018503706997093
424 => 0.018356059409359
425 => 0.018628104616881
426 => 0.018322349997556
427 => 0.01826742806635
428 => 0.017934660918893
429 => 0.017815878187192
430 => 0.017727936181517
501 => 0.017631120674272
502 => 0.017844671558333
503 => 0.017360737160091
504 => 0.016777159716485
505 => 0.016728641566445
506 => 0.016862604444466
507 => 0.016803335843305
508 => 0.016728357811185
509 => 0.016585204328816
510 => 0.016542733748587
511 => 0.016680742530534
512 => 0.016524938662128
513 => 0.016754835757037
514 => 0.016692316468008
515 => 0.016343088801662
516 => 0.015907821828752
517 => 0.015903947039689
518 => 0.015810169484357
519 => 0.015690729668091
520 => 0.015657504243619
521 => 0.016142160257371
522 => 0.017145383701306
523 => 0.016948426934159
524 => 0.017090748383364
525 => 0.017790829052736
526 => 0.01801336364537
527 => 0.017855413862539
528 => 0.017639202457883
529 => 0.017648714662396
530 => 0.018387574483751
531 => 0.018433656264505
601 => 0.018550090057924
602 => 0.018699740386654
603 => 0.017880899960628
604 => 0.017610147351967
605 => 0.017481849745201
606 => 0.017086742773783
607 => 0.017512831768546
608 => 0.017264567958247
609 => 0.017298067228156
610 => 0.017276250784681
611 => 0.01728816403804
612 => 0.016655662691601
613 => 0.016886112938951
614 => 0.016502944706171
615 => 0.01598992545513
616 => 0.015988205634713
617 => 0.016113766369611
618 => 0.016039077931302
619 => 0.015838093264226
620 => 0.015866642187563
621 => 0.01561652357854
622 => 0.015897011115242
623 => 0.015905054494162
624 => 0.015797051514272
625 => 0.016229181264383
626 => 0.016406225175588
627 => 0.016335135300576
628 => 0.016401237320446
629 => 0.01695661137704
630 => 0.017047161580934
701 => 0.017087378000093
702 => 0.017033493326075
703 => 0.016411388538686
704 => 0.0164389815314
705 => 0.016236522459099
706 => 0.016065465877617
707 => 0.016072307243802
708 => 0.016160252562484
709 => 0.016544314927089
710 => 0.017352551531689
711 => 0.01738322352002
712 => 0.017420398864643
713 => 0.017269188055231
714 => 0.017223581428221
715 => 0.017283748341317
716 => 0.017587279514943
717 => 0.018368044101418
718 => 0.018092069751044
719 => 0.017867698308394
720 => 0.018064532553705
721 => 0.018034231464477
722 => 0.017778459777456
723 => 0.017771281118075
724 => 0.017280373475526
725 => 0.017098896097502
726 => 0.016947240017079
727 => 0.016781635536339
728 => 0.016683459649044
729 => 0.016834302432072
730 => 0.01686880196127
731 => 0.016538981579898
801 => 0.016494028280646
802 => 0.016763366723741
803 => 0.016644840916884
804 => 0.016766747648535
805 => 0.016795031055975
806 => 0.016790476775955
807 => 0.016666722220994
808 => 0.016745599683912
809 => 0.016559030969607
810 => 0.016356165514515
811 => 0.016226749993131
812 => 0.016113817786246
813 => 0.016176479138284
814 => 0.015953102859778
815 => 0.015881640292607
816 => 0.016718877774274
817 => 0.017337354103802
818 => 0.017328361213027
819 => 0.017273619303219
820 => 0.017192283929235
821 => 0.017581329325729
822 => 0.017445793688799
823 => 0.017544407189047
824 => 0.017569508463656
825 => 0.017645482461876
826 => 0.017672636636054
827 => 0.017590557861902
828 => 0.017315091470768
829 => 0.01662865541462
830 => 0.016309117577485
831 => 0.016203664768907
901 => 0.016207497778215
902 => 0.016101766270182
903 => 0.016132908937851
904 => 0.01609093612129
905 => 0.016011449761037
906 => 0.016171571079525
907 => 0.016190023569848
908 => 0.016152649340805
909 => 0.016161452324712
910 => 0.015852009670983
911 => 0.015875535923872
912 => 0.015744538758215
913 => 0.015719978368849
914 => 0.015388828941296
915 => 0.014802149729509
916 => 0.015127226963168
917 => 0.014734579377684
918 => 0.01458587778748
919 => 0.015289807987666
920 => 0.015219152919552
921 => 0.01509822215596
922 => 0.014919340352429
923 => 0.014852991351449
924 => 0.014449875825035
925 => 0.014426057609196
926 => 0.014625852549122
927 => 0.014533654058871
928 => 0.014404172460259
929 => 0.013935203235425
930 => 0.013407926556338
1001 => 0.013423841724937
1002 => 0.013591558626223
1003 => 0.014079218136418
1004 => 0.01388868112919
1005 => 0.013750444344285
1006 => 0.013724556749855
1007 => 0.014048594193498
1008 => 0.014507175064196
1009 => 0.014722330948559
1010 => 0.014509118001537
1011 => 0.014264190448198
1012 => 0.014279098053485
1013 => 0.014378271672732
1014 => 0.014388693417876
1015 => 0.014229270759612
1016 => 0.014274147304089
1017 => 0.01420597572943
1018 => 0.013787606901583
1019 => 0.013780039936149
1020 => 0.013677365478687
1021 => 0.01367425653692
1022 => 0.013499581671433
1023 => 0.013475143450281
1024 => 0.013128315902849
1025 => 0.013356598844859
1026 => 0.013203478632751
1027 => 0.012972690355698
1028 => 0.012932902369744
1029 => 0.012931706294841
1030 => 0.013168674252061
1031 => 0.013353829736309
1101 => 0.013206142224397
1102 => 0.013172516640737
1103 => 0.013531549902528
1104 => 0.013485859647305
1105 => 0.013446292180951
1106 => 0.014466114176984
1107 => 0.013658845489421
1108 => 0.013306830264358
1109 => 0.012871144577464
1110 => 0.013013006034035
1111 => 0.013042898327313
1112 => 0.011995152788581
1113 => 0.011570082554006
1114 => 0.011424214467934
1115 => 0.011340265322127
1116 => 0.011378522002038
1117 => 0.010995908935155
1118 => 0.011253031243937
1119 => 0.010921720669493
1120 => 0.01086617537351
1121 => 0.011458599722119
1122 => 0.011541032109335
1123 => 0.011189349935736
1124 => 0.011415186823359
1125 => 0.011333295228539
1126 => 0.010927400038373
1127 => 0.010911897827672
1128 => 0.010708233889152
1129 => 0.010389539262478
1130 => 0.01024388726637
1201 => 0.010168030442188
1202 => 0.010199330446266
1203 => 0.010183504206408
1204 => 0.010080227286057
1205 => 0.010189423918591
1206 => 0.00991047164563
1207 => 0.0097993906028658
1208 => 0.0097492178729098
1209 => 0.0095016316747631
1210 => 0.0098956514180965
1211 => 0.0099732782712631
1212 => 0.010051058073311
1213 => 0.010728078147608
1214 => 0.010694256137935
1215 => 0.010999990633392
1216 => 0.010988110353108
1217 => 0.010900909922434
1218 => 0.010533025649191
1219 => 0.010679657763599
1220 => 0.010228346907141
1221 => 0.010566499686954
1222 => 0.010412180879845
1223 => 0.01051432434304
1224 => 0.010330661186311
1225 => 0.010432307960511
1226 => 0.0099916864779153
1227 => 0.0095802403371793
1228 => 0.0097458182750731
1229 => 0.0099258204296976
1230 => 0.01031611096462
1231 => 0.010083657141847
]
'min_raw' => 0.0095016316747631
'max_raw' => 0.028362601952402
'avg_raw' => 0.018932116813583
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.0095016'
'max' => '$0.028362'
'avg' => '$0.018932'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.017999488325237
'max_diff' => 0.00086148195240218
'year' => 2026
]
1 => [
'items' => [
101 => 0.010167256326568
102 => 0.0098872130520867
103 => 0.0093094037864246
104 => 0.0093126741241183
105 => 0.0092237907568553
106 => 0.009146982550356
107 => 0.010110357259674
108 => 0.0099905463858697
109 => 0.0097996434389223
110 => 0.010055174619593
111 => 0.010122741119587
112 => 0.010124664642855
113 => 0.010311093596058
114 => 0.010410590761801
115 => 0.010428127568509
116 => 0.010721477554438
117 => 0.010819804600341
118 => 0.011224799786653
119 => 0.010402149122436
120 => 0.010385207173367
121 => 0.010058770467334
122 => 0.0098517391476078
123 => 0.010072946078919
124 => 0.010268905222303
125 => 0.010064859464153
126 => 0.010091503532526
127 => 0.0098175887733611
128 => 0.0099155004108753
129 => 0.0099998351032244
130 => 0.0099532704430733
131 => 0.0098835608930721
201 => 0.010252838807234
202 => 0.010232002700105
203 => 0.010575882783435
204 => 0.010843961899491
205 => 0.011324407600338
206 => 0.010823037465304
207 => 0.010804765544817
208 => 0.01098337649848
209 => 0.010819777255935
210 => 0.01092316632997
211 => 0.011307750022122
212 => 0.011315875669518
213 => 0.011179760606328
214 => 0.011171477992363
215 => 0.011197620379184
216 => 0.011350737155339
217 => 0.011297233448947
218 => 0.011359149292532
219 => 0.011436576003024
220 => 0.011756845705864
221 => 0.011834061646951
222 => 0.011646466941986
223 => 0.011663404643435
224 => 0.011593239074188
225 => 0.011525460013468
226 => 0.011677817443631
227 => 0.011956253641846
228 => 0.011954521504708
301 => 0.012019113290667
302 => 0.012059353438213
303 => 0.011886613267359
304 => 0.011774165767965
305 => 0.011817285294453
306 => 0.011886234356328
307 => 0.011794926042959
308 => 0.011231328834719
309 => 0.01140228822497
310 => 0.011373832222945
311 => 0.011333307415693
312 => 0.011505208404581
313 => 0.011488628134847
314 => 0.010991984685134
315 => 0.011023778187429
316 => 0.010993918153312
317 => 0.011090402032332
318 => 0.010814566809835
319 => 0.010899411866496
320 => 0.010952625890662
321 => 0.010983969359704
322 => 0.011097203462305
323 => 0.011083916747308
324 => 0.011096377541445
325 => 0.011264273822906
326 => 0.012113435599491
327 => 0.012159653601421
328 => 0.011932059256479
329 => 0.012022978708183
330 => 0.01184843324281
331 => 0.011965606783068
401 => 0.012045773943428
402 => 0.011683513961021
403 => 0.011662063275911
404 => 0.011486797399312
405 => 0.01158097535383
406 => 0.011431131456558
407 => 0.011467897907631
408 => 0.011365095705188
409 => 0.011550119201871
410 => 0.011757004220908
411 => 0.011809271546853
412 => 0.011671778714789
413 => 0.011572224843155
414 => 0.011397441039651
415 => 0.01168811040019
416 => 0.0117731109792
417 => 0.011687663928335
418 => 0.011667863979594
419 => 0.011630343112508
420 => 0.011675824208919
421 => 0.011772648047792
422 => 0.011726987713435
423 => 0.011757147168709
424 => 0.011642210425499
425 => 0.011886670451543
426 => 0.012274931805411
427 => 0.012276180129151
428 => 0.012230519548667
429 => 0.012211836222904
430 => 0.012258686749396
501 => 0.012284101238108
502 => 0.012435607249865
503 => 0.012598179236746
504 => 0.013356831763803
505 => 0.013143805170002
506 => 0.013816926824448
507 => 0.014349278659207
508 => 0.014508907697527
509 => 0.014362056493399
510 => 0.013859686456825
511 => 0.013835037786148
512 => 0.014585790715948
513 => 0.014373668626617
514 => 0.014348437379058
515 => 0.014080019533895
516 => 0.014238687724583
517 => 0.014203984663758
518 => 0.014149204184513
519 => 0.014451932039424
520 => 0.015018611559115
521 => 0.014930289241685
522 => 0.014864360728877
523 => 0.014575481177255
524 => 0.014749451190915
525 => 0.014687503801227
526 => 0.014953669100113
527 => 0.014795998673336
528 => 0.014372061593163
529 => 0.014439574970495
530 => 0.014429370459329
531 => 0.014639378576021
601 => 0.014576339352112
602 => 0.014417061039118
603 => 0.015016674710123
604 => 0.014977739133554
605 => 0.015032940879217
606 => 0.015057242394828
607 => 0.015422216669991
608 => 0.015571734952651
609 => 0.015605678220501
610 => 0.015747709024869
611 => 0.015602144364701
612 => 0.016184506791216
613 => 0.016571743823059
614 => 0.01702153956258
615 => 0.017678812031717
616 => 0.017925952560223
617 => 0.017881308835817
618 => 0.01837964532057
619 => 0.019275144906274
620 => 0.018062314905401
621 => 0.019339427841301
622 => 0.018935108630773
623 => 0.017976475056003
624 => 0.017914750355335
625 => 0.018563948142134
626 => 0.020003806350283
627 => 0.019643138199878
628 => 0.020004396274171
629 => 0.019582969541156
630 => 0.019562042151798
701 => 0.019983928518391
702 => 0.020969689009762
703 => 0.020501391150991
704 => 0.019829971339097
705 => 0.02032573727975
706 => 0.019896258940984
707 => 0.018928524040327
708 => 0.019642862403741
709 => 0.019165204683311
710 => 0.019304610599814
711 => 0.020308576081933
712 => 0.020187776298961
713 => 0.020344102403885
714 => 0.020068190920461
715 => 0.019810446087695
716 => 0.019329346216954
717 => 0.019186916263165
718 => 0.019226278778299
719 => 0.019186896757057
720 => 0.018917725800914
721 => 0.018859598358563
722 => 0.018762716741356
723 => 0.018792744405602
724 => 0.018610578621536
725 => 0.01895436309344
726 => 0.019018172520843
727 => 0.019268350190249
728 => 0.019294324465819
729 => 0.019991065714058
730 => 0.019607312342789
731 => 0.019864767235908
801 => 0.019841738047008
802 => 0.0179972515524
803 => 0.018251405517314
804 => 0.018646789328814
805 => 0.018468669457664
806 => 0.018216849633488
807 => 0.018013491623741
808 => 0.01770538344455
809 => 0.018139039790067
810 => 0.018709251770212
811 => 0.019308785982629
812 => 0.02002908705581
813 => 0.019868324241505
814 => 0.019295320455097
815 => 0.019321024986375
816 => 0.01947992028438
817 => 0.019274136436304
818 => 0.019213446762128
819 => 0.019471582455102
820 => 0.01947336009375
821 => 0.01923658090673
822 => 0.01897344417049
823 => 0.018972341617957
824 => 0.018925518977343
825 => 0.019591299184904
826 => 0.019957410981092
827 => 0.019999385108506
828 => 0.019954585787885
829 => 0.01997182726837
830 => 0.019758794880892
831 => 0.020245723745876
901 => 0.020692577824659
902 => 0.0205728113859
903 => 0.020393264468398
904 => 0.020250246700457
905 => 0.020539120944943
906 => 0.020526257829566
907 => 0.020688674944108
908 => 0.020681306765625
909 => 0.020626691998822
910 => 0.020572813336365
911 => 0.020786436142837
912 => 0.020724916205251
913 => 0.020663300710209
914 => 0.020539721402042
915 => 0.020556517882457
916 => 0.020377001966261
917 => 0.02029394968934
918 => 0.019045042714719
919 => 0.018711293961888
920 => 0.018816298113611
921 => 0.01885086820679
922 => 0.018705620321847
923 => 0.018913868477734
924 => 0.018881413223229
925 => 0.019007677632822
926 => 0.018928793111471
927 => 0.018932030559744
928 => 0.019164013117082
929 => 0.019231358640401
930 => 0.019197106163696
1001 => 0.019221095424274
1002 => 0.019773917809066
1003 => 0.019695324144213
1004 => 0.01965357282619
1005 => 0.019665138226616
1006 => 0.019806396198576
1007 => 0.019845940718325
1008 => 0.019678387809403
1009 => 0.019757406729863
1010 => 0.020093859264186
1011 => 0.020211598609635
1012 => 0.020587366082215
1013 => 0.020427733381129
1014 => 0.020720746112715
1015 => 0.021621367354208
1016 => 0.022340845920163
1017 => 0.021679183697202
1018 => 0.023000414458535
1019 => 0.024029182125528
1020 => 0.023989696308967
1021 => 0.023810306870402
1022 => 0.022639082232733
1023 => 0.021561303859174
1024 => 0.022462911233543
1025 => 0.022465209616157
1026 => 0.022387760743103
1027 => 0.0219067324442
1028 => 0.022371022000991
1029 => 0.022407875619957
1030 => 0.022387247393504
1031 => 0.022018444124565
1101 => 0.021455349699134
1102 => 0.021565377002006
1103 => 0.021745603968606
1104 => 0.021404396721548
1105 => 0.021295360331637
1106 => 0.021498079725503
1107 => 0.022151283850805
1108 => 0.022027799394671
1109 => 0.022024574716481
1110 => 0.022552893585383
1111 => 0.022174731293597
1112 => 0.021566764798651
1113 => 0.021413245240584
1114 => 0.020868354232613
1115 => 0.021244712392654
1116 => 0.021258256852816
1117 => 0.021052129334849
1118 => 0.0215834909107
1119 => 0.021578594320235
1120 => 0.022083043053772
1121 => 0.023047359570004
1122 => 0.02276216372502
1123 => 0.022430511986524
1124 => 0.022466571726204
1125 => 0.02286205806747
1126 => 0.022622937997465
1127 => 0.022708927241843
1128 => 0.022861927912449
1129 => 0.022954237015819
1130 => 0.022453289866786
