Omnity Convertible Token Geleceği Fiyat Tahmini - OCT
2026 yılına kadar Omnity Convertible Token fiyat tahmini $0.032328 olacak
| Yıl | Min. fiyat | Max. fiyat |
|---|---|---|
| 2026 | $0.01083 | $0.032328 |
| 2027 | $0.010425 | $0.027388 |
| 2028 | $0.018815 | $0.046085 |
| 2029 | $0.041332 | $0.135965 |
| 2030 | $0.035151 | $0.101633 |
| 2031 | $0.04156 | $0.092779 |
| 2032 | $0.063438 | $0.172102 |
| 2033 | $0.147416 | $0.458417 |
| 2034 | $0.118516 | $0.26549 |
| 2035 | $0.140122 | $0.312814 |
Yatırım Kârı Hesaplayıcı
Bugün Omnity Convertible Token’de $10,000.00 tutarında short açıp Apr 06, 2026 tarihinde kapatırsanız, tahminimize göre yaklaşık $3,954.62 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' => 0.03134
'ticker' => 'OCT'
'marketcap' => '$3.14M'
'low24h' => '$0.03003'
'high24h' => '$0.03238'
'volume24h' => '$69.13K'
'current_supply' => '100M'
'max_supply' => '100M'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.03134'
'change_24h_pct' => '3.7056%'
'ath_price' => '$7.02'
'ath_days' => 1451
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '16 Oca 2022'
'ath_pct' => '-99.55%'
'fdv' => '$3.14M'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$1.54'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.031614'
'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' => '$0.027704'
'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' => '$0.01083'
'current_year_max_price_prediction' => '$0.032328'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.035151'
'grand_prediction_max_price' => '$0.101633'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.031940234759878
107 => 0.032059488002166
108 => 0.032328171646263
109 => 0.030032299325095
110 => 0.031063078594029
111 => 0.031668564843572
112 => 0.028932955940359
113 => 0.031614490651209
114 => 0.029992333295838
115 => 0.029441748725439
116 => 0.03018303831548
117 => 0.029894157041313
118 => 0.029645793885463
119 => 0.029507202977077
120 => 0.030051524238856
121 => 0.03002613100139
122 => 0.029135515768915
123 => 0.027973744504272
124 => 0.028363673074528
125 => 0.028222008369354
126 => 0.027708597202694
127 => 0.028054574339522
128 => 0.026531066123952
129 => 0.023909949424129
130 => 0.025641539403008
131 => 0.025574875072428
201 => 0.025541259893963
202 => 0.026842501905459
203 => 0.026717417510815
204 => 0.026490388109705
205 => 0.027704427629704
206 => 0.027261286873768
207 => 0.028626942266468
208 => 0.029526451233153
209 => 0.029298306663134
210 => 0.030144299194006
211 => 0.028372656241242
212 => 0.028961124964172
213 => 0.029082407552385
214 => 0.027689446570477
215 => 0.026737882864723
216 => 0.02667442441417
217 => 0.025024544081948
218 => 0.025905896838052
219 => 0.026681450790569
220 => 0.026310020632731
221 => 0.02619243694092
222 => 0.026793146521591
223 => 0.026839826800739
224 => 0.025775511489216
225 => 0.025996816344964
226 => 0.026919694382305
227 => 0.025973562186284
228 => 0.024135381879232
301 => 0.023679487748251
302 => 0.023618663067383
303 => 0.022382242026745
304 => 0.023709952774026
305 => 0.023130371452402
306 => 0.024961261902962
307 => 0.023915467096865
308 => 0.023870384972977
309 => 0.023802236730612
310 => 0.022737998065025
311 => 0.022970998696893
312 => 0.023745528284221
313 => 0.024021889166679
314 => 0.023993062462481
315 => 0.0237417326667
316 => 0.023856790160191
317 => 0.023486149884966
318 => 0.023355269089574
319 => 0.022942173297716
320 => 0.022335036604311
321 => 0.022419462685315
322 => 0.021216566029722
323 => 0.020561164089198
324 => 0.02037975747012
325 => 0.020137172957583
326 => 0.020407158036303
327 => 0.021213158374633
328 => 0.020240950964097
329 => 0.018574169551152
330 => 0.018674345954128
331 => 0.018899412588972
401 => 0.018480002403904
402 => 0.018083065862166
403 => 0.018428169980728
404 => 0.017721932723272
405 => 0.018984757987447
406 => 0.018950602103078
407 => 0.019421305268972
408 => 0.019715645618407
409 => 0.01903728640678
410 => 0.018866680899534
411 => 0.018963865550049
412 => 0.017357619758515
413 => 0.019290040719581
414 => 0.019306752376298
415 => 0.019163657025548
416 => 0.020192611530511
417 => 0.022364026474944
418 => 0.021547052827884
419 => 0.021230695938584
420 => 0.020629301260768
421 => 0.021430623961675
422 => 0.021369094880827
423 => 0.02109083704302
424 => 0.020922545834498
425 => 0.021232627546291
426 => 0.020884123278884
427 => 0.020821522336201
428 => 0.020442228734039
429 => 0.020306838174826
430 => 0.020206600394839
501 => 0.020096248448233
502 => 0.020339657344453
503 => 0.019788060762512
504 => 0.019122889358371
505 => 0.019067587553371
506 => 0.019220280699161
507 => 0.019152725348816
508 => 0.019067264124344
509 => 0.018904095372847
510 => 0.018855686689826
511 => 0.019012991425089
512 => 0.018835403550413
513 => 0.019097444133209
514 => 0.019026183594055
515 => 0.018628128015085
516 => 0.018132003384636
517 => 0.018127586834769
518 => 0.018020697596946
519 => 0.017884558081675
520 => 0.017846687182976
521 => 0.018399106274436
522 => 0.019542597261247
523 => 0.019318102619116
524 => 0.019480323005192
525 => 0.020278286749269
526 => 0.020531935427904
527 => 0.020351901603807
528 => 0.02010546020138
529 => 0.020116302372376
530 => 0.020958467247353
531 => 0.021010992037585
601 => 0.021143705237362
602 => 0.02131427920382
603 => 0.020380951087877
604 => 0.020072342702048
605 => 0.0199261069279
606 => 0.019475757343892
607 => 0.019961420760189
608 => 0.019678445485694
609 => 0.019716628518035
610 => 0.019691761768132
611 => 0.019705340695062
612 => 0.018984405002049
613 => 0.019247076077319
614 => 0.018810334468791
615 => 0.018225586481518
616 => 0.018223626201226
617 => 0.018366742442699
618 => 0.018281611302132
619 => 0.018052525591787
620 => 0.018085066135688
621 => 0.017799976730351
622 => 0.018119681151206
623 => 0.018128849130038
624 => 0.018005745513592
625 => 0.018498294284627
626 => 0.018700091918002
627 => 0.018619062480522
628 => 0.018694406676661
629 => 0.019327431385029
630 => 0.019430642033297
701 => 0.019476481385545
702 => 0.019415062726083
703 => 0.01870597720627
704 => 0.018737428164338
705 => 0.018506661902072
706 => 0.018311688728007
707 => 0.01831948663247
708 => 0.018419728188678
709 => 0.018857488943727
710 => 0.019778730645322
711 => 0.019813691094479
712 => 0.019856064178725
713 => 0.01968371155009
714 => 0.019631728348102
715 => 0.019700307609527
716 => 0.020046277556059
717 => 0.020936206188462
718 => 0.020621645973436
719 => 0.020365903622198
720 => 0.020590258611877
721 => 0.020555720919768
722 => 0.020264188040868
723 => 0.020256005683938
724 => 0.019696460880629
725 => 0.019489609907065
726 => 0.019316749751027
727 => 0.019127990973263
728 => 0.019016088442552
729 => 0.019188021588514
730 => 0.019227344733249
731 => 0.018851409904727
801 => 0.018800171376726
802 => 0.019107167872814
803 => 0.018972070160869
804 => 0.019111021507866
805 => 0.019143259412272
806 => 0.019138068367161
807 => 0.018997010840017
808 => 0.019086916701423
809 => 0.018874262536971
810 => 0.018643033072752
811 => 0.018495523080685
812 => 0.018366801048245
813 => 0.018438223513211
814 => 0.018183615466835
815 => 0.018102161228551
816 => 0.019056458618524
817 => 0.019761408360923
818 => 0.019751158112478
819 => 0.019688762361217
820 => 0.01959605493136
821 => 0.020039495430126
822 => 0.019885009627229
823 => 0.019997410956557
824 => 0.02002602181234
825 => 0.020112618255757
826 => 0.020143569041063
827 => 0.020050014271166
828 => 0.019736033036641
829 => 0.018953621652645
830 => 0.018589407041315
831 => 0.018469210153103
901 => 0.018473579081703
902 => 0.018353064527154
903 => 0.018388561464552
904 => 0.018340720140948
905 => 0.0182501202481
906 => 0.018432629225132
907 => 0.018453661684546
908 => 0.018411061908487
909 => 0.018421095697883
910 => 0.018068387746715
911 => 0.018095203366201
912 => 0.01794589058934
913 => 0.017917896243671
914 => 0.017540446545915
915 => 0.016871739694134
916 => 0.017242268202965
917 => 0.016794721868489
918 => 0.01662522929019
919 => 0.017427580794356
920 => 0.017347046957105
921 => 0.017209208034947
922 => 0.017005315540928
923 => 0.016929689831557
924 => 0.016470211961612
925 => 0.016443063557837
926 => 0.016670793197128
927 => 0.016565703804293
928 => 0.016418118496289
929 => 0.015883579471179
930 => 0.015282580627166
1001 => 0.015300721004522
1002 => 0.015491887554822
1003 => 0.016047730082139
1004 => 0.015830552790543
1005 => 0.015672988173668
1006 => 0.015643481057302
1007 => 0.016012824395952
1008 => 0.016535522599963
1009 => 0.016780760902572
1010 => 0.016537737192685
1011 => 0.016258564640092
1012 => 0.016275556579807
1013 => 0.01638859634221
1014 => 0.016400475222942
1015 => 0.016218762590606
1016 => 0.016269913632221
1017 => 0.016192210522659
1018 => 0.015715346682705
1019 => 0.015706721727992
1020 => 0.015589691651199
1021 => 0.015586148026985
1022 => 0.015387050671839
1023 => 0.015359195575559
1024 => 0.014963875692573
1025 => 0.015224076436693
1026 => 0.015049547438689
1027 => 0.014786491071469
1028 => 0.014741140054608
1029 => 0.014739776748278
1030 => 0.015009876819086
1031 => 0.015220920160106
1101 => 0.015052583445332
1102 => 0.015014256438448
1103 => 0.015423488600342
1104 => 0.015371410077507
1105 => 0.015326310412602
1106 => 0.016488720708798
1107 => 0.015568582255352
1108 => 0.015167349369983
1109 => 0.014670747482281
1110 => 0.014832443561001
1111 => 0.014866515300597
1112 => 0.01367227727989
1113 => 0.013187775063622
1114 => 0.01302151216108
1115 => 0.012925825510055
1116 => 0.012969431118484
1117 => 0.012533322297402
1118 => 0.012826394637743
1119 => 0.012448761262047
1120 => 0.012385449797686
1121 => 0.01306070505323
1122 => 0.013154662877255
1123 => 0.012753809609556
1124 => 0.013011222299668
1125 => 0.01291788087993
1126 => 0.012455234702399
1127 => 0.012437565021413
1128 => 0.012205425432328
1129 => 0.011842171926491
1130 => 0.011676155326931
1201 => 0.011589692440458
1202 => 0.011625368712545
1203 => 0.011607329697666
1204 => 0.01148961292352
1205 => 0.011614077085366
1206 => 0.011296122583993
1207 => 0.011169510539613
1208 => 0.011112322816544
1209 => 0.010830119895798
1210 => 0.011279230238914
1211 => 0.01136771063425
1212 => 0.011456365363299
1213 => 0.012228044252513
1214 => 0.01218949335595
1215 => 0.012537974685833
1216 => 0.01252443334217
1217 => 0.012425040821864
1218 => 0.012005720127969
1219 => 0.012172853882883
1220 => 0.01165844216361
1221 => 0.012043874400286
1222 => 0.011867979223502
1223 => 0.011984404064081
1224 => 0.011775061703116
1225 => 0.011890920409208
1226 => 0.011388692618391
1227 => 0.010919719373862
1228 => 0.011108447897643
1229 => 0.011313617386717
1230 => 0.011758477115245
1231 => 0.011493522330947
]
'min_raw' => 0.010830119895798
'max_raw' => 0.032328171646263
'avg_raw' => 0.02157914577103
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.01083'
'max' => '$0.032328'
'avg' => '$0.021579'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.020516120104202
'max_diff' => 0.00098193164626267
'year' => 2026
]
1 => [
'items' => [
101 => 0.01158881009043
102 => 0.01126961204714
103 => 0.010611015309419
104 => 0.010614742895431
105 => 0.010513432135643
106 => 0.010425884847572
107 => 0.011523955575172
108 => 0.011387393122266
109 => 0.011169798726411
110 => 0.01146105747212
111 => 0.011538070907383
112 => 0.011540263371617
113 => 0.01175275823401
114 => 0.01186616678016
115 => 0.01188615552796
116 => 0.012220520785191
117 => 0.01233259560903
118 => 0.012794215947001
119 => 0.011856544857361
120 => 0.011837234138321
121 => 0.011465156079969
122 => 0.011229178293041
123 => 0.011481313680928
124 => 0.011704671214683
125 => 0.01147209642115
126 => 0.011502465779263
127 => 0.011190253121003
128 => 0.01130185445536
129 => 0.011397980558832
130 => 0.011344905374526
131 => 0.011265449254752
201 => 0.011686358444051
202 => 0.011662609098034
203 => 0.01205456941177
204 => 0.012360130505678
205 => 0.01290775061154
206 => 0.012336280482991
207 => 0.012315453840119
208 => 0.012519037614894
209 => 0.012332564441415
210 => 0.012450409050219
211 => 0.012888764023191
212 => 0.012898025773019
213 => 0.012742879530306
214 => 0.012733438867338
215 => 0.012763236400364
216 => 0.012937761482012
217 => 0.01287677705587
218 => 0.012947349777738
219 => 0.013035602047082
220 => 0.013400650851274
221 => 0.013488662882098
222 => 0.013274839276202
223 => 0.013294145153733
224 => 0.013214169255539
225 => 0.013136913539978
226 => 0.013310573106267
227 => 0.013627939376948
228 => 0.01362596505785
301 => 0.013699587863929
302 => 0.013745454262192
303 => 0.013548562104591
304 => 0.013420392549918
305 => 0.013469540912821
306 => 0.013548130215413
307 => 0.01344405546119
308 => 0.012801657866007
309 => 0.012996520259869
310 => 0.012964085629246
311 => 0.012917894771053
312 => 0.013113830414907
313 => 0.013094931944069
314 => 0.0125288493711
315 => 0.012565088140771
316 => 0.01253105317071
317 => 0.012641027121876
318 => 0.012326625487148
319 => 0.012423333312463
320 => 0.012483987553921
321 => 0.012519713368108
322 => 0.01264877950637
323 => 0.012633635084721
324 => 0.012647838107857
325 => 0.012839209118703
326 => 0.01380709802096
327 => 0.013859778078384
328 => 0.013600362208805
329 => 0.01370399373195
330 => 0.013505043869235
331 => 0.013638600244924
401 => 0.013729976125206
402 => 0.013317066092782
403 => 0.013292616240425
404 => 0.013092845240856
405 => 0.013200190860417
406 => 0.013029396261272
407 => 0.013071303281761
408 => 0.012954127599087
409 => 0.013165020498455
410 => 0.013400831529392
411 => 0.013460406708266
412 => 0.013303690061375
413 => 0.013190216880895
414 => 0.012990995356362
415 => 0.013322305191602
416 => 0.01341919028391
417 => 0.013321796295457
418 => 0.013299227980232
419 => 0.01325646106366
420 => 0.013308301183755
421 => 0.01341866262689
422 => 0.013366618208363
423 => 0.013400994463705
424 => 0.013269987626983
425 => 0.013548627284088
426 => 0.013991174117855
427 => 0.01399259697829
428 => 0.013940552279224
429 => 0.013919256709685
430 => 0.013972657729263
501 => 0.014001625591759
502 => 0.014174314697002
503 => 0.014359616987164
504 => 0.01522434192163
505 => 0.014981530620285
506 => 0.01574876602486
507 => 0.016355549616829
508 => 0.016537497484631
509 => 0.016370114007562
510 => 0.015797504174389
511 => 0.015769409204195
512 => 0.016625130044591
513 => 0.016383349712681
514 => 0.016354590711539
515 => 0.016048643528488
516 => 0.016229496205967
517 => 0.016189941072454
518 => 0.016127501359099
519 => 0.016472555669423
520 => 0.017118466535138
521 => 0.017017795269402
522 => 0.016942648839536
523 => 0.016613379058661
524 => 0.016811673011816
525 => 0.016741064333168
526 => 0.017044444026015
527 => 0.016864728616655
528 => 0.016381517988869
529 => 0.016458470874027
530 => 0.016446839600244
531 => 0.016686210390515
601 => 0.016614357220824
602 => 0.016432809115659
603 => 0.017116258882018
604 => 0.017071879455738
605 => 0.017134799335654
606 => 0.017162498612655
607 => 0.017578502441702
608 => 0.017748925899824
609 => 0.017787615008501
610 => 0.017949504112694
611 => 0.017783587060111
612 => 0.018447373567298
613 => 0.01888875286156
614 => 0.019401437625017
615 => 0.020150607861101
616 => 0.020432302800081
617 => 0.020381417130708
618 => 0.020949429453545
619 => 0.021970134971479
620 => 0.02058773089897
621 => 0.022043405744061
622 => 0.021582555894679
623 => 0.02048988919213
624 => 0.020419534338181
625 => 0.021159500915268
626 => 0.022800675564104
627 => 0.022389579928619
628 => 0.022801347969293
629 => 0.0223209986775
630 => 0.022297145286461
701 => 0.02277801847635
702 => 0.023901604895559
703 => 0.0233678311048
704 => 0.022602535489044
705 => 0.0231676178624
706 => 0.022678091214694
