Omnity Convertible Token Geleceği Fiyat Tahmini - OCT
2026 yılına kadar Omnity Convertible Token fiyat tahmini $0.03115 olacak
| Yıl | Min. fiyat | Max. fiyat |
|---|---|---|
| 2026 | $0.010435 | $0.03115 |
| 2027 | $0.010046 | $0.026391 |
| 2028 | $0.01813 | $0.0444067 |
| 2029 | $0.039827 | $0.131012 |
| 2030 | $0.033871 | $0.097931 |
| 2031 | $0.040046 | $0.08940042 |
| 2032 | $0.061127 | $0.165833 |
| 2033 | $0.142047 | $0.441719 |
| 2034 | $0.114199 | $0.25582 |
| 2035 | $0.135018 | $0.301419 |
Yatırım Kârı Hesaplayıcı
Bugün Omnity Convertible Token’de $10,000.00 tutarında short açıp Apr 06, 2026 tarihinde kapatırsanız, tahminimize göre yaklaşık $3,954.53 kazanç elde edebilir ve önümüzdeki 90 gün içinde 39.55% getiri sağlayabilirsiniz.
Octopus Network için uzun vadeli fiyat tahmini: 2027, 2028, 2029, 2030, 2031, 2032 ve 2037
[
'name' => 'Omnity Convertible Token'
'name_with_ticker' => 'Omnity Convertible Token <small>OCT</small>'
'name_lang' => 'Octopus Network'
'name_lang_with_ticker' => 'Octopus Network <small>OCT</small>'
'name_with_lang' => 'Octopus Network/Omnity Convertible Token'
'name_with_lang_with_ticker' => 'Octopus Network/Omnity Convertible Token <small>OCT</small>'
'image' => '/uploads/coins/octopus-network.png?1717133838'
'price_for_sd' => 0.0302
'ticker' => 'OCT'
'marketcap' => '$3.02M'
'low24h' => '$0.03003'
'high24h' => '$0.03238'
'volume24h' => '$70.52K'
'current_supply' => '100M'
'max_supply' => '100M'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.0302'
'change_24h_pct' => '0.0342%'
'ath_price' => '$7.02'
'ath_days' => 1451
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '16 Oca 2022'
'ath_pct' => '-99.57%'
'fdv' => '$3.02M'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$1.48'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.030462'
'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' => '$0.026695'
'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' => '$0.010435'
'current_year_max_price_prediction' => '$0.03115'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.033871'
'grand_prediction_max_price' => '$0.097931'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.030776808439959
107 => 0.030891717870693
108 => 0.031150614685556
109 => 0.028938369748648
110 => 0.029931602777221
111 => 0.030515034128158
112 => 0.027879070059209
113 => 0.030462929593785
114 => 0.028899859486097
115 => 0.028369330015022
116 => 0.029083618055881
117 => 0.028805259311691
118 => 0.02856594280921
119 => 0.028432400088846
120 => 0.028956894392958
121 => 0.028932426106765
122 => 0.028074251625279
123 => 0.026954797997848
124 => 0.027330523380027
125 => 0.027194018826237
126 => 0.026699308713865
127 => 0.027032683598077
128 => 0.025564669325176
129 => 0.023039027069391
130 => 0.024707543706077
131 => 0.024643307630561
201 => 0.024610916888412
202 => 0.025864761026469
203 => 0.025744232843701
204 => 0.025525473011761
205 => 0.026695291017998
206 => 0.026268291709449
207 => 0.027584202964707
208 => 0.028450947225224
209 => 0.028231112844517
210 => 0.029046290010872
211 => 0.027339179333973
212 => 0.027906213023446
213 => 0.028023077880972
214 => 0.026680855645387
215 => 0.025763952744999
216 => 0.025702805775001
217 => 0.024113022502731
218 => 0.024962271894495
219 => 0.025709576214921
220 => 0.025351675438595
221 => 0.025238374744792
222 => 0.02581720341751
223 => 0.025862183362712
224 => 0.024836635845334
225 => 0.025049879649063
226 => 0.025939141759446
227 => 0.025027472525493
228 => 0.023256248124246
301 => 0.022816959983643
302 => 0.022758350848
303 => 0.021566966570304
304 => 0.022846315317736
305 => 0.022287845305067
306 => 0.02405204538359
307 => 0.023044343760333
308 => 0.023000903757422
309 => 0.022935237821759
310 => 0.021909764158481
311 => 0.022134277718488
312 => 0.022880594986331
313 => 0.023146889395363
314 => 0.023119112706815
315 => 0.022876937624567
316 => 0.022987804137083
317 => 0.022630664471814
318 => 0.022504551022788
319 => 0.022106502287426
320 => 0.021521480610213
321 => 0.021602831462576
322 => 0.020443750440769
323 => 0.019812221583002
324 => 0.019637422718589
325 => 0.019403674371749
326 => 0.019663825216346
327 => 0.020440466909865
328 => 0.019503672253754
329 => 0.017897603524356
330 => 0.017994130991601
331 => 0.018210999551237
401 => 0.017806866425083
402 => 0.017424388337501
403 => 0.017756922003226
404 => 0.01707640951015
405 => 0.018293236234839
406 => 0.018260324482053
407 => 0.018713882236958
408 => 0.018997501209041
409 => 0.018343851301121
410 => 0.018179460116936
411 => 0.018273104806611
412 => 0.016725366682418
413 => 0.018587399012212
414 => 0.018603501945122
415 => 0.018465618857168
416 => 0.019457093588984
417 => 0.021549414521841
418 => 0.020762199223486
419 => 0.020457365666254
420 => 0.019877876851125
421 => 0.020650011290643
422 => 0.020590723412862
423 => 0.020322601145275
424 => 0.020160439961245
425 => 0.020459226914953
426 => 0.020123416951152
427 => 0.020063096254213
428 => 0.019697618460327
429 => 0.01956715951609
430 => 0.019470572907497
501 => 0.01936424054184
502 => 0.019598783244104
503 => 0.019067278624111
504 => 0.01842633615644
505 => 0.018373048725347
506 => 0.018520180007674
507 => 0.01845508536788
508 => 0.018372737077255
509 => 0.01821551176423
510 => 0.018168866372443
511 => 0.018320441266624
512 => 0.018149322048459
513 => 0.018401817776209
514 => 0.018333152909486
515 => 0.017949596545717
516 => 0.017471543305707
517 => 0.01746728762912
518 => 0.017364291842724
519 => 0.017233111223229
520 => 0.017196619775892
521 => 0.01772891694541
522 => 0.018830756156
523 => 0.018614438754184
524 => 0.018770750246095
525 => 0.01953964807913
526 => 0.019784057578687
527 => 0.019610581505058
528 => 0.019373116755936
529 => 0.019383563999743
530 => 0.020195052932962
531 => 0.020245664502334
601 => 0.020373543610226
602 => 0.0205379044025
603 => 0.019638572858698
604 => 0.019341205564905
605 => 0.019200296443797
606 => 0.018766350889476
607 => 0.019234323966131
608 => 0.018961656094969
609 => 0.01899844830645
610 => 0.018974487330457
611 => 0.018987571643583
612 => 0.01829289610697
613 => 0.018545999361441
614 => 0.0181251661107
615 => 0.017561717628708
616 => 0.017559828751825
617 => 0.017697731969556
618 => 0.017615701739497
619 => 0.017394960499596
620 => 0.017426315750855
621 => 0.017151610756283
622 => 0.01745966991089
623 => 0.017468503945155
624 => 0.017349884390536
625 => 0.017824492022179
626 => 0.018018939156106
627 => 0.017940861224179
628 => 0.018013461000262
629 => 0.018623427718844
630 => 0.018722878908686
701 => 0.018767048557838
702 => 0.018707867079332
703 => 0.018024610072146
704 => 0.018054915425848
705 => 0.017832554848302
706 => 0.017644683592056
707 => 0.017652197457051
708 => 0.017748787704315
709 => 0.018170602979061
710 => 0.019058288357395
711 => 0.019091975368613
712 => 0.019132805008929
713 => 0.018966730342431
714 => 0.018916640633895
715 => 0.018982721888705
716 => 0.019316089844527
717 => 0.020173602735419
718 => 0.019870500408417
719 => 0.019624073498496
720 => 0.019840256334715
721 => 0.019806976681576
722 => 0.019526062917626
723 => 0.019518178603884
724 => 0.0189790152773
725 => 0.018779698871617
726 => 0.018613135164454
727 => 0.018431251944487
728 => 0.01832342547491
729 => 0.018489095938434
730 => 0.018526986733598
731 => 0.018164745369678
801 => 0.018115373210304
802 => 0.018411187327603
803 => 0.018281010563642
804 => 0.018414900593605
805 => 0.018445964229044
806 => 0.018440962268282
807 => 0.018305042775999
808 => 0.018391673807203
809 => 0.018186765592454
810 => 0.017963958685134
811 => 0.017821821759624
812 => 0.01769778844039
813 => 0.01776660933476
814 => 0.017521275412529
815 => 0.017442788153211
816 => 0.018362325163091
817 => 0.019041597038978
818 => 0.019031720156881
819 => 0.018971597177246
820 => 0.018882266625009
821 => 0.019309554758225
822 => 0.019160696116509
823 => 0.019269003215913
824 => 0.019296571918346
825 => 0.019380014077449
826 => 0.019409837477233
827 => 0.019319690449404
828 => 0.01901714601348
829 => 0.018263234044218
830 => 0.01791228598738
831 => 0.017796467283122
901 => 0.01780067707305
902 => 0.017684552273485
903 => 0.017718756231306
904 => 0.017672657532809
905 => 0.01758535775033
906 => 0.017761218819196
907 => 0.017781485169123
908 => 0.017740437094267
909 => 0.017750105401858
910 => 0.017410244873908
911 => 0.017436083731709
912 => 0.017292209688026
913 => 0.017265235039263
914 => 0.016901533985377
915 => 0.016257184849107
916 => 0.016614216819085
917 => 0.016182972405644
918 => 0.016019653611855
919 => 0.016792779380369
920 => 0.016715178996381
921 => 0.01658236087107
922 => 0.016385895182011
923 => 0.016313024146844
924 => 0.015870282805336
925 => 0.015844123284946
926 => 0.01606355784882
927 => 0.015962296347874
928 => 0.015820086849818
929 => 0.015305018463402
930 => 0.014725911063789
1001 => 0.014743390676044
1002 => 0.014927593965185
1003 => 0.015463189871559
1004 => 0.015253923285036
1005 => 0.015102097975455
1006 => 0.015073665658823
1007 => 0.015429555628564
1008 => 0.015933214497001
1009 => 0.016169519969339
1010 => 0.015935348422956
1011 => 0.015666344759161
1012 => 0.015682717765734
1013 => 0.015791640043222
1014 => 0.015803086234508
1015 => 0.015627992503402
1016 => 0.015677280363091
1017 => 0.015602407597247
1018 => 0.015142913571466
1019 => 0.015134602781611
1020 => 0.015021835537342
1021 => 0.015018420990002
1022 => 0.014826575776394
1023 => 0.014799735304847
1024 => 0.014418814989055
1025 => 0.014669537894442
1026 => 0.014501366133052
1027 => 0.014247891620929
1028 => 0.014204192519498
1029 => 0.014202878871741
1030 => 0.014463140519828
1031 => 0.014666496585553
1101 => 0.014504291552842
1102 => 0.014467360611106
1103 => 0.014861686449622
1104 => 0.014811504892311
1105 => 0.014768047987316
1106 => 0.015888117369511
1107 => 0.0150014950534
1108 => 0.014614877116943
1109 => 0.014136364003822
1110 => 0.014292170286327
1111 => 0.014325000959321
1112 => 0.013174263180738
1113 => 0.012707409007282
1114 => 0.012547202247981
1115 => 0.012455000993011
1116 => 0.012497018262691
1117 => 0.012076794750048
1118 => 0.0123591919004
1119 => 0.01199531385906
1120 => 0.011934308521268
1121 => 0.012584967535023
1122 => 0.012675502935692
1123 => 0.012289250789293
1124 => 0.012537287195823
1125 => 0.012447345746852
1126 => 0.012001551503686
1127 => 0.011984525442637
1128 => 0.011760841561842
1129 => 0.011410819602131
1130 => 0.0112508501742
1201 => 0.011167536707216
1202 => 0.011201913467441
1203 => 0.011184531525525
1204 => 0.011071102596925
1205 => 0.011191033138937
1206 => 0.010884660162817
1207 => 0.010762659975111
1208 => 0.010707555320707
1209 => 0.01043563167023
1210 => 0.010868383123136
1211 => 0.010953640611017
1212 => 0.011039066082487
1213 => 0.011782636489187
1214 => 0.011745489812977
1215 => 0.012081277674755
1216 => 0.012068229575921
1217 => 0.011972457438339
1218 => 0.011568410543632
1219 => 0.011729456434419
1220 => 0.011233782214666
1221 => 0.011605175042676
1222 => 0.011435686865707
1223 => 0.011547870919553
1224 => 0.01134615387551
1225 => 0.011457792416376
1226 => 0.010973858324238
1227 => 0.010521967478136
1228 => 0.010703821546124
1229 => 0.010901517715561
1230 => 0.01133017338295
1231 => 0.011074869603786
]
'min_raw' => 0.01043563167023
'max_raw' => 0.031150614685556
'avg_raw' => 0.020793123177893
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.010435'
'max' => '$0.03115'
'avg' => '$0.020793'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.01976881832977
'max_diff' => 0.00094616468555586
'year' => 2026
]
1 => [
'items' => [
101 => 0.011166686496878
102 => 0.010859115274982
103 => 0.010224507990834
104 => 0.010228099799144
105 => 0.010130479294149
106 => 0.010046120925006
107 => 0.011104194313975
108 => 0.010972606162392
109 => 0.010762937664675
110 => 0.011043587280764
111 => 0.011117795493766
112 => 0.011119908097266
113 => 0.011324662812549
114 => 0.0114339404408
115 => 0.011453201096415
116 => 0.011775387064932
117 => 0.011883379551843
118 => 0.012328185321761
119 => 0.011424668997523
120 => 0.011406061673401
121 => 0.011047536596403
122 => 0.010820154324513
123 => 0.011063105655093
124 => 0.011278327367823
125 => 0.011054224134946
126 => 0.011083487286082
127 => 0.010782647005851
128 => 0.010890183250183
129 => 0.010982807950498
130 => 0.010931666035212
131 => 0.010855104112733
201 => 0.011260681641735
202 => 0.011237797368078
203 => 0.011615480487272
204 => 0.011909911487063
205 => 0.012437584474524
206 => 0.011886930203893
207 => 0.011866862173619
208 => 0.012063030388563
209 => 0.011883349519511
210 => 0.011996901626379
211 => 0.012419289474599
212 => 0.012428213864242
213 => 0.012278718839298
214 => 0.012269622053444
215 => 0.012298334208281
216 => 0.012466502195968
217 => 0.01240773913379
218 => 0.012475741237042
219 => 0.012560778908443
220 => 0.012912530772583
221 => 0.012997336956177
222 => 0.012791301897009
223 => 0.012809904555975
224 => 0.012732841788057
225 => 0.012658400119842
226 => 0.012825734118657
227 => 0.013131540290448
228 => 0.013129637886125
301 => 0.013200578973958
302 => 0.01324477468397
303 => 0.01305505434336
304 => 0.012931553377834
305 => 0.012978911506587
306 => 0.01305463818579
307 => 0.01295435436514
308 => 0.012335356168106
309 => 0.012523120679328
310 => 0.012491867483445
311 => 0.01244735913199
312 => 0.012636157799964
313 => 0.01261794770786
314 => 0.012072484750545
315 => 0.012107403519322
316 => 0.012074608276529
317 => 0.012180576415269
318 => 0.011877626892262
319 => 0.011970812125142
320 => 0.012029257029648
321 => 0.012063681527397
322 => 0.012188046418364
323 => 0.012173453633823
324 => 0.012187139310388
325 => 0.012371539612579
326 => 0.013304173062517
327 => 0.013354934243458
328 => 0.013104967623477
329 => 0.013204824357786
330 => 0.013013121264181
331 => 0.013141812835217
401 => 0.013229860339708
402 => 0.012831990597472
403 => 0.012808431333491
404 => 0.012615937013025
405 => 0.012719372557408
406 => 0.012554799169016
407 => 0.012595179721995
408 => 0.012482272175554
409 => 0.01268548327948
410 => 0.012912704869482
411 => 0.012970110016369
412 => 0.012819101789379
413 => 0.012709761881111
414 => 0.012517797020997
415 => 0.012837038861582
416 => 0.012930394904488
417 => 0.012836548502031
418 => 0.012814802239998
419 => 0.012773593112739
420 => 0.012823544951154
421 => 0.012929886467429
422 => 0.012879737772173
423 => 0.012912861868896
424 => 0.012786626969609
425 => 0.013055117148687
426 => 0.013481544168744
427 => 0.013482915201342
428 => 0.013432766235766
429 => 0.013412246359527
430 => 0.013463702241501
501 => 0.013491614946642
502 => 0.013658013833552
503 => 0.013836566468832
504 => 0.014669793709063
505 => 0.014435826834219
506 => 0.015175115610662
507 => 0.015759797048196
508 => 0.015935117446292
509 => 0.015773830929506
510 => 0.015222078468108
511 => 0.015195006860077
512 => 0.016019557981287
513 => 0.015786584522711
514 => 0.015758873071129
515 => 0.015464070045531
516 => 0.015638335145725
517 => 0.015600220811998
518 => 0.015540055471592
519 => 0.015872541143349
520 => 0.016494924639677
521 => 0.016397920335099
522 => 0.016325511121632
523 => 0.016008235026223
524 => 0.01619930610184
525 => 0.016131269351538
526 => 0.016423598408025
527 => 0.016250429150844
528 => 0.015784819519627
529 => 0.015858969388068
530 => 0.015847761784622
531 => 0.01607841346936
601 => 0.016009177558729
602 => 0.015834242361874
603 => 0.016492797400549
604 => 0.016450034499413
605 => 0.016510662516263
606 => 0.016537352844265
607 => 0.016938203691264
608 => 0.017102419457484
609 => 0.017139699311417
610 => 0.017295691588422
611 => 0.01713581808146
612 => 0.01777542609719
613 => 0.018200728105488
614 => 0.018694738273967
615 => 0.019416619907531
616 => 0.019688054079529
617 => 0.019639021925871
618 => 0.020186344341718
619 => 0.021169870556701
620 => 0.01983782069401
621 => 0.021240472433893
622 => 0.020796409087439
623 => 0.019743542881355
624 => 0.01967575071016
625 => 0.020388763928949
626 => 0.021970158623242
627 => 0.021574037188351
628 => 0.021970806536002
629 => 0.021507954016323
630 => 0.021484969487493
701 => 0.021948326822228
702 => 0.023030986491129
703 => 0.022516655465325
704 => 0.021779235820693
705 => 0.022323735010769
706 => 0.021852039421304
707 => 0.020789177238958
708 => 0.021573734281755
709 => 0.021049123330135
710 => 0.02120223269567
711 => 0.022304886885986
712 => 0.022172212616546
713 => 0.022343905406508
714 => 0.022040872126208
715 => 0.021757791258446
716 => 0.021229399796906
717 => 0.021072969134528
718 => 0.021116200941824
719 => 0.021072947710991
720 => 0.020777317544428
721 => 0.020713476238106
722 => 0.02060707126395
723 => 0.02064005061473
724 => 0.020439978133445
725 => 0.020817556242714
726 => 0.020887638067002
727 => 0.021162407927527
728 => 0.021190935445961
729 => 0.021956165596419
730 => 0.021534689688717
731 => 0.021817452116082
801 => 0.021792159183115
802 => 0.01976636168461
803 => 0.020045498706142