1201 => 0.022336495123274
1202 => 0.022097574067433
1203 => 0.022035244023637
1204 => 0.022229840238368
1205 => 0.022178571010972
1206 => 0.021257118493386
1207 => 0.021160821578385
1208 => 0.021163774867288
1209 => 0.020921631695849
1210 => 0.020552305238384
1211 => 0.021522873117264
1212 => 0.021444922933501
1213 => 0.021358871963492
1214 => 0.021369412716318
1215 => 0.021790703336943
1216 => 0.021546333501294
1217 => 0.022196030760794
1218 => 0.022062472535928
1219 => 0.021925489046556
1220 => 0.021906553755705
1221 => 0.021853826799179
1222 => 0.021673006446414
1223 => 0.021454655004832
1224 => 0.021310480469822
1225 => 0.019657791765675
1226 => 0.019964521175917
1227 => 0.020317385403134
1228 => 0.020439192720355
1229 => 0.020230832875439
1230 => 0.02168123376306
1231 => 0.021946235981639
]
'min_raw' => 0.009146982550356
'max_raw' => 0.024029182125528
'avg_raw' => 0.016588082337942
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.009146'
'max' => '$0.024029'
'avg' => '$0.016588'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.0003546491244072
'max_diff' => -0.0043334198268739
'year' => 2027
]
2 => [
'items' => [
101 => 0.021143526975896
102 => 0.020993372895314
103 => 0.021691077839585
104 => 0.021270276467229
105 => 0.021459763299435
106 => 0.021050196411962
107 => 0.021882404707354
108 => 0.021876064674473
109 => 0.021552316851289
110 => 0.021825946294515
111 => 0.021778396445065
112 => 0.021412885950045
113 => 0.021893992041995
114 => 0.021894230664615
115 => 0.021582630423684
116 => 0.021218749560342
117 => 0.021153696256458
118 => 0.021104687330664
119 => 0.021447710107991
120 => 0.021755263257539
121 => 0.022327543419955
122 => 0.022471428249827
123 => 0.023033020319776
124 => 0.022698619585543
125 => 0.022846855099814
126 => 0.023007785719749
127 => 0.023084941776973
128 => 0.022959220122148
129 => 0.023831603767296
130 => 0.023905259676091
131 => 0.023929955865189
201 => 0.023635793008456
202 => 0.023897078474908
203 => 0.02377483165802
204 => 0.024092883914419
205 => 0.024142758569317
206 => 0.024100516510961
207 => 0.024116347513644
208 => 0.023371921971531
209 => 0.023333319580014
210 => 0.022806973232591
211 => 0.023021463259722
212 => 0.022620484434775
213 => 0.022747638950706
214 => 0.022803687449755
215 => 0.022774410894576
216 => 0.023033590204038
217 => 0.02281323484416
218 => 0.022231680819669
219 => 0.021649968351172
220 => 0.021642665424983
221 => 0.021489510800106
222 => 0.021378808057988
223 => 0.021400133333511
224 => 0.021475286385952
225 => 0.02137444002596
226 => 0.021395960709904
227 => 0.021753347454951
228 => 0.021825018817905
229 => 0.02158145152278
301 => 0.020603493686258
302 => 0.020363500380154
303 => 0.020536002809308
304 => 0.020453557758752
305 => 0.016507617446044
306 => 0.017434657591555
307 => 0.016883841816401
308 => 0.017137683067407
309 => 0.016575442794029
310 => 0.016843773322022
311 => 0.016794222471364
312 => 0.018284875592233
313 => 0.018261601094077
314 => 0.018272741364685
315 => 0.017740987222732
316 => 0.018588086009562
317 => 0.019005397332641
318 => 0.01892816411312
319 => 0.018947602050549
320 => 0.018613593884551
321 => 0.018275975293838
322 => 0.017901504317607
323 => 0.018597225105432
324 => 0.018519872830175
325 => 0.018697291119143
326 => 0.019148515781196
327 => 0.019214960326719
328 => 0.019304262469716
329 => 0.019272254008411
330 => 0.020034825415938
331 => 0.019942472986879
401 => 0.020165015769305
402 => 0.019707228381492
403 => 0.019189198498604
404 => 0.019287659043668
405 => 0.019278176501409
406 => 0.019157452854891
407 => 0.019048468944734
408 => 0.018867041440349
409 => 0.019441104910442
410 => 0.019417798981919
411 => 0.019795094874524
412 => 0.01972840416065
413 => 0.019283027251408
414 => 0.019298933974852
415 => 0.019405914334523
416 => 0.019776174580824
417 => 0.019886093031166
418 => 0.019835174425475
419 => 0.019955694988307
420 => 0.02005094952715
421 => 0.019967657491821
422 => 0.021146897064726
423 => 0.02065719457776
424 => 0.020895872162579
425 => 0.020952795360189
426 => 0.020806987786478
427 => 0.020838608228238
428 => 0.02088650458145
429 => 0.021177321859085
430 => 0.021940510544257
501 => 0.022278521617719
502 => 0.023295444609401
503 => 0.022250454503409
504 => 0.022188449115119
505 => 0.022371627654053
506 => 0.022968669102401
507 => 0.023452515119036
508 => 0.0236130347565
509 => 0.023634250076481
510 => 0.023935395587507
511 => 0.024108006578396
512 => 0.023898828601555
513 => 0.02372157216803
514 => 0.02308666162502
515 => 0.023160154249177
516 => 0.023666445550493
517 => 0.024381611834011
518 => 0.024995298905638
519 => 0.024780407082308
520 => 0.026419880004333
521 => 0.026582427047906
522 => 0.026559968302259
523 => 0.02693027465776
524 => 0.026195291953668
525 => 0.025881072608049
526 => 0.023759897020904
527 => 0.024355860839264
528 => 0.025222129248978
529 => 0.025107475376613
530 => 0.024478368102057
531 => 0.024994821671357
601 => 0.02482406597035
602 => 0.024689383864306
603 => 0.025306388701507
604 => 0.024627966537842
605 => 0.02521536146893
606 => 0.024462021393988
607 => 0.024781388690056
608 => 0.02460010036675
609 => 0.02471741612979
610 => 0.024031590576211
611 => 0.024401645397448
612 => 0.02401619507902
613 => 0.024016012325382
614 => 0.024007503488239
615 => 0.024460984078521
616 => 0.02447577206429
617 => 0.0241406492229
618 => 0.024092352785853
619 => 0.024270930026803
620 => 0.024061862847104
621 => 0.024159684064632
622 => 0.024064825752131
623 => 0.024043471147965
624 => 0.023873314028786
625 => 0.023800005663277
626 => 0.023828751762317
627 => 0.023730626506663
628 => 0.023671502490786
629 => 0.023995742233351
630 => 0.023822514018692
701 => 0.023969192525012
702 => 0.023802033854757
703 => 0.023222589076088
704 => 0.022889344256358
705 => 0.02179482678401
706 => 0.022105230581423
707 => 0.022311028620244
708 => 0.022243012369642
709 => 0.022389137594731
710 => 0.022398108496771
711 => 0.022350601696525
712 => 0.022295594907837
713 => 0.02226882064517
714 => 0.022468374063348
715 => 0.022584221539259
716 => 0.022331683206662
717 => 0.022272517008722
718 => 0.022527847206001
719 => 0.022683598478841
720 => 0.023833578368417
721 => 0.023748384143811
722 => 0.02396220492905
723 => 0.023938131989979
724 => 0.024162250237232
725 => 0.024528588852051
726 => 0.023783720018236
727 => 0.02391300349216
728 => 0.023881306169945
729 => 0.024227369222401
730 => 0.024228449593477
731 => 0.024020967506398
801 => 0.024133446911816
802 => 0.024070663993423
803 => 0.02418412121258
804 => 0.023747246323001
805 => 0.024279312780778
806 => 0.024580960176732
807 => 0.024585148551117
808 => 0.024728127022778
809 => 0.024873401430739
810 => 0.025152243006087
811 => 0.024865624690544
812 => 0.024350026242613
813 => 0.024387250785181
814 => 0.024084955603809
815 => 0.024090037240422
816 => 0.024062911065927
817 => 0.024144318757549
818 => 0.023765110733361
819 => 0.023854110098688
820 => 0.02372951046605
821 => 0.023912732636892
822 => 0.023715615868776
823 => 0.023881290884536
824 => 0.023952790729125
825 => 0.024216626694937
826 => 0.023676647082107
827 => 0.022575592098141
828 => 0.022807047204772
829 => 0.022464706921659
830 => 0.022496391818242
831 => 0.022560400351955
901 => 0.022352927751903
902 => 0.02239250698578
903 => 0.022391092937031
904 => 0.022378907428844
905 => 0.022324935792599
906 => 0.02224666624208
907 => 0.022558468041249
908 => 0.022611449242785
909 => 0.022729219890817
910 => 0.023079625454765
911 => 0.023044611675794
912 => 0.023101720602003
913 => 0.022977052136742
914 => 0.022502174830788
915 => 0.022527962953205
916 => 0.022206384653439
917 => 0.022720996410685
918 => 0.022599129554026
919 => 0.022520561198747
920 => 0.022499123095078
921 => 0.022850397246643
922 => 0.022955503978339
923 => 0.022890008516597
924 => 0.022755675413755
925 => 0.023013634683228
926 => 0.023082653701311
927 => 0.023098104514136
928 => 0.023555158880859
929 => 0.023123648775995
930 => 0.023227517547078
1001 => 0.024037872048412
1002 => 0.023302992336979
1003 => 0.023692274509898
1004 => 0.023673221173261
1005 => 0.023872364760336
1006 => 0.023656885586555
1007 => 0.023659556709163
1008 => 0.023836382723331
1009 => 0.023588062477172
1010 => 0.023526574892088
1011 => 0.023441630233676
1012 => 0.02362710378768
1013 => 0.023738286795058
1014 => 0.024634340179602
1015 => 0.025213231531017
1016 => 0.025188100330735
1017 => 0.025417752457679
1018 => 0.025314292071118
1019 => 0.024980191191443
1020 => 0.025550460653787
1021 => 0.025370003534813
1022 => 0.025384880200446
1023 => 0.025384326490208
1024 => 0.02550431469849
1025 => 0.025419292056165
1026 => 0.025251703700745
1027 => 0.025362956672094
1028 => 0.025693338223333
1029 => 0.026718852695724
1030 => 0.027292744180734
1031 => 0.026684303707727
1101 => 0.027103997798665
1102 => 0.026852330896397
1103 => 0.026806595533813
1104 => 0.027070194438072
1105 => 0.027334254737317
1106 => 0.027317435237819
1107 => 0.027125741020214
1108 => 0.027017457820749
1109 => 0.02783741448463
1110 => 0.02844154458698
1111 => 0.028400346964139
1112 => 0.028582179873173
1113 => 0.029116046917978
1114 => 0.029164857029915
1115 => 0.029158708077698
1116 => 0.029037727122453
1117 => 0.029563388559459
1118 => 0.030001904578343
1119 => 0.02900972352679
1120 => 0.029387533082618
1121 => 0.029557143964492
1122 => 0.029806183060365
1123 => 0.030226353758902
1124 => 0.030682770582286
1125 => 0.030747312925469
1126 => 0.030701517044345
1127 => 0.03040049788018
1128 => 0.030899914614513
1129 => 0.031192461224721
1130 => 0.03136666603629
1201 => 0.031808420453512
1202 => 0.029558191423556
1203 => 0.027965367472514
1204 => 0.027716625011902
1205 => 0.028222452586871
1206 => 0.028355835284491
1207 => 0.028302068886328
1208 => 0.026509200716212
1209 => 0.027707185932029
1210 => 0.028996117294791
1211 => 0.029045630397773
1212 => 0.029690896388255
1213 => 0.029901021445103
1214 => 0.030420545144388
1215 => 0.030388048795546
1216 => 0.030514544548894
1217 => 0.030485465365801
1218 => 0.031447773620105
1219 => 0.03250934252876
1220 => 0.032472583773036
1221 => 0.032319970682503
1222 => 0.032546627146343
1223 => 0.033642280024714
1224 => 0.033541409865153
1225 => 0.033639396633066
1226 => 0.034931233124955
1227 => 0.03661080432601
1228 => 0.035830474876928
1229 => 0.037523565247684
1230 => 0.038589275889211
1231 => 0.040432312247194
]
'min_raw' => 0.016507617446044
'max_raw' => 0.040432312247194
'avg_raw' => 0.028469964846619
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.0165076'
'max' => '$0.040432'
'avg' => '$0.028469'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.0073606348956882
'max_diff' => 0.016403130121666
'year' => 2028
]
3 => [
'items' => [
101 => 0.04020155501803
102 => 0.040919035547367
103 => 0.039788451417337
104 => 0.037192401726038
105 => 0.036781566925111
106 => 0.037604068600561
107 => 0.039626108711116
108 => 0.03754038736165
109 => 0.037962326074197
110 => 0.037840807696598
111 => 0.037834332498676
112 => 0.038081464466841
113 => 0.037722986657481
114 => 0.036262483573224
115 => 0.03693182352994
116 => 0.036673359228307
117 => 0.036960144640759
118 => 0.038507807232461
119 => 0.037823548709002
120 => 0.037102737939186
121 => 0.03800679460525
122 => 0.039157969408724
123 => 0.039085930958383
124 => 0.038946146254984
125 => 0.039734105309153
126 => 0.0410355828163
127 => 0.041387366956721
128 => 0.041647046817271
129 => 0.041682852282713
130 => 0.042051670829744
131 => 0.040068440548118
201 => 0.043215877938024
202 => 0.043759353429057
203 => 0.043657202561494
204 => 0.044261252696833
205 => 0.044083525823744
206 => 0.043826027469129
207 => 0.04478357541879
208 => 0.043685823964639
209 => 0.042127703978536
210 => 0.041272888538042
211 => 0.04239857846608
212 => 0.043085998023968
213 => 0.043540338623637
214 => 0.043677821814576
215 => 0.040222393069348
216 => 0.038360108622534
217 => 0.039553811601808
218 => 0.0410102116215
219 => 0.040060350172473
220 => 0.04009758294295
221 => 0.038743330135836
222 => 0.041130032945134
223 => 0.04078231042115
224 => 0.042586295490692
225 => 0.042155759975961
226 => 0.043626839769875
227 => 0.043239455158885
228 => 0.044847467020724
301 => 0.045488946487595
302 => 0.046566090350777
303 => 0.047358441761299
304 => 0.047823725664824
305 => 0.047795791764493
306 => 0.049639478393781
307 => 0.048552320801994
308 => 0.047186594643339
309 => 0.04716189296594
310 => 0.047869221895997
311 => 0.04935158928718
312 => 0.049735945584146
313 => 0.049950748319299
314 => 0.049621770453075
315 => 0.048441738804477
316 => 0.047932207121509
317 => 0.048366342877952
318 => 0.047835432153533
319 => 0.048751933011119
320 => 0.050010484442606
321 => 0.049750598548856
322 => 0.050619358127392
323 => 0.051518432895003
324 => 0.052804150192663
325 => 0.053140284304245
326 => 0.053695901208654
327 => 0.054267813513936
328 => 0.054451496332924
329 => 0.054802203827804
330 => 0.054800355426192
331 => 0.055857236067348
401 => 0.057023008143411
402 => 0.05746306011444
403 => 0.058474935357213
404 => 0.056742134464302
405 => 0.058056483846557
406 => 0.05924205988965
407 => 0.057828567255511
408 => 0.059776737550126
409 => 0.059852380588017
410 => 0.060994500652622
411 => 0.059836743163416
412 => 0.059149270462019
413 => 0.061133978391687
414 => 0.06209431604114
415 => 0.061805054525638
416 => 0.059603760110064
417 => 0.058322512342241
418 => 0.054969239799611
419 => 0.05894133597695
420 => 0.060876028157297
421 => 0.059598749724704
422 => 0.060242934671255
423 => 0.063757398861964
424 => 0.065095479281082
425 => 0.064817167907794
426 => 0.064864197948484
427 => 0.065586201854762
428 => 0.068787964790013
429 => 0.066869394222927
430 => 0.068336069533997
501 => 0.069113988830497
502 => 0.069836563627
503 => 0.068062148298899
504 => 0.065753660028377
505 => 0.065022464889358
506 => 0.059471749556989
507 => 0.059182810718404
508 => 0.059020620592564
509 => 0.057998034791389
510 => 0.05719456246149
511 => 0.056555611433739
512 => 0.054878813129992
513 => 0.055444683334576
514 => 0.052772216813408
515 => 0.054481966187253
516 => 0.050216645090509
517 => 0.053768931244578
518 => 0.05183558339355
519 => 0.053133774478292
520 => 0.053129245211894
521 => 0.050738863833027
522 => 0.049360141739683
523 => 0.050238717118228
524 => 0.051180619665429
525 => 0.051333440184772
526 => 0.05255464142339
527 => 0.052895452439456
528 => 0.051862779149832
529 => 0.050128255791361
530 => 0.050531146007268
531 => 0.049351977182317
601 => 0.047285529172664
602 => 0.048769688209918
603 => 0.049276445359102
604 => 0.0495002581855
605 => 0.047468143901164
606 => 0.046829609473678
607 => 0.046489659102308
608 => 0.049865935355451
609 => 0.050050895390111
610 => 0.049104613702077
611 => 0.053381896662101
612 => 0.052413815795311
613 => 0.053495399309086
614 => 0.05049458794307
615 => 0.05060922297838
616 => 0.049188590787572
617 => 0.049984049887747
618 => 0.049421845034587
619 => 0.049919784653333
620 => 0.050218247607727
621 => 0.051638646686771
622 => 0.053785149920442
623 => 0.051426486430497
624 => 0.050398782971245
625 => 0.051036364417341
626 => 0.052734327827797
627 => 0.055306829311785
628 => 0.053783856656847