707 => 0.021575050667531
708 => 0.022389265571534
709 => 0.021844823252733
710 => 0.022003720465505
711 => 0.023148057239942
712 => 0.023010367611703
713 => 0.023188550740361
714 => 0.022874062182143
715 => 0.022580280278474
716 => 0.022031914538744
717 => 0.021869570477314
718 => 0.021914436535366
719 => 0.021869548243924
720 => 0.021562742652286
721 => 0.021496488013983
722 => 0.02138606071413
723 => 0.021420286751836
724 => 0.021212651121465
725 => 0.021604502455685
726 => 0.021677233516299
727 => 0.021962390239655
728 => 0.021991996156645
729 => 0.022786153572241
730 => 0.022348745013004
731 => 0.022642196438578
801 => 0.022615947381003
802 => 0.02051357059283
803 => 0.020803259564813
804 => 0.021253924695811
805 => 0.021050900665158
806 => 0.020763872186122
807 => 0.020532081299808
808 => 0.020180894405206
809 => 0.020675183215411
810 => 0.021325120439076
811 => 0.022008479637197
812 => 0.022829490938271
813 => 0.022646250773497
814 => 0.021993131402007
815 => 0.022022429859908
816 => 0.022203541398134
817 => 0.021968985500413
818 => 0.0218998103871
819 => 0.022194037799821
820 => 0.022196063982308
821 => 0.021926179074953
822 => 0.021626251388844
823 => 0.021624994680888
824 => 0.021571625446103
825 => 0.022330492945808
826 => 0.022747793340487
827 => 0.022795636158224
828 => 0.022744573137662
829 => 0.022764225267658
830 => 0.02252140736258
831 => 0.023076417088174
901 => 0.023585748897152
902 => 0.023449237092059
903 => 0.023244586489928
904 => 0.023081572428022
905 => 0.023410836159735
906 => 0.023396174564071
907 => 0.023581300328132
908 => 0.023572901954136
909 => 0.023510651122614
910 => 0.023449239315232
911 => 0.023692730189827
912 => 0.023622608728287
913 => 0.02355237834875
914 => 0.023411520570855
915 => 0.02343066548227
916 => 0.023226050215951
917 => 0.023131385831195
918 => 0.021707860616071
919 => 0.021327448163561
920 => 0.02144713366513
921 => 0.021486537239879
922 => 0.021320981253036
923 => 0.021558346010326
924 => 0.021521352964334
925 => 0.021665271266082
926 => 0.021575357359356
927 => 0.021579047457451
928 => 0.021843465085465
929 => 0.021920226647791
930 => 0.02188118509765
1001 => 0.021908528461103
1002 => 0.022538644730951
1003 => 0.022449062347363
1004 => 0.022401473491524
1005 => 0.02241465592982
1006 => 0.022575664146611
1007 => 0.02262073765659
1008 => 0.02242975802755
1009 => 0.022519825124645
1010 => 0.022903319392861
1011 => 0.02303752068284
1012 => 0.023465826780181
1013 => 0.023283874737497
1014 => 0.023617855586544
1015 => 0.024644398854053
1016 => 0.02546447264753
1017 => 0.024710298896066
1018 => 0.026216259982019
1019 => 0.02738886670472
1020 => 0.027343860105624
1021 => 0.027139389000639
1022 => 0.025804407422206
1023 => 0.024575937470278
1024 => 0.025603604748655
1025 => 0.025606224483889
1026 => 0.025517946953284
1027 => 0.02496966279234
1028 => 0.025498867852958
1029 => 0.025540874228879
1030 => 0.02551736182876
1031 => 0.025096993648085
1101 => 0.02445516913322
1102 => 0.024580580107114
1103 => 0.024786005840666
1104 => 0.024397092070754
1105 => 0.024272810556151
1106 => 0.024503873537324
1107 => 0.025248406606548
1108 => 0.025107656942597
1109 => 0.025103981400058
1110 => 0.025706168149584
1111 => 0.025275132396957
1112 => 0.024582161941116
1113 => 0.024407177761859
1114 => 0.023786101808963
1115 => 0.024215081181825
1116 => 0.024230519385757
1117 => 0.023995571767303
1118 => 0.024601226645483
1119 => 0.024595645429157
1120 => 0.025170624596157
1121 => 0.026269768811148
1122 => 0.025944697781173
1123 => 0.02556667554094
1124 => 0.025607777039873
1125 => 0.026058559036026
1126 => 0.0257860059508
1127 => 0.025884017940555
1128 => 0.026058410683141
1129 => 0.026163626154671
1130 => 0.025592638152694
1201 => 0.02545951353592
1202 => 0.025187187290392
1203 => 0.025116142456144
1204 => 0.025337946500853
1205 => 0.025279508971525
1206 => 0.024229221864496
1207 => 0.024119461018069
1208 => 0.024122827226527
1209 => 0.023846828359343
1210 => 0.023425863839569
1211 => 0.024532133463049
1212 => 0.02444328453005
1213 => 0.02434520218438
1214 => 0.024357216712075
1215 => 0.024837410860671
1216 => 0.024558874004099
1217 => 0.025299409888587
1218 => 0.025147177973283
1219 => 0.024991041883775
1220 => 0.024969459120183
1221 => 0.024909360046627
1222 => 0.024703257961525
1223 => 0.024454377308949
1224 => 0.024290044744445
1225 => 0.022406282309843
1226 => 0.022755897660363
1227 => 0.023158098252695
1228 => 0.02329693628545
1229 => 0.023059444223123
1230 => 0.024712635595677
1231 => 0.025014689589991
]
'min_raw' => 0.010425884847572
'max_raw' => 0.02738886670472
'avg_raw' => 0.018907375776146
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.010425'
'max' => '$0.027388'
'avg' => '$0.0189073'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.00040423504822559
'max_diff' => -0.0049393049415423
'year' => 2027
]
2 => [
'items' => [
101 => 0.024099748338719
102 => 0.023928600187411
103 => 0.024723856039983
104 => 0.024244219544808
105 => 0.024460199829217
106 => 0.023993368589224
107 => 0.024941933627934
108 => 0.02493470715162
109 => 0.024565693927249
110 => 0.024877581377594
111 => 0.024823383257923
112 => 0.024406768236448
113 => 0.024955141067218
114 => 0.0249554130533
115 => 0.024600245847882
116 => 0.024185488308053
117 => 0.024111339456067
118 => 0.024055478256593
119 => 0.0244464613985
120 => 0.024797015660962
121 => 0.025449310233631
122 => 0.025613312587337
123 => 0.026253424692106
124 => 0.025872269100209
125 => 0.026041230437305
126 => 0.026224661869764
127 => 0.026312605643953
128 => 0.026169305983236
129 => 0.027163663562596
130 => 0.027247617808623
131 => 0.027275766941114
201 => 0.026940475160044
202 => 0.027238292737653
203 => 0.027098953755771
204 => 0.027461475077143
205 => 0.027518323049239
206 => 0.027470174839299
207 => 0.027488219282926
208 => 0.02663971050564
209 => 0.026595710849297
210 => 0.025995772412992
211 => 0.026240251760307
212 => 0.025783209338701
213 => 0.025928142198651
214 => 0.025992027222346
215 => 0.025958657311411
216 => 0.026254074255791
217 => 0.026002909503373
218 => 0.025340044426436
219 => 0.024676998752351
220 => 0.024668674754018
221 => 0.02449410653176
222 => 0.024367925680832
223 => 0.024392232589227
224 => 0.02447789330481
225 => 0.024362946924319
226 => 0.024387476562526
227 => 0.024794831996889
228 => 0.024876524224125
229 => 0.024598902116765
301 => 0.023484209295037
302 => 0.02321066088059
303 => 0.023407282056194
304 => 0.02331330979828
305 => 0.01881566053644
306 => 0.019872316515935
307 => 0.019244487413565
308 => 0.019533819948965
309 => 0.018892969011004
310 => 0.019198816668474
311 => 0.019142337773908
312 => 0.020841409320212
313 => 0.020814880655013
314 => 0.020827578523178
315 => 0.02022147619154
316 => 0.021187013663311
317 => 0.02166267214151
318 => 0.021574640416436
319 => 0.021596796105068
320 => 0.02121608796906
321 => 0.020831264610121
322 => 0.020404436281168
323 => 0.021197430558788
324 => 0.02110926313198
325 => 0.021311487487438
326 => 0.021825800960876
327 => 0.021901535573526
328 => 0.022003323660953
329 => 0.02196683987738
330 => 0.022836031617843
331 => 0.022730766762961
401 => 0.022984424776461
402 => 0.022462630997612
403 => 0.021872171807725
404 => 0.021984398796158
405 => 0.021973590434699
406 => 0.021835987588073
407 => 0.021711765890778
408 => 0.021504971764027
409 => 0.022159298980837
410 => 0.022132734490777
411 => 0.022562782707017
412 => 0.022486767507531
413 => 0.021979119401289
414 => 0.021997250152716
415 => 0.022119188169405
416 => 0.02254121703743
417 => 0.022666503939376
418 => 0.022608466054575
419 => 0.022745837422994
420 => 0.022854410151511
421 => 0.022759472486081
422 => 0.024103589622757
423 => 0.023545418476089
424 => 0.023817467209245
425 => 0.023882349229099
426 => 0.023716155299566
427 => 0.023752196811923
428 => 0.02380678988242
429 => 0.024138268316059
430 => 0.025008163639983
501 => 0.025393434357372
502 => 0.026552540319557
503 => 0.02536144298752
504 => 0.025290768201088
505 => 0.025499558186524
506 => 0.026180076090154
507 => 0.026731571933249
508 => 0.026914534920963
509 => 0.026938716500179
510 => 0.027281967228278
511 => 0.027478712144378
512 => 0.027240287561496
513 => 0.027038247691599
514 => 0.026314565955738
515 => 0.026398334087184
516 => 0.026975413443987
517 => 0.027790572025275
518 => 0.028490062890816
519 => 0.028245125569422
520 => 0.03011382443286
521 => 0.03029909829222
522 => 0.030273499435478
523 => 0.030695580859546
524 => 0.029857835188158
525 => 0.029499682683081
526 => 0.027081931004721
527 => 0.027761220607531
528 => 0.028748607938494
529 => 0.028617923522729
530 => 0.027900856450044
531 => 0.02848951893114
601 => 0.028294888705712
602 => 0.028141375771701
603 => 0.028844648282351
604 => 0.028071371268049
605 => 0.028740893908751
606 => 0.027882224196726
607 => 0.028246244422474
608 => 0.028039608936662
609 => 0.028173327420275
610 => 0.027391611897393
611 => 0.027813406618469
612 => 0.027374063850264
613 => 0.027373855544588
614 => 0.027364157028629
615 => 0.027881041847078
616 => 0.02789789744245
617 => 0.027515918780647
618 => 0.027460869687853
619 => 0.02766441503631
620 => 0.027426116741879
621 => 0.027537615014012
622 => 0.027429493910956
623 => 0.02740515357328
624 => 0.027211205621506
625 => 0.027127647511172
626 => 0.027160412799261
627 => 0.027048567979348
628 => 0.026981177429747
629 => 0.027350751352118
630 => 0.027153302913965
701 => 0.027320489547162
702 => 0.027129959277998
703 => 0.026469498354992
704 => 0.026089660293923
705 => 0.024842110835123
706 => 0.025195914314058
707 => 0.025430486386629
708 => 0.025352960318044
709 => 0.02551951631197
710 => 0.025529741497286
711 => 0.025475592445823
712 => 0.025412894781152
713 => 0.025382377025388
714 => 0.025609831374121
715 => 0.025741876279322
716 => 0.025454028832281
717 => 0.025386590202853
718 => 0.025677619864305
719 => 0.025855147789668
720 => 0.027165914246228
721 => 0.027068808433406
722 => 0.027312524967535
723 => 0.027285086225927
724 => 0.027540539980783
725 => 0.027958098907161
726 => 0.027109084858523
727 => 0.02725644434067
728 => 0.027220315198675
729 => 0.027614763697406
730 => 0.027615995122564
731 => 0.02737950354341
801 => 0.027507709465107
802 => 0.027436148436761
803 => 0.027565468887035
804 => 0.027067511526073
805 => 0.027673969840549
806 => 0.028017792625547
807 => 0.02802256660525
808 => 0.028185535876592
809 => 0.02835112209482
810 => 0.028668950421188
811 => 0.028342258035299
812 => 0.027754570235949
813 => 0.027796999396842
814 => 0.027452438255109
815 => 0.027458230390152
816 => 0.027427311519356
817 => 0.027520101378076
818 => 0.027087873682036
819 => 0.027189316658372
820 => 0.027047295897452
821 => 0.027256135615271
822 => 0.027031458601339
823 => 0.027220297776108
824 => 0.027301794503821
825 => 0.027602519183579
826 => 0.026987041321627
827 => 0.02573204029692
828 => 0.02599585672773
829 => 0.025605651504229
830 => 0.02564176648328
831 => 0.025714724488619
901 => 0.02547824372294
902 => 0.025523356800666
903 => 0.025521745044074
904 => 0.025507855796503
905 => 0.02544633801603
906 => 0.025357125063421
907 => 0.025712522008316
908 => 0.025772910874617
909 => 0.025907147843808
910 => 0.026306546010314
911 => 0.026266636715022
912 => 0.026331730431463
913 => 0.026189631213959
914 => 0.025648358058429
915 => 0.025677751794918
916 => 0.025311211429898
917 => 0.025897774582579
918 => 0.025758868685769
919 => 0.025669315150459
920 => 0.025644879638642
921 => 0.026045267835951
922 => 0.026165070259901
923 => 0.026090417428937
924 => 0.025937302294658
925 => 0.026231328616899
926 => 0.026309997656757
927 => 0.026327608753578
928 => 0.026848567022635
929 => 0.026356724533694
930 => 0.026475115909276
1001 => 0.027398771625258
1002 => 0.026561143346638
1003 => 0.027004853727163
1004 => 0.026983136412994
1005 => 0.027210123629329
1006 => 0.026964516835994
1007 => 0.026967561426554
1008 => 0.027169110697214
1009 => 0.026886071096175
1010 => 0.026815986510562
1011 => 0.026719165157494
1012 => 0.02693057103978
1013 => 0.027057299305145
1014 => 0.02807863605233
1015 => 0.028738466169626
1016 => 0.028709821204056
1017 => 0.028971582568237
1018 => 0.028853656676214
1019 => 0.028472842863594
1020 => 0.029122845606439
1021 => 0.028917157541333
1022 => 0.028934114215509
1023 => 0.02893348308725
1024 => 0.029070247668982
1025 => 0.028973337428535
1026 => 0.028782317396981
1027 => 0.028909125408458
1028 => 0.029285699867852
1029 => 0.030454598544525
1030 => 0.031108729729839
1031 => 0.030415219025818
1101 => 0.030893593422974
1102 => 0.030606739246906
1103 => 0.030554609309942
1104 => 0.030855063782946
1105 => 0.031156044161732
1106 => 0.031136873012777
1107 => 0.030918376713292
1108 => 0.030794953697852
1109 => 0.031729554120511
1110 => 0.032418151791424
1111 => 0.032371194046685
1112 => 0.032578450260486
1113 => 0.033186960914399
1114 => 0.033242595502488
1115 => 0.033235586823136
1116 => 0.033097690691686
1117 => 0.033696848455556
1118 => 0.034196676403355
1119 => 0.033065771721457
1120 => 0.033496405419695
1121 => 0.033689730760984
1122 => 0.033973589719042
1123 => 0.034452507361571
1124 => 0.034972738947988
1125 => 0.035046305398356
1126 => 0.034994106481341
1127 => 0.034650999765523
1128 => 0.035220243375034
1129 => 0.035553692931081
1130 => 0.035752254510849
1201 => 0.036255773639644
1202 => 0.033690924672476
1203 => 0.03187539709225
1204 => 0.031591876244062
1205 => 0.03216842703776
1206 => 0.032320458884151
1207 => 0.032259175037502
1208 => 0.030215633685412
1209 => 0.031581117421764
1210 => 0.033050263108945
1211 => 0.033106698978073
1212 => 0.033842184027464
1213 => 0.034081688108096
1214 => 0.034673849975085
1215 => 0.034636810089076
1216 => 0.034780992080335
1217 => 0.034747847137429
1218 => 0.035844702301632
1219 => 0.037054696432317
1220 => 0.037012798183117
1221 => 0.03683884721083
1222 => 0.037097194067725
1223 => 0.038346037681443
1224 => 0.038231064173803
1225 => 0.038342751143055
1226 => 0.03981520814537
1227 => 0.041729611702946
1228 => 0.040840179047478
1229 => 0.042769991982493
1230 => 0.043984706930097
1231 => 0.046085430828108
]
'min_raw' => 0.01881566053644
'max_raw' => 0.046085430828108
'avg_raw' => 0.032450545682274
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.018815'
'max' => '$0.046085'
'avg' => '$0.03245'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.0083897756888672
'max_diff' => 0.018696564123388
'year' => 2028
]
3 => [
'items' => [
101 => 0.045822409849794
102 => 0.046640206247465
103 => 0.045351547404476
104 => 0.042392526220052
105 => 0.041924249790939
106 => 0.042861751060671
107 => 0.045166506452273
108 => 0.042789166111462
109 => 0.043270098966153
110 => 0.043131590271648
111 => 0.043124209731942
112 => 0.0434058949137
113 => 0.042997295865848
114 => 0.041332589839335
115 => 0.042095514801112
116 => 0.041800912834704
117 => 0.042127795680465
118 => 0.043891847582297
119 => 0.043111918186752
120 => 0.042290325924865
121 => 0.04332078494719
122 => 0.044632913386747
123 => 0.044550802747121
124 => 0.044391473786662
125 => 0.045289602794577
126 => 0.046773048788544
127 => 0.047174018279745
128 => 0.047470005760689
129 => 0.047510817433562
130 => 0.047931203028464
131 => 0.045670683733864
201 => 0.049258185908647
202 => 0.049877648431484
203 => 0.049761215151282
204 => 0.050449721674448
205 => 0.050247145589607
206 => 0.049953644625888
207 => 0.051045073914643
208 => 0.049793838308887
209 => 0.048017866892699
210 => 0.047043533849047
211 => 0.048326614198133
212 => 0.049110146593987
213 => 0.049628011665626
214 => 0.049784717323402
215 => 0.045846161411831
216 => 0.043723498217819
217 => 0.045084100988798
218 => 0.046744130273178
219 => 0.045661462187372