804 => 0.020479748313622
805 => 0.020284119454063
806 => 0.020007546016751
807 => 0.019784198137192
808 => 0.019445803261167
809 => 0.019922087550874
810 => 0.020548350744652
811 => 0.021206818514046
812 => 0.021997924394456
813 => 0.021821358771436
814 => 0.021192029339894
815 => 0.021220260598467
816 => 0.021394775130378
817 => 0.021168762955237
818 => 0.021102107552505
819 => 0.021385617701606
820 => 0.021387570080189
821 => 0.021127515758204
822 => 0.020838512968757
823 => 0.020837302036517
824 => 0.020785876781571
825 => 0.021517102454936
826 => 0.021919202640032
827 => 0.021965302778237
828 => 0.021916099733424
829 => 0.021935036032574
830 => 0.021701062794539
831 => 0.022235856234078
901 => 0.022726635579788
902 => 0.022595096231166
903 => 0.022397900048162
904 => 0.022240823790144
905 => 0.022558094056732
906 => 0.022543966511191
907 => 0.02272234905035
908 => 0.022714256587986
909 => 0.022654273249374
910 => 0.02259509837336
911 => 0.022829720067929
912 => 0.022762152787802
913 => 0.022694480557027
914 => 0.022558753538107
915 => 0.022577201094165
916 => 0.022380038959862
917 => 0.022288822735008
918 => 0.02091714957153
919 => 0.020550593681535
920 => 0.020665919626461
921 => 0.020703887921967
922 => 0.020544362328887
923 => 0.020773081050601
924 => 0.020737435480095
925 => 0.020876111542973
926 => 0.020789472759502
927 => 0.020793028445396
928 => 0.021047814634249
929 => 0.021121780148811
930 => 0.02108416069113
1001 => 0.02111050806977
1002 => 0.021717672290003
1003 => 0.021631352953905
1004 => 0.02158549752701
1005 => 0.021598199793642
1006 => 0.021753343269659
1007 => 0.021796774972424
1008 => 0.021612751795917
1009 => 0.021699538189783
1010 => 0.022069063640031
1011 => 0.022198376634289
1012 => 0.022611081638201
1013 => 0.022435757217293
1014 => 0.022757572779733
1015 => 0.023746724103666
1016 => 0.024536926625289
1017 => 0.023810223729904
1018 => 0.02526133002918
1019 => 0.026391224432002
1020 => 0.026347857202884
1021 => 0.026150833978824
1022 => 0.024864479241008
1023 => 0.023680756432801
1024 => 0.024670990825391
1025 => 0.024673515136502
1026 => 0.024588453123983
1027 => 0.024060140269713
1028 => 0.024570068981839
1029 => 0.024610545271218
1030 => 0.02458788931268
1031 => 0.024182833086006
1101 => 0.02356438709478
1102 => 0.023685229961115
1103 => 0.0238831730413
1104 => 0.023508425495258
1105 => 0.023388670947543
1106 => 0.02361131743598
1107 => 0.024328730811962
1108 => 0.024193107968925
1109 => 0.024189566308398
1110 => 0.024769818343945
1111 => 0.02435448311272
1112 => 0.023686754176652
1113 => 0.023518143814032
1114 => 0.022919690616282
1115 => 0.023333044371585
1116 => 0.023347920237359
1117 => 0.023121530609953
1118 => 0.023705124447212
1119 => 0.023699746527262
1120 => 0.02425378201926
1121 => 0.025312889793732
1122 => 0.024999659509292
1123 => 0.024635406767847
1124 => 0.024675011140475
1125 => 0.025109373356284
1126 => 0.024846748045081
1127 => 0.024941189938079
1128 => 0.025109230407168
1129 => 0.02521061339438
1130 => 0.024660423688811
1201 => 0.024532148149827
1202 => 0.024269741415662
1203 => 0.024201284396772
1204 => 0.024415009206453
1205 => 0.024358700270111
1206 => 0.023346669978443
1207 => 0.023240907182081
1208 => 0.02324415077605
1209 => 0.02297820519585
1210 => 0.022572574351791
1211 => 0.023638547991018
1212 => 0.023552935389497
1213 => 0.023458425703306
1214 => 0.0234700026006
1215 => 0.02393270562819
1216 => 0.023664314505125
1217 => 0.024377876294233
1218 => 0.024231189442023
1219 => 0.024080740625554
1220 => 0.024059944016335
1221 => 0.024002034057685
1222 => 0.023803439262125
1223 => 0.023563624112789
1224 => 0.023405277378765
1225 => 0.02159013118363
1226 => 0.021927011759227
1227 => 0.022314562153821
1228 => 0.022448342997025
1229 => 0.022219501607373
1230 => 0.023812475314993
1231 => 0.024103526961651
]
'min_raw' => 0.010046120925006
'max_raw' => 0.026391224432002
'avg_raw' => 0.018218672678504
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.010046'
'max' => '$0.026391'
'avg' => '$0.018218'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.00038951074522423
'max_diff' => -0.0047593902535541
'year' => 2027
]
2 => [
'items' => [
101 => 0.023221912539093
102 => 0.023056998476712
103 => 0.023823287053467
104 => 0.023361121366715
105 => 0.023569234547161
106 => 0.023119407682861
107 => 0.024033421142959
108 => 0.024026457891784
109 => 0.023670886011876
110 => 0.023971412929923
111 => 0.023919188982308
112 => 0.023517749205627
113 => 0.024046147499914
114 => 0.024046409578876
115 => 0.023704179375264
116 => 0.023304529421269
117 => 0.023233081448806
118 => 0.023179254999239
119 => 0.023555996540189
120 => 0.023893781827764
121 => 0.024522316503868
122 => 0.024680345055056
123 => 0.025297141010899
124 => 0.024929869050444
125 => 0.025092675953546
126 => 0.025269425877305
127 => 0.025354166290518
128 => 0.025216086334608
129 => 0.026174224337376
130 => 0.0262551205414
131 => 0.02628224433886
201 => 0.025959165595229
202 => 0.026246135137094
203 => 0.026111871591888
204 => 0.026461188037028
205 => 0.026515965315922
206 => 0.026469570909457
207 => 0.026486958082379
208 => 0.025669356324142
209 => 0.025626959359785
210 => 0.02504887374242
211 => 0.025284447904489
212 => 0.024844053299864
213 => 0.024983706965558
214 => 0.025045264970727
215 => 0.025013110562212
216 => 0.02529776691416
217 => 0.025055750863554
218 => 0.024417030714882
219 => 0.023778136547332
220 => 0.02377011575149
221 => 0.023601906194593
222 => 0.023480321494074
223 => 0.023503743020843
224 => 0.023586283536095
225 => 0.023475524089277
226 => 0.023499160232902
227 => 0.023891677703879
228 => 0.023970394283377
229 => 0.02370288458969
301 => 0.022628794568072
302 => 0.022365210182616
303 => 0.022554669411776
304 => 0.022464120102975
305 => 0.01813029817579
306 => 0.019148465353092
307 => 0.018543504990029
308 => 0.018822298558217
309 => 0.018204790681256
310 => 0.018499497806502
311 => 0.01844507616145
312 => 0.020082258852796
313 => 0.020056696496942
314 => 0.02006893184396
315 => 0.019484906851781
316 => 0.020415274522329
317 => 0.02087360709178
318 => 0.020788781931301
319 => 0.020810130596707
320 => 0.020443289793515
321 => 0.020072483664809
322 => 0.01966120260142
323 => 0.020425311981321
324 => 0.020340356062058
325 => 0.020535214374673
326 => 0.021030793927205
327 => 0.021103769898839
328 => 0.021201850344765
329 => 0.021166695486742
330 => 0.022004226829105
331 => 0.021902796257335
401 => 0.022147214751733
402 => 0.02164442736468
403 => 0.021075475711213
404 => 0.021183614820106
405 => 0.02117320015432
406 => 0.021040609505464
407 => 0.020920912596206
408 => 0.020721650966686
409 => 0.02135214424766
410 => 0.021326547371868
411 => 0.021740931037821
412 => 0.021667684699755
413 => 0.021178527727736
414 => 0.021195998064687
415 => 0.021313494476639
416 => 0.021720150899955
417 => 0.021840874213676
418 => 0.021784950364768
419 => 0.021917317967034
420 => 0.022021935922803
421 => 0.021930456371552
422 => 0.023225613903967
423 => 0.02268777419844
424 => 0.022949913528649
425 => 0.02301243221429
426 => 0.022852291915649
427 => 0.02288702061223
428 => 0.022939625124547
429 => 0.023259029422316
430 => 0.024097238720041
501 => 0.02446847591212
502 => 0.025585361321009
503 => 0.024437649831189
504 => 0.024369549381085
505 => 0.024570734169934
506 => 0.025226464139279
507 => 0.02575787168985
508 => 0.025934170232011
509 => 0.025957470994729
510 => 0.026288218779929
511 => 0.026477797242325
512 => 0.026248057299275
513 => 0.026053376752316
514 => 0.025356055197746
515 => 0.025436772066431
516 => 0.025992831248604
517 => 0.026778297595145
518 => 0.027452309434322
519 => 0.027216293979926
520 => 0.02901692529602
521 => 0.029195450536091
522 => 0.029170784120326
523 => 0.029577491185326
524 => 0.028770260485754
525 => 0.028425153722328
526 => 0.026095468896287
527 => 0.026750015305795
528 => 0.027701436952179
529 => 0.027575512729632
530 => 0.026884564898455
531 => 0.027451785288433
601 => 0.027264244488884
602 => 0.027116323279206
603 => 0.027793979016681
604 => 0.027048868696764
605 => 0.027694003906758
606 => 0.026866611326871
607 => 0.027217372078641
608 => 0.027018263311548
609 => 0.02714711108571
610 => 0.026393869630751
611 => 0.026800300435944
612 => 0.026376960773034
613 => 0.026376760054913
614 => 0.026367414808391
615 => 0.026865472044429
616 => 0.026881713673015
617 => 0.026513648623061
618 => 0.026460604699105
619 => 0.026656735887414
620 => 0.026427117632744
621 => 0.026534554568904
622 => 0.026430371788093
623 => 0.026406918049707
624 => 0.026220034671925
625 => 0.026139520174311
626 => 0.026171091983429
627 => 0.026063321122528
628 => 0.025998385280593
629 => 0.026354497435019
630 => 0.026164241076432
701 => 0.026325337919405
702 => 0.026141747734795
703 => 0.025505344168501
704 => 0.025139341747679
705 => 0.023937234405592
706 => 0.024278150556598
707 => 0.024504178317419
708 => 0.024429476143816
709 => 0.024589965318619
710 => 0.024599818050512
711 => 0.024547641383791
712 => 0.024487227487972
713 => 0.024457821344585
714 => 0.024676990645388
715 => 0.024804225801403
716 => 0.024526863227079
717 => 0.024461881056629
718 => 0.024742309932879
719 => 0.024913371385392
720 => 0.026176393039627
721 => 0.026082824315975
722 => 0.026317663450406
723 => 0.02629122416777
724 => 0.026537372993462
725 => 0.026939722293213
726 => 0.026121633668185
727 => 0.026263625566114
728 => 0.026228812431813
729 => 0.02660889310361
730 => 0.026610079673981
731 => 0.026382202324801
801 => 0.026505738332679
802 => 0.026436783922114
803 => 0.026561393861752
804 => 0.026081574648624
805 => 0.02666594265693
806 => 0.026997241661797
807 => 0.027001841748801
808 => 0.027158874847756
809 => 0.027318429571039
810 => 0.027624680968092
811 => 0.027309888385793
812 => 0.026743607174679
813 => 0.026784490849044
814 => 0.026452480382162
815 => 0.026458061538092
816 => 0.02642826889033
817 => 0.02651767886895
818 => 0.026101195110972
819 => 0.026198943016514
820 => 0.026062095376345
821 => 0.02626332808607
822 => 0.026046834955364
823 => 0.026228795643866
824 => 0.026307323844931
825 => 0.026597094597453
826 => 0.026004035579611
827 => 0.024794748095667
828 => 0.025048954985985
829 => 0.024672963027684
830 => 0.024707762514927
831 => 0.024778063017455
901 => 0.024550196087867
902 => 0.024593665917121
903 => 0.024592112868927
904 => 0.024578729538621
905 => 0.024519452549597
906 => 0.024433489187917
907 => 0.024775940762722
908 => 0.024834129958389
909 => 0.024963477332239
910 => 0.025348327379655
911 => 0.025309871784529
912 => 0.025372594455686
913 => 0.025235671216722
914 => 0.024714113991277
915 => 0.024742437057906
916 => 0.024389247963194
917 => 0.024954445493009
918 => 0.024820599257706
919 => 0.024734307719085
920 => 0.024710762273287
921 => 0.025096566289532
922 => 0.025212004897929
923 => 0.025140071303973
924 => 0.02499253340413
925 => 0.025275849787493
926 => 0.025351653299522
927 => 0.02536862291034
928 => 0.025870605221131
929 => 0.025396678145185
930 => 0.025510757102795
1001 => 0.026400768564795
1002 => 0.025593650981948
1003 => 0.026021199166452
1004 => 0.026000272907674
1005 => 0.026218992091425
1006 => 0.025982331550672
1007 => 0.02598526524171
1008 => 0.026179473059559
1009 => 0.025906743204954
1010 => 0.025839211457545
1011 => 0.025745916832171
1012 => 0.025949622233559
1013 => 0.026071734408889
1014 => 0.027055868860533
1015 => 0.027691664598279
1016 => 0.027664063028511
1017 => 0.027916289708213
1018 => 0.027802659278876
1019 => 0.027435716648354
1020 => 0.028062042974768
1021 => 0.027863847118484
1022 => 0.027880186144068
1023 => 0.02787957800472
1024 => 0.028011360922567
1025 => 0.027917980647545
1026 => 0.02773391854019
1027 => 0.027856107556871
1028 => 0.028218965253043
1029 => 0.029345286675792
1030 => 0.029975591065737
1031 => 0.029307341560084
1101 => 0.029768291120866
1102 => 0.029491885637519
1103 => 0.029441654538844
1104 => 0.02973116492692
1105 => 0.030021182064606
1106 => 0.030002709226714
1107 => 0.029792171677299
1108 => 0.029673244357827
1109 => 0.030573801864443
1110 => 0.031237317294721
1111 => 0.03119206999064
1112 => 0.031391776875642
1113 => 0.031978122466711
1114 => 0.032031730559236
1115 => 0.032024977171746
1116 => 0.031892103920996
1117 => 0.032469437301999
1118 => 0.032951058965647
1119 => 0.031861347602525
1120 => 0.032276295424232
1121 => 0.032462578870181
1122 => 0.032736098236641
1123 => 0.033197571255028
1124 => 0.033698853352668
1125 => 0.033769740137553
1126 => 0.033719442571432
1127 => 0.033388833552852
1128 => 0.03393734240563
1129 => 0.034258646027472
1130 => 0.034449974981376
1201 => 0.034935153374375
1202 => 0.032463729293325
1203 => 0.030714332491011
1204 => 0.030441138918733
1205 => 0.030996688790766
1206 => 0.031143182861594
1207 => 0.031084131285331
1208 => 0.029115026136128
1209 => 0.030430771987638
1210 => 0.03184640389281
1211 => 0.03190078407963
1212 => 0.032609479010827
1213 => 0.032840259130811
1214 => 0.033410851441192
1215 => 0.033375160736822
1216 => 0.033514090884293
1217 => 0.033482153249324
1218 => 0.034539055351919
1219 => 0.035704975322562
1220 => 0.035664603221377
1221 => 0.035496988431058
1222 => 0.03574592497725
1223 => 0.036949279334531
1224 => 0.036838493748673
1225 => 0.03694611250864
1226 => 0.038364935113954
1227 => 0.040209606326024
1228 => 0.039352571346056
1229 => 0.041212090647414
1230 => 0.042382559478737
1231 => 0.044406764293773
]
'min_raw' => 0.01813029817579
'max_raw' => 0.044406764293773
'avg_raw' => 0.031268531234781
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.01813'
'max' => '$0.0444067'
'avg' => '$0.031268'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.0080841772507836
'max_diff' => 0.018015539861771
'year' => 2028
]
3 => [
'items' => [
101 => 0.044153323881512
102 => 0.044941331961704
103 => 0.043699612648954
104 => 0.040848374114001
105 => 0.040397154701742
106 => 0.041300507391779
107 => 0.043521311832371
108 => 0.041230566356773
109 => 0.041693981183013
110 => 0.041560517681881
111 => 0.041553405979089
112 => 0.041824830749274
113 => 0.041431114963556
114 => 0.039827046024426
115 => 0.040562181366392
116 => 0.04027831030676
117 => 0.040593286411411
118 => 0.042293082542184
119 => 0.041541562154691
120 => 0.040749896475025
121 => 0.041742820922004
122 => 0.043007154948865
123 => 0.042928035197691
124 => 0.042774509810923
125 => 0.043639924377809
126 => 0.045069335699629
127 => 0.045455699836077
128 => 0.045740905942736
129 => 0.045780231046248
130 => 0.046185304052833
131 => 0.044007124404883
201 => 0.047463951445801
202 => 0.048060849982848
203 => 0.047948657796793
204 => 0.04861208539939
205 => 0.048416888169172
206 => 0.048134078008093
207 => 0.049185751873308
208 => 0.047980092652544
209 => 0.046268811176945
210 => 0.045329968314122
211 => 0.046566312330181
212 => 0.047321304478328
213 => 0.047820306261734
214 => 0.047971303899888
215 => 0.044176210290471
216 => 0.042130865320536
217 => 0.043441907996337
218 => 0.045041470544145
219 => 0.043998238754166
220 => 0.044039131465234
221 => 0.042551757089215
222 => 0.045173070172766
223 => 0.044791166905206
224 => 0.046772481732883
225 => 0.046299625048213
226 => 0.047915310375985
227 => 0.047489846281671
228 => 0.049255923949792
301 => 0.04996046014625
302 => 0.051143486072405
303 => 0.052013724759467
304 => 0.052524745561523
305 => 0.052494065789358
306 => 0.054518984796657
307 => 0.053324960803334
308 => 0.051824985257873
309 => 0.051797855432618
310 => 0.05257471402243
311 => 0.054202796505931
312 => 0.054624934606266
313 => 0.054860852215214
314 => 0.054499536184758
315 => 0.053203508716477
316 => 0.052643890626682
317 => 0.053120701452885
318 => 0.05253760278526
319 => 0.05354419467417
320 => 0.054926460334069
321 => 0.05464102794137
322 => 0.055595185635745
323 => 0.056582638469106
324 => 0.057994740370093
325 => 0.058363916096993
326 => 0.058974149535064
327 => 0.05960228019408
328 => 0.05980401883316
329 => 0.060189200490987
330 => 0.06018717039352
331 => 0.061347941245098
401 => 0.06262830744047
402 => 0.063111616038678
403 => 0.064222957510464
404 => 0.06231982418608
405 => 0.063763372674245
406 => 0.065065489544932
407 => 0.063513052131722
408 => 0.065652725434306
409 => 0.065735804100042
410 => 0.066990193317111
411 => 0.065718629533715
412 => 0.06496357901811
413 => 0.067143381565289
414 => 0.068198119354732
415 => 0.067880423748811
416 => 0.065462744501185
417 => 0.064055551479925
418 => 0.060372655916027
419 => 0.064735204800713
420 => 0.066860075105148
421 => 0.065457241600427
422 => 0.066164749222256
423 => 0.07002468139684
424 => 0.071494293656821
425 => 0.07118862458011
426 => 0.071240277622333
427 => 0.072033253722469
428 => 0.075549746450389
429 => 0.073442582496156
430 => 0.07505343038524
501 => 0.075907818297266
502 => 0.076701421405511
503 => 0.074752582992499
504 => 0.072217172851292
505 => 0.071414102030294
506 => 0.065317757455209
507 => 0.065000416244993
508 => 0.064822283007277
509 => 0.063699178140918