629 => 0.054459726059356
630 => 0.054607373456467
701 => 0.053484389804228
702 => 0.05534823532085
703 => 0.056347085275062
704 => 0.057371698645209
705 => 0.058261341725492
706 => 0.056962445533441
707 => 0.058352450648391
708 => 0.057232351894675
709 => 0.056227507518911
710 => 0.056229031453047
711 => 0.055598677897696
712 => 0.054377288454545
713 => 0.054152045501751
714 => 0.055323787787231
715 => 0.056263414135777
716 => 0.05634080626235
717 => 0.056861031688651
718 => 0.057168895737188
719 => 0.060186381933725
720 => 0.061400039843928
721 => 0.062884077763155
722 => 0.063462194168488
723 => 0.065202117282339
724 => 0.063796988058258
725 => 0.063492979511951
726 => 0.059272495162262
727 => 0.059963599238088
728 => 0.061070123545109
729 => 0.059290741340527
730 => 0.060419349792009
731 => 0.060642161007527
801 => 0.059230278614104
802 => 0.059984426004268
803 => 0.057981634125111
804 => 0.053828805310409
805 => 0.05535285860647
806 => 0.056475074823163
807 => 0.05487353391368
808 => 0.057744234005736
809 => 0.056067230275235
810 => 0.055535700603042
811 => 0.053462013847806
812 => 0.054440714172755
813 => 0.055764420375886
814 => 0.054946523839714
815 => 0.056643781960053
816 => 0.059047552100661
817 => 0.060760621849845
818 => 0.060892130073915
819 => 0.05979074099195
820 => 0.061555724024771
821 => 0.061568579999289
822 => 0.0595776719281
823 => 0.058358251819918
824 => 0.058081197005658
825 => 0.058773334251477
826 => 0.059613716643485
827 => 0.060938765447908
828 => 0.061739464689205
829 => 0.063827263652446
830 => 0.064392162190012
831 => 0.065012814416261
901 => 0.065842197192589
902 => 0.066838083864949
903 => 0.064659140521685
904 => 0.064745714002771
905 => 0.062716712131048
906 => 0.06054843264281
907 => 0.062193886494529
908 => 0.064345098520098
909 => 0.063851608104554
910 => 0.063796080351711
911 => 0.063889462629879
912 => 0.063517386972449
913 => 0.061834502563662
914 => 0.060989368548983
915 => 0.062079807044601
916 => 0.062659326575188
917 => 0.063558110827715
918 => 0.063447316697557
919 => 0.065762488409684
920 => 0.066662094129858
921 => 0.066431936490338
922 => 0.066474291035062
923 => 0.068102984220667
924 => 0.069914426009361
925 => 0.071611080285269
926 => 0.07333698988772
927 => 0.071256338498567
928 => 0.070199912039893
929 => 0.071289874484176
930 => 0.070711525068907
1001 => 0.074034892358621
1002 => 0.074264995099154
1003 => 0.077588122071586
1004 => 0.080742165279023
1005 => 0.078761167250985
1006 => 0.080629159165314
1007 => 0.082649544720276
1008 => 0.086547196251541
1009 => 0.085234604336845
1010 => 0.084229179501126
1011 => 0.083279057889549
1012 => 0.085256110135683
1013 => 0.087799556266153
1014 => 0.088347390201832
1015 => 0.089235090466303
1016 => 0.088301782181036
1017 => 0.089425849210105
1018 => 0.093394299762798
1019 => 0.092321989392979
1020 => 0.090799136285341
1021 => 0.09393184686265
1022 => 0.095065562642474
1023 => 0.10302257371684
1024 => 0.11306862888597
1025 => 0.10890949607999
1026 => 0.10632778813295
1027 => 0.10693455073944
1028 => 0.11060303000677
1029 => 0.11178122911573
1030 => 0.108578477788
1031 => 0.1097097437015
1101 => 0.11594313010849
1102 => 0.11928714192486
1103 => 0.11474552471752
1104 => 0.10221538296563
1105 => 0.090662020024895
1106 => 0.093726492131491
1107 => 0.093379076096244
1108 => 0.10007607215976
1109 => 0.092296415145295
1110 => 0.092427404617376
1111 => 0.099262887467247
1112 => 0.097439297832745
1113 => 0.094485316172565
1114 => 0.090683587360086
1115 => 0.083655740032865
1116 => 0.077430979669125
1117 => 0.089639168219117
1118 => 0.089112728929691
1119 => 0.08835036682467
1120 => 0.090046921193198
1121 => 0.098284907631408
1122 => 0.098094995380247
1123 => 0.096886870532445
1124 => 0.097803222581579
1125 => 0.094324675227855
1126 => 0.095221176085961
1127 => 0.090660189913177
1128 => 0.092721946146883
1129 => 0.094478978254623
1130 => 0.094831728463557
1201 => 0.095626492696156
1202 => 0.088835319345749
1203 => 0.091884356801708
1204 => 0.093675380650909
1205 => 0.085583469742213
1206 => 0.093515429589721
1207 => 0.088717100126716
1208 => 0.087088475038482
1209 => 0.089281204164749
1210 => 0.088426695491744
1211 => 0.087692039113127
1212 => 0.087282088230859
1213 => 0.088892186498508
1214 => 0.088817073489838
1215 => 0.086182640217359
1216 => 0.082746129406646
1217 => 0.083899535234343
1218 => 0.083480492083904
1219 => 0.081961825649068
1220 => 0.082985223461663
1221 => 0.078478697424777
1222 => 0.070725453607155
1223 => 0.075847483961357
1224 => 0.075650291364417
1225 => 0.075550857915068
1226 => 0.079399922163729
1227 => 0.079029923449242
1228 => 0.078358372159408
1229 => 0.081949492082994
1230 => 0.080638685003506
1231 => 0.084678283557497
]
'min_raw' => 0.036262483573224
'max_raw' => 0.11928714192486
'avg_raw' => 0.07777481274904
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.036262'
'max' => '$0.119287'
'avg' => '$0.077774'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072434
'min_diff' => 0.01975486612718
'max_diff' => 0.078854829677662
'year' => 2029
]
4 => [
'items' => [
101 => 0.08733902443001
102 => 0.08666417447879
103 => 0.089166614129865
104 => 0.083926107375061
105 => 0.085666793506369
106 => 0.086025546505545
107 => 0.081905178220572
108 => 0.079090459814783
109 => 0.078902750187256
110 => 0.074022416363708
111 => 0.076629451299569
112 => 0.078923534156691
113 => 0.077824846496151
114 => 0.077477034805184
115 => 0.079253929303181
116 => 0.079392009223748
117 => 0.076243772401775
118 => 0.076898390528758
119 => 0.079628256939482
120 => 0.076829604899323
121 => 0.071392281142509
122 => 0.070043749673937
123 => 0.069863830717663
124 => 0.066206506421516
125 => 0.070133864994921
126 => 0.068419467730964
127 => 0.073835228146173
128 => 0.070741774842311
129 => 0.070608422253188
130 => 0.070406840256158
131 => 0.0672588301523
201 => 0.067948044298566
202 => 0.070239097091032
203 => 0.071056570537941
204 => 0.070971301360066
205 => 0.070227869682469
206 => 0.070568208897487
207 => 0.069471857703872
208 => 0.06908471327883
209 => 0.067862778980934
210 => 0.066066873130992
211 => 0.066316604854357
212 => 0.062758445441294
213 => 0.060819771347244
214 => 0.060283171909325
215 => 0.059565608714906
216 => 0.060364222581498
217 => 0.062748365622736
218 => 0.05987258329084
219 => 0.054942256195481
220 => 0.055238577254781
221 => 0.055904322696515
222 => 0.05466371047019
223 => 0.053489575114665
224 => 0.054510390545682
225 => 0.052421345960024
226 => 0.056156773754163
227 => 0.056055740900747
228 => 0.057448077385097
301 => 0.058318733962382
302 => 0.056312152430154
303 => 0.055807502601173
304 => 0.056094974078817
305 => 0.051343710903992
306 => 0.057059797818564
307 => 0.057109230775567
308 => 0.05668595578609
309 => 0.059729595603716
310 => 0.066152624953972
311 => 0.063736022946649
312 => 0.062800241607231
313 => 0.061021320596945
314 => 0.063391627221273
315 => 0.063209624655068
316 => 0.062386540028266
317 => 0.061888735877795
318 => 0.062805955288545
319 => 0.061775082242386
320 => 0.061589909116799
321 => 0.060467961446088
322 => 0.060067477173011
323 => 0.059770974560963
324 => 0.059444554318843
325 => 0.060164556034103
326 => 0.05853293742321
327 => 0.056565365328017
328 => 0.056401782997727
329 => 0.056853448193963
330 => 0.056653619967148
331 => 0.056400826297056
401 => 0.055918174336591
402 => 0.055774981810149
403 => 0.056240288053949
404 => 0.055714984433738
405 => 0.056490098540128
406 => 0.05627931039221
407 => 0.055101864932825
408 => 0.053634331944289
409 => 0.053621267822437
410 => 0.053305090247293
411 => 0.052902390567731
412 => 0.052790368729398
413 => 0.054424420317367
414 => 0.057806858201416
415 => 0.057142804709898
416 => 0.057622651412459
417 => 0.05998302226732
418 => 0.060733313183252
419 => 0.060200774462737
420 => 0.05947180261654
421 => 0.059503873678178
422 => 0.06199499115142
423 => 0.06215035909256
424 => 0.062542923756221
425 => 0.063047480287787
426 => 0.060286702621827
427 => 0.059373841298384
428 => 0.058941276959718
429 => 0.057609146220094
430 => 0.05904573501452
501 => 0.058208696244874
502 => 0.058321641372215
503 => 0.058248085709865
504 => 0.05828825207532
505 => 0.056155729625967
506 => 0.056932708724431
507 => 0.055640830275659
508 => 0.053911150052916
509 => 0.053905351558305
510 => 0.054328688342385
511 => 0.054076871058045
512 => 0.053399237220698
513 => 0.053495491908951
514 => 0.052652199555907
515 => 0.053597882868912
516 => 0.053625001682511
517 => 0.053260862095286
518 => 0.054717817718119
519 => 0.055314733625557
520 => 0.055075049148619
521 => 0.055297916723705
522 => 0.057170399130493
523 => 0.057475695464934
524 => 0.057611287929949
525 => 0.057429611989388
526 => 0.055332142264737
527 => 0.055425173966155
528 => 0.054742569068652
529 => 0.054165839861393
530 => 0.054188906005137
531 => 0.054485419787217
601 => 0.055780312863863
602 => 0.058505339005548
603 => 0.058608751755657
604 => 0.058734091025551
605 => 0.05822427322442
606 => 0.0580705072973
607 => 0.058273364245525
608 => 0.059296740789274
609 => 0.061929143103818
610 => 0.060998676313619
611 => 0.060242192329609
612 => 0.060905832730204
613 => 0.060803670492318
614 => 0.059941318392116
615 => 0.059917115040816
616 => 0.058261985649886
617 => 0.057650121999532
618 => 0.057138802936095
619 => 0.056580455867145
620 => 0.056249449008708
621 => 0.056758025983194
622 => 0.056874343554565
623 => 0.055762331111447
624 => 0.055610767924477
625 => 0.056518861289983
626 => 0.056119243256957
627 => 0.056530260313974
628 => 0.056625619796842
629 => 0.056610264723785
630 => 0.056193017601467
701 => 0.056458958474744
702 => 0.055829929028653
703 => 0.055145953983198
704 => 0.054709620517348
705 => 0.054328861697158
706 => 0.054540128820432
707 => 0.053787000101814
708 => 0.053546059067242
709 => 0.056368863690737
710 => 0.058454099816376
711 => 0.058423779657265
712 => 0.058239213486389
713 => 0.057964985594348
714 => 0.059276679310911
715 => 0.058819711448204
716 => 0.059152193749266
717 => 0.059236824449125
718 => 0.05949297608846
719 => 0.059584528282545
720 => 0.059307793964933
721 => 0.058379039794775
722 => 0.056064672706039
723 => 0.054987328578718
724 => 0.054631787072116
725 => 0.054644710330611
726 => 0.054288229169339
727 => 0.054393228847698
728 => 0.054251714566213
729 => 0.053983720753061
730 => 0.054523580957657
731 => 0.054585794817091
801 => 0.054459784994489
802 => 0.054489464869334
803 => 0.053446157357691
804 => 0.053525477761857
805 => 0.053083811671914
806 => 0.053001004604414
807 => 0.051884511189306
808 => 0.049906481266132
809 => 0.051002501855581
810 => 0.049678663107344
811 => 0.049177305313956
812 => 0.05155065513072
813 => 0.051312436635594
814 => 0.050904710123029
815 => 0.050301597633294
816 => 0.05007789734415
817 => 0.048718765202218
818 => 0.048638460424585
819 => 0.049312083013781
820 => 0.049001229366805
821 => 0.048564673116968
822 => 0.046983510633057
823 => 0.045205760496233
824 => 0.045259419598325
825 => 0.045824888840632
826 => 0.047469066926554
827 => 0.046826658103815
828 => 0.046360583132125
829 => 0.04627330130009
830 => 0.047365816164903
831 => 0.048911953587555
901 => 0.049637366673388
902 => 0.048918504336451
903 => 0.048092713990073
904 => 0.048142976022113
905 => 0.048477346803488
906 => 0.048512484444862
907 => 0.04797497982199
908 => 0.048126284224877
909 => 0.047896439001327
910 => 0.046485879288661
911 => 0.046460366736392
912 => 0.046114192634555
913 => 0.04610371062033
914 => 0.04551478211593
915 => 0.045432386947093
916 => 0.044263033656202
917 => 0.045032705533394
918 => 0.044516450047761
919 => 0.043738331258553
920 => 0.043604183286002
921 => 0.043600150635959
922 => 0.044399104648298
923 => 0.045023369290587
924 => 0.044525430532961
925 => 0.044412059529987
926 => 0.045622565239019
927 => 0.04546851735354
928 => 0.045335112878218
929 => 0.04877351393954
930 => 0.046051751197723
1001 => 0.044864907289505
1002 => 0.043395962577539
1003 => 0.043874258382817
1004 => 0.043975042336617
1005 => 0.040442495101525
1006 => 0.039009341128199
1007 => 0.038517536691822
1008 => 0.038234496285593
1009 => 0.038363481352909
1010 => 0.037073474684721
1011 => 0.037940380500485
1012 => 0.036823343767383
1013 => 0.036636068923927
1014 => 0.03863346897701
1015 => 0.038911395525755
1016 => 0.037725674523799
1017 => 0.038487099357848
1018 => 0.038210996128425
1019 => 0.036842492156082
1020 => 0.036790225370373
1021 => 0.036103558182292
1022 => 0.035029056997913
1023 => 0.034537981123936
1024 => 0.034282224545053
1025 => 0.034387754694096
1026 => 0.034334395421464
1027 => 0.033986190073935
1028 => 0.03435435414439
1029 => 0.033413847080276
1030 => 0.033039329589166
1031 => 0.032870168727171
1101 => 0.032035414574203
1102 => 0.033363879648431
1103 => 0.033625604003617
1104 => 0.033887844036632
1105 => 0.036170464485157
1106 => 0.036056431218167
1107 => 0.037087236415303
1108 => 0.037047181220871
1109 => 0.036753178880711
1110 => 0.035512831368613
1111 => 0.036007211779867
1112 => 0.034485585717803
1113 => 0.035625691424016
1114 => 0.035105394791653
1115 => 0.035449778609243
1116 => 0.034830545453379
1117 => 0.035173254649344
1118 => 0.033687668557564
1119 => 0.032300449167821
1120 => 0.032858706745712
1121 => 0.033465596577378
1122 => 0.034781488365083
1123 => 0.033997754072197
1124 => 0.034279614560193
1125 => 0.033335429108282
1126 => 0.031387304827747
1127 => 0.031398330999609
1128 => 0.031098654521243
1129 => 0.030839690290453
1130 => 0.034087775383592
1201 => 0.033683824657634
1202 => 0.033040182043583
1203 => 0.033901723259831
1204 => 0.034129528431905
1205 => 0.034136013724897
1206 => 0.034764571956674
1207 => 0.035100033597649
1208 => 0.035159160165845
1209 => 0.036148210124446
1210 => 0.036479726624685
1211 => 0.037845196171196
1212 => 0.035071572021153
1213 => 0.035014451057016
1214 => 0.033913846911544
1215 => 0.033215826362622
1216 => 0.033961640975711
1217 => 0.034622330909061
1218 => 0.033934376389439
1219 => 0.034024208726189
1220 => 0.033100685991546
1221 => 0.033430801913398
1222 => 0.033715142216713
1223 => 0.033558146213973
1224 => 0.033323115599178
1225 => 0.034568161868935
1226 => 0.03449791147902
1227 => 0.035657327188907
1228 => 0.036561174645377
1229 => 0.038181030869431
1230 => 0.036490626454616
1231 => 0.036429021398991
]
'min_raw' => 0.030839690290453
'max_raw' => 0.089166614129865
'avg_raw' => 0.060003152210159
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.030839'
'max' => '$0.089166'
'avg' => '$0.0600031'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.0054227932827709
'max_diff' => -0.030120527794992
'year' => 2030
]
5 => [
'items' => [
101 => 0.037031220699486
102 => 0.036479634431109
103 => 0.036828217912612
104 => 0.038124868681481
105 => 0.038152264868991
106 => 0.037693343430194
107 => 0.037665418018936
108 => 0.037753558901308
109 => 0.038269802802388
110 => 0.038089411320778
111 => 0.038298164910251
112 => 0.038559214470435
113 => 0.039639026134077
114 => 0.039899365070496
115 => 0.03926687642526
116 => 0.03932398306825
117 => 0.03908741495273
118 => 0.038858893117328
119 => 0.039372576830378
120 => 0.040311343912456
121 => 0.04030550389116
