Omnity Convertible Token Geleceği Fiyat Tahmini - OCT
2026 yılına kadar Omnity Convertible Token fiyat tahmini $0.031863 olacak
| Yıl | Min. fiyat | Max. fiyat |
|---|---|---|
| 2026 | $0.010674 | $0.031863 |
| 2027 | $0.010276 | $0.026995 |
| 2028 | $0.018545 | $0.045423 |
| 2029 | $0.040738 | $0.134011 |
| 2030 | $0.034646 | $0.100172 |
| 2031 | $0.040962 | $0.091446 |
| 2032 | $0.062526 | $0.169628 |
| 2033 | $0.145298 | $0.451828 |
| 2034 | $0.116812 | $0.261674 |
| 2035 | $0.1381088 | $0.308318 |
Yatırım Kârı Hesaplayıcı
Bugün Omnity Convertible Token’de $10,000.00 tutarında short açıp Apr 06, 2026 tarihinde kapatırsanız, tahminimize göre yaklaşık $3,954.50 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' => 0.03089
'ticker' => 'OCT'
'marketcap' => '$3.17M'
'low24h' => '$0.03003'
'high24h' => '$0.03238'
'volume24h' => '$70.35K'
'current_supply' => '100M'
'max_supply' => '100M'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.03089'
'change_24h_pct' => '-1.6698%'
'ath_price' => '$7.02'
'ath_days' => 1451
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '16 Oca 2022'
'ath_pct' => '-99.56%'
'fdv' => '$3.17M'
'new_prediction' => true
'change_24h_pct_is_increased' => false
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$1.52'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.03116'
'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' => '$0.027306'
'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' => '$0.010674'
'current_year_max_price_prediction' => '$0.031863'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.034646'
'grand_prediction_max_price' => '$0.100172'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.031481187832346
107 => 0.031598727160041
108 => 0.031863549267044
109 => 0.029600673357548
110 => 0.030616638206366
111 => 0.031213422372013
112 => 0.028517129800424
113 => 0.031160125337114
114 => 0.029561281722408
115 => 0.029018610185752
116 => 0.029749245918321
117 => 0.029464516462772
118 => 0.029219722796766
119 => 0.029083123725046
120 => 0.029619621969721
121 => 0.029594593685353
122 => 0.028716778427241
123 => 0.027571704207362
124 => 0.027956028701333
125 => 0.027816400009612
126 => 0.027310367618355
127 => 0.027651372351478
128 => 0.026149760085349
129 => 0.023566314228486
130 => 0.025273017694616
131 => 0.025207311467706
201 => 0.025174179408558
202 => 0.026456719893536
203 => 0.026333433219149
204 => 0.026109666697909
205 => 0.027306257970713
206 => 0.026869486059715
207 => 0.028215514173004
208 => 0.029102095344056
209 => 0.02887722968118
210 => 0.029711063557773
211 => 0.027964882761448
212 => 0.028544893977374
213 => 0.028664433485115
214 => 0.027291492220148
215 => 0.02635360444379
216 => 0.026291058021811
217 => 0.024664889866503
218 => 0.025533575769098
219 => 0.026297983414716
220 => 0.025931891472894
221 => 0.025815997700799
222 => 0.02640807384814
223 => 0.026454083235578
224 => 0.025405064326143
225 => 0.025623188575523
226 => 0.026532802955577
227 => 0.025600268626975
228 => 0.023788506755121
301 => 0.023339164761333
302 => 0.023279214256346
303 => 0.022060563131431
304 => 0.02336919194197
305 => 0.022797940397098
306 => 0.024602517182705
307 => 0.023571752600906
308 => 0.023527318399947
309 => 0.023460149588119
310 => 0.02241120622306
311 => 0.02264085815618
312 => 0.023404256158845
313 => 0.02367664516649
314 => 0.023648232761376
315 => 0.023400515092162
316 => 0.023513918972608
317 => 0.023148605561159
318 => 0.023019605792236
319 => 0.022612447037331
320 => 0.022014036148097
321 => 0.022097248852512
322 => 0.020911640298214
323 => 0.020265657832823
324 => 0.020086858400315
325 => 0.019847760326623
326 => 0.020113865163954
327 => 0.020908281618143
328 => 0.019950046829539
329 => 0.018307220496832
330 => 0.018405957158668
331 => 0.018627789122634
401 => 0.018214406725348
402 => 0.017823174978872
403 => 0.018163319240798
404 => 0.017467232066633
405 => 0.018711907932036
406 => 0.018678242938041
407 => 0.019142181130424
408 => 0.019432291203091
409 => 0.018763681409845
410 => 0.018595527854956
411 => 0.018691315761974
412 => 0.017108155029176
413 => 0.019012803122837
414 => 0.019029274598643
415 => 0.018888235822667
416 => 0.019902402133129
417 => 0.022042609374608
418 => 0.021237377320727
419 => 0.020925567131196
420 => 0.020332815732967
421 => 0.021122621777012
422 => 0.021061976995723
423 => 0.020787718295884
424 => 0.020621845778481
425 => 0.020927470977724
426 => 0.020583975434091
427 => 0.020522274195828
428 => 0.020148431823565
429 => 0.020014987105411
430 => 0.019916189948678
501 => 0.019807423986722
502 => 0.020047334596007
503 => 0.019503665592498
504 => 0.018848054070795
505 => 0.01879354706658
506 => 0.018944045697521
507 => 0.018877461256635
508 => 0.018793228285894
509 => 0.018632404605264
510 => 0.018584691654676
511 => 0.018739735597056
512 => 0.018564700025732
513 => 0.018822974545901
514 => 0.018752738167396
515 => 0.018360403466556
516 => 0.017871409168398
517 => 0.017867056093444
518 => 0.017761703074018
519 => 0.017627520163845
520 => 0.017590193547924
521 => 0.018134673239798
522 => 0.019261729907071
523 => 0.019040461715105
524 => 0.019200350660277
525 => 0.019986846022617
526 => 0.020236849247564
527 => 0.020059402880147
528 => 0.019816503348012
529 => 0.01982718969469
530 => 0.020657250926684
531 => 0.02070902082755
601 => 0.020839826665434
602 => 0.021007949132841
603 => 0.020088034863329
604 => 0.019783861815322
605 => 0.019639727750299
606 => 0.019195850616929
607 => 0.019674534050119
608 => 0.019395625712868
609 => 0.019433259976429
610 => 0.019408750612913
611 => 0.019422134382709
612 => 0.018711560019765
613 => 0.018970455970933
614 => 0.018539991238421
615 => 0.017963647283522
616 => 0.017961715176493
617 => 0.018102774542949
618 => 0.018018866912128
619 => 0.01779307363505
620 => 0.017825146504345
621 => 0.017544154420664
622 => 0.017859264030829
623 => 0.017868300246932
624 => 0.017746965882882
625 => 0.018232435714089
626 => 0.018431333100039
627 => 0.018351468222388
628 => 0.01842572956732
629 => 0.019049656407447
630 => 0.019151383706224
701 => 0.019196564252613
702 => 0.019136028305728
703 => 0.018437133804599
704 => 0.018468132747653
705 => 0.018240683071645
706 => 0.018048512063474
707 => 0.018056197895997
708 => 0.018154998774679
709 => 0.018586468006478
710 => 0.019494469568299
711 => 0.01952892756383
712 => 0.019570691659623
713 => 0.019400816093077
714 => 0.019349579996717
715 => 0.019417173632975
716 => 0.019758171279141
717 => 0.020635309805037
718 => 0.020325270467873
719 => 0.020073203660709
720 => 0.020294334207315
721 => 0.020260292892944
722 => 0.01997294994168
723 => 0.019964885182064
724 => 0.01941338218949
725 => 0.019209504090251
726 => 0.019039128290516
727 => 0.018853082364978
728 => 0.018742788104003
729 => 0.018912250216705
730 => 0.018951008206897
731 => 0.018580476335782
801 => 0.018529974210912
802 => 0.01883255853535
803 => 0.018699402455645
804 => 0.018836356785734
805 => 0.018868131365086
806 => 0.01886301492598
807 => 0.01872398468589
808 => 0.018812598414982
809 => 0.018603000528655
810 => 0.01837509430786
811 => 0.018229704338052
812 => 0.018102832306213
813 => 0.018173228283323
814 => 0.017922279478724
815 => 0.017841995905531
816 => 0.018782578077438
817 => 0.019477396240787
818 => 0.019467293309514
819 => 0.019405794313651
820 => 0.019314419280414
821 => 0.01975148662632
822 => 0.019599221102444
823 => 0.019710006993274
824 => 0.019738206652159
825 => 0.019823558526412
826 => 0.019854064485215
827 => 0.01976185428996
828 => 0.019452385612155
829 => 0.018681219090464
830 => 0.018322238992893
831 => 0.018203769581408
901 => 0.01820807571951
902 => 0.018089293207209
903 => 0.01812427998054
904 => 0.018077126235245
905 => 0.017987828449371
906 => 0.01816771439668
907 => 0.018188444576354
908 => 0.018146457046775
909 => 0.018156346629961
910 => 0.017808707818157
911 => 0.017835138041987
912 => 0.017687971197113
913 => 0.017660379187822
914 => 0.017288354219263
915 => 0.01662925806158
916 => 0.016994461312949
917 => 0.016553347140644
918 => 0.016386290519622
919 => 0.017177110580906
920 => 0.017097734180687
921 => 0.016961876287604
922 => 0.016760914148469
923 => 0.01668637533623
924 => 0.016233501109184
925 => 0.01620674288386
926 => 0.016431199579417
927 => 0.016327620537501
928 => 0.0161821563342
929 => 0.015655299735314
930 => 0.01506293848194
1001 => 0.01508081814473
1002 => 0.015269237238155
1003 => 0.015817091164065
1004 => 0.015603035157243
1005 => 0.015447735068283
1006 => 0.015418652029925
1007 => 0.015782687144447
1008 => 0.016297873099209
1009 => 0.016539586822548
1010 => 0.016300055863674
1011 => 0.016024895595383
1012 => 0.016041643325944
1013 => 0.016153058474251
1014 => 0.016164766631012
1015 => 0.015985665583287
1016 => 0.016036081479132
1017 => 0.015959495123218
1018 => 0.015489484798344
1019 => 0.015480983801986
1020 => 0.015365635688322
1021 => 0.015362142993282
1022 => 0.015165907077004
1023 => 0.015138452315802
1024 => 0.014748813993362
1025 => 0.015005275117125
1026 => 0.014833254460118
1027 => 0.014573978754438
1028 => 0.014529279525052
1029 => 0.01452793581224
1030 => 0.014794153988987
1031 => 0.01500216420273
1101 => 0.014836246833095
1102 => 0.014798470664203
1103 => 0.015201821317461
1104 => 0.015150491270211
1105 => 0.015106039780335
1106 => 0.016251743847569
1107 => 0.015344829677951
1108 => 0.014949363335146
1109 => 0.014459898638903
1110 => 0.014619270812095
1111 => 0.014652852870651
1112 => 0.01347577850883
1113 => 0.012998239586834
1114 => 0.01283436622448
1115 => 0.012740054787616
1116 => 0.012783033693684
1117 => 0.012353192654159
1118 => 0.012642052941634
1119 => 0.012269846934964
1120 => 0.012207445386683
1121 => 0.012872995834085
1122 => 0.012965603290752
1123 => 0.01257051110973
1124 => 0.01282422424956
1125 => 0.012732224338181
1126 => 0.012276227338653
1127 => 0.012258811607357
1128 => 0.012030008342064
1129 => 0.011671975536921
1130 => 0.011508344937668
1201 => 0.011423124700871
1202 => 0.011458288231483
1203 => 0.011440508474384
1204 => 0.011324483532621
1205 => 0.011447158888232
1206 => 0.011133774047604
1207 => 0.011008981678953
1208 => 0.010952615861194
1209 => 0.010674468777378
1210 => 0.011117124480298
1211 => 0.011204333230203
1212 => 0.011291713808286
1213 => 0.012052302083239
1214 => 0.012014305242422
1215 => 0.012357778178191
1216 => 0.012344431451513
1217 => 0.012246467406339
1218 => 0.011833173214054
1219 => 0.011997904912838
1220 => 0.011490886348969
1221 => 0.011870779130931
1222 => 0.011697411929945
1223 => 0.011812163505886
1224 => 0.011605829825612
1225 => 0.011720023403585
1226 => 0.011225013660037
1227 => 0.010762780526488
1228 => 0.010948796632854
1229 => 0.011151017413997
1230 => 0.011589483592411
1231 => 0.011328336753815
]
'min_raw' => 0.010674468777378
'max_raw' => 0.031863549267044
'avg_raw' => 0.021269009022211
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.010674'
'max' => '$0.031863'
'avg' => '$0.021269'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.020221261222622
'max_diff' => 0.00096781926704406
'year' => 2026
]
1 => [
'items' => [
101 => 0.011422255032029
102 => 0.011107644521741
103 => 0.010458513174967
104 => 0.010462187187894
105 => 0.010362332472288
106 => 0.010276043418977
107 => 0.011358332609669
108 => 0.011223732840346
109 => 0.011009265723913
110 => 0.011296338481843
111 => 0.011372245075498
112 => 0.011374406029507
113 => 0.011583846903273
114 => 0.011695625535146
115 => 0.01171532700349
116 => 0.01204488674363
117 => 0.012155350821527
118 => 0.012610336724922
119 => 0.011686141899185
120 => 0.011667108714932
121 => 0.01130037818426
122 => 0.011067791883928
123 => 0.01131630356723
124 => 0.011536450993409
125 => 0.01130721877845
126 => 0.011337151666368
127 => 0.011029426146746
128 => 0.011139423540179
129 => 0.011234168113653
130 => 0.011181855729009
131 => 0.01110354155725
201 => 0.01151840141499
202 => 0.011494993395968
203 => 0.011881320433082
204 => 0.012182489985025
205 => 0.012722239662603
206 => 0.012158982736263
207 => 0.012138455415124
208 => 0.012339113271947
209 => 0.012155320101854
210 => 0.012271471041028
211 => 0.012703525950615
212 => 0.012712654590032
213 => 0.01255973811822
214 => 0.012550433137013
215 => 0.012579802418147
216 => 0.012751819215084
217 => 0.012691711260692
218 => 0.012761269707262
219 => 0.012848253609814
220 => 0.013208055911179
221 => 0.013294803027933
222 => 0.013084052507444
223 => 0.013103080919771
224 => 0.013024254439876
225 => 0.012948109047991
226 => 0.013119272768807
227 => 0.01343207783283
228 => 0.013430131888761
301 => 0.013502696583553
302 => 0.013547903787249
303 => 0.013353841375287
304 => 0.013227513880972
305 => 0.01327595588072
306 => 0.013353415693246
307 => 0.013250836707495
308 => 0.012617671688233
309 => 0.012809733508339
310 => 0.01277776503013
311 => 0.012732238029661
312 => 0.012925357674948
313 => 0.012906730814041
314 => 0.012348784013016
315 => 0.012384501956964
316 => 0.012350956139489
317 => 0.012459349538578
318 => 0.012149466502587
319 => 0.012244784437364
320 => 0.012304566952506
321 => 0.012339779313195
322 => 0.012466990505348
323 => 0.012452063740215
324 => 0.012466062636669
325 => 0.012654683252121
326 => 0.013608661598301
327 => 0.013660584534849
328 => 0.013404897005365
329 => 0.01350703913018
330 => 0.013310948586562
331 => 0.013442585482185
401 => 0.013532648102956
402 => 0.013125672437738
403 => 0.013101573980094
404 => 0.012904674101049
405 => 0.013010476943069
406 => 0.012842137013922
407 => 0.012883441744254
408 => 0.012767950117364
409 => 0.012975812051612
410 => 0.01320823399258
411 => 0.013266952953489
412 => 0.01311248864744
413 => 0.013000646310166
414 => 0.012804288009069
415 => 0.013130836239923
416 => 0.013226328894002
417 => 0.013130334657664
418 => 0.013108090695588
419 => 0.01306593842765
420 => 0.013117033498498
421 => 0.013225808820499
422 => 0.013174512387408
423 => 0.013208394585192
424 => 0.013079270586412
425 => 0.01335390561802
426 => 0.013790092142734
427 => 0.013791494553734
428 => 0.013740197844137
429 => 0.013719208335772
430 => 0.013771841872764
501 => 0.013800393407442
502 => 0.013970600614734
503 => 0.014153239729513
504 => 0.015005536786497
505 => 0.014766215183418
506 => 0.015522423835753
507 => 0.016120486698346
508 => 0.016299819600718
509 => 0.016134841768801
510 => 0.015570461517739
511 => 0.015542770330104
512 => 0.016386192700386
513 => 0.01614788724959
514 => 0.016119541574499
515 => 0.015817991482309
516 => 0.015996244934499
517 => 0.015957258289684
518 => 0.015895715963553
519 => 0.016235811133088
520 => 0.016872438929953
521 => 0.016773214517554
522 => 0.016699148096586
523 => 0.016374610600316
524 => 0.016570054661145
525 => 0.016500460774568
526 => 0.016799480276673
527 => 0.016622347747719
528 => 0.01614608185142
529 => 0.016221928765198
530 => 0.016210464656764
531 => 0.016446395195997
601 => 0.016375574704275
602 => 0.016196635819127
603 => 0.016870263005354
604 => 0.016826521402791
605 => 0.016888536994502
606 => 0.016915838175869
607 => 0.017325863173483
608 => 0.017493837295669
609 => 0.017531970362206
610 => 0.017691532786698
611 => 0.017528000303726
612 => 0.018182246832295
613 => 0.01861728259745
614 => 0.019122599025414
615 => 0.019861002142919
616 => 0.020138648545712
617 => 0.020088494208164
618 => 0.020648343024579
619 => 0.021654378902936
620 => 0.020291842822847
621 => 0.021726596623677
622 => 0.021272370135363
623 => 0.020195407302757
624 => 0.020126063592895
625 => 0.020855395326931
626 => 0.022472982917446
627 => 0.022067795572548
628 => 0.022473645658788
629 => 0.022000199975193
630 => 0.021976689406489
701 => 0.022450651458686
702 => 0.02355808962797
703 => 0.023031987265442
704 => 0.022277690523167