510 => 0.062816725360274
511 => 0.062114966145735
512 => 0.060273340403743
513 => 0.060894835030175
514 => 0.057959667974604
515 => 0.059837483840825
516 => 0.055152886348048
517 => 0.059054358343598
518 => 0.056930964514584
519 => 0.058356766362273
520 => 0.058351791873945
521 => 0.055726438621462
522 => 0.054212189655155
523 => 0.055177128031937
524 => 0.056211618568752
525 => 0.056379461177906
526 => 0.057720705161852
527 => 0.058095017527829
528 => 0.056960833583947
529 => 0.055055808477522
530 => 0.055498302360748
531 => 0.054203222530734
601 => 0.051933644943161
602 => 0.053563695189579
603 => 0.054120266011957
604 => 0.054366079394259
605 => 0.052134210499628
606 => 0.051432908836704
607 => 0.051059541715854
608 => 0.054767702229835
609 => 0.05497084363349
610 => 0.053931543491091
611 => 0.058629278685217
612 => 0.057566036528647
613 => 0.058753938518188
614 => 0.055458150678847
615 => 0.055584054212677
616 => 0.054023775432189
617 => 0.054897427291396
618 => 0.054279958316423
619 => 0.054826844854768
620 => 0.055154646390955
621 => 0.056714669145048
622 => 0.059072171297551
623 => 0.056481653767761
624 => 0.055352928183136
625 => 0.056053183187644
626 => 0.057918054543172
627 => 0.060743430107805
628 => 0.059070750907559
629 => 0.059813057532693
630 => 0.059975218507362
701 => 0.058741846791051
702 => 0.060788906282248
703 => 0.061885942093862
704 => 0.063011273837003
705 => 0.063988367858493
706 => 0.062561791592217
707 => 0.064088432688807
708 => 0.062858229453386
709 => 0.061754609975141
710 => 0.061756283710336
711 => 0.061063967090325
712 => 0.059722516401545
713 => 0.059475132312989
714 => 0.060762055582828
715 => 0.061794046173152
716 => 0.061879045861072
717 => 0.062450408877467
718 => 0.062788535625062
719 => 0.066102637412517
720 => 0.067435596567119
721 => 0.069065513789741
722 => 0.069700458405054
723 => 0.071611414056902
724 => 0.070068162167805
725 => 0.069734269914089
726 => 0.065098916571536
727 => 0.065857955421702
728 => 0.067073249857172
729 => 0.065118956329156
730 => 0.06635850575632
731 => 0.066603219070489
801 => 0.065052550182894
802 => 0.065880829436206
803 => 0.063681165307093
804 => 0.059120117964577
805 => 0.060793984031785
806 => 0.062026512874475
807 => 0.060267542246246
808 => 0.063420429015784
809 => 0.061578577653813
810 => 0.060994799196526
811 => 0.058717271302601
812 => 0.059792176798445
813 => 0.061246001872739
814 => 0.060347707002131
815 => 0.062211803738296
816 => 0.064851861853147
817 => 0.066733324483968
818 => 0.066877759822548
819 => 0.065668105399136
820 => 0.067606584332565
821 => 0.067620704035309
822 => 0.065434091879483
823 => 0.064094804109147
824 => 0.063790515109841
825 => 0.064550688689479
826 => 0.065473679750945
827 => 0.066928979402768
828 => 0.067808386503236
829 => 0.070101413819769
830 => 0.070721841265378
831 => 0.071403502926253
901 => 0.072314413121854
902 => 0.073408194364253
903 => 0.071015063274885
904 => 0.07111014683442
905 => 0.068881696299155
906 => 0.066500277310092
907 => 0.068307477474723
908 => 0.070670151288216
909 => 0.070128151304878
910 => 0.070067165234698
911 => 0.070169726888616
912 => 0.069761076601244
913 => 0.067912766496746
914 => 0.066984556733301
915 => 0.068182184139711
916 => 0.068818669805955
917 => 0.069805803566916
918 => 0.069684118495011
919 => 0.072226869052819
920 => 0.073214905030798
921 => 0.072962123147188
922 => 0.073008641097308
923 => 0.074797433040688
924 => 0.076786937574849
925 => 0.078650371109337
926 => 0.080545935736949
927 => 0.078260758593215
928 => 0.077100486569759
929 => 0.078297591129509
930 => 0.077662390599639
1001 => 0.081312441256987
1002 => 0.0815651628451
1003 => 0.08521494956224
1004 => 0.088679031765324
1005 => 0.086503303799046
1006 => 0.088554917274307
1007 => 0.090773904518302
1008 => 0.095054690929673
1009 => 0.093613072666205
1010 => 0.092508815669427
1011 => 0.091465298143202
1012 => 0.093636692461533
1013 => 0.096430156563195
1014 => 0.097031841975227
1015 => 0.098006802204235
1016 => 0.096981750735897
1017 => 0.098216312323795
1018 => 0.10257485722292
1019 => 0.10139713991724
1020 => 0.099724592015662
1021 => 0.10316524461442
1022 => 0.10441040341471
1023 => 0.1131495799699
1024 => 0.12418315136819
1025 => 0.11961518035896
1026 => 0.11677969334603
1027 => 0.11744610005272
1028 => 0.12147518681741
1029 => 0.12276920160941
1030 => 0.11925162333111
1031 => 0.1204940914459
1101 => 0.12734021291516
1102 => 0.13101293743354
1103 => 0.12602488422486
1104 => 0.11226304325119
1105 => 0.099573997376868
1106 => 0.10293970373792
1107 => 0.10255813708661
1108 => 0.10991344053428
1109 => 0.10136905174899
1110 => 0.10151291734283
1111 => 0.1090203206764
1112 => 0.10701747417648
1113 => 0.10377311935181
1114 => 0.099597684757506
1115 => 0.091879007728983
1116 => 0.085042360233587
1117 => 0.098450600357945
1118 => 0.097872412662481
1119 => 0.097035111196832
1120 => 0.098898435003152
1121 => 0.10794620649295
1122 => 0.10773762607533
1123 => 0.10641074387711
1124 => 0.10741717232986
1125 => 0.10359668757803
1126 => 0.1045813134894
1127 => 0.099571987367171
1128 => 0.10183641198236
1129 => 0.10376615842347
1130 => 0.10415358359191
1201 => 0.10502647227882
1202 => 0.097567734020023
1203 => 0.10091648852117
1204 => 0.10288356805473
1205 => 0.093996231159138
1206 => 0.10270789397927
1207 => 0.097437893981132
1208 => 0.095649176829019
1209 => 0.098057448828774
1210 => 0.097118942888348
1211 => 0.096312070591688
1212 => 0.095861821986326
1213 => 0.097630191151664
1214 => 0.097547694616443
1215 => 0.094654299436285
1216 => 0.090879983373644
1217 => 0.092146767731968
1218 => 0.091686533098422
1219 => 0.090018583415003
1220 => 0.091142580112615
1221 => 0.086193067498044
1222 => 0.077677688297955
1223 => 0.083303208630653
1224 => 0.083086632217232
1225 => 0.082977424568627
1226 => 0.087204847620688
1227 => 0.086798478437476
1228 => 0.086060914390768
1229 => 0.09000503747288
1230 => 0.088565379491968
1231 => 0.09300206616306
]
'min_raw' => 0.039827046024426
'max_raw' => 0.13101293743354
'avg_raw' => 0.085419991728983
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.039827'
'max' => '$0.131012'
'avg' => '$0.085419'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072434
'min_diff' => 0.021696747848637
'max_diff' => 0.086606173139766
'year' => 2029
]
4 => [
'items' => [
101 => 0.095924354951544
102 => 0.095183167988645
103 => 0.097931594718862
104 => 0.092175951885039
105 => 0.094087745558125
106 => 0.094481763584516
107 => 0.089956367606277
108 => 0.086864965461502
109 => 0.08665880418301
110 => 0.081298738885427
111 => 0.084162042502461
112 => 0.086681631193896
113 => 0.085474943738679
114 => 0.08509294253912
115 => 0.087044503821716
116 => 0.087196156847366
117 => 0.083738451791084
118 => 0.084457418163563
119 => 0.087455627455018
120 => 0.084381870982031
121 => 0.078410064250287
122 => 0.076928973614127
123 => 0.076731368821347
124 => 0.072714533549301
125 => 0.077027947172546
126 => 0.075145026533702
127 => 0.081093150270958
128 => 0.077695613892665
129 => 0.077549152889966
130 => 0.07732775560323
131 => 0.073870299551205
201 => 0.074627262693803
202 => 0.077143523468543
203 => 0.078041353660677
204 => 0.077947702615931
205 => 0.077131192418006
206 => 0.077504986605407
207 => 0.076300865289258
208 => 0.075875664990908
209 => 0.074533615888759
210 => 0.072561174459127
211 => 0.072835454537604
212 => 0.068927531948128
213 => 0.066798288312232
214 => 0.066208941736795
215 => 0.065420842865634
216 => 0.066297959601344
217 => 0.068916461294436
218 => 0.065757992706443
219 => 0.06034301985314
220 => 0.060668468948289
221 => 0.061399656438383
222 => 0.060037093387881
223 => 0.05874754181183
224 => 0.05986870228258
225 => 0.05757430690031
226 => 0.061676923158727
227 => 0.061565958886386
228 => 0.063095160523437
301 => 0.064051401689461
302 => 0.061847575388529
303 => 0.061293319033624
304 => 0.061609048642925
305 => 0.056390741497585
306 => 0.06266871350043
307 => 0.062723005663009
308 => 0.062258123205279
309 => 0.065600949486154
310 => 0.072655355592463
311 => 0.070001204252441
312 => 0.068973436631436
313 => 0.067019649632611
314 => 0.069622954804152
315 => 0.069423061584865
316 => 0.068519068639995
317 => 0.067972330886309
318 => 0.068979711961371
319 => 0.067847505222916
320 => 0.067644129781729
321 => 0.066411895882797
322 => 0.065972044443948
323 => 0.065646395949615
324 => 0.065287888954915
325 => 0.066078666050847
326 => 0.064286661116073
327 => 0.062125678837146
328 => 0.061946016542806
329 => 0.06244207993355
330 => 0.062222608810722
331 => 0.061944965799506
401 => 0.06141486967952
402 => 0.061257601484432
403 => 0.061768646822787
404 => 0.061191706431579
405 => 0.062043013406377
406 => 0.061811505014195
407 => 0.060518317954697
408 => 0.05890652807939
409 => 0.058892179768656
410 => 0.058544922283887
411 => 0.058102637666521
412 => 0.057979604204071
413 => 0.059774281274904
414 => 0.063489209101366
415 => 0.062759879878343
416 => 0.063286894986642
417 => 0.065879287713451
418 => 0.066703331405335
419 => 0.06611844471138
420 => 0.065317815730455
421 => 0.065353039342355
422 => 0.06808903093705
423 => 0.068259671376775
424 => 0.068690824717269
425 => 0.069244978603724
426 => 0.066212819514472
427 => 0.065210224921929
428 => 0.064735139982152
429 => 0.063272062248647
430 => 0.064849866149427
501 => 0.063930547384742
502 => 0.064054594894499
503 => 0.063973808791036
504 => 0.064017923466259
505 => 0.061675776393871
506 => 0.062529131687423
507 => 0.061110263000912
508 => 0.059210557105158
509 => 0.059204188624873
510 => 0.059669138951547
511 => 0.059392568303733
512 => 0.058648323801747
513 => 0.058754040220519
514 => 0.057827853152032
515 => 0.058866496099792
516 => 0.05889628066309
517 => 0.058496346552939
518 => 0.06009651931907
519 => 0.06075211140697
520 => 0.06048886620825
521 => 0.06073364142207
522 => 0.062790186800283
523 => 0.063125493430298
524 => 0.063274414486238
525 => 0.063074879999537
526 => 0.06077123129633
527 => 0.060873407912188
528 => 0.060123703700272
529 => 0.059490282643087
530 => 0.059515616163519
531 => 0.059841276925885
601 => 0.061263456574892
602 => 0.064256349804158
603 => 0.064369927914432
604 => 0.064507587897392
605 => 0.063947655564331
606 => 0.063778774614849
607 => 0.064001572179087
608 => 0.065125545517149
609 => 0.06801671009843
610 => 0.066994779441015
611 => 0.066163933909239
612 => 0.066892809434954
613 => 0.066780604760885
614 => 0.065833484392954
615 => 0.065806901878708
616 => 0.063989075079949
617 => 0.063317065902362
618 => 0.062755484734554
619 => 0.062142252759756
620 => 0.061778708289374
621 => 0.062337277823888
622 => 0.062465029285232
623 => 0.061243707235892
624 => 0.061077245553507
625 => 0.062074603503065
626 => 0.061635703454717
627 => 0.062087123038641
628 => 0.062191856254316
629 => 0.062174991794382
630 => 0.061716729736557
701 => 0.062008812306643
702 => 0.061317949954384
703 => 0.060566740910472
704 => 0.060087516342433
705 => 0.059669329346904
706 => 0.059901363797194
707 => 0.059074203349727
708 => 0.058809578075131
709 => 0.061909861303964
710 => 0.064200073858764
711 => 0.064166773261193
712 => 0.063964064437701
713 => 0.063662880243975
714 => 0.065103512017418
715 => 0.064601624713892
716 => 0.064966789661295
717 => 0.065059739466333
718 => 0.065341070531495
719 => 0.065441622206068
720 => 0.06513768520788
721 => 0.064117635519182
722 => 0.061575768678364
723 => 0.060392522802324
724 => 0.060002031954712
725 => 0.060016225555375
726 => 0.059624702686066
727 => 0.059740023717902
728 => 0.059584598737413
729 => 0.059290261425709
730 => 0.059883189297617
731 => 0.05995151871135
801 => 0.059813122261086
802 => 0.059845719635147
803 => 0.05869985613686
804 => 0.05878697364995
805 => 0.058301892266706
806 => 0.058210945355091
807 => 0.056984701859118
808 => 0.054812233759165
809 => 0.05601599197312
810 => 0.054562021324681
811 => 0.054011380608867
812 => 0.05661802811533
813 => 0.056356393002829
814 => 0.055908587420276
815 => 0.05524618963282
816 => 0.055000499850061
817 => 0.053507766505951
818 => 0.053419567856558
819 => 0.05415940680909
820 => 0.0538179965888
821 => 0.053338527337352
822 => 0.051601938311626
823 => 0.049649437281844
824 => 0.049708371014949
825 => 0.05032942526495
826 => 0.052135224257404
827 => 0.051429667350412
828 => 0.050917777719057
829 => 0.05082191617845
830 => 0.052021824058875
831 => 0.05371994509815
901 => 0.054516665496461
902 => 0.053727139778493
903 => 0.052820175144775
904 => 0.05287537787956
905 => 0.053242616942823
906 => 0.053281208575892
907 => 0.052690867836812
908 => 0.052857045296922
909 => 0.052604606539429
910 => 0.051055390350661
911 => 0.051027369942424
912 => 0.050647167305215
913 => 0.050635654920462
914 => 0.049988835388576
915 => 0.049898340864813
916 => 0.048614041425115
917 => 0.049459371205541
918 => 0.048892368370637
919 => 0.048037761355988
920 => 0.047890426784542
921 => 0.047885997729412
922 => 0.048763488046825
923 => 0.049449117220283
924 => 0.048902231627705
925 => 0.048777716379207
926 => 0.050107213474713
927 => 0.049938022850674
928 => 0.04979150486142
929 => 0.053567896984237
930 => 0.050578587943475
1001 => 0.049275078577908
1002 => 0.047661738208304
1003 => 0.048187049967815
1004 => 0.04829774087398
1005 => 0.044417948111541
1006 => 0.042843916671017
1007 => 0.042303768396753
1008 => 0.041992905428338
1009 => 0.042134569586616
1010 => 0.040717756674671
1011 => 0.041669878383421
1012 => 0.040443038161891
1013 => 0.040237354406268
1014 => 0.042431096698704
1015 => 0.042736343123039
1016 => 0.041434067044192
1017 => 0.042270339106158
1018 => 0.041967095231438
1019 => 0.040464068816244
1020 => 0.040406664262697
1021 => 0.039652498441486
1022 => 0.038472374966569
1023 => 0.037933026871592
1024 => 0.037652129700893
1025 => 0.0377680333481
1026 => 0.037709428917362
1027 => 0.037326995365232
1028 => 0.037731349560909
1029 => 0.036698391681642
1030 => 0.036287059531011
1031 => 0.036101270341404
1101 => 0.035184460768717
1102 => 0.036643512505929
1103 => 0.03693096407881
1104 => 0.037218982020087
1105 => 0.039725981560704
1106 => 0.039600738948362
1107 => 0.040732871168308
1108 => 0.040688878592099
1109 => 0.040365976143644
1110 => 0.039003703828488
1111 => 0.03954668129314
1112 => 0.037875481054375
1113 => 0.039127657903828
1114 => 0.038556216681893
1115 => 0.038934453051874
1116 => 0.03825434995445
1117 => 0.038630747089333
1118 => 0.03699912951049
1119 => 0.035475547972845
1120 => 0.036088681659711
1121 => 0.036755228097677
1122 => 0.03820047060806
1123 => 0.037339696091867
1124 => 0.037649263157378
1125 => 0.036612265308818
1126 => 0.034472642543447
1127 => 0.034484752575937
1128 => 0.0341556182277
1129 => 0.033871198096422
1130 => 0.037438566399657
1201 => 0.036994907759403
1202 => 0.036287995780764
1203 => 0.037234225555737
1204 => 0.037484423726926
1205 => 0.037491546517123
1206 => 0.038181891335217
1207 => 0.038550328488386
1208 => 0.03861526713353
1209 => 0.039701539620689
1210 => 0.040065643830104
1211 => 0.041565337538729
1212 => 0.038519069170067
1213 => 0.038456333277667
1214 => 0.037247540949146
1215 => 0.036480905744148
1216 => 0.037300033117517
1217 => 0.038025668148286
1218 => 0.037270088452252
1219 => 0.037368751209396
1220 => 0.0363544472006
1221 => 0.036717013156305
1222 => 0.037029303800267
1223 => 0.036856875262267
1224 => 0.036598741395245
1225 => 0.037966174350796
1226 => 0.03788901842443
1227 => 0.039162403429787
1228 => 0.040155098102098
1229 => 0.041934184420277
1230 => 0.04007761510139
1231 => 0.040009954336215
]
'min_raw' => 0.033871198096422
'max_raw' => 0.097931594718862
'avg_raw' => 0.065901396407642
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.033871'
'max' => '$0.097931'
'avg' => '$0.0659013'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.0059558479280041
'max_diff' => -0.033081342714677
'year' => 2030
]
5 => [
'items' => [
101 => 0.040671349168928
102 => 0.040065542574001
103 => 0.040448391430262
104 => 0.041872501550713
105 => 0.041902590753475
106 => 0.041398557839467
107 => 0.041367887390843
108 => 0.041464692425494
109 => 0.042031682537096
110 => 0.041833558770256
111 => 0.042062832609124
112 => 0.042349543055393
113 => 0.043535499023873
114 => 0.043821428992838
115 => 0.043126767405944
116 => 0.043189487569444
117 => 0.042929665067059
118 => 0.042678679785321
119 => 0.043242858045211
120 => 0.044273904904112
121 => 0.044267490815114
122 => 0.044506673645692
123 => 0.044655682567645
124 => 0.044016027193427
125 => 0.043599635065591
126 => 0.043759306303123
127 => 0.044014624089123
128 => 0.04367651018621
129 => 0.041589514547834
130 => 0.04222257570672
131 => 0.042117203374772
201 => 0.041967140360365
202 => 0.042603688250942
203 => 0.042542291654027
204 => 0.040703225210431
205 => 0.040820956277314
206 => 0.040710384826546
207 => 0.041067663804767
208 => 0.040046248336688
209 => 0.040360428855331
210 => 0.040557479931364
211 => 0.040673544528966
212 => 0.041092849441742
213 => 0.041043648849827