220 => 0.045703900726574
221 => 0.044160300556383
222 => 0.046880704636978
223 => 0.046484364644635
224 => 0.048540577226024
225 => 0.048049845591338
226 => 0.049726607129748
227 => 0.049285059622286
228 => 0.051117898639172
301 => 0.051849067745143
302 => 0.053076814471452
303 => 0.053979949961154
304 => 0.054510288394936
305 => 0.054478448864621
306 => 0.056579913952823
307 => 0.055340753409908
308 => 0.053784075720291
309 => 0.053755920332141
310 => 0.054562145765887
311 => 0.056251773097873
312 => 0.056689868881979
313 => 0.056934704659169
314 => 0.056559730143609
315 => 0.055214710185711
316 => 0.054633937387296
317 => 0.055128772638153
318 => 0.054523631648033
319 => 0.055568274769554
320 => 0.057002792899132
321 => 0.056706570578074
322 => 0.05769679738524
323 => 0.058721577955759
324 => 0.060187060197376
325 => 0.060570191521985
326 => 0.061203493032384
327 => 0.061855368315294
328 => 0.062064733087633
329 => 0.062464475400102
330 => 0.062462368560797
331 => 0.063667018925183
401 => 0.064995785582017
402 => 0.065497364233953
403 => 0.066650716686872
404 => 0.064675641029539
405 => 0.06617375860366
406 => 0.067525098155833
407 => 0.065913975432542
408 => 0.068134532763148
409 => 0.068220751972405
410 => 0.069522559668015
411 => 0.068202928172336
412 => 0.067419335202615
413 => 0.069681538745354
414 => 0.070776147780942
415 => 0.070446442631199
416 => 0.067937370162105
417 => 0.066476982365912
418 => 0.062654865815507
419 => 0.06718232797261
420 => 0.069387522721453
421 => 0.067931659240442
422 => 0.068665912097742
423 => 0.072671757604885
424 => 0.074196924214716
425 => 0.073879700221591
426 => 0.073933305854477
427 => 0.07475625807341
428 => 0.078405681420222
429 => 0.076218862357842
430 => 0.077890603592485
501 => 0.078777289115428
502 => 0.079600892044659
503 => 0.077578383552847
504 => 0.07494712972155
505 => 0.074113701180657
506 => 0.067786902309189
507 => 0.067457564952034
508 => 0.06727269791352
509 => 0.066107137385649
510 => 0.065191326084641
511 => 0.064463038936186
512 => 0.062551795973687
513 => 0.063196784368404
514 => 0.060150661993589
515 => 0.062099463141047
516 => 0.057237778279645
517 => 0.061286733897967
518 => 0.059083071438336
519 => 0.060562771512666
520 => 0.060557608978503
521 => 0.057833012002325
522 => 0.056261521327354
523 => 0.057262936348778
524 => 0.058336532744167
525 => 0.058510720147307
526 => 0.059902665897663
527 => 0.060291128036813
528 => 0.059114069619624
529 => 0.057137030667019
530 => 0.057596251724252
531 => 0.056252215227286
601 => 0.053896842963971
602 => 0.055588512444338
603 => 0.056166122782392
604 => 0.056421228413412
605 => 0.054104990308774
606 => 0.053377178008321
607 => 0.052989696846496
608 => 0.056838033413783
609 => 0.057048853978068
610 => 0.055970266164164
611 => 0.060845585358902
612 => 0.059742150473712
613 => 0.06097495758858
614 => 0.057554582226635
615 => 0.057685245171608
616 => 0.056065984661317
617 => 0.056972662348053
618 => 0.056331851782654
619 => 0.056899411750928
620 => 0.057239604855775
621 => 0.05885859966135
622 => 0.061305220218019
623 => 0.058616775826116
624 => 0.057445382105331
625 => 0.058172108181537
626 => 0.060107475489318
627 => 0.063039656030236
628 => 0.06130374613438
629 => 0.062074113468499
630 => 0.062242404459747
701 => 0.06096240876942
702 => 0.063086851297105
703 => 0.064225357306632
704 => 0.065393228891783
705 => 0.066407259066151
706 => 0.064926755298627
707 => 0.066511106551756
708 => 0.065234399117379
709 => 0.064089060565154
710 => 0.064090797570963
711 => 0.063372309966426
712 => 0.061980149697372
713 => 0.061723413984187
714 => 0.063058985586318
715 => 0.064129987532125
716 => 0.064218200382135
717 => 0.064811162089401
718 => 0.065162070719769
719 => 0.068601452334531
720 => 0.069984800072045
721 => 0.071676331500045
722 => 0.072335278320738
723 => 0.074318472005516
724 => 0.072716882037942
725 => 0.072370367973984
726 => 0.067559788792424
727 => 0.068347520863911
728 => 0.069608755915201
729 => 0.067580586093878
730 => 0.068866993025166
731 => 0.069120957003227
801 => 0.067511669659438
802 => 0.068371259562957
803 => 0.066088443629856
804 => 0.061354979367145
805 => 0.063092120995962
806 => 0.064371241950322
807 => 0.062545778633974
808 => 0.06581785097334
809 => 0.063906373861966
810 => 0.063300527384743
811 => 0.060936904277232
812 => 0.06205244339978
813 => 0.063561226036009
814 => 0.062628973781628
815 => 0.064563537187849
816 => 0.067303394900274
817 => 0.069255980667496
818 => 0.069405875957349
819 => 0.068150494122112
820 => 0.070162251524819
821 => 0.070176904981212
822 => 0.067907634412688
823 => 0.066517718824819
824 => 0.066201927078847
825 => 0.066990836774903
826 => 0.067948718786678
827 => 0.069459031742483
828 => 0.070371682230373
829 => 0.072751390670375
830 => 0.073395271542651
831 => 0.0741027014088
901 => 0.075048045873267
902 => 0.076183174284204
903 => 0.073699577943969
904 => 0.07379825585657
905 => 0.071485565332275
906 => 0.069014123833696
907 => 0.070889639861586
908 => 0.073341627578609
909 => 0.072779138887118
910 => 0.072715847418724
911 => 0.072822286112974
912 => 0.072398188008753
913 => 0.070480008001171
914 => 0.069516710009806
915 => 0.070759610182194
916 => 0.071420156308697
917 => 0.072444605745226
918 => 0.072318320728669
919 => 0.074957192459331
920 => 0.075982578218527
921 => 0.075720240662594
922 => 0.075768517086392
923 => 0.077624929024609
924 => 0.07968964090014
925 => 0.081623516034304
926 => 0.083590736882644
927 => 0.081219175368033
928 => 0.080015042688493
929 => 0.081257400249548
930 => 0.080598187840203
1001 => 0.084386217879399
1002 => 0.084648492860541
1003 => 0.08843624898205
1004 => 0.09203128057897
1005 => 0.089773305644626
1006 => 0.091902474306288
1007 => 0.094205343807544
1008 => 0.098647952702577
1009 => 0.097151838319595
1010 => 0.096005838149333
1011 => 0.094922873525867
1012 => 0.097176350991507
1013 => 0.10007541375087
1014 => 0.10069984410236
1015 => 0.10171165982253
1016 => 0.10064785931171
1017 => 0.1019290898532
1018 => 0.1064523966659
1019 => 0.10523015923678
1020 => 0.10349438560295
1021 => 0.10706510190857
1022 => 0.10835733025877
1023 => 0.11742686556569
1024 => 0.12887752853449
1025 => 0.1241368788763
1026 => 0.12119420465365
1027 => 0.12188580289714
1028 => 0.12606719738394
1029 => 0.12741012858228
1030 => 0.12375957864906
1031 => 0.12504901460034
1101 => 0.13215393346641
1102 => 0.13596549448497
1103 => 0.13078888266083
1104 => 0.11650681594541
1105 => 0.10333809817873
1106 => 0.10683103512555
1107 => 0.10643504447423
1108 => 0.11406839343915
1109 => 0.10520100927832
1110 => 0.10535031328591
1111 => 0.11314151182357
1112 => 0.11106295362868
1113 => 0.10769595555458
1114 => 0.10336268099082
1115 => 0.095352222180326
1116 => 0.088257135423703
1117 => 0.10217223445434
1118 => 0.10157219008117
1119 => 0.10070323690723
1120 => 0.10263699816528
1121 => 0.11202679392665
1122 => 0.11181032874254
1123 => 0.11043328768279
1124 => 0.11147776118993
1125 => 0.10751285429882
1126 => 0.10853470108391
1127 => 0.10333601218656
1128 => 0.10568603668459
1129 => 0.10768873148891
1130 => 0.10809080212128
1201 => 0.10899668778624
1202 => 0.10125599396274
1203 => 0.10473133823466
1204 => 0.10677277739869
1205 => 0.097549480987398
1206 => 0.1065904624838
1207 => 0.10112124570476
1208 => 0.099264911385073
1209 => 0.10176422099308
1210 => 0.10079023760818
1211 => 0.099952863888069
1212 => 0.099485594964339
1213 => 0.10132081210172
1214 => 0.10123519702871
1215 => 0.098232425591648
1216 => 0.094315432660626
1217 => 0.095630104059187
1218 => 0.09515247161498
1219 => 0.093421470021361
1220 => 0.094587956093531
1221 => 0.089451341776787
1222 => 0.08061406382281
1223 => 0.086452240332352
1224 => 0.086227476887448
1225 => 0.086114140966317
1226 => 0.090501369257891
1227 => 0.090079638488234
1228 => 0.089314193011707
1229 => 0.093407412014915
1230 => 0.091913332017179
1231 => 0.09651773452068
]
'min_raw' => 0.041332589839335
'max_raw' => 0.13596549448497
'avg_raw' => 0.088649042162155
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.041332'
'max' => '$0.135965'
'avg' => '$0.088649'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.022516929302896
'max_diff' => 0.089880063656867
'year' => 2029
]
4 => [
'items' => [
101 => 0.099550491803568
102 => 0.098781286457207
103 => 0.10163360934035
104 => 0.095660391432947
105 => 0.09764445481788
106 => 0.098053367531721
107 => 0.093356902327789
108 => 0.090148638857783
109 => 0.089934684261215
110 => 0.084371997530163
111 => 0.087343539881452
112 => 0.089958374179809
113 => 0.088706071470235
114 => 0.088309629843863
115 => 0.090334964135299
116 => 0.090492349955559
117 => 0.086903936574635
118 => 0.087650081346802
119 => 0.090761629082985
120 => 0.087571678327259
121 => 0.081374125084381
122 => 0.07983704619227
123 => 0.079631971534077
124 => 0.075463291671408
125 => 0.079939761153669
126 => 0.077985662262739
127 => 0.084158637245489
128 => 0.080632667041671
129 => 0.080480669513452
130 => 0.080250902956359
131 => 0.076662747992562
201 => 0.07744832589049
202 => 0.080059706470092
203 => 0.080991476480202
204 => 0.080894285234381
205 => 0.080046909280619
206 => 0.080434833652984
207 => 0.079185194087784
208 => 0.078743920348313
209 => 0.077351139044639
210 => 0.075304135293894
211 => 0.075588783720439
212 => 0.071533133662546
213 => 0.069323400261365
214 => 0.068711775179737
215 => 0.067893884559011
216 => 0.068804158101672
217 => 0.071521644515497
218 => 0.06824377935352
219 => 0.062624109448816
220 => 0.062961861185541
221 => 0.063720689058569
222 => 0.062306618337329
223 => 0.060968319073635
224 => 0.062131861703766
225 => 0.059750733482343
226 => 0.064008437028154
227 => 0.063893278079316
228 => 0.065480286666573
301 => 0.066472675704879
302 => 0.064185540261349
303 => 0.063610331882373
304 => 0.063937996716801
305 => 0.058522426886146
306 => 0.065037719073703
307 => 0.065094063591094
308 => 0.064611607625441
309 => 0.068080799578236
310 => 0.075401876666739
311 => 0.072647392976401
312 => 0.071580773636791
313 => 0.0695531294925
314 => 0.072254844925172
315 => 0.072047395333269
316 => 0.071109229605762
317 => 0.070541824046511
318 => 0.071587286187036
319 => 0.070412279717683
320 => 0.070201216268769
321 => 0.068922401407645
322 => 0.068465922684593
323 => 0.068127964010987
324 => 0.06775590471848
325 => 0.068576574806352
326 => 0.066716828419094
327 => 0.064474156589248
328 => 0.064287702692641
329 => 0.064802518294365
330 => 0.064574750714116
331 => 0.064286612229096
401 => 0.063736477391344
402 => 0.063573264136754
403 => 0.064103628034357
404 => 0.063504878116099
405 => 0.064388366236084
406 => 0.064148106353076
407 => 0.062806034177223
408 => 0.061133315347351
409 => 0.061118424641119
410 => 0.060758040113032
411 => 0.060299036232336
412 => 0.060171351853313
413 => 0.06203387138884
414 => 0.065889231086863
415 => 0.065132331727202
416 => 0.065679269084724
417 => 0.068369659559929
418 => 0.069224853789132
419 => 0.068617857181629
420 => 0.067786962787358
421 => 0.067823517923846
422 => 0.070662935597906
423 => 0.070840026595337
424 => 0.071287478414123
425 => 0.071862580451132
426 => 0.068715799545343
427 => 0.067675304826168
428 => 0.067182260703774
429 => 0.065663875638889
430 => 0.067301323754871
501 => 0.066347252860207
502 => 0.0664759896196
503 => 0.06639214963616
504 => 0.066437931936353
505 => 0.06400724691324
506 => 0.064892860782619
507 => 0.063420355957142
508 => 0.061448837292253
509 => 0.061442228070384
510 => 0.061924754470567
511 => 0.061637728886479
512 => 0.060865350419798
513 => 0.060975063135466
514 => 0.060013864301066
515 => 0.061091770077029
516 => 0.061122680557752
517 => 0.060707628120081
518 => 0.062368290690285
519 => 0.063048665500269
520 => 0.06277546909451
521 => 0.063029497312156
522 => 0.065163784312792
523 => 0.065511766219366
524 => 0.065666316795872
525 => 0.065459239497382
526 => 0.063068508160561
527 => 0.063174547261524
528 => 0.062396502696709
529 => 0.061739137027757
530 => 0.061765428207086
531 => 0.062103399612483
601 => 0.063579340561611
602 => 0.066685371277579
603 => 0.066803242872772
604 => 0.066946106684701
605 => 0.066365007763984
606 => 0.066189742769128
607 => 0.066420962537076
608 => 0.067587424366657
609 => 0.070587880883638
610 => 0.069527319156784
611 => 0.068665065964225
612 => 0.069421494475891
613 => 0.069305048235603
614 => 0.068322124780216
615 => 0.068294537392551
616 => 0.066407993022025
617 => 0.065710580522779
618 => 0.065127770437987
619 => 0.064491357040038
620 => 0.064114069844963
621 => 0.064693754450561
622 => 0.064826335178488
623 => 0.063558844657195
624 => 0.063386090382681
625 => 0.064421150503052
626 => 0.063965659135008
627 => 0.064434143302684
628 => 0.064542835648168
629 => 0.064525333677148
630 => 0.064049748376059
701 => 0.064352872264815
702 => 0.063635893902326
703 => 0.062856287619786
704 => 0.062358947382714
705 => 0.061924952063259
706 => 0.062165757890449
707 => 0.061307329085924
708 => 0.061032700434598
709 => 0.064250180711808
710 => 0.066626967986324
711 => 0.066592408558042
712 => 0.066382036926335
713 => 0.066069467353946
714 => 0.067564557955562
715 => 0.067043698285239
716 => 0.06742266721468
717 => 0.067519130712499
718 => 0.06781109666745
719 => 0.067915449401023
720 => 0.067600022962532
721 => 0.066541413308861
722 => 0.063903458701498
723 => 0.062675483710748
724 => 0.06227023151026
725 => 0.062284961658064
726 => 0.061878638423347
727 => 0.061998318826101
728 => 0.061837018463394
729 => 0.061531554599174
730 => 0.062146896357608
731 => 0.062217808762962
801 => 0.062074180643757
802 => 0.062108010265244
803 => 0.060918830782599
804 => 0.061009241515902
805 => 0.060505823064029
806 => 0.060411438173102
807 => 0.059138840164424
808 => 0.056884248326021
809 => 0.058133511063021
810 => 0.056624577349648
811 => 0.056053121288316
812 => 0.058758305403008
813 => 0.058486779948021
814 => 0.05802204639836
815 => 0.057334608619455
816 => 0.057079631260294
817 => 0.055530469542054
818 => 0.055438936803284
819 => 0.056206743181728
820 => 0.055852426956681
821 => 0.055354832786666
822 => 0.053552597143184
823 => 0.051526287580195
824 => 0.051587449128974
825 => 0.052231980500131
826 => 0.054106042388668
827 => 0.053373813987216
828 => 0.052842573880611
829 => 0.052743088577662
830 => 0.053988355430649
831 => 0.055750668919097
901 => 0.056577506978335
902 => 0.055758135573075
903 => 0.054816885820803
904 => 0.054874175331892
905 => 0.055255296783017
906 => 0.055295347258763
907 => 0.054682690432072
908 => 0.054855149740128
909 => 0.054593168281181
910 => 0.052985388551207
911 => 0.052956308914217
912 => 0.052561733839531
913 => 0.052549786263083
914 => 0.051878515629677
915 => 0.051784600227789
916 => 0.050451751641946
917 => 0.051329036617385
918 => 0.050740599915389
919 => 0.049853687007296
920 => 0.049700782887643
921 => 0.049696186405169
922 => 0.050606847651684
923 => 0.051318395010507
924 => 0.050750836023752
925 => 0.050621613844137
926 => 0.052001368649638
927 => 0.051825782273894
928 => 0.05167372560491
929 => 0.05559287307543
930 => 0.052490562037623
1001 => 0.051137777351415
1002 => 0.049463449415389
1003 => 0.050008619034054
1004 => 0.050123494282914
1005 => 0.046097037417066
1006 => 0.044463504368055
1007 => 0.043902937384029
1008 => 0.043580323159468
1009 => 0.043727342512735
1010 => 0.042256971174308
1011 => 0.043245085031428
1012 => 0.041971867739746
1013 => 0.041758408717388
1014 => 0.044035078956272
1015 => 0.044351864319898
1016 => 0.043000359541171
1017 => 0.043868244397863
1018 => 0.043553537284324
1019 => 0.041993693395857
1020 => 0.041934118832752
1021 => 0.041151444000683
1022 => 0.039926709444207
1023 => 0.039366972887881
1024 => 0.039075457229491