705 => 0.022834651499506
706 => 0.022352160357496
707 => 0.02126497277378
708 => 0.022067485733422
709 => 0.021530868171563
710 => 0.021687481704272
711 => 0.022815372003462
712 => 0.022679661258636
713 => 0.022855283528918
714 => 0.022545314818706
715 => 0.022255755165788
716 => 0.021715270570636
717 => 0.02155525972758
718 => 0.021599480968014
719 => 0.02155523781373
720 => 0.021252841650052
721 => 0.021187539227297
722 => 0.021078698995074
723 => 0.021112433134159
724 => 0.020907781655247
725 => 0.021294001279107
726 => 0.021365687044651
727 => 0.021646745478852
728 => 0.021675925897867
729 => 0.022458669636502
730 => 0.022027547538736
731 => 0.022316781463208
801 => 0.022290909658628
802 => 0.020218748352977
803 => 0.020504273898061
804 => 0.020948462043361
805 => 0.020748355885987
806 => 0.020465452597088
807 => 0.020236993022988
808 => 0.019890853407035
809 => 0.020378038269466
810 => 0.021018634557229
811 => 0.021692172476869
812 => 0.022501384155365
813 => 0.022320777528987
814 => 0.021677044827416
815 => 0.021705922206161
816 => 0.021884430798736
817 => 0.021653245952136
818 => 0.021585065027609
819 => 0.021875063786695
820 => 0.021877060848769
821 => 0.021611054743133
822 => 0.021315437635323
823 => 0.021314198988847
824 => 0.021261596779835
825 => 0.02200955779132
826 => 0.022420860720249
827 => 0.022468015938203
828 => 0.022417686798367
829 => 0.022437056486798
830 => 0.022197728374896
831 => 0.022744761468157
901 => 0.0232467731305
902 => 0.023112223281077
903 => 0.022910513929404
904 => 0.022749842715158
905 => 0.023074374249205
906 => 0.023059923370854
907 => 0.023242388496575
908 => 0.023234110824502
909 => 0.023172754665583
910 => 0.023112225472299
911 => 0.023352216881761
912 => 0.02328310320998
913 => 0.023213882185577
914 => 0.023075048823928
915 => 0.023093918583554
916 => 0.022892244059845
917 => 0.022798940197179
918 => 0.021395873969948
919 => 0.021020928827521
920 => 0.021138894202041
921 => 0.021177731466302
922 => 0.021014554859812
923 => 0.021248508196888
924 => 0.021212046817122
925 => 0.021353896716596
926 => 0.021265275057811
927 => 0.0212689121216
928 => 0.021529529523954
929 => 0.021605187864604
930 => 0.021566707421912
1001 => 0.021593657804941
1002 => 0.022214718006797
1003 => 0.02212642310648
1004 => 0.02207951820047
1005 => 0.022092511179989
1006 => 0.022251205377244
1007 => 0.022295631088093
1008 => 0.022107396229485
1009 => 0.022196168876977
1010 => 0.022574151543075
1011 => 0.022706424084243
1012 => 0.023128574541229
1013 => 0.022949237523975
1014 => 0.023278418380669
1015 => 0.024290208108122
1016 => 0.025098495752935
1017 => 0.024355161030865
1018 => 0.025839478355753
1019 => 0.026995232305853
1020 => 0.026950872544239
1021 => 0.026749340109969
1022 => 0.025433544965089
1023 => 0.02422273065537
1024 => 0.025235628239341
1025 => 0.025238210323587
1026 => 0.025151201522829
1027 => 0.024610797334008
1028 => 0.025132396628452
1029 => 0.025173799286275
1030 => 0.02515062480775
1031 => 0.024736298183225
1101 => 0.024103698007936
1102 => 0.024227306567957
1103 => 0.024429779910817
1104 => 0.024046455632419
1105 => 0.023923960299034
1106 => 0.024151702429487
1107 => 0.024885535025767
1108 => 0.024746808224244
1109 => 0.024743185506817
1110 => 0.025336717593055
1111 => 0.02491187671155
1112 => 0.024228865667748
1113 => 0.02405639637138
1114 => 0.02344424655851
1115 => 0.023867060614662
1116 => 0.023882276939821
1117 => 0.023650706002322
1118 => 0.024247656373066
1119 => 0.024242155370309
1120 => 0.024808870902993
1121 => 0.025892218152852
1122 => 0.025571819062788
1123 => 0.025199229780366
1124 => 0.025239740566145
1125 => 0.025684043897007
1126 => 0.02541540796071
1127 => 0.025512011316398
1128 => 0.025683897676258
1129 => 0.02578760098486
1130 => 0.025224819255941
1201 => 0.025093607913968
1202 => 0.024825195557214
1203 => 0.024755171783491
1204 => 0.024973788047459
1205 => 0.02491619038573
1206 => 0.023880998066612
1207 => 0.023772814709509
1208 => 0.023776132538621
1209 => 0.023504100343346
1210 => 0.023089185950343
1211 => 0.024179556201902
1212 => 0.02409198421098
1213 => 0.023995311510536
1214 => 0.024007153364734
1215 => 0.024480446134858
1216 => 0.024205912426328
1217 => 0.024935805285646
1218 => 0.024785761256358
1219 => 0.024631869163887
1220 => 0.024610596589039
1221 => 0.024551361262894
1222 => 0.024348221289048
1223 => 0.02410291756381
1224 => 0.023940946796563
1225 => 0.02208425790617
1226 => 0.022428848564364
1227 => 0.02282526870619
1228 => 0.022962111350594
1229 => 0.022728032538118
1230 => 0.024357464147292
1231 => 0.024655177003882
]
'min_raw' => 0.010276043418977
'max_raw' => 0.026995232305853
'avg_raw' => 0.018635637862415
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.010276'
'max' => '$0.026995'
'avg' => '$0.018635'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.00039842535840071
'max_diff' => -0.0048683169611908
'year' => 2027
]
2 => [
'items' => [
101 => 0.023753385341942
102 => 0.023584696941904
103 => 0.024368523330715
104 => 0.023895780199383
105 => 0.024108656402476
106 => 0.023648534488448
107 => 0.02458346669478
108 => 0.024576344077807
109 => 0.024212634333143
110 => 0.024520039318756
111 => 0.024466620137641
112 => 0.024055992731692
113 => 0.024596484315971
114 => 0.024596752393054
115 => 0.024246689671546
116 => 0.023837893051408
117 => 0.023764809871072
118 => 0.023709751512033
119 => 0.024095115421291
120 => 0.024440631497329
121 => 0.025083551254138
122 => 0.025245196556396
123 => 0.025876108932447
124 => 0.025500431331075
125 => 0.025666964345924
126 => 0.025847759491076
127 => 0.025934439332183
128 => 0.025793199182595
129 => 0.026773265796497
130 => 0.026856013447176
131 => 0.026883758018684
201 => 0.026553285070759
202 => 0.026846822396673
203 => 0.026709486002812
204 => 0.027066797146488
205 => 0.027122828096195
206 => 0.027075371875152
207 => 0.027093156982977
208 => 0.02625684302361
209 => 0.02621347573291
210 => 0.025622159647002
211 => 0.025863125322797
212 => 0.025412651541684
213 => 0.025555501418069
214 => 0.025618468282456
215 => 0.025585577965838
216 => 0.025876749160565
217 => 0.025629194162702
218 => 0.024975855821533
219 => 0.024322339478769
220 => 0.024314135113428
221 => 0.0241420757959
222 => 0.024017708423563
223 => 0.024041665991645
224 => 0.0241260955864
225 => 0.024012801222032
226 => 0.02403697831884
227 => 0.024438479217005
228 => 0.024518997358759
229 => 0.024245365252611
301 => 0.023146692861503
302 => 0.022877075900914
303 => 0.023070871225448
304 => 0.022978249542338
305 => 0.018545240759513
306 => 0.019586710417289
307 => 0.018967904511607
308 => 0.019253078742836
309 => 0.018621438152146
310 => 0.018922890149143
311 => 0.018867222972562
312 => 0.020541875362938
313 => 0.020515727969272
314 => 0.020528243342931
315 => 0.019930851949556
316 => 0.020882512660146
317 => 0.021351334946795
318 => 0.021264568418837
319 => 0.021286405684612
320 => 0.020911169108267
321 => 0.020531876453216
322 => 0.020111182526044
323 => 0.020892779843389
324 => 0.020805879564012
325 => 0.021005197539171
326 => 0.021512119269199
327 => 0.021586765419555
328 => 0.021687090602618
329 => 0.021651131166123
330 => 0.022507830831907
331 => 0.022404078849694
401 => 0.022654091275344
402 => 0.022139796747293
403 => 0.021557823671518
404 => 0.02166843772709
405 => 0.021657784704036
406 => 0.021522159493593
407 => 0.021399723117818
408 => 0.021195901048388
409 => 0.021840824236056
410 => 0.021814641532405
411 => 0.022238509070456
412 => 0.022163586365876
413 => 0.021663234207994
414 => 0.021681104383198
415 => 0.021801289899558
416 => 0.022217253343936
417 => 0.022340739615179
418 => 0.022283535854262
419 => 0.022418932913317
420 => 0.022525945228211
421 => 0.022432372012477
422 => 0.023757171418821
423 => 0.023207022340615
424 => 0.02347516117342
425 => 0.023539110705078
426 => 0.023375305324449
427 => 0.023410828846077
428 => 0.023464637301762
429 => 0.023791351707908
430 => 0.024648744845211
501 => 0.02502847842925
502 => 0.026170925652555
503 => 0.024996946841242
504 => 0.024927287796986
505 => 0.025133077040504
506 => 0.025803814500905
507 => 0.026347384213394
508 => 0.026527717646315
509 => 0.026551551686456
510 => 0.026889869194957
511 => 0.027083786481581
512 => 0.026848788550791
513 => 0.026649652409755
514 => 0.025936371470252
515 => 0.026018935681199
516 => 0.026587721219635
517 => 0.027391164293978
518 => 0.028080602035768
519 => 0.027839184967924
520 => 0.029681026781683
521 => 0.029863637874268
522 => 0.029838406925796
523 => 0.030254422170879
524 => 0.029428716629421
525 => 0.029075711513156
526 => 0.026692707903738
527 => 0.027362234716531
528 => 0.028335431258855
529 => 0.028206625047179
530 => 0.027499863704525
531 => 0.028080065893913
601 => 0.027888232905501
602 => 0.027736926268383
603 => 0.028430091305256
604 => 0.027667927873563
605 => 0.028327828095599
606 => 0.027481499235045
607 => 0.027840287740755
608 => 0.027636622032266
609 => 0.027768418705989
610 => 0.026997938044456
611 => 0.027413670707058
612 => 0.02698064219889
613 => 0.026980436886995
614 => 0.026970877758676
615 => 0.027480333878194
616 => 0.027496947223962
617 => 0.027120458381892
618 => 0.027066200457889
619 => 0.027266820440658
620 => 0.027031946983292
621 => 0.027141842795718
622 => 0.027035275615498
623 => 0.027011285098582
624 => 0.026820124578148
625 => 0.026737767369877
626 => 0.026770061753324
627 => 0.026659824373724
628 => 0.026593402365054
629 => 0.026957664749334
630 => 0.026763054051716
701 => 0.026927837868814
702 => 0.026740045911855
703 => 0.026089077171975
704 => 0.025714698165801
705 => 0.024485078561002
706 => 0.024833797155585
707 => 0.025064997944569
708 => 0.024988586085189
709 => 0.025152748326601
710 => 0.025162826554953
711 => 0.025109455736834
712 => 0.025047659166677
713 => 0.02501758001389
714 => 0.025241765375381
715 => 0.025371912523459
716 => 0.025088202036811
717 => 0.025021732639321
718 => 0.025308579605407
719 => 0.025483556089014
720 => 0.026775484133172
721 => 0.026679773930788
722 => 0.026919987756593
723 => 0.026892943366189
724 => 0.027144725724696
725 => 0.027556283469691
726 => 0.026719471500761
727 => 0.026864713123786
728 => 0.026829103231939
729 => 0.027217882693709
730 => 0.027219096420752
731 => 0.026986003712447
801 => 0.027112367051116
802 => 0.027041834502068
803 => 0.027169296351244
804 => 0.026678495662683
805 => 0.02727623792269
806 => 0.027615119266454
807 => 0.02761982463424
808 => 0.027780451701656
809 => 0.027943658105042
810 => 0.02825691858406
811 => 0.027934921440305
812 => 0.027355679924479
813 => 0.027397499290983
814 => 0.027057890202191
815 => 0.027063599092329
816 => 0.027033124589358
817 => 0.027124580866786
818 => 0.026698565172546
819 => 0.026798550204476
820 => 0.026658570574263
821 => 0.026864408835408
822 => 0.026642960892699
823 => 0.026829086059771
824 => 0.026909411511733
825 => 0.027205814158753
826 => 0.026599181980737
827 => 0.025362217904373
828 => 0.025622242749964
829 => 0.025237645578824
830 => 0.025273241511277
831 => 0.025345150959884
901 => 0.025112068909641
902 => 0.025156533619568
903 => 0.025154945027236
904 => 0.025141255396746
905 => 0.025080621753422
906 => 0.024992690974601
907 => 0.025342980133757
908 => 0.02540250108773
909 => 0.025534808795325
910 => 0.025928466787954
911 => 0.025889131071395
912 => 0.025953289257125
913 => 0.02581323229791
914 => 0.025279738351922
915 => 0.025308709639906
916 => 0.024947437214513
917 => 0.025525570247157
918 => 0.025388660714044
919 => 0.025300394247396
920 => 0.025276309924189
921 => 0.025670943718839
922 => 0.025789024335325
923 => 0.025715444419226
924 => 0.025564529864638
925 => 0.02585433042333
926 => 0.025931868827131
927 => 0.025949226816236
928 => 0.026462697842492
929 => 0.025977924142653
930 => 0.02609461399044
1001 => 0.027004994872292
1002 => 0.026179405036426
1003 => 0.026616738385335
1004 => 0.026595333193679
1005 => 0.026819058136426
1006 => 0.026576981218332
1007 => 0.026579982051858
1008 => 0.026778634644578
1009 => 0.026499662905287
1010 => 0.02643058557945
1011 => 0.026335155748547
1012 => 0.026543523293092
1013 => 0.026668430212394
1014 => 0.027675088247938
1015 => 0.028325435248084
1016 => 0.028297201969639
1017 => 0.028555201284139
1018 => 0.028438970229954
1019 => 0.028063629495787
1020 => 0.028704290361084
1021 => 0.028501558456915
1022 => 0.028518271428775
1023 => 0.028517649371128
1024 => 0.02865244836427
1025 => 0.028556930923483
1026 => 0.028368656243027
1027 => 0.028493641762325
1028 => 0.028864804071499
1029 => 0.030016903267826
1030 => 0.030661633241374
1031 => 0.029978089713871
1101 => 0.03044958888613
1102 => 0.030166857395108
1103 => 0.030115476672656
1104 => 0.030411612996349
1105 => 0.030708267667476
1106 => 0.030689372047399
1107 => 0.030474015989547
1108 => 0.030352366816924
1109 => 0.031273535107487
1110 => 0.031952236212281
1111 => 0.031905953347004
1112 => 0.032110230862343
1113 => 0.032709995965443
1114 => 0.03276483096997
1115 => 0.032757923019767
1116 => 0.032622008739607
1117 => 0.03321255537295
1118 => 0.033705199764164
1119 => 0.032590548510691
1120 => 0.033014993116157
1121 => 0.033205539974302
1122 => 0.033485319294764
1123 => 0.033957353904841
1124 => 0.034470108692382
1125 => 0.034542617841411
1126 => 0.034491169130293
1127 => 0.034152993564321
1128 => 0.034714055971285
1129 => 0.035042713170753
1130 => 0.035238421011849
1201 => 0.03573470353419
1202 => 0.033206716726828
1203 => 0.031417282015481
1204 => 0.031137835945553
1205 => 0.031706100517425
1206 => 0.031855947353202
1207 => 0.031795544281592
1208 => 0.029781372825684
1209 => 0.03112723174968
1210 => 0.032575262788868
1211 => 0.032630887558375
1212 => 0.033355802173493
1213 => 0.03359186408743
1214 => 0.034175515369331
1215 => 0.034139007822737
1216 => 0.034281117621959
1217 => 0.034248449040117
1218 => 0.035329540137561
1219 => 0.036522144161623
1220 => 0.036480848076518
1221 => 0.036309397137809
1222 => 0.036564031018521
1223 => 0.037794926178568
1224 => 0.037681605076924
1225 => 0.037791686874503
1226 => 0.039242981638409
1227 => 0.04112987127576
1228 => 0.040253221598588
1229 => 0.042155299148901
1230 => 0.043352556142025
1231 => 0.045423088312949
]
'min_raw' => 0.018545240759513
'max_raw' => 0.045423088312949
'avg_raw' => 0.031984164536231
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.018545'
'max' => '$0.045423'
'avg' => '$0.031984'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.008269197340536
'max_diff' => 0.018427856007096
'year' => 2028
]
3 => [
'items' => [
101 => 0.045163847487563
102 => 0.045969890467437
103 => 0.04469975230493
104 => 0.04178325834654
105 => 0.041321712013734
106 => 0.042245739460226
107 => 0.044517370772146
108 => 0.042174197706164
109 => 0.042648218565657
110 => 0.042511700526234
111 => 0.042504426060077
112 => 0.04278206284588
113 => 0.042379336207512
114 => 0.040738555433661
115 => 0.041490515593135
116 => 0.041200147663469
117 => 0.041522332529797
118 => 0.043261031374219
119 => 0.042492311169696
120 => 0.04168252687999
121 => 0.042698176084801
122 => 0.043991446537457
123 => 0.043910515996761
124 => 0.043753476921467
125 => 0.044638697966598
126 => 0.046100823787723
127 => 0.046496030521876
128 => 0.046787764053382
129 => 0.046827989178498
130 => 0.047242332966971
131 => 0.045014301988272
201 => 0.048550244371362
202 => 0.049160803942484
203 => 0.049046044048214
204 => 0.049724655315243
205 => 0.049524990665777
206 => 0.049235707915124
207 => 0.05031145111812
208 => 0.049078198343886
209 => 0.047327751293067
210 => 0.04636742142107
211 => 0.047632061264116
212 => 0.048404332686416
213 => 0.048914754970868
214 => 0.049069208445738
215 => 0.045187257690758
216 => 0.043095101536683
217 => 0.044436149644826
