Omnity Convertible Token Geleceği Fiyat Tahmini - OCT
2026 yılına kadar Omnity Convertible Token fiyat tahmini $0.031134 olacak
| Yıl | Min. fiyat | Max. fiyat |
|---|---|---|
| 2026 | $0.01043 | $0.031134 |
| 2027 | $0.010041 | $0.026377 |
| 2028 | $0.018121 | $0.044384 |
| 2029 | $0.039807 | $0.130947 |
| 2030 | $0.033854 | $0.097882 |
| 2031 | $0.040026 | $0.089355 |
| 2032 | $0.061096 | $0.165749 |
| 2033 | $0.141975 | $0.441497 |
| 2034 | $0.114141 | $0.255691 |
| 2035 | $0.13495 | $0.301268 |
Yatırım Kârı Hesaplayıcı
Bugün Omnity Convertible Token’de $10,000.00 tutarında short açıp Apr 06, 2026 tarihinde kapatırsanız, tahminimize göre yaklaşık $3,954.47 kazanç elde edebilir ve önümüzdeki 90 gün içinde 39.54% 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' => 0.03018
'ticker' => 'OCT'
'marketcap' => '$3.02M'
'low24h' => '$0.03003'
'high24h' => '$0.03238'
'volume24h' => '$69.73K'
'current_supply' => '100M'
'max_supply' => '100M'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.03018'
'change_24h_pct' => '-0.3019%'
'ath_price' => '$7.02'
'ath_days' => 1451
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '16 Oca 2022'
'ath_pct' => '-99.57%'
'fdv' => '$3.02M'
'new_prediction' => true
'change_24h_pct_is_increased' => false
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$1.48'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.030447'
'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' => '$0.026681'
'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' => '$0.01043'
'current_year_max_price_prediction' => '$0.031134'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.033854'
'grand_prediction_max_price' => '$0.097882'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.030761340786944
107 => 0.030876192467076
108 => 0.031134959166885
109 => 0.028923826048869
110 => 0.0299165599034
111 => 0.030499698036355
112 => 0.027865058736921
113 => 0.030447619688416
114 => 0.028885335140612
115 => 0.02835507230036
116 => 0.029069001357942
117 => 0.028790782509883
118 => 0.028551586281882
119 => 0.028418110676744
120 => 0.028942341383157
121 => 0.028917885394112
122 => 0.028060142209625
123 => 0.026941251191546
124 => 0.027316787743559
125 => 0.027180351793539
126 => 0.026685890310078
127 => 0.027019097648423
128 => 0.025551821162724
129 => 0.023027448231474
130 => 0.024695126313492
131 => 0.024630922521419
201 => 0.024598548058046
202 => 0.025851762045445
203 => 0.025731294437123
204 => 0.025512644548395
205 => 0.026681874633404
206 => 0.026255089924012
207 => 0.027570339835234
208 => 0.028436648491796
209 => 0.028216924594343
210 => 0.029031692073072
211 => 0.02732543934724
212 => 0.027892188059784
213 => 0.028008994183959
214 => 0.02666744651565
215 => 0.025751004427692
216 => 0.02568988818863
217 => 0.024100903901611
218 => 0.024949726481904
219 => 0.025696655225896
220 => 0.025338934321536
221 => 0.025225690569823
222 => 0.025804228337749
223 => 0.025849185677158
224 => 0.024824153574273
225 => 0.025037290207008
226 => 0.025926105396529
227 => 0.025014894344697
228 => 0.023244560116468
301 => 0.022805492751081
302 => 0.022746913070922
303 => 0.021556127553122
304 => 0.022834833331919
305 => 0.022276643992289
306 => 0.024039957428043
307 => 0.02303276225038
308 => 0.022989344079327
309 => 0.022923711145718
310 => 0.021898752859818
311 => 0.022123153584933
312 => 0.022869095772411
313 => 0.023135256348543
314 => 0.023107493619863
315 => 0.022865440248745
316 => 0.022976251042529
317 => 0.02261929086671
318 => 0.022493240799145
319 => 0.022095392113107
320 => 0.021510664453135
321 => 0.021591974420597
322 => 0.020433475923879
323 => 0.019802264456697
324 => 0.019627553441815
325 => 0.019393922571038
326 => 0.019653942670337
327 => 0.020430194043195
328 => 0.019493870196613
329 => 0.017888608637129
330 => 0.017985087592087
331 => 0.018201847159017
401 => 0.01779791714005
402 => 0.017415631276374
403 => 0.017747997819008
404 => 0.017067827334465
405 => 0.018284042512522
406 => 0.018251147300359
407 => 0.018704477108496
408 => 0.018987953540789
409 => 0.018334632140939
410 => 0.018170323575646
411 => 0.018263921201845
412 => 0.016716960932066
413 => 0.018578057451051