122 => 0.040523279607178
123 => 0.040658952074105
124 => 0.040076546527737
125 => 0.039697421932696
126 => 0.03984280242676
127 => 0.040075269002742
128 => 0.039767416649275
129 => 0.037867209312593
130 => 0.038443610832827
131 => 0.038347669435266
201 => 0.038211037218266
202 => 0.038790613404043
203 => 0.038734711867039
204 => 0.037060243801794
205 => 0.037167437814533
206 => 0.037066762624746
207 => 0.037392064759152
208 => 0.036462067048301
209 => 0.036748128080529
210 => 0.036927542878286
211 => 0.037033219572495
212 => 0.037414996255164
213 => 0.037370199167902
214 => 0.037412211605322
215 => 0.037978285640412
216 => 0.040841293856751
217 => 0.040997121077095
218 => 0.040229770852994
219 => 0.040536312132208
220 => 0.039947819909325
221 => 0.040342878681102
222 => 0.040613167859346
223 => 0.039391783036478
224 => 0.03931946055399
225 => 0.038728539414365
226 => 0.039046066963315
227 => 0.038540857801896
228 => 0.038664818458642
301 => 0.038318213655685
302 => 0.03894203329268
303 => 0.039639560578613
304 => 0.039815783517226
305 => 0.039352216834479
306 => 0.039016564005636
307 => 0.038427268209105
308 => 0.03940728025205
309 => 0.039693865638734
310 => 0.039405774941017
311 => 0.03933901803145
312 => 0.039212513808448
313 => 0.039365856500384
314 => 0.03969230483317
315 => 0.039538357827983
316 => 0.039640042537106
317 => 0.039252525282744
318 => 0.040076739328206
319 => 0.041385789590313
320 => 0.041389998400957
321 => 0.041236050565938
322 => 0.0411730584287
323 => 0.041331018249766
324 => 0.041416704972843
325 => 0.041927518069292
326 => 0.042475640873474
327 => 0.045033490835875
328 => 0.044315256801835
329 => 0.046584733455652
330 => 0.04837959483416
331 => 0.048917795281799
401 => 0.048422676194259
402 => 0.046728900541593
403 => 0.04664579582749
404 => 0.049177011746208
405 => 0.048461827312137
406 => 0.048376758399402
407 => 0.0474717688941
408 => 0.048006729776864
409 => 0.047889725984401
410 => 0.047705029773976
411 => 0.048725697872592
412 => 0.050636297437532
413 => 0.050338512577847
414 => 0.050116229993934
415 => 0.049142252416715
416 => 0.049728804463968
417 => 0.049519944514606
418 => 0.050417339402866
419 => 0.049885742550792
420 => 0.048456409086645
421 => 0.048684035151955
422 => 0.048649629930104
423 => 0.049357686957828
424 => 0.049145145813161
425 => 0.048608127860444
426 => 0.050629767215928
427 => 0.050498493201131
428 => 0.050684609740695
429 => 0.050766543997256
430 => 0.051997080247657
501 => 0.052501191576679
502 => 0.052615633674078
503 => 0.053094500447279
504 => 0.052603719032523
505 => 0.054567194612765
506 => 0.055872791301649
507 => 0.057389309041179
508 => 0.059605349060174
509 => 0.060438600606833
510 => 0.060288081173074
511 => 0.061968257424161
512 => 0.064987496799144
513 => 0.060898355774116
514 => 0.065204231202681
515 => 0.063841040755719
516 => 0.060608940728723
517 => 0.060400831590941
518 => 0.062589647254676
519 => 0.067444229731139
520 => 0.066228211881003
521 => 0.067446218700715
522 => 0.06602534904728
523 => 0.065954790892957
524 => 0.067377210233088
525 => 0.070700770553346
526 => 0.069121871626987
527 => 0.066858132854152
528 => 0.068529642336337
529 => 0.067081626131968
530 => 0.063818840349309
531 => 0.066227282015071
601 => 0.064616825661645
602 => 0.065086842442144
603 => 0.06847178215974
604 => 0.068064497257479
605 => 0.068591561634571
606 => 0.06766130680468
607 => 0.06679230210584
608 => 0.065170240302318
609 => 0.064690027768976
610 => 0.064822741236955
611 => 0.064689962002772
612 => 0.063782433331219
613 => 0.063586452601004
614 => 0.063259809464532
615 => 0.063361049831001
616 => 0.062746865171614
617 => 0.063905958520903
618 => 0.064121096460426
619 => 0.064964587939675
620 => 0.065052162023226
621 => 0.067401273786584
622 => 0.066107422502546
623 => 0.066975449649624
624 => 0.066897805131401
625 => 0.060678990136893
626 => 0.061535887974067
627 => 0.062868952099355
628 => 0.062268408517838
629 => 0.06141938039913
630 => 0.060733744671265
701 => 0.059694936433697
702 => 0.061157039079529
703 => 0.063079548581515
704 => 0.06510092003682
705 => 0.067529465394865
706 => 0.066987442342334
707 => 0.065055520070613
708 => 0.065142184692452
709 => 0.065677911283391
710 => 0.064984096672231
711 => 0.06477947719853
712 => 0.06564979970985
713 => 0.065655793142665
714 => 0.064857475582229
715 => 0.063970291704376
716 => 0.063966574371534
717 => 0.06380870856965
718 => 0.066053433022734
719 => 0.06728780450469
720 => 0.067429323205807
721 => 0.067278279168543
722 => 0.067336410023763
723 => 0.066618156455932
724 => 0.068259871120514
725 => 0.069766470845486
726 => 0.069362669935385
727 => 0.068757314967462
728 => 0.068275120577665
729 => 0.069249080261507
730 => 0.06920571136994
731 => 0.069753312011217
801 => 0.069728469683035
802 => 0.069544332183675
803 => 0.069362676511515
804 => 0.070082920718203
805 => 0.069875501953445
806 => 0.069667761010055
807 => 0.069251104744538
808 => 0.06930773525095
809 => 0.068702484806096
810 => 0.068422468255931
811 => 0.064211691195096
812 => 0.063086433973331
813 => 0.063440462802021
814 => 0.06355701828478
815 => 0.063067304899812
816 => 0.06376942809681
817 => 0.06366000294029
818 => 0.064085712212732
819 => 0.063819747541458
820 => 0.06383066282434
821 => 0.06461280821291
822 => 0.064839868346696
823 => 0.064724383730053
824 => 0.064805265196969
825 => 0.06666914446412
826 => 0.066404160435835
827 => 0.066263392952136
828 => 0.066302386507143
829 => 0.066778647621922
830 => 0.066911974731168
831 => 0.066347058400565
901 => 0.06661347620782
902 => 0.067747849417656
903 => 0.068144815841135
904 => 0.069411742110188
905 => 0.068873529313276
906 => 0.069861442195313
907 => 0.072897949590376
908 => 0.075323721807881
909 => 0.073092881427386
910 => 0.077547503184606
911 => 0.08101606520014
912 => 0.080882936012792
913 => 0.080278111996099
914 => 0.076329246357905
915 => 0.072695441323369
916 => 0.07573527353427
917 => 0.075743022691723
918 => 0.075481898408913
919 => 0.073860077914838
920 => 0.075425462571219
921 => 0.0755497171206
922 => 0.075480167614898
923 => 0.07423672164465
924 => 0.07233820947531
925 => 0.072709174208803
926 => 0.07331682200974
927 => 0.072166417953955
928 => 0.071798794152692
929 => 0.07248227674253
930 => 0.074684600056241
1001 => 0.074268263590974
1002 => 0.074257391363318
1003 => 0.076038655315867
1004 => 0.074763654746662
1005 => 0.072713853262086
1006 => 0.072196251353671
1007 => 0.07035911327722
1008 => 0.071628031090286
1009 => 0.071673697183367
1010 => 0.070978723865177
1011 => 0.072770246516641
1012 => 0.072753737320016
1013 => 0.074454521444624
1014 => 0.077705781905529
1015 => 0.076744224202428
1016 => 0.075626037210903
1017 => 0.075747615140844
1018 => 0.077081024952396
1019 => 0.076274814941547
1020 => 0.076564733682544
1021 => 0.077080586125659
1022 => 0.077391812712485
1023 => 0.075702834424505
1024 => 0.075309052792407
1025 => 0.074503513771705
1026 => 0.074293363677302
1027 => 0.07494945840154
1028 => 0.074776600621872
1029 => 0.071669859125072
1030 => 0.071345187352909
1031 => 0.071355144572637
1101 => 0.070538741964234
1102 => 0.069293532027343
1103 => 0.072565869393871
1104 => 0.072303054907007
1105 => 0.072012928053734
1106 => 0.072048466937819
1107 => 0.073468877678826
1108 => 0.07264496771658
1109 => 0.074835467387397
1110 => 0.074385166507525
1111 => 0.073923317109224
1112 => 0.073859475454102
1113 => 0.073681702838896
1114 => 0.073072054395075
1115 => 0.07233586726497
1116 => 0.071849772754238
1117 => 0.066277617401167
1118 => 0.06731177702296
1119 => 0.068501483401218
1120 => 0.068912165275543
1121 => 0.068209665511189
1122 => 0.073099793367558
1123 => 0.073993266849362
1124 => 0.071286877393147
1125 => 0.070780622427042
1126 => 0.073132983358854
1127 => 0.071714222152543
1128 => 0.072353090236873
1129 => 0.07097220688071
1130 => 0.073778055251553
1201 => 0.073756679388049
1202 => 0.072665140998831
1203 => 0.073587701770866
1204 => 0.073427384133619
1205 => 0.072195039980533
1206 => 0.073817122759298
1207 => 0.073817927292119
1208 => 0.072767345324588
1209 => 0.071540495588478
1210 => 0.071321163832558
1211 => 0.071155926817549
1212 => 0.072312452060394
1213 => 0.073349388976768
1214 => 0.075278871499678
1215 => 0.075763989249312
1216 => 0.077657436122249
1217 => 0.07652998069967
1218 => 0.077029767085507
1219 => 0.077572355906434
1220 => 0.07783249294023
1221 => 0.077408613603383
1222 => 0.08034991597088
1223 => 0.080598252009873
1224 => 0.080681516935649
1225 => 0.07968972632638
1226 => 0.080570668518893
1227 => 0.080158504840755
1228 => 0.081230840228903
1229 => 0.08139899611003
1230 => 0.081256574061034
1231 => 0.081309949391864
]
'min_raw' => 0.036462067048301
'max_raw' => 0.08139899611003
'avg_raw' => 0.058930531579165
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.036462'
'max' => '$0.081398'
'avg' => '$0.05893'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.0056223767578479
'max_diff' => -0.0077676180198347
'year' => 2031
]
6 => [
'items' => [
101 => 0.078800066702498
102 => 0.078669916044369
103 => 0.076895302585703
104 => 0.07761847068739
105 => 0.076266542583635
106 => 0.076695252911738
107 => 0.076884224339464
108 => 0.076785516389654
109 => 0.077659357526826
110 => 0.07691641404628
111 => 0.074955664049902
112 => 0.072994379848498
113 => 0.072969757522977
114 => 0.072453386012289
115 => 0.072080143988221
116 => 0.072152043643529
117 => 0.072405427406852
118 => 0.07206541686327
119 => 0.072137975351716
120 => 0.073342929714588
121 => 0.07358457471872
122 => 0.07276337057788
123 => 0.069466117453212
124 => 0.068656963265885
125 => 0.069238567249511
126 => 0.068960598005431
127 => 0.055656584744383
128 => 0.058782165318849
129 => 0.056925051476189
130 => 0.057780894976586
131 => 0.055885262640528
201 => 0.056789957749898
202 => 0.056622893597373
203 => 0.06164873466846
204 => 0.061570263072953
205 => 0.061607823273098
206 => 0.059814977057615
207 => 0.062671029759959
208 => 0.064078024021467
209 => 0.063817626829602
210 => 0.063883163192757
211 => 0.06275703134139
212 => 0.061618726691021
213 => 0.060356171649933
214 => 0.062701842859756
215 => 0.062441044263167
216 => 0.06303922241137
217 => 0.064560557862981
218 => 0.064784580287222
219 => 0.065085668697214
220 => 0.064977749935164
221 => 0.067548812676678
222 => 0.067237440014262
223 => 0.067987758542655
224 => 0.066444296402948
225 => 0.064697722485098
226 => 0.065029689087078
227 => 0.064997718033801
228 => 0.064590689830911
229 => 0.064223242968804
301 => 0.063611547470906
302 => 0.065547042540155
303 => 0.065468464974972
304 => 0.066740544418849
305 => 0.066515692020823
306 => 0.065014072676093
307 => 0.065067703304756
308 => 0.065428395056516
309 => 0.066676753327665
310 => 0.067047351057254
311 => 0.066875675423142
312 => 0.067282018915208
313 => 0.067603176243378
314 => 0.067322351331001
315 => 0.071298239882929
316 => 0.069647173758186
317 => 0.070451891899341
318 => 0.070643812434333
319 => 0.070152212019607
320 => 0.07025882254667
321 => 0.070420308445541
322 => 0.071400819201302
323 => 0.073973963137492
324 => 0.075113591070848
325 => 0.0785422179366
326 => 0.075018960835369
327 => 0.074809905339669
328 => 0.075427504572803
329 => 0.077440471500012
330 => 0.079071792126146
331 => 0.079612995290979
401 => 0.079684524223502
402 => 0.080699857339235
403 => 0.081281827346332
404 => 0.080576569193073
405 => 0.079978936751793
406 => 0.077838291527997
407 => 0.078086077041435
408 => 0.079793073511951
409 => 0.082204306568145
410 => 0.084273395376401
411 => 0.083548872590775
412 => 0.089076470011727
413 => 0.089624508717803
414 => 0.089548787488836
415 => 0.090797301220374
416 => 0.088319255718672
417 => 0.087259843256825
418 => 0.080108151669014
419 => 0.08211748529148
420 => 0.08503816971576
421 => 0.084651606180202
422 => 0.082530527081171
423 => 0.084271786347703
424 => 0.083696071579976
425 => 0.083241981456242
426 => 0.085322256342769
427 => 0.08303490865205
428 => 0.085015351672815
429 => 0.082475413013624
430 => 0.083552182149831
501 => 0.082940955910657
502 => 0.083336494196473
503 => 0.081024185459769
504 => 0.082271851125973
505 => 0.080972278466111
506 => 0.08097166229946
507 => 0.080942974160965
508 => 0.082471915632106
509 => 0.082521774358589
510 => 0.081391884301314
511 => 0.08122904949186
512 => 0.081831135127588
513 => 0.081126250534629
514 => 0.081456061599183
515 => 0.08113624017579
516 => 0.081064241636915
517 => 0.080490545029612
518 => 0.08024338075707
519 => 0.080340300236972
520 => 0.080009464086648
521 => 0.079810123339211
522 => 0.080903320268966
523 => 0.080319269248836
524 => 0.08081380607366
525 => 0.08025021894625
526 => 0.078296580419424
527 => 0.077173022243293
528 => 0.073482780168505
529 => 0.074529328243184
530 => 0.075223190699428
531 => 0.074993869161778
601 => 0.075486540560304
602 => 0.075516786582862
603 => 0.075356614089011
604 => 0.075171154860499
605 => 0.075080883564598
606 => 0.07575369184636
607 => 0.076144279699608
608 => 0.075292829079594
609 => 0.075093346112385
610 => 0.075954209699096
611 => 0.076479335989686
612 => 0.080356573476422
613 => 0.080069335200093
614 => 0.080790246906015
615 => 0.08070908331122
616 => 0.081464713629267
617 => 0.082699849846076
618 => 0.080188472567786
619 => 0.080624360826405
620 => 0.080517491091522
621 => 0.081684266834229
622 => 0.08168790938074
623 => 0.080988369038216
624 => 0.081367601206644
625 => 0.081155924213918
626 => 0.081538453149636
627 => 0.080065498957791
628 => 0.081859398167878
629 => 0.082876423423686
630 => 0.082890544820349
701 => 0.083372606719991
702 => 0.083862409529169
703 => 0.084802543368552
704 => 0.083836189706647
705 => 0.082097813541513
706 => 0.082223318685715
707 => 0.081204109376144
708 => 0.081221242468773
709 => 0.081129784677574
710 => 0.081404256393583
711 => 0.080125730064572
712 => 0.080425797638509
713 => 0.080005701277804
714 => 0.08062344761896
715 => 0.079958854673004
716 => 0.0805174395557
717 => 0.080758506273689
718 => 0.081648047652864
719 => 0.079827468688036
720 => 0.07611518493639
721 => 0.076895551988076
722 => 0.075741327822123
723 => 0.075848155663123
724 => 0.076063964903469
725 => 0.07536445654712
726 => 0.07549790069747
727 => 0.075493133133387
728 => 0.07545204884177
729 => 0.07527007970199
730 => 0.075006188447811
731 => 0.076057449983016
801 => 0.076236079803023
802 => 0.076633151765345
803 => 0.077814568588731
804 => 0.077696517188347
805 => 0.077889063920278
806 => 0.077468735485577
807 => 0.075867653493678
808 => 0.075954599948876
809 => 0.074870376259335
810 => 0.076605425727936
811 => 0.076194543112238
812 => 0.075929644416947
813 => 0.075857364353668
814 => 0.077041709680847
815 => 0.077396084365078
816 => 0.077175261843066
817 => 0.076722348407997
818 => 0.077592076095166
819 => 0.077824778533387
820 => 0.07787687202757
821 => 0.079417862735491
822 => 0.077962996289871
823 => 0.07831319710346
824 => 0.081045363881854
825 => 0.078567665627094
826 => 0.079880157651905
827 => 0.07981591799717
828 => 0.080487344504755
829 => 0.079760841426077
830 => 0.079769847302443
831 => 0.080366028554807
901 => 0.079528799507717
902 => 0.079321489821679
903 => 0.079035092975198