218 => 0.046072320890957
219 => 0.045005212974388
220 => 0.045047041584415
221 => 0.043525626126414
222 => 0.046206932399988
223 => 0.045816288629264
224 => 0.047842949202819
225 => 0.047359270391973
226 => 0.049011933415197
227 => 0.048576731854412
228 => 0.050383229201436
301 => 0.051103889902126
302 => 0.052313991380468
303 => 0.053204146953935
304 => 0.053726863332638
305 => 0.05369548140192
306 => 0.055766744110607
307 => 0.054545392855702
308 => 0.053011087829152
309 => 0.052983337091892
310 => 0.053777975406412
311 => 0.055443319315272
312 => 0.055875118761071
313 => 0.056116435744109
314 => 0.055746850384282
315 => 0.054421161132116
316 => 0.053848735234427
317 => 0.054336458684032
318 => 0.053740014815719
319 => 0.05476964426502
320 => 0.056183545415894
321 => 0.055891580419409
322 => 0.056867575628818
323 => 0.057877627992865
324 => 0.059322048237743
325 => 0.059699673176481
326 => 0.060323872840424
327 => 0.06096637933353
328 => 0.06117273510308
329 => 0.061566732295586
330 => 0.061564655735899
331 => 0.062751992794585
401 => 0.064061662339084
402 => 0.064556032273213
403 => 0.065692808677025
404 => 0.063746118922893
405 => 0.065222705463362
406 => 0.066554623484223
407 => 0.064966655911218
408 => 0.067155299261614
409 => 0.067240279323337
410 => 0.068523377362384
411 => 0.067222711687969
412 => 0.066450380562373
413 => 0.068680071583099
414 => 0.069758948833419
415 => 0.069433982225428
416 => 0.066960970293039
417 => 0.065521571275917
418 => 0.061754386408773
419 => 0.06621677961418
420 => 0.068390281174739
421 => 0.066955341449076
422 => 0.067679041581242
423 => 0.071627314841779
424 => 0.07313056166763
425 => 0.072817896836342
426 => 0.072870732045928
427 => 0.073681856747297
428 => 0.0772788303677
429 => 0.075123440397159
430 => 0.076771155268716
501 => 0.077645097295312
502 => 0.078456863354933
503 => 0.076463422473802
504 => 0.073869985176914
505 => 0.073048534719898
506 => 0.06681266497293
507 => 0.066488060871591
508 => 0.066305850752998
509 => 0.065157041729404
510 => 0.064254392522134
511 => 0.063536572359297
512 => 0.061652797892765
513 => 0.06228851647644
514 => 0.059286173151076
515 => 0.06120696601413
516 => 0.056415153572734
517 => 0.060405917363404
518 => 0.058233926069906
519 => 0.059692359807971
520 => 0.059687271470052
521 => 0.057001832561436
522 => 0.055452927442627
523 => 0.056439950068621
524 => 0.057498116673641
525 => 0.057669800645205
526 => 0.059041741269587
527 => 0.059424620408087
528 => 0.058264478743515
529 => 0.056315853910706
530 => 0.056768475015967
531 => 0.055443755090375
601 => 0.053122234375391
602 => 0.054789591082756
603 => 0.055358899971149
604 => 0.055610339209076
605 => 0.053327390214345
606 => 0.052610038074966
607 => 0.052228125815128
608 => 0.056021153863532
609 => 0.056228944502301
610 => 0.055165858215727
611 => 0.05997110903702
612 => 0.058883532782726
613 => 0.060098621921424
614 => 0.056727404394815
615 => 0.056856189444278
616 => 0.055260201041024
617 => 0.056153847902862
618 => 0.055522247104498
619 => 0.056081650067616
620 => 0.056416953897205
621 => 0.058012680414466
622 => 0.06042413799698
623 => 0.057774332085577
624 => 0.056619773704059
625 => 0.05733605523047
626 => 0.059243607325778
627 => 0.062133646395965
628 => 0.060422685098957
629 => 0.061181980668562
630 => 0.061347852971812
701 => 0.060086253454629
702 => 0.06218016336969
703 => 0.063302306704065
704 => 0.064453393570289
705 => 0.065452850043509
706 => 0.063993624162976
707 => 0.065555205026959
708 => 0.064296846506719
709 => 0.063167968827351
710 => 0.06316968086881
711 => 0.062461519410271
712 => 0.061089367350265
713 => 0.060836321457811
714 => 0.062152698146533
715 => 0.063208307589551
716 => 0.063295252639307
717 => 0.063879692266133
718 => 0.064225557617082
719 => 0.067615508237528
720 => 0.068978974420214
721 => 0.070646195059308
722 => 0.071295671457642
723 => 0.073250362566451
724 => 0.071671790743838
725 => 0.071330256800333
726 => 0.066588815544951
727 => 0.067365226284899
728 => 0.06860833479205
729 => 0.066609313946369
730 => 0.067877232561781
731 => 0.068127546554652
801 => 0.066541387982967
802 => 0.06738862380997
803 => 0.065138616641366
804 => 0.060473182004696
805 => 0.062185357332126
806 => 0.063446094685098
807 => 0.061646867034612
808 => 0.064871912958382
809 => 0.062987907708177
810 => 0.062390768492062
811 => 0.060061115514498
812 => 0.061160622043342
813 => 0.06264772036702
814 => 0.061728866496723
815 => 0.063635626244192
816 => 0.066336106560858
817 => 0.068260629650898
818 => 0.068408370636853
819 => 0.06717103122299
820 => 0.069153875530299
821 => 0.069168318386358
822 => 0.066931661907557
823 => 0.065561722268046
824 => 0.065250469099572
825 => 0.066028040539199
826 => 0.066972155814513
827 => 0.068460762463925
828 => 0.069360296285468
829 => 0.07170580341618
830 => 0.072340430394792
831 => 0.073037693037408
901 => 0.073969450955778
902 => 0.075088265234609
903 => 0.07264036328666
904 => 0.072737622994512
905 => 0.070458170594091
906 => 0.068022248797701
907 => 0.069870809799223
908 => 0.072287557404948
909 => 0.071733152833925
910 => 0.071670770994228
911 => 0.07177567994532
912 => 0.07135767700393
913 => 0.069467065191934
914 => 0.068517611775806
915 => 0.069742648914011
916 => 0.070393701632837
917 => 0.071403427621971
918 => 0.071278957581081
919 => 0.073879903292437
920 => 0.074890552147355
921 => 0.074631984922164
922 => 0.074679567514367
923 => 0.076509298991314
924 => 0.078544336706657
925 => 0.080450418073955
926 => 0.082389365908869
927 => 0.080051888615457
928 => 0.07886506180142
929 => 0.080089564126733
930 => 0.079439825956804
1001 => 0.083173414206077
1002 => 0.083431919755805
1003 => 0.087165238024152
1004 => 0.090708601616082
1005 => 0.088483078429943
1006 => 0.090581646554707
1007 => 0.092851419080408
1008 => 0.097230178539806
1009 => 0.095755566400496
1010 => 0.094626036611902
1011 => 0.09355863641953
1012 => 0.095779726774848
1013 => 0.09863712403418
1014 => 0.09925258003603
1015 => 0.10024985388131
1016 => 0.099201342373842
1017 => 0.10046415899484
1018 => 0.1049224565767
1019 => 0.1037177852156
1020 => 0.10200695822225
1021 => 0.10552635598368
1022 => 0.10680001235222
1023 => 0.11573919976571
1024 => 0.12702529313464
1025 => 0.12235277637142
1026 => 0.11945239443531
1027 => 0.12013405298828
1028 => 0.12425535222824
1029 => 0.12557898274062
1030 => 0.12198089872518
1031 => 0.12325180282733
1101 => 0.1302546093827
1102 => 0.13401139042272
1103 => 0.12890917716736
1104 => 0.11483237315254
1105 => 0.10185291697006
1106 => 0.10529565322218
1107 => 0.10490535377174
1108 => 0.11242899579757
1109 => 0.10368905420205
1110 => 0.10383621240368
1111 => 0.11151543537894
1112 => 0.10946675034435
1113 => 0.10614814296408
1114 => 0.10187714647653
1115 => 0.093981814449942
1116 => 0.086988698696372
1117 => 0.1007038091075
1118 => 0.10011238860726
1119 => 0.099255924079309
1120 => 0.10116189320712
1121 => 0.11041673827302
1122 => 0.11020338413924
1123 => 0.10884613399437
1124 => 0.109875596267
1125 => 0.10596767325031
1126 => 0.10697483399346
1127 => 0.10185086095789
1128 => 0.10416711076598
1129 => 0.1061410227231
1130 => 0.10653731477276
1201 => 0.10743018099581
1202 => 0.099800736877991
1203 => 0.10322613329818
1204 => 0.1052382327788
1205 => 0.096147494124551
1206 => 0.10505853810456
1207 => 0.099667925229881
1208 => 0.097838270255927
1209 => 0.10030165963964
1210 => 0.099341674401084
1211 => 0.098516335465196
1212 => 0.098055782157847
1213 => 0.099864623446883
1214 => 0.099780238838716
1215 => 0.096820623408888
1216 => 0.092959925730036
1217 => 0.09425570259414
1218 => 0.093784934711438
1219 => 0.092078811174261
1220 => 0.093228532440177
1221 => 0.088165741845699
1222 => 0.079455473768857
1223 => 0.085209743663146
1224 => 0.084988210531657
1225 => 0.084876503481033
1226 => 0.089200678270252
1227 => 0.088785008639955
1228 => 0.088030564190716
1229 => 0.092064955210308
1230 => 0.09059234821794
1231 => 0.095130575978574
]
'min_raw' => 0.040738555433661
'max_raw' => 0.13401139042272
'avg_raw' => 0.08737497292819
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.040738'
'max' => '$0.134011'
'avg' => '$0.087374'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.022193314674147
'max_diff' => 0.08858830210977
'year' => 2029
]
4 => [
'items' => [
101 => 0.098119746295895
102 => 0.097361596013893
103 => 0.10017292514525
104 => 0.094285554675988
105 => 0.09624110298557
106 => 0.096644138781902
107 => 0.092015171451369
108 => 0.088853017332144
109 => 0.088642137703588
110 => 0.083159398232533
111 => 0.086088233402844
112 => 0.088665487149283
113 => 0.087431182607709
114 => 0.087040438663646
115 => 0.089036664731843
116 => 0.089191788593862
117 => 0.085654948100539
118 => 0.086390369236273
119 => 0.089457197625874
120 => 0.086313093029526
121 => 0.080204611385393
122 => 0.078689623481282
123 => 0.078487496168106
124 => 0.074378728816951
125 => 0.078790862217231
126 => 0.076864847750185
127 => 0.082949104374387
128 => 0.079473809621166
129 => 0.079323996610338
130 => 0.079097532271681
131 => 0.0755609464815
201 => 0.076335234007797
202 => 0.078909083672531
203 => 0.079827462229399
204 => 0.079731667821864
205 => 0.078896470405015
206 => 0.079278819505546
207 => 0.078047139833478
208 => 0.077612208106075
209 => 0.076239443936996
210 => 0.074221859844231
211 => 0.074502417286892
212 => 0.070505055269529
213 => 0.06832708028641
214 => 0.067724245516331
215 => 0.066918109667583
216 => 0.067815300705493
217 => 0.070493731245176
218 => 0.067262975753581
219 => 0.061724072074388
220 => 0.062056969623341
221 => 0.062804891577667
222 => 0.061411143963779
223 => 0.060092078815605
224 => 0.061238898942804
225 => 0.058891992435853
226 => 0.063088504016553
227 => 0.062975000138883
228 => 0.064539200145633
301 => 0.065517326510469
302 => 0.063263061911693
303 => 0.06269612046128
304 => 0.063019076077487
305 => 0.057681339134107
306 => 0.064102993160168
307 => 0.06415852789085
308 => 0.063683005810635
309 => 0.067102338333187
310 => 0.074318196472332
311 => 0.071603300383165
312 => 0.07055201055927
313 => 0.068553507835559
314 => 0.071216394055554
315 => 0.071011925941355
316 => 0.070087243586715
317 => 0.069527992813445
318 => 0.070558429510761
319 => 0.069400310303309
320 => 0.069192280270663
321 => 0.067931844611738
322 => 0.06748192642767
323 => 0.067148824915945
324 => 0.066782112881414
325 => 0.067590988250643
326 => 0.065757970247553
327 => 0.063547530228797
328 => 0.063363756058529
329 => 0.063871172700227
330 => 0.063646678609002
331 => 0.06336268126719
401 => 0.062820452999596
402 => 0.062659585455475
403 => 0.063182326932031
404 => 0.06259218228272
405 => 0.063462972859621
406 => 0.063226166005745
407 => 0.061903382169927
408 => 0.060254703753197
409 => 0.060240027057068
410 => 0.059884821996558
411 => 0.059432414946561
412 => 0.059306565654923
413 => 0.061142316950433
414 => 0.064942267192726
415 => 0.064196246035061
416 => 0.064735322776798
417 => 0.067387046802279
418 => 0.068229950129856
419 => 0.067631677313201
420 => 0.066812724581904
421 => 0.066848754345826
422 => 0.069647363742519
423 => 0.069821909577747
424 => 0.070262930592746
425 => 0.070829767229545
426 => 0.067728212043519
427 => 0.066702671375482
428 => 0.066216713312136
429 => 0.06472015056647
430 => 0.066334065182078
501 => 0.065393706250277
502 => 0.065520592797413
503 => 0.065437957767132
504 => 0.065483082081422
505 => 0.063087331006041
506 => 0.06396021678094
507 => 0.06250887488119
508 => 0.060565690998198
509 => 0.060559176764455
510 => 0.06103476826691
511 => 0.060751867831352
512 => 0.059990590033301
513 => 0.060098725951384
514 => 0.059151341523015
515 => 0.060213755573937
516 => 0.060244221807417
517 => 0.059835134527728
518 => 0.061471929958061
519 => 0.062142526381366
520 => 0.061873256370376
521 => 0.062123633679576
522 => 0.064227246582246
523 => 0.064570227272447
524 => 0.064722556639001
525 => 0.064518455467592
526 => 0.062162083861781
527 => 0.062266598962564
528 => 0.061499736499874
529 => 0.060851818528876
530 => 0.060877731849833
531 => 0.061210845910367
601 => 0.062665574549598
602 => 0.065726965209921
603 => 0.065843142747633
604 => 0.065983953312478
605 => 0.065411205979535
606 => 0.065238459903466
607 => 0.065466356567347
608 => 0.06661605393909
609 => 0.069573387719007
610 => 0.068528068447502
611 => 0.067678207608405
612 => 0.06842376468513
613 => 0.068308992017038
614 => 0.067340195195208
615 => 0.067313004295098
616 => 0.065453573450927
617 => 0.064766184205028
618 => 0.064191750300962
619 => 0.063564483473699
620 => 0.063192618672323
621 => 0.063763972016766
622 => 0.063894647286695
623 => 0.062645373213522
624 => 0.062475101773575
625 => 0.063495285949182
626 => 0.063046340929797
627 => 0.063508092015535
628 => 0.063615222228253
629 => 0.063597971796588
630 => 0.063129221635343
701 => 0.063427989009789
702 => 0.062721315102382
703 => 0.061952913367066
704 => 0.061462720933054
705 => 0.061034963019788
706 => 0.061272307971504
707 => 0.060426216556112
708 => 0.060155534883872
709 => 0.063326773345806
710 => 0.065669401294194
711 => 0.065635338556042
712 => 0.065427990397767
713 => 0.065119913093607
714 => 0.066593516165396
715 => 0.066080142320808
716 => 0.066453664686566
717 => 0.066548741805336
718 => 0.066836511608455
719 => 0.06693936457842
720 => 0.066628471467206
721 => 0.065585076213573
722 => 0.062985034444566
723 => 0.061774707982415
724 => 0.061375280090323
725 => 0.061389798535579
726 => 0.060989315002226
727 => 0.061107275351211
728 => 0.060948293206778
729 => 0.060647219487132
730 => 0.061253717517719
731 => 0.061323610765824
801 => 0.061182046878374
802 => 0.061215390298556
803 => 0.060043301773191
804 => 0.060132413118132
805 => 0.059636229825778
806 => 0.059543201440041
807 => 0.058288893284592
808 => 0.05606670457234
809 => 0.057298012832005
810 => 0.055810765602472
811 => 0.055247522541175
812 => 0.057913827591088
813 => 0.057646204515867
814 => 0.057188150144043
815 => 0.05651059226122
816 => 0.056259279451621
817 => 0.054732382376467
818 => 0.054642165151588
819 => 0.055398936571724
820 => 0.055049712600246
821 => 0.05455926988283
822 => 0.052782936075733
823 => 0.050785748752643
824 => 0.050846031284055
825 => 0.051481299412539
826 => 0.053328427173684
827 => 0.05260672240177
828 => 0.052083117309138
829 => 0.0519850618148
830 => 0.05321243161953
831 => 0.054949417035147
901 => 0.055764371729297
902 => 0.054956776377937
903 => 0.054029054322316
904 => 0.054085520465192
905 => 0.054461164416465
906 => 0.054500639284424
907 => 0.053896787597583
908 => 0.054066768310348
909 => 0.053808552064297
910 => 0.052223879438912
911 => 0.05219521773617
912 => 0.051806313517602
913 => 0.051794537652424
914 => 0.051132914559937
915 => 0.051040348915714
916 => 0.04972665610793
917 => 0.050591332692242
918 => 0.050011353037043
919 => 0.04913718689329
920 => 0.048986480320614
921 => 0.048981949899056
922 => 0.049879523068717
923 => 0.050580844027161
924 => 0.050021442031456
925 => 0.049894077040587
926 => 0.051254001929089
927 => 0.051080939091037
928 => 0.050931067789419
929 => 0.054793889042602
930 => 0.051736164601006
1001 => 0.050402822215661
1002 => 0.048752557818945
1003 => 0.049289892227871
1004 => 0.049403116482917
1005 => 0.04543452809133
1006 => 0.04382447227512
1007 => 0.04327196179267
1008 => 0.042953984198668
1009 => 0.043098890581166
1010 => 0.041649651505865
1011 => 0.042623564132669
1012 => 0.041368645594588
1013 => 0.041158254417821
1014 => 0.043402204218485
1015 => 0.043714436724283
1016 => 0.042382355851514
1017 => 0.043237767416136
1018 => 0.042927583291694
1019 => 0.041390157571089
1020 => 0.0413314392171
1021 => 0.040560013033628
1022 => 0.039352880434038
1023 => 0.038801188444333
1024 => 0.038513862466086