414 => 0.018594152291031
415 => 0.018456338499662
416 => 0.019447314941113
417 => 0.021538584325878
418 => 0.020751764662214
419 => 0.020447084306692
420 => 0.019867886728127
421 => 0.020639633112216
422 => 0.020580375031037
423 => 0.020312387514986
424 => 0.020150307829106
425 => 0.020448944619974
426 => 0.02011330342585
427 => 0.020053013044582
428 => 0.019687718930681
429 => 0.019557325551841
430 => 0.019460787485258
501 => 0.019354508559585
502 => 0.019588933386562
503 => 0.019057695887478
504 => 0.018417075541436
505 => 0.018363814891271
506 => 0.018510872229101
507 => 0.018445810304243
508 => 0.018363503399806
509 => 0.018206357104285
510 => 0.018159735155303
511 => 0.01831123387174
512 => 0.018140200653807
513 => 0.018392569483528
514 => 0.018323939126048
515 => 0.0179405755281
516 => 0.017462762545674
517 => 0.017458509007883
518 => 0.01735556498459
519 => 0.017224450293188
520 => 0.017187977185538
521 => 0.017720006835833
522 => 0.018821292289635
523 => 0.018605083603526
524 => 0.018761316537197
525 => 0.01952982794144
526 => 0.019774114606905
527 => 0.019600725718005
528 => 0.019363380312718
529 => 0.019373822306002
530 => 0.020184903405209
531 => 0.020235489538474
601 => 0.02036330437753
602 => 0.020527582566187
603 => 0.019628703003892
604 => 0.019331485159453
605 => 0.019190646855739
606 => 0.018756919391584
607 => 0.019224657276693
608 => 0.018952126441573
609 => 0.01898890016221
610 => 0.018964951228403
611 => 0.018978028965681
612 => 0.018283702555593
613 => 0.018536678606707
614 => 0.018116056856217
615 => 0.017552891549319
616 => 0.017551003621739
617 => 0.017688837532766
618 => 0.017606848529046
619 => 0.017386218228163
620 => 0.017417557721058
621 => 0.017142990786336
622 => 0.017450895118128
623 => 0.017459724712629
624 => 0.017341164773227
625 => 0.017815533878962
626 => 0.01800988328863
627 => 0.017931844596716
628 => 0.01800440788597
629 => 0.018614068050557
630 => 0.018713469258723
701 => 0.018757616709315
702 => 0.018698464973938
703 => 0.01801555135461
704 => 0.0180458414776
705 => 0.017823592652911
706 => 0.017635815816052
707 => 0.017643325904767
708 => 0.017739867608192
709 => 0.018161470889146
710 => 0.019048710139044
711 => 0.019082380220014
712 => 0.019123189340375
713 => 0.018957198138845
714 => 0.018907133604142
715 => 0.018973181648168
716 => 0.019306382061606
717 => 0.020163463987998
718 => 0.019860513992634
719 => 0.019614210930706
720 => 0.019830285118846
721 => 0.019797022191227
722 => 0.019516249607498
723 => 0.019508369256215
724 => 0.018969476899614
725 => 0.018770260665364
726 => 0.018603780668947
727 => 0.018421988858931
728 => 0.018314216580237
729 => 0.018479803781936
730 => 0.018517675534135
731 => 0.018155616223651
801 => 0.018106268877487
802 => 0.018401934326021
803 => 0.01827182298564
804 => 0.018405645725828
805 => 0.018436693749462
806 => 0.01843169430256
807 => 0.01829584312001
808 => 0.018382430612627
809 => 0.018177625379615
810 => 0.017954930449465
811 => 0.017812864958414
812 => 0.017688893975219
813 => 0.017757680281931
814 => 0.017512469658385
815 => 0.017434021844798
816 => 0.018353096718409
817 => 0.019032027209265
818 => 0.019022155291042
819 => 0.018962062527711
820 => 0.018872776870772
821 => 0.019299850259675
822 => 0.019151066430583
823 => 0.019259319097553
824 => 0.019286873944646
825 => 0.01937027416781
826 => 0.0194000825791
827 => 0.01930998085691
828 => 0.019007588472241
829 => 0.01825405540025
830 => 0.017903283721115
831 => 0.017787523224436
901 => 0.01779173089863
902 => 0.01767566446048
903 => 0.017709851228248
904 => 0.017663775697803
905 => 0.017576519790008
906 => 0.017752292475506
907 => 0.017772548640073
908 => 0.017731521194951
909 => 0.017741184643493
910 => 0.017401494920931
911 => 0.01742732079277
912 => 0.017283519056577
913 => 0.017256557964597
914 => 0.01689303969775
915 => 0.016249014395217
916 => 0.016605866929869
917 => 0.016174839249069
918 => 0.016011602535214
919 => 0.016784339750083
920 => 0.016706778366104
921 => 0.016574026991856
922 => 0.016377660041532
923 => 0.016304825629522
924 => 0.015862306798721
925 => 0.015836160425451
926 => 0.01605548470701
927 => 0.015954274097558
928 => 0.015812136070433