904 => 0.079660430011871
905 => 0.080035291283795
906 => 0.083056397830237
907 => 0.085008170438435
908 => 0.084923438842079
909 => 0.08569772702187
910 => 0.085348903105207
911 => 0.084222458663203
912 => 0.086145161970438
913 => 0.085536738194706
914 => 0.085586895911542
915 => 0.085585029038817
916 => 0.085989577660349
917 => 0.085702917885657
918 => 0.085137882044716
919 => 0.085512979205051
920 => 0.086626883671558
921 => 0.090084477314358
922 => 0.092019392523892
923 => 0.089967992989193
924 => 0.091383020918894
925 => 0.090534508387078
926 => 0.090380308418986
927 => 0.091269050528581
928 => 0.092159348263588
929 => 0.092102640146731
930 => 0.09145632970841
1001 => 0.091091245341323
1002 => 0.093855786481144
1003 => 0.095892653300234
1004 => 0.0957537526385
1005 => 0.096366814986477
1006 => 0.098166785001442
1007 => 0.098331351701651
1008 => 0.098310620079947
1009 => 0.097902724342718
1010 => 0.099675028578093
1011 => 0.10115351595197
1012 => 0.09780830826479
1013 => 0.099082119560084
1014 => 0.099653974490178
1015 => 0.10049362718927
1016 => 0.10191026203477
1017 => 0.10344910322081
1018 => 0.10366671223705
1019 => 0.10351230822648
1020 => 0.10249740109801
1021 => 0.10418121948598
1022 => 0.10516756080724
1023 => 0.10575490449204
1024 => 0.10724431035201
1025 => 0.099657506071544
1026 => 0.094287188913188
1027 => 0.093448536340591
1028 => 0.095153969325351
1029 => 0.095603678402859
1030 => 0.095422401237603
1031 => 0.089377621027999
1101 => 0.093416711823784
1102 => 0.097762433903648
1103 => 0.097929370787246
1104 => 0.10010493012519
1105 => 0.10081338142481
1106 => 0.10256499184894
1107 => 0.10245542814
1108 => 0.10288191740406
1109 => 0.10278387490802
1110 => 0.10602836437362
1111 => 0.10960751806553
1112 => 0.10948358335419
1113 => 0.10896903766435
1114 => 0.10973322575684
1115 => 0.11342729593231
1116 => 0.11308720514682
1117 => 0.11341757437606
1118 => 0.1177730913016
1119 => 0.12343588286987
1120 => 0.12080494765143
1121 => 0.12651332004423
1122 => 0.13010643787768
1123 => 0.13632036363531
1124 => 0.13554234952623
1125 => 0.13796138522378
1126 => 0.13414954189452
1127 => 0.1253967791099
1128 => 0.12401162089501
1129 => 0.12678474271902
1130 => 0.13360219212609
1201 => 0.12657003697595
1202 => 0.12799263280412
1203 => 0.12758292510991
1204 => 0.12756109352803
1205 => 0.1283943162129
1206 => 0.12718568325052
1207 => 0.12226149513288
1208 => 0.12451822152877
1209 => 0.12364679109041
1210 => 0.12461370813121
1211 => 0.12983176061349
1212 => 0.12752473522824
1213 => 0.1250944713924
1214 => 0.12814256156126
1215 => 0.13202382778363
1216 => 0.13178094511874
1217 => 0.13130965123178
1218 => 0.13396631019645
1219 => 0.13835433247806
1220 => 0.13954039726827
1221 => 0.14041592604838
1222 => 0.14053664667498
1223 => 0.14178014415638
1224 => 0.13509354479717
1225 => 0.14570534970429
1226 => 0.14753771526656
1227 => 0.14719330648463
1228 => 0.14922990368935
1229 => 0.14863068512824
1230 => 0.14776251144769
1231 => 0.15099095121384
]
'min_raw' => 0.055656584744383
'max_raw' => 0.15099095121384
'avg_raw' => 0.10332376797911
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.055656'
'max' => '$0.15099'
'avg' => '$0.103323'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.019194517696083
'max_diff' => 0.069591955103808
'year' => 2032
]
7 => [
'items' => [
101 => 0.14728980554361
102 => 0.142036495226
103 => 0.13915442528707
104 => 0.14294976747261
105 => 0.14526745050613
106 => 0.14679929155896
107 => 0.14726282573598
108 => 0.13561260647111
109 => 0.12933378443813
110 => 0.13335843737443
111 => 0.13826879172343
112 => 0.13506626753083
113 => 0.135191800416
114 => 0.1306258425259
115 => 0.13867277768172
116 => 0.13750040691489
117 => 0.14358266852707
118 => 0.14213108798013
119 => 0.14709093621282
120 => 0.14578484195054
121 => 0.15120636621053
122 => 0.15336915901975
123 => 0.15700082475825
124 => 0.15967229285903
125 => 0.16124103002486
126 => 0.1611468489296
127 => 0.16736296712234
128 => 0.16369753939871
129 => 0.15909289830285
130 => 0.15900961487288
131 => 0.1613944237447
201 => 0.16639232889966
202 => 0.16768821298978
203 => 0.1684124354084
204 => 0.16730326356392
205 => 0.16332470447349
206 => 0.16160678283
207 => 0.16307050184324
208 => 0.16128049926886
209 => 0.16437054589826
210 => 0.16861383991877
211 => 0.16773761648334
212 => 0.17066670005723
213 => 0.17369799340763
214 => 0.1780328790426
215 => 0.17916617866793
216 => 0.18103947985308
217 => 0.18296772211998
218 => 0.18358702156853
219 => 0.18476945637313
220 => 0.18476322435804
221 => 0.18832657122875
222 => 0.1922570531748
223 => 0.19374071911857
224 => 0.19715232714646
225 => 0.19131006795571
226 => 0.19574148866293
227 => 0.19973874106649
228 => 0.19497305196359
301 => 0.20154144412879
302 => 0.20179647991227
303 => 0.20564721745036
304 => 0.20174375724346
305 => 0.19942589503288
306 => 0.20611747638564
307 => 0.20935532181941
308 => 0.2083800564243
309 => 0.20095823861272
310 => 0.19663842230964
311 => 0.18533262981416
312 => 0.19872482939895
313 => 0.20524777916089
314 => 0.20094134574867
315 => 0.20311326027152
316 => 0.21496252166255
317 => 0.2194739532174
318 => 0.21853560699128
319 => 0.218694172057
320 => 0.22112845863572
321 => 0.23192342591187
322 => 0.22545483129461
323 => 0.23039982950589
324 => 0.23302263872663
325 => 0.2354588501016
326 => 0.22947628493718
327 => 0.22169305555962
328 => 0.219227780098
329 => 0.20051315581635
330 => 0.19953897834899
331 => 0.19899214301597
401 => 0.19554442359265
402 => 0.19283546053575
403 => 0.19068119253555
404 => 0.18502774998415
405 => 0.1869356208867
406 => 0.17792521342493
407 => 0.18368975280973
408 => 0.16930892493685
409 => 0.18128570571799
410 => 0.17476728845622
411 => 0.17914423033523
412 => 0.17912895959735
413 => 0.1710696218874
414 => 0.16642116409039
415 => 0.16938334231933
416 => 0.17255903251875
417 => 0.1730742775693
418 => 0.17719164280685
419 => 0.17834071094218
420 => 0.17485898084727
421 => 0.16901091424363
422 => 0.17036928673546
423 => 0.1663936367152
424 => 0.15942646297586
425 => 0.16443040879063
426 => 0.16613897589976
427 => 0.16689357647008
428 => 0.16004216128275
429 => 0.15788929787943
430 => 0.15674313146778
501 => 0.16812648257933
502 => 0.16875008824968
503 => 0.1655596334712
504 => 0.17998079160128
505 => 0.17671683936965
506 => 0.18036347370009
507 => 0.17024602866961
508 => 0.17063252869472
509 => 0.16584276807804
510 => 0.16852471397146
511 => 0.16662920105714
512 => 0.16830803924678
513 => 0.16931432793554
514 => 0.17410330259963
515 => 0.18134038811602
516 => 0.17338798948305
517 => 0.16992301551821
518 => 0.17207266587824
519 => 0.17779746806461
520 => 0.1864708364242
521 => 0.18133602778752
522 => 0.18361476866577
523 => 0.18411257217354
524 => 0.1803263543858
525 => 0.18661043967464
526 => 0.18997813203274
527 => 0.19343268754641
528 => 0.19643218130448
529 => 0.19205286210694
530 => 0.19673936139906
531 => 0.1929628702481
601 => 0.18957496727922
602 => 0.18958010532956
603 => 0.18745482430781
604 => 0.18333682452554
605 => 0.18257740218424
606 => 0.18652801310816
607 => 0.18969602894491
608 => 0.18995696190299
609 => 0.19171093824874
610 => 0.19274892338277
611 => 0.20292258876855
612 => 0.20701452114769
613 => 0.21201805860458
614 => 0.21396721842796
615 => 0.21983349068386
616 => 0.21509599940189
617 => 0.21407101336281
618 => 0.19984135571303
619 => 0.20217146135602
620 => 0.2059021853122
621 => 0.19990287397696
622 => 0.20370805616805
623 => 0.20445927973735
624 => 0.19969901967345
625 => 0.20224168025228
626 => 0.19548912760123
627 => 0.18148757531122
628 => 0.18662602740489
629 => 0.19040965773011
630 => 0.18500995073777
701 => 0.19468871652401
702 => 0.18903458136197
703 => 0.18724249196195
704 => 0.18025091228649
705 => 0.18355066876273
706 => 0.1880136366448
707 => 0.18525604136938
708 => 0.19097846562089
709 => 0.19908294447582
710 => 0.2048586787379
711 => 0.20530206789697
712 => 0.20158865771059
713 => 0.20753942123292
714 => 0.20758276604859
715 => 0.20087028048581
716 => 0.19675892045388
717 => 0.19582481080426
718 => 0.19815839985201
719 => 0.20099180776029
720 => 0.20545930231636
721 => 0.20815891571143
722 => 0.21519807568146
723 => 0.21710267054082
724 => 0.21919524285418
725 => 0.22199156479022
726 => 0.22534926623667
727 => 0.21800280662589
728 => 0.21829469516174
729 => 0.21145377369084
730 => 0.2041432680118
731 => 0.20969103055479
801 => 0.21694399209183
802 => 0.21528015470142
803 => 0.21509293900589
804 => 0.21540778387647
805 => 0.21415330481996
806 => 0.20847934254049
807 => 0.20562991420463
808 => 0.20930640372459
809 => 0.21126029428273
810 => 0.21429060814123
811 => 0.21391705799601
812 => 0.22172282106357
813 => 0.2247559045576
814 => 0.22397991200687
815 => 0.22412271331151
816 => 0.2296139660985
817 => 0.23572136855991
818 => 0.24144175690775
819 => 0.24726078163157
820 => 0.2402457202066
821 => 0.23668390464384
822 => 0.24035878912349
823 => 0.23840884369085
824 => 0.24961380853821
825 => 0.25038961599318
826 => 0.26159377059405
827 => 0.27222784747619
828 => 0.26554877431579
829 => 0.27184683947398
830 => 0.27865871043135
831 => 0.29179991469435
901 => 0.28737441941171
902 => 0.28398455938157
903 => 0.28078115803276
904 => 0.28744692771398
905 => 0.2960223339206
906 => 0.29786939428329
907 => 0.3008623377022
908 => 0.29771562365692
909 => 0.30150549412528
910 => 0.31488540223206
911 => 0.31127003295389
912 => 0.30613562737928
913 => 0.31669777980955
914 => 0.32052018171473
915 => 0.34734780009274
916 => 0.38121877648861
917 => 0.3671959698519
918 => 0.35849156125935
919 => 0.36053730374993
920 => 0.37290583772479
921 => 0.37687821827988
922 => 0.36607991856947
923 => 0.3698940605793
924 => 0.39091035805161
925 => 0.40218492736195
926 => 0.38687254786183
927 => 0.34462630011877
928 => 0.30567333033404
929 => 0.31600541199604
930 => 0.31483407457739
1001 => 0.33741346437488
1002 => 0.31118380759229
1003 => 0.3116254477428
1004 => 0.33467175540932
1005 => 0.32852339563763
1006 => 0.31856384022992
1007 => 0.30574604611042
1008 => 0.28205116817806
1009 => 0.26106395401282
1010 => 0.30222471405762
1011 => 0.30044978723851
1012 => 0.29787943017501
1013 => 0.30359948167814
1014 => 0.33137442811241
1015 => 0.33073412569837
1016 => 0.32666084842543
1017 => 0.32975039333674
1018 => 0.31802222806924
1019 => 0.32104484330403
1020 => 0.3056671599846
1021 => 0.31261851507377
1022 => 0.31854247149708
1023 => 0.31973179345473
1024 => 0.32241139655361
1025 => 0.29951448145813
1026 => 0.30979452411789
1027 => 0.31583308607076
1028 => 0.28855064348292
1029 => 0.31529379990054
1030 => 0.29911589710735
1031 => 0.2936248739154
1101 => 0.30101781325607
1102 => 0.29813677760514
1103 => 0.29565983233256
1104 => 0.29427765431114
1105 => 0.29970621303399
1106 => 0.29945296428104
1107 => 0.29057078857262
1108 => 0.27898435244478
1109 => 0.28287314072108
1110 => 0.28146030748272
1111 => 0.27634001756776
1112 => 0.27979047474428
1113 => 0.26459640757532
1114 => 0.23845580473001
1115 => 0.25572508767794
1116 => 0.25506023906981
1117 => 0.25472499225311
1118 => 0.26770238110055
1119 => 0.26645490460217
1120 => 0.26419072254229
1121 => 0.27629843408864
1122 => 0.27187895650252
1123 => 0.28549874506307
1124 => 0.29446961868174
1125 => 0.29219431495468
1126 => 0.30063146495304
1127 => 0.28296273054872
1128 => 0.28883157537125
1129 => 0.2900411361553
1130 => 0.27614902680759
1201 => 0.26665900718511
1202 => 0.26602613107043
1203 => 0.24957174485031
1204 => 0.25836154515394
1205 => 0.26609620567448
1206 => 0.26239190351904
1207 => 0.26121923211951
1208 => 0.26721015597832
1209 => 0.26767570207094
1210 => 0.25706120182279
1211 => 0.25926829254188
1212 => 0.26847222773883
1213 => 0.25903637698979
1214 => 0.24070406032187
1215 => 0.23615739232412
1216 => 0.2355507830015
1217 => 0.22321985879081
1218 => 0.23646122242046
1219 => 0.23068101234964
1220 => 0.24894062670583
1221 => 0.23851083291385
1222 => 0.23806122534924
1223 => 0.23738157757225
1224 => 0.22676784172004
1225 => 0.22909157533357
1226 => 0.23681601977957
1227 => 0.23957218858
1228 => 0.23928469759349
1229 => 0.23677816578773
1230 => 0.23792564321289
1231 => 0.23422921861882
]
'min_raw' => 0.12933378443813
'max_raw' => 0.40218492736195
'avg_raw' => 0.26575935590004
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.129333'
'max' => '$0.402184'
'avg' => '$0.265759'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.07367719969375
'max_diff' => 0.25119397614811
'year' => 2033
]
8 => [
'items' => [
101 => 0.23292393416023
102 => 0.22880409736214
103 => 0.22274907540292
104 => 0.22359106334396
105 => 0.21159448046006
106 => 0.20505810539807
107 => 0.20324892292895
108 => 0.2008296085203
109 => 0.20352219092896
110 => 0.21156049564804
111 => 0.20186459473535
112 => 0.1852416527089
113 => 0.1862407198488
114 => 0.18848532708647
115 => 0.18430251634864
116 => 0.18034383702197
117 => 0.1837855875187
118 => 0.17674222784572
119 => 0.1893364834529
120 => 0.18899584413372
121 => 0.19369020380053
122 => 0.19662568323815
123 => 0.1898603535072
124 => 0.18815889137526
125 => 0.18912812153275
126 => 0.17310890601623
127 => 0.19238109213316
128 => 0.19254775879899
129 => 0.19112065761985
130 => 0.20138250176512
131 => 0.2230381936611
201 => 0.21489045127165
202 => 0.21173539915163
203 => 0.20573764276515
204 => 0.2137292970386
205 => 0.21311566267963
206 => 0.21034057539443
207 => 0.20866219394554
208 => 0.2117546632271
209 => 0.20827900277872
210 => 0.20765467865742
211 => 0.20387195375374
212 => 0.20252169306614
213 => 0.20152201380847
214 => 0.20042146517223
215 => 0.20284900122414
216 => 0.19734788516154
217 => 0.1907140784711
218 => 0.19016254922357
219 => 0.19168536996694
220 => 0.19101163514867
221 => 0.19015932364047
222 => 0.18853202885808
223 => 0.18804924525779
224 => 0.18961805774541
225 => 0.18784695991434
226 => 0.19046031124077
227 => 0.18974962428331
228 => 0.18577978471038
301 => 0.18083189477965
302 => 0.18078784818071
303 => 0.1797218334113
304 => 0.17836410332607
305 => 0.17798641387701
306 => 0.18349573289169
307 => 0.19489985837203
308 => 0.19266095566264
309 => 0.19427879232215
310 => 0.20223694745515
311 => 0.20476660566185
312 => 0.20297111418497
313 => 0.20051333471033
314 => 0.20062146453377
315 => 0.20902044101908
316 => 0.20954427488007
317 => 0.21086783405159
318 => 0.21256898162478
319 => 0.20326082697266
320 => 0.20018305128672
321 => 0.19872463041823
322 => 0.19423325862319
323 => 0.19907681804303
324 => 0.19625468339098
325 => 0.19663548577339
326 => 0.19638748772229
327 => 0.19652291142775
328 => 0.18933296310179
329 => 0.19195260237921
330 => 0.1875969439931
331 => 0.18176520635971
401 => 0.18174565633029
402 => 0.18317296585424
403 => 0.18232394629877
404 => 0.18003925650527
405 => 0.180363785907
406 => 0.17752056686192
407 => 0.18070900417722
408 => 0.18080043715064
409 => 0.1795727151089
410 => 0.18448494271268
411 => 0.18649748636994
412 => 0.18568937342171
413 => 0.18644078701123
414 => 0.19275399217826
415 => 0.19378332008494
416 => 0.1942404795475
417 => 0.19362794642969
418 => 0.18655618081237
419 => 0.18686984368896
420 => 0.18456839361908
421 => 0.18262391083086
422 => 0.18270167994492