1025 => 0.03919574227167
1026 => 0.039134922473561
1027 => 0.038738032150807
1028 => 0.039157671762279
1029 => 0.038085665962027
1030 => 0.03765878461463
1031 => 0.037465972213582
1101 => 0.036514505363508
1102 => 0.038028712241205
1103 => 0.038327030071587
1104 => 0.03862593568025
1105 => 0.041227704932134
1106 => 0.041097727892834
1107 => 0.042272657026725
1108 => 0.042227001441138
1109 => 0.041891892619562
1110 => 0.040478123624059
1111 => 0.041041626747657
1112 => 0.03930725172105
1113 => 0.040606763417022
1114 => 0.040013720547887
1115 => 0.04040625502642
1116 => 0.03970044264061
1117 => 0.040091068357196
1118 => 0.038397772296032
1119 => 0.036816596259436
1120 => 0.037452907653968
1121 => 0.03814465091086
1122 => 0.039644526544704
1123 => 0.038751212990891
1124 => 0.039072482324768
1125 => 0.037996283836119
1126 => 0.035775778953138
1127 => 0.035788346769629
1128 => 0.035446770469711
1129 => 0.035151598675625
1130 => 0.038853820798577
1201 => 0.038393390954118
1202 => 0.037659756256539
1203 => 0.038641755452732
1204 => 0.038901411626628
1205 => 0.038908803672866
1206 => 0.03962524493734
1207 => 0.040007609768619
1208 => 0.040075003227396
1209 => 0.041202339036785
1210 => 0.041580207130173
1211 => 0.043136592328945
1212 => 0.03997516878412
1213 => 0.039910061346647
1214 => 0.038655574195251
1215 => 0.037859958611179
1216 => 0.038710050674972
1217 => 0.039463116194353
1218 => 0.038678974040101
1219 => 0.038781366451302
1220 => 0.037728719675986
1221 => 0.038104991366527
1222 => 0.038429087235691
1223 => 0.038250140546213
1224 => 0.037982248690947
1225 => 0.039401373409609
1226 => 0.039321300831388
1227 => 0.040642822394942
1228 => 0.041673042956647
1229 => 0.043519382377175
1230 => 0.041592630940003
1231 => 0.041522412459489
]
'min_raw' => 0.035151598675625
'max_raw' => 0.10163360934035
'avg_raw' => 0.068392604007988
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.035151'
'max' => '$0.101633'
'avg' => '$0.068392'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.00618099116371
'max_diff' => -0.034331885144623
'year' => 2030
]
5 => [
'items' => [
101 => 0.042208809369911
102 => 0.041580102046383
103 => 0.041977423372613
104 => 0.043455367768955
105 => 0.043486594405136
106 => 0.042963508015865
107 => 0.04293167816154
108 => 0.043032142624538
109 => 0.043620566122264
110 => 0.043414952871731
111 => 0.043652893730739
112 => 0.043950442418408
113 => 0.045181229948636
114 => 0.045477968655363
115 => 0.044757047439397
116 => 0.044822138553386
117 => 0.044552494228885
118 => 0.04429202119005
119 => 0.044877526542318
120 => 0.045947549081723
121 => 0.04594089252704
122 => 0.046189116957916
123 => 0.04634375872195
124 => 0.045679923066028
125 => 0.045247790463936
126 => 0.04541349760089
127 => 0.045678466921511
128 => 0.04532757162138
129 => 0.043161683278454
130 => 0.043818675444215
131 => 0.043709319822557
201 => 0.043553584119217
202 => 0.04421419482226
203 => 0.044150477308381
204 => 0.042241890390993
205 => 0.042364071933049
206 => 0.042249320655243
207 => 0.042620105509736
208 => 0.041560078447428
209 => 0.041886135632403
210 => 0.042090635642223
211 => 0.04221108771905
212 => 0.042646243215311
213 => 0.042595182740371
214 => 0.042643069224497
215 => 0.043288289948661
216 => 0.046551594958468
217 => 0.046729209450075
218 => 0.045854570733953
219 => 0.046203971649558
220 => 0.045533198297178
221 => 0.045983492942422
222 => 0.046291573102454
223 => 0.044899418099676
224 => 0.044816983715423
225 => 0.04414344184281
226 => 0.04450536509379
227 => 0.043929519178277
228 => 0.044070811623709
301 => 0.043675745628628
302 => 0.04438678576292
303 => 0.045181839117524
304 => 0.045382700992506
305 => 0.044854319875904
306 => 0.044471737125471
307 => 0.043800047846304
308 => 0.044917082087131
309 => 0.04524373694015
310 => 0.044915366308249
311 => 0.044839275657797
312 => 0.044695084012685
313 => 0.044869866596946
314 => 0.045241957907667
315 => 0.045066486516979
316 => 0.045182388461937
317 => 0.044740689765324
318 => 0.045680142823252
319 => 0.047172220370932
320 => 0.047177017644227
321 => 0.047001545307683
322 => 0.046929745808173
323 => 0.047109791074019
324 => 0.047207458244898
325 => 0.047789691619991
326 => 0.048414451228667
327 => 0.051329931718386
328 => 0.050511276463356
329 => 0.053098064196545
330 => 0.055143877441149
331 => 0.055757327380635
401 => 0.055192982301358
402 => 0.053262388270474
403 => 0.053167664116934
404 => 0.05605278667485
405 => 0.055237607405254
406 => 0.055140644425015
407 => 0.054109122136807
408 => 0.054718879565658
409 => 0.054585516671367
410 => 0.054374996818391
411 => 0.055538371516569
412 => 0.057716105096383
413 => 0.057376684895313
414 => 0.057123323460464
415 => 0.056013167405361
416 => 0.056681729312865
417 => 0.056443667223063
418 => 0.057466533038788
419 => 0.056860609988805
420 => 0.055231431620536
421 => 0.055490883645525
422 => 0.055451667993893
423 => 0.056258723325629
424 => 0.056016465347387
425 => 0.055404363235539
426 => 0.057708661839757
427 => 0.057559033505582
428 => 0.057771172273644
429 => 0.057864562319954
430 => 0.059267148274045
501 => 0.059841742861692
502 => 0.059972185892782
503 => 0.060518006310306
504 => 0.059958605383563
505 => 0.062196607936637
506 => 0.063684749043362
507 => 0.065413301517864
508 => 0.067939181274217
509 => 0.068888935428299
510 => 0.068717370841284
511 => 0.070632464045083
512 => 0.07407384396218
513 => 0.069412972115347
514 => 0.074320881487543
515 => 0.072767094044844
516 => 0.069083091969648
517 => 0.068845885667537
518 => 0.071340734645003
519 => 0.076874069556709
520 => 0.075488031919892
521 => 0.076876336617748
522 => 0.075256805443553
523 => 0.075176382070274
524 => 0.076797679603479
525 => 0.080585929662141
526 => 0.078786274059701
527 => 0.076206026459945
528 => 0.078111241134506
529 => 0.076460767864107
530 => 0.072741789647517
531 => 0.075486972043032
601 => 0.073651346753445
602 => 0.074187079800154
603 => 0.078045291130213
604 => 0.077581060935419
605 => 0.078181817794041
606 => 0.077121497663118
607 => 0.076130991463699
608 => 0.074282138086526
609 => 0.073734783748915
610 => 0.073886052796085
611 => 0.073734708787488
612 => 0.0727002923148
613 => 0.07247691017601
614 => 0.072104596824765
615 => 0.072219992300478
616 => 0.071519934276024
617 => 0.072841088407536
618 => 0.073086306256315
619 => 0.074047732058118
620 => 0.074147550474269
621 => 0.07682510764725
622 => 0.075350354150892
623 => 0.07633974612034
624 => 0.076251245590074
625 => 0.069162935465489
626 => 0.070139642059967
627 => 0.071659091013561
628 => 0.070974581319531
629 => 0.070006844762774
630 => 0.06922534560644
701 => 0.068041294472204
702 => 0.069707823705954
703 => 0.071899132432709
704 => 0.074203125679789
705 => 0.076971222602539
706 => 0.076353415593582
707 => 0.074151378033267
708 => 0.074250159829633
709 => 0.074860790025565
710 => 0.074069968440229
711 => 0.073836739716043
712 => 0.074828747980332
713 => 0.074835579396051
714 => 0.073925643588141
715 => 0.072914416454144
716 => 0.072910179375529
717 => 0.07273024127433
718 => 0.075288816032021
719 => 0.076695773447666
720 => 0.076857078847945
721 => 0.076684916309014
722 => 0.076751174837362
723 => 0.075932497317389
724 => 0.077803751356769
725 => 0.079520999111149
726 => 0.079060740029328
727 => 0.078370746235995
728 => 0.077821132945001
729 => 0.078931268604932
730 => 0.07888183601151
731 => 0.079506000450109
801 => 0.079477684745825
802 => 0.079267801721137
803 => 0.079060747524912
804 => 0.079881694008598
805 => 0.079645274605294
806 => 0.079408487977355
807 => 0.078933576144805
808 => 0.078998124550299
809 => 0.078308249894122
810 => 0.077989082311658
811 => 0.073189567661512
812 => 0.071906980518327
813 => 0.072310508543042
814 => 0.072443360446378
815 => 0.071885176877984
816 => 0.072685468729467
817 => 0.072560744092132
818 => 0.07304597469453
819 => 0.072742823680416
820 => 0.072755265103778
821 => 0.073646767597677
822 => 0.073905574564379
823 => 0.073773943252286
824 => 0.073866133311219
825 => 0.075990614308326
826 => 0.075688581047615
827 => 0.075528131897608
828 => 0.075572577408689
829 => 0.076115427852836
830 => 0.076267396338662
831 => 0.075623495185582
901 => 0.075927162691723
902 => 0.077220140391725
903 => 0.077672609410526
904 => 0.079116673321089
905 => 0.078503209305693
906 => 0.079629249056053
907 => 0.083090311353421
908 => 0.085855247403853
909 => 0.083312497946061
910 => 0.088389950890197
911 => 0.092343476324573
912 => 0.09219173343346
913 => 0.091502344827286
914 => 0.087001361230161
915 => 0.082859489018202
916 => 0.086324340996689
917 => 0.086333173616936
918 => 0.086035539759159
919 => 0.08418696143056
920 => 0.085971213240349
921 => 0.086112840669559
922 => 0.086033566970975
923 => 0.084616266300659
924 => 0.082452310138036
925 => 0.082875141992433
926 => 0.083567749195472
927 => 0.08225649926712
928 => 0.081837475463577
929 => 0.082616520436905
930 => 0.085126765661432
1001 => 0.084652218342596
1002 => 0.084639825994305
1003 => 0.086670140663668
1004 => 0.085216873529733
1005 => 0.082880475256212
1006 => 0.082290503878841
1007 => 0.080196502941514
1008 => 0.081642836847501
1009 => 0.081694887829919
1010 => 0.080902745530784
1011 => 0.082944753238042
1012 => 0.082925935777531
1013 => 0.084864518182834
1014 => 0.088570359643474
1015 => 0.08747435997018
1016 => 0.086199831594564
1017 => 0.086338408167832
1018 => 0.087858251140455
1019 => 0.086939319384567
1020 => 0.087269773651004
1021 => 0.087857750958345
1022 => 0.088212492266519
1023 => 0.086287366352745
1024 => 0.085838527412827
1025 => 0.084920360462816
1026 => 0.084680827843956
1027 => 0.085428655666558
1028 => 0.085231629456449
1029 => 0.081690513146398
1030 => 0.081320446789413
1031 => 0.081331796196248
1101 => 0.080401246745912
1102 => 0.078981935476692
1103 => 0.082711800749531
1104 => 0.082412240368691
1105 => 0.082081548892375
1106 => 0.082122056711325
1107 => 0.083741064809401
1108 => 0.082801958350648
1109 => 0.085298726787764
1110 => 0.084785466256822
1111 => 0.084259042529971
1112 => 0.084186274735661
1113 => 0.083983646513185
1114 => 0.083288758943675
1115 => 0.082449640447221
1116 => 0.081895581732664
1117 => 0.075544345164311
1118 => 0.076723097727954
1119 => 0.078079145105748
1120 => 0.078547247226544
1121 => 0.077746526157242
1122 => 0.083320376291943
1123 => 0.084338772422509
1124 => 0.081253984114688
1125 => 0.080676946173372
1126 => 0.08335820680331
1127 => 0.081741078872676
1128 => 0.082469271480822
1129 => 0.080895317362071
1130 => 0.084093470616776
1201 => 0.084069106047347
1202 => 0.082824952197699
1203 => 0.083876502511824
1204 => 0.083693769767362
1205 => 0.082289123135326
1206 => 0.084138000420434
1207 => 0.084138917440501
1208 => 0.082941446410452
1209 => 0.081543062407471
1210 => 0.081293064376094
1211 => 0.081104724441961
1212 => 0.082422951402473
1213 => 0.08360486957328
1214 => 0.085804126266787
1215 => 0.086357071652585
1216 => 0.088515254305013
1217 => 0.087230161615498
1218 => 0.087799826560024
1219 => 0.088418278441333
1220 => 0.088714787016047
1221 => 0.088231642205077
1222 => 0.091584188207718
1223 => 0.091867245809696
1224 => 0.091962152575201
1225 => 0.090831692925998
1226 => 0.091835805681865
1227 => 0.091366014576114
1228 => 0.092588280521551
1229 => 0.09277994742847
1230 => 0.092617612377057
1231 => 0.09267845047857
]
'min_raw' => 0.041560078447428
'max_raw' => 0.09277994742847
'avg_raw' => 0.067170012937949
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.04156'
'max' => '$0.092779'
'avg' => '$0.06717'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.0064084797718027
'max_diff' => -0.0088536619118812
'year' => 2031
]
6 => [
'items' => [
101 => 0.089817643894958
102 => 0.089669295981641
103 => 0.087646561657273
104 => 0.08847084084575
105 => 0.086929890411621
106 => 0.087418541667832
107 => 0.087633934485529
108 => 0.087521425500999
109 => 0.088517444354328
110 => 0.08767062485579
111 => 0.085435728969132
112 => 0.083200224186585
113 => 0.083172159245043
114 => 0.082583590295735
115 => 0.082158162747165
116 => 0.082240115185873
117 => 0.082528926269103
118 => 0.082141376521978
119 => 0.082224079909798
120 => 0.083597507197401
121 => 0.083872938245094
122 => 0.082936915927175
123 => 0.079178651253351
124 => 0.078256363675501
125 => 0.078919285696702
126 => 0.078602451668214
127 => 0.063438313166074
128 => 0.067000902574306
129 => 0.064884132922039
130 => 0.065859637765693
131 => 0.063698964085573
201 => 0.064730150816336
202 => 0.064539728280074
203 => 0.070268266623827
204 => 0.070178823376936
205 => 0.070221635125991
206 => 0.068178118798161
207 => 0.07143349579591
208 => 0.073037211564571
209 => 0.072740406457305
210 => 0.072815105908389
211 => 0.071531521847646
212 => 0.070234063025475
213 => 0.068794981514206
214 => 0.071468617086293
215 => 0.071171354451158
216 => 0.071853167984437
217 => 0.073587211768353
218 => 0.073842556302526
219 => 0.074185741945904
220 => 0.074062734322371
221 => 0.076993274960372
222 => 0.07663836715278
223 => 0.077493592855131
224 => 0.075734328699265
225 => 0.073743554316016
226 => 0.074121935442954
227 => 0.074085494297681
228 => 0.073621556693157
229 => 0.073202734567844
301 => 0.0725055137316
302 => 0.074711623626743
303 => 0.07462205959383
304 => 0.076071997179893
305 => 0.075815706627614
306 => 0.074104135594559
307 => 0.074165264688844
308 => 0.074576387225551
309 => 0.075999287019211
310 => 0.076421700556375
311 => 0.076226021775692
312 => 0.076689178935281
313 => 0.077055239469782
314 => 0.076735150502447
315 => 0.081266935272013
316 => 0.079385022280757
317 => 0.080302253578429
318 => 0.080521007838283
319 => 0.079960673401573
320 => 0.080082189876824
321 => 0.080266254225571
322 => 0.081383856907668
323 => 0.084316769726432
324 => 0.08561573684885
325 => 0.089523743526553
326 => 0.085507875711828
327 => 0.085269590735015
328 => 0.085973540748165
329 => 0.088267954372496
330 => 0.090127361111703
331 => 0.090744233598846
401 => 0.090825763481476
402 => 0.091983057276265
403 => 0.092646396497185
404 => 0.091842531369729
405 => 0.091161339842396
406 => 0.088721396344096
407 => 0.08900382644777
408 => 0.090949489789625
409 => 0.093697853858994
410 => 0.096056236149057
411 => 0.095230412868998
412 => 0.10153086155547
413 => 0.10215552530771
414 => 0.10206921697495
415 => 0.10349229396498
416 => 0.10066777594436
417 => 0.099460239768082
418 => 0.091308621182458
419 => 0.093598893504817
420 => 0.096927938828343
421 => 0.096487327196495
422 => 0.094069685496914
423 => 0.096054402151033
424 => 0.095398192757353
425 => 0.094880613182405
426 => 0.097251745552979
427 => 0.094644588110784
428 => 0.096901930438486
429 => 0.094006865553991
430 => 0.095234185160179
501 => 0.094537499192937
502 => 0.094988340396363
503 => 0.092352731933333
504 => 0.093774842284205
505 => 0.092293567467271
506 => 0.09229286515014
507 => 0.092260165926457
508 => 0.094002879179601
509 => 0.094059708996221
510 => 0.092771841269054
511 => 0.092586239409294
512 => 0.093272506762698
513 => 0.092469067425566
514 => 0.092844991634623
515 => 0.092480453786898
516 => 0.092398388639034
517 => 0.091744479578614
518 => 0.091462757575781
519 => 0.091573228032174
520 => 0.091196135413082
521 => 0.090968923470044
522 => 0.092214967752145
523 => 0.091549256557501
524 => 0.092112937963923
525 => 0.091470551859041
526 => 0.089243761745214
527 => 0.087963111202874
528 => 0.083756911101409
529 => 0.084949784232409
530 => 0.085740660352379
531 => 0.085479275799447
601 => 0.08604083096154
602 => 0.08607530588773
603 => 0.085892738580157
604 => 0.085681349026307
605 => 0.085578456282069
606 => 0.086345334499178
607 => 0.086790533116143
608 => 0.085820035351576
609 => 0.085592661304044
610 => 0.086573888126672