929 => 0.015297326544487
930 => 0.014718510189748
1001 => 0.014735981017187
1002 => 0.014920091730369
1003 => 0.015455418459657
1004 => 0.015246257045277
1005 => 0.015094508039295
1006 => 0.015066090012032
1007 => 0.015421801120389
1008 => 0.015925206862494
1009 => 0.016161393573621
1010 => 0.015927339715991
1011 => 0.015658471246701
1012 => 0.01567483602461
1013 => 0.01578370356049
1014 => 0.015795143999207
1015 => 0.015620138265824
1016 => 0.015669401354669
1017 => 0.015594566218002
1018 => 0.015135303122409
1019 => 0.015126996509349
1020 => 0.015014285939073
1021 => 0.015010873107799
1022 => 0.014819124310789
1023 => 0.014792297328591
1024 => 0.014411568453809
1025 => 0.014662165352143
1026 => 0.014494078109668
1027 => 0.014240730987485
1028 => 0.014197053848129
1029 => 0.014195740860578
1030 => 0.01445587170768
1031 => 0.014659125571739
1101 => 0.014497002059215
1102 => 0.014460089678046
1103 => 0.014854217338272
1104 => 0.014804061000955
1105 => 0.014760625936312
1106 => 0.015880132399691
1107 => 0.014993955677748
1108 => 0.014607532045781
1109 => 0.014129259421366
1110 => 0.014284987399535
1111 => 0.014317801572656
1112 => 0.013167642126056
1113 => 0.012701022581814
1114 => 0.012540896338417
1115 => 0.012448741421489
1116 => 0.012490737574342
1117 => 0.01207072525551
1118 => 0.012352980480127
1119 => 0.011989285314777
1120 => 0.011928310636739
1121 => 0.012578642645572
1122 => 0.012669132545416
1123 => 0.012283074519671
1124 => 0.012530986269317
1125 => 0.012441090022664
1126 => 0.011995519824518
1127 => 0.011978502320342
1128 => 0.011754930857462
1129 => 0.011405084810021
1130 => 0.011245195778718
1201 => 0.011161924182995
1202 => 0.011196283666321
1203 => 0.011178910460134
1204 => 0.011065538538072
1205 => 0.011185408805998
1206 => 0.010879189805261
1207 => 0.010757250931794
1208 => 0.010702173971609
1209 => 0.010430386983147
1210 => 0.010862920946012
1211 => 0.010948135585616
1212 => 0.011033518124384
1213 => 0.011776714831223
1214 => 0.011739586824001
1215 => 0.012075205927211
1216 => 0.012062164386024
1217 => 0.01196644038112
1218 => 0.011562596550262
1219 => 0.011723561503418
1220 => 0.011228136397112
1221 => 0.011599342572389
1222 => 0.011429939575933
1223 => 0.011542067248883
1224 => 0.011340451582774
1225 => 0.011452034016906
1226 => 0.010968343137921
1227 => 0.010516679400839
1228 => 0.010698442073527
1229 => 0.010896038885822
1230 => 0.011324479121609
1231 => 0.011069303651729
]
'min_raw' => 0.010430386983147
'max_raw' => 0.031134959166885
'avg_raw' => 0.020782673075016
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.01043'
'max' => '$0.031134'
'avg' => '$0.020782'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.019758883016853
'max_diff' => 0.00094568916688472
'year' => 2026
]
1 => [
'items' => [
101 => 0.011161074399951
102 => 0.010853657755647
103 => 0.010219369409224
104 => 0.010222959412381
105 => 0.010125387969007
106 => 0.010041071996267
107 => 0.011098613624054
108 => 0.01096709160538
109 => 0.010757528481798
110 => 0.01103803705042
111 => 0.011112207968233
112 => 0.011114319509991
113 => 0.011318971320683
114 => 0.011428194028735
115 => 0.011447445004428
116 => 0.011769469050346
117 => 0.011877407262939
118 => 0.012321989484618
119 => 0.011418927245053
120 => 0.011400329272506
121 => 0.011041984381231
122 => 0.010814716385976
123 => 0.011057545615303
124 => 0.011272659162991
125 => 0.011048668558785
126 => 0.011077917002994
127 => 0.010777227917553
128 => 0.010884710116862
129 => 0.010977288266322
130 => 0.010926172053682
131 => 0.010849648609307
201 => 0.011255022305203
202 => 0.011232149532608
203 => 0.011609642837727
204 => 0.011903925863872
205 => 0.012431333656108
206 => 0.01188095613052
207 => 0.011860898185935
208 => 0.012056967811648
209 => 0.0118773772457
210 => 0.011990872284124
211 => 0.012413047850791
212 => 0.01242196775526
213 => 0.01227254786277
214 => 0.012263455648733
215 => 0.01229215337356
216 => 0.012460236844229
217 => 0.012401503314894
218 => 0.012469471241992
219 => 0.012554466175589
220 => 0.012906041258054
221 => 0.012990804820184
222 => 0.012784873309075
223 => 0.012803466618811
224 => 0.01272644258071
225 => 0.012652038325013