214 => 0.041089791063868
215 => 0.041711509557122
216 => 0.044855948347978
217 => 0.045027093213551
218 => 0.044184313302175
219 => 0.044520987253671
220 => 0.043874646889298
221 => 0.044308539506006
222 => 0.044605397814679
223 => 0.043263952200352
224 => 0.043184520496982
225 => 0.042535512456009
226 => 0.042884252615534
227 => 0.042329381946425
228 => 0.042465527800073
301 => 0.042084852124293
302 => 0.042769992548925
303 => 0.043536086003722
304 => 0.043729631464351
305 => 0.043220496683996
306 => 0.042851849549402
307 => 0.04220462662097
308 => 0.043280972775256
309 => 0.043595729191824
310 => 0.043279319493795
311 => 0.043206000453074
312 => 0.043067061003391
313 => 0.043235477114133
314 => 0.043594014960782
315 => 0.043424935133457
316 => 0.043536615338208
317 => 0.043111005561823
318 => 0.044016238945972
319 => 0.045453967416277
320 => 0.045458589948402
321 => 0.045289509209674
322 => 0.045220325014281
323 => 0.045393812112894
324 => 0.045487921747077
325 => 0.046048947211897
326 => 0.046650949887888
327 => 0.049460233702396
328 => 0.048671398048813
329 => 0.051163961774086
330 => 0.053135256061886
331 => 0.053726361024545
401 => 0.053182572272536
402 => 0.051322300326805
403 => 0.051231026510252
404 => 0.05401105818373
405 => 0.053225571902456
406 => 0.053132140808695
407 => 0.052138191825402
408 => 0.052725738777504
409 => 0.052597233640286
410 => 0.052394381994499
411 => 0.053515380650236
412 => 0.055613790061534
413 => 0.055286733276024
414 => 0.055042600557369
415 => 0.053972882050188
416 => 0.054617091521789
417 => 0.054387700867972
418 => 0.055373308691678
419 => 0.054789456450801
420 => 0.053219621071328
421 => 0.053469622529754
422 => 0.053431835312246
423 => 0.054209493570929
424 => 0.053976059864337
425 => 0.053386253634557
426 => 0.055606617926292
427 => 0.055462439819502
428 => 0.055666851411227
429 => 0.055756839715543
430 => 0.057108336332715
501 => 0.057662001253702
502 => 0.057787692884035
503 => 0.058313631736991
504 => 0.057774607046254
505 => 0.059931090127293
506 => 0.061365025541908
507 => 0.063030615315625
508 => 0.065464489643352
509 => 0.066379648905173
510 => 0.066214333575798
511 => 0.068059669313657
512 => 0.07137569661508
513 => 0.066884597502265
514 => 0.071613735773299
515 => 0.070116545197217
516 => 0.066566733274633
517 => 0.066338167236352
518 => 0.06874214108449
519 => 0.07407392370575
520 => 0.072738372631703
521 => 0.074076108188859
522 => 0.072515568603428
523 => 0.072438074659751
524 => 0.074000316264385
525 => 0.077650578926968
526 => 0.075916475964024
527 => 0.073430214147154
528 => 0.075266031182213
529 => 0.073675676569599
530 => 0.070092162515152
531 => 0.072737351360966
601 => 0.070968588910411
602 => 0.071484807826067
603 => 0.075202483413575
604 => 0.074755162851137
605 => 0.075334037079701
606 => 0.074312339218061
607 => 0.073357912308325
608 => 0.071576403604629
609 => 0.071048986704783
610 => 0.071194745761428
611 => 0.071048914473833
612 => 0.070052176727025
613 => 0.069836931305503
614 => 0.06947817950618
615 => 0.069589371689879
616 => 0.068914813350611
617 => 0.070187844307675
618 => 0.070424130071216
619 => 0.071350535839795
620 => 0.071446718359922
621 => 0.074026745238855
622 => 0.072605709789529
623 => 0.073559063055235
624 => 0.073473786165841
625 => 0.066643668462967
626 => 0.067584798419784
627 => 0.069048901289742
628 => 0.06838932493137
629 => 0.067456838277732
630 => 0.066703805308147
701 => 0.065562883357652
702 => 0.067168709093508
703 => 0.069280199175631
704 => 0.071500269232894
705 => 0.074167537941943
706 => 0.073572234616514
707 => 0.071450406499692
708 => 0.071545590159016
709 => 0.072133978087569
710 => 0.071371962259413
711 => 0.071147228915373
712 => 0.072103103177113
713 => 0.072109685757815
714 => 0.071232894454832
715 => 0.07025850137268
716 => 0.070254418630088
717 => 0.07008103479264
718 => 0.072546413202936
719 => 0.073902122050727
720 => 0.074057551885292
721 => 0.07389166038446
722 => 0.073955505439132
723 => 0.073166648331609
724 => 0.074969741751099
725 => 0.076624438580281
726 => 0.076180944482619
727 => 0.075516083783822
728 => 0.0749864902132
729 => 0.076056189068106
730 => 0.076008557061959
731 => 0.076609986247004
801 => 0.076582701945147
802 => 0.076380463931112
803 => 0.076180951705175
804 => 0.076971995129177
805 => 0.076744187326833
806 => 0.07651602567605
807 => 0.076058412555603
808 => 0.076120609778821
809 => 0.075455863877598
810 => 0.075148322006989
811 => 0.070523630169161
812 => 0.069287761393927
813 => 0.069676590869044
814 => 0.069804603628206
815 => 0.069266751953415
816 => 0.070037893092306
817 => 0.06991771156265
818 => 0.070385267590697
819 => 0.070093158883296
820 => 0.07010514712654
821 => 0.070964176550861
822 => 0.071213556447314
823 => 0.071086719819236
824 => 0.071175551845837
825 => 0.073222648405203
826 => 0.072931616736924
827 => 0.072777011963627
828 => 0.072819838542418
829 => 0.073342915603581
830 => 0.073489348621758
831 => 0.072868901634077
901 => 0.073161508020229
902 => 0.074407388875184
903 => 0.074843376663669
904 => 0.076234840398503
905 => 0.07564372187265
906 => 0.076728745509864
907 => 0.080063738258842
908 => 0.082727961230672
909 => 0.080277831682107
910 => 0.085170337883122
911 => 0.088979855748943
912 => 0.088833640108169
913 => 0.088169362552527
914 => 0.083832327743562
915 => 0.079841323650806
916 => 0.083179968041381
917 => 0.083188478932531
918 => 0.082901686418483
919 => 0.081120442744689
920 => 0.082839702999705
921 => 0.082976171635312
922 => 0.082899785489311
923 => 0.08153411014096
924 => 0.07944897630302
925 => 0.079856406463849
926 => 0.080523785378635
927 => 0.079260297863118
928 => 0.078856537044502
929 => 0.079607205224948
930 => 0.082026014510271
1001 => 0.081568752626089
1002 => 0.081556811670353
1003 => 0.083513171920101
1004 => 0.082112840190247
1005 => 0.079861545462949
1006 => 0.079293063853377
1007 => 0.077275337114493
1008 => 0.078668988159936
1009 => 0.078719143179992
1010 => 0.077955854745172
1011 => 0.079923482112712
1012 => 0.079905350080126
1013 => 0.08177331942292
1014 => 0.085344175229097
1015 => 0.084288097456068
1016 => 0.083059993906971
1017 => 0.083193522814375
1018 => 0.084658005351178
1019 => 0.083772545778543
1020 => 0.084090963214506
1021 => 0.084657523388253
1022 => 0.084999343207972
1023 => 0.083144340202626
1024 => 0.082711850267029
1025 => 0.081827127642139
1026 => 0.081596320023435
1027 => 0.082316908141065
1028 => 0.082127058630823
1029 => 0.078714927844767
1030 => 0.078358341192707
1031 => 0.078369277196237
1101 => 0.077472623104863
1102 => 0.076105010393877
1103 => 0.079699014942436
1104 => 0.079410366079125
1105 => 0.079091720073678
1106 => 0.079130752391176
1107 => 0.080690787953589
1108 => 0.079785888543705
1109 => 0.082191711934978
1110 => 0.081697146971404
1111 => 0.081189898282677
1112 => 0.081119781062723
1113 => 0.080924533593987
1114 => 0.080254957375311
1115 => 0.079446403855968
1116 => 0.07891252678679
1117 => 0.072792634660431
1118 => 0.073928451041308
1119 => 0.075235104254587
1120 => 0.075686155707727
1121 => 0.074914600985321
1122 => 0.080285423058434
1123 => 0.08126672400572
1124 => 0.078294299427711
1125 => 0.077738280152462
1126 => 0.080321875589552
1127 => 0.078763651709289
1128 => 0.07946531982716
1129 => 0.077948697148264
1130 => 0.081030357343365
1201 => 0.081006880255871
1202 => 0.079808044837525
1203 => 0.08082129232384
1204 => 0.080645215638297
1205 => 0.079291733403585
1206 => 0.081073265144368
1207 => 0.081074148761885
1208 => 0.079920295736656
1209 => 0.078572848014095
1210 => 0.078331956186596
1211 => 0.078150476553839
1212 => 0.079420686962406
1213 => 0.080559553642882
1214 => 0.082678702186255
1215 => 0.083211506479786
1216 => 0.085291077108229
1217 => 0.084052794051447
1218 => 0.084601708892069
1219 => 0.085197633600308
1220 => 0.085483341819843
1221 => 0.085017795608059
1222 => 0.088248224779451
1223 => 0.088520971979309
1224 => 0.088612421756167
1225 => 0.087523139215378
1226 => 0.088490677061352
1227 => 0.088037998144706
1228 => 0.089215742927993
1229 => 0.089400428348212
1230 => 0.089244006367661
1231 => 0.089302628435099
]
'min_raw' => 0.040046248336688
'max_raw' => 0.089400428348212
'avg_raw' => 0.06472333834245
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.040046'
'max' => '$0.08940042'
'avg' => '$0.064723'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.0061750502402658
'max_diff' => -0.0085311663706497
'year' => 2031
]
6 => [
'items' => [
101 => 0.086546027024073
102 => 0.08640308269868
103 => 0.084454026679085
104 => 0.085248281413765
105 => 0.083763460256902
106 => 0.084234312341096
107 => 0.084441859453365
108 => 0.08433344862011
109 => 0.085293187384774
110 => 0.084477213373134
111 => 0.082323723797869
112 => 0.080169647505809
113 => 0.080142604832635
114 => 0.07957547456754
115 => 0.079165543260966
116 => 0.079244510573707
117 => 0.079522801683673
118 => 0.079149368475749
119 => 0.079229059384204
120 => 0.080552459442298
121 => 0.080817857885892
122 => 0.079915930276695
123 => 0.07629456077824
124 => 0.075405867619801
125 => 0.076044642638535
126 => 0.07573934932196
127 => 0.061127566116671
128 => 0.06456038784111
129 => 0.062520721740059
130 => 0.063460693719948
131 => 0.061378722799751
201 => 0.062372348448314
202 => 0.062188862072424
203 => 0.067708737820742
204 => 0.067622552553273
205 => 0.067663804879987
206 => 0.065694723843533
207 => 0.068831523400981
208 => 0.070376823658644
209 => 0.070090829707785
210 => 0.070162808223718
211 => 0.068925978843751
212 => 0.067675780091961
213 => 0.066289117272017
214 => 0.068865365394768
215 => 0.06857893058154
216 => 0.069235908987092
217 => 0.070906790048715
218 => 0.071152833632099
219 => 0.071483518703295
220 => 0.071364991645037
221 => 0.074188787040385
222 => 0.073846806786007
223 => 0.074670880804625
224 => 0.072975698025681
225 => 0.071057437803079
226 => 0.071422036358744
227 => 0.071386922585917
228 => 0.070939883956118
229 => 0.070536317469582
301 => 0.069864492973653
302 => 0.07199024509009
303 => 0.071903943436242
304 => 0.073301066897345
305 => 0.073054111754661
306 => 0.071404884871649
307 => 0.071463787332419
308 => 0.071859934688652
309 => 0.073231005211707
310 => 0.073638032292549
311 => 0.073449481131478
312 => 0.07389576774413
313 => 0.074248494486199
314 => 0.073940064792257
315 => 0.078306778837805
316 => 0.076493414719852
317 => 0.077377235773636
318 => 0.077588021887188
319 => 0.07704809768968
320 => 0.077165187914883
321 => 0.07734254770089
322 => 0.078419441590915
323 => 0.081245522760099
324 => 0.082497174872146
325 => 0.086262832006665
326 => 0.082393242588079
327 => 0.082163637165933
328 => 0.082841945727811
329 => 0.085052785101063
330 => 0.086844462759501
331 => 0.087438865603168
401 => 0.087517425751481
402 => 0.088632565001355
403 => 0.089271742023267
404 => 0.088497157765346
405 => 0.087840778709111
406 => 0.085489710402442
407 => 0.085761852960685
408 => 0.087636645316192
409 => 0.090284899943065
410 => 0.092557377916854
411 => 0.091761635334286
412 => 0.097832589532561
413 => 0.098434499843696
414 => 0.098351335300787
415 => 0.099722576565816
416 => 0.097000941903161
417 => 0.095837390355687
418 => 0.087982695311288
419 => 0.090189544229916
420 => 0.093397328736836
421 => 0.092972766428771
422 => 0.09064318757552
423 => 0.092555610722395
424 => 0.091923303823037
425 => 0.091424577137076
426 => 0.093709340768388
427 => 0.091197149302844
428 => 0.093372267705241
429 => 0.090582655855447
430 => 0.091765270219375
501 => 0.091093961109789
502 => 0.091528380376241
503 => 0.088988774221207
504 => 0.090359084057009
505 => 0.088931764826877
506 => 0.088931088091719
507 => 0.088899579940605
508 => 0.090578814685153
509 => 0.090633574469886
510 => 0.089392617456482
511 => 0.089213776163459
512 => 0.089875046158282
513 => 0.08910087218123
514 => 0.0894631033125
515 => 0.089111843793185
516 => 0.08903276787673
517 => 0.088402677520758
518 => 0.08813121727071
519 => 0.088237663829423
520 => 0.087874306847574
521 => 0.087655371122813
522 => 0.088856028114418
523 => 0.088214565518168
524 => 0.088757714771674
525 => 0.088138727646404
526 => 0.085993048590365
527 => 0.084759045875093
528 => 0.080706057042789
529 => 0.081855479647913
530 => 0.082617548024274
531 => 0.082365684430433
601 => 0.082906784888276
602 => 0.082940004061752
603 => 0.082764086787041
604 => 0.082560397119324
605 => 0.082461252253825
606 => 0.083200196853393
607 => 0.083629179065174
608 => 0.082694031781002
609 => 0.082474939856421
610 => 0.083420425391616
611 => 0.083997171021895
612 => 0.088255536710502
613 => 0.08794006322595
614 => 0.088731839763631
615 => 0.088642697876289
616 => 0.089472605827672
617 => 0.090829154582915
618 => 0.088070911666509
619 => 0.088549647263933
620 => 0.088432272351064
621 => 0.089713740872413
622 => 0.089717741477259
623 => 0.088949437084611
624 => 0.089365947360181
625 => 0.089133462750719
626 => 0.089553593862196
627 => 0.087935849885229
628 => 0.089906087424504
629 => 0.09102308514997
630 => 0.091038594664472
701 => 0.091568042721301
702 => 0.092105992610603
703 => 0.093138540577556
704 => 0.092077195408221
705 => 0.090167938768455
706 => 0.090305780930985
707 => 0.089186384461661
708 => 0.089205201718545
709 => 0.089104753726559
710 => 0.089406205711882
711 => 0.088002001643891
712 => 0.088331565531965
713 => 0.087870174158738
714 => 0.088548644289196
715 => 0.087818722583953
716 => 0.088432215749328
717 => 0.088696979061882
718 => 0.089673961385157
719 => 0.087674421500446
720 => 0.083597224318571
721 => 0.084454300597439
722 => 0.083186617459104
723 => 0.083303946359967
724 => 0.083540969412466
725 => 0.0827727001502
726 => 0.082919261714493
727 => 0.082914025504079
728 => 0.082868902671557
729 => 0.082669046164475
730 => 0.082379214688801
731 => 0.083533814082463
801 => 0.083730003018292
802 => 0.084166106719972
803 => 0.085463655524207
804 => 0.085333999800356
805 => 0.085545473665322
806 => 0.085083827405478
807 => 0.083325360805928
808 => 0.083420854002522
809 => 0.082230052310825
810 => 0.084135655243428
811 => 0.083684383316258
812 => 0.083393445369114
813 => 0.083314060254715
814 => 0.084614825431461
815 => 0.08500403475934
816 => 0.084761505625072
817 => 0.084264071294984
818 => 0.085219292262011
819 => 0.08547486909525
820 => 0.085532083322902
821 => 0.08722455173102
822 => 0.085626673505937
823 => 0.086011298676258
824 => 0.089012034459006
825 => 0.086290781177286
826 => 0.087732289731803
827 => 0.087661735389308
828 => 0.088399162387809
829 => 0.08760124485155
830 => 0.087611135995707
831 => 0.088265921212744
901 => 0.087346393466552
902 => 0.087118705465247
903 => 0.086804156122176
904 => 0.087490963105213
905 => 0.087902672829936
906 => 0.091220750843729
907 => 0.09336438056338
908 => 0.093271319943828
909 => 0.094121719804347
910 => 0.093738606878413
911 => 0.092501434180491
912 => 0.094613137118707
913 => 0.093944905951651
914 => 0.093999994117163
915 => 0.093997943732891
916 => 0.0944422590412
917 => 0.094127420924363
918 => 0.093506842678607
919 => 0.093918811479314
920 => 0.095142211535871
921 => 0.098939682849922
922 => 0.10106479810707
923 => 0.098811748243069
924 => 0.10036587186972
925 => 0.099433951484597
926 => 0.099264593828391
927 => 0.10024069831476
928 => 0.10121851134282
929 => 0.10115622888013
930 => 0.10044638683302
1001 => 0.10004541507218
1002 => 0.10308170758065
1003 => 0.105318796179
1004 => 0.10516624173423
1005 => 0.1058395674401
1006 => 0.10781647253773
1007 => 0.10799721596447
1008 => 0.10797444644704
1009 => 0.10752645500523
1010 => 0.10947297480741
1011 => 0.11109679587215
1012 => 0.10742275793017
1013 => 0.10882178348178
1014 => 0.10944985112569
1015 => 0.11037204076623
1016 => 0.11192792926673
1017 => 0.11361803685733
1018 => 0.11385703660173
1019 => 0.11368745484589
1020 => 0.11257278345736
1021 => 0.11442211935016
1022 => 0.11550541694391
1023 => 0.11615049587015
1024 => 0.11778630869622
1025 => 0.10945372985764
1026 => 0.10355551639966
1027 => 0.10263442519696
1028 => 0.10450750037777
1029 => 0.10500141536546
1030 => 0.10480231885324
1031 => 0.098163343364166
1101 => 0.10259947236498
1102 => 0.10737237416953
1103 => 0.10755572076609
1104 => 0.10994513520612
1105 => 0.1107232264932
1106 => 0.11264701830514
1107 => 0.11252668460351
1108 => 0.1129950972955
1109 => 0.11288741732939
1110 => 0.11645083655883
1111 => 0.12038181714179
1112 => 0.12024569978395
1113 => 0.1196805748159
1114 => 0.12051988176158
1115 => 0.12457707499267
1116 => 0.12420355365515
1117 => 0.12456639781808
1118 => 0.12935005729093
1119 => 0.13556949507325
1120 => 0.13267994180202
1121 => 0.13894944095404
1122 => 0.14289575833837
1123 => 0.14972050619773
1124 => 0.14886601415315
1125 => 0.15152283841248
1126 => 0.14733629505547
1127 => 0.13772314526776
1128 => 0.1362018275162
1129 => 0.13924754418073
1130 => 0.1467351414038
1201 => 0.13901173309808
1202 => 0.14057416853934
1203 => 0.14012418702714
1204 => 0.14010020942466
1205 => 0.14101533698761