423 => 0.18370139686313
424 => 0.18806721927759
425 => 0.19725483516953
426 => 0.19760349847657
427 => 0.19802608857593
428 => 0.19630720226508
429 => 0.1957887697062
430 => 0.19647271607016
501 => 0.19992310153727
502 => 0.20879842972922
503 => 0.20566129598295
504 => 0.20311075741483
505 => 0.20534826735933
506 => 0.20500382024156
507 => 0.20209633992823
508 => 0.2020147366395
509 => 0.19643435234053
510 => 0.19437141132441
511 => 0.19264746340287
512 => 0.19076495727736
513 => 0.18964894454398
514 => 0.19136364732117
515 => 0.19175582013408
516 => 0.18800659254388
517 => 0.1874955866772
518 => 0.19055728686006
519 => 0.18920994676127
520 => 0.1905957194653
521 => 0.19091723061958
522 => 0.19086545991871
523 => 0.18945868211455
524 => 0.1903553203362
525 => 0.18823450364127
526 => 0.18592843402191
527 => 0.18445730527796
528 => 0.18317355033196
529 => 0.18388585218828
530 => 0.18134662613169
531 => 0.18053427661167
601 => 0.1900515594817
602 => 0.19708207866583
603 => 0.19697985213251
604 => 0.1963575744014
605 => 0.1954329959174
606 => 0.19985546286233
607 => 0.19831476380873
608 => 0.19943575109994
609 => 0.19972108941324
610 => 0.20058472254919
611 => 0.20089339716352
612 => 0.19996036809072
613 => 0.19682900856248
614 => 0.18902595833886
615 => 0.18539361739583
616 => 0.18419488438321
617 => 0.1842384560515
618 => 0.18303655492755
619 => 0.18339056867398
620 => 0.18291344339374
621 => 0.18200988354197
622 => 0.1838300599136
623 => 0.18403981828431
624 => 0.18361496736969
625 => 0.18371503513991
626 => 0.180197451023
627 => 0.18046488530362
628 => 0.17897577724524
629 => 0.17869658743576
630 => 0.17493225193564
701 => 0.16826318594802
702 => 0.17195849588706
703 => 0.16749508111991
704 => 0.16580471831582
705 => 0.17380663292503
706 => 0.17300346263683
707 => 0.17162878423316
708 => 0.16959534836605
709 => 0.16884112722294
710 => 0.16425871831484
711 => 0.16398796515035
712 => 0.16625913074065
713 => 0.16521106596677
714 => 0.16373918609106
715 => 0.15840818638331
716 => 0.15241437767846
717 => 0.15259529308752
718 => 0.15450181211776
719 => 0.1600452733273
720 => 0.15787934712988
721 => 0.15630794282251
722 => 0.15601366603198
723 => 0.15969715617565
724 => 0.16491006644399
725 => 0.1673558473096
726 => 0.16493215275125
727 => 0.1621479429436
728 => 0.1623174048938
729 => 0.16344475932823
730 => 0.16356322833936
731 => 0.16175099397597
801 => 0.16226112733404
802 => 0.16148618811556
803 => 0.15673038756217
804 => 0.15664437021096
805 => 0.15547722005752
806 => 0.15544187921473
807 => 0.15345626564447
808 => 0.15317846458009
809 => 0.14923590831821
810 => 0.15183091078894
811 => 0.15009031937532
812 => 0.14746683755098
813 => 0.14701454829562
814 => 0.14700095193444
815 => 0.14969468116823
816 => 0.15179943299447
817 => 0.15012059770817
818 => 0.14973835945633
819 => 0.15381966396914
820 => 0.15330028076797
821 => 0.15285049826542
822 => 0.16444330750516
823 => 0.15526669439372
824 => 0.15126516729436
825 => 0.14631251763953
826 => 0.14792512534057
827 => 0.14826492547731
828 => 0.13635469583963
829 => 0.13152271715895
830 => 0.12986456416501
831 => 0.12891027367416
901 => 0.12934515583407
902 => 0.12499580828688
903 => 0.12791864177016
904 => 0.12415247443549
905 => 0.12352106422567
906 => 0.13025543795866
907 => 0.13119248672196
908 => 0.12719474557947
909 => 0.12976194256845
910 => 0.12883104125354
911 => 0.12421703456489
912 => 0.12404081344772
913 => 0.12172566708153
914 => 0.11810291131912
915 => 0.11644721472419
916 => 0.11558491356213
917 => 0.11594071582751
918 => 0.1157608113144
919 => 0.11458681267429
920 => 0.11582810354222
921 => 0.11265711831146
922 => 0.1113944064422
923 => 0.11082406878555
924 => 0.10800963687815
925 => 0.11248864962638
926 => 0.11337107156289
927 => 0.11425523214322
928 => 0.12195124635289
929 => 0.12156677523169
930 => 0.12504220692235
1001 => 0.12490715803776
1002 => 0.12391590862132
1003 => 0.11973399038599
1004 => 0.12140082845907
1005 => 0.11627055995428
1006 => 0.12011450594242
1007 => 0.11836028952045
1008 => 0.11952140360557
1009 => 0.11743361578709
1010 => 0.11858908376848
1011 => 0.11358032653974
1012 => 0.10890321951465
1013 => 0.11078542391481
1014 => 0.11283159535397
1015 => 0.11726821638885
1016 => 0.1146258015018
1017 => 0.11557611381595
1018 => 0.11239272664391
1019 => 0.10582448961839
1020 => 0.10586166512665
1021 => 0.10485128495709
1022 => 0.10397816897268
1023 => 0.11492931463826
1024 => 0.11356736656275
1025 => 0.11139728055178
1026 => 0.11430202691325
1027 => 0.11507008795575
1028 => 0.11509195357386
1029 => 0.11721118153683
1030 => 0.11834221388056
1031 => 0.11854156323332
1101 => 0.12187621422201
1102 => 0.1229939452483
1103 => 0.12759772115841
1104 => 0.11824625368828
1105 => 0.11805366636964
1106 => 0.11434290265145
1107 => 0.11198947763652
1108 => 0.11450404367566
1109 => 0.11673160591385
1110 => 0.1144121192195
1111 => 0.11471499521474
1112 => 0.11160127383659
1113 => 0.11271428271507
1114 => 0.11367295589971
1115 => 0.11314363291536
1116 => 0.11235121078827
1117 => 0.1165489712131
1118 => 0.11631211711878
1119 => 0.12022116813248
1120 => 0.12326855293659
1121 => 0.12873001129073
1122 => 0.12303069478592
1123 => 0.12282298903975
1124 => 0.12485334602558
1125 => 0.12299363441123
1126 => 0.12416890795644
1127 => 0.12854065655294
1128 => 0.12863302471188
1129 => 0.1270857390401
1130 => 0.12699158656635
1201 => 0.12728875970507
1202 => 0.12902931206056
1203 => 0.12842110958578
1204 => 0.1291249368874
1205 => 0.13000508370546
1206 => 0.13364574411947
1207 => 0.13452349501989
1208 => 0.13239101539353
1209 => 0.13258355442743
1210 => 0.1317859485093
1211 => 0.13101547118635
1212 => 0.13274739168915
1213 => 0.135912510449
1214 => 0.13589282040946
1215 => 0.13662706644063
1216 => 0.13708449563523
1217 => 0.13512087467339
1218 => 0.13384262963158
1219 => 0.13433279011745
1220 => 0.13511656740868
1221 => 0.1340786217054
1222 => 0.12767194000153
1223 => 0.12961531797007
1224 => 0.12929184484978
1225 => 0.12883117979081
1226 => 0.13078526136587
1227 => 0.13059678543094
1228 => 0.12495119944134
1229 => 0.12531261153934
1230 => 0.12497317810806
1231 => 0.12606995696607
]
'min_raw' => 0.10397816897268
'max_raw' => 0.23292393416023
'avg_raw' => 0.16845105156646
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.103978'
'max' => '$0.232923'
'avg' => '$0.168451'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.025355615465453
'max_diff' => -0.16926099320172
'year' => 2034
]
9 => [
'items' => [
101 => 0.12293440475357
102 => 0.12389887949587
103 => 0.12450378901285
104 => 0.12486008536549
105 => 0.1261472721059
106 => 0.12599623559857
107 => 0.12613788346454
108 => 0.12804644159588
109 => 0.13769927368611
110 => 0.13822465603901
111 => 0.13563748118378
112 => 0.13667100650867
113 => 0.13468686389201
114 => 0.13601883212318
115 => 0.13693013095862
116 => 0.13281214675395
117 => 0.13256830645485
118 => 0.13057597457581
119 => 0.13164654087616
120 => 0.12994319291586
121 => 0.13036113492473
122 => 0.12919253263239
123 => 0.13129578409221
124 => 0.13364754603653
125 => 0.13424169397756
126 => 0.13267874654149
127 => 0.13154706959451
128 => 0.12956021767319
129 => 0.13286439669823
130 => 0.13383063933819
131 => 0.13285932143699
201 => 0.13263424585557
202 => 0.13220772803547
203 => 0.13272473362738
204 => 0.13382537697326
205 => 0.13330633389703
206 => 0.13364917099324
207 => 0.13234262951457
208 => 0.13512152471363
209 => 0.1395350790673
210 => 0.13954926936623
211 => 0.13903022349217
212 => 0.1388178411035
213 => 0.13935041366863
214 => 0.13963931243794
215 => 0.14136155445645
216 => 0.14320958875946
217 => 0.15183355849108
218 => 0.14941198229981
219 => 0.15706368128796
220 => 0.16311518173882
221 => 0.16492976212399
222 => 0.16326043355224
223 => 0.15754975068363
224 => 0.15726955733785
225 => 0.16580372853166
226 => 0.1633924342796
227 => 0.163105618501
228 => 0.16005438319952
301 => 0.16185804116554
302 => 0.1614635547103
303 => 0.16084083854178
304 => 0.16428209229703
305 => 0.17072381212403
306 => 0.16971980967893
307 => 0.16897036842799
308 => 0.16568653502545
309 => 0.16766413620452
310 => 0.16695995030311
311 => 0.16998557982299
312 => 0.16819326392132
313 => 0.16337416635407
314 => 0.16414162352561
315 => 0.16402562391804
316 => 0.16641288762197
317 => 0.16569629031358
318 => 0.1638856967926
319 => 0.17070179502597
320 => 0.17025919551982
321 => 0.1708867004272
322 => 0.17116294749366
323 => 0.17531178637519
324 => 0.17701143291691
325 => 0.17739728243839
326 => 0.17901181519764
327 => 0.17735711139253
328 => 0.1839771063968
329 => 0.18837901678723
330 => 0.19349206222594
331 => 0.20096359586896
401 => 0.20377296163428
402 => 0.20326547485443
403 => 0.20893030639113
404 => 0.21910988274045
405 => 0.20532305827986
406 => 0.21984061791388
407 => 0.21524452614704
408 => 0.204347275248
409 => 0.20364562076025
410 => 0.21102536558876
411 => 0.22739292934428
412 => 0.2232930402629
413 => 0.22739963529408
414 => 0.22260907405557
415 => 0.22237118231206
416 => 0.22716696842745
417 => 0.23837258409078
418 => 0.23304921612535
419 => 0.22541686280354
420 => 0.2310524737238
421 => 0.22617038599351
422 => 0.21516967592684
423 => 0.22328990515498
424 => 0.21786013912094
425 => 0.21944483351191
426 => 0.23085739409873
427 => 0.22948420461504
428 => 0.23126123896086
429 => 0.22812481985357
430 => 0.22519490983945
501 => 0.21972601522014
502 => 0.21810694513661
503 => 0.21855439785966
504 => 0.21810672340126
505 => 0.21504692712349
506 => 0.21438616440864
507 => 0.21328486426853
508 => 0.21362620323245
509 => 0.21155543677233
510 => 0.21546340092477
511 => 0.21618875350832
512 => 0.2190326439213
513 => 0.21932790605822
514 => 0.22724810037813
515 => 0.22288579044018
516 => 0.22581240457028
517 => 0.22555062065612
518 => 0.20458345171834
519 => 0.20747254260307
520 => 0.21196706137304
521 => 0.20994228675934
522 => 0.20707972917987
523 => 0.20476806045381
524 => 0.20126564595358
525 => 0.20619522710475
526 => 0.21267710211602
527 => 0.21949229710523
528 => 0.2276803073355
529 => 0.22585283877105
530 => 0.21933922794944
531 => 0.2196314237727
601 => 0.22143766337729
602 => 0.21909841897517
603 => 0.21840853013351
604 => 0.22134288324441
605 => 0.22136309052159
606 => 0.21867150712983
607 => 0.21568030474445
608 => 0.21566777149723
609 => 0.21513551592434
610 => 0.22270376113957
611 => 0.22686553077205
612 => 0.22734267095339
613 => 0.22683341543619
614 => 0.22702940767313
615 => 0.22460776562233
616 => 0.23014292123482
617 => 0.235222527395
618 => 0.23386108443412
619 => 0.23182008789523
620 => 0.23019433584429
621 => 0.23347810891806
622 => 0.23333188767222
623 => 0.23517816146655
624 => 0.23509440382264
625 => 0.23447357138748
626 => 0.233861106606
627 => 0.23628946023469
628 => 0.23559013338779
629 => 0.23488972029314
630 => 0.23348493460394
701 => 0.23367586831013
702 => 0.23163522417807
703 => 0.23069112882905
704 => 0.21649419998138
705 => 0.21270031669525
706 => 0.21389394960868
707 => 0.21428692455645
708 => 0.21263582168833
709 => 0.21500307906769
710 => 0.21463414451266
711 => 0.21606945304677
712 => 0.21517273458851
713 => 0.21520953622683
714 => 0.21784659401204
715 => 0.21861214310593
716 => 0.21822277865804
717 => 0.21849547617071
718 => 0.22477967525181
719 => 0.22388626309985
720 => 0.22341165570048
721 => 0.22354312519363
722 => 0.2251488727936
723 => 0.22559839445102
724 => 0.2236937396012
725 => 0.22459198583905
726 => 0.22841660431543
727 => 0.2297550043275
728 => 0.23402653469758
729 => 0.23221191267597
730 => 0.23554272993163
731 => 0.24578052661626
801 => 0.25395918700959
802 => 0.24643775291445
803 => 0.26145682118068
804 => 0.27315132018332
805 => 0.27270246583339
806 => 0.27066325943364
807 => 0.25734938323348
808 => 0.24509775585538
809 => 0.25534676238873
810 => 0.25537288921412
811 => 0.25449249046351
812 => 0.24902440943584
813 => 0.2543022130965
814 => 0.25472114598491
815 => 0.25448665497065
816 => 0.25029429006733
817 => 0.24389332373851
818 => 0.24514405723741
819 => 0.24719278422289
820 => 0.24331411663016
821 => 0.24207464731753
822 => 0.2443790565884
823 => 0.25180434340188
824 => 0.25040063594155
825 => 0.25036397946693
826 => 0.25636963524683
827 => 0.25207088181006
828 => 0.24515983299224
829 => 0.2434147020202
830 => 0.23722066273057
831 => 0.24149890773033
901 => 0.24165287415146
902 => 0.23930972308769
903 => 0.24534996678722
904 => 0.24529430487817
905 => 0.25102861729924
906 => 0.26199046893893
907 => 0.25874851000912
908 => 0.25497846449787
909 => 0.25538837297696
910 => 0.25988405725231
911 => 0.25716586391295
912 => 0.2581433451897
913 => 0.25988257771733
914 => 0.26093189988396
915 => 0.25523739166534
916 => 0.25390972939976
917 => 0.25119379835053
918 => 0.25048526263503
919 => 0.25269733180488
920 => 0.25211452973218
921 => 0.24163993386995
922 => 0.24054528032225
923 => 0.24057885178375
924 => 0.23782629339011
925 => 0.2336279811501
926 => 0.24466089504865
927 => 0.24377479765706
928 => 0.24279661471525
929 => 0.24291643654418
930 => 0.2477054505274
1001 => 0.24492758056613
1002 => 0.25231300314209
1003 => 0.2507947822866
1004 => 0.24923762479493
1005 => 0.24902237819741
1006 => 0.24842300541355
1007 => 0.24636753312092
1008 => 0.24388542681282
1009 => 0.24224652523185
1010 => 0.22345961442351
1011 => 0.22694635579111
1012 => 0.23095753390805
1013 => 0.23234217652023
1014 => 0.22997364951774
1015 => 0.24646105700332
1016 => 0.24947346522754
1017 => 0.24034868422184
1018 => 0.23864181025802
1019 => 0.24657295937622
1020 => 0.2417895069144
1021 => 0.24394349526506
1022 => 0.23928775061956
1023 => 0.24874786429994
1024 => 0.24867579408372
1025 => 0.24499559619569
1026 => 0.24810607424974
1027 => 0.24756555214275
1028 => 0.2434106177911
1029 => 0.24887958312991
1030 => 0.24888229566848
1031 => 0.24534018521566
1101 => 0.24120377567445
1102 => 0.24046428334612
1103 => 0.23990717521353
1104 => 0.2438064808158
1105 => 0.24730258602598
1106 => 0.25380797106414
1107 => 0.25544357942686
1108 => 0.26182746775521
1109 => 0.25802617308156
1110 => 0.25971123777538
1111 => 0.26154061386748
1112 => 0.26241768403911
1113 => 0.26098854526062
1114 => 0.27090535154781
1115 => 0.27174263384154
1116 => 0.27202336735217
1117 => 0.26867947606841
1118 => 0.27164963417589
1119 => 0.2702599955587
1120 => 0.2738754491879
1121 => 0.27444239848139
1122 => 0.27396221259961
1123 => 0.27414217125405
1124 => 0.26567992653244
1125 => 0.26524111450173
1126 => 0.25925788132628
1127 => 0.2616960930711
1128 => 0.25713797308069
1129 => 0.25858339988349
1130 => 0.25922053024563
1201 => 0.25888772950128
1202 => 0.26183394590489
1203 => 0.25932906008957
1204 => 0.25271825458159
1205 => 0.24610564796407
1206 => 0.2460226320745
1207 => 0.2442816494743
1208 => 0.24302323793123
1209 => 0.24326565263898
1210 => 0.24411995368771
1211 => 0.24297358440125
1212 => 0.24321822041091
1213 => 0.24728080817256
1214 => 0.24809553117511
1215 => 0.24532678407963
1216 => 0.23420986496295
1217 => 0.23148174512703
1218 => 0.23344266356412
1219 => 0.23250547085051
1220 => 0.18765006128435
1221 => 0.19818817441222
1222 => 0.19192678543215
1223 => 0.19481232154682
1224 => 0.18842106477698
1225 => 0.19147130750202