226 => 0.012819288225951
227 => 0.013124940707221
228 => 0.013123039258998
301 => 0.013193944693618
302 => 0.013238118191973
303 => 0.013048493200054
304 => 0.012925054303019
305 => 0.012972388630764
306 => 0.013048077251634
307 => 0.012947843831121
308 => 0.012329156727075
309 => 0.012516826872558
310 => 0.012485589383748
311 => 0.012441103401075
312 => 0.012629807183568
313 => 0.0126116062434
314 => 0.012066417422104
315 => 0.012101318641583
316 => 0.012068539880857
317 => 0.012174454762665
318 => 0.0118716574945
319 => 0.011964795894817
320 => 0.012023211426377
321 => 0.012057618623236
322 => 0.012181921011524
323 => 0.012167335560951
324 => 0.012181014359438
325 => 0.012365321986655
326 => 0.013297486718383
327 => 0.013348222388025
328 => 0.013098381395007
329 => 0.013198187943822
330 => 0.01300658119539
331 => 0.013135208089266
401 => 0.013223211343287
402 => 0.012825541560418
403 => 0.012801994136732
404 => 0.01260959655909
405 => 0.012712980119359
406 => 0.01254848944143
407 => 0.012588849700154
408 => 0.012475998898218
409 => 0.012679107873333
410 => 0.012906215267456
411 => 0.012963591563954
412 => 0.012812659229916
413 => 0.012703374273147
414 => 0.012511505889764
415 => 0.012830587287396
416 => 0.012923896411893
417 => 0.012830097174288
418 => 0.012808361841381
419 => 0.012767173424797
420 => 0.012817100158669
421 => 0.012923388230362
422 => 0.012873264738584
423 => 0.012906372187966
424 => 0.012780200731177
425 => 0.013048555973817
426 => 0.013474768682335
427 => 0.013476139025885
428 => 0.013426015263924
429 => 0.01340550570046
430 => 0.013456935721997
501 => 0.013484834398911
502 => 0.01365114965791
503 => 0.013829612557107
504 => 0.014662421038198
505 => 0.014428571749245
506 => 0.015167488977667
507 => 0.015751876568956
508 => 0.015927108855411
509 => 0.015765903397188
510 => 0.015214428232757
511 => 0.015187370230239
512 => 0.016011506952708
513 => 0.015778650580757
514 => 0.015750953056257
515 => 0.015456298191275
516 => 0.015630475710194
517 => 0.015592380531776
518 => 0.015532245428964
519 => 0.015864564001751
520 => 0.016486634703723
521 => 0.016389679151079
522 => 0.016317306328668
523 => 0.016000189688277
524 => 0.016191164736359
525 => 0.016123162179623
526 => 0.016415344318848
527 => 0.016242262092198
528 => 0.015776886464719
529 => 0.015850999067293
530 => 0.015839797096508
531 => 0.016070332861488
601 => 0.01600113174709
602 => 0.015826284468284
603 => 0.016484508533692
604 => 0.016441767124119
605 => 0.016502364670847
606 => 0.016529041584958
607 => 0.016929690974362
608 => 0.017093824209851
609 => 0.017131085327863
610 => 0.017286999207058
611 => 0.017127206048515
612 => 0.017766492613277
613 => 0.018191580875439
614 => 0.018685342766782
615 => 0.019406861600719
616 => 0.019678159356701
617 => 0.019629151845375
618 => 0.020176199190685
619 => 0.021159231110028
620 => 0.019827850702232
621 => 0.021229797504486
622 => 0.020785957333146
623 => 0.019733620271245
624 => 0.019665862170697
625 => 0.020378517046902
626 => 0.021959116971833
627 => 0.021563194617653
628 => 0.021959764558969
629 => 0.021497144657372
630 => 0.021474171679991
701 => 0.021937296142935
702 => 0.023019411694205
703 => 0.022505339158292
704 => 0.021768290122302
705 => 0.022312515660724
706 => 0.021841057133647
707 => 0.020778729119211
708 => 0.021562891863291
709 => 0.021038544567994
710 => 0.021191576984597
711 => 0.022293677008537
712 => 0.022161069417861
713 => 0.022332675919328
714 => 0.022029794935964
715 => 0.021746856337555
716 => 0.021218730432328
717 => 0.021062378388083
718 => 0.021105588468155
719 => 0.021062356975313
720 => 0.020766875385066
721 => 0.020703066163786
722 => 0.020596714666105
723 => 0.02062967744229
724 => 0.020429705512422
725 => 0.020807093860391
726 => 0.020877140463309
727 => 0.021151772231385
728 => 0.021180285412602
729 => 0.021945130977554
730 => 0.021523866893086
731 => 0.021806487211139
801 => 0.021781206989766
802 => 0.019756427606341
803 => 0.020035424340598
804 => 0.020469455705102
805 => 0.020273925163708
806 => 0.019997490725278
807 => 0.019774255094769
808 => 0.019436030287532
809 => 0.019912075208686
810 => 0.020538023658269
811 => 0.021196160498256