611 => 0.087172435921639
612 => 0.091591776544721
613 => 0.091264377517081
614 => 0.092086084827643
615 => 0.0919935731946
616 => 0.092854853364309
617 => 0.094262682437626
618 => 0.091400172296373
619 => 0.091897005078741
620 => 0.091775193154049
621 => 0.093105103807037
622 => 0.093109255642931
623 => 0.092311907772501
624 => 0.092744162988553
625 => 0.092502889985254
626 => 0.092938902912217
627 => 0.091260004903461
628 => 0.093304721452285
629 => 0.094463943976844
630 => 0.094480039782722
701 => 0.095029502059204
702 => 0.095587787554819
703 => 0.096659367947233
704 => 0.095557901759276
705 => 0.093576471312714
706 => 0.093719524190974
707 => 0.092557812245132
708 => 0.092577340832822
709 => 0.09247309570125
710 => 0.092785943188305
711 => 0.091328657333929
712 => 0.09167067941117
713 => 0.091191846500154
714 => 0.091895964189507
715 => 0.091138449950587
716 => 0.091775134412651
717 => 0.092049906320053
718 => 0.093063820573784
719 => 0.090988693990923
720 => 0.086757370414749
721 => 0.0876468459303
722 => 0.086331241776006
723 => 0.086453005949344
724 => 0.086698988958111
725 => 0.085901677546063
726 => 0.086053779437312
727 => 0.086048345287432
728 => 0.086001516719532
729 => 0.08579410522763
730 => 0.08549331752926
731 => 0.086691563141996
801 => 0.086895168420948
802 => 0.0873477577347
803 => 0.088694356538163
804 => 0.088559799562711
805 => 0.088779267572389
806 => 0.088300170139522
807 => 0.08647522990517
808 => 0.086574332939948
809 => 0.085338516508252
810 => 0.087316155130047
811 => 0.086847824200852
812 => 0.086545888204127
813 => 0.086463502170003
814 => 0.087813438931438
815 => 0.088217361168126
816 => 0.087965663936435
817 => 0.087449425571056
818 => 0.088440755844756
819 => 0.088705994005131
820 => 0.088765371047633
821 => 0.090521818223903
822 => 0.088863536933092
823 => 0.089262701721689
824 => 0.092376871455705
825 => 0.089552749233
826 => 0.091048749759808
827 => 0.090975528318832
828 => 0.091740831566449
829 => 0.090912751114999
830 => 0.09092301616464
831 => 0.091602553602392
901 => 0.090648265826292
902 => 0.090411970752751
903 => 0.090085530801031
904 => 0.090798300493045
905 => 0.091225573687607
906 => 0.094669081838197
907 => 0.096893745146527
908 => 0.096797166645181
909 => 0.097679713360111
910 => 0.097282117981833
911 => 0.095998177625014
912 => 0.098189707254258
913 => 0.097496215582071
914 => 0.097553386192934
915 => 0.097551258299942
916 => 0.098012369635852
917 => 0.097685629994127
918 => 0.097041592621149
919 => 0.097469134685297
920 => 0.098738781766732
921 => 0.10267980526504
922 => 0.1048852542263
923 => 0.10254703446833
924 => 0.10415990714737
925 => 0.10319275826524
926 => 0.10301699854317
927 => 0.10403000177596
928 => 0.10504477813682
929 => 0.10498014126963
930 => 0.10424346574099
1001 => 0.10382733642732
1002 => 0.10697840700403
1003 => 0.10930006212787
1004 => 0.10914174081299
1005 => 0.10984051960799
1006 => 0.11189215576251
1007 => 0.11207973166054
1008 => 0.11205610140877
1009 => 0.11159117497399
1010 => 0.11361127720674
1011 => 0.11529648202961
1012 => 0.11148355793735
1013 => 0.11293546951684
1014 => 0.11358727940255
1015 => 0.11454432969804
1016 => 0.11615903396679
1017 => 0.1179130310818
1018 => 0.11816106550546
1019 => 0.11798507321233
1020 => 0.11682826496501
1021 => 0.11874750953779
1022 => 0.11987175799671
1023 => 0.12054122222602
1024 => 0.12223887212334
1025 => 0.1135913047585
1026 => 0.10747012676568
1027 => 0.10651421643122
1028 => 0.10845809768566
1029 => 0.10897068367029
1030 => 0.10876406090262
1031 => 0.10187411855854
1101 => 0.10647794231068
1102 => 0.11143126956749
1103 => 0.11162154704048
1104 => 0.11410128623443
1105 => 0.11490879096392
1106 => 0.1169053060419
1107 => 0.11678042348018
1108 => 0.11726654313017
1109 => 0.11715479264105
1110 => 0.12085291640715
1111 => 0.12493249609785
1112 => 0.12479123322543
1113 => 0.12420474537749
1114 => 0.12507577984271
1115 => 0.12928634327784
1116 => 0.12889870206964
1117 => 0.12927526248421
1118 => 0.13423975407118
1119 => 0.14069429932493
1120 => 0.13769551502882
1121 => 0.14420201407446
1122 => 0.14829751032899
1123 => 0.155380247619
1124 => 0.15449345402707
1125 => 0.15725071167854
1126 => 0.15290590841812
1127 => 0.14292936190257
1128 => 0.1413505352278
1129 => 0.14451138621295
1130 => 0.15228202992862
1201 => 0.14426666098897
1202 => 0.14588815968622
1203 => 0.14542116795233
1204 => 0.14539628394742
1205 => 0.14634600520435
1206 => 0.14496838498704
1207 => 0.13935571239259
1208 => 0.14192796716694
1209 => 0.14093469606874
1210 => 0.14203680440546
1211 => 0.14798442855465
1212 => 0.14535484214464
1213 => 0.14258478647195
1214 => 0.14605905101007
1215 => 0.15048298365392
1216 => 0.15020614189964
1217 => 0.14966895318546
1218 => 0.15269705784101
1219 => 0.15769859958056
1220 => 0.15905049621494
1221 => 0.16004843867213
1222 => 0.1601860380766
1223 => 0.1616033974602
1224 => 0.15398189883404
1225 => 0.16607741288772
1226 => 0.16816597403296
1227 => 0.16777341109964
1228 => 0.17009475891249
1229 => 0.16941175949904
1230 => 0.16842220050827
1231 => 0.17210203055647
]
'min_raw' => 0.063438313166074
'max_raw' => 0.17210203055647
'avg_raw' => 0.11777017186127
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.063438'
'max' => '$0.172102'
'avg' => '$0.11777'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.021878234718646
'max_diff' => 0.079322083128002
'year' => 2032
]
7 => [
'items' => [
101 => 0.16788340235319
102 => 0.16189559072914
103 => 0.15861055884671
104 => 0.16293655382546
105 => 0.16557828800257
106 => 0.16732430624778
107 => 0.16785265031381
108 => 0.15457353407676
109 => 0.14741682691854
110 => 0.15200419415514
111 => 0.15760109878698
112 => 0.15395080774621
113 => 0.15409389224409
114 => 0.14888953649957
115 => 0.15806156878985
116 => 0.15672528083409
117 => 0.16365794511242
118 => 0.16200340914429
119 => 0.16765672773879
120 => 0.16616801948952
121 => 0.17234756419968
122 => 0.17481275188906
123 => 0.17895218569535
124 => 0.18199717005379
125 => 0.18378524311033
126 => 0.18367789391091
127 => 0.19076313017539
128 => 0.18658521388952
129 => 0.18133676637521
130 => 0.18124183851832
131 => 0.18396008385706
201 => 0.18965678037286
202 => 0.19113385089585
203 => 0.19195933181253
204 => 0.19069507905343
205 => 0.18616025035908
206 => 0.18420213432097
207 => 0.18587050591753
208 => 0.18383023081974
209 => 0.1873523180386
210 => 0.19218889606733
211 => 0.1911901618303
212 => 0.19452878064609
213 => 0.19798389988749
214 => 0.2029248755818
215 => 0.2042166295921
216 => 0.20635184985011
217 => 0.20854969287892
218 => 0.20925558082624
219 => 0.21060333994185
220 => 0.21059623658604
221 => 0.21465779939557
222 => 0.21913782895061
223 => 0.22082893639471
224 => 0.22471754471423
225 => 0.21805843924015
226 => 0.22310944723653
227 => 0.22766558288419
228 => 0.22223357013762
301 => 0.22972033421212
302 => 0.23001102829576
303 => 0.23440016383082
304 => 0.22995093410941
305 => 0.22730899570329
306 => 0.23493617288964
307 => 0.23862672367628
308 => 0.23751509974465
309 => 0.22905558673725
310 => 0.22413178732137
311 => 0.21124525452002
312 => 0.22650990928001
313 => 0.23394487733751
314 => 0.22903633196614
315 => 0.23151191673843
316 => 0.24501790454496
317 => 0.25016011025374
318 => 0.24909056741304
319 => 0.24927130254695
320 => 0.25204594340977
321 => 0.26435022901815
322 => 0.2569772158705
323 => 0.26261360816034
324 => 0.26560313030735
325 => 0.26837996508537
326 => 0.2615609364982
327 => 0.2526894804977
328 => 0.24987951798396
329 => 0.22854827386581
330 => 0.22743788997257
331 => 0.22681459784521
401 => 0.22288482914866
402 => 0.21979710740741
403 => 0.217341636439
404 => 0.21089774735222
405 => 0.21307237075666
406 => 0.2028021564965
407 => 0.2093726756261
408 => 0.19298116568389
409 => 0.20663250224011
410 => 0.19920270040267
411 => 0.20419161251263
412 => 0.20417420666826
413 => 0.19498803773779
414 => 0.18968964720915
415 => 0.19306598787045
416 => 0.19668569307361
417 => 0.19727297806467
418 => 0.20196602034455
419 => 0.20327574756825
420 => 0.1993072129351
421 => 0.19264148807395
422 => 0.1941897839302
423 => 0.18965827104304
424 => 0.18171696901044
425 => 0.18742055077209
426 => 0.1893680043543
427 => 0.19022811080019
428 => 0.18241875231582
429 => 0.17996488233061
430 => 0.17865846254045
501 => 0.19163339795934
502 => 0.19234419421085
503 => 0.18870766009167
504 => 0.20514513914065
505 => 0.20142483138587
506 => 0.20558132664549
507 => 0.19404929230971
508 => 0.19448983155128
509 => 0.18903038168768
510 => 0.19208730881072
511 => 0.18992677124951
512 => 0.19184033930832
513 => 0.19298732411284
514 => 0.19844587813444
515 => 0.20669483015884
516 => 0.19763055219035
517 => 0.19368111647662
518 => 0.19613132418095
519 => 0.20265655018216
520 => 0.21254260159417
521 => 0.20668986018294
522 => 0.20928720743525
523 => 0.20985461226194
524 => 0.20553901742556
525 => 0.21270172373149
526 => 0.21654027623056
527 => 0.22047783681809
528 => 0.2238967103483
529 => 0.21890508853062
530 => 0.22424683939641
531 => 0.21994233114455
601 => 0.21608074225074
602 => 0.21608659868709
603 => 0.21366416756519
604 => 0.20897040202055
605 => 0.20810479963884
606 => 0.21260777254205
607 => 0.21621873037731
608 => 0.21651614615994
609 => 0.21851535795525
610 => 0.2196984709022
611 => 0.23129458614632
612 => 0.23595863962561
613 => 0.24166175593406
614 => 0.24388344114623
615 => 0.25056991711661
616 => 0.2451700447215
617 => 0.24400174836203
618 => 0.22778254478748
619 => 0.2304384384642
620 => 0.23469078049624
621 => 0.22785266434136
622 => 0.23218987512426
623 => 0.23304613240749
624 => 0.22762030777105
625 => 0.23051847514541
626 => 0.22282180184585
627 => 0.20686259660419
628 => 0.21271949088911
629 => 0.2170321364921
630 => 0.21087745947126
701 => 0.22190947981223
702 => 0.21546480127616
703 => 0.21342214757935
704 => 0.20545302724948
705 => 0.20921414528561
706 => 0.21430111128349
707 => 0.21115795772007
708 => 0.21768047331105
709 => 0.22691809487925
710 => 0.23350137411862
711 => 0.23400675655372
712 => 0.22977414904825
713 => 0.2365569295879
714 => 0.2366063347392
715 => 0.22895533058201
716 => 0.2242691331367
717 => 0.22320441921728
718 => 0.22586428333745
719 => 0.22909384941733
720 => 0.23418597499451
721 => 0.23726303983366
722 => 0.24528639298506
723 => 0.24745728230027
724 => 0.24984243148517
725 => 0.25302972634896
726 => 0.25685689103857
727 => 0.24848327257831
728 => 0.24881597205011
729 => 0.24101857448055
730 => 0.23268593691756
731 => 0.23900937014994
801 => 0.2472764179302
802 => 0.24537994803513
803 => 0.24516655643057
804 => 0.24552542191955
805 => 0.24409554555158
806 => 0.23762826773297
807 => 0.23438044129976
808 => 0.23857096600749
809 => 0.24079804339085
810 => 0.24425204619088
811 => 0.24382626744062
812 => 0.25272340772069
813 => 0.25618056739797
814 => 0.25529607801232
815 => 0.2554588453457
816 => 0.26171786780594
817 => 0.26867918804788
818 => 0.27519938308156
819 => 0.28183200551871
820 => 0.27383612029506
821 => 0.26977630289614
822 => 0.27396499815187
823 => 0.27174241748902
824 => 0.28451402523798
825 => 0.28539830364836
826 => 0.29816898786471
827 => 0.31028988789082
828 => 0.3026769677529
829 => 0.3098556085495
830 => 0.3176198938542
831 => 0.33259845991685
901 => 0.32755420581926
902 => 0.32369038623404
903 => 0.32003909539585
904 => 0.32763685200403
905 => 0.33741124450332
906 => 0.3395165550297
907 => 0.34292796237296
908 => 0.33934128467857
909 => 0.34366104290187
910 => 0.35891168762809
911 => 0.3547908288019
912 => 0.3489385468076
913 => 0.36097746613146
914 => 0.36533430423465
915 => 0.39591287573666
916 => 0.43451958539573
917 => 0.41853615409155
918 => 0.40861472249894
919 => 0.41094649426271
920 => 0.42504435771061
921 => 0.42957214400625
922 => 0.41726406003316
923 => 0.42161148336843
924 => 0.445566213375
925 => 0.45841715746377
926 => 0.44096384927916
927 => 0.39281086420607
928 => 0.34841161284522
929 => 0.36018829363046
930 => 0.35885318350237
1001 => 0.384589552481
1002 => 0.35469254768175
1003 => 0.35519593656743
1004 => 0.38146450640125
1005 => 0.37445650232689
1006 => 0.36310443324376
1007 => 0.34849449551248
1008 => 0.32148667436053
1009 => 0.29756509399743
1010 => 0.3444808219004
1011 => 0.34245773040251
1012 => 0.3395279941082
1013 => 0.34604780520061
1014 => 0.37770615718467
1015 => 0.37697632970335
1016 => 0.37233353962846
1017 => 0.37585505498059
1018 => 0.36248709457625
1019 => 0.36593232235525
1020 => 0.34840457977696
1021 => 0.35632785144554
1022 => 0.36308007680198
1023 => 0.36443568601069
1024 => 0.36748994277704
1025 => 0.34139165311311
1026 => 0.35310901896669
1027 => 0.35999187363696
1028 => 0.32889488583628
1029 => 0.35937718617257
1030 => 0.34093733995351
1031 => 0.33467857918957
1101 => 0.34310517602919
1102 => 0.33982132304566
1103 => 0.33699805908473
1104 => 0.3354226292847
1105 => 0.34161019199416
1106 => 0.34132153479803
1107 => 0.33119748125118
1108 => 0.31799106610853
1109 => 0.3224235725162
1110 => 0.32081320138332
1111 => 0.31497700865577
1112 => 0.31890989788954
1113 => 0.30159144409368
1114 => 0.27179594447281
1115 => 0.29147976418319
1116 => 0.29072195853622
1117 => 0.29033983856526
1118 => 0.3051316850568
1119 => 0.3037097903226
1120 => 0.3011290374568
1121 => 0.31492961110553
1122 => 0.30989221607984
1123 => 0.3254162805895
1124 => 0.33564143350911
1125 => 0.33304800397965
1126 => 0.342664809723
1127 => 0.32252568851143
1128 => 0.32921509673661
1129 => 0.3305937745007
1130 => 0.31475931416892
1201 => 0.30394242988599
1202 => 0.30322106702582
1203 => 0.2844660803377
1204 => 0.29448484284153
1205 => 0.30330093924034
1206 => 0.29907871322203
1207 => 0.29774208260005
1208 => 0.30457063856795
1209 => 0.30510127584928
1210 => 0.29300268960048
1211 => 0.295518368794
1212 => 0.30600916922787
1213 => 0.29525402753969
1214 => 0.27435854408197
1215 => 0.2691761752818
1216 => 0.26848475175385
1217 => 0.25442975654892
1218 => 0.26952248594549
1219 => 0.26293410510389
1220 => 0.28374672124158
1221 => 0.27185866652403
1222 => 0.27134619624551
1223 => 0.27057152225648
1224 => 0.25847380727906
1225 => 0.26112243800922
1226 => 0.26992688995412
1227 => 0.27306841759731
1228 => 0.27274073052635
1229 => 0.26988374333634
1230 => 0.27119165744179
1231 => 0.26697841040067
]
'min_raw' => 0.14741682691854
'max_raw' => 0.45841715746377
'avg_raw' => 0.30291699219116
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.147416'
'max' => '$0.458417'
'avg' => '$0.302916'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.083978513752465
'max_diff' => 0.2863151269073
'year' => 2033
]
8 => [
'items' => [
101 => 0.26549062517929
102 => 0.26079476577307
103 => 0.2538931497102
104 => 0.25485286175381
105 => 0.24117895442718
106 => 0.23372868398644
107 => 0.23166654732143
108 => 0.22890897199035
109 => 0.2319780227927
110 => 0.24114021796576
111 => 0.23008866671891
112 => 0.21114155728238
113 => 0.21228031084382
114 => 0.21483875199741
115 => 0.21007111383348
116 => 0.20555894442886
117 => 0.2094819096423
118 => 0.20145376959871
119 => 0.21580891436678
120 => 0.21542064793063
121 => 0.22077135818397
122 => 0.22411726711301
123 => 0.21640603028245
124 => 0.21446667507297
125 => 0.21557141993907
126 => 0.19731244815201
127 => 0.21927921064553
128 => 0.21946918011976
129 => 0.21784254614756
130 => 0.22953916902766
131 => 0.25422269157283
201 => 0.24493575749894
202 => 0.24133957592646
203 => 0.23450323212839
204 => 0.24361225433739
205 => 0.24291282355462
206 => 0.2397497323037
207 => 0.23783668484569
208 => 0.2413615334443
209 => 0.23739991709655
210 => 0.23668830194255
211 => 0.23237668835428
212 => 0.23083763846918
213 => 0.22969818720559
214 => 0.22844376332456
215 => 0.23121070982317