1206 => 0.1396878967277
1207 => 0.13427966630691
1208 => 0.13675822643786
1209 => 0.13580113534107
1210 => 0.13686309926882
1211 => 0.1425940805997
1212 => 0.14006027714379
1213 => 0.13739112103246
1214 => 0.14073883512922
1215 => 0.14500162557377
1216 => 0.14473486780872
1217 => 0.14421724624843
1218 => 0.14713505188201
1219 => 0.15195441195183
1220 => 0.15325706561295
1221 => 0.15421865791401
1222 => 0.15435124524609
1223 => 0.15571697716908
1224 => 0.14837309241037
1225 => 0.16002802612678
1226 => 0.16204051121856
1227 => 0.16166224743027
1228 => 0.16389903991146
1229 => 0.16324091882155
1230 => 0.16228740461829
1231 => 0.16583319648039
]
'min_raw' => 0.061127566116671
'max_raw' => 0.16583319648039
'avg_raw' => 0.11348038129853
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.061127'
'max' => '$0.165833'
'avg' => '$0.11348'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.021081317779983
'max_diff' => 0.076432768132178
'year' => 2032
]
7 => [
'items' => [
101 => 0.16176823224115
102 => 0.15599852726831
103 => 0.15283315300838
104 => 0.15700157317731
105 => 0.15954708191666
106 => 0.1612295012686
107 => 0.16173860034796
108 => 0.14894317727883
109 => 0.14204715391127
110 => 0.14646742582681
111 => 0.15186046263464
112 => 0.1483431338186
113 => 0.14848100644901
114 => 0.1434662198951
115 => 0.15230415997052
116 => 0.15101654644031
117 => 0.15769668771281
118 => 0.15610241838664
119 => 0.16154981427277
120 => 0.16011533237384
121 => 0.16606978653552
122 => 0.16844517951102
123 => 0.17243383401728
124 => 0.17536790450884
125 => 0.1770908468213
126 => 0.17698740782746
127 => 0.18381456363589
128 => 0.17978882837831
129 => 0.17473155610184
130 => 0.17464008600185
131 => 0.17725931897594
201 => 0.18274851273815
202 => 0.18417178081617
203 => 0.18496719350598
204 => 0.18374899128302
205 => 0.17937934418796
206 => 0.17749255272693
207 => 0.17910015371734
208 => 0.1771341958488
209 => 0.18052799068026
210 => 0.18518839585931
211 => 0.18422604061908
212 => 0.18744304990282
213 => 0.19077231607225
214 => 0.19553331622124
215 => 0.19677801795951
216 => 0.1988354626011
217 => 0.20095324897266
218 => 0.20163342487926
219 => 0.20293209173115
220 => 0.2029252471158
221 => 0.20683886708433
222 => 0.21115571110434
223 => 0.21278521978672
224 => 0.21653218515023
225 => 0.21011563827455
226 => 0.21498266278773
227 => 0.21937284072815
228 => 0.21413868960179
301 => 0.22135274752868
302 => 0.22163285305057
303 => 0.22586211387458
304 => 0.22157494780111
305 => 0.2190292422718
306 => 0.22637859874857
307 => 0.22993472084512
308 => 0.22886358792896
309 => 0.22071221354861
310 => 0.21596776403036
311 => 0.20355062450512
312 => 0.21825926265327
313 => 0.22542341123838
314 => 0.22069366013451
315 => 0.22307907147811
316 => 0.23609310229658
317 => 0.24104800263615
318 => 0.24001741800289
319 => 0.24019156984104
320 => 0.24286514412648
321 => 0.25472124487234
322 => 0.24761679448316
323 => 0.25304788060701
324 => 0.25592850910386
325 => 0.25860419739091
326 => 0.25203355261789
327 => 0.24348524031013
328 => 0.24077763096852
329 => 0.22022337960043
330 => 0.21915344155414
331 => 0.21855285290631
401 => 0.2147662264367
402 => 0.21179097527588
403 => 0.20942494508879
404 => 0.20321577532146
405 => 0.20531118784585
406 => 0.19541506719117
407 => 0.20174625448905
408 => 0.185951806974
409 => 0.19910589219908
410 => 0.19194672165393
411 => 0.19675391212972
412 => 0.19673714029502
413 => 0.18788557850796
414 => 0.18278018239657
415 => 0.18603353950374
416 => 0.18952139657443
417 => 0.19008728964959
418 => 0.19460938738413
419 => 0.19587140765967
420 => 0.19204742730668
421 => 0.18562450215576
422 => 0.187116401177
423 => 0.18274994911052
424 => 0.17509790981717
425 => 0.18059373802944
426 => 0.18247025541562
427 => 0.18329903239619
428 => 0.17577413059384
429 => 0.17340964307397
430 => 0.17215080975836
501 => 0.18465313182675
502 => 0.18533803725205
503 => 0.18183396426034
504 => 0.19767270645273
505 => 0.19408791128866
506 => 0.19809300578306
507 => 0.18698102697817
508 => 0.18740551953278
509 => 0.18214493068918
510 => 0.18509050892892
511 => 0.18300866916949
512 => 0.18485253531592
513 => 0.18595774108155
514 => 0.19121746671428
515 => 0.19916594981699
516 => 0.19043183910114
517 => 0.18662626198748
518 => 0.18898722062542
519 => 0.19527476460174
520 => 0.20480071557932
521 => 0.19916116087296
522 => 0.2016638994858
523 => 0.20221063653361
524 => 0.1980522376808
525 => 0.2049540416765
526 => 0.20865277450795
527 => 0.21244690904811
528 => 0.21574124976009
529 => 0.21093144827796
530 => 0.21607862532179
531 => 0.21193090922353
601 => 0.20820997910037
602 => 0.20821562221544
603 => 0.20588142839507
604 => 0.20135863374075
605 => 0.20052456101438
606 => 0.20486351266875
607 => 0.20834294099531
608 => 0.20862952337762
609 => 0.21055591367869
610 => 0.21169593161546
611 => 0.22286965717506
612 => 0.22736382202904
613 => 0.2328592017423
614 => 0.23499996184324
615 => 0.24144288224211
616 => 0.23623970075162
617 => 0.2351139597066
618 => 0.21948554228215
619 => 0.22204469475988
620 => 0.22614214479822
621 => 0.21955310772409
622 => 0.22373233516035
623 => 0.22455740318441
624 => 0.21932921476564
625 => 0.22212181609679
626 => 0.21470549490985
627 => 0.1993276053524
628 => 0.20497116166358
629 => 0.20912671870913
630 => 0.20319622642865
701 => 0.21382640429967
702 => 0.20761647383883
703 => 0.20564822401198
704 => 0.19796937970569
705 => 0.20159349863243
706 => 0.20649517137324
707 => 0.20346650750004
708 => 0.2097514397931
709 => 0.21865258005029
710 => 0.22499606266963
711 => 0.2254830364978
712 => 0.2214046021539
713 => 0.22794031921823
714 => 0.22798792478184
715 => 0.22061560923408
716 => 0.21610010701031
717 => 0.21507417540437
718 => 0.21763715370175
719 => 0.22074908250665
720 => 0.22565572688855
721 => 0.22862070932602
722 => 0.23635181101777
723 => 0.2384436254675
724 => 0.24074189534924
725 => 0.24381309267143
726 => 0.24750085249554
727 => 0.23943224394466
728 => 0.23975282480416
729 => 0.23223944823906
730 => 0.22421032785207
731 => 0.23030342938181
801 => 0.23826934910062
802 => 0.23644195831557
803 => 0.23623633952204
804 => 0.23658213329885
805 => 0.23520434032393
806 => 0.22897263376172
807 => 0.22584310973873
808 => 0.22988099415512
809 => 0.23202695001687
810 => 0.23535514041142
811 => 0.23494487069572
812 => 0.24351793173054
813 => 0.24684916401277
814 => 0.24599689224351
815 => 0.24615373076012
816 => 0.25218476768669
817 => 0.25889252112638
818 => 0.26517521738868
819 => 0.27156624587478
820 => 0.2638616115887
821 => 0.25994967345402
822 => 0.26398579505638
823 => 0.26184417212164
824 => 0.27415057275129
825 => 0.27500264123007
826 => 0.28730815196688
827 => 0.29898754696907
828 => 0.29165192822629
829 => 0.29856908629721
830 => 0.30605055671508
831 => 0.32048352697598
901 => 0.31562301035013
902 => 0.31189993078873
903 => 0.308381638593
904 => 0.31570264613916
905 => 0.32512100539135
906 => 0.32714962976635
907 => 0.330436776248
908 => 0.32698074365569
909 => 0.33114315424362
910 => 0.34583829267492
911 => 0.34186753655321
912 => 0.33622842452948
913 => 0.34782882498489
914 => 0.35202696481429
915 => 0.3814917087199
916 => 0.4186921650286
917 => 0.40329093184544
918 => 0.39373088941395
919 => 0.39597772615259
920 => 0.40956207348161
921 => 0.41392493469806
922 => 0.40206517394331
923 => 0.40625424193867
924 => 0.4293364184532
925 => 0.44171926558837
926 => 0.42490169594057
927 => 0.37850268827678
928 => 0.3357206841906
929 => 0.34706839817301
930 => 0.34578191956797
1001 => 0.37058083867267
1002 => 0.34177283533292
1003 => 0.34225788822692
1004 => 0.3675696227162
1005 => 0.36081688590744
1006 => 0.34987831710245
1007 => 0.33580054784822
1008 => 0.30977648934574
1009 => 0.28672625499552
1010 => 0.33193307270823
1011 => 0.32998367252519
1012 => 0.32716065217524
1013 => 0.33344297848136
1014 => 0.36394817175446
1015 => 0.36324492831384
1016 => 0.35877125234257
1017 => 0.36216449613761
1018 => 0.34928346505909
1019 => 0.35260320006365
1020 => 0.33571390730257
1021 => 0.34334857298975
1022 => 0.34985484784656
1023 => 0.35116107885111
1024 => 0.35410408400216
1025 => 0.32895642721016
1026 => 0.34024698681336
1027 => 0.34687913279787
1028 => 0.31691485596032
1029 => 0.34628683538728
1030 => 0.3285186624539
1031 => 0.32248787769131
1101 => 0.33060753487866
1102 => 0.32744329657613
1103 => 0.32472287029391
1104 => 0.32320482568558
1105 => 0.32916700579011
1106 => 0.32888886296189
1107 => 0.31913357910158
1108 => 0.30640820898206
1109 => 0.31067926089021
1110 => 0.30912754769065
1111 => 0.30350393888048
1112 => 0.30729357222142
1113 => 0.29060594487746
1114 => 0.26189574937956
1115 => 0.28086258394254
1116 => 0.28013238144381
1117 => 0.27976418023191
1118 => 0.29401723220118
1119 => 0.29264713012819
1120 => 0.29016038144964
1121 => 0.30345826779086
1122 => 0.2986043603945
1123 => 0.31356295926566
1124 => 0.32341565994372
1125 => 0.32091669635029
1126 => 0.33018320896024
1127 => 0.31077765729986
1128 => 0.31722340314584
1129 => 0.31855186243128
1130 => 0.30329417393759
1201 => 0.29287129577167
1202 => 0.29217620862752
1203 => 0.27410437424891
1204 => 0.28375820230321
1205 => 0.29225317148845
1206 => 0.28818474048496
1207 => 0.28689679677017
1208 => 0.2934766218881
1209 => 0.29398793065216
1210 => 0.28233003664564
1211 => 0.28475408196709
1212 => 0.29486275392151
1213 => 0.28449936937002
1214 => 0.26436500603571
1215 => 0.25937140554945
1216 => 0.25870516719427
1217 => 0.24516212662808
1218 => 0.25970510181177
1219 => 0.25335670341659
1220 => 0.27341121788149
1221 => 0.26195618677365
1222 => 0.26146238327748
1223 => 0.26071592686778
1224 => 0.2490588723965
1225 => 0.25161102648125
1226 => 0.26009477536301
1227 => 0.26312187254029
1228 => 0.26280612150442
1229 => 0.26005320036519
1230 => 0.26131347356549
1231 => 0.25725369447903
]
'min_raw' => 0.14204715391127
'max_raw' => 0.44171926558837
'avg_raw' => 0.29188320974982
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.142047'
'max' => '$0.441719'
'avg' => '$0.291883'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.080919587794601
'max_diff' => 0.27588606910798
'year' => 2033
]
8 => [
'items' => [
101 => 0.25582010198661
102 => 0.25129528973984
103 => 0.24464506574837
104 => 0.24556982018258
105 => 0.23239398632972
106 => 0.22521509275225
107 => 0.2232280696263
108 => 0.22057093925887
109 => 0.22352819957166
110 => 0.23235666084787
111 => 0.22170766348621
112 => 0.20345070444997
113 => 0.20454797879639
114 => 0.20701322846913
115 => 0.20241925201325
116 => 0.19807143884097
117 => 0.20185150964503
118 => 0.19411579542414
119 => 0.20794805257491
120 => 0.20757392878344
121 => 0.2127297388682
122 => 0.21595377272208
123 => 0.20852341848225
124 => 0.20665470448474
125 => 0.20771920890604
126 => 0.19012532203495
127 => 0.21129194295655
128 => 0.21147499277325
129 => 0.20990760910995
130 => 0.2211781813046
131 => 0.24496260401493
201 => 0.23601394746512
202 => 0.23254875717445
203 => 0.22596142789886
204 => 0.23473865304168
205 => 0.23406469909675
206 => 0.23101682376835
207 => 0.22917345925978
208 => 0.23256991488746
209 => 0.22875260082061
210 => 0.22806690632142
211 => 0.22391234369935
212 => 0.22242935386383
213 => 0.22133140722913
214 => 0.22012267586634
215 => 0.22278883605557
216 => 0.21674696630419
217 => 0.20946106367582
218 => 0.20885531970683
219 => 0.21052783206277
220 => 0.20978786984917
221 => 0.20885177705244
222 => 0.20706452097378
223 => 0.20653428027392
224 => 0.20825730531223
225 => 0.20631211050258
226 => 0.20918235140447
227 => 0.20840180469683
228 => 0.20404173423829
301 => 0.19860747214212
302 => 0.19855909581071
303 => 0.19738829295607
304 => 0.19589709948929
305 => 0.19548228358072
306 => 0.20153316262539
307 => 0.21405830116028
308 => 0.21159931676472
309 => 0.21337618499737
310 => 0.22211661807089
311 => 0.22489493891097
312 => 0.22292295258681
313 => 0.22022357607949
314 => 0.22034233494625
315 => 0.2295669216286
316 => 0.23014224778486
317 => 0.23159591137451
318 => 0.23346427989248
319 => 0.22324114382448
320 => 0.2198608261568
321 => 0.21825904411297
322 => 0.21332617538563
323 => 0.21864585139586
324 => 0.21554630399594
325 => 0.21596453883581
326 => 0.21569216284767
327 => 0.21584089855518
328 => 0.20794418617714
329 => 0.21082133312871
330 => 0.20603751828989
331 => 0.19963252722912
401 => 0.19961105545321
402 => 0.20117866794139
403 => 0.20024619069274
404 => 0.1977369183928
405 => 0.19809334867957
406 => 0.19497064431385
407 => 0.19847250152796
408 => 0.19857292226261
409 => 0.19722451648773
410 => 0.20261961068923
411 => 0.20482998518557
412 => 0.20394243561889
413 => 0.20476771234194
414 => 0.211701498668
415 => 0.21283200838146
416 => 0.2133341061189
417 => 0.21266136166593
418 => 0.20489444922745
419 => 0.20523894482156
420 => 0.20271126472841
421 => 0.20057564141007
422 => 0.20066105514293
423 => 0.20175904314016
424 => 0.2065540211202
425 => 0.2166447695998
426 => 0.21702770612836
427 => 0.21749183637202
428 => 0.21560398541788
429 => 0.21503459150581
430 => 0.21578576904887
501 => 0.21957532363146
502 => 0.22932308687191
503 => 0.22587757631152
504 => 0.22307632259335
505 => 0.22553377731676
506 => 0.22515547142426
507 => 0.22196218897794
508 => 0.22187256417523
509 => 0.2157436342066
510 => 0.21347790834618
511 => 0.21158449823058
512 => 0.20951694381306
513 => 0.2082912282493
514 => 0.21017448443299
515 => 0.21060520740423
516 => 0.2064874348449
517 => 0.20592619766076
518 => 0.209288859621
519 => 0.20780907746497
520 => 0.20933107010928
521 => 0.20968418545817
522 => 0.20962732575406
523 => 0.20808226323127
524 => 0.20906704000887
525 => 0.20673774935376
526 => 0.20420499561447
527 => 0.20258925652493
528 => 0.20117930987263
529 => 0.20196163022191
530 => 0.19917280102277
531 => 0.19828059843393
601 => 0.2087334197948
602 => 0.21645503132084
603 => 0.21634275603116
604 => 0.21565930908008
605 => 0.21464384554292
606 => 0.21950103614878
607 => 0.21780888806429
608 => 0.21904006717946
609 => 0.2193534539367
610 => 0.2203019812648
611 => 0.22064099825591
612 => 0.21961625344632
613 => 0.21617708470328
614 => 0.20760700318199
615 => 0.20361760709933
616 => 0.20230103994341
617 => 0.20234889465901
618 => 0.20102884796988
619 => 0.20141766088017
620 => 0.20089363470703
621 => 0.19990125591064
622 => 0.20190035362768
623 => 0.20213073101669
624 => 0.20166411772209
625 => 0.20177402204461
626 => 0.1979106632585
627 => 0.19820438603624
628 => 0.19656890028533
629 => 0.19626226642311
630 => 0.19212790086285
701 => 0.18480327298698
702 => 0.18886182784904
703 => 0.18395966429484
704 => 0.18210314067697
705 => 0.19089163473533
706 => 0.19000951368675
707 => 0.18849970590038
708 => 0.18626638551284
709 => 0.18543802525675
710 => 0.18040517056777
711 => 0.18010780266351
712 => 0.18260222134588
713 => 0.18145113295167
714 => 0.17983456889494
715 => 0.17397953774993
716 => 0.16739654420875
717 => 0.16759524340454
718 => 0.16968917116904
719 => 0.17577754854896
720 => 0.17339871417662
721 => 0.17167284254552
722 => 0.17134963866852
723 => 0.17539521186227
724 => 0.18112054550521
725 => 0.18380674395335
726 => 0.1811448028723
727 => 0.17808690828747
728 => 0.17827302816193
729 => 0.17951120030354
730 => 0.17964131468881
731 => 0.17765093967073
801 => 0.17821121857963
802 => 0.17736010368403
803 => 0.17213681314078
804 => 0.17204234037808
805 => 0.17076046064183
806 => 0.17072164583287
807 => 0.16854084862162
808 => 0.16823574001663
809 => 0.16390563478876
810 => 0.16675572316251
811 => 0.16484403351775
812 => 0.16196266630111
813 => 0.16146591750691
814 => 0.16145098463831
815 => 0.16440950450788
816 => 0.1667211511353
817 => 0.16487728817759
818 => 0.1644574763239
819 => 0.16893996860392
820 => 0.16836953060246
821 => 0.16787553497213
822 => 0.18060790467349
823 => 0.17052924053567
824 => 0.16613436770154
825 => 0.16069487800559
826 => 0.16246600327888
827 => 0.16283920539721
828 => 0.14975821322017
829 => 0.14445125632307
830 => 0.14263010870444
831 => 0.14158201250267
901 => 0.14205964310298
902 => 0.13728275945164
903 => 0.14049290426771
904 => 0.13635652680557
905 => 0.1356630496631
906 => 0.14305940496425
907 => 0.14408856459552
908 => 0.13969784987367
909 => 0.14251739951724
910 => 0.14149499162181
911 => 0.13642743312503
912 => 0.13623388966489
913 => 0.1336911669445
914 => 0.12971229825523
915 => 0.12789384849693
916 => 0.12694678407431
917 => 0.127337561313
918 => 0.12713997238314
919 => 0.12585057096147
920 => 0.12721387936331
921 => 0.12373118975454
922 => 0.1223443546904
923 => 0.12171795346625
924 => 0.11862686598234
925 => 0.12354616078209
926 => 0.12451532382928
927 => 0.12548639642707
928 => 0.13393892041138
929 => 0.1335166561997
930 => 0.1373337190222
1001 => 0.13718539498005
1002 => 0.13609670683075
1003 => 0.13150371060939
1004 => 0.13333439704094
1005 => 0.12769982875647
1006 => 0.13192163042859
1007 => 0.12999497645209
1008 => 0.1312702267811
1009 => 0.12897721170485
1010 => 0.13024626092432