812 => 0.021986868788666
813 => 0.021810391903105
814 => 0.021181378756772
815 => 0.021209595827022
816 => 0.0213840226523
817 => 0.021158124065217
818 => 0.021091502161821
819 => 0.021374869825823
820 => 0.021376821223189
821 => 0.021116897597993
822 => 0.020828040054108
823 => 0.020826829730452
824 => 0.020775430320551
825 => 0.021506288498209
826 => 0.021908186597824
827 => 0.021954263567254
828 => 0.021905085250659
829 => 0.021924012032899
830 => 0.021690156383953
831 => 0.022224681049705
901 => 0.022715213742009
902 => 0.022583740501769
903 => 0.022386643424627
904 => 0.022229646109202
905 => 0.022546756923701
906 => 0.02253263647831
907 => 0.022710929366873
908 => 0.022702840971578
909 => 0.022642887779089
910 => 0.022583742642886
911 => 0.022818246422468
912 => 0.022750713099964
913 => 0.022683074879557
914 => 0.022547416073637
915 => 0.022565854358416
916 => 0.022368791312863
917 => 0.022277620930999
918 => 0.020906637136094
919 => 0.020540265467908
920 => 0.020655533452902
921 => 0.020693482666494
922 => 0.020534037246982
923 => 0.020762641020395
924 => 0.02072701336446
925 => 0.020865619732222
926 => 0.020779024491233
927 => 0.020782578390129
928 => 0.021037236529826
929 => 0.021111164871173
930 => 0.021073564320089
1001 => 0.021099898457197
1002 => 0.0217067575319
1003 => 0.021620481577738
1004 => 0.021574649196633
1005 => 0.021587345079423
1006 => 0.021742410584216
1007 => 0.021785820459295
1008 => 0.021601889768227
1009 => 0.021688632545425
1010 => 0.022057972281438
1011 => 0.022187220286224
1012 => 0.022599717874939
1013 => 0.022424481567693
1014 => 0.022746135393693
1015 => 0.023734789594946
1016 => 0.024524594980575
1017 => 0.023798257307863
1018 => 0.025248634317461
1019 => 0.026377960863657
1020 => 0.026334615429823
1021 => 0.0261376912247
1022 => 0.024851982976554
1023 => 0.023668855077781
1024 => 0.024658591803369
1025 => 0.024661114845823
1026 => 0.024576095583341
1027 => 0.024048048245879
1028 => 0.024557720680607
1029 => 0.024598176627617
1030 => 0.024575532055396
1031 => 0.024170679399836
1101 => 0.023552544224074
1102 => 0.023673326357811
1103 => 0.023871169956762
1104 => 0.02349661074945
1105 => 0.023376916387371
1106 => 0.02359945097926
1107 => 0.024316503801249
1108 => 0.024180949118856
1109 => 0.024177409238279
1110 => 0.024757369653687
1111 => 0.024342243159546
1112 => 0.023674849807316
1113 => 0.023506324184041
1114 => 0.022908171753878
1115 => 0.023321317767937
1116 => 0.023336186157474
1117 => 0.023109910307823
1118 => 0.023693210845438
1119 => 0.023687835628295
1120 => 0.024241592675933
1121 => 0.025300168169367
1122 => 0.024987095306622
1123 => 0.02462302562948
1124 => 0.024662610097943
1125 => 0.025096754014183
1126 => 0.024834260691882
1127 => 0.02492865512075
1128 => 0.025096611136909
1129 => 0.025197943171571
1130 => 0.024648029977566
1201 => 0.024519818906655
1202 => 0.024257544051542
1203 => 0.024189121437435
1204 => 0.02440273883438
1205 => 0.024346458197499
1206 => 0.023334936526906
1207 => 0.023229226884276
1208 => 0.023232468848097
1209 => 0.022966656925483
1210 => 0.022561229941326
1211 => 0.023626667848903
1212 => 0.023541098274131
1213 => 0.023446636086141
1214 => 0.023458207165176
1215 => 0.023920677649814
1216 => 0.023652421413405
1217 => 0.024365624584232
1218 => 0.02421901145316
1219 => 0.024068638248497
1220 => 0.024047852091133
1221 => 0.023989971236577
1222 => 0.023791476249787
1223 => 0.023551781625539
1224 => 0.023393514472617
1225 => 0.021579280524493
1226 => 0.021915991792351
1227 => 0.022303347413825
1228 => 0.022437061022127
1229 => 0.022208334642426
1230 => 0.023800507761361
1231 => 0.024091413132753
]
'min_raw' => 0.010041071996267
'max_raw' => 0.026377960863657
'avg_raw' => 0.018209516429962
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.010041'
'max' => '$0.026377'
'avg' => '$0.0182095'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.00038931498688025
'max_diff' => -0.0047569983032273
'year' => 2027
]
2 => [
'items' => [
101 => 0.02321024178752
102 => 0.023045410606816
103 => 0.023811314066127
104 => 0.023349380652273
105 => 0.023557389240247
106 => 0.023107788447661
107 => 0.024021342547488
108 => 0.024014382795869