216 => 0.22494044503519
217 => 0.21737912038251
218 => 0.21675047805231
219 => 0.2184862147968
220 => 0.21771828049776
221 => 0.21674680147833
222 => 0.21489198346366
223 => 0.21434169858063
224 => 0.21612985749022
225 => 0.21411113033743
226 => 0.21708987221713
227 => 0.21627981924716
228 => 0.21175492920578
301 => 0.20611524088537
302 => 0.20606503582967
303 => 0.20484997423198
304 => 0.20330241060159
305 => 0.20287191380308
306 => 0.20915152845407
307 => 0.22215014284857
308 => 0.21959820381245
309 => 0.22144224129928
310 => 0.23051308062349
311 => 0.23339642767501
312 => 0.23134989623366
313 => 0.22854847777218
314 => 0.22867172596705
315 => 0.23824502089696
316 => 0.23884209555889
317 => 0.24035071060602
318 => 0.24228970727614
319 => 0.23168011575104
320 => 0.22817201516032
321 => 0.22650968247843
322 => 0.22139034122191
323 => 0.22691111186792
324 => 0.22369439523546
325 => 0.22412844020786
326 => 0.22384576785018
327 => 0.22400012607169
328 => 0.21580490181126
329 => 0.21879081080346
330 => 0.21382615797736
331 => 0.20717904515165
401 => 0.20715676169868
402 => 0.20878363314581
403 => 0.20781590634957
404 => 0.20521177842341
405 => 0.20558168250419
406 => 0.20234093352525
407 => 0.20597516810588
408 => 0.20607938494974
409 => 0.2046800066781
410 => 0.2102790464773
411 => 0.21257297765141
412 => 0.21165187689543
413 => 0.21250835076691
414 => 0.21970424840071
415 => 0.22087749369405
416 => 0.22139857175311
417 => 0.22070039618358
418 => 0.21263987856596
419 => 0.21299739679827
420 => 0.21037416522666
421 => 0.20815781097798
422 => 0.20824645352468
423 => 0.20938594771438
424 => 0.21436218567127
425 => 0.2248343850863
426 => 0.22523179739902
427 => 0.22571347271538
428 => 0.22375425713315
429 => 0.22316333896638
430 => 0.22394291255727
501 => 0.22787572005546
502 => 0.23799196868765
503 => 0.23441621077951
504 => 0.2315090639402
505 => 0.23405941547943
506 => 0.23366680885028
507 => 0.23035281379492
508 => 0.23025980099132
509 => 0.22389918493177
510 => 0.22154780999877
511 => 0.2195828251074
512 => 0.21743711290325
513 => 0.2161650627837
514 => 0.21811950990376
515 => 0.21856651508446
516 => 0.21429308229856
517 => 0.21371062920072
518 => 0.21720040666214
519 => 0.21566468571338
520 => 0.21724421279322
521 => 0.21761067662468
522 => 0.21755166750744
523 => 0.21594819846051
524 => 0.21697020181489
525 => 0.21455285920792
526 => 0.21192436219597
527 => 0.21024754486349
528 => 0.20878429934336
529 => 0.20959619300226
530 => 0.20670194035422
531 => 0.20577601068232
601 => 0.21662397007423
602 => 0.22463747431225
603 => 0.22452095478693
604 => 0.22381167214295
605 => 0.22275782200673
606 => 0.22779862435397
607 => 0.22604250961022
608 => 0.2273202298146
609 => 0.22764546323236
610 => 0.22862984683389
611 => 0.2289816793608
612 => 0.22791819710106
613 => 0.22434902074394
614 => 0.21545497260911
615 => 0.21131476919332
616 => 0.20994843310557
617 => 0.20999809682732
618 => 0.20862814967289
619 => 0.20903166050659
620 => 0.20848782507209
621 => 0.20745793232707
622 => 0.20953260002742
623 => 0.20977168615302
624 => 0.20928743392132
625 => 0.20940149285207
626 => 0.20539209120048
627 => 0.20569691730008
628 => 0.20399960684204
629 => 0.20368138159254
630 => 0.19939072855632
701 => 0.19178921476257
702 => 0.19600119130111
703 => 0.19091371593608
704 => 0.18898701192751
705 => 0.19810772904012
706 => 0.19719226201133
707 => 0.19562538040199
708 => 0.19330763593503
709 => 0.19244796196667
710 => 0.18722485507461
711 => 0.18691624605523
712 => 0.18950495886669
713 => 0.18831035697637
714 => 0.18663268349125
715 => 0.18055632019118
716 => 0.17372447602714
717 => 0.17393068645902
718 => 0.17610376897661
719 => 0.18242229947664
720 => 0.17995354029859
721 => 0.17816242718917
722 => 0.17782700554444
723 => 0.18202550968104
724 => 0.18796727264814
725 => 0.19075501489285
726 => 0.18799244699333
727 => 0.18481895773759
728 => 0.18501211332405
729 => 0.18629709090557
730 => 0.18643212388078
731 => 0.18436650861526
801 => 0.18494796721309
802 => 0.18406467843329
803 => 0.17864393682209
804 => 0.1785458927957
805 => 0.17721555538304
806 => 0.1771752732949
807 => 0.17491203748775
808 => 0.17459539515332
809 => 0.17010160308964
810 => 0.17305943063441
811 => 0.17107547521029
812 => 0.16808518641837
813 => 0.16756965950354
814 => 0.16755416214196
815 => 0.17062452011492
816 => 0.17302355171385
817 => 0.1711099869643
818 => 0.17067430536372
819 => 0.17532624502187
820 => 0.174734243297
821 => 0.17422157362127
822 => 0.18743525294426
823 => 0.17697559468386
824 => 0.1724145866659
825 => 0.16676947313174
826 => 0.1686075505636
827 => 0.16899486048546
828 => 0.15541938004402
829 => 0.14991180931964
830 => 0.14802181859546
831 => 0.14693410221314
901 => 0.14742978822725
902 => 0.14247232860169
903 => 0.14580382345888
904 => 0.14151108246678
905 => 0.14079139046967
906 => 0.1484673431321
907 => 0.14953540710282
908 => 0.14497871438229
909 => 0.14790484877041
910 => 0.14684379176497
911 => 0.14158466919018
912 => 0.14138380939131
913 => 0.13874496655037
914 => 0.13461568848498
915 => 0.13272849760577
916 => 0.13174563221053
917 => 0.13215118162827
918 => 0.13194612343265
919 => 0.13060797999948
920 => 0.13202282424786
921 => 0.12840848184726
922 => 0.1269692215806
923 => 0.12631914110874
924 => 0.12311120419442
925 => 0.12821645840112
926 => 0.12922225779414
927 => 0.13023003892267
928 => 0.13900208560513
929 => 0.13856385894242
930 => 0.14252521454827
1001 => 0.14237128355389
1002 => 0.1412414407654
1003 => 0.13647481989086
1004 => 0.1383747100146
1005 => 0.1325271435222
1006 => 0.13690853793418
1007 => 0.13490905249596
1008 => 0.13623250989621
1009 => 0.13385281415921
1010 => 0.13516983603529
1011 => 0.12946077014292
1012 => 0.12412972474135
1013 => 0.12627509303386
1014 => 0.12860735372044
1015 => 0.13366428913792
1016 => 0.13065242012208
1017 => 0.13173560211156
1018 => 0.1281071237693
1019 => 0.12062053652563
1020 => 0.12066290979638
1021 => 0.11951126145311
1022 => 0.11851606914112
1023 => 0.13099836950954
1024 => 0.12944599814276
1025 => 0.12697249753914
1026 => 0.1302833763901
1027 => 0.131158825309
1028 => 0.13118374810899
1029 => 0.1335992798525
1030 => 0.13488844957701
1031 => 0.13511567132854
1101 => 0.13891656271797
1102 => 0.14019057137674
1103 => 0.14543803273774
1104 => 0.13477907253282
1105 => 0.13455955826172
1106 => 0.1303299672453
1107 => 0.12764749375549
1108 => 0.1305136385001
1109 => 0.13305265147605
1110 => 0.13040886145593
1111 => 0.1307540846191
1112 => 0.12720501252268
1113 => 0.12847363879778
1114 => 0.12956635064832
1115 => 0.12896301939109
1116 => 0.12805980329745
1117 => 0.13284448136654
1118 => 0.13257451107858
1119 => 0.13703011329579
1120 => 0.14050357384728
1121 => 0.14672863611089
1122 => 0.14023245911898
1123 => 0.13999571260943
1124 => 0.14230994771562
1125 => 0.1401902170794
1126 => 0.14152981367087
1127 => 0.14651280638992
1128 => 0.14661808917398
1129 => 0.14485446689183
1130 => 0.14474715031568
1201 => 0.14508587326688
1202 => 0.14706978417189
1203 => 0.14637654474225
1204 => 0.1471787789609
1205 => 0.14818198513556
1206 => 0.15233167122457
1207 => 0.15333214649193
1208 => 0.15090151027919
1209 => 0.15112096951452
1210 => 0.1502118448485
1211 => 0.14933364181242
1212 => 0.15130771398627
1213 => 0.15491536968446
1214 => 0.1548929266456
1215 => 0.15572983264478
1216 => 0.15625121814896
1217 => 0.15401304988749
1218 => 0.15255608464901
1219 => 0.15311477783055
1220 => 0.15400814039459
1221 => 0.15282507239147
1222 => 0.1455226286258
1223 => 0.14773772358239
1224 => 0.14736902346901
1225 => 0.14684394967208
1226 => 0.14907124477975
1227 => 0.1488564167331
1228 => 0.14242148268784
1229 => 0.14283342628732
1230 => 0.14244653434252
1231 => 0.14369666136682
]
'min_raw' => 0.11851606914112
'max_raw' => 0.26549062517929
'avg_raw' => 0.1920033471602
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.118516'
'max' => '$0.26549'
'avg' => '$0.1920033'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.028900757777422
'max_diff' => -0.19292653228448
'year' => 2034
]
9 => [
'items' => [
101 => 0.14012270611752
102 => 0.14122203068125
103 => 0.14191151674209
104 => 0.14231762932881
105 => 0.14378478646604
106 => 0.14361263250985
107 => 0.14377408513441
108 => 0.1459494918538
109 => 0.15695195253105
110 => 0.15755079219015
111 => 0.15460188669342
112 => 0.15577991627477
113 => 0.15351835708532
114 => 0.15503655692033
115 => 0.15607527068935
116 => 0.15138152290032
117 => 0.15110358961843
118 => 0.14883269616972
119 => 0.15005294567908
120 => 0.14811144097065
121 => 0.14858781831514
122 => 0.1472558257301
123 => 0.1496531471861
124 => 0.15233372508
125 => 0.15301094491523
126 => 0.15122947109022
127 => 0.14993956663606
128 => 0.1476749193355
129 => 0.15144107826729
130 => 0.15254241791055
131 => 0.15143529339899
201 => 0.15117874845852
202 => 0.15069259625988
203 => 0.15128188794565
204 => 0.15253641977833
205 => 0.1519448057336
206 => 0.15233557723304
207 => 0.150846359239
208 => 0.15401379081432
209 => 0.15904443443985
210 => 0.1590606087817
211 => 0.15846899154795
212 => 0.15822691452247
213 => 0.15883394970663
214 => 0.15916324139216
215 => 0.16112628186652
216 => 0.16323270250649
217 => 0.17306244852993
218 => 0.17030229518091
219 => 0.17902383062711
220 => 0.18592143281541
221 => 0.18798972211609
222 => 0.18608699328
223 => 0.1795778607151
224 => 0.17925849161801
225 => 0.18898588375485
226 => 0.18623744993341
227 => 0.18591053247579
228 => 0.18243268306251
301 => 0.18448852280579
302 => 0.18403888049658
303 => 0.18332909811425
304 => 0.18725149713339
305 => 0.19459387794223
306 => 0.19344949903676
307 => 0.19259527327004
308 => 0.18885230462164
309 => 0.19110640777029
310 => 0.19030376481356
311 => 0.19375242832549
312 => 0.19170951645827
313 => 0.18621662784405
314 => 0.18709138846066
315 => 0.18695917015324
316 => 0.18968021355099
317 => 0.18886342386343
318 => 0.18679967885773
319 => 0.19456878248285
320 => 0.19406430010746
321 => 0.19477954077503
322 => 0.19509441183645
323 => 0.1998233283061
324 => 0.20176061407526
325 => 0.20220041186182
326 => 0.20404068350747
327 => 0.20215462422683
328 => 0.20970020608687
329 => 0.21471757772688
330 => 0.22054551307835
331 => 0.22906169302818
401 => 0.23226385546839
402 => 0.23168541348501
403 => 0.23814228392916
404 => 0.24974513658912
405 => 0.23403068174584
406 => 0.25057804085349
407 => 0.24533933800846
408 => 0.23291846780312
409 => 0.23211871019434
410 => 0.24053026770666
411 => 0.25918629268658
412 => 0.254513170024
413 => 0.25919393624116
414 => 0.2537335738153
415 => 0.25346242079731
416 => 0.25892873862589
417 => 0.27170108818585
418 => 0.26563342367428
419 => 0.25693393874456
420 => 0.26335750303769
421 => 0.25779281717417
422 => 0.24525402246617
423 => 0.25450959657517
424 => 0.24832065775206
425 => 0.25012691912273
426 => 0.26313514799373
427 => 0.26156996348047
428 => 0.26359545717281
429 => 0.26002051382222
430 => 0.25668095301594
501 => 0.25044741477199
502 => 0.24860197140767
503 => 0.24911198556147
504 => 0.24860171866999
505 => 0.24511411131167
506 => 0.24436096283469
507 => 0.24310568237688
508 => 0.2434947462799
509 => 0.24113445177397
510 => 0.2455888151684
511 => 0.24641558426612
512 => 0.2496570984815
513 => 0.24999364324065
514 => 0.25902121419043
515 => 0.25404897981346
516 => 0.2573847839156
517 => 0.2570863981989
518 => 0.23318766572385
519 => 0.23648070019861
520 => 0.24160362843019
521 => 0.23929575620582
522 => 0.23603296483951
523 => 0.2333980858714
524 => 0.22940597480451
525 => 0.23502479446946
526 => 0.242412944834
527 => 0.2501810189262
528 => 0.25951385096361
529 => 0.257430871499
530 => 0.25000654812305
531 => 0.25033959784622
601 => 0.25239838018465
602 => 0.24973206999629
603 => 0.24894572306918
604 => 0.25229034819204
605 => 0.25231338078709
606 => 0.24924546868103
607 => 0.24583604579713
608 => 0.24582176019076
609 => 0.24521508631969
610 => 0.25384149974923
611 => 0.25858515490671
612 => 0.25912900732573
613 => 0.25854854930572
614 => 0.25877194456007
615 => 0.25601171614324
616 => 0.2623207797838
617 => 0.2681106004821
618 => 0.26655880485348
619 => 0.26423244260543
620 => 0.26237938302206
621 => 0.26612228290672
622 => 0.26595561746673
623 => 0.26806003144923
624 => 0.2679645630753
625 => 0.267256927804
626 => 0.26655883012536
627 => 0.26932670851176
628 => 0.26852960398725
629 => 0.26773126133924
630 => 0.26613006293851
701 => 0.26634769239426
702 => 0.26402173182545
703 => 0.2629456360376
704 => 0.24676373730322
705 => 0.2424394052026
706 => 0.24379992811135
707 => 0.24424784757887
708 => 0.2423658927069
709 => 0.24506413255877
710 => 0.244643614736
711 => 0.2462796035897
712 => 0.24525750878029
713 => 0.24529945590779
714 => 0.24830521880868
715 => 0.24917780456624
716 => 0.24873400040732
717 => 0.24904482562751
718 => 0.25620766163578
719 => 0.25518933541001
720 => 0.25464836989856
721 => 0.25479822104226
722 => 0.25662847921531
723 => 0.25714085157537
724 => 0.25496989388202
725 => 0.25599373008036
726 => 0.26035309466874
727 => 0.261878625556
728 => 0.26674738785179
729 => 0.26467905109319
730 => 0.26847557272911
731 => 0.28014478590834
801 => 0.28946696084405
802 => 0.280893903518
803 => 0.2980128906156
804 => 0.31134247764393
805 => 0.31083086589219
806 => 0.3085065440749
807 => 0.29333116362855
808 => 0.27936655228965
809 => 0.29104854264336
810 => 0.2910783224392
811 => 0.29007482910757
812 => 0.28384221820908
813 => 0.28985794775827
814 => 0.29033545452396
815 => 0.29006817771447
816 => 0.28528964955173
817 => 0.27799372026685
818 => 0.27941932738513
819 => 0.28175450092646
820 => 0.27733353024448
821 => 0.27592076223552
822 => 0.27854736675428
823 => 0.2870108337885
824 => 0.28541086437121
825 => 0.28536908270374
826 => 0.29221443036354
827 => 0.28731463875761
828 => 0.27943730885631
829 => 0.27744817916702
830 => 0.27038810880835
831 => 0.27526452455219
901 => 0.2754400180735
902 => 0.27276925500635
903 => 0.2796540265598
904 => 0.27959058217789
905 => 0.28612664810487
906 => 0.29862115132301
907 => 0.29492591190424
908 => 0.29062875050113
909 => 0.29109597109301
910 => 0.29622022778725
911 => 0.29312198521451
912 => 0.29423613484538
913 => 0.29621854138835
914 => 0.2974145764761
915 => 0.29092388004981
916 => 0.28941058822695
917 => 0.28631492425062
918 => 0.2855073233025
919 => 0.28802867701807
920 => 0.28736438939476
921 => 0.27542526852257
922 => 0.27417756396279
923 => 0.27421582928033
924 => 0.27107841683963
925 => 0.26629310980231
926 => 0.27886861098056
927 => 0.27785862224192
928 => 0.27674367284138
929 => 0.27688024778113
930 => 0.28233884661933
1001 => 0.27917258362733
1002 => 0.28759061273187
1003 => 0.2858601190171
1004 => 0.28408524466829
1005 => 0.28383990296929
1006 => 0.28315672777016
1007 => 0.28081386581405
1008 => 0.27798471921788
1009 => 0.2761166715786
1010 => 0.25470303405922
1011 => 0.25867728062542
1012 => 0.26324928903586
1013 => 0.26482752801797
1014 => 0.26212784102826
1015 => 0.28092046591119
1016 => 0.28435405956754
1017 => 0.27395348041468
1018 => 0.27200795670803
1019 => 0.2810480141215
1020 => 0.27559575439911
1021 => 0.27805090661826
1022 => 0.27274421041692
1023 => 0.28352700740309
1024 => 0.28344486055618
1025 => 0.27925010898804
1026 => 0.28279548428901
1027 => 0.28217938808307
1028 => 0.27744352389386
1029 => 0.28367714274509
1030 => 0.28368023454227
1031 => 0.2796428773597
1101 => 0.2749281280616
1102 => 0.27408524224451
1103 => 0.2734502410071
1104 => 0.27789473524014
1105 => 0.2818796548719
1106 => 0.28929460236126
1107 => 0.29115889633489
1108 => 0.29843535982706
1109 => 0.29410258010205
1110 => 0.29602324523526
1111 => 0.29810839893202
1112 => 0.29910809829324
1113 => 0.29747914183096
1114 => 0.30878248474615