1226 => 0.19090803904773
1227 => 0.20785301311192
1228 => 0.20758844064896
1229 => 0.20771507748611
1230 => 0.20167037129809
1231 => 0.21129975238727
]
'min_raw' => 0.12293440475357
'max_raw' => 0.27444239848139
'avg_raw' => 0.19868840161748
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.122934'
'max' => '$0.274442'
'avg' => '$0.198688'
'bar_min_pct' => 61.631153054958
'bar_max_pct' => 60.119598047091
'min_diff' => 0.018956235780894
'max_diff' => 0.041518464321161
'year' => 2035
]
10 => [
'items' => [
101 => 0.21604353177315
102 => 0.21516558446042
103 => 0.2153865448844
104 => 0.21158971272351
105 => 0.20775183912089
106 => 0.20349504665109
107 => 0.21140364090454
108 => 0.21052434022776
109 => 0.21254113961789
110 => 0.21767042830925
111 => 0.21842573555333
112 => 0.21944087614893
113 => 0.21907702050804
114 => 0.22774553804692
115 => 0.22669572337624
116 => 0.22922547468028
117 => 0.22402158431517
118 => 0.21813288840925
119 => 0.21925213698499
120 => 0.21914434434672
121 => 0.21777202034287
122 => 0.21653314759296
123 => 0.21447077351458
124 => 0.2209964302725
125 => 0.22073150052538
126 => 0.22502040518416
127 => 0.22426229962552
128 => 0.21919948516505
129 => 0.21938030457396
130 => 0.22059640199771
131 => 0.22480532906648
201 => 0.2260548251861
202 => 0.22547600879968
203 => 0.22684602425318
204 => 0.22792882860759
205 => 0.22698200780894
206 => 0.24038699364944
207 => 0.23482030893611
208 => 0.23753347233265
209 => 0.23818054581583
210 => 0.23652308069514
211 => 0.23688252553044
212 => 0.23742698651307
213 => 0.24073284698319
214 => 0.24940838141523
215 => 0.25325071655882
216 => 0.26481057141579
217 => 0.25293166411303
218 => 0.25222681891349
219 => 0.25430909784741
220 => 0.26109595638335
221 => 0.26659606776953
222 => 0.26842077202537
223 => 0.26866193681536
224 => 0.27208520330335
225 => 0.27404735581412
226 => 0.27166952871086
227 => 0.26965456920972
228 => 0.26243723438261
229 => 0.263272660541
301 => 0.26902791832003
302 => 0.27715755891591
303 => 0.28413363629211
304 => 0.28169085713581
305 => 0.30032753776507
306 => 0.30217528852545
307 => 0.3019199891153
308 => 0.30612944032962
309 => 0.29777453690903
310 => 0.29420265382809
311 => 0.27009022632463
312 => 0.27686483491996
313 => 0.2867121263721
314 => 0.28540880042296
315 => 0.27825743415156
316 => 0.28412821133952
317 => 0.282187148805
318 => 0.28065615224927
319 => 0.28766994426935
320 => 0.27995799183258
321 => 0.2866351937472
322 => 0.27807161322489
323 => 0.28170201554523
324 => 0.2796412236054
325 => 0.28097480855163
326 => 0.27317869820559
327 => 0.27738529010843
328 => 0.27300369015244
329 => 0.27300161270356
330 => 0.27290488864168
331 => 0.27805982155892
401 => 0.27822792373628
402 => 0.27441842052177
403 => 0.27386941159294
404 => 0.27589938535007
405 => 0.27352281773144
406 => 0.27463479876226
407 => 0.27355649850407
408 => 0.27331375040347
409 => 0.27137949223773
410 => 0.2705461606364
411 => 0.27087293142959
412 => 0.26975749425053
413 => 0.26908540300302
414 => 0.27277119277626
415 => 0.27080202398475
416 => 0.27246938941711
417 => 0.27056921606865
418 => 0.26398238737677
419 => 0.26019423254161
420 => 0.24775232374199
421 => 0.25128083364342
422 => 0.25362023935858
423 => 0.25284706578368
424 => 0.25450814180103
425 => 0.25461011837779
426 => 0.25407008563189
427 => 0.25344479689461
428 => 0.25314044091793
429 => 0.25540886101387
430 => 0.25672575523107
501 => 0.25385503001931
502 => 0.25318245926791
503 => 0.25608492095408
504 => 0.25785542090595
505 => 0.27092779779256
506 => 0.26995935388958
507 => 0.27238995803854
508 => 0.27211630931203
509 => 0.27466396968575
510 => 0.27882831767518
511 => 0.27036103384266
512 => 0.27183066153934
513 => 0.27147034276678
514 => 0.27540420864499
515 => 0.27541648974487
516 => 0.2730579406397
517 => 0.2743365483727
518 => 0.27362286461291
519 => 0.274912587627
520 => 0.26994641973082
521 => 0.27599467616367
522 => 0.27942364782006
523 => 0.27947125909484
524 => 0.28109656444597
525 => 0.28274796881405
526 => 0.28591769569158
527 => 0.28265956685181
528 => 0.27679851024151
529 => 0.27722165959768
530 => 0.27378532425154
531 => 0.27384308966953
601 => 0.27353473334112
602 => 0.27446013389465
603 => 0.27014949311253
604 => 0.27116119188811
605 => 0.2697448076778
606 => 0.27182758259668
607 => 0.26958686107899
608 => 0.27147016901015
609 => 0.27228294228059
610 => 0.27528209314628
611 => 0.2691438840576
612 => 0.25662766020555
613 => 0.25925872220379
614 => 0.25536717484293
615 => 0.25572735236734
616 => 0.25645496828849
617 => 0.25409652702694
618 => 0.25454644329662
619 => 0.25453036912145
620 => 0.25439185056386
621 => 0.25377832890441
622 => 0.25288860111664
623 => 0.25643300277932
624 => 0.25703526568901
625 => 0.25837402153266
626 => 0.26235725083659
627 => 0.26195923229812
628 => 0.262608417048
629 => 0.26119125038401
630 => 0.25579309066435
701 => 0.25608623670846
702 => 0.25243070084109
703 => 0.25828054126177
704 => 0.25689522183603
705 => 0.25600209739022
706 => 0.25575840011044
707 => 0.25975150306938
708 => 0.26094630205891
709 => 0.26020178350861
710 => 0.25867475424087
711 => 0.26160710186061
712 => 0.26239167437784
713 => 0.26256731123053
714 => 0.26776286899082
715 => 0.26285768519388
716 => 0.26403841168714
717 => 0.27325010273428
718 => 0.26489637008099
719 => 0.26932152857791
720 => 0.2691049400969
721 => 0.27136870144472
722 => 0.26891924559213
723 => 0.26894960953307
724 => 0.27095967624946
725 => 0.26813690006374
726 => 0.26743794098336
727 => 0.26647233401986
728 => 0.26858070149864
729 => 0.26984457244891
730 => 0.28003044409716
731 => 0.28661098171411
801 => 0.28632530322123
802 => 0.28893586987847
803 => 0.28775978568933
804 => 0.28396189960727
805 => 0.29044442804648
806 => 0.2883930848078
807 => 0.28856219505202
808 => 0.28855590076028
809 => 0.28991986468246
810 => 0.28895337123814
811 => 0.28704831345086
812 => 0.28831297971538
813 => 0.29206858639454
814 => 0.30372610476272
815 => 0.31024980648313
816 => 0.30333336972775
817 => 0.30810423518683
818 => 0.30524341594456
819 => 0.30472351998624
820 => 0.30771997605873
821 => 0.31072167703091
822 => 0.31053048165569
823 => 0.30835140088894
824 => 0.30712049345593
825 => 0.31644133692293
826 => 0.32330877561299
827 => 0.32284046233422
828 => 0.32490744484307
829 => 0.33097616941842
830 => 0.33153101753786
831 => 0.33146111942785
901 => 0.33008587047141
902 => 0.33606131793931
903 => 0.34104614134502
904 => 0.32976754007276
905 => 0.3340622837895
906 => 0.33599033261195
907 => 0.33882128030961
908 => 0.34359756359749
909 => 0.34878587409471
910 => 0.34951955808594
911 => 0.34899897418415
912 => 0.34557714394197
913 => 0.35125425519743
914 => 0.35457977382624
915 => 0.35656004406656
916 => 0.36158167991045
917 => 0.33600223958509
918 => 0.31789584034213
919 => 0.31506826464076
920 => 0.32081825101841
921 => 0.32233447657091
922 => 0.32172328795188
923 => 0.30134288944213
924 => 0.31496096606043
925 => 0.32961287146132
926 => 0.33017571081953
927 => 0.33751076102011
928 => 0.33989935403929
929 => 0.34580503087776
930 => 0.34543562918357
1001 => 0.3468735675139
1002 => 0.34654301039337
1003 => 0.35748203314967
1004 => 0.36954939971047
1005 => 0.36913154517834
1006 => 0.36739671846063
1007 => 0.36997323196835
1008 => 0.38242804747668
1009 => 0.38128140764902
1010 => 0.38239527057104
1011 => 0.39708019997801
1012 => 0.41617269711392
1013 => 0.40730231533891
1014 => 0.42654849140707
1015 => 0.43866293904601
1016 => 0.45961362358031
1017 => 0.45699049469232
1018 => 0.46514644243829
1019 => 0.4522945465193
1020 => 0.42278399569258
1021 => 0.4181138380624
1022 => 0.42746361190524
1023 => 0.45044911856029
1024 => 0.4267397165022
1025 => 0.43153609765936
1026 => 0.43015473956343
1027 => 0.43008113286089
1028 => 0.43289040131668
1029 => 0.42881541089997
1030 => 0.4122131668655
1031 => 0.41982187746886
1101 => 0.41688378890461
1102 => 0.42014381721566
1103 => 0.43773684547243
1104 => 0.4299585483147
1105 => 0.42176474411658
1106 => 0.43204159293174
1107 => 0.44512755298182
1108 => 0.44430865711962
1109 => 0.44271965687503
1110 => 0.45167676805644
1111 => 0.46647129154079
1112 => 0.4704701917894
1113 => 0.47342209819901
1114 => 0.47382911622003
1115 => 0.4780216547968
1116 => 0.45547731821374
1117 => 0.49125575935068
1118 => 0.49743370777554
1119 => 0.4962725095214
1120 => 0.50313903918782
1121 => 0.50111873197291
1122 => 0.498191623795
1123 => 0.50907653386902
1124 => 0.49659786283611
1125 => 0.47888596032588
1126 => 0.46916886030706
1127 => 0.48196512146794
1128 => 0.48977935163092
1129 => 0.49494406069027
1130 => 0.49650689853102
1201 => 0.45722737088719
1202 => 0.43605788402964
1203 => 0.44962728239667
1204 => 0.46618288491429
1205 => 0.45538535100584
1206 => 0.45580859389262
1207 => 0.44041414808117
1208 => 0.46754495177808
1209 => 0.46359222188541
1210 => 0.48409899156081
1211 => 0.47920488640067
1212 => 0.49592736100274
1213 => 0.49152377300886
1214 => 0.50980282057016
1215 => 0.51709482752782
1216 => 0.52933924211999
1217 => 0.53834628333772
1218 => 0.54363539021802
1219 => 0.54331785207987
1220 => 0.56427592856219
1221 => 0.55191768307999
1222 => 0.53639281413951
1223 => 0.53611201824072
1224 => 0.54415256785408
1225 => 0.56100335402663
1226 => 0.56537251771221
1227 => 0.56781428416017
1228 => 0.56407463384661
1229 => 0.55066064409911
1230 => 0.54486855133662
1231 => 0.54980358218335
]
'min_raw' => 0.20349504665109
'max_raw' => 0.56781428416017
'avg_raw' => 0.38565466540563
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.203495'
'max' => '$0.567814'
'avg' => '$0.385654'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.080560641897511
'max_diff' => 0.29337188567878
'year' => 2036
]
11 => [
'items' => [
101 => 0.54376846352983
102 => 0.55418677148102
103 => 0.5684933335285
104 => 0.56553908503997
105 => 0.57541469481143
106 => 0.58563491198044
107 => 0.60025028155081
108 => 0.60407128036207
109 => 0.61038724609751
110 => 0.61688844952595
111 => 0.61897646085481
112 => 0.62296312235349
113 => 0.62294211067952
114 => 0.63495618343904
115 => 0.64820807773766
116 => 0.65321036105333
117 => 0.6647128357102
118 => 0.6450152509551
119 => 0.65995609526139
120 => 0.67343311081925
121 => 0.65736525727903
122 => 0.6795110500545
123 => 0.68037092100453
124 => 0.69335395146411
125 => 0.68019316284565
126 => 0.67237832857473
127 => 0.69493946229685
128 => 0.70585608423593
129 => 0.70256790886546
130 => 0.67754473193896
131 => 0.6629801696732
201 => 0.62486190092943
202 => 0.67001463684309
203 => 0.69200721738326
204 => 0.67748777646838
205 => 0.68481053792041
206 => 0.72476114998928
207 => 0.73997175645454
208 => 0.73680805663993
209 => 0.73734266982967
210 => 0.74555003698628
211 => 0.78194602283837
212 => 0.76013670446345
213 => 0.7768091111815
214 => 0.78565209558793
215 => 0.79386595232948
216 => 0.7736953161883
217 => 0.74745361493411
218 => 0.73914176659523
219 => 0.6760441042163
220 => 0.67275959687022
221 => 0.67091590336611
222 => 0.65929167661829
223 => 0.65015821853818
224 => 0.64289495356932
225 => 0.62383397729652
226 => 0.63026649724777
227 => 0.59988727940384
228 => 0.61932282640701
301 => 0.57083686119625
302 => 0.61121741379201
303 => 0.58924011489257
304 => 0.60399728002598
305 => 0.60394579366704
306 => 0.57677317389295
307 => 0.56110057388537
308 => 0.57108776459692
309 => 0.58179482582389
310 => 0.58353201048509
311 => 0.59741399484874
312 => 0.60128815829238
313 => 0.58954926219075
314 => 0.56983209733761
315 => 0.57441194503234
316 => 0.56100776341801
317 => 0.5375174507233
318 => 0.55438860340216
319 => 0.56014915669894
320 => 0.56269334520628
321 => 0.53959332055167
322 => 0.53233479127926
323 => 0.52847041119958
324 => 0.56685017423238
325 => 0.56895270428874
326 => 0.55819586325264
327 => 0.60681780474131
328 => 0.59581316191051
329 => 0.60810804415546
330 => 0.57399637185774
331 => 0.57529948367697
401 => 0.55915047134743
402 => 0.56819283917458
403 => 0.56180198504347
404 => 0.56746230521256
405 => 0.57085507778354
406 => 0.58700144021907
407 => 0.61140177931476
408 => 0.58458971210494
409 => 0.57290731046574
410 => 0.58015500673838
411 => 0.59945657700265
412 => 0.62869944398223
413 => 0.61138707816278
414 => 0.61907001213041
415 => 0.6207483914124
416 => 0.60798289379576
417 => 0.62917012608787
418 => 0.64052453599799
419 => 0.65217181110169
420 => 0.662284813725
421 => 0.6475196332962
422 => 0.66332049286049
423 => 0.65058778927886
424 => 0.63916523788344
425 => 0.63918256117888
426 => 0.63201702783169
427 => 0.61813290405619
428 => 0.61557245861131
429 => 0.62889221916418
430 => 0.63957340574156
501 => 0.6404531594275
502 => 0.64636681313592
503 => 0.64986645248509
504 => 0.6841676756359
505 => 0.69796391134175
506 => 0.7148336872135
507 => 0.72140541564402
508 => 0.74118396212483
509 => 0.72521117950657
510 => 0.72175536751359
511 => 0.67377908326438
512 => 0.6816351971225
513 => 0.6942135934116
514 => 0.67398649638627
515 => 0.68681593381289
516 => 0.68934873652555
517 => 0.67329918736935
518 => 0.68187194503376
519 => 0.65910524232259
520 => 0.61189803121965
521 => 0.62922268120873
522 => 0.64197945501482
523 => 0.62377396589466
524 => 0.65640660049283
525 => 0.63734328903489
526 => 0.63130113450305
527 => 0.60772853549072
528 => 0.61885389483199
529 => 0.63390110264087
530 => 0.62460367764065
531 => 0.64389723053149
601 => 0.67122204682754
602 => 0.69069533814104
603 => 0.69219025564727
604 => 0.67967023394188
605 => 0.69973364862648
606 => 0.69987978869873
607 => 0.67724817497304
608 => 0.66338643757941
609 => 0.66023702167824
610 => 0.66810488007874
611 => 0.67765791266373
612 => 0.69272038247001
613 => 0.70182231751248
614 => 0.72555533680991
615 => 0.7319768113528
616 => 0.73903206500601
617 => 0.74846005964635
618 => 0.75978078450028
619 => 0.7350116830091
620 => 0.73599580558673
621 => 0.7129311612297
622 => 0.68828328092962
623 => 0.70698794967572
624 => 0.73144181588344
625 => 0.72583207195627
626 => 0.7252008611678
627 => 0.72626238263074
628 => 0.72203281890676
629 => 0.70290265893815
630 => 0.69329561236305
701 => 0.7056911534639
702 => 0.71227883189694
703 => 0.72249574664065
704 => 0.72123629624559
705 => 0.74755397140885
706 => 0.7577802241721
707 => 0.75516391110923
708 => 0.75564537567789
709 => 0.77415951783627
710 => 0.79475105164012
711 => 0.81403774033964
712 => 0.83365698846734
713 => 0.81000521909711
714 => 0.79799630924924
715 => 0.81038643884461
716 => 0.80381206167761
717 => 0.84159038296617
718 => 0.84420607196573
719 => 0.88198166145166
720 => 0.91783519410733
721 => 0.89531623262906
722 => 0.91655059902677
723 => 0.93951729754919
724 => 0.98382378521147
725 => 0.96890291888784
726 => 0.95747376912373
727 => 0.94667327782189
728 => 0.9691473856913
729 => 0.99805996643266
730 => 1.0042874594031
731 => 1.0143783771006
801 => 1.0037690110004
802 => 1.0165468238848
803 => 1.0616581182221
804 => 1.0494686482838
805 => 1.0321576414162
806 => 1.0677686757608
807 => 1.0806561706557
808 => 1.1711073590616
809 => 1.2853057207764
810 => 1.2380268491596
811 => 1.2086793278674
812 => 1.2155766915036
813 => 1.2572780673433
814 => 1.2706712257275
815 => 1.2342640043407
816 => 1.2471236504217