109 => 0.023658989617481
110 => 0.023959365498227
111 => 0.02390716779706
112 => 0.023505929773955
113 => 0.024034062508496
114 => 0.024034324455743
115 => 0.023692266248459
116 => 0.023292817148521
117 => 0.023221405084019
118 => 0.023167605686277
119 => 0.023544157886365
120 => 0.023881773411516
121 => 0.024509992201835
122 => 0.024667941331832
123 => 0.025284427301477
124 => 0.02491733992271
125 => 0.02508006500314
126 => 0.025256726096815
127 => 0.025341423921619
128 => 0.025203413361236
129 => 0.026161069827844
130 => 0.026241925375462
131 => 0.02626903554118
201 => 0.025946119168833
202 => 0.026232944486995
203 => 0.026098748419284
204 => 0.026447889306728
205 => 0.026502639055934
206 => 0.026456267966136
207 => 0.0264736464007
208 => 0.025656455548627
209 => 0.025614079891922
210 => 0.025036284805908
211 => 0.025271740574305
212 => 0.024831567300977
213 => 0.024971150780236
214 => 0.025032677847893
215 => 0.02500053959938
216 => 0.025285052890175
217 => 0.025043158470774
218 => 0.024404759326849
219 => 0.023766186251505
220 => 0.023758169486715
221 => 0.023590044467727
222 => 0.023468520872633
223 => 0.023491930628329
224 => 0.023574429660786
225 => 0.023463725878892
226 => 0.023487350143583
227 => 0.023879670345111
228 => 0.023958347363628
229 => 0.023690972113612
301 => 0.022617421902735
302 => 0.022353969988189
303 => 0.022543333999886
304 => 0.022452830198899
305 => 0.018121186342059
306 => 0.019138841814042
307 => 0.018534185488905
308 => 0.018812838942428
309 => 0.018195641409459
310 => 0.018490200422286
311 => 0.018435806128189
312 => 0.020072166012523
313 => 0.020046616503669
314 => 0.020058845701508
315 => 0.019475114225661
316 => 0.020405014316721
317 => 0.020863116539704
318 => 0.020778334010226
319 => 0.020799671946327
320 => 0.020433015508135
321 => 0.020062395737301
322 => 0.019651321373472
323 => 0.020415046731139
324 => 0.020330133508593
325 => 0.0205248938903
326 => 0.021020224376963
327 => 0.021093163672702
328 => 0.021191194825852
329 => 0.02115605763578
330 => 0.021993168055869
331 => 0.021891788460564
401 => 0.022136084116349
402 => 0.021633549417643
403 => 0.021064883705025
404 => 0.021172968465911
405 => 0.021162559034275
406 => 0.021030035022158
407 => 0.020910398269569
408 => 0.020711236783952
409 => 0.021341413194796
410 => 0.021315829183353
411 => 0.021730004590454
412 => 0.021656795064164
413 => 0.021167883930186
414 => 0.021185345486983
415 => 0.021302782848181
416 => 0.021709234896165
417 => 0.021829897537372
418 => 0.02177400179439
419 => 0.021906302872015
420 => 0.022010868249421
421 => 0.021919434673501
422 => 0.023213941292181
423 => 0.022676371891418
424 => 0.022938379476966
425 => 0.023000866742281
426 => 0.022840806926143
427 => 0.022875518168951
428 => 0.022928096243558
429 => 0.023247340016727
430 => 0.024085128051455
501 => 0.02445617866902
502 => 0.025572502759279
503 => 0.024425368080505
504 => 0.024357301855982
505 => 0.024558385534395
506 => 0.025213785950283
507 => 0.025744926428729
508 => 0.025921136367659
509 => 0.025944425419998
510 => 0.026275006979645
511 => 0.026464490164654
512 => 0.026234865683146
513 => 0.026040282977753
514 => 0.02534331187953
515 => 0.025423988181938
516 => 0.025979767902694
517 => 0.026764839493524
518 => 0.027438512591234
519 => 0.027202615752293
520 => 0.029002342116191
521 => 0.029180777633948
522 => 0.029156123614905
523 => 0.029562626279122
524 => 0.028755801273479
525 => 0.028410867952069
526 => 0.026082353967266
527 => 0.026736571418145
528 => 0.02768751490384
529 => 0.027561653967653
530 => 0.026871053389549
531 => 0.027437988708767
601 => 0.027250542162527
602 => 0.027102695294343
603 => 0.027780010459019
604 => 0.027035274612885
605 => 0.027680085594082
606 => 0.026853108840981
607 => 0.027203693309183
608 => 0.027004684609169
609 => 0.027133467627667
610 => 0.026380604732996
611 => 0.026786831276247
612 => 0.026363704373247
613 => 0.026363503756003
614 => 0.026354163206167
615 => 0.026851970131114
616 => 0.026868203597064
617 => 0.026500323527384
618 => 0.026447306261977
619 => 0.026643338879662
620 => 0.026413836025376
621 => 0.026521218966423
622 => 0.026417088545268
623 => 0.026393646594144