1025 => 0.038632418764582
1026 => 0.03857247307218
1027 => 0.038181286880425
1028 => 0.038594895406785
1029 => 0.037538296536777
1030 => 0.037117550353144
1031 => 0.036927509063235
1101 => 0.035989716750541
1102 => 0.037482161358171
1103 => 0.037776191747196
1104 => 0.038070801466918
1105 => 0.040635177938499
1106 => 0.040507068936831
1107 => 0.041665111920291
1108 => 0.041620112499458
1109 => 0.041289819881523
1110 => 0.039896369656952
1111 => 0.040451774080604
1112 => 0.038742325593615
1113 => 0.040023160631266
1114 => 0.039438641009032
1115 => 0.039825533959015
1116 => 0.039129865550215
1117 => 0.039514877171089
1118 => 0.037845917260242
1119 => 0.036287465978393
1120 => 0.036914632268238
1121 => 0.037596433750465
1122 => 0.039074753083719
1123 => 0.038194278284703
1124 => 0.038510930316867
1125 => 0.037450199016026
1126 => 0.035261607359474
1127 => 0.035273994550569
1128 => 0.03493732740527
1129 => 0.034646397837523
1130 => 0.038295411406958
1201 => 0.037841598887231
1202 => 0.037118508030559
1203 => 0.038086393876702
1204 => 0.038342318256836
1205 => 0.038349604064151
1206 => 0.039055748592748
1207 => 0.039432618054243
1208 => 0.039499042930277
1209 => 0.040610176603286
1210 => 0.04098261395427
1211 => 0.042516630693671
1212 => 0.039400643313475
1213 => 0.039336471603913
1214 => 0.038100014015443
1215 => 0.037315833065215
1216 => 0.038153707556002
1217 => 0.038895949973565
1218 => 0.03812307755635
1219 => 0.038223998377811
1220 => 0.037186480303697
1221 => 0.03755734419543
1222 => 0.037876782139751
1223 => 0.037700407282591
1224 => 0.037436365584783
1225 => 0.038835094559745
1226 => 0.038756172789315
1227 => 0.04005870136744
1228 => 0.0410741155388
1229 => 0.042893919260873
1230 => 0.040994859208377
1231 => 0.040925649911984
]
'min_raw' => 0.034646397837523
'max_raw' => 0.10017292514525
'avg_raw' => 0.067409661491385
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.034646'
'max' => '$0.100172'
'avg' => '$0.0674096'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.006092157596138
'max_diff' => -0.033838465277472
'year' => 2030
]
5 => [
'items' => [
101 => 0.041602181885746
102 => 0.04098251038075
103 => 0.041374121381574
104 => 0.042830824674358
105 => 0.042861602519492
106 => 0.042346033958491
107 => 0.042314661564699
108 => 0.042413682146542
109 => 0.042993648787243
110 => 0.042790990622407
111 => 0.043025511781432
112 => 0.043318784081908
113 => 0.044531882661556
114 => 0.044824356622183
115 => 0.044113796528222
116 => 0.044177952148902
117 => 0.04391218316845
118 => 0.043655453663408
119 => 0.044232544098408
120 => 0.045287188211112
121 => 0.045280627324823
122 => 0.045525284259618
123 => 0.045677703503148
124 => 0.045023408532212
125 => 0.044597486565226
126 => 0.044760812149487
127 => 0.04502197331549
128 => 0.044676121103195
129 => 0.042541361034581
130 => 0.043188910870398
131 => 0.043081126914149
201 => 0.042927629453473
202 => 0.043578745820741
203 => 0.043515944058709
204 => 0.041634787464452
205 => 0.041755213006219
206 => 0.041642110940509
207 => 0.042007566853323
208 => 0.040962774562134
209 => 0.04128414563412
210 => 0.041485706557804
211 => 0.041604427490317
212 => 0.042033328906261
213 => 0.041983002275461
214 => 0.042030200532228
215 => 0.042666148106297
216 => 0.045882552705084
217 => 0.046057614510799
218 => 0.04519554615361
219 => 0.04553992545876
220 => 0.044878792500346
221 => 0.045322615484536
222 => 0.045626267898436
223 => 0.04425412102902
224 => 0.044172871396573
225 => 0.043509009707262
226 => 0.043865731376049
227 => 0.043298161551812
228 => 0.04343742333393
301 => 0.043048035250504
302 => 0.043748856274277
303 => 0.044532483075433
304 => 0.044730458151765
305 => 0.044209670959565
306 => 0.043832586710863
307 => 0.043170550989417
308 => 0.044271531148611
309 => 0.044593491298921
310 => 0.044269840029004
311 => 0.044194842957844
312 => 0.044052723643513
313 => 0.04422499424222
314 => 0.044591737834798
315 => 0.044418788329229
316 => 0.044533024524636
317 => 0.0440976739476
318 => 0.045023625131073
319 => 0.046494258452715
320 => 0.046498986779317
321 => 0.046326036341486
322 => 0.046255268748594
323 => 0.046432726393319
324 => 0.046528989885889
325 => 0.047102855368762
326 => 0.047718635895695
327 => 0.050592214928798
328 => 0.049785325435115
329 => 0.052334935703265
330 => 0.054351346399914
331 => 0.054955979800886
401 => 0.054399745522191
402 => 0.052496898101965
403 => 0.052403535329515
404 => 0.055247192736793
405 => 0.054443729271477
406 => 0.054348159848877
407 => 0.053331462659503
408 => 0.053932456618819
409 => 0.053801010423867
410 => 0.053593516174568
411 => 0.054740170783342
412 => 0.056886605848404
413 => 0.056552063814374
414 => 0.056302343704928
415 => 0.055208142877769
416 => 0.055867096174322
417 => 0.055632455526838
418 => 0.056640620655061
419 => 0.056043405966694
420 => 0.054437642245499
421 => 0.054693365410765
422 => 0.054654713368779
423 => 0.055450169653947
424 => 0.055211393421579
425 => 0.054608088477187
426 => 0.056879269566699
427 => 0.056731791699719
428 => 0.056940881596963
429 => 0.057032929436049
430 => 0.058415357342535
501 => 0.058981693823064
502 => 0.059110262119259
503 => 0.059648237973726
504 => 0.059096876789915
505 => 0.061302714639019
506 => 0.062769468094466
507 => 0.064473177711411
508 => 0.066962755375741
509 => 0.06789885960741
510 => 0.067729760756703
511 => 0.069617330128641
512 => 0.073009250331703
513 => 0.068415364808452
514 => 0.073252737419261
515 => 0.071721281100831
516 => 0.068090225719557
517 => 0.067856428560334
518 => 0.070315421421953
519 => 0.075769230919731
520 => 0.074403113497133
521 => 0.075771465398436
522 => 0.074175210221275
523 => 0.074095942697434
524 => 0.07569393884739
525 => 0.079427743953996
526 => 0.077653953107439
527 => 0.07511078897754
528 => 0.076988621795041
529 => 0.075361869223298
530 => 0.071696340379787
531 => 0.074402068852886
601 => 0.072592825277635
602 => 0.073120858737571
603 => 0.076923619628078
604 => 0.076466061376875
605 => 0.077058184122685
606 => 0.076013102974881
607 => 0.075036832388661
608 => 0.073214550840676
609 => 0.072675063111712
610 => 0.072824158111263
611 => 0.072674989227635
612 => 0.071655439449169
613 => 0.071435267771582
614 => 0.07106830532966
615 => 0.071182042334827
616 => 0.070492045585365
617 => 0.071794212012202
618 => 0.072035905575674
619 => 0.072983513709458
620 => 0.073081897529477
621 => 0.075720972693707
622 => 0.074267414441105
623 => 0.075242586811132
624 => 0.075155358215679
625 => 0.068168921699992
626 => 0.069131591010003
627 => 0.070629202354107
628 => 0.069954530473552
629 => 0.069000702283354
630 => 0.068230434878737
701 => 0.067063400996856
702 => 0.068705978774703
703 => 0.070865793883899
704 => 0.073136674004884
705 => 0.075864987676287
706 => 0.075256059825902
707 => 0.073085670078572
708 => 0.073183032177167
709 => 0.073784886360104
710 => 0.073005430508981
711 => 0.072775553761699
712 => 0.073753304825025
713 => 0.073760038059236
714 => 0.072863179902133
715 => 0.071866486183822
716 => 0.07186231000075
717 => 0.071684957980496
718 => 0.074206760751688
719 => 0.075593497292826
720 => 0.07575248440243
721 => 0.075582796193607
722 => 0.075648102450499
723 => 0.074841191011865
724 => 0.076685551278427
725 => 0.07837811864735
726 => 0.077924474436051
727 => 0.077244397273989
728 => 0.076702683057453
729 => 0.07779686378256
730 => 0.077748141637271
731 => 0.078363335547946
801 => 0.078335426798625
802 => 0.078128560225079
803 => 0.077924481823908
804 => 0.078733629616575
805 => 0.078500608046803
806 => 0.078267224530171
807 => 0.077799138158335
808 => 0.077862758870359
809 => 0.077182799133208
810 => 0.076868218645961
811 => 0.072137682901898
812 => 0.07087352917637
813 => 0.071271257672643
814 => 0.071402200220632
815 => 0.070852038899225
816 => 0.071640828909275
817 => 0.071517896821744
818 => 0.071996153661461
819 => 0.071697359551504
820 => 0.071709622166
821 => 0.072588311933763
822 => 0.072843399311558
823 => 0.072713659812404
824 => 0.072804524910401
825 => 0.074898472741999
826 => 0.074600780321028
827 => 0.074442637155617
828 => 0.074486443893206
829 => 0.075021492458927
830 => 0.07517127684476
831 => 0.074536629876823
901 => 0.074835933055752
902 => 0.076110328004406
903 => 0.076556294111928
904 => 0.077979603851261
905 => 0.077374956576679
906 => 0.078484812817696
907 => 0.081896132524706
908 => 0.084621330752035
909 => 0.082115125838603
910 => 0.087119605331191
911 => 0.091016310466116
912 => 0.090866748432736
913 => 0.090187267760048
914 => 0.085750972563201
915 => 0.081668627581628
916 => 0.085083682504238
917 => 0.085092388181548
918 => 0.084799031935034
919 => 0.082977021482608
920 => 0.084735629920726
921 => 0.084875221872216
922 => 0.084797087499877
923 => 0.083400156357932
924 => 0.081267300700212
925 => 0.081684055590395
926 => 0.082366708602085
927 => 0.081074304034619
928 => 0.08066130246576
929 => 0.081429150959033
930 => 0.083903318791947
1001 => 0.083435591695013
1002 => 0.083423377450278
1003 => 0.085424512318119
1004 => 0.083992131624679
1005 => 0.081689312204195
1006 => 0.081107819930066
1007 => 0.079043914097041
1008 => 0.080469461207291
1009 => 0.080520764109937
1010 => 0.079740006526391
1011 => 0.081752666379099
1012 => 0.081734119364234
1013 => 0.083644840349495
1014 => 0.087297421239283
1015 => 0.086217173337583
1016 => 0.084960962558544
1017 => 0.085097547501172
1018 => 0.08659554720144
1019 => 0.085689822386651
1020 => 0.086015527344987
1021 => 0.086595054207977
1022 => 0.086944697153261
1023 => 0.085047239262045
1024 => 0.0846048510617
1025 => 0.083699880060953
1026 => 0.083463790018942
1027 => 0.084200870016211
1028 => 0.084006675478351
1029 => 0.080516452299624
1030 => 0.080151704558029
1031 => 0.080162890850524
1101 => 0.079245715311472
1102 => 0.077846802467068
1103 => 0.081523061897417
1104 => 0.081227806815943
1105 => 0.080901868056923
1106 => 0.080941793695122
1107 => 0.082537533313844
1108 => 0.081611923748203
1109 => 0.084072808482885
1110 => 0.0835669245624
1111 => 0.083048066628231
1112 => 0.082976344656929
1113 => 0.082776628619152
1114 => 0.082091728014552
1115 => 0.081264669378351
1116 => 0.080718573628139
1117 => 0.0744586174043
1118 => 0.075620428866954
1119 => 0.076956987052291
1120 => 0.077418361581949
1121 => 0.076629148522824
1122 => 0.082122890956436
1123 => 0.083126650638076
1124 => 0.080086197088764
1125 => 0.079517452370588
1126 => 0.082160177765474
1127 => 0.080566291292317
1128 => 0.081284018273585
1129 => 0.079732685115754
1130 => 0.082884874324284
1201 => 0.082860859923876
1202 => 0.081634587126336
1203 => 0.082671024497663
1204 => 0.082490917998924
1205 => 0.081106459030677
1206 => 0.082928764142992
1207 => 0.082929667983592
1208 => 0.081749407077429
1209 => 0.080371120731366
1210 => 0.08012471568636
1211 => 0.079939082584809
1212 => 0.081238363910119
1213 => 0.082403295483645
1214 => 0.084570944330949
1215 => 0.085115942753227
1216 => 0.087243107877979
1217 => 0.08597648461598
1218 => 0.086537962302507
1219 => 0.0871475257571
1220 => 0.087439772893186
1221 => 0.08696357186778
1222 => 0.090267934882616
1223 => 0.090546924364135
1224 => 0.090640467124038
1225 => 0.089526254507224
1226 => 0.090515936095665
1227 => 0.090052896855243
1228 => 0.091257596322816
1229 => 0.091446508581706
1230 => 0.091286506619174
1231 => 0.091346470351923
]
'min_raw' => 0.040962774562134
'max_raw' => 0.091446508581706
'avg_raw' => 0.06620464157192
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.040962'
'max' => '$0.091446'
'avg' => '$0.0662046'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.0063163767246113
'max_diff' => -0.0087264165635419
'year' => 2031
]
6 => [
'items' => [
101 => 0.088526779448341
102 => 0.088380563599936
103 => 0.086386900131928
104 => 0.087199332731558
105 => 0.085680528927458
106 => 0.086162157259151
107 => 0.086374454438638
108 => 0.086263562439833
109 => 0.087245266451777
110 => 0.086410617492745
111 => 0.084207841660865
112 => 0.082004465684184
113 => 0.081976804093628
114 => 0.081396694091784
115 => 0.080977380812897
116 => 0.081058155426349
117 => 0.08134281569975
118 => 0.080960835840323
119 => 0.081042350610202
120 => 0.082396038920265
121 => 0.082667511456784
122 => 0.081744941706523
123 => 0.078040691033046
124 => 0.077131658626365
125 => 0.077785053093391
126 => 0.077472772622145
127 => 0.062526574008062
128 => 0.066037961672343
129 => 0.063951614357685
130 => 0.064913099188504
131 => 0.062783478837256
201 => 0.063799845291837
202 => 0.063612159519436
203 => 0.069258366974086
204 => 0.069170209210786
205 => 0.069212405666872
206 => 0.067198258875575
207 => 0.070406849404157
208 => 0.07198751647572
209 => 0.071694977068865
210 => 0.071768602935057
211 => 0.070503466619728
212 => 0.069224654951856
213 => 0.067806256004481
214 => 0.070441465929295
215 => 0.070148475570189
216 => 0.070820490039374
217 => 0.072529612044311
218 => 0.072781286751861
219 => 0.073119540111041
220 => 0.072998300360289
221 => 0.07588672309634
222 => 0.075536916044577
223 => 0.076379850392968
224 => 0.074645870484745
225 => 0.072683707627708
226 => 0.073056650638894
227 => 0.073020733227899
228 => 0.072563463361841
229 => 0.07215066057268
301 => 0.071463460235193
302 => 0.073637863789516
303 => 0.073549586976138
304 => 0.074978685974162
305 => 0.074726078844735
306 => 0.073039106610965
307 => 0.073099357154321
308 => 0.073504571013815
309 => 0.074907020808175
310 => 0.075323363393205
311 => 0.075130496919436
312 => 0.075586997557159
313 => 0.075947797048186
314 => 0.075632308418266
315 => 0.080098962111296
316 => 0.078244096083941
317 => 0.079148144879599
318 => 0.079363755190399
319 => 0.078811473913082
320 => 0.078931243946422
321 => 0.079112662911552
322 => 0.080214203342345
323 => 0.083104964166037
324 => 0.084385262456777
325 => 0.08823710303327
326 => 0.084278951506343
327 => 0.084044091175195
328 => 0.084737923977463
329 => 0.086999362154598
330 => 0.088832045391079
331 => 0.089440052150652
401 => 0.089520410281028
402 => 0.090661071381512
403 => 0.091314877052239
404 => 0.090522565121548
405 => 0.089851163718804
406 => 0.087446287231584
407 => 0.087724658233241
408 => 0.089642358387418
409 => 0.092351222807167
410 => 0.094675710288619
411 => 0.093861755789182
412 => 0.10007165405756
413 => 0.10068734010571
414 => 0.10060227220137
415 => 0.10200489664542
416 => 0.099220972763475
417 => 0.098030791367957
418 => 0.089996328322807
419 => 0.092253684717005
420 => 0.095534884805866
421 => 0.095100605670236
422 => 0.092717710458976
423 => 0.094673902648921
424 => 0.09402712433514
425 => 0.093516983444204
426 => 0.095854037761261
427 => 0.093284350538756
428 => 0.095509250210113
429 => 0.092655793367958
430 => 0.093865473864773
501 => 0.093178800709119
502 => 0.093623162396324
503 => 0.091025433052724
504 => 0.092427104750215
505 => 0.09096711890184
506 => 0.090966426678452
507 => 0.090934197409929
508 => 0.092651864285975
509 => 0.092707877341136
510 => 0.091438518924488
511 => 0.091255584545544
512 => 0.09193198882429
513 => 0.091140096564439
514 => 0.091510617968713
515 => 0.091151319280319
516 => 0.091070433577573
517 => 0.090425922536527
518 => 0.090148249458844
519 => 0.090257132227357
520 => 0.089885459205507
521 => 0.089661512765842
522 => 0.09088964882643
523 => 0.090233505272125
524 => 0.090789085416309
525 => 0.090155931722207
526 => 0.087961145166516
527 => 0.086698900208892
528 => 0.082553151862014
529 => 0.083728880950404
530 => 0.084508390552386
531 => 0.084250762633581
601 => 0.084804247091944
602 => 0.084838226542473
603 => 0.084658283102953
604 => 0.084449931652171
605 => 0.084348517688488
606 => 0.085104374286877
607 => 0.085543174483205
608 => 0.084586624769438
609 => 0.084362518555055
610 => 0.085329643128231