1011 => 0.12474514834135
1012 => 0.11960828681411
1013 => 0.12167550984701
1014 => 0.12392281769939
1015 => 0.12879555372676
1016 => 0.12589339234806
1017 => 0.12693711932271
1018 => 0.12344080867541
1019 => 0.11622692113828
1020 => 0.11626775095831
1021 => 0.1151580515238
1022 => 0.11419910919362
1023 => 0.12622674049368
1024 => 0.1247309144128
1025 => 0.12234751132181
1026 => 0.12553779107178
1027 => 0.12638135167422
1028 => 0.12640536665867
1029 => 0.12873291241121
1030 => 0.12997512399658
1031 => 0.13019406917255
1101 => 0.13385651270413
1102 => 0.13508411546712
1103 => 0.14014043751102
1104 => 0.12986973102241
1105 => 0.1296582125811
1106 => 0.12558268485031
1107 => 0.1229979207319
1108 => 0.12575966586086
1109 => 0.12820619502932
1110 => 0.12565870533125
1111 => 0.12599135370537
1112 => 0.12257155692327
1113 => 0.12379397335648
1114 => 0.12484688306603
1115 => 0.12426552821159
1116 => 0.12339521185659
1117 => 0.12800560753735
1118 => 0.12774547094476
1119 => 0.13203877739522
1120 => 0.13538571679064
1121 => 0.14138403052423
1122 => 0.13512447744407
1123 => 0.13489635445036
1124 => 0.13712629330596
1125 => 0.1350837740751
1126 => 0.13637457572364
1127 => 0.14117606242293
1128 => 0.1412775102708
1129 => 0.13957812811077
1130 => 0.13947472055189
1201 => 0.13980110548493
1202 => 0.14171275223218
1203 => 0.14104476411972
1204 => 0.14181777687485
1205 => 0.14278444116193
1206 => 0.14678297451046
1207 => 0.14774700736382
1208 => 0.14540490732389
1209 => 0.14561637273411
1210 => 0.14474036302709
1211 => 0.14389414862648
1212 => 0.14579631501937
1213 => 0.14927256148954
1214 => 0.14925093594067
1215 => 0.15005735755317
1216 => 0.15055975153701
1217 => 0.14840310878352
1218 => 0.14699921365295
1219 => 0.14753755637818
1220 => 0.1483983781194
1221 => 0.14725840348937
1222 => 0.1402219519852
1223 => 0.1423563618813
1224 => 0.14200109170728
1225 => 0.14149514377714
1226 => 0.14364130943258
1227 => 0.14343430651951
1228 => 0.1372337656054
1229 => 0.13763070411712
1230 => 0.137257904751
1231 => 0.1384624957705
]
'min_raw' => 0.11419910919362
'max_raw' => 0.25582010198661
'avg_raw' => 0.18500960559011
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.114199'
'max' => '$0.25582'
'avg' => '$0.1850096'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.027848044717652
'max_diff' => -0.18589916360176
'year' => 2034
]
9 => [
'items' => [
101 => 0.13501872220692
102 => 0.1360780037609
103 => 0.13674237522142
104 => 0.1371336951156
105 => 0.13854741090396
106 => 0.13838152767324
107 => 0.13853709936943
108 => 0.14063326667644
109 => 0.15123496159751
110 => 0.15181198846074
111 => 0.14897049714853
112 => 0.15010561688182
113 => 0.14792643521729
114 => 0.14938933446794
115 => 0.15039021298162
116 => 0.14586743543617
117 => 0.14559962590251
118 => 0.14341144998008
119 => 0.14458725177618
120 => 0.14271646657545
121 => 0.14317549182642
122 => 0.1418920172076
123 => 0.14420201598422
124 => 0.14678495355401
125 => 0.14743750558743
126 => 0.14572092212881
127 => 0.1444780025764
128 => 0.14229584528553
129 => 0.1459248214928
130 => 0.14698604472685
131 => 0.14591924733892
201 => 0.14567204707416
202 => 0.14520360301911
203 => 0.14577142969492
204 => 0.1469802650772
205 => 0.1464102006346
206 => 0.14678673824218
207 => 0.14535176516598
208 => 0.14840382272201
209 => 0.15325122463864
210 => 0.15326680982843
211 => 0.15269674231297
212 => 0.15246348296792
213 => 0.15304840683337
214 => 0.15336570403555
215 => 0.15525724055974
216 => 0.15728693461233
217 => 0.16675863113087
218 => 0.16409901665007
219 => 0.17250286927507
220 => 0.17914922559776
221 => 0.18114217724899
222 => 0.17930875550548
223 => 0.17303671876041
224 => 0.17272898271536
225 => 0.18210205359811
226 => 0.17945373175989
227 => 0.17913872230412
228 => 0.17578755391165
301 => 0.17776850948188
302 => 0.17733524543981
303 => 0.17665131695339
304 => 0.18043084218683
305 => 0.18750577602329
306 => 0.18640308123657
307 => 0.18557997073082
308 => 0.1819733400985
309 => 0.18414533730927
310 => 0.18337193070438
311 => 0.18669497629495
312 => 0.18472647770157
313 => 0.17943366811727
314 => 0.1802765654889
315 => 0.18014916324685
316 => 0.18277109236037
317 => 0.18198405432077
318 => 0.17999548143811
319 => 0.18748159466858
320 => 0.18699548811534
321 => 0.1876846760684
322 => 0.18798807791919
323 => 0.19254474312246
324 => 0.19441146305922
325 => 0.1948352411664
326 => 0.19660848072902
327 => 0.1947911213507
328 => 0.20206185461926
329 => 0.20689646798381
330 => 0.21251212019366
331 => 0.22071809741727
401 => 0.22380362076288
402 => 0.22324624858795
403 => 0.22946792686536
404 => 0.24064814442974
405 => 0.22550609021236
406 => 0.24145071007104
407 => 0.23640282751327
408 => 0.22443438877633
409 => 0.22366376242029
410 => 0.23176892808938
411 => 0.24974540545014
412 => 0.24524250175879
413 => 0.24975277058746
414 => 0.24449130242178
415 => 0.24423002618022
416 => 0.24949723282247
417 => 0.26180434824257
418 => 0.2559576990318
419 => 0.24757509373096
420 => 0.25376467903732
421 => 0.24840268742588
422 => 0.23632061959835
423 => 0.2452390584732
424 => 0.2392755523801
425 => 0.24101602049549
426 => 0.25355042329859
427 => 0.25204225079141
428 => 0.25399396566872
429 => 0.25054923999554
430 => 0.2473313230334
501 => 0.24132484205792
502 => 0.23954661915702
503 => 0.24003805599307
504 => 0.23954637562533
505 => 0.23618580472196
506 => 0.23546008975534
507 => 0.23425053301667
508 => 0.23462542522721
509 => 0.2323511046902
510 => 0.23664321744213
511 => 0.23743987139085
512 => 0.2405633131192
513 => 0.24088759920106
514 => 0.2495863399551
515 => 0.24479521972418
516 => 0.2480095168205
517 => 0.24772199983407
518 => 0.22469378113524
519 => 0.22786686649224
520 => 0.2328031915387
521 => 0.2305793837963
522 => 0.22743543993942
523 => 0.22489653670738
524 => 0.22104983869466
525 => 0.22646399227828
526 => 0.23358302850968
527 => 0.24106814970809
528 => 0.2500610323834
529 => 0.24805392565897
530 => 0.24090003402179
531 => 0.24122095237471
601 => 0.24320474335576
602 => 0.24063555378889
603 => 0.23987784962908
604 => 0.24310064643954
605 => 0.24312284006996
606 => 0.24016667697634
607 => 0.23688144266991
608 => 0.23686767741821
609 => 0.23628310170498
610 => 0.24459529714252
611 => 0.24916616417542
612 => 0.24969020671442
613 => 0.24913089193719
614 => 0.24934614999654
615 => 0.24668646318228
616 => 0.25276571853405
617 => 0.25834464442088
618 => 0.25684937310684
619 => 0.25460774884176
620 => 0.25282218714337
621 => 0.25642875151667
622 => 0.25626815688238
623 => 0.25829591737021
624 => 0.25820392644157
625 => 0.25752206685744
626 => 0.2568493974582
627 => 0.25951645559111
628 => 0.25874838568047
629 => 0.25797912274512
630 => 0.25643624816001
701 => 0.25664595044056
702 => 0.25440471322351
703 => 0.25336781433486
704 => 0.23777534291795
705 => 0.23360852505665
706 => 0.23491949077921
707 => 0.23535109473429
708 => 0.23353769026113
709 => 0.23613764645025
710 => 0.23573244603221
711 => 0.23730884382449
712 => 0.23632397892311
713 => 0.2363643981222
714 => 0.23926067580182
715 => 0.24010147753386
716 => 0.23967383898684
717 => 0.23997334236658
718 => 0.2468752713402
719 => 0.24589403775141
720 => 0.24537277696408
721 => 0.24551716976453
722 => 0.24728076059632
723 => 0.24777446974073
724 => 0.24568258940354
725 => 0.24666913226357
726 => 0.25086970655068
727 => 0.25233966981925
728 => 0.25703108695014
729 => 0.25503808956965
730 => 0.25869632251645
731 => 0.26994048341139
801 => 0.27892309717102
802 => 0.27066231433545
803 => 0.28715774057604
804 => 0.3000017960327
805 => 0.29950881979138
806 => 0.29726916163416
807 => 0.28264654597363
808 => 0.2691905970319
809 => 0.28044706969143
810 => 0.28047576475515
811 => 0.27950882377083
812 => 0.27350323636217
813 => 0.27929984234687
814 => 0.27975995587976
815 => 0.27950241465541
816 => 0.27489794487003
817 => 0.26786777055602
818 => 0.26924144978912
819 => 0.27149156439523
820 => 0.26723162802278
821 => 0.26587032023314
822 => 0.26840125041349
823 => 0.27655643479483
824 => 0.27501474442731
825 => 0.27497448466135
826 => 0.28157048983209
827 => 0.27684917363685
828 => 0.26925877628338
829 => 0.26734210084659
830 => 0.26053919427326
831 => 0.26523798607458
901 => 0.26540708722641
902 => 0.26283360697732
903 => 0.26946760002234
904 => 0.26940646660853
905 => 0.27570445566522
906 => 0.28774384532494
907 => 0.28418320538017
908 => 0.28004256852094
909 => 0.28049277055494
910 => 0.28543037567468
911 => 0.28244498690473
912 => 0.28351855352127
913 => 0.28542875070303
914 => 0.28658122009031
915 => 0.28032694794561
916 => 0.27886877793226
917 => 0.27588587383308
918 => 0.27510768983215
919 => 0.2775372029806
920 => 0.27689711210195
921 => 0.26539287492939
922 => 0.26419061813589
923 => 0.26422748963532
924 => 0.26120435776386
925 => 0.2565933560251
926 => 0.26871079328595
927 => 0.26773759349048
928 => 0.26666325623596
929 => 0.26679485641956
930 => 0.27205462523644
1001 => 0.26900369369795
1002 => 0.27711509523086
1003 => 0.27544763492674
1004 => 0.27373741055773
1005 => 0.27350100545522
1006 => 0.27284271498264
1007 => 0.27058519201305
1008 => 0.26785909737118
1009 => 0.26605909355834
1010 => 0.2454254499771
1011 => 0.24925493420539
1012 => 0.25366040674158
1013 => 0.25518115820725
1014 => 0.25257980759242
1015 => 0.27068790919075
1016 => 0.27399643384677
1017 => 0.26397469685395
1018 => 0.26210003904742
1019 => 0.27081081144445
1020 => 0.26555715084042
1021 => 0.26792287388873
1022 => 0.26280947463962
1023 => 0.27319950714204
1024 => 0.27312035250244
1025 => 0.26907839518947
1026 => 0.27249462983226
1027 => 0.27190097499367
1028 => 0.26733761514223
1029 => 0.27334417378885
1030 => 0.273347152967
1031 => 0.269456856933
1101 => 0.26491384286059
1102 => 0.26410165924564
1103 => 0.2634897879933
1104 => 0.26777239106904
1105 => 0.2716121595954
1106 => 0.27875701686361
1107 => 0.28055340373846
1108 => 0.28756482130324
1109 => 0.28338986352314
1110 => 0.2852405682323
1111 => 0.28724976999226
1112 => 0.28821305520194
1113 => 0.28664343364551
1114 => 0.29753505113822
1115 => 0.29845463736514
1116 => 0.29876296667264
1117 => 0.29509037453509
1118 => 0.29835249593413
1119 => 0.29682625736162
1120 => 0.30079710612599
1121 => 0.30141978591458
1122 => 0.30089239828612
1123 => 0.30109004667935
1124 => 0.29179597256231
1125 => 0.29131402578919
1126 => 0.28474264734038
1127 => 0.28742053263145
1128 => 0.28241435443418
1129 => 0.28400186510989
1130 => 0.28470162468938
1201 => 0.28433610999606
1202 => 0.28757193624794
1203 => 0.28482082289821
1204 => 0.27756018244337
1205 => 0.27029756383188
1206 => 0.27020638757122
1207 => 0.26829426828668
1208 => 0.26691215626607
1209 => 0.2671784000743
1210 => 0.26811667798122
1211 => 0.26685762184843
1212 => 0.26712630531012
1213 => 0.27158824100283
1214 => 0.27248305038493
1215 => 0.26944213847995
1216 => 0.25723243837997
1217 => 0.25423614734971
1218 => 0.25638982192323
1219 => 0.25536050419149
1220 => 0.20609585695273
1221 => 0.21766985506864
1222 => 0.21079297840401
1223 => 0.21396215956095
1224 => 0.20694264924494
1225 => 0.2102927274918
1226 => 0.20967409036487
1227 => 0.22828473683575
1228 => 0.22799415718921
1229 => 0.22813324228887
1230 => 0.22149434809762
1231 => 0.23207028680991
]
'min_raw' => 0.13501872220692
'max_raw' => 0.30141978591458
'avg_raw' => 0.21821925406075
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.135018'
'max' => '$0.301419'
'avg' => '$0.218219'
'bar_min_pct' => 61.631153054957
'bar_max_pct' => 60.119598047091
'min_diff' => 0.020819613013296
'max_diff' => 0.045599683927974
'year' => 2035
]
10 => [
'items' => [
101 => 0.23728037451804
102 => 0.23631612594526
103 => 0.2365588065371
104 => 0.23238874992987
105 => 0.22817361755212
106 => 0.22349838704098
107 => 0.23218438745473
108 => 0.23121865248369
109 => 0.23343370104678
110 => 0.23906719320323
111 => 0.23989674632283
112 => 0.24101167412806
113 => 0.24061205187585
114 => 0.25013267520236
115 => 0.24897966489843
116 => 0.25175808798721
117 => 0.24604266089412
118 => 0.23957511262496
119 => 0.24080438211085
120 => 0.24068599357419
121 => 0.23917877162258
122 => 0.23781811903712
123 => 0.2355530158438
124 => 0.24272013751964
125 => 0.24242916546831
126 => 0.24713966476146
127 => 0.24630703825605
128 => 0.24074655467463
129 => 0.24094514843355
130 => 0.24228078690322
131 => 0.24690344689678
201 => 0.24827576711757
202 => 0.24764005371379
203 => 0.24914474018708
204 => 0.25033398302456
205 => 0.24929409077757
206 => 0.26401677205637
207 => 0.25790288832765
208 => 0.2608827527169
209 => 0.26159343281535
210 => 0.25977304068715
211 => 0.26016781855641
212 => 0.26076579945779
213 => 0.26439662239434
214 => 0.27392495236693
215 => 0.27814498485026
216 => 0.29084116078907
217 => 0.2777945698982
218 => 0.2770204391869
219 => 0.27930740386126
220 => 0.28676140316406
221 => 0.29280216948042
222 => 0.29480624016773
223 => 0.29507111119266
224 => 0.29883088103015
225 => 0.30098591098544
226 => 0.29837434608011
227 => 0.29616131826509
228 => 0.28823452732281
229 => 0.28915207495831
301 => 0.29547306827873
302 => 0.30440184364846
303 => 0.31206366179644
304 => 0.30938076012234
305 => 0.32984940606231
306 => 0.33187878870033
307 => 0.33159839363756
308 => 0.33622162929961
309 => 0.327045448016
310 => 0.32312245273712
311 => 0.29663979999763
312 => 0.30408034520406
313 => 0.3148956146295
314 => 0.31346417316587
315 => 0.30560983541613
316 => 0.31205770357694
317 => 0.30992583671949
318 => 0.30824434487779
319 => 0.31594758497786
320 => 0.30747755605617
321 => 0.31481111961177
322 => 0.30540574849571
323 => 0.30939301539119
324 => 0.30712964985892
325 => 0.30859432474595
326 => 0.30003186528461
327 => 0.30465196056799
328 => 0.29983965413136
329 => 0.29983737247152
330 => 0.29973114054021
331 => 0.30539279772188
401 => 0.30557742415932
402 => 0.30139345094777
403 => 0.30079047504205
404 => 0.30301999299799
405 => 0.30040981138326
406 => 0.3016310989325
407 => 0.30044680293898
408 => 0.30018019296575
409 => 0.29805579933908
410 => 0.29714055215329
411 => 0.29749944415786
412 => 0.29627436072478
413 => 0.29553620364314
414 => 0.29958430251753
415 => 0.29742156658879
416 => 0.29925283221845
417 => 0.2971658739093
418 => 0.28993156716534
419 => 0.28577104085548
420 => 0.27210610603673
421 => 0.27598146460003
422 => 0.27855083133684
423 => 0.27770165564565
424 => 0.2795260136177
425 => 0.27963801438036
426 => 0.27904489700652
427 => 0.27835814307066
428 => 0.27802386923455
429 => 0.28051527254346
430 => 0.28196161602106
501 => 0.27880870166258
502 => 0.27807001794234
503 => 0.28125778843594
504 => 0.28320232659552
505 => 0.29755970382426
506 => 0.29649606294544
507 => 0.2991655928223
508 => 0.29886504472544
509 => 0.30166313732585
510 => 0.30623683616536
511 => 0.29693722759833
512 => 0.2985513180893
513 => 0.2981555803757
514 => 0.30247614096471
515 => 0.30248962928326
516 => 0.29989923738215
517 => 0.30130353085605
518 => 0.30051969276369
519 => 0.30193619413865
520 => 0.29648185737303
521 => 0.30312465079429
522 => 0.30689068661199
523 => 0.30694297802297
524 => 0.30872804911145
525 => 0.3105417847217
526 => 0.31402309228248
527 => 0.31044469294331
528 => 0.3040075008823
529 => 0.3044722453571
530 => 0.30069812200701
531 => 0.30076156570237
601 => 0.30042289828434
602 => 0.30143926469956
603 => 0.29670489264593
604 => 0.29781604030399
605 => 0.29626042707583
606 => 0.29854793648995
607 => 0.29608695449921
608 => 0.298155389539
609 => 0.29904805753246
610 => 0.30234202164611
611 => 0.29560043332139
612 => 0.28185387836188
613 => 0.28474357087524
614 => 0.28046948866753
615 => 0.28086507124843
616 => 0.28166421101836
617 => 0.27907393756178
618 => 0.27956808010839
619 => 0.2795504258594
620 => 0.27939829107918
621 => 0.27872446091202
622 => 0.27774727385639
623 => 0.28164008632368
624 => 0.2823015510183
625 => 0.28377190509631
626 => 0.28814668148175
627 => 0.28770953815651
628 => 0.28842253705688
629 => 0.2868660644607
630 => 0.2809372715481
701 => 0.28125923352754
702 => 0.27724436248486
703 => 0.28366923581708
704 => 0.28214774100783
705 => 0.28116682340639
706 => 0.2808991709507
707 => 0.28528479156063
708 => 0.2865970379833
709 => 0.28577933407427
710 => 0.28410219950063
711 => 0.28732279368236
712 => 0.28818448881943
713 => 0.28837739058252
714 => 0.29408366598486
715 => 0.2886963079887
716 => 0.28999309860411
717 => 0.30011028880033
718 => 0.29093539336917
719 => 0.29579554010364
720 => 0.29555766121197
721 => 0.29804394782293
722 => 0.2953537131406
723 => 0.29538706182371
724 => 0.29759471589859
725 => 0.29449446390293
726 => 0.29372679790986
727 => 0.29266627283856
728 => 0.29498189053321
729 => 0.29636999861476
730 => 0.30755713029907
731 => 0.31478452756233
801 => 0.31447076718622
802 => 0.31733794968898
803 => 0.31604625771111
804 => 0.31187504358342
805 => 0.31899479747401
806 => 0.31674180943987
807 => 0.31692754303603
808 => 0.3169206300223
809 => 0.31841867010537
810 => 0.31735717141316
811 => 0.3152648485302