624 => 0.026206857139266
625 => 0.026126383106222
626 => 0.026157939048139
627 => 0.026050222350173
628 => 0.025985319143366
629 => 0.026341252324743
630 => 0.026151091584237
701 => 0.026312107463972
702 => 0.02612860954719
703 => 0.025492525821387
704 => 0.025126707344215
705 => 0.023925204151166
706 => 0.024265948966255
707 => 0.024491863131184
708 => 0.024417198501023
709 => 0.024577607017986
710 => 0.024587454798144
711 => 0.024535304354108
712 => 0.0244749208208
713 => 0.024445529456204
714 => 0.024664588608006
715 => 0.024791759818819
716 => 0.024514536639977
717 => 0.024449587127938
718 => 0.024729875067659
719 => 0.024900850548972
720 => 0.026163237440159
721 => 0.026069715741804
722 => 0.026304436851969
723 => 0.026278010857053
724 => 0.026524035974511
725 => 0.026926183063583
726 => 0.026108505589406
727 => 0.026250426125763
728 => 0.026215630487672
729 => 0.026595520140444
730 => 0.026596706114474
731 => 0.026368943290741
801 => 0.026492417212516
802 => 0.026423497456711
803 => 0.026548044770515
804 => 0.026068466702505
805 => 0.026652541022087
806 => 0.026983673524373
807 => 0.026988271299488
808 => 0.027145225477542
809 => 0.027304700012617
810 => 0.027610797495388
811 => 0.027296163119957
812 => 0.026730166507594
813 => 0.026771029634849
814 => 0.026439186028111
815 => 0.026444764379093
816 => 0.026414986704369
817 => 0.026504351747773
818 => 0.0260880773041
819 => 0.026185776083992
820 => 0.026048997220019
821 => 0.026250128795225
822 => 0.026033744468544
823 => 0.026215613708162
824 => 0.02629410244292
825 => 0.02658372756392
826 => 0.025990966602686
827 => 0.02478228687634
828 => 0.025036366008643
829 => 0.024660563014482
830 => 0.024695345012374
831 => 0.024765610183631
901 => 0.024537857774254
902 => 0.02458130575666
903 => 0.02457975348899
904 => 0.02456637688481
905 => 0.024507129686916
906 => 0.024421209528268
907 => 0.02476348899549
908 => 0.024821648946724
909 => 0.024950931313824
910 => 0.025335587945246
911 => 0.025297151676939
912 => 0.025359842825253
913 => 0.025222988400479
914 => 0.024701693296631
915 => 0.024730002128797
916 => 0.024376990538077
917 => 0.024941904013771
918 => 0.024808125046233
919 => 0.024721876875578
920 => 0.024698343263131
921 => 0.025083953383941
922 => 0.025199333975786
923 => 0.025127436533852
924 => 0.024979972782861
925 => 0.025263146778507
926 => 0.02533891219359
927 => 0.025355873275906
928 => 0.025857603302961
929 => 0.025383914410893
930 => 0.025497936035277
1001 => 0.026387500199809
1002 => 0.025580788254042
1003 => 0.026008121563538
1004 => 0.025987205821773
1005 => 0.026205815082741
1006 => 0.025969273481648
1007 => 0.025972205698286
1008 => 0.026166315912151
1009 => 0.025893723124739
1010 => 0.025826225317095
1011 => 0.025732977579263
1012 => 0.025936580603419
1013 => 0.026058631408227
1014 => 0.027042271258547
1015 => 0.027677747461281
1016 => 0.027650159763371
1017 => 0.027902259680261
1018 => 0.027788686358732
1019 => 0.027421928144384
1020 => 0.028047939694876
1021 => 0.027849843446864
1022 => 0.027866174260863
1023 => 0.027865566427151
1024 => 0.027997283114204
1025 => 0.02790394976977
1026 => 0.027719980167419
1027 => 0.027842107774961
1028 => 0.028204783107943
1029 => 0.029330538469758
1030 => 0.029960526084505
1031 => 0.029292612424315
1101 => 0.029753330323394
1102 => 0.029477063754519
1103 => 0.029426857900736
1104 => 0.029716222788143
1105 => 0.030006094170479
1106 => 0.029987630616573
1107 => 0.029777198878057
1108 => 0.029658331328477
1109 => 0.030558436237448
1110 => 0.03122161820149
1111 => 0.031176393637571
1112 => 0.031376000154895
1113 => 0.031962051063356
1114 => 0.032015632213797
1115 => 0.03200888222039
1116 => 0.031876075748408
1117 => 0.032453118976115
1118 => 0.032934498588778
1119 => 0.031845334887292
1120 => 0.032260074166618
1121 => 0.032446263991173
1122 => 0.032719645893651
1123 => 0.033180886987257
1124 => 0.033681917153072
1125 => 0.033752768312035
1126 => 0.033702496024211
1127 => 0.033372053161442
1128 => 0.03392028634741
1129 => 0.034241428490099
1130 => 0.034432661286863
1201 => 0.034917595841355
1202 => 0.032447413836143
1203 => 0.030698896236842
1204 => 0.030425839964811
1205 => 0.030981110631394