611 => 0.085919588559179
612 => 0.090275414159594
613 => 0.089952720529984
614 => 0.090762618214879
615 => 0.090671436164452
616 => 0.091520337965041
617 => 0.092907933636335
618 => 0.090086563658743
619 => 0.090576255931219
620 => 0.090456194694654
621 => 0.091766991793727
622 => 0.091771083959192
623 => 0.090985195619126
624 => 0.091411238437858
625 => 0.091173433024315
626 => 0.091603179547916
627 => 0.089948410759823
628 => 0.091963740522468
629 => 0.093106302632906
630 => 0.093122167108918
701 => 0.093663732481332
702 => 0.094213994265056
703 => 0.095270173841213
704 => 0.094184537989919
705 => 0.092231584777962
706 => 0.092372581691865
707 => 0.091227565938253
708 => 0.091246813859935
709 => 0.091144066945508
710 => 0.091452418170129
711 => 0.090016076513534
712 => 0.090353183029418
713 => 0.089881231933087
714 => 0.090575230001706
715 => 0.089828602801863
716 => 0.090456136797491
717 => 0.090726959666922
718 => 0.091726301885524
719 => 0.089680999143635
720 => 0.0855104883981
721 => 0.086387180319367
722 => 0.085090484105149
723 => 0.085210498276646
724 => 0.085452946003182
725 => 0.084667093597517
726 => 0.084817009471463
727 => 0.084811653421503
728 => 0.084765497876528
729 => 0.084561067314755
730 => 0.084264602554829
731 => 0.085445626911331
801 => 0.085646305963271
802 => 0.086092390636858
803 => 0.087419636043329
804 => 0.08728701292862
805 => 0.08750332673119
806 => 0.087031114914731
807 => 0.085232402828475
808 => 0.085330081548624
809 => 0.084112026343175
810 => 0.086061242226693
811 => 0.085599642177084
812 => 0.085302045622214
813 => 0.085220843645006
814 => 0.08655137903612
815 => 0.086949496078729
816 => 0.086701416254416
817 => 0.086192597297106
818 => 0.087169680113963
819 => 0.087431106255939
820 => 0.087489629928102
821 => 0.089220833342525
822 => 0.087586384967697
823 => 0.087979812936538
824 => 0.091049225640465
825 => 0.088265691868003
826 => 0.089740191787487
827 => 0.089668022689355
828 => 0.090422326953807
829 => 0.089606147723179
830 => 0.089616265242924
831 => 0.09028603632876
901 => 0.089345463632556
902 => 0.089112564605672
903 => 0.088790816268086
904 => 0.089493341992277
905 => 0.089914474391424
906 => 0.093308492240882
907 => 0.09550118255765
908 => 0.09540599208819
909 => 0.096275854789964
910 => 0.095883973675786
911 => 0.094618486185089
912 => 0.09677851902195
913 => 0.096094994252754
914 => 0.096151343204244
915 => 0.096149245893456
916 => 0.096603730110198
917 => 0.096281686389769
918 => 0.095646905159694
919 => 0.096068302564218
920 => 0.097319702203323
921 => 0.10120408508074
922 => 0.10337783720016
923 => 0.1010732224737
924 => 0.10266291485199
925 => 0.10170966589033
926 => 0.1015364321973
927 => 0.10253487648821
928 => 0.10353506842368
929 => 0.10347136052134
930 => 0.10274527253661
1001 => 0.10233512385784
1002 => 0.10544090706339
1003 => 0.1077291952236
1004 => 0.10757314931195
1005 => 0.10826188521712
1006 => 0.11028403513648
1007 => 0.1104689151827
1008 => 0.1104456245463
1009 => 0.1099873800615
1010 => 0.11197844926647
1011 => 0.11363943422678
1012 => 0.10988130970323
1013 => 0.11131235432434
1014 => 0.11195479636013
1015 => 0.11289809187263
1016 => 0.11448958951691
1017 => 0.1162183780825
1018 => 0.11646284774088
1019 => 0.11628938481931
1020 => 0.11514920228797
1021 => 0.11704086336518
1022 => 0.1181489540593
1023 => 0.11880879670944
1024 => 0.12048204788285
1025 => 0.11195876386343
1026 => 0.10592555979978
1027 => 0.10498338786472
1028 => 0.10689933154375
1029 => 0.10740455061254
1030 => 0.1072008974394
1031 => 0.10040997775085
1101 => 0.10494763507797
1102 => 0.10982977282489
1103 => 0.11001731561888
1104 => 0.11246141585567
1105 => 0.11325731507983
1106 => 0.11522513612599
1107 => 0.11510204838377
1108 => 0.11558118149364
1109 => 0.11547103708911
1110 => 0.11911601120351
1111 => 0.12313695893559
1112 => 0.12299772630146
1113 => 0.12241966749128
1114 => 0.12327818339807
1115 => 0.12742823236852
1116 => 0.1270461623625
1117 => 0.1274173108287
1118 => 0.13231045245138
1119 => 0.13867223260214
1120 => 0.13571654700982
1121 => 0.14212953426952
1122 => 0.14616616981165
1123 => 0.15314711358586
1124 => 0.15227306504346
1125 => 0.15499069522622
1126 => 0.15070833573312
1127 => 0.1408751727293
1128 => 0.13931903704411
1129 => 0.14243446009349
1130 => 0.15009342366186
1201 => 0.14219325207479
1202 => 0.14379144649765
1203 => 0.14333116639635
1204 => 0.14330664002581
1205 => 0.14424271183313
1206 => 0.14288489085439
1207 => 0.1373528839197
1208 => 0.13988817009755
1209 => 0.13890917434984
1210 => 0.13999544312089
1211 => 0.14585758766694
1212 => 0.14326579382706
1213 => 0.14053554955698
1214 => 0.14395988176136
1215 => 0.14832023338575
1216 => 0.1480473704174
1217 => 0.14751790221093
1218 => 0.15050248676875
1219 => 0.15543214605704
1220 => 0.15676461315369
1221 => 0.15774821312335
1222 => 0.15788383494111
1223 => 0.1592808239525
1224 => 0.15176886195166
1225 => 0.16369053856786
1226 => 0.16574908278981
1227 => 0.165362161794
1228 => 0.16765014705991
1229 => 0.1669769637541
1230 => 0.16600162676319
1231 => 0.16962857007809
]
'min_raw' => 0.062526574008062
'max_raw' => 0.16962857007809
'avg_raw' => 0.11607757204307
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.062526'
'max' => '$0.169628'
'avg' => '$0.116077'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.021563799445927
'max_diff' => 0.078182061496381
'year' => 2032
]
7 => [
'items' => [
101 => 0.1654705722468
102 => 0.15956881780265
103 => 0.15633099859112
104 => 0.16059482011629
105 => 0.16319858713484
106 => 0.16491951150342
107 => 0.16544026217754
108 => 0.15235199417797
109 => 0.14529814363483
110 => 0.14981958096043
111 => 0.15533604655058
112 => 0.15173821770678
113 => 0.15187924578586
114 => 0.14674968734738
115 => 0.15578989865156
116 => 0.15447281590469
117 => 0.16130584352535
118 => 0.15967508664521
119 => 0.16524715541325
120 => 0.16377984296627
121 => 0.16987057489737
122 => 0.17230033276467
123 => 0.17638027438549
124 => 0.17938149605011
125 => 0.1811438708158
126 => 0.18103806444537
127 => 0.18802147127865
128 => 0.18390360025072
129 => 0.17873058373195
130 => 0.17863702018378
131 => 0.18131619874106
201 => 0.18693102200038
202 => 0.18838686397917
203 => 0.18920048103569
204 => 0.18795439819141
205 => 0.18348474432106
206 => 0.18155477044151
207 => 0.18319916410361
208 => 0.18118821195922
209 => 0.18465967953397
210 => 0.18942674597956
211 => 0.18844236560957
212 => 0.1917330015999
213 => 0.19513846366489
214 => 0.2000084273667
215 => 0.20128161621258
216 => 0.2033861489598
217 => 0.20555240445967
218 => 0.20624814734401
219 => 0.20757653638655
220 => 0.20756953512059
221 => 0.21157272491117
222 => 0.21598836721866
223 => 0.21765516996738
224 => 0.22148789098002
225 => 0.21492449056043
226 => 0.2199029051736
227 => 0.22439355977248
228 => 0.21903961623174
301 => 0.2264187800938
302 => 0.22670529630502
303 => 0.23103135092671
304 => 0.22664606579584
305 => 0.22404209748346
306 => 0.23155965643189
307 => 0.23519716640615
308 => 0.23410151879886
309 => 0.22576358640863
310 => 0.22091055212678
311 => 0.20820922533075
312 => 0.22325449557713
313 => 0.23058260783759
314 => 0.22574460836822
315 => 0.22818461389095
316 => 0.24149649284848
317 => 0.24656479447518
318 => 0.24551062316693
319 => 0.24568876076489
320 => 0.24842352432647
321 => 0.26055097202034
322 => 0.25328392425014
323 => 0.25883930997937
324 => 0.26178586653872
325 => 0.26452279248443
326 => 0.2578017673761
327 => 0.24905781246163
328 => 0.24628823489396
329 => 0.22526356466754
330 => 0.22416913927674
331 => 0.2235548051404
401 => 0.21968151531007
402 => 0.2166381704868
403 => 0.21421798969119
404 => 0.20786671255635
405 => 0.21001008214566
406 => 0.19988747200728
407 => 0.20636355925054
408 => 0.19020762905071
409 => 0.20366276779719
410 => 0.19633974750757
411 => 0.20125695868005
412 => 0.2012398029935
413 => 0.19218565822174
414 => 0.18696341647257
415 => 0.19029123216783
416 => 0.19385891475549
417 => 0.19443775925221
418 => 0.19906335285315
419 => 0.20035425660037
420 => 0.19644275797976
421 => 0.18987283330731
422 => 0.19139887696469
423 => 0.18693249124657
424 => 0.1791053220726
425 => 0.1847269316226
426 => 0.1866463962877
427 => 0.1874941412333
428 => 0.17979701930715
429 => 0.17737841648531
430 => 0.176090772637
501 => 0.18887923152296
502 => 0.18957981216905
503 => 0.18599554253155
504 => 0.20219678116744
505 => 0.19852994189393
506 => 0.20262669975987
507 => 0.19126040449802
508 => 0.19169461228377
509 => 0.18631362595384
510 => 0.18932661874096
511 => 0.18719713255232
512 => 0.18908319869874
513 => 0.19021369897036
514 => 0.19559380233338
515 => 0.20372419993541
516 => 0.19479019430158
517 => 0.1908975201096
518 => 0.19331251328507
519 => 0.19974395835544
520 => 0.20948792685666
521 => 0.20371930138829
522 => 0.20627931941354
523 => 0.20683856946478
524 => 0.20258499861053
525 => 0.20964476208128
526 => 0.21342814667867
527 => 0.21730911641446
528 => 0.22067885369375
529 => 0.21575897175764
530 => 0.22102395066665
531 => 0.21678130705987
601 => 0.21297521714816
602 => 0.21298098941547
603 => 0.21059337361575
604 => 0.20596706714485
605 => 0.20511390525133
606 => 0.20955216116385
607 => 0.21311122210128
608 => 0.21340436340684
609 => 0.21537484241296
610 => 0.21654095159123
611 => 0.22797040678686
612 => 0.23256742821595
613 => 0.23818857900229
614 => 0.24037833402426
615 => 0.24696871156979
616 => 0.24164644645748
617 => 0.24049494092182
618 => 0.22450884069244
619 => 0.22712656370944
620 => 0.23131779083237
621 => 0.22457795248397
622 => 0.22885282861909
623 => 0.22969677972242
624 => 0.22434893535592
625 => 0.22720545009878
626 => 0.21961939383935
627 => 0.20388955523157
628 => 0.20966227388827
629 => 0.21391293789568
630 => 0.20784671625401
701 => 0.21872018375151
702 => 0.2123681285134
703 => 0.21035483195534
704 => 0.20250024429031
705 => 0.2062073073174
706 => 0.21122116314157
707 => 0.20812318316553
708 => 0.21455195677984
709 => 0.22365681470899
710 => 0.23014547867297
711 => 0.23064359772207
712 => 0.22647182149995
713 => 0.23315711951981
714 => 0.23320581461738
715 => 0.22566477114073
716 => 0.22104592399999
717 => 0.21999651221148
718 => 0.22261814860849
719 => 0.22580129917523
720 => 0.23082024042492
721 => 0.2338530815077
722 => 0.24176112255697
723 => 0.2439008117236
724 => 0.24625168140451
725 => 0.24939316827955
726 => 0.25316532873375
727 => 0.24491205640918
728 => 0.24523997430466
729 => 0.23755464139036
730 => 0.2293417609832
731 => 0.23557431346224
801 => 0.24372254674687
802 => 0.24185333302838
803 => 0.24164300830048
804 => 0.24199671615359
805 => 0.24058739005266
806 => 0.23421306033022
807 => 0.23101191184902
808 => 0.23514221008984
809 => 0.23733727978641
810 => 0.2407416414556
811 => 0.24032198202251
812 => 0.24909125208058
813 => 0.25249872525619
814 => 0.25162694780387
815 => 0.25178737583559
816 => 0.25795644325789
817 => 0.26481771499696
818 => 0.27124420140516
819 => 0.27778149940359
820 => 0.2699005315114
821 => 0.26589906204627
822 => 0.27002755712808
823 => 0.2678369195249
824 => 0.28042497297813
825 => 0.28129654248732
826 => 0.29388368568101
827 => 0.30583038342095
828 => 0.29832687661781
829 => 0.3054023455678
830 => 0.31305504210866
831 => 0.32781833534124
901 => 0.32284657755943
902 => 0.31903828901593
903 => 0.31543947474385
904 => 0.32292803594838
905 => 0.33256195030532
906 => 0.33463700318532
907 => 0.33799938158214
908 => 0.33446425182996
909 => 0.33872192623469
910 => 0.35375338780032
911 => 0.3496917541989
912 => 0.34392358154471
913 => 0.35578947681386
914 => 0.36008369818426
915 => 0.39022279266296
916 => 0.42827464442621
917 => 0.41252092793429
918 => 0.40274208773851
919 => 0.40504034714171
920 => 0.41893559526918
921 => 0.42339830795459
922 => 0.41126711648633
923 => 0.41555205839841
924 => 0.43916250962018
925 => 0.45182875918669
926 => 0.4346262909711
927 => 0.38716536342405
928 => 0.34340422070814
929 => 0.35501164634634
930 => 0.35369572449932
1001 => 0.37906220887334
1002 => 0.34959488558078
1003 => 0.35009103973186
1004 => 0.37598207613916
1005 => 0.36907479151043
1006 => 0.35788587503006
1007 => 0.34348591218085
1008 => 0.31686624901873
1009 => 0.29328847101182
1010 => 0.33952992332136
1011 => 0.33753590781315
1012 => 0.33464827786071
1013 => 0.34107438584566
1014 => 0.37227774213797
1015 => 0.37155840378003
1016 => 0.36698234015643
1017 => 0.37045324408336
1018 => 0.3572774087901
1019 => 0.36067312155336
1020 => 0.34339728871956
1021 => 0.35120668666295
1022 => 0.35786186864049
1023 => 0.35919799495414
1024 => 0.36220835576308
1025 => 0.33648515224908
1026 => 0.34803411543329
1027 => 0.3548180493125
1028 => 0.3241679892446
1029 => 0.35421219617242
1030 => 0.33603736850487
1031 => 0.32986855901775
1101 => 0.3381740483133
1102 => 0.33493739105747
1103 => 0.3321547032118
1104 => 0.33060191558127
1105 => 0.33670055027652
1106 => 0.33641604167854
1107 => 0.32643749162313
1108 => 0.31342087985357
1109 => 0.31778968201915
1110 => 0.31620245523466
1111 => 0.31045014061132
1112 => 0.31432650613033
1113 => 0.2972569541683
1114 => 0.26788967721573
1115 => 0.28729059991462
1116 => 0.28654368549486
1117 => 0.28616705737454
1118 => 0.30074631458063
1119 => 0.29934485540096
1120 => 0.29680119326672
1121 => 0.31040342426146
1122 => 0.30543842697256
1123 => 0.32073937871648
1124 => 0.33081757513853
1125 => 0.3282614185304
1126 => 0.3377400109775
1127 => 0.31789033039731
1128 => 0.32448359805509
1129 => 0.32584246138148
1130 => 0.31023557484241
1201 => 0.29957415145489
1202 => 0.29886315606407
1203 => 0.28037771714476
1204 => 0.29025248940621
1205 => 0.29894188035044
1206 => 0.29478033641213
1207 => 0.29346291592385
1208 => 0.30019333148483
1209 => 0.30071634241603
1210 => 0.28879163775847
1211 => 0.29127116146306
1212 => 0.30161118749772
1213 => 0.29101061933676
1214 => 0.270415446993
1215 => 0.26530755950121
1216 => 0.26462607315276
1217 => 0.25077307716336
1218 => 0.26564889296773
1219 => 0.25915520072204
1220 => 0.27966869671977
1221 => 0.26795149782196
1222 => 0.26744639279634
1223 => 0.26668285246732
1224 => 0.25475900655919
1225 => 0.25736957101313
1226 => 0.26604748485823
1227 => 0.26914386228185
1228 => 0.2688208847487
1229 => 0.26600495834617
1230 => 0.26729407503337
1231 => 0.26314138102586
]
'min_raw' => 0.14529814363483
'max_raw' => 0.45182875918669
'avg_raw' => 0.29856345141076
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.145298'
'max' => '$0.451828'
'avg' => '$0.298563'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.08277156962677
'max_diff' => 0.28220018910861
'year' => 2033
]
8 => [
'items' => [
101 => 0.26167497834096
102 => 0.25704660810158
103 => 0.2502441824696
104 => 0.25119010147543
105 => 0.23771271634698
106 => 0.23036952163004
107 => 0.22833702211414
108 => 0.22561907881748
109 => 0.22864402104167
110 => 0.23767453660826
111 => 0.2267818189042
112 => 0.2081070184359
113 => 0.20922940576435
114 => 0.21175107685161
115 => 0.20705195946303
116 => 0.20260463922178
117 => 0.20647122334905
118 => 0.19855846420509
119 => 0.2127072959905
120 => 0.21232460974235
121 => 0.21759841927406
122 => 0.22089624060371
123 => 0.21329583012121
124 => 0.21138434743855
125 => 0.21247321484664
126 => 0.19447666207314
127 => 0.21612771696757
128 => 0.21631495618937
129 => 0.21471170029604
130 => 0.226240218626
131 => 0.25056898813725
201 => 0.24141552642463
202 => 0.23787102938466
203 => 0.23113293792066
204 => 0.24011104472815
205 => 0.23942166620562
206 => 0.23630403508769
207 => 0.23441848205997
208 => 0.23789267132776
209 => 0.23398799156254
210 => 0.23328660378328
211 => 0.22903695695841
212 => 0.22752002638854
213 => 0.22639695138535
214 => 0.22516055615791
215 => 0.22788773593915
216 => 0.2217075877645