812 => 0.31665383010453
813 => 0.32077860881028
814 => 0.33358204847658
815 => 0.34074702293686
816 => 0.33315070801746
817 => 0.33839054433015
818 => 0.33524850968712
819 => 0.33467750852504
820 => 0.33796851295027
821 => 0.34126527784309
822 => 0.34105528817173
823 => 0.33866200615029
824 => 0.33731010186366
825 => 0.34754717404316
826 => 0.35508967444104
827 => 0.35457532647947
828 => 0.35684549110692
829 => 0.36351076466668
830 => 0.36412015374906
831 => 0.36404338473133
901 => 0.36253295030748
902 => 0.36909577772221
903 => 0.37457060381354
904 => 0.36218332837901
905 => 0.36690024070314
906 => 0.36901781461486
907 => 0.37212704137314
908 => 0.37737282808127
909 => 0.3830711438225
910 => 0.38387694814716
911 => 0.38330519141753
912 => 0.37954699900724
913 => 0.38578216408634
914 => 0.38943457755706
915 => 0.39160950619488
916 => 0.39712476334678
917 => 0.36903089203043
918 => 0.34914465355672
919 => 0.34603913025828
920 => 0.35235433400432
921 => 0.35401960286935
922 => 0.35334833507793
923 => 0.33096456569806
924 => 0.34592128434493
925 => 0.36201345601233
926 => 0.36263162186351
927 => 0.37068769947165
928 => 0.37331108857064
929 => 0.37979728697943
930 => 0.37939157350296
1001 => 0.38097085959754
1002 => 0.38060780907382
1003 => 0.39262212579588
1004 => 0.40587570128361
1005 => 0.40541677210826
1006 => 0.40351141382271
1007 => 0.40634119578862
1008 => 0.42002030603143
1009 => 0.41876095276354
1010 => 0.41998430719184
1011 => 0.43611274908897
1012 => 0.45708201779936
1013 => 0.44733968720323
1014 => 0.46847774131673
1015 => 0.48178302590107
1016 => 0.50479313979759
1017 => 0.50191216021054
1018 => 0.51086982869444
1019 => 0.49675460547115
1020 => 0.4643431997932
1021 => 0.45921397077878
1022 => 0.4694828171584
1023 => 0.49472777396332
1024 => 0.46868776362944
1025 => 0.4739556238054
1026 => 0.47243847972034
1027 => 0.47235763755949
1028 => 0.47544305403015
1029 => 0.47096749651496
1030 => 0.45273327006066
1031 => 0.4610899085897
1101 => 0.4578630091349
1102 => 0.46144349466129
1103 => 0.48076589834268
1104 => 0.47222300308656
1105 => 0.4632237569027
1106 => 0.47451080870986
1107 => 0.48888310431218
1108 => 0.48798371188289
1109 => 0.48623851465318
1110 => 0.49607610006146
1111 => 0.51232490901386
1112 => 0.51671689678069
1113 => 0.51995897235993
1114 => 0.52040599980699
1115 => 0.52501066033773
1116 => 0.50025024014008
1117 => 0.53954566288645
1118 => 0.5463308968806
1119 => 0.54505555410883
1120 => 0.55259705612704
1121 => 0.55037815492384
1122 => 0.54716331521534
1123 => 0.55911820003768
1124 => 0.54541288929833
1125 => 0.52595992615446
1126 => 0.51528764583776
1127 => 0.52934176546709
1128 => 0.53792412590355
1129 => 0.5435965202114
1130 => 0.5453129833016
1201 => 0.50217232107614
1202 => 0.47892189682744
1203 => 0.4938251522042
1204 => 0.5120081523316
1205 => 0.50014923265629
1206 => 0.50061407985565
1207 => 0.48370637686793
1208 => 0.5135041088775
1209 => 0.50916282996208
1210 => 0.53168539265488
1211 => 0.52631020231338
1212 => 0.54467647786851
1213 => 0.53984002199392
1214 => 0.55991587992672
1215 => 0.56792468318827
1216 => 0.58137271033511
1217 => 0.59126513384764
1218 => 0.59707415414611
1219 => 0.59672540235648
1220 => 0.61974363482143
1221 => 0.60617058733264
1222 => 0.58911964076504
1223 => 0.58881124293668
1224 => 0.59764216977782
1225 => 0.61614936979038
1226 => 0.62094801748483
1227 => 0.62362980690247
1228 => 0.61952255305559
1229 => 0.60478998279559
1230 => 0.59842853365315
1231 => 0.60384867263143
]
'min_raw' => 0.22349838704098
'max_raw' => 0.62362980690247
'avg_raw' => 0.42356409697172
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.223498'
'max' => '$0.623629'
'avg' => '$0.423564'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.088479664834061
'max_diff' => 0.32221002098789
'year' => 2036
]
11 => [
'items' => [
101 => 0.59722030841884
102 => 0.6086627246403
103 => 0.62437560608058
104 => 0.62113095819863
105 => 0.6319773296032
106 => 0.64320218293537
107 => 0.6592542273401
108 => 0.66345082615297
109 => 0.6703876444083
110 => 0.67752790901912
111 => 0.67982116957659
112 => 0.68419971553776
113 => 0.68417663843924
114 => 0.69737168140335
115 => 0.71192622240924
116 => 0.71742022470057
117 => 0.73005338002841
118 => 0.70841954424804
119 => 0.72482905719904
120 => 0.7396308486376
121 => 0.72198354267832
122 => 0.74630624264825
123 => 0.74725063797166
124 => 0.76150988611737
125 => 0.74705540638029
126 => 0.73847238245275
127 => 0.76325125092985
128 => 0.77524096485888
129 => 0.77162956544793
130 => 0.74414663761381
131 => 0.72815039481612
201 => 0.68628514196978
202 => 0.7358763424106
203 => 0.76003076955018
204 => 0.7440840834828
205 => 0.75212666437185
206 => 0.79600437788693
207 => 0.81271017032191
208 => 0.80923548227774
209 => 0.80982264735897
210 => 0.8188367897253
211 => 0.8588104611565
212 => 0.83485731065248
213 => 0.85316859670538
214 => 0.86288083680158
215 => 0.87190210667196
216 => 0.84974871907194
217 => 0.82092748730221
218 => 0.81179859336773
219 => 0.74249849982823
220 => 0.73889112900444
221 => 0.73686620244653
222 => 0.72409932693044
223 => 0.71406805991631
224 => 0.70609082394961
225 => 0.68515617456867
226 => 0.69222100419166
227 => 0.65885554247934
228 => 0.68020158248352
301 => 0.62694949995342
302 => 0.67129941667866
303 => 0.64716177334838
304 => 0.66336955166483
305 => 0.66331300425315
306 => 0.63346934569178
307 => 0.61625614625484
308 => 0.6272250668838
309 => 0.63898462051205
310 => 0.64089256852434
311 => 0.65613913675912
312 => 0.66039412622956
313 => 0.64750130948767
314 => 0.62584596890704
315 => 0.63087601061819
316 => 0.61615421262011
317 => 0.59035482789426
318 => 0.60888439641841
319 => 0.61521120580017
320 => 0.61800548525354
321 => 0.59263475345502
322 => 0.58466271869854
323 => 0.58041847428604
324 => 0.62257092602386
325 => 0.62488013248384
326 => 0.6130659057457
327 => 0.66646733087302
328 => 0.65438094369494
329 => 0.66788439940961
330 => 0.63041958705531
331 => 0.6318507933403
401 => 0.61411435077152
402 => 0.62404557346052
403 => 0.61702650536218
404 => 0.6232432288095
405 => 0.62696950721131
406 => 0.64470303940439
407 => 0.67150190513054
408 => 0.64205424105593
409 => 0.6292234721203
410 => 0.63718360900498
411 => 0.65838250250345
412 => 0.69049991130503
413 => 0.67148575887141
414 => 0.6799239168402
415 => 0.68176727896887
416 => 0.6677469469065
417 => 0.69101686094657
418 => 0.70348739692508
419 => 0.71627958642522
420 => 0.72738668613918
421 => 0.71117010463259
422 => 0.72852417140029
423 => 0.71453985699069
424 => 0.70199448129343
425 => 0.70201350744986
426 => 0.69414361001627
427 => 0.67889469206781
428 => 0.67608255763774
429 => 0.6907116360764
430 => 0.70244277160532
501 => 0.70340900411583
502 => 0.70990396351215
503 => 0.71374761357949
504 => 0.7514206094283
505 => 0.76657300000605
506 => 0.78510105638446
507 => 0.79231877852789
508 => 0.81404153448301
509 => 0.79649864481327
510 => 0.79270313028327
511 => 0.74001082979547
512 => 0.74863919104847
513 => 0.76245402992755
514 => 0.74023863140026
515 => 0.75432918848595
516 => 0.75711096293347
517 => 0.73948376065913
518 => 0.74889921102031
519 => 0.7238945663475
520 => 0.6720469380546
521 => 0.69107458217829
522 => 0.70508533288908
523 => 0.68509026411167
524 => 0.72093065097914
525 => 0.69999343686693
526 => 0.69335734515687
527 => 0.66746758545843
528 => 0.67968655544786
529 => 0.69621288731735
530 => 0.6860015356143
531 => 0.70719162364031
601 => 0.73720243947519
602 => 0.75858993401411
603 => 0.76023180027523
604 => 0.74648107413755
605 => 0.76851670052914
606 => 0.76867720601056
607 => 0.74382092942267
608 => 0.72859659841292
609 => 0.72513759837524
610 => 0.73377885864627
611 => 0.74427094387995
612 => 0.7608140379845
613 => 0.77081068328089
614 => 0.7968766324029
615 => 0.80392933086598
616 => 0.81167810823235
617 => 0.82203286442825
618 => 0.83446640414643
619 => 0.80726252708487
620 => 0.8083433878349
621 => 0.78301151417849
622 => 0.75594077421846
623 => 0.77648409143275
624 => 0.80334174592746
625 => 0.7971805703113
626 => 0.79648731219309
627 => 0.79765318005416
628 => 0.79300785484476
629 => 0.77199722108643
630 => 0.76144581234652
701 => 0.77505982157246
702 => 0.78229506158621
703 => 0.79351628786829
704 => 0.79213303487767
705 => 0.82103770870859
706 => 0.83226919092732
707 => 0.82939569715354
708 => 0.82992448916241
709 => 0.8502585512339
710 => 0.87287421027622
711 => 0.8940567593684
712 => 0.91560455811663
713 => 0.88962784570074
714 => 0.87643847315685
715 => 0.89004653893224
716 => 0.88282590768442
717 => 0.92431779661273
718 => 0.92719060497846
719 => 0.96867949357094
720 => 1.0080573892502
721 => 0.98332483850232
722 => 1.006646519879
723 => 1.0318708197324
724 => 1.0805325866449
725 => 1.0641450154903
726 => 1.051592392812
727 => 1.0397302250347
728 => 1.0644135131131
729 => 1.0961681689007
730 => 1.103007817615
731 => 1.1140906614791
801 => 1.1024384063017
802 => 1.1164722642091
803 => 1.166017949412
804 => 1.1526302679183
805 => 1.1336176080201
806 => 1.1727291680696
807 => 1.1868834896092
808 => 1.2862259308497
809 => 1.4116498665474
810 => 1.3597235335906
811 => 1.327491183072
812 => 1.3350665500054
813 => 1.3808671254541
814 => 1.3955768166506
815 => 1.3555908052439
816 => 1.3697145404616
817 => 1.4475377101265
818 => 1.4892873437855
819 => 1.4325857335527
820 => 1.276148239739
821 => 1.1319057260183
822 => 1.170165335982
823 => 1.1658278835461
824 => 1.2494391707128
825 => 1.1523109761423
826 => 1.1539463658397
827 => 1.2392866458792
828 => 1.2165193222675
829 => 1.1796391738349
830 => 1.1321749919159
831 => 1.044433061733
901 => 0.96671758730526
902 => 1.1191355294629
903 => 1.112562990643
904 => 1.1030449804361
905 => 1.1242262821952
906 => 1.2270766711201
907 => 1.2247056367611
908 => 1.2096223258819
909 => 1.2210628842456
910 => 1.1776335886395
911 => 1.1888263069839
912 => 1.1318828772671
913 => 1.1576236856668
914 => 1.1795600456001
915 => 1.1839640946301
916 => 1.1938866419709
917 => 1.1090995613434
918 => 1.1471664713273
919 => 1.1695272145557
920 => 1.0685005631589
921 => 1.167530242483
922 => 1.1076236069039
923 => 1.0872903950209
924 => 1.1146663861244
925 => 1.1039979357673
926 => 1.0948258286227
927 => 1.0897076352393
928 => 1.1098095417278
929 => 1.1088717637631
930 => 1.075981143136
1001 => 1.033076669321
1002 => 1.0474768190246
1003 => 1.0422451096352
1004 => 1.0232847199039
1005 => 1.0360617332966
1006 => 0.97979823261349
1007 => 0.88299980401051
1008 => 0.9469478109617
1009 => 0.94448588225612
1010 => 0.94324446616319
1011 => 0.99129962599391
1012 => 0.98668023119736
1013 => 0.97829598440837
1014 => 1.0231307366366
1015 => 1.0067654489608
1016 => 1.0571994094309
1017 => 1.0904184776606
1018 => 1.0819930474332
1019 => 1.1132357416649
1020 => 1.0478085693896
1021 => 1.0695408515369
1022 => 1.0740198447679
1023 => 1.0225774827536
1024 => 0.98743602131509
1025 => 0.98509248647914
1026 => 0.92416203513647
1027 => 0.9567105904303
1028 => 0.98535197213814
1029 => 0.97163497296109
1030 => 0.96729258080533
1031 => 0.98947692057916
1101 => 0.99120083377561
1102 => 0.95189543020448
1103 => 0.96006826824716
1104 => 0.99415036150645
1105 => 0.95920948694267
1106 => 0.8913250752247
1107 => 0.87448880254323
1108 => 0.87224253341345
1109 => 0.82658122659965
1110 => 0.87561388278957
1111 => 0.85420981436919
1112 => 0.92182501004908
1113 => 0.88320357290429
1114 => 0.88153867994067
1115 => 0.87902195003945
1116 => 0.83971937701999
1117 => 0.84832414270244
1118 => 0.8769276943737
1119 => 0.88713376385208
1120 => 0.88606918718962
1121 => 0.87678752136589
1122 => 0.88103662045018
1123 => 0.86734879181545
1124 => 0.86251533463701
1125 => 0.84725961423471
1126 => 0.82483791974367
1127 => 0.82795579388289
1128 => 0.78353255014063
1129 => 0.75932840922985
1130 => 0.7526290220312
1201 => 0.7436703214825
1202 => 0.75364093109637
1203 => 0.78340670467259
1204 => 0.74750286657853
1205 => 0.68594825452766
1206 => 0.68964779159587
1207 => 0.69795955298573
1208 => 0.68247064062353
1209 => 0.66781168495859
1210 => 0.68055645759059
1211 => 0.65447495700453
1212 => 0.70111137772571
1213 => 0.69984999324226
1214 => 0.71723316691021
1215 => 0.72810322214341
1216 => 0.70305126405306
1217 => 0.69675076434103
1218 => 0.70033981531875
1219 => 0.64102079736694
1220 => 0.71238553761039
1221 => 0.7130027028475
1222 => 0.70771815939547
1223 => 0.74571768043595
1224 => 0.82590852217918
1225 => 0.79573750184624
1226 => 0.78405437084941
1227 => 0.76184473028412
1228 => 0.7914377576594
1229 => 0.78916547488012
1230 => 0.77888935041456
1231 => 0.77267431827433
]
'min_raw' => 0.58041847428604
'max_raw' => 1.4892873437855
'avg_raw' => 1.0348529090358
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$0.580418'
'max' => '$1.48'
'avg' => '$1.03'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.35692008724506
'max_diff' => 0.865657536883
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.018218672678504
]
1 => [
'year' => 2028
'avg' => 0.031268531234781
]
2 => [
'year' => 2029
'avg' => 0.085419991728983
]
3 => [
'year' => 2030
'avg' => 0.065901396407642
]
4 => [
'year' => 2031
'avg' => 0.06472333834245
]
5 => [
'year' => 2032
'avg' => 0.11348038129853
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.018218672678504
'min' => '$0.018218'
'max_raw' => 0.11348038129853
'max' => '$0.11348'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.11348038129853
]
1 => [
'year' => 2033
'avg' => 0.29188320974982
]
2 => [
'year' => 2034
'avg' => 0.18500960559011
]
3 => [
'year' => 2035
'avg' => 0.21821925406075
]
4 => [
'year' => 2036
'avg' => 0.42356409697172
]
5 => [
'year' => 2037
'avg' => 1.0348529090358
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.11348038129853
'min' => '$0.11348'
'max_raw' => 1.0348529090358
'max' => '$1.03'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 1.0348529090358
]
]
]
]
'prediction_2025_max_price' => '$0.03115'
'last_price' => 0.03020445
'sma_50day_nextmonth' => '$0.028088'
'sma_200day_nextmonth' => '$0.053644'
'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' => '$0.030148'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.028988'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.027584'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.028551'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.033595'
'daily_sma50_action' => 'SELL'
'daily_sma100' => '$0.048041'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.059117'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.029872'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.029222'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.028582'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.029288'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$0.035244'
'daily_ema50_action' => 'SELL'
'daily_ema100' => '$0.045325'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.060455'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.058261'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.077754'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '$0.14356'
'weekly_sma100_action' => 'SELL'
'weekly_sma200' => '$0.278629'
'weekly_sma200_action' => 'SELL'
'weekly_ema3' => '$0.030073'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$0.0316045'
'weekly_ema5_action' => 'SELL'
'weekly_ema10' => '$0.037994'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.050383'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.0797025'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.1804012'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$0.478982'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '49.89'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 108.04
'stoch_rsi_14_action' => 'SELL'
'momentum_10' => 0
'momentum_10_action' => 'BUY'
'vwma_10' => '0.027618'
'vwma_10_action' => 'BUY'
'hma_9' => '0.030933'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 73.43
'stochastic_fast_14_action' => 'NEUTRAL'
'cci_20' => 64.97
'cci_20_action' => 'NEUTRAL'
'adx_14' => 20.15
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '-0.001058'
'ao_5_34_action' => 'NEUTRAL'
'macd_12_26' => 0
'macd_12_26_action' => 'BUY'
'williams_percent_r_14' => -26.57
'williams_percent_r_14_action' => 'NEUTRAL'
'ultimate_oscillator' => 70.38
'ultimate_oscillator_action' => 'SELL'
'ichimoku_cloud' => '-0.019269'
'ichimoku_cloud_action' => 'SELL'
'sell_signals' => 17
'buy_signals' => 17
'sell_pct' => 50
'buy_pct' => 50
'overall_action' => 'neutral'
'overall_action_label' => 'Nötr'
'overall_action_dir' => 0
'last_updated' => 1767694138
'last_updated_date' => '6 Ocak 2026'
]
Octopus Network için 2026 fiyat tahmini
Octopus Network için 2026 fiyat tahmini, ortalama fiyatın alt sınırda $0.010435 ile üst sınırda $0.03115 arasında olabileceğini gösteriyor. Kripto piyasasında, bugünün ortalama fiyatına kıyasla, Octopus Network 3.13% artabilir ve eğer OCT tahmin edilen fiyat hedefine ulaşırsa 2026 yılına kadar bu gerçekleşebilir.