817 => 1.3179815646606
818 => 1.3559945622557
819 => 1.3043678056949
820 => 1.1619316318903
821 => 1.0305989746516
822 => 1.0654343093379
823 => 1.0614850634508
824 => 1.1376130525957
825 => 1.049177933457
826 => 1.0506669540588
827 => 1.1283691893983
828 => 1.1076395651633
829 => 1.0740602287522
830 => 1.0308441409685
831 => 0.95095520569604
901 => 0.88019534785743
902 => 1.018971724101
903 => 1.0129874344089
904 => 1.0043212961127
905 => 1.0236068491168
906 => 1.1172520202048
907 => 1.1150931959113
908 => 1.1013598571985
909 => 1.1117764735721
910 => 1.0722341455383
911 => 1.0824251038347
912 => 1.0305781708877
913 => 1.0540151498989
914 => 1.0739881825776
915 => 1.0779980645936
916 => 1.0870325335254
917 => 1.0098339856694
918 => 1.0444938672264
919 => 1.0648533004495
920 => 0.97286864046524
921 => 1.0630350594748
922 => 1.0084901307025
923 => 0.98997676263982
924 => 1.0149025737854
925 => 1.0051889609408
926 => 0.99683776701954
927 => 0.99217765731974
928 => 1.0104804220637
929 => 1.0096265762118
930 => 0.97967970067719
1001 => 0.94061522233304
1002 => 0.95372654351313
1003 => 0.94896307760911
1004 => 0.93169966267363
1005 => 0.94333311994748
1006 => 0.89210526167143
1007 => 0.80397039409986
1008 => 0.86219498726164
1009 => 0.85995340376109
1010 => 0.85882309571238
1011 => 0.90257726826391
1012 => 0.89837131415359
1013 => 0.89073746625854
1014 => 0.9315594610705
1015 => 0.91665888383082
1016 => 0.96257895186597
1017 => 0.99282487859771
1018 => 0.98515353322531
1019 => 1.0135999735078
1020 => 0.95402860187197
1021 => 0.97381582194079
1022 => 0.97789394057307
1023 => 0.93105572399115
1024 => 0.89905946026195
1025 => 0.89692567425532
1026 => 0.84144856230563
1027 => 0.87108398771355
1028 => 0.8971619356753
1029 => 0.88467262233213
1030 => 0.88071887883531
1031 => 0.90091769689824
1101 => 0.9024873180529
1102 => 0.8666997893855
1103 => 0.8741411498391
1104 => 0.90517285995383
1105 => 0.87335923036337
1106 => 0.811550544796
1107 => 0.79622113620336
1108 => 0.79417591052005
1109 => 0.75260133862607
1110 => 0.79724552058594
1111 => 0.77775713877077
1112 => 0.83932070341824
1113 => 0.80415592546362
1114 => 0.80264004216895
1115 => 0.80034856223732
1116 => 0.76456361078424
1117 => 0.77239824090016
1118 => 0.79844174465333
1119 => 0.80773436019353
1120 => 0.80676506426054
1121 => 0.79831411727696
1122 => 0.80218291753019
1123 => 0.78972016393517
1124 => 0.78531930625098
1125 => 0.77142898884842
1126 => 0.75101405956477
1127 => 0.7538528806937
1128 => 0.71340556392596
1129 => 0.69136771904932
1130 => 0.68526793404159
1201 => 0.6771110466017
1202 => 0.68618927618258
1203 => 0.71329098175949
1204 => 0.68060057488615
1205 => 0.62455516526723
1206 => 0.62792358988206
1207 => 0.63549143989733
1208 => 0.6213888014602
1209 => 0.60804183772419
1210 => 0.61964593981926
1211 => 0.59589876093014
1212 => 0.63836117301259
1213 => 0.6372126837653
1214 => 0.65304004513169
1215 => 0.66293721900424
1216 => 0.64012743747609
1217 => 0.63439083910597
1218 => 0.63765866625145
1219 => 0.58364876271158
1220 => 0.64862628374586
1221 => 0.64918821204602
1222 => 0.64437664078353
1223 => 0.67897516477839
1224 => 0.75198884195781
1225 => 0.72451815963455
1226 => 0.71388068113322
1227 => 0.69365882672623
1228 => 0.72060324706863
1229 => 0.71853433598477
1230 => 0.70917793545233
1231 => 0.70351915521655
]
'min_raw' => 0.52847041119958
'max_raw' => 1.3559945622557
'avg_raw' => 0.94223248672766
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$0.52847'
'max' => '$1.35'
'avg' => '$0.942232'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.3249753645485
'max_diff' => 0.78818027809557
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.016588082337942
]
1 => [
'year' => 2028
'avg' => 0.028469964846619
]
2 => [
'year' => 2029
'avg' => 0.07777481274904
]
3 => [
'year' => 2030
'avg' => 0.060003152210159
]
4 => [
'year' => 2031
'avg' => 0.058930531579165
]
5 => [
'year' => 2032
'avg' => 0.10332376797911
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.016588082337942
'min' => '$0.016588'
'max_raw' => 0.10332376797911
'max' => '$0.103323'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.10332376797911
]
1 => [
'year' => 2033
'avg' => 0.26575935590004
]
2 => [
'year' => 2034
'avg' => 0.16845105156646
]
3 => [
'year' => 2035
'avg' => 0.19868840161748
]
4 => [
'year' => 2036
'avg' => 0.38565466540563
]
5 => [
'year' => 2037
'avg' => 0.94223248672766
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.10332376797911
'min' => '$0.103323'
'max_raw' => 0.94223248672766
'max' => '$0.942232'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 0.94223248672766
]
]
]
]
'prediction_2025_max_price' => '$0.028362'
'last_price' => 0.02750112
'sma_50day_nextmonth' => '$0.0253063'
'sma_200day_nextmonth' => '$0.037548'
'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' => '$0.026489'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.026162'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.025639'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.02535'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.025976'
'daily_sma50_action' => 'BUY'
'daily_sma100' => '$0.030656'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.042321'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.026726'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.026351'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.025894'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.025733'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$0.02707'
'daily_ema50_action' => 'BUY'
'daily_ema100' => '$0.031321'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.039122'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.034717'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.047514'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '$0.0750055'
'weekly_sma100_action' => 'SELL'
'weekly_sma200' => '$0.097165'
'weekly_sma200_action' => 'SELL'
'weekly_ema3' => '$0.026558'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$0.026552'
'weekly_ema5_action' => 'BUY'
'weekly_ema10' => '$0.028356'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.034293'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.05804'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$1.19'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$8.48'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '65.09'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 117.15
'stoch_rsi_14_action' => 'SELL'
'momentum_10' => 0
'momentum_10_action' => 'BUY'
'vwma_10' => '0.026887'
'vwma_10_action' => 'BUY'
'hma_9' => '0.026654'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 100
'stochastic_fast_14_action' => 'SELL'
'cci_20' => 328.82
'cci_20_action' => 'SELL'
'adx_14' => 16.26
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '0.000342'
'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' => 81.65
'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' => 1767709810
'last_updated_date' => '6 Ocak 2026'
]
Pancake Bunny için 2026 fiyat tahmini
Pancake Bunny için 2026 fiyat tahmini, ortalama fiyatın alt sınırda $0.0095016 ile üst sınırda $0.028362 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 $0.016588 ve üst sınırda $0.103323 fiyat aralığında bulunuyor. Piyasadaki fiyat dalgalanmaları göz önüne alındığında, Pancake Bunny üst fiyat hedefine ulaşırsa, bugünün fiyatına kıyasla 2032 yılına kadar 275.71% artış gösterebilir.
| Pancake Bunny Fiyat Tahmini | Potansiyel Düşük ($) | Ortalama Fiyat ($) | Potansiyel Yüksek ($) |
|---|---|---|---|
| 2027 | $0.009146 | $0.016588 | $0.024029 |
| 2028 | $0.0165076 | $0.028469 | $0.040432 |
| 2029 | $0.036262 | $0.077774 | $0.119287 |
| 2030 | $0.030839 | $0.0600031 | $0.089166 |
| 2031 | $0.036462 | $0.05893 | $0.081398 |
| 2032 | $0.055656 | $0.103323 | $0.15099 |
Pancake Bunny fiyat tahmini 2032-2037
Pancake Bunny için 2032-2037 fiyat tahmini, şu anda alt sınırda $0.103323 ve üst sınırda $0.942232 olarak tahmin edilmektedir. Mevcut fiyata kıyasla, Pancake Bunny üst fiyat hedefine ulaşırsa, 2037 yılına kadar potansiyel olarak 3326.16% artış gösterebilir. Lütfen bu bilgilerin sadece genel amaçlar için olduğunu ve uzun vadeli yatırım tavsiyesi olarak değerlendirilmemesi gerektiğini unutmayın.
| Pancake Bunny Fiyat Tahmini | Potansiyel Düşük ($) | Ortalama Fiyat ($) | Potansiyel Yüksek ($) |
|---|---|---|---|
| 2032 | $0.055656 | $0.103323 | $0.15099 |
| 2033 | $0.129333 | $0.265759 | $0.402184 |
| 2034 | $0.103978 | $0.168451 | $0.232923 |
| 2035 | $0.122934 | $0.198688 | $0.274442 |
| 2036 | $0.203495 | $0.385654 | $0.567814 |
| 2037 | $0.52847 | $0.942232 | $1.35 |
Pancake Bunny Potansiyel fiyat histogramı
Teknik Analize Dayalı Pancake Bunny Fiyat Tahmini
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 $0.037548 seviyesine ulaşması bekleniyor. Pancake Bunny için kısa vadeli 50 günlük SMA'nın 4 Şub 2026 tarihinde $0.0253063 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 65.09 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 | $0.026489 | BUY |
| SMA 5 | $0.026162 | BUY |
| SMA 10 | $0.025639 | BUY |
| SMA 21 | $0.02535 | BUY |
| SMA 50 | $0.025976 | BUY |
| SMA 100 | $0.030656 | SELL |
| SMA 200 | $0.042321 | SELL |
Günlük Üstel Hareketli Ortalama (EMA)
| Dönem | Değer | İşlem |
|---|---|---|
| EMA 3 | $0.026726 | BUY |
| EMA 5 | $0.026351 | BUY |
| EMA 10 | $0.025894 | BUY |
| EMA 21 | $0.025733 | BUY |
| EMA 50 | $0.02707 | BUY |
| EMA 100 | $0.031321 | SELL |
| EMA 200 | $0.039122 | SELL |
Haftalık Basit Hareketli Ortalama (SMA)
| Dönem | Değer | İşlem |
|---|---|---|
| SMA 21 | $0.034717 | SELL |
| SMA 50 | $0.047514 | SELL |
| SMA 100 | $0.0750055 | SELL |
| SMA 200 | $0.097165 | SELL |
Haftalık Üstel Hareketli Ortalama (EMA)
| Dönem | Değer | İşlem |
|---|---|---|
| EMA 21 | $0.034293 | SELL |
| EMA 50 | $0.05804 | 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) | 65.09 | NEUTRAL |
| Stoch RSI (14) | 117.15 | SELL |
| Hızlı Stokastik (14) | 100 | SELL |
| Emtia Kanal Endeksi (20) | 328.82 | SELL |
| Ortalama Yön Endeksi (14) | 16.26 | NEUTRAL |
| Harika Osilatör (5, 34) | 0.000342 | BUY |
| Momentum (10) | 0 | BUY |
| MACD (12, 26) | 0 | BUY |
| Williams Yüzde Aralığı (14) | -0 | SELL |
| Ultimate Osilatör (7, 14, 28) | 81.65 | SELL |
| VWMA (10) | 0.026887 | BUY |
| Hull Hareketli Ortalaması (9) | 0.026654 | 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 | $0.038643 | $0.0543008 | $0.0763016 | $0.107216 | $0.150657 | $0.211698 |
| Amazon.com hisseleri | $0.057382 | $0.119732 | $0.249828 | $0.521282 | $1.08 | $2.26 |
| Apple hisseleri | $0.0390082 | $0.05533 | $0.078481 | $0.11132 | $0.157899 | $0.223968 |
| Netflix hisseleri | $0.043392 | $0.068466 | $0.108029 | $0.170453 | $0.268948 | $0.424359 |
| Google hisseleri | $0.035613 | $0.046119 | $0.059724 | $0.077343 | $0.100159 | $0.1297059 |
| Tesla hisseleri | $0.062342 | $0.141326 | $0.320377 | $0.72627 | $1.64 | $3.73 |
| Kodak hisseleri | $0.020622 | $0.015464 | $0.011597 | $0.008696 | $0.006521 | $0.00489 |
| Nokia hisseleri | $0.018218 | $0.012068 | $0.007995 | $0.005296 | $0.0035086 | $0.002324 |
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 $0.0275 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 | $0.028215 | $0.028949 | $0.0297018 | $0.030473 |
| Pancake Bunny, Bitcoin'in geçmiş yıllık ortama büyümesine göre %2 oranında büyüme gösterirse | $0.02893 | $0.030434 | $0.032017 | $0.033681 |
| Pancake Bunny, Bitcoin'in geçmiş yıllık ortama büyümesine göre %5 oranında büyüme gösterirse | $0.031075 | $0.035114 | $0.039677 | $0.044834 |
| Pancake Bunny, Bitcoin'in geçmiş yıllık ortama büyümesine göre %10 oranında büyüme gösterirse | $0.034649 | $0.043656 | $0.0550036 | $0.06930091 |
| Pancake Bunny, Bitcoin'in geçmiş yıllık ortama büyümesine göre %20 oranında büyüme gösterirse | $0.041797 | $0.063527 | $0.096552 | $0.146747 |
| Pancake Bunny, Bitcoin'in geçmiş yıllık ortama büyümesine göre %50 oranında büyüme gösterirse | $0.063243 | $0.145437 | $0.334458 | $0.769139 |
| Pancake Bunny, Bitcoin'in geçmiş yıllık ortama büyümesine göre %100 oranında büyüme gösterirse | $0.098985 | $0.35628 | $1.28 | $4.61 |
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 4.368% 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 $0.028362 seviyesine kadar yükselebilir gibi görünmektedir. Pancake Bunny'ın uzun vadeli beş yıllık görünümüne bakıldığında, dijital para birimi $0.089166 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 $0.027736 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 $0.024306 seviyesine ulaşacaktır 5 Şubat 2026 itibariyle.
2026 yılında Pancake Bunny fiyatı ne kadar yükselebilir?
Son Pancake Bunny değer tahminimize göre, BUNNY fiyatı $0.0095016 ve $0.028362 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 $0.089166 seviyesine kadar artış gösteren bir eğilimde görünmektedir. Pancake Bunny'ın 2030 tahminine dayanarak, Pancake Bunny değeri yaklaşık olarak $0.089166 seviyesine ulaşabilirken, en düşük zirve yaklaşık $0.030839 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 $0.028362 seviyesine ulaşacaktır. Fiyat, 2026 yılı boyunca $0.028362 ve $0.0095016 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 $0.024029 seviyesine ulaşacaktır. Fiyat, 2027 yılı boyunca $0.024029 ve $0.009146 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 $0.040432 seviyesine ulaşacaktır. Fiyat, yıl boyunca $0.040432 ve $0.0165076 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 $0.119287 seviyesine ulaşacaktır. Fiyat aralığı $0.119287 ve $0.036262 arasında olacaktır.
2030 yılında Pancake Bunny ne kadar olacak?
Yeni deneysel simülasyona göre, BUNNY'ın değeri 224.23% oranında artacaktır, $0.089166 seviyesine ulaşacaktır. Fiyat 2030 yılı boyunca $0.089166 ve $0.030839 arasında olacaktır.
2031 yılında Pancake Bunny ne kadar olacak?
Pancake Bunny'ın değeri 2031 yılında 195.98% oranında artacaktır, ve en iyi durumda $0.081398 seviyesine ulaşacaktır. Yıl boyunca fiyat $0.081398 ve $0.036462 arasında olacaktır.
2032 yılında Pancake Bunny ne kadar olacak?
Pancake Bunny fiyatı 449.04% oranında artacaktır, 2032 yılında $0.15099 seviyesine ulaşabilir. Fiyat $0.15099 ve $0.055656 arasında olacaktır.
2033 yılında Pancake Bunny ne kadar olacak?
BUNNY'ın değeri 1362.43% oranında artacaktır, ve 2033 yılı için $0.402184 seviyesine ulaşacaktır. Fiyat aralığı $0.402184 ve $0.129333 arasında olacaktır.
2034 yılında Pancake Bunny ne kadar olacak?
Yeni simülasyon sonuçlarına göre, BUNNY'ın değeri 746.96% oranında artacaktır, ve $0.232923 seviyesine ulaşacaktır. Yıl boyunca fiyat aralığı $0.232923 ve $0.103978 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 $0.274442 seviyesine ulaşacaktır. Yıl boyunca fiyat $0.274442 ve $0.122934 arasında olacaktır.
2036 yılında Pancake Bunny ne kadar olacak?
BUNNY'ın değeri 2036 yılında 1964.7% oranında artacaktır, ve $0.567814 seviyesine ulaşacaktır. Fiyat $0.567814 ve $0.203495 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 $0.52847 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 TahminiLever 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
Pancake 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