217 => 0.21425493491327
218 => 0.21363532746751
219 => 0.21534611810169
220 => 0.21458922059945
221 => 0.21363170373347
222 => 0.2118035432721
223 => 0.21126116711569
224 => 0.21302362650054
225 => 0.21103391261281
226 => 0.21396984383948
227 => 0.21317143299831
228 => 0.20871157494204
301 => 0.20315294055298
302 => 0.20310345704729
303 => 0.20190585838615
304 => 0.20038053643103
305 => 0.19995622675776
306 => 0.20614559041863
307 => 0.21895738796458
308 => 0.21644212554598
309 => 0.21825966041788
310 => 0.22720013310725
311 => 0.23004204052581
312 => 0.22802492195438
313 => 0.22526376564336
314 => 0.22538524250794
315 => 0.23482094948156
316 => 0.23540944295143
317 => 0.2368963760946
318 => 0.23880750539084
319 => 0.22835039553749
320 => 0.22489271357424
321 => 0.22325427203516
322 => 0.21820850625147
323 => 0.22364993205791
324 => 0.22047944626558
325 => 0.22090725311818
326 => 0.2206286433442
327 => 0.22078078312031
328 => 0.21270334110366
329 => 0.21564633643667
330 => 0.21075303589221
331 => 0.20420145576194
401 => 0.20417949256806
402 => 0.20578298252333
403 => 0.20482916395337
404 => 0.20226246270652
405 => 0.20262705050415
406 => 0.19943287775963
407 => 0.20301488090769
408 => 0.20311759994096
409 => 0.20173833361592
410 => 0.2072569036867
411 => 0.20951786634742
412 => 0.20861000370553
413 => 0.20945416828429
414 => 0.2165466460552
415 => 0.21770302939836
416 => 0.218216618493
417 => 0.2175284771437
418 => 0.20958380575809
419 => 0.2099361857174
420 => 0.20735065538381
421 => 0.2051661547084
422 => 0.20525352327922
423 => 0.20637664059159
424 => 0.21128135976467
425 => 0.22160305211542
426 => 0.22199475279507
427 => 0.22246950544553
428 => 0.22053844782457
429 => 0.21995602236835
430 => 0.22072439188186
501 => 0.22460067684001
502 => 0.23457153415344
503 => 0.23104716724771
504 => 0.2281818020933
505 => 0.23069549983061
506 => 0.23030853576697
507 => 0.22704216964294
508 => 0.2269504936248
509 => 0.22068129271237
510 => 0.21836371187783
511 => 0.21642696786458
512 => 0.21431209396209
513 => 0.21305832582148
514 => 0.21498468351289
515 => 0.21542526430891
516 => 0.21121324954968
517 => 0.21063916750192
518 => 0.21407878967696
519 => 0.21256514019977
520 => 0.21412196622377
521 => 0.21448316321554
522 => 0.21442500218079
523 => 0.21284457828506
524 => 0.21385189334728
525 => 0.21146929293006
526 => 0.20887857283135
527 => 0.20722585481593
528 => 0.20578363914625
529 => 0.20658386422186
530 => 0.20373120794265
531 => 0.2028185857863
601 => 0.21351063766951
602 => 0.22140897135456
603 => 0.2212941264547
604 => 0.22059503766248
605 => 0.21955633352224
606 => 0.22452468916246
607 => 0.22279381340281
608 => 0.22405317013746
609 => 0.22437372928147
610 => 0.22534396526413
611 => 0.22569074123333
612 => 0.22464254340301
613 => 0.22112466345786
614 => 0.21235844110453
615 => 0.20827774093509
616 => 0.20693104190974
617 => 0.20697999186157
618 => 0.205629733668
619 => 0.20602744522033
620 => 0.2054914258206
621 => 0.20447633475452
622 => 0.20652118520898
623 => 0.20675683517476
624 => 0.20627954264454
625 => 0.20639196231365
626 => 0.20244018401777
627 => 0.2027406291388
628 => 0.20106771252622
629 => 0.20075406082867
630 => 0.19652507330957
701 => 0.18903280891796
702 => 0.19318425068261
703 => 0.18816989281196
704 => 0.18627087950642
705 => 0.19526051313768
706 => 0.19435820325472
707 => 0.19281384095978
708 => 0.19052940725226
709 => 0.1896820885686
710 => 0.18453404847517
711 => 0.18422987480272
712 => 0.1867813824818
713 => 0.18560394947993
714 => 0.18395038761654
715 => 0.17796135416625
716 => 0.17122769766729
717 => 0.17143094443073
718 => 0.17357279527892
719 => 0.17980051548796
720 => 0.17736723746164
721 => 0.17560186633489
722 => 0.17527126538971
723 => 0.17940942837858
724 => 0.18526579597978
725 => 0.18801347262943
726 => 0.18529060851781
727 => 0.1821627288358
728 => 0.18235310837885
729 => 0.18361961818719
730 => 0.18375271046056
731 => 0.1817167823388
801 => 0.18228988417956
802 => 0.18141929007791
803 => 0.17607645568312
804 => 0.17597982075123
805 => 0.1746686030259
806 => 0.17462889987429
807 => 0.17239819142492
808 => 0.17208609989269
809 => 0.16765689287215
810 => 0.17057221034595
811 => 0.16861676844556
812 => 0.16566945625956
813 => 0.16516133852779
814 => 0.1651460638952
815 => 0.16817229450327
816 => 0.17053684707933
817 => 0.16865078419461
818 => 0.16822136423556
819 => 0.17280644594407
820 => 0.17222295250271
821 => 0.17171765094563
822 => 0.1847414224943
823 => 0.17443209105596
824 => 0.16993663411277
825 => 0.16437265248146
826 => 0.16618431295665
827 => 0.1665660564376
828 => 0.15318568359737
829 => 0.14775726800251
830 => 0.14589444033588
831 => 0.14482235667722
901 => 0.14531091866285
902 => 0.14042470793783
903 => 0.14370832235551
904 => 0.13947727688876
905 => 0.13876792834724
906 => 0.14633356176775
907 => 0.14738627546043
908 => 0.14289507179497
909 => 0.14577915160802
910 => 0.1447333441761
911 => 0.13954980601945
912 => 0.13935183298939
913 => 0.13675091575256
914 => 0.13268098391373
915 => 0.13082091585254
916 => 0.12985217625642
917 => 0.13025189709413
918 => 0.13004978600693
919 => 0.12873087444968
920 => 0.13012538447352
921 => 0.12656298761392
922 => 0.12514441248024
923 => 0.12450367500305
924 => 0.12134184274623
925 => 0.12637372394001
926 => 0.12736506792516
927 => 0.12835836516419
928 => 0.13700433947717
929 => 0.13657241103377
930 => 0.14047683380448
1001 => 0.14032511511538
1002 => 0.13921151049372
1003 => 0.13451339577399
1004 => 0.13638598056543
1005 => 0.13062245564167
1006 => 0.13494088039615
1007 => 0.13297013167994
1008 => 0.13427456827281
1009 => 0.13192907366252
1010 => 0.13322716722295
1011 => 0.12760015236047
1012 => 0.12234572505612
1013 => 0.12446025998969
1014 => 0.12675900128887
1015 => 0.1317432581339
1016 => 0.12877467587623
1017 => 0.12984229031061
1018 => 0.12626596067193
1019 => 0.11888697109927
1020 => 0.1189287353789
1021 => 0.11779363859317
1022 => 0.11681274924346
1023 => 0.1291156532588
1024 => 0.12758559266436
1025 => 0.1251476413565
1026 => 0.12841093606241
1027 => 0.1292738029781
1028 => 0.12929836758614
1029 => 0.13167918316574
1030 => 0.13294982486736
1031 => 0.13317378097454
1101 => 0.13692004572997
1102 => 0.13817574426156
1103 => 0.14334778880007
1104 => 0.13284201979645
1105 => 0.13262566039734
1106 => 0.1284568573111
1107 => 0.12581293648764
1108 => 0.12863788883186
1109 => 0.13114041096438
1110 => 0.12853461764951
1111 => 0.12887487924513
1112 => 0.12537681462106
1113 => 0.12662720812493
1114 => 0.12770421545665
1115 => 0.12710955531164
1116 => 0.12621932029268
1117 => 0.1309352326879
1118 => 0.13066914242875
1119 => 0.13506070846954
1120 => 0.13848424824224
1121 => 0.14461984354584
1122 => 0.13821702999071
1123 => 0.13798368601588
1124 => 0.14026466079938
1125 => 0.1381753950562
1126 => 0.13949573888689
1127 => 0.14440711574228
1128 => 0.14451088539599
1129 => 0.14277260999673
1130 => 0.14266683578071
1201 => 0.14300069058579
1202 => 0.14495608860689
1203 => 0.14427281245501
1204 => 0.1450635169164
1205 => 0.14605230495308
1206 => 0.1501423515102
1207 => 0.15112844788833
1208 => 0.14873274492182
1209 => 0.14894905007615
1210 => 0.14805299140315
1211 => 0.14718740995262
1212 => 0.14913311064539
1213 => 0.15268891690427
1214 => 0.15266679641808
1215 => 0.15349167435515
1216 => 0.15400556647628
1217 => 0.15179956530035
1218 => 0.15036353965174
1219 => 0.1509142032621
1220 => 0.15179472636697
1221 => 0.15062866148659
1222 => 0.14343116887107
1223 => 0.14561442835301
1224 => 0.14525102721928
1225 => 0.14473349981376
1226 => 0.1469287841055
1227 => 0.14671704358013
1228 => 0.14037459278443
1229 => 0.14078061590634
1230 => 0.14039928439527
1231 => 0.14163144452064
]
'min_raw' => 0.11681274924346
'max_raw' => 0.26167497834096
'avg_raw' => 0.18924386379221
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.116812'
'max' => '$0.261674'
'avg' => '$0.189243'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.028485394391372
'max_diff' => -0.19015378084573
'year' => 2034
]
9 => [
'items' => [
101 => 0.13810885436583
102 => 0.13919237937244
103 => 0.13987195609917
104 => 0.14027223201197
105 => 0.14171830308077
106 => 0.14154862333133
107 => 0.1417077555493
108 => 0.14385189719572
109 => 0.15469622986272
110 => 0.15528646296312
111 => 0.15237993930916
112 => 0.15354103818027
113 => 0.15131198225215
114 => 0.15280836243008
115 => 0.15383214774388
116 => 0.14920585877341
117 => 0.14893191996494
118 => 0.14669366393008
119 => 0.14789637594191
120 => 0.14598277465304
121 => 0.1464523054744
122 => 0.14513945636492
123 => 0.14750232337633
124 => 0.1501443758475
125 => 0.15081186263954
126 => 0.14905599226083
127 => 0.14778462638915
128 => 0.14555252673244
129 => 0.14926455820714
130 => 0.15035006933245
131 => 0.14925885647931
201 => 0.14900599861777
202 => 0.14852683342705
203 => 0.14910765577814
204 => 0.15034415740574
205 => 0.14976104607276
206 => 0.15014620138129
207 => 0.14867838651561
208 => 0.15180029557854
209 => 0.15675863849879
210 => 0.15677458038205
211 => 0.15619146590589
212 => 0.15595286802562
213 => 0.15655117886451
214 => 0.15687573795061
215 => 0.15881056549213
216 => 0.1608867125311
217 => 0.17057518486809
218 => 0.16785470060491
219 => 0.17645088963209
220 => 0.18324935907714
221 => 0.18528792280267
222 => 0.18341254009701
223 => 0.17699695716716
224 => 0.17668217806146
225 => 0.18626976754792
226 => 0.18356083437858
227 => 0.18323861539784
228 => 0.17981074984033
301 => 0.18183704293423
302 => 0.18139386291066
303 => 0.18069428156236
304 => 0.18456030763272
305 => 0.19179716331388
306 => 0.19066923148917
307 => 0.18982728270527
308 => 0.18613810822185
309 => 0.18835981526782
310 => 0.18756870794275
311 => 0.19096780706039
312 => 0.18895425604236
313 => 0.18354031154551
314 => 0.18440250005123
315 => 0.18427218199307
316 => 0.1869541183955
317 => 0.18614906765724
318 => 0.18411498291582
319 => 0.19177242852791
320 => 0.19127519660281
321 => 0.19198015778956
322 => 0.19229050350562
323 => 0.19695145571037
324 => 0.19886089869482
325 => 0.19929437568179
326 => 0.2011081988354
327 => 0.19924924610938
328 => 0.20668638242431
329 => 0.21163164410481
330 => 0.21737582002754
331 => 0.22576960493959
401 => 0.22892574571338
402 => 0.22835561713211
403 => 0.23471968905549
404 => 0.24615578483642
405 => 0.23066717905993
406 => 0.24697671855184
407 => 0.24181330665139
408 => 0.22957094992124
409 => 0.22878268647572
410 => 0.23707335259007
411 => 0.25546125208464
412 => 0.25085529181508
413 => 0.2554687857856
414 => 0.25008690000883
415 => 0.24981964401792
416 => 0.25520739960602
417 => 0.26779618420889
418 => 0.2618157245276
419 => 0.2532412691056
420 => 0.2595725135559
421 => 0.25408780368404
422 => 0.24172921726908
423 => 0.25085176972407
424 => 0.24475177869276
425 => 0.24653208036905
426 => 0.25935335421168
427 => 0.25781066462205
428 => 0.25980704780024
429 => 0.25628348374518
430 => 0.25299191930271
501 => 0.24684796983604
502 => 0.24502904929201
503 => 0.24553173349248
504 => 0.24502880018669
505 => 0.2415913169259
506 => 0.24084899274302
507 => 0.23961175324958
508 => 0.23999522550336
509 => 0.23766885328852
510 => 0.24205919831095
511 => 0.24287408503471
512 => 0.24606901201764
513 => 0.24640071993578
514 => 0.25529854610632
515 => 0.25039777297348
516 => 0.25368563470339
517 => 0.25339153740371
518 => 0.22983627891365
519 => 0.23308198570378
520 => 0.23813128691031
521 => 0.23585658356093
522 => 0.23264068522352
523 => 0.2300436748905
524 => 0.22610893867804
525 => 0.23164700433717
526 => 0.23892897177129
527 => 0.24658540264698
528 => 0.2557841026749
529 => 0.25373105991334
530 => 0.24641343934844
531 => 0.24674170246146
601 => 0.24877089585935
602 => 0.24614290603742
603 => 0.24536786053448
604 => 0.24866441650888
605 => 0.24868711807812
606 => 0.24566329818481
607 => 0.24230287572659
608 => 0.24228879543379
609 => 0.24169084071518
610 => 0.25019327482491
611 => 0.2548687538922
612 => 0.25540479003236
613 => 0.25483267438906
614 => 0.25505285899371
615 => 0.2523323007416
616 => 0.25855069014943
617 => 0.26425729920504
618 => 0.26272780607421
619 => 0.26043487844085
620 => 0.25860845113852
621 => 0.26229755784648
622 => 0.26213328773197
623 => 0.26420745695327
624 => 0.26411336065641
625 => 0.26341589556074
626 => 0.26272783098289
627 => 0.26545592925876
628 => 0.26467028076723
629 => 0.26388341194659
630 => 0.2623052260632
701 => 0.26251972773564
702 => 0.26022719600856
703 => 0.2591665659325
704 => 0.24321723439593
705 => 0.23895505184992
706 => 0.24029602124362
707 => 0.24073750318629
708 => 0.23888259588012
709 => 0.24154205647057
710 => 0.24112758235461
711 => 0.24274005868054
712 => 0.24173265347769
713 => 0.24177399773861
714 => 0.24473656163878
715 => 0.24559660654265
716 => 0.24515918076313
717 => 0.24546553878503
718 => 0.25252543009403
719 => 0.2515217393125
720 => 0.25098854858912
721 => 0.25113624606338
722 => 0.25294019965861
723 => 0.25344520817306
724 => 0.25130545161102
725 => 0.25231457317546
726 => 0.25661128472027
727 => 0.25811489058813
728 => 0.26291367874661
729 => 0.26087506824523
730 => 0.26461702604951
731 => 0.27611852861243
801 => 0.28530672470313
802 => 0.27685687985986
803 => 0.29372983187072
804 => 0.30686784529238
805 => 0.30636358645475
806 => 0.30407266992696
807 => 0.28911539093855
808 => 0.27535147981295
809 => 0.28686557591605
810 => 0.28689492771491
811 => 0.28590585664831
812 => 0.27976282119925
813 => 0.28569209233049
814 => 0.28616273634093
815 => 0.28589930084943
816 => 0.28118944997374
817 => 0.27399837821251
818 => 0.27540349642166
819 => 0.27770510871189
820 => 0.27334767647987
821 => 0.27195521285561
822 => 0.27454406766015
823 => 0.2828858972497
824 => 0.28130892268672
825 => 0.28126774150783
826 => 0.28801470742953
827 => 0.28318533591597
828 => 0.27542121946209
829 => 0.27346067766137
830 => 0.26650207504802
831 => 0.27130840665875
901 => 0.27148137797688
902 => 0.2688489992732
903 => 0.27563482248603
904 => 0.2755722899305
905 => 0.28201441913458
906 => 0.29432935061956
907 => 0.29068721939848
908 => 0.28645181705111
909 => 0.28691232272124
910 => 0.29196293329769
911 => 0.28890921884894
912 => 0.29000735585597
913 => 0.29196127113581
914 => 0.29314011673713
915 => 0.28674270498061
916 => 0.28525116227659
917 => 0.28219998936452
918 => 0.28140399530459
919 => 0.28388911197667
920 => 0.28323437153405
921 => 0.27146684040737
922 => 0.2702370679307
923 => 0.27027478329685
924 => 0.26718246193179
925 => 0.2624659296079
926 => 0.27486069494556
927 => 0.27386522182432
928 => 0.27276629654197
929 => 0.27290090861868
930 => 0.27828105615418
1001 => 0.27516029887962
1002 => 0.28345734357609
1003 => 0.28175172061849
1004 => 0.28000235486793
1005 => 0.27976053923422
1006 => 0.27908718266913
1007 => 0.27677799246248
1008 => 0.27398950652714
1009 => 0.27214830657811
1010 => 0.25104242711325
1011 => 0.25495955557468
1012 => 0.25946585481206
1013 => 0.26102141125094
1014 => 0.258360524321
1015 => 0.27688306049677
1016 => 0.28026730634369
1017 => 0.27001620492449
1018 => 0.26809864239867
1019 => 0.27700877557673
1020 => 0.27163487605088
1021 => 0.27405474267832
1022 => 0.26882431462607
1023 => 0.27945214062145
1024 => 0.27937117439385
1025 => 0.27523671004131
1026 => 0.27873113100048
1027 => 0.27812388936535
1028 => 0.27345608929407
1029 => 0.27960011820952
1030 => 0.2796031655712
1031 => 0.27562383352289
1101 => 0.27097684487826
1102 => 0.27014607306557
1103 => 0.2695201981032
1104 => 0.27390081580441
1105 => 0.27782846393748
1106 => 0.28513684336657
1107 => 0.28697434359786
1108 => 0.29414622932989
1109 => 0.28987572056924
1110 => 0.29176878179049
1111 => 0.29382396753601
1112 => 0.29480929915937
1113 => 0.29320375415492
1114 => 0.3043446447627