1115 => 0.30973683321367
1116 => 0.31005681799975
1117 => 0.30624539436629
1118 => 0.30963083062761
1119 => 0.3080468971148
1120 => 0.31216785208572
1121 => 0.31281407044416
1122 => 0.31226674648445
1123 => 0.31247186639128
1124 => 0.30282645725949
1125 => 0.30232629191242
1126 => 0.29550650191502
1127 => 0.2982856167483
1128 => 0.29309019477391
1129 => 0.29473771660077
1130 => 0.29546392852388
1201 => 0.29508459662741
1202 => 0.29844274373123
1203 => 0.29558763266885
1204 => 0.28805252515154
1205 => 0.28051536469922
1206 => 0.28042074178938
1207 => 0.27843634048422
1208 => 0.27700198180181
1209 => 0.27727829017065
1210 => 0.27825203690191
1211 => 0.27694538587162
1212 => 0.27722422611782
1213 => 0.2818548321076
1214 => 0.28278346711488
1215 => 0.27962760251903
1216 => 0.26695635077757
1217 => 0.26384679381679
1218 => 0.266081881695
1219 => 0.26501365364731
1220 => 0.213886701961
1221 => 0.22589822088291
1222 => 0.21876138421215
1223 => 0.2220503669001
1224 => 0.21476550473416
1225 => 0.21824222279209
1226 => 0.2176001999162
1227 => 0.23691436689594
1228 => 0.23661280274432
1229 => 0.23675714554528
1230 => 0.22986728757225
1231 => 0.24084301840332
]
'min_raw' => 0.14012270611752
'max_raw' => 0.31281407044416
'avg_raw' => 0.22646838828084
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.140122'
'max' => '$0.312814'
'avg' => '$0.226468'
'bar_min_pct' => 61.631153054958
'bar_max_pct' => 60.119598047091
'min_diff' => 0.021606636976402
'max_diff' => 0.047323445264866
'year' => 2035
]
10 => [
'items' => [
101 => 0.24625005808522
102 => 0.2452493589438
103 => 0.24550121335848
104 => 0.24117352008071
105 => 0.23679904707608
106 => 0.23194708328737
107 => 0.24096143228594
108 => 0.23995919055737
109 => 0.24225797248752
110 => 0.24810442217206
111 => 0.24896533409661
112 => 0.25012240845372
113 => 0.24970767966286
114 => 0.25958820202769
115 => 0.25839160557552
116 => 0.26127505874095
117 => 0.25534357681155
118 => 0.24863154198699
119 => 0.24990728037419
120 => 0.24978441650866
121 => 0.24822021848392
122 => 0.2468081304472
123 => 0.2444574017194
124 => 0.25189545525655
125 => 0.25159348386642
126 => 0.25648204966924
127 => 0.2556179481786
128 => 0.24984726694258
129 => 0.25005336795186
130 => 0.25143949628803
131 => 0.25623690228604
201 => 0.25766109901856
202 => 0.25700135434763
203 => 0.25856292104779
204 => 0.25979711969739
205 => 0.25871791739612
206 => 0.27399714614582
207 => 0.26765214510484
208 => 0.27074465446398
209 => 0.27148219972401
210 => 0.26959299304934
211 => 0.27000269432966
212 => 0.27062328013242
213 => 0.27439135560364
214 => 0.28427987594154
215 => 0.28865943428576
216 => 0.30183555164795
217 => 0.28829577293167
218 => 0.28749237849582
219 => 0.28986579511337
220 => 0.29760157083864
221 => 0.30387069047951
222 => 0.30595051913858
223 => 0.3062254028301
224 => 0.3101272996589
225 => 0.3123637941551
226 => 0.30965350675381
227 => 0.30735682196014
228 => 0.2991303821042
229 => 0.30008261491738
301 => 0.30664255471632
302 => 0.31590885606085
303 => 0.32386030660879
304 => 0.32107598576293
305 => 0.34231838839265
306 => 0.34442448584596
307 => 0.34413349127619
308 => 0.34893149470414
309 => 0.33940843499607
310 => 0.33533714247028
311 => 0.30785339128101
312 => 0.31557520431755
313 => 0.32679931305234
314 => 0.32531376017304
315 => 0.31716251238855
316 => 0.32385412315641
317 => 0.32164166737054
318 => 0.31989661169735
319 => 0.32789105003191
320 => 0.31910083668963
321 => 0.32671162395009
322 => 0.31695071056504
323 => 0.32108870430602
324 => 0.3187397789264
325 => 0.32025982152048
326 => 0.31137368357507
327 => 0.31616842791161
328 => 0.31117420644701
329 => 0.31117183853577
330 => 0.31106159082013
331 => 0.31693727022547
401 => 0.31712887591993
402 => 0.31278673996173
403 => 0.31216097033324
404 => 0.3144747686289
405 => 0.31176591680942
406 => 0.31303337152644
407 => 0.31180430672162
408 => 0.31152761834599
409 => 0.30932291829431
410 => 0.30837307289256
411 => 0.30874553174909
412 => 0.30747413765605
413 => 0.30670807672667
414 => 0.31090920201981
415 => 0.30866471024859
416 => 0.31056520146532
417 => 0.30839935186275
418 => 0.30089157352446
419 => 0.2965737708088
420 => 0.28239227349919
421 => 0.2864141285441
422 => 0.28908062259979
423 => 0.28819934633029
424 => 0.29009266876581
425 => 0.29020890338643
426 => 0.2895933649625
427 => 0.28888065032295
428 => 0.28853374025201
429 => 0.29111932370272
430 => 0.29262034192259
501 => 0.28934824095136
502 => 0.28858163347536
503 => 0.29188990821492
504 => 0.29390795389493
505 => 0.30880806935415
506 => 0.3077042206742
507 => 0.31047466424153
508 => 0.31016275481177
509 => 0.3130666210366
510 => 0.31781321504878
511 => 0.30816206225347
512 => 0.30983716866698
513 => 0.30942647125824
514 => 0.31391035787619
515 => 0.31392435608078
516 => 0.31123604206657
517 => 0.31269342070659
518 => 0.31187995193082
519 => 0.31334999995553
520 => 0.30768947810209
521 => 0.314583382704
522 => 0.31849178237988
523 => 0.31854605051318
524 => 0.32039860094057
525 => 0.32228089946728
526 => 0.32589380757566
527 => 0.32218013742105
528 => 0.31549960633141
529 => 0.3159819190981
530 => 0.31206512616455
531 => 0.31213096816139
601 => 0.31177949842213
602 => 0.31283428556705
603 => 0.30792094456457
604 => 0.30907409587721
605 => 0.30745967728667
606 => 0.30983365923626
607 => 0.30727964709178
608 => 0.30942627320752
609 => 0.31035268587729
610 => 0.31377116857297
611 => 0.30677473441814
612 => 0.2925085315595
613 => 0.29550746036137
614 => 0.29107180910262
615 => 0.29148234551434
616 => 0.29231169440238
617 => 0.28962350331016
618 => 0.29013632545591
619 => 0.29011800384019
620 => 0.28996011805405
621 => 0.2892608157281
622 => 0.28824668900272
623 => 0.29228665774489
624 => 0.29297312715815
625 => 0.29449906362824
626 => 0.29903921551064
627 => 0.29858554727343
628 => 0.29932549899083
629 => 0.2977101885464
630 => 0.29155727513303
701 => 0.29189140793394
702 => 0.28772476655253
703 => 0.29439251324023
704 => 0.29281350281462
705 => 0.29179550452117
706 => 0.29151773425511
707 => 0.29606914029586
708 => 0.29743099231781
709 => 0.29658237752822
710 => 0.29484184383673
711 => 0.29818418306698
712 => 0.29907845204303
713 => 0.29927864588739
714 => 0.30520063017341
715 => 0.29960961902394
716 => 0.30095543097749
717 => 0.31145507166012
718 => 0.30193334641235
719 => 0.3069772166359
720 => 0.30673034543549
721 => 0.3093106187666
722 => 0.30651868770981
723 => 0.30655329704135
724 => 0.30884440495652
725 => 0.30562695709316
726 => 0.30483027175512
727 => 0.30372965666658
728 => 0.3061328094472
729 => 0.30757339085393
730 => 0.3191834190017
731 => 0.32668402666677
801 => 0.32635840550659
802 => 0.32933397337342
803 => 0.32799345279633
804 => 0.32366455824146
805 => 0.33105345339417
806 => 0.32871529780335
807 => 0.3289080525094
808 => 0.32890087816961
809 => 0.3304555472324
810 => 0.32935392171809
811 => 0.32718250474984
812 => 0.32862399266915
813 => 0.33290469644814
814 => 0.34619213232614
815 => 0.35362795747859
816 => 0.34574448631527
817 => 0.35118239915984
818 => 0.34792158917956
819 => 0.34732900300545
820 => 0.35074441413044
821 => 0.35416580348049
822 => 0.35394787576996
823 => 0.35146412279212
824 => 0.35006111375783
825 => 0.36068516820795
826 => 0.36851279055075
827 => 0.36797899918401
828 => 0.37033498067852
829 => 0.37725221521416
830 => 0.37788464045049
831 => 0.37780496940684
901 => 0.37623743747184
902 => 0.38304835318859
903 => 0.38873013890616
904 => 0.37587459911924
905 => 0.38076982037872
906 => 0.38296744291629
907 => 0.38619420480665
908 => 0.39163829298378
909 => 0.39755201671722
910 => 0.39838828209381
911 => 0.39779491179014
912 => 0.39389465201851
913 => 0.40036551909304
914 => 0.40415600126479
915 => 0.40641314665442
916 => 0.41213689180936
917 => 0.38298101468492
918 => 0.36234303571512
919 => 0.35912011728296
920 => 0.36567404864977
921 => 0.36740226808458
922 => 0.36670562499741
923 => 0.34347570334395
924 => 0.358997816553
925 => 0.37569830522959
926 => 0.37633983901454
927 => 0.38470045283679
928 => 0.38742301141046
929 => 0.39415440138807
930 => 0.39373335111221
1001 => 0.39537233745195
1002 => 0.39499556287573
1003 => 0.40746404534788
1004 => 0.42121863310222
1005 => 0.4207423554652
1006 => 0.41876497073862
1007 => 0.42170172425179
1008 => 0.43589793284547
1009 => 0.43459097344777
1010 => 0.4358605731761
1011 => 0.45259870317131
1012 => 0.47436065313631
1013 => 0.46425004251351
1014 => 0.48618715831514
1015 => 0.49999540987573
1016 => 0.5238753531499
1017 => 0.52088546664078
1018 => 0.53018175331829
1019 => 0.5155329457813
1020 => 0.48189632266389
1021 => 0.47657319829974
1022 => 0.48723022807975
1023 => 0.51342949589613
1024 => 0.48640511990093
1025 => 0.49187211596814
1026 => 0.490297620733
1027 => 0.49021372257309
1028 => 0.49341577409825
1029 => 0.48877103135323
1030 => 0.46984751383674
1031 => 0.47852005039756
1101 => 0.47517116754202
1102 => 0.478887002746
1103 => 0.49893983281487
1104 => 0.49007399864166
1105 => 0.48073456254206
1106 => 0.49244828799774
1107 => 0.50736388577559
1108 => 0.50643049447256
1109 => 0.50461932521738
1110 => 0.51482879147909
1111 => 0.53169183865048
1112 => 0.5362498525397
1113 => 0.53961448520823
1114 => 0.54007841120728
1115 => 0.54485713732595
1116 => 0.51916072259181
1117 => 0.55994159270563
1118 => 0.56698332242548
1119 => 0.56565976908794
1120 => 0.57348635531028
1121 => 0.57118357510234
1122 => 0.56784720787618
1123 => 0.58025401180121
1124 => 0.56603061227861
1125 => 0.5458422873325
1126 => 0.53476657298726
1127 => 0.54935196708946
1128 => 0.55825875830756
1129 => 0.56414558072441
1130 => 0.56592692963083
1201 => 0.52115546211931
1202 => 0.49702612427003
1203 => 0.512492753188
1204 => 0.53136310791763
1205 => 0.5190558968185
1206 => 0.51953831619296
1207 => 0.50199146744378
1208 => 0.53291561468129
1209 => 0.5284102265418
1210 => 0.55178418817935
1211 => 0.54620580464679
1212 => 0.56526636299025
1213 => 0.56024707918954
1214 => 0.58108184562189
1215 => 0.58939339803054
1216 => 0.60334978811449
1217 => 0.61361616547298
1218 => 0.61964477862238
1219 => 0.61928284330165
1220 => 0.64317121204275
1221 => 0.62908507559216
1222 => 0.61138956836276
1223 => 0.61106951246559
1224 => 0.62023426640697
1225 => 0.63944107644065
1226 => 0.64442112283467
1227 => 0.6472042893785
1228 => 0.6429417729339
1229 => 0.62765228137928
1230 => 0.62105035644547
1231 => 0.62667538776525
]
'min_raw' => 0.23194708328737
'max_raw' => 0.6472042893785
'avg_raw' => 0.43957568633293
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.231947'
'max' => '$0.6472042'
'avg' => '$0.439575'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.091824377169854
'max_diff' => 0.33439021893434
'year' => 2036
]
11 => [
'items' => [
101 => 0.61979645782561
102 => 0.63167142078828
103 => 0.64797828129124
104 => 0.64461097908169
105 => 0.65586736551405
106 => 0.66751654126514
107 => 0.68417538578643
108 => 0.68853062461952
109 => 0.69572966879573
110 => 0.70313985001586
111 => 0.70551980051378
112 => 0.71006386446958
113 => 0.71003991500952
114 => 0.72373375759111
115 => 0.73883849002161
116 => 0.74454017683877
117 => 0.75765089128196
118 => 0.73519925225222
119 => 0.75222907836212
120 => 0.76759040779745
121 => 0.74927599757137
122 => 0.77451814535773
123 => 0.77549824075633
124 => 0.79029651765245
125 => 0.77529562901142
126 => 0.76638814922091
127 => 0.7921037096172
128 => 0.8045466592604
129 => 0.80079874156379
130 => 0.77227690283502
131 => 0.75567596933567
201 => 0.71222812428694
202 => 0.76369397355439
203 => 0.78876148745316
204 => 0.77221198402989
205 => 0.78055859092946
206 => 0.82609497177715
207 => 0.84343227734163
208 => 0.83982623898113
209 => 0.84043560010361
210 => 0.84979049549185
211 => 0.89127525347828
212 => 0.86641662488365
213 => 0.8854201150092
214 => 0.89549949764962
215 => 0.90486178997613
216 => 0.88187095900509
217 => 0.85196022571415
218 => 0.84248624091374
219 => 0.77056646206951
220 => 0.7668227252489
221 => 0.76472125232465
222 => 0.75147176279654
223 => 0.74106129336806
224 => 0.73278250156258
225 => 0.71105647960851
226 => 0.71838837424394
227 => 0.68376162982234
228 => 0.70591459380681
301 => 0.65064947361795
302 => 0.69667590792314
303 => 0.671625812296
304 => 0.68844627778947
305 => 0.68838759276994
306 => 0.65741578286303
307 => 0.6395518892739
308 => 0.65093545754204
309 => 0.66313954635424
310 => 0.66511961870454
311 => 0.68094253840888
312 => 0.68535837518584
313 => 0.67197818359594
314 => 0.6495042268405
315 => 0.65472441441841
316 => 0.63944610233925
317 => 0.61267144809232
318 => 0.63190147221308
319 => 0.63846744793239
320 => 0.64136735686542
321 => 0.61503755950337
322 => 0.60676416552451
323 => 0.60235947999066
324 => 0.64610538063649
325 => 0.64850187982466
326 => 0.63624105114717
327 => 0.69166115938893
328 => 0.67911788205009
329 => 0.69313179601513
330 => 0.65425073711113
331 => 0.65573604592155
401 => 0.63732912953979
402 => 0.64763577276298
403 => 0.64035136953145
404 => 0.64680309784278
405 => 0.65067023719112
406 => 0.66907413317903
407 => 0.69688605085274
408 => 0.66632520483428
409 => 0.65300940658466
410 => 0.66127045292783
411 => 0.68327070796766
412 => 0.71660222052532
413 => 0.69686929423198
414 => 0.70562643183415
415 => 0.70753947682229
416 => 0.69298914752621
417 => 0.71713871192084
418 => 0.73008065967064
419 => 0.74335642010318
420 => 0.7548833909084
421 => 0.7380537894462
422 => 0.75606387543936
423 => 0.74155092533702
424 => 0.72853130877401
425 => 0.72855105415808
426 => 0.72038365850185
427 => 0.70455830025985
428 => 0.70163986139546
429 => 0.71682194892618
430 => 0.72899654537677
501 => 0.72999930345283
502 => 0.73673978560123
503 => 0.74072873350416
504 => 0.77982584566464
505 => 0.79555102760386
506 => 0.81477948241668
507 => 0.82227004922261
508 => 0.84481396979162
509 => 0.82660792300443
510 => 0.82266893026062
511 => 0.76798475302042
512 => 0.77693928398004
513 => 0.79127635203011
514 => 0.7682211659919
515 => 0.78284437496083
516 => 0.78573130617322
517 => 0.76743775959249
518 => 0.77720913323874
519 => 0.75125926184468
520 => 0.69745168713632
521 => 0.71719861513321
522 => 0.73173900088301
523 => 0.71098807760141
524 => 0.74818330441204
525 => 0.7264546207746
526 => 0.71956767122229
527 => 0.69269922564391
528 => 0.70538009769559
529 => 0.72253115871809
530 => 0.71193379703104
531 => 0.73392491373353
601 => 0.76507019980084
602 => 0.78726618538627
603 => 0.78897011755086
604 => 0.77469958583498
605 => 0.797568203983
606 => 0.79773477689997
607 => 0.77193888220795
608 => 0.75613904034123
609 => 0.75254928302596
610 => 0.76151720061289
611 => 0.77240590813233
612 => 0.78957436503664
613 => 0.79994890397562
614 => 0.82700019929821
615 => 0.83431950419108
616 => 0.84236120119376
617 => 0.85310738835686
618 => 0.86601094131198
619 => 0.83777870204584
620 => 0.83890042154337
621 => 0.8126109512407
622 => 0.78451688193089
623 => 0.80583677856185
624 => 0.83370970733985
625 => 0.82731562668133
626 => 0.82659616198803
627 => 0.82780610203929
628 => 0.82298517403392
629 => 0.80118029533754
630 => 0.79023002176199
701 => 0.80435866838718
702 => 0.81186741527476
703 => 0.82351282686585
704 => 0.82207728408243
705 => 0.85207461371517
706 => 0.86373066893829
707 => 0.86074855122149
708 => 0.86129733265006
709 => 0.88240006386575
710 => 0.90587064108529
711 => 0.92785393386683
712 => 0.95021628348861
713 => 0.92325759820219
714 => 0.90956964039431
715 => 0.92369211889437
716 => 0.91619853301396
717 => 0.95925890022476
718 => 0.96224030662368
719 => 1.0052975600798
720 => 1.0461640207721
721 => 1.02049652901
722 => 1.0446998176524
723 => 1.0708776476423
724 => 1.1213789288926
725 => 1.104371874024
726 => 1.0913447365292