Octopus Network fiyat tahmini 2027-2032
OCT için 2027-2032 fiyat tahmini, şu anda alt sınırda $0.018218 ve üst sınırda $0.11348 fiyat aralığında bulunuyor. Piyasadaki fiyat dalgalanmaları göz önüne alındığında, Octopus Network üst fiyat hedefine ulaşırsa, bugünün fiyatına kıyasla 2032 yılına kadar 275.71% artış gösterebilir.
| Octopus Network Fiyat Tahmini | Potansiyel Düşük ($) | Ortalama Fiyat ($) | Potansiyel Yüksek ($) |
|---|---|---|---|
| 2027 | $0.010046 | $0.018218 | $0.026391 |
| 2028 | $0.01813 | $0.031268 | $0.0444067 |
| 2029 | $0.039827 | $0.085419 | $0.131012 |
| 2030 | $0.033871 | $0.0659013 | $0.097931 |
| 2031 | $0.040046 | $0.064723 | $0.08940042 |
| 2032 | $0.061127 | $0.11348 | $0.165833 |
Octopus Network fiyat tahmini 2032-2037
Octopus Network için 2032-2037 fiyat tahmini, şu anda alt sınırda $0.11348 ve üst sınırda $1.03 olarak tahmin edilmektedir. Mevcut fiyata kıyasla, Octopus Network üst fiyat hedefine ulaşırsa, 2037 yılına kadar potansiyel olarak 3326.16% artış gösterebilir. Lütfen bu bilgilerin sadece genel amaçlar için olduğunu ve uzun vadeli yatırım tavsiyesi olarak değerlendirilmemesi gerektiğini unutmayın.
| Octopus Network Fiyat Tahmini | Potansiyel Düşük ($) | Ortalama Fiyat ($) | Potansiyel Yüksek ($) |
|---|---|---|---|
| 2032 | $0.061127 | $0.11348 | $0.165833 |
| 2033 | $0.142047 | $0.291883 | $0.441719 |
| 2034 | $0.114199 | $0.1850096 | $0.25582 |
| 2035 | $0.135018 | $0.218219 | $0.301419 |
| 2036 | $0.223498 | $0.423564 | $0.623629 |
| 2037 | $0.580418 | $1.03 | $1.48 |
Octopus Network Potansiyel fiyat histogramı
Teknik Analize Dayalı Octopus Network Fiyat Tahmini
6 Ocak 2026 itibariyle, Octopus Network için genel fiyat tahmini duyarlılığı Nötr, 17 teknik gösterge yükseliş sinyalleri gösterirken 17 düşüş sinyalleri gösteriyor. OCT fiyat tahmini en son 6 Ocak 2026 tarihinde güncellendi.
Octopus Network'ın 50 Günlük, 200 Günlük Basit Hareketli Ortalamaları ve 14 Günlük Göreceli Güç Endeksi - RSI (14)
Teknik göstergelerimize göre, Octopus Network'ın 200 günlük SMA'sının önümüzdeki ay içinde artmak ve 4 Şub 2026 tarihinde $0.053644 seviyesine ulaşması bekleniyor. Octopus Network için kısa vadeli 50 günlük SMA'nın 4 Şub 2026 tarihinde $0.028088 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 49.89 seviyesinde olup, OCT piyasasının NEUTRAL durumda olduğunu gösteriyor.
19 Ekim 2024 Cumartesi için Popüler OCT 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 | $0.030148 | BUY |
| SMA 5 | $0.028988 | BUY |
| SMA 10 | $0.027584 | BUY |
| SMA 21 | $0.028551 | BUY |
| SMA 50 | $0.033595 | SELL |
| SMA 100 | $0.048041 | SELL |
| SMA 200 | $0.059117 | SELL |
Günlük Üstel Hareketli Ortalama (EMA)
| Dönem | Değer | İşlem |
|---|---|---|
| EMA 3 | $0.029872 | BUY |
| EMA 5 | $0.029222 | BUY |
| EMA 10 | $0.028582 | BUY |
| EMA 21 | $0.029288 | BUY |
| EMA 50 | $0.035244 | SELL |
| EMA 100 | $0.045325 | SELL |
| EMA 200 | $0.060455 | SELL |
Haftalık Basit Hareketli Ortalama (SMA)
| Dönem | Değer | İşlem |
|---|---|---|
| SMA 21 | $0.058261 | SELL |
| SMA 50 | $0.077754 | SELL |
| SMA 100 | $0.14356 | SELL |
| SMA 200 | $0.278629 | SELL |
Haftalık Üstel Hareketli Ortalama (EMA)
| Dönem | Değer | İşlem |
|---|---|---|
| EMA 21 | $0.050383 | SELL |
| EMA 50 | $0.0797025 | SELL |
| EMA 100 | $0.1804012 | SELL |
| EMA 200 | $0.478982 | SELL |
Octopus Network 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) | 49.89 | NEUTRAL |
| Stoch RSI (14) | 108.04 | SELL |
| Hızlı Stokastik (14) | 73.43 | NEUTRAL |
| Emtia Kanal Endeksi (20) | 64.97 | NEUTRAL |
| Ortalama Yön Endeksi (14) | 20.15 | NEUTRAL |
| Harika Osilatör (5, 34) | -0.001058 | NEUTRAL |
| Momentum (10) | 0 | BUY |
| MACD (12, 26) | 0 | BUY |
| Williams Yüzde Aralığı (14) | -26.57 | NEUTRAL |
| Ultimate Osilatör (7, 14, 28) | 70.38 | SELL |
| VWMA (10) | 0.027618 | BUY |
| Hull Hareketli Ortalaması (9) | 0.030933 | BUY |
| Ichimoku Bulutu B/L (9, 26, 52, 26) | -0.019269 | SELL |
Dünya genelinde para akışlarına göre Octopus Network fiyat tahmini
Octopus Network 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 Octopus Network fiyat tahminleri
| Karşılaştırma | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook hisseleri | $0.042442 | $0.059638 | $0.083802 | $0.117755 | $0.165466 | $0.2325083 |
| Amazon.com hisseleri | $0.063023 | $0.131502 | $0.274386 | $0.572524 | $1.19 | $2.49 |
| Apple hisseleri | $0.042842 | $0.060769 | $0.086196 | $0.122262 | $0.17342 | $0.245983 |
| Netflix hisseleri | $0.047657 | $0.075196 | $0.118648 | $0.1872088 | $0.295386 | $0.466073 |
| Google hisseleri | $0.039114 | $0.050653 | $0.065595 | $0.084946 | $0.1100049 | $0.142455 |
| Tesla hisseleri | $0.068471 | $0.155219 | $0.351869 | $0.797662 | $1.80 | $4.09 |
| Kodak hisseleri | $0.02265 | $0.016985 | $0.012737 | $0.009551 | $0.007162 | $0.005371 |
| Nokia hisseleri | $0.0200091 | $0.013255 | $0.008781 | $0.005817 | $0.003853 | $0.002552 |
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.
Octopus Network öngörü ve tahminlerine genel bakış
Şöyle sorularınız olabilir: "Octopus Network için şimdi mi yatırım yapmalıyım?", "Bugün mü OCT satın almalıyım?", "Octopus Network kısa ve uzun vade için iyi veya kötü bir yatırım mı?".
Octopus Network/Omnity Convertible Token öngörülerini gerçek zamanlı verilerle düzenli olarak güncelliyoruz. Benzer tahminlerimizi inceleyin. Teknik analiz yöntemleriyle Octopus Network 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 Octopus Network hakkında olabildiğince çok bilgi kaynağını kendiniz keşfetmelisiniz.
Octopus Network fiyatı bugün $0.0302 USD'ye tekabül ediyor, ancak kripto para birimleri yüksek riskli varlıklar olduğu için fiyat düşebilir ya da yükselebilir ve yatırımınızı kaybedebilirsiniz
Kısa vadeli Octopus Network tahmini
4 saatlik fiyat geçmişine göre
Uzun vadeli Octopus Network tahmini
1 aylık fiyat geçmişine göre
Bitcoin'in büyüme paternine göre Octopus Network fiyat tahmini
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Octopus Network, Bitcoin'in geçmiş yıllık ortama büyümesine göre %1 oranında büyüme gösterirse | $0.030989 | $0.031795 | $0.032621 | $0.033469 |
| Octopus Network, Bitcoin'in geçmiş yıllık ortama büyümesine göre %2 oranında büyüme gösterirse | $0.031774 | $0.033426 | $0.035164 | $0.036992 |
| Octopus Network, Bitcoin'in geçmiş yıllık ortama büyümesine göre %5 oranında büyüme gösterirse | $0.03413 | $0.038565 | $0.043577 | $0.049241 |
| Octopus Network, Bitcoin'in geçmiş yıllık ortama büyümesine göre %10 oranında büyüme gösterirse | $0.038055 | $0.047947 | $0.06041 | $0.076113 |
| Octopus Network, Bitcoin'in geçmiş yıllık ortama büyümesine göre %20 oranında büyüme gösterirse | $0.0459066 | $0.069771 | $0.106043 | $0.161172 |
| Octopus Network, Bitcoin'in geçmiş yıllık ortama büyümesine göre %50 oranında büyüme gösterirse | $0.069459 | $0.159734 | $0.367334 | $0.844745 |
| Octopus Network, Bitcoin'in geçmiş yıllık ortama büyümesine göre %100 oranında büyüme gösterirse | $0.108715 | $0.391302 | $1.40 | $5.06 |
Soru Kutusu
OCT iyi bir yatırım mı?
Octopus Network satın alma kararı tamamen bireysel risk toleransınıza bağlıdır. Gördüğünüz gibi, Octopus Network değeri son 24 saat içinde 0.0342% oranında yükselmiştir, ve Octopus Network son 30 günlük sürede oranında azalmıştır. Bu nedenle, Octopus Network'a yatırım yapma kararı, bu yatırımın ticaret hedeflerinize uyup uymadığına bağlı olacaktır.
Octopus Network yükselebilir mi?
Octopus Network ortalama değeri yıl sonuna kadar $0.03115 seviyesine kadar yükselebilir gibi görünmektedir. Octopus Network'ın uzun vadeli beş yıllık görünümüne bakıldığında, dijital para birimi $0.097931 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 Octopus Network fiyatı ne olacak?
Yeni deneysel Octopus Network tahminimize göre, Octopus Network fiyatı önümüzdeki hafta 0.86% oranında artacak ve $0.030462 seviyesine ulaşacaktır 13 Ocak 2026 itibariyle.
Önümüzdeki ay Octopus Network fiyatı ne olacak?
Yeni deneysel Octopus Network tahminimize göre, Octopus Network fiyatı önümüzdeki ay -11.62% oranında düşecek ve $0.026695 seviyesine ulaşacaktır 5 Şubat 2026 itibariyle.
2026 yılında Octopus Network fiyatı ne kadar yükselebilir?
Son Octopus Network değer tahminimize göre, OCT fiyatı $0.010435 ve $0.03115 aralığında dalgalanması beklenmektedir. Ancak, kripto para piyasasının son derece dalgalı olduğunu ve bu Octopus Network fiyat tahmininin ani ve aşırı fiyat dalgalanmalarını dikkate almadığını unutmamak önemlidir.
5 yıl içinde Octopus Network nerede olacak?
Octopus Network'ın geleceği $0.097931 seviyesine kadar artış gösteren bir eğilimde görünmektedir. Octopus Network'ın 2030 tahminine dayanarak, Octopus Network değeri yaklaşık olarak $0.097931 seviyesine ulaşabilirken, en düşük zirve yaklaşık $0.033871 seviyesinde beklenmektedir.
2026 yılında Octopus Network ne kadar olacak?
Yeni deneysel Octopus Network fiyat tahmin simülasyonumuza göre, 2026 yılında OCT'ın değeri 3.13% oranında artacaktır ve en iyi durumda $0.03115 seviyesine ulaşacaktır. Fiyat, 2026 yılı boyunca $0.03115 ve $0.010435 arasında olacaktır.
2027 yılında Octopus Network ne kadar olacak?
Son deneysel simülasyonumuza göre, 2027 yılında OCT'ın değeri -12.62% oranında düşecektir ve en iyi durumda $0.026391 seviyesine ulaşacaktır. Fiyat, 2027 yılı boyunca $0.026391 ve $0.010046 arasında olacaktır.
2028 yılında Octopus Network ne kadar olacak?
Yeni deneysel Octopus Network fiyat tahmin modelimize göre, OCT'ın değeri 2028 yılında 47.02% oranında artacaktır, en iyi durumda $0.0444067 seviyesine ulaşacaktır. Fiyat, yıl boyunca $0.0444067 ve $0.01813 arasında olacaktır.
2029 yılında Octopus Network ne kadar olacak?
Deneysel tahmin modelimize göre, Octopus Network değeri 333.75% oranında artacaktır ve 2029 yılında en iyi durumda $0.131012 seviyesine ulaşacaktır. Fiyat aralığı $0.131012 ve $0.039827 arasında olacaktır.
2030 yılında Octopus Network ne kadar olacak?
Yeni deneysel simülasyona göre, OCT'ın değeri 224.23% oranında artacaktır, $0.097931 seviyesine ulaşacaktır. Fiyat 2030 yılı boyunca $0.097931 ve $0.033871 arasında olacaktır.
2031 yılında Octopus Network ne kadar olacak?
Octopus Network'ın değeri 2031 yılında 195.98% oranında artacaktır, ve en iyi durumda $0.08940042 seviyesine ulaşacaktır. Yıl boyunca fiyat $0.08940042 ve $0.040046 arasında olacaktır.
2032 yılında Octopus Network ne kadar olacak?
Octopus Network fiyatı 449.04% oranında artacaktır, 2032 yılında $0.165833 seviyesine ulaşabilir. Fiyat $0.165833 ve $0.061127 arasında olacaktır.
2033 yılında Octopus Network ne kadar olacak?
OCT'ın değeri 1362.43% oranında artacaktır, ve 2033 yılı için $0.441719 seviyesine ulaşacaktır. Fiyat aralığı $0.441719 ve $0.142047 arasında olacaktır.
2034 yılında Octopus Network ne kadar olacak?
Yeni simülasyon sonuçlarına göre, OCT'ın değeri 746.96% oranında artacaktır, ve $0.25582 seviyesine ulaşacaktır. Yıl boyunca fiyat aralığı $0.25582 ve $0.114199 arasında olacaktır.
2035 yılında Octopus Network ne kadar olacak?
Deneysel tahminimize göre, 2035 yılında OCT'ın değeri 897.93% oranında artacaktır, ve en iyi durumda $0.301419 seviyesine ulaşacaktır. Yıl boyunca fiyat $0.301419 ve $0.135018 arasında olacaktır.
2036 yılında Octopus Network ne kadar olacak?
OCT'ın değeri 2036 yılında 1964.7% oranında artacaktır, ve $0.623629 seviyesine ulaşacaktır. Fiyat $0.623629 ve $0.223498 arasında olacaktır.
2037 yılında Octopus Network ne kadar olacak?
Deneysel simülasyonumuza göre, 2037 yılında Octopus Network'ın değeri 4830.69% oranında artacaktır, ve en iyi durumda $1.48 seviyesine ulaşacaktır. Fiyat 2037 yılı boyunca $1.48 ve $0.580418 arasında olacaktır.
İlgili Tahminler
Shido Network Fiyat Tahmini
Stride Staked Osmo Fiyat Tahmini
SIPHER Fiyat Tahmini
Camelot Token Fiyat Tahmini
Sperax Fiyat Tahmini
ANJ Fiyat Tahmini
Cronos ID Fiyat Tahmini
DexCheck AI Fiyat Tahmini
JPEG'd (OLD) Fiyat Tahmini
Taki Games Fiyat Tahmini
bZx Protocol Fiyat Tahmini
OG Fan Token Fiyat Tahmini
ONBUFF Fiyat Tahmini
Lazio Fan Token Fiyat Tahmini
Carbon Browser Fiyat Tahmini
LEOX Fiyat Tahmini
BEAT Fiyat Tahmini
PinkSale Fiyat Tahmini
Decentral Games Fiyat Tahmini
Voyager Token Fiyat Tahmini
Manchester City Fan Token Fiyat Tahmini
Shiba Predator Fiyat Tahmini
HairDAO Fiyat Tahmini
LIF3 (OLD) Fiyat Tahmini
Inverse Finance Fiyat Tahmini
Octopus Network fiyat hareketlerini nasıl okumalı ve tahmin etmeli?
Octopus Network 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.
Octopus Network Fiyat Tahmin Göstergeleri
Hareketli ortalamalar, Octopus Network fiyat tahmini için popüler araçlardır. Basit bir hareketli ortalama (SMA), OCT'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. OCT'ın bu ortalamaların üzerinde bir fiyat hareketi yükseliş olarak görülürken, aşağı düşüş zayıflık belirtir.
Tüccarlar ayrıca OCT'ın gelecekteki yönünü ölçmek için RSI ve Fibonacci geri çekilme seviyelerini kullanır.
Octopus Network grafiklerini nasıl okumalı ve fiyat hareketlerini tahmin etmeli?
Çoğu tüccar, daha ayrıntılı bilgi sağladığı için basit çizgi grafiklere kıyasla mum grafiklerini tercih eder. Mumlar, Octopus Network'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 OCT'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.
Octopus Network fiyatını ne etkiler?
Octopus Network'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 OCT'ın fiyatını etkiler. Octopus Network'ın piyasa değeri hızla değişebilir.
Tüccarlar genellikle Octopus Network'ın büyük sahipleri olan OCT "balinalarının" aktivitelerini izlerler, çünkü onların eylemleri nispeten küçük olan Octopus Network 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