1115 => 0.30528527727806
1116 => 0.30560066322402
1117 => 0.30184401759459
1118 => 0.30518079816738
1119 => 0.30361962903993
1120 => 0.30768135740428
1121 => 0.30831828827457
1122 => 0.30777883048691
1123 => 0.30798100239841
1124 => 0.29847421765245
1125 => 0.29798124071109
1126 => 0.29125946513556
1127 => 0.29399863836744
1128 => 0.28887788530242
1129 => 0.29050172884894
1130 => 0.2912175036117
1201 => 0.2908436234955
1202 => 0.29415350711215
1203 => 0.29133942987344
1204 => 0.28391261736337
1205 => 0.27648378142319
1206 => 0.27639051843936
1207 => 0.27443463706615
1208 => 0.27302089307087
1209 => 0.27329323031962
1210 => 0.27425298230574
1211 => 0.2729651105407
1212 => 0.27323994327853
1213 => 0.2778039979274
1214 => 0.27871928653789
1215 => 0.27560877821312
1216 => 0.26311963844497
1217 => 0.26005477221923
1218 => 0.26225773728335
1219 => 0.26120486187182
1220 => 0.21081270973417
1221 => 0.22265159840155
1222 => 0.21561733276607
1223 => 0.2188590460019
1224 => 0.21167888230232
1225 => 0.21510563276438
1226 => 0.21447283707893
1227 => 0.2335094197179
1228 => 0.23321218966395
1229 => 0.23335445796171
1230 => 0.22656362143161
1231 => 0.23738160841536
]
'min_raw' => 0.13810885436583
'max_raw' => 0.30831828827457
'avg_raw' => 0.2232135713202
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.1381088'
'max' => '$0.308318'
'avg' => '$0.223213'
'bar_min_pct' => 61.631153054958
'bar_max_pct' => 60.119598047091
'min_diff' => 0.021296105122367
'max_diff' => 0.046643309933602
'year' => 2035
]
10 => [
'items' => [
101 => 0.24271093780579
102 => 0.24172462077113
103 => 0.24197285551939
104 => 0.23770736010326
105 => 0.23339575728125
106 => 0.22861352620073
107 => 0.23749832044672
108 => 0.23651048299506
109 => 0.23877622669647
110 => 0.2445386508632
111 => 0.24538718971107
112 => 0.24652763452764
113 => 0.24611886624329
114 => 0.25585738516112
115 => 0.25467798626336
116 => 0.25751999827075
117 => 0.25167376394757
118 => 0.24505819488123
119 => 0.2463155982815
120 => 0.24619450022265
121 => 0.24465278294367
122 => 0.24326098951905
123 => 0.24094404560242
124 => 0.24827519899782
125 => 0.24797756755823
126 => 0.25279587460657
127 => 0.25194419203324
128 => 0.24625644736645
129 => 0.24645958627993
130 => 0.24782579309834
131 => 0.25255425049595
201 => 0.25395797858948
202 => 0.25330771580767
203 => 0.25484683957961
204 => 0.25606330025382
205 => 0.25499960831133
206 => 0.27005924308918
207 => 0.26380543277535
208 => 0.26685349640858
209 => 0.26758044162487
210 => 0.26571838673935
211 => 0.26612219976883
212 => 0.26673386647604
213 => 0.27044778694555
214 => 0.28019418888911
215 => 0.28451080396391
216 => 0.29749755339448
217 => 0.28415236917213
218 => 0.28336052116824
219 => 0.28569982690294
220 => 0.29332442360572
221 => 0.29950344309138
222 => 0.30155338033096
223 => 0.30182431337794
224 => 0.30567013191664
225 => 0.30787448338275
226 => 0.30520314839097
227 => 0.30293947168587
228 => 0.2948312627061
229 => 0.29576980997342
301 => 0.30223546993278
302 => 0.31136859545084
303 => 0.31920576728509
304 => 0.31646146286175
305 => 0.33739856843483
306 => 0.33947439693199
307 => 0.33918758455326
308 => 0.3439166307945
309 => 0.33453043705915
310 => 0.33051765738836
311 => 0.30342890428334
312 => 0.31103973896997
313 => 0.32210253415563
314 => 0.32063833172946
315 => 0.31260423415626
316 => 0.31919967270164
317 => 0.31701901446011
318 => 0.31529903882942
319 => 0.3231785806273
320 => 0.31451470074679
321 => 0.3220161053263
322 => 0.31239547636098
323 => 0.31647399861319
324 => 0.31415883212691
325 => 0.31565702857967
326 => 0.30689860273005
327 => 0.31162443671973
328 => 0.30670199249898
329 => 0.3066996586195
330 => 0.3065909953905
331 => 0.31238222918676
401 => 0.31257108111294
402 => 0.30829135058744
403 => 0.30767457455675
404 => 0.30995511880759
405 => 0.30728519876535
406 => 0.30853443754883
407 => 0.30732303693548
408 => 0.30705032514141
409 => 0.3048773111682
410 => 0.30394111700028
411 => 0.30430822285627
412 => 0.30305510131373
413 => 0.30230005025695
414 => 0.30644079673095
415 => 0.30422856292713
416 => 0.30610174017261
417 => 0.30396701828757
418 => 0.29656714217995
419 => 0.29231139517819
420 => 0.27833371517979
421 => 0.28229776788808
422 => 0.28492593893478
423 => 0.28405732841952
424 => 0.28592343991395
425 => 0.28603800400377
426 => 0.28543131213418
427 => 0.28472884067124
428 => 0.28438691641218
429 => 0.28693533970588
430 => 0.28841478520385
501 => 0.28518971105971
502 => 0.28443412131132
503 => 0.28769484933227
504 => 0.28968389154138
505 => 0.30436986166721
506 => 0.30328187756523
507 => 0.30601250415511
508 => 0.30570507750597
509 => 0.30856720919508
510 => 0.31324558487969
511 => 0.30373313901847
512 => 0.30538417070435
513 => 0.30497937586286
514 => 0.30939881979932
515 => 0.30941261682089
516 => 0.30676293941339
517 => 0.3081993725221
518 => 0.3073975949673
519 => 0.30884651537556
520 => 0.30326734687424
521 => 0.31006217187483
522 => 0.31391439980131
523 => 0.3139678879898
524 => 0.31579381345378
525 => 0.31764905947566
526 => 0.32121004265678
527 => 0.31754974558747
528 => 0.31096522748251
529 => 0.31144060842183
530 => 0.30758010786608
531 => 0.30764500357787
601 => 0.30729858518233
602 => 0.30833821286453
603 => 0.30349548668715
604 => 0.30463206484147
605 => 0.30304084876962
606 => 0.30538071171137
607 => 0.30286340597925
608 => 0.30497918065853
609 => 0.30589227887107
610 => 0.30926163093293
611 => 0.30236574994018
612 => 0.28830458178584
613 => 0.29126040980707
614 => 0.2868885079884
615 => 0.28729314414672
616 => 0.2881105735839
617 => 0.28546101733173
618 => 0.28596646916753
619 => 0.28594841087115
620 => 0.28579279422879
621 => 0.28510354231688
622 => 0.28410399068029
623 => 0.28808589675472
624 => 0.2887625001893
625 => 0.29026650581093
626 => 0.29474140636416
627 => 0.29429425827347
628 => 0.29502357536139
629 => 0.29343148025342
630 => 0.28736699687254
701 => 0.28769632749723
702 => 0.28358956933016
703 => 0.29016148677135
704 => 0.28860516997621
705 => 0.28760180241394
706 => 0.28732802427844
707 => 0.29181401724459
708 => 0.29315629664939
709 => 0.29231987820134
710 => 0.29060435956217
711 => 0.29389866249694
712 => 0.2947800789868
713 => 0.2949773956335
714 => 0.30081426881398
715 => 0.29530361200471
716 => 0.29663008186992
717 => 0.30697882110076
718 => 0.29759394264679
719 => 0.30256532207162
720 => 0.30232199891859
721 => 0.30486518841003
722 => 0.30211338315015
723 => 0.30214749507435
724 => 0.30440567505217
725 => 0.30123446853823
726 => 0.3004492332086
727 => 0.29936443622468
728 => 0.30173305075257
729 => 0.30315292803882
730 => 0.31459609618103
731 => 0.32198890467276
801 => 0.32166796335899
802 => 0.32460076618989
803 => 0.32327951165318
804 => 0.31901283222478
805 => 0.32629553374293
806 => 0.32399098226141
807 => 0.32418096668552
808 => 0.32417389545576
809 => 0.32570622072359
810 => 0.32462042783579
811 => 0.32248021859958
812 => 0.32390098936996
813 => 0.32812017062313
814 => 0.34121663869328
815 => 0.34854559573046
816 => 0.34077542627713
817 => 0.34613518511932
818 => 0.34292123969135
819 => 0.3423371702005
820 => 0.34570349483646
821 => 0.34907571177807
822 => 0.34886091613739
823 => 0.34641285980303
824 => 0.34503001489689
825 => 0.35550137981325
826 => 0.36321650310859
827 => 0.36269038342269
828 => 0.36501250461296
829 => 0.37183032424809
830 => 0.37245366023183
831 => 0.3723751342251
901 => 0.37083013095101
902 => 0.37754315978756
903 => 0.38314328654751
904 => 0.3704725073325
905 => 0.3752973741849
906 => 0.37746341236244
907 => 0.38064379904164
908 => 0.38600964446415
909 => 0.3918383758132
910 => 0.39266262233475
911 => 0.39207777998388
912 => 0.38823357497448
913 => 0.39461144236784
914 => 0.39834744750747
915 => 0.40057215307117
916 => 0.40621363622499
917 => 0.37747678907682
918 => 0.35713542035137
919 => 0.35395882189196
920 => 0.36041855977273
921 => 0.36212194113644
922 => 0.36143531024459
923 => 0.33853925038776
924 => 0.35383827887527
925 => 0.37029874714897
926 => 0.37093106077273
927 => 0.37917151536271
928 => 0.38185494516486
929 => 0.38848959121086
930 => 0.38807459229427
1001 => 0.38969002302619
1002 => 0.38931866347628
1003 => 0.40160794818696
1004 => 0.41516485419927
1005 => 0.41469542165239
1006 => 0.41274645601508
1007 => 0.4156410023345
1008 => 0.42963318218555
1009 => 0.42834500648498
1010 => 0.42959635945154
1011 => 0.44609392806062
1012 => 0.4675431140042
1013 => 0.45757781367035
1014 => 0.47919964795689
1015 => 0.49280944651607
1016 => 0.51634618584475
1017 => 0.51339927015992
1018 => 0.52256195006
1019 => 0.5081236760442
1020 => 0.4749704804473
1021 => 0.46972386033876
1022 => 0.48022772666165
1023 => 0.50605045706417
1024 => 0.47941447698597
1025 => 0.48480290106502
1026 => 0.48325103456776
1027 => 0.48316834219712
1028 => 0.48632437364994
1029 => 0.4817463854201
1030 => 0.46309483780739
1031 => 0.47164273216403
1101 => 0.46834197964933
1102 => 0.47200441065179
1103 => 0.49176904027065
1104 => 0.48303062638623
1105 => 0.4738254172101
1106 => 0.48537079231642
1107 => 0.50007202224808
1108 => 0.4991520456996
1109 => 0.4973669066752
1110 => 0.50742964188892
1111 => 0.52405033235721
1112 => 0.52854283820345
1113 => 0.5318591141739
1114 => 0.53231637260128
1115 => 0.53702641858787
1116 => 0.5116993142336
1117 => 0.55189407928999
1118 => 0.55883460485726
1119 => 0.55753007370592
1120 => 0.56524417577197
1121 => 0.56297449125626
1122 => 0.55968607449558
1123 => 0.57191456710684
1124 => 0.5578955871165
1125 => 0.53799740996073
1126 => 0.52708087643175
1127 => 0.54145664839435
1128 => 0.5502354306866
1129 => 0.55603764734637
1130 => 0.55779339460182
1201 => 0.5136653852476
1202 => 0.48988283565727
1203 => 0.50512717727719
1204 => 0.52372632616174
1205 => 0.51159599502245
1206 => 0.51207148103735
1207 => 0.49477681662767
1208 => 0.52525652020712
1209 => 0.52081588377025
1210 => 0.54385391346007
1211 => 0.53835570278285
1212 => 0.55714232166374
1213 => 0.55219517530424
1214 => 0.57273050325129
1215 => 0.58092260154118
1216 => 0.59467840956819
1217 => 0.60479723794907
1218 => 0.61073920751666
1219 => 0.61038247395159
1220 => 0.63392751765589
1221 => 0.62004382798463
1222 => 0.60260264162313
1223 => 0.60228718558808
1224 => 0.61132022314823
1225 => 0.63025099178147
1226 => 0.63515946465659
1227 => 0.63790263136759
1228 => 0.63370137605937
1229 => 0.61863162597422
1230 => 0.61212458429283
1231 => 0.61766877233252
]
'min_raw' => 0.22861352620073
'max_raw' => 0.63790263136759
'avg_raw' => 0.43325807878416
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.228613'
'max' => '$0.6379026'
'avg' => '$0.433258'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.090504671834899
'max_diff' => 0.32958434309302
'year' => 2036
]
11 => [
'items' => [
101 => 0.61088870677748
102 => 0.62259300207588
103 => 0.63866549942316
104 => 0.63534659227849
105 => 0.64644120126476
106 => 0.65792295437864
107 => 0.67434237700929
108 => 0.6786350220944
109 => 0.68573060118541
110 => 0.69303428284638
111 => 0.69538002855614
112 => 0.69985878495822
113 => 0.69983517970121
114 => 0.71333221357396
115 => 0.72821985990395
116 => 0.73383960174372
117 => 0.74676188822988
118 => 0.72463292547325
119 => 0.74141799792336
120 => 0.75655855343097
121 => 0.73850735898296
122 => 0.76338672514066
123 => 0.76435273455071
124 => 0.77893832974323
125 => 0.76415303475368
126 => 0.75537357378521
127 => 0.78071954863906
128 => 0.7929836674801
129 => 0.78928961507647
130 => 0.76117769388696
131 => 0.74481534997764
201 => 0.70199193990653
202 => 0.75271811896941
203 => 0.777425361088
204 => 0.7611137080987
205 => 0.76934035707432
206 => 0.81422228638537
207 => 0.8313104191773
208 => 0.82775620701164
209 => 0.82835681036032
210 => 0.8375772566433
211 => 0.87846579325453
212 => 0.85396443432822
213 => 0.87269480517898
214 => 0.88262932634084
215 => 0.89185706325286
216 => 0.86919665785314
217 => 0.83971580337558
218 => 0.83037797924045
219 => 0.75949183567646
220 => 0.75580190406104
221 => 0.75373063362893
222 => 0.7406715665415
223 => 0.73041071699031
224 => 0.72225090846629
225 => 0.70083713417415
226 => 0.70806365438981
227 => 0.67393456757018
228 => 0.69576914785681
301 => 0.64129830121706
302 => 0.68666324090859
303 => 0.6619731667252
304 => 0.67855188750193
305 => 0.67849404590695
306 => 0.64796736466877
307 => 0.63036021200618
308 => 0.64158017496342
309 => 0.65360886589535
310 => 0.65556048052968
311 => 0.67115599230388
312 => 0.67550836441565
313 => 0.66232047372415
314 => 0.64016951399348
315 => 0.64531467672931
316 => 0.63025594544756
317 => 0.60386609810202
318 => 0.62281974718812
319 => 0.62929135631923
320 => 0.63214958759097
321 => 0.60619820362108
322 => 0.59804371534578
323 => 0.5937023342108
324 => 0.63681951620649
325 => 0.63918157276775
326 => 0.62709695743921
327 => 0.68172056463446
328 => 0.66935756001331
329 => 0.68317006518481
330 => 0.64484780714008
331 => 0.64631176900515
401 => 0.62816939790535
402 => 0.63832791344756
403 => 0.63114820208657
404 => 0.63750720578016
405 => 0.64131876637495
406 => 0.65945816049017
407 => 0.68687036365168
408 => 0.65674873990484
409 => 0.64362431708875
410 => 0.6517666351893
411 => 0.67345070127319
412 => 0.70630317137721
413 => 0.68685384785805
414 => 0.69548512736492
415 => 0.69737067795827
416 => 0.68302946684834
417 => 0.70683195228692
418 => 0.7195878976045
419 => 0.73267285802937
420 => 0.74403416253403
421 => 0.72744643709123
422 => 0.74519768107206
423 => 0.7308933119399
424 => 0.71806081406984
425 => 0.71808027567209
426 => 0.71003026230532
427 => 0.69443234704026
428 => 0.69155585215043
429 => 0.70651974182859
430 => 0.71851936426486
501 => 0.71950771064302
502 => 0.7261513181866
503 => 0.73008293669629
504 => 0.76861814286743
505 => 0.7841173215694
506 => 0.80306942390174
507 => 0.81045233584215
508 => 0.83267225386235
509 => 0.81472786544753
510 => 0.81084548413849
511 => 0.75694723110127
512 => 0.76577306701667
513 => 0.77990408188374
514 => 0.75718024633165
515 => 0.77159328968351
516 => 0.77443872975117
517 => 0.75640809909497
518 => 0.76603903798601
519 => 0.74046211966579
520 => 0.6874278705774
521 => 0.7068909945668
522 => 0.72122240503969
523 => 0.70076971524471
524 => 0.73743037007381
525 => 0.71601397235217
526 => 0.7092260024428
527 => 0.68274371174034
528 => 0.69524233355506
529 => 0.71214689852248
530 => 0.70170184273922
531 => 0.7233769018225
601 => 0.75407456601152
602 => 0.77595154959013
603 => 0.77763099274171
604 => 0.76356555794473
605 => 0.78610550697129
606 => 0.78626968589253
607 => 0.76084453131217
608 => 0.74527176569956
609 => 0.74173360058699
610 => 0.75057263073631
611 => 0.76130484511256
612 => 0.77822655594718
613 => 0.78845199140398
614 => 0.8151145039234
615 => 0.82232861533701
616 => 0.83025473659866
617 => 0.84084647892949
618 => 0.85356458126465
619 => 0.8257380973973
620 => 0.8268436954764
621 => 0.80093205898302
622 => 0.77324175928528
623 => 0.79425524511128
624 => 0.82172758252189
625 => 0.81542539796566
626 => 0.81471627346114
627 => 0.81590882418301
628 => 0.81115718283772
629 => 0.78966568513701
630 => 0.77887278953561
701 => 0.79279837842274
702 => 0.8001992091596
703 => 0.8116772522122
704 => 0.81026234113387
705 => 0.83982854738554
706 => 0.85131708109927
707 => 0.84837782255322
708 => 0.8489187168629
709 => 0.86971815838771
710 => 0.8928514150947
711 => 0.91451876270288
712 => 0.93655971932416
713 => 0.90998848584403
714 => 0.89649725216867
715 => 0.91041676157933
716 => 0.90303087395476
717 => 0.94547237504215
718 => 0.94841093249343
719 => 0.99084936457722
720 => 1.0311284900992
721 => 1.0058298930343
722 => 1.0296853305927
723 => 1.0554869312744
724 => 1.1052624051483
725 => 1.0884997766698
726 => 1.0756598659592
727 => 1.0635262123797