727 => 1.0790341545432
728 => 1.1046505214061
729 => 1.1376055681438
730 => 1.1447037695715
731 => 1.1562055676062
801 => 1.1441128333457
802 => 1.1586771997915
803 => 1.2100958132519
804 => 1.1962020500102
805 => 1.1764706726732
806 => 1.2170607297041
807 => 1.2317501135537
808 => 1.3348479023004
809 => 1.4650131193504
810 => 1.4111238647808
811 => 1.3776730654741
812 => 1.3855347967747
813 => 1.4330667276707
814 => 1.4483324752864
815 => 1.4068349108481
816 => 1.4214925521504
817 => 1.5022575968334
818 => 1.545585452053
819 => 1.4867404049575
820 => 1.3243892538495
821 => 1.1746940780297
822 => 1.2143999795187
823 => 1.2098985625074
824 => 1.2966705273748
825 => 1.1958706883519
826 => 1.1975678991255
827 => 1.2861342163332
828 => 1.2625062413132
829 => 1.2242319478233
830 => 1.174973522729
831 => 1.0839147680893
901 => 1.0032614897438
902 => 1.1614411419201
903 => 1.1546201476873
904 => 1.1447423372233
905 => 1.1667243355201
906 => 1.2734626795499
907 => 1.2710020152417
908 => 1.2553485243549
909 => 1.267221559229
910 => 1.2221505474046
911 => 1.2337663733996
912 => 1.174670365549
913 => 1.2013842291648
914 => 1.2241498283793
915 => 1.2287203594721
916 => 1.2390179994013
917 => 1.1510257936749
918 => 1.1905317107306
919 => 1.213737735797
920 => 1.1088920703047
921 => 1.2116652740947
922 => 1.1494940451382
923 => 1.1283921962498
924 => 1.1568030558208
925 => 1.1457313162156
926 => 1.1362124846573
927 => 1.1309008130935
928 => 1.1517626127703
929 => 1.1507893848801
930 => 1.1166554315081
1001 => 1.0721290808122
1002 => 1.0870735856333
1003 => 1.0816441069263
1004 => 1.0619669756754
1005 => 1.0752269863126
1006 => 1.0168366102041
1007 => 0.91637900297692
1008 => 0.9827443754109
1009 => 0.98018938076383
1010 => 0.97890103660299
1011 => 1.028772779783
1012 => 1.0239787624131
1013 => 1.0152775739436
1014 => 1.0618071715256
1015 => 1.0448232424968
1016 => 1.0971637098467
1017 => 1.1316385268125
1018 => 1.1228945980865
1019 => 1.1553183300741
1020 => 1.0874178768408
1021 => 1.1099716837115
1022 => 1.1146199920494
1023 => 1.061233003514
1024 => 1.0247631229434
1025 => 1.0223309976964
1026 => 0.95909725064604
1027 => 0.99287620791538
1028 => 1.0226002924442
1029 => 1.008364762637
1030 => 1.0038582191744
1031 => 1.0268811723748
1101 => 1.0286702530167
1102 => 0.98787902478252
1103 => 0.99636081282261
1104 => 1.0317312789297
1105 => 0.99546956782798
1106 => 0.92501898647423
1107 => 0.907546268243
1108 => 0.90521508554487
1109 => 0.85782768792304
1110 => 0.90871387882427
1111 => 0.88650069283075
1112 => 0.95667188122944
1113 => 0.91659047475174
1114 => 0.91486264542818
1115 => 0.91225077798816
1116 => 0.87146248730631
1117 => 0.88039253073453
1118 => 0.91007735517397
1119 => 0.92066923495744
1120 => 0.91956441511931
1121 => 0.90993188333972
1122 => 0.91434160706187
1123 => 0.90013635050321
1124 => 0.8951201787555
1125 => 0.879287760913
1126 => 0.85601848050157
1127 => 0.85925421666157
1128 => 0.8131516834281
1129 => 0.78803257647588
1130 => 0.78107993873602
1201 => 0.77178258097953
1202 => 0.78213010003394
1203 => 0.81302108074393
1204 => 0.77576000412053
1205 => 0.71187850181033
1206 => 0.71571788894795
1207 => 0.72434385192193
1208 => 0.70826942698638
1209 => 0.69305633280911
1210 => 0.7062828839189
1211 => 0.67921544925511
1212 => 0.72761482208485
1213 => 0.72630575468748
1214 => 0.74434604788127
1215 => 0.75562701343943
1216 => 0.72962804008384
1217 => 0.72308936859361
1218 => 0.72681409304049
1219 => 0.6652526948597
1220 => 0.73931516827699
1221 => 0.73995566362262
1222 => 0.73447135361738
1223 => 0.77390733428976
1224 => 0.8571295538993
1225 => 0.82581800727617
1226 => 0.81369323002718
1227 => 0.7906440196137
1228 => 0.82135572396297
1229 => 0.81899754424617
1230 => 0.80833296125368
1231 => 0.80188298818431
]
'min_raw' => 0.60235947999066
'max_raw' => 1.545585452053
'avg_raw' => 1.0739724660218
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$0.602359'
'max' => '$1.54'
'avg' => '$1.07'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.37041239670329
'max_diff' => 0.89838116267448
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.018907375776146
]
1 => [
'year' => 2028
'avg' => 0.032450545682274
]
2 => [
'year' => 2029
'avg' => 0.088649042162155
]
3 => [
'year' => 2030
'avg' => 0.068392604007988
]
4 => [
'year' => 2031
'avg' => 0.067170012937949
]
5 => [
'year' => 2032
'avg' => 0.11777017186127
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.018907375776146
'min' => '$0.0189073'
'max_raw' => 0.11777017186127
'max' => '$0.11777'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.11777017186127
]
1 => [
'year' => 2033
'avg' => 0.30291699219116
]
2 => [
'year' => 2034
'avg' => 0.1920033471602
]
3 => [
'year' => 2035
'avg' => 0.22646838828084
]
4 => [
'year' => 2036
'avg' => 0.43957568633293
]
5 => [
'year' => 2037
'avg' => 1.0739724660218
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.11777017186127
'min' => '$0.11777'
'max_raw' => 1.0739724660218
'max' => '$1.07'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 1.0739724660218
]
]
]
]
'prediction_2025_max_price' => '$0.032328'
'last_price' => 0.03134624
'sma_50day_nextmonth' => '$0.028741'
'sma_200day_nextmonth' => '$0.0538073'
'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' => '$0.030528'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.029217'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.027699'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.0286058'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.033617'
'daily_sma50_action' => 'SELL'
'daily_sma100' => '$0.048052'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.059123'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.030443'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.0296028'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.028789'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.029391'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$0.035289'
'daily_ema50_action' => 'SELL'
'daily_ema100' => '$0.045347'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.060467'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.058316'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.077777'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '$0.143571'
'weekly_sma100_action' => 'SELL'
'weekly_sma200' => '$0.278635'
'weekly_sma200_action' => 'SELL'
'weekly_ema3' => '$0.030644'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$0.031985'
'weekly_ema5_action' => 'SELL'
'weekly_ema10' => '$0.0382024'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.050487'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.079747'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.180423'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$0.478993'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '52.64'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 113.57
'stoch_rsi_14_action' => 'SELL'
'momentum_10' => 0
'momentum_10_action' => 'BUY'
'vwma_10' => '0.027729'
'vwma_10_action' => 'BUY'
'hma_9' => '0.031276'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 88.98
'stochastic_fast_14_action' => 'SELL'
'cci_20' => 103.91
'cci_20_action' => 'SELL'
'adx_14' => 20.51
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '-0.000863'
'ao_5_34_action' => 'NEUTRAL'
'macd_12_26' => 0
'macd_12_26_action' => 'BUY'
'williams_percent_r_14' => -11.02
'williams_percent_r_14_action' => 'SELL'
'ultimate_oscillator' => 77.46
'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' => 1767689847
'last_updated_date' => '6 Ocak 2026'
]
Octopus Network için 2026 fiyat tahmini
Octopus Network için 2026 fiyat tahmini, ortalama fiyatın alt sınırda $0.01083 ile üst sınırda $0.032328 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 $0.0189073 ve üst sınırda $0.11777 fiyat aralığında bulunuyor. Piyasadaki fiyat dalgalanmaları göz önüne alındığında, Octopus Network üst fiyat hedefine ulaşırsa, bugünün fiyatına kıyasla 2032 yılına kadar 275.71% artış gösterebilir.
| Octopus Network Fiyat Tahmini | Potansiyel Düşük ($) | Ortalama Fiyat ($) | Potansiyel Yüksek ($) |
|---|---|---|---|
| 2027 | $0.010425 | $0.0189073 | $0.027388 |
| 2028 | $0.018815 | $0.03245 | $0.046085 |
| 2029 | $0.041332 | $0.088649 | $0.135965 |
| 2030 | $0.035151 | $0.068392 | $0.101633 |
| 2031 | $0.04156 | $0.06717 | $0.092779 |
| 2032 | $0.063438 | $0.11777 | $0.172102 |
Octopus Network fiyat tahmini 2032-2037
Octopus Network için 2032-2037 fiyat tahmini, şu anda alt sınırda $0.11777 ve üst sınırda $1.07 olarak tahmin edilmektedir. Mevcut fiyata kıyasla, Octopus Network üst fiyat hedefine ulaşırsa, 2037 yılına kadar potansiyel olarak 3326.16% artış gösterebilir. Lütfen bu bilgilerin sadece genel amaçlar için olduğunu ve uzun vadeli yatırım tavsiyesi olarak değerlendirilmemesi gerektiğini unutmayın.
| Octopus Network Fiyat Tahmini | Potansiyel Düşük ($) | Ortalama Fiyat ($) | Potansiyel Yüksek ($) |
|---|---|---|---|
| 2032 | $0.063438 | $0.11777 | $0.172102 |
| 2033 | $0.147416 | $0.302916 | $0.458417 |
| 2034 | $0.118516 | $0.1920033 | $0.26549 |
| 2035 | $0.140122 | $0.226468 | $0.312814 |
| 2036 | $0.231947 | $0.439575 | $0.6472042 |
| 2037 | $0.602359 | $1.07 | $1.54 |
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 $0.0538073 seviyesine ulaşması bekleniyor. Octopus Network için kısa vadeli 50 günlük SMA'nın 4 Şub 2026 tarihinde $0.028741 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 52.64 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 | $0.030528 | BUY |
| SMA 5 | $0.029217 | BUY |
| SMA 10 | $0.027699 | BUY |
| SMA 21 | $0.0286058 | BUY |
| SMA 50 | $0.033617 | SELL |
| SMA 100 | $0.048052 | SELL |
| SMA 200 | $0.059123 | SELL |
Günlük Üstel Hareketli Ortalama (EMA)
| Dönem | Değer | İşlem |
|---|---|---|
| EMA 3 | $0.030443 | BUY |
| EMA 5 | $0.0296028 | BUY |
| EMA 10 | $0.028789 | BUY |
| EMA 21 | $0.029391 | BUY |
| EMA 50 | $0.035289 | SELL |
| EMA 100 | $0.045347 | SELL |
| EMA 200 | $0.060467 | SELL |
Haftalık Basit Hareketli Ortalama (SMA)
| Dönem | Değer | İşlem |
|---|---|---|
| SMA 21 | $0.058316 | SELL |
| SMA 50 | $0.077777 | SELL |
| SMA 100 | $0.143571 | SELL |
| SMA 200 | $0.278635 | SELL |
Haftalık Üstel Hareketli Ortalama (EMA)
| Dönem | Değer | İşlem |
|---|---|---|
| EMA 21 | $0.050487 | SELL |
| EMA 50 | $0.079747 | SELL |
| EMA 100 | $0.180423 | SELL |
| EMA 200 | $0.478993 | 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) | 52.64 | NEUTRAL |
| Stoch RSI (14) | 113.57 | SELL |
| Hızlı Stokastik (14) | 88.98 | SELL |
| Emtia Kanal Endeksi (20) | 103.91 | SELL |
| Ortalama Yön Endeksi (14) | 20.51 | NEUTRAL |
| Harika Osilatör (5, 34) | -0.000863 | NEUTRAL |
| Momentum (10) | 0 | BUY |
| MACD (12, 26) | 0 | BUY |
| Williams Yüzde Aralığı (14) | -11.02 | SELL |
| Ultimate Osilatör (7, 14, 28) | 77.46 | SELL |
| VWMA (10) | 0.027729 | BUY |
| Hull Hareketli Ortalaması (9) | 0.031276 | 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 | $0.044046 | $0.061892 | $0.086969 | $0.1222073 | $0.171721 | $0.241297 |
| Amazon.com hisseleri | $0.0654057 | $0.136473 | $0.284759 | $0.594166 | $1.23 | $2.58 |
| Apple hisseleri | $0.044462 | $0.063066 | $0.089454 | $0.126884 | $0.179976 | $0.255282 |
| Netflix hisseleri | $0.049459 | $0.078039 | $0.123133 | $0.194285 | $0.306552 | $0.483691 |
| Google hisseleri | $0.040593 | $0.052568 | $0.068075 | $0.088157 | $0.114163 | $0.147841 |
| Tesla hisseleri | $0.071059 | $0.161086 | $0.365171 | $0.827815 | $1.87 | $4.25 |
| Kodak hisseleri | $0.0235063 | $0.017627 | $0.013218 | $0.009912 | $0.007433 | $0.005574 |
| Nokia hisseleri | $0.020765 | $0.013756 | $0.009112 | $0.006036 | $0.003999 | $0.002649 |
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 $0.03134 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 | $0.032161 | $0.032996 | $0.033854 | $0.034734 |
| Octopus Network, Bitcoin'in geçmiş yıllık ortama büyümesine göre %2 oranında büyüme gösterirse | $0.032975 | $0.03469 | $0.036493 | $0.03839 |
| Octopus Network, Bitcoin'in geçmiş yıllık ortama büyümesine göre %5 oranında büyüme gösterirse | $0.03542 | $0.040023 | $0.045225 | $0.051103 |
| Octopus Network, Bitcoin'in geçmiş yıllık ortama büyümesine göre %10 oranında büyüme gösterirse | $0.039494 | $0.049759 | $0.062694 | $0.07899 |
| Octopus Network, Bitcoin'in geçmiş yıllık ortama büyümesine göre %20 oranında büyüme gösterirse | $0.047642 | $0.0724094 | $0.110052 | $0.167264 |
| Octopus Network, Bitcoin'in geçmiş yıllık ortama büyümesine göre %50 oranında büyüme gösterirse | $0.072085 | $0.165772 | $0.38122 | $0.876678 |
| Octopus Network, Bitcoin'in geçmiş yıllık ortama büyümesine göre %100 oranında büyüme gösterirse | $0.112825 | $0.406094 | $1.46 | $5.26 |
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 3.7056% 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 $0.032328 seviyesine kadar yükselebilir gibi görünmektedir. Octopus Network'ın uzun vadeli beş yıllık görünümüne bakıldığında, dijital para birimi $0.101633 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 $0.031614 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 $0.027704 seviyesine ulaşacaktır 5 Şubat 2026 itibariyle.
2026 yılında Octopus Network fiyatı ne kadar yükselebilir?
Son Octopus Network değer tahminimize göre, OCT fiyatı $0.01083 ve $0.032328 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 $0.101633 seviyesine kadar artış gösteren bir eğilimde görünmektedir. Octopus Network'ın 2030 tahminine dayanarak, Octopus Network değeri yaklaşık olarak $0.101633 seviyesine ulaşabilirken, en düşük zirve yaklaşık $0.035151 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 $0.032328 seviyesine ulaşacaktır. Fiyat, 2026 yılı boyunca $0.032328 ve $0.01083 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 $0.027388 seviyesine ulaşacaktır. Fiyat, 2027 yılı boyunca $0.027388 ve $0.010425 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 $0.046085 seviyesine ulaşacaktır. Fiyat, yıl boyunca $0.046085 ve $0.018815 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 $0.135965 seviyesine ulaşacaktır. Fiyat aralığı $0.135965 ve $0.041332 arasında olacaktır.
2030 yılında Octopus Network ne kadar olacak?
Yeni deneysel simülasyona göre, OCT'ın değeri 224.23% oranında artacaktır, $0.101633 seviyesine ulaşacaktır. Fiyat 2030 yılı boyunca $0.101633 ve $0.035151 arasında olacaktır.
2031 yılında Octopus Network ne kadar olacak?
Octopus Network'ın değeri 2031 yılında 195.98% oranında artacaktır, ve en iyi durumda $0.092779 seviyesine ulaşacaktır. Yıl boyunca fiyat $0.092779 ve $0.04156 arasında olacaktır.
2032 yılında Octopus Network ne kadar olacak?
Octopus Network fiyatı 449.04% oranında artacaktır, 2032 yılında $0.172102 seviyesine ulaşabilir. Fiyat $0.172102 ve $0.063438 arasında olacaktır.
2033 yılında Octopus Network ne kadar olacak?
OCT'ın değeri 1362.43% oranında artacaktır, ve 2033 yılı için $0.458417 seviyesine ulaşacaktır. Fiyat aralığı $0.458417 ve $0.147416 arasında olacaktır.
2034 yılında Octopus Network ne kadar olacak?
Yeni simülasyon sonuçlarına göre, OCT'ın değeri 746.96% oranında artacaktır, ve $0.26549 seviyesine ulaşacaktır. Yıl boyunca fiyat aralığı $0.26549 ve $0.118516 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 $0.312814 seviyesine ulaşacaktır. Yıl boyunca fiyat $0.312814 ve $0.140122 arasında olacaktır.
2036 yılında Octopus Network ne kadar olacak?
OCT'ın değeri 2036 yılında 1964.7% oranında artacaktır, ve $0.6472042 seviyesine ulaşacaktır. Fiyat $0.6472042 ve $0.231947 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 $1.54 seviyesine ulaşacaktır. Fiyat 2037 yılı boyunca $1.54 ve $0.602359 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