728 => 1.0887744193154
729 => 1.1212558341883
730 => 1.1282520198488
731 => 1.1395885133674
801 => 1.1276695765931
802 => 1.1420246231099
803 => 1.1927042452416
804 => 1.1790101639802
805 => 1.1595623671557
806 => 1.1995690615059
807 => 1.2140473286692
808 => 1.3156633899485
809 => 1.4439578648638
810 => 1.3908431098219
811 => 1.357873067365
812 => 1.3656218094022
813 => 1.4124706085992
814 => 1.4275169559948
815 => 1.3866157969868
816 => 1.4010627778085
817 => 1.4806670625317
818 => 1.5233722072745
819 => 1.4653728846477
820 => 1.3053550538066
821 => 1.1578113058346
822 => 1.1969465517783
823 => 1.1925098293964
824 => 1.2780347024947
825 => 1.1786835646711
826 => 1.1803563830318
827 => 1.2676498199335
828 => 1.2443614275565
829 => 1.2066372144577
830 => 1.1580867343383
831 => 1.0683366814617
901 => 0.98884255676348
902 => 1.1447488417002
903 => 1.1380258791966
904 => 1.128290033204
905 => 1.1499561049318
906 => 1.2551603992201
907 => 1.2527350997237
908 => 1.2373065817262
909 => 1.2490089766466
910 => 1.2045857280479
911 => 1.2160346107104
912 => 1.1577879341511
913 => 1.1841178645519
914 => 1.2065562752392
915 => 1.211061118391
916 => 1.2212107600351
917 => 1.1344831834509
918 => 1.1734213191493
919 => 1.1962938258622
920 => 1.0929550084244
921 => 1.1942511497011
922 => 1.132973449294
923 => 1.1121748774157
924 => 1.1401774144464
925 => 1.1292647985322
926 => 1.1198827721794
927 => 1.1146474402709
928 => 1.135209412939
929 => 1.1342501723372
930 => 1.1006067941452
1001 => 1.0567203787734
1002 => 1.0714501002946
1003 => 1.0660986543741
1004 => 1.0467043240077
1005 => 1.0597737609943
1006 => 1.0022225747962
1007 => 0.90320875019282
1008 => 0.96862031560129
1009 => 0.96610204148716
1010 => 0.96483221348417
1011 => 1.0139871970458
1012 => 1.0092620795747
1013 => 1.0006859450963
1014 => 1.0465468165725
1015 => 1.029806981568
1016 => 1.0813952086509
1017 => 1.1153745515251
1018 => 1.1067562910556
1019 => 1.1387140272652
1020 => 1.0717894433286
1021 => 1.0940191055641
1022 => 1.0986006081418
1023 => 1.0459809005373
1024 => 1.0100351672295
1025 => 1.0076379966292
1026 => 0.94531304870066
1027 => 0.9786065328147
1028 => 1.0079034210571
1029 => 0.99387248511935
1030 => 0.98943070996375
1031 => 1.0121227759302
1101 => 1.0138861438002
1102 => 0.97368116949096
1103 => 0.9820410567758
1104 => 1.0169031764692
1105 => 0.98116262080651
1106 => 0.9117245593405
1107 => 0.89450296004062
1108 => 0.89220528123696
1109 => 0.84549893807342
1110 => 0.89565378965412
1111 => 0.87375985287269
1112 => 0.94292253683559
1113 => 0.90341718268289
1114 => 0.90171418582372
1115 => 0.89913985629576
1116 => 0.85893777732016
1117 => 0.86773947764041
1118 => 0.89699767004174
1119 => 0.90743732270766
1120 => 0.90634838140505
1121 => 0.89685428893722
1122 => 0.90120063585137
1123 => 0.88719953807324
1124 => 0.88225545904013
1125 => 0.86665058563555
1126 => 0.84371573268714
1127 => 0.84690496465724
1128 => 0.80146501973571
1129 => 0.77670692606205
1130 => 0.76985421203961
1201 => 0.76069047645418
1202 => 0.77088928035776
1203 => 0.80133629408098
1204 => 0.76461073583648
1205 => 0.70164734222466
1206 => 0.70543154946514
1207 => 0.71393353959326
1208 => 0.69809013723579
1209 => 0.68309568654041
1210 => 0.69613214488181
1211 => 0.66945372497673
1212 => 0.71715749918113
1213 => 0.71586724577719
1214 => 0.73364826281898
1215 => 0.74476709767842
1216 => 0.71914178309295
1217 => 0.71269708577293
1218 => 0.71636827826157
1219 => 0.65569164410653
1220 => 0.72868968731148
1221 => 0.72932097742043
1222 => 0.72391548824029
1223 => 0.76278469268519
1224 => 0.84481083767283
1225 => 0.81394930243444
1226 => 0.8019987831953
1227 => 0.77928083738591
1228 => 0.80955115131877
1229 => 0.80722686349919
1230 => 0.79671555251904
1231 => 0.79035827884096
]
'min_raw' => 0.5937023342108
'max_raw' => 1.5233722072745
'avg_raw' => 1.0585372707427
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$0.5937023'
'max' => '$1.52'
'avg' => '$1.05'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.36508880801007
'max_diff' => 0.88546957590693
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.018635637862415
]
1 => [
'year' => 2028
'avg' => 0.031984164536231
]
2 => [
'year' => 2029
'avg' => 0.08737497292819
]
3 => [
'year' => 2030
'avg' => 0.067409661491385
]
4 => [
'year' => 2031
'avg' => 0.06620464157192
]
5 => [
'year' => 2032
'avg' => 0.11607757204307
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.018635637862415
'min' => '$0.018635'
'max_raw' => 0.11607757204307
'max' => '$0.116077'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.11607757204307
]
1 => [
'year' => 2033
'avg' => 0.29856345141076
]
2 => [
'year' => 2034
'avg' => 0.18924386379221
]
3 => [
'year' => 2035
'avg' => 0.2232135713202
]
4 => [
'year' => 2036
'avg' => 0.43325807878416
]
5 => [
'year' => 2037
'avg' => 1.0585372707427
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.11607757204307
'min' => '$0.116077'
'max_raw' => 1.0585372707427
'max' => '$1.05'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 1.0585372707427
]
]
]
]
'prediction_2025_max_price' => '$0.031863'
'last_price' => 0.03089573
'sma_50day_nextmonth' => '$0.028483'
'sma_200day_nextmonth' => '$0.053742'
'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' => '$0.030378'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.029127'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.027653'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.028584'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.0336089'
'daily_sma50_action' => 'SELL'
'daily_sma100' => '$0.048048'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.05912'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.030217'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.029452'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.028708'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.02935'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$0.035271'
'daily_ema50_action' => 'SELL'
'daily_ema100' => '$0.045338'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.060462'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.058294'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.077768'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '$0.143567'
'weekly_sma100_action' => 'SELL'
'weekly_sma200' => '$0.278633'
'weekly_sma200_action' => 'SELL'
'weekly_ema3' => '$0.030419'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$0.031834'
'weekly_ema5_action' => 'SELL'
'weekly_ema10' => '$0.03812'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.050446'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.079729'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.180414'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$0.478988'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '51.58'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 111.43
'stoch_rsi_14_action' => 'SELL'
'momentum_10' => 0
'momentum_10_action' => 'BUY'
'vwma_10' => '0.027689'
'vwma_10_action' => 'BUY'
'hma_9' => '0.031141'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 82.85
'stochastic_fast_14_action' => 'SELL'
'cci_20' => 88.85
'cci_20_action' => 'NEUTRAL'
'adx_14' => 20.36
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '-0.000940'
'ao_5_34_action' => 'NEUTRAL'
'macd_12_26' => 0
'macd_12_26_action' => 'BUY'
'williams_percent_r_14' => -17.15
'williams_percent_r_14_action' => 'SELL'
'ultimate_oscillator' => 76.18
'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' => 1767680795
'last_updated_date' => '6 Ocak 2026'
]
Octopus Network için 2026 fiyat tahmini
Octopus Network için 2026 fiyat tahmini, ortalama fiyatın alt sınırda $0.010674 ile üst sınırda $0.031863 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 $0.018635 ve üst sınırda $0.116077 fiyat aralığında bulunuyor. Piyasadaki fiyat dalgalanmaları göz önüne alındığında, Octopus Network üst fiyat hedefine ulaşırsa, bugünün fiyatına kıyasla 2032 yılına kadar 275.71% artış gösterebilir.
| Octopus Network Fiyat Tahmini | Potansiyel Düşük ($) | Ortalama Fiyat ($) | Potansiyel Yüksek ($) |
|---|---|---|---|
| 2027 | $0.010276 | $0.018635 | $0.026995 |
| 2028 | $0.018545 | $0.031984 | $0.045423 |
| 2029 | $0.040738 | $0.087374 | $0.134011 |
| 2030 | $0.034646 | $0.0674096 | $0.100172 |
| 2031 | $0.040962 | $0.0662046 | $0.091446 |
| 2032 | $0.062526 | $0.116077 | $0.169628 |
Octopus Network fiyat tahmini 2032-2037
Octopus Network için 2032-2037 fiyat tahmini, şu anda alt sınırda $0.116077 ve üst sınırda $1.05 olarak tahmin edilmektedir. Mevcut fiyata kıyasla, Octopus Network üst fiyat hedefine ulaşırsa, 2037 yılına kadar potansiyel olarak 3326.16% artış gösterebilir. Lütfen bu bilgilerin sadece genel amaçlar için olduğunu ve uzun vadeli yatırım tavsiyesi olarak değerlendirilmemesi gerektiğini unutmayın.
| Octopus Network Fiyat Tahmini | Potansiyel Düşük ($) | Ortalama Fiyat ($) | Potansiyel Yüksek ($) |
|---|---|---|---|
| 2032 | $0.062526 | $0.116077 | $0.169628 |
| 2033 | $0.145298 | $0.298563 | $0.451828 |
| 2034 | $0.116812 | $0.189243 | $0.261674 |
| 2035 | $0.1381088 | $0.223213 | $0.308318 |
| 2036 | $0.228613 | $0.433258 | $0.6379026 |
| 2037 | $0.5937023 | $1.05 | $1.52 |
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 $0.053742 seviyesine ulaşması bekleniyor. Octopus Network için kısa vadeli 50 günlük SMA'nın 4 Şub 2026 tarihinde $0.028483 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 51.58 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 | $0.030378 | BUY |
| SMA 5 | $0.029127 | BUY |
| SMA 10 | $0.027653 | BUY |
| SMA 21 | $0.028584 | BUY |
| SMA 50 | $0.0336089 | SELL |
| SMA 100 | $0.048048 | SELL |
| SMA 200 | $0.05912 | SELL |
Günlük Üstel Hareketli Ortalama (EMA)
| Dönem | Değer | İşlem |
|---|---|---|
| EMA 3 | $0.030217 | BUY |
| EMA 5 | $0.029452 | BUY |
| EMA 10 | $0.028708 | BUY |
| EMA 21 | $0.02935 | BUY |
| EMA 50 | $0.035271 | SELL |
| EMA 100 | $0.045338 | SELL |
| EMA 200 | $0.060462 | SELL |
Haftalık Basit Hareketli Ortalama (SMA)
| Dönem | Değer | İşlem |
|---|---|---|
| SMA 21 | $0.058294 | SELL |
| SMA 50 | $0.077768 | SELL |
| SMA 100 | $0.143567 | SELL |
| SMA 200 | $0.278633 | SELL |
Haftalık Üstel Hareketli Ortalama (EMA)
| Dönem | Değer | İşlem |
|---|---|---|
| EMA 21 | $0.050446 | SELL |
| EMA 50 | $0.079729 | SELL |
| EMA 100 | $0.180414 | SELL |
| EMA 200 | $0.478988 | 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) | 51.58 | NEUTRAL |
| Stoch RSI (14) | 111.43 | SELL |
| Hızlı Stokastik (14) | 82.85 | SELL |
| Emtia Kanal Endeksi (20) | 88.85 | NEUTRAL |
| Ortalama Yön Endeksi (14) | 20.36 | NEUTRAL |
| Harika Osilatör (5, 34) | -0.000940 | NEUTRAL |
| Momentum (10) | 0 | BUY |
| MACD (12, 26) | 0 | BUY |
| Williams Yüzde Aralığı (14) | -17.15 | SELL |
| Ultimate Osilatör (7, 14, 28) | 76.18 | SELL |
| VWMA (10) | 0.027689 | BUY |
| Hull Hareketli Ortalaması (9) | 0.031141 | 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 | $0.043413 | $0.0610034 | $0.08572 | $0.12045 | $0.169253 | $0.237829 |
| Amazon.com hisseleri | $0.064465 | $0.134511 | $0.280666 | $0.585627 | $1.22 | $2.54 |
| Apple hisseleri | $0.043823 | $0.062159 | $0.088169 | $0.125061 | $0.177389 | $0.251613 |
| Netflix hisseleri | $0.048748 | $0.076917 | $0.121364 | $0.191493 | $0.302146 | $0.47674 |
| Google hisseleri | $0.0400098 | $0.051812 | $0.067097 | $0.08689 | $0.112522 | $0.145716 |
| Tesla hisseleri | $0.070038 | $0.158771 | $0.359922 | $0.815918 | $1.84 | $4.19 |
| Kodak hisseleri | $0.023168 | $0.017373 | $0.013028 | $0.00977 | $0.007326 | $0.005494 |
| Nokia hisseleri | $0.020467 | $0.013558 | $0.008982 | $0.00595 | $0.003941 | $0.002611 |
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 $0.03089 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 | $0.031698 | $0.032522 | $0.033368 | $0.034235 |
| Octopus Network, Bitcoin'in geçmiş yıllık ortama büyümesine göre %2 oranında büyüme gösterirse | $0.0325018 | $0.034191 | $0.035969 | $0.037838 |
| Octopus Network, Bitcoin'in geçmiş yıllık ortama büyümesine göre %5 oranında büyüme gösterirse | $0.034911 | $0.039448 | $0.044575 | $0.050368 |
| Octopus Network, Bitcoin'in geçmiş yıllık ortama büyümesine göre %10 oranında büyüme gösterirse | $0.038926 | $0.049044 | $0.061793 | $0.077855 |
| Octopus Network, Bitcoin'in geçmiş yıllık ortama büyümesine göre %20 oranında büyüme gösterirse | $0.046957 | $0.071368 | $0.10847 | $0.16486 |
| Octopus Network, Bitcoin'in geçmiş yıllık ortama büyümesine göre %50 oranında büyüme gösterirse | $0.071049 | $0.16339 | $0.375741 | $0.864079 |
| Octopus Network, Bitcoin'in geçmiş yıllık ortama büyümesine göre %100 oranında büyüme gösterirse | $0.1112036 | $0.400257 | $1.44 | $5.18 |
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 -1.6698% oranında düşmüştür, 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 $0.031863 seviyesine kadar yükselebilir gibi görünmektedir. Octopus Network'ın uzun vadeli beş yıllık görünümüne bakıldığında, dijital para birimi $0.100172 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 $0.03116 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 $0.027306 seviyesine ulaşacaktır 5 Şubat 2026 itibariyle.
2026 yılında Octopus Network fiyatı ne kadar yükselebilir?
Son Octopus Network değer tahminimize göre, OCT fiyatı $0.010674 ve $0.031863 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 $0.100172 seviyesine kadar artış gösteren bir eğilimde görünmektedir. Octopus Network'ın 2030 tahminine dayanarak, Octopus Network değeri yaklaşık olarak $0.100172 seviyesine ulaşabilirken, en düşük zirve yaklaşık $0.034646 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 $0.031863 seviyesine ulaşacaktır. Fiyat, 2026 yılı boyunca $0.031863 ve $0.010674 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 $0.026995 seviyesine ulaşacaktır. Fiyat, 2027 yılı boyunca $0.026995 ve $0.010276 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 $0.045423 seviyesine ulaşacaktır. Fiyat, yıl boyunca $0.045423 ve $0.018545 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 $0.134011 seviyesine ulaşacaktır. Fiyat aralığı $0.134011 ve $0.040738 arasında olacaktır.
2030 yılında Octopus Network ne kadar olacak?
Yeni deneysel simülasyona göre, OCT'ın değeri 224.23% oranında artacaktır, $0.100172 seviyesine ulaşacaktır. Fiyat 2030 yılı boyunca $0.100172 ve $0.034646 arasında olacaktır.
2031 yılında Octopus Network ne kadar olacak?
Octopus Network'ın değeri 2031 yılında 195.98% oranında artacaktır, ve en iyi durumda $0.091446 seviyesine ulaşacaktır. Yıl boyunca fiyat $0.091446 ve $0.040962 arasında olacaktır.
2032 yılında Octopus Network ne kadar olacak?
Octopus Network fiyatı 449.04% oranında artacaktır, 2032 yılında $0.169628 seviyesine ulaşabilir. Fiyat $0.169628 ve $0.062526 arasında olacaktır.
2033 yılında Octopus Network ne kadar olacak?
OCT'ın değeri 1362.43% oranında artacaktır, ve 2033 yılı için $0.451828 seviyesine ulaşacaktır. Fiyat aralığı $0.451828 ve $0.145298 arasında olacaktır.
2034 yılında Octopus Network ne kadar olacak?
Yeni simülasyon sonuçlarına göre, OCT'ın değeri 746.96% oranında artacaktır, ve $0.261674 seviyesine ulaşacaktır. Yıl boyunca fiyat aralığı $0.261674 ve $0.116812 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 $0.308318 seviyesine ulaşacaktır. Yıl boyunca fiyat $0.308318 ve $0.1381088 arasında olacaktır.
2036 yılında Octopus Network ne kadar olacak?
OCT'ın değeri 2036 yılında 1964.7% oranında artacaktır, ve $0.6379026 seviyesine ulaşacaktır. Fiyat $0.6379026 ve $0.228613 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 $1.52 seviyesine ulaşacaktır. Fiyat 2037 yılı boyunca $1.52 ve $0.5937023 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