1206 => 0.031127531077971
1207 => 0.031068509179551
1208 => 0.029100393653274
1209 => 0.030415478243876
1210 => 0.031830398687912
1211 => 0.031884751544612
1212 => 0.032593090303488
1213 => 0.032823754439164
1214 => 0.033394059984143
1215 => 0.033358387217027
1216 => 0.033497247541686
1217 => 0.033465325957772
1218 => 0.034521696887844
1219 => 0.035687030896313
1220 => 0.035646679085135
1221 => 0.035479148533812
1222 => 0.035727959970731
1223 => 0.036930709552254
1224 => 0.036819979644457
1225 => 0.036927544317931
1226 => 0.038345653858542
1227 => 0.040189397985067
1228 => 0.039332793729412
1229 => 0.041191378482948
1230 => 0.042361259065954
1231 => 0.044384446566353
]
'min_raw' => 0.018121186342059
'max_raw' => 0.044384446566353
'avg_raw' => 0.031252816454206
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.018121'
'max' => '$0.044384'
'avg' => '$0.031252'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.0080801143457922
'max_diff' => 0.018006485702695
'year' => 2028
]
3 => [
'items' => [
101 => 0.044131133526894
102 => 0.044918745573964
103 => 0.043677650318237
104 => 0.040827844744353
105 => 0.040376852103668
106 => 0.041279750791272
107 => 0.043499439111179
108 => 0.041209844906878
109 => 0.041673026832434
110 => 0.041539630406714
111 => 0.041532522278086
112 => 0.04180381063698
113 => 0.041410292722954
114 => 0.039807029948694
115 => 0.040541795830051
116 => 0.040258067436903
117 => 0.040572885242453
118 => 0.042271827098268
119 => 0.041520684406097
120 => 0.040729416597772
121 => 0.041721842025795
122 => 0.042985540630044
123 => 0.042906460642475
124 => 0.04275301241372
125 => 0.043617992044923
126 => 0.045046684980417
127 => 0.045432854939928
128 => 0.045717917709141
129 => 0.045757223048841
130 => 0.046162092475879
131 => 0.04398500752646
201 => 0.047440097252695
202 => 0.048036695803489
203 => 0.047924560002416
204 => 0.048587654182918
205 => 0.048392555053938
206 => 0.048109887026163
207 => 0.049161032346435
208 => 0.047955979059796
209 => 0.046245557631402
210 => 0.045307186607485
211 => 0.04654290926801
212 => 0.047297521976015
213 => 0.047796272973624
214 => 0.047947194724147
215 => 0.044154008433718
216 => 0.042109691402933
217 => 0.043420075181524
218 => 0.045018833829262
219 => 0.043976126341449
220 => 0.044016998500865
221 => 0.042530371641951
222 => 0.045150367319206
223 => 0.044768655986662
224 => 0.046748975055135
225 => 0.04627635601639
226 => 0.047891229341187
227 => 0.04746597907447
228 => 0.049231169156192
301 => 0.049935351270404
302 => 0.051117782637362
303 => 0.051987583964258
304 => 0.052498347940059
305 => 0.052467683586779
306 => 0.054491584920506
307 => 0.053298161013734
308 => 0.05179893931841
309 => 0.051771823127926
310 => 0.052548291288069
311 => 0.054175555538094
312 => 0.054597481482394
313 => 0.054833280525061
314 => 0.054472146082992
315 => 0.053176769965654
316 => 0.052617433125893
317 => 0.053094004318917
318 => 0.052511198702078
319 => 0.053517284703118
320 => 0.054898855670919
321 => 0.054613566729392
322 => 0.055567244888009
323 => 0.05655420145231
324 => 0.057965593666253
325 => 0.05833458385468
326 => 0.058944510604709
327 => 0.05957232558099
328 => 0.059773962831283
329 => 0.060158950906458
330 => 0.060156921829266
331 => 0.06131710930649
401 => 0.062596832021883
402 => 0.063079897721295
403 => 0.064190680660695
404 => 0.062288503803449
405 => 0.063731326800303
406 => 0.065032789259667
407 => 0.063481132062614
408 => 0.065619730018992
409 => 0.065702766931471
410 => 0.06695652572394
411 => 0.065685600996651
412 => 0.064930929950522
413 => 0.067109636983541
414 => 0.068163844688191
415 => 0.067846308748124
416 => 0.065429844565528
417 => 0.064023358764234
418 => 0.060342314131396
419 => 0.064702670508287
420 => 0.066826472906131
421 => 0.065424344430391
422 => 0.066131496476611
423 => 0.069989488745969
424 => 0.071458362415639
425 => 0.07115284696055
426 => 0.071204474043247
427 => 0.071997051613459
428 => 0.075511777040215
429 => 0.073405672093805
430 => 0.075015710411089
501 => 0.075869668929151
502 => 0.076662873192353
503 => 0.074715014216712
504 => 0.072180878309134
505 => 0.071378211091415
506 => 0.065284930386411
507 => 0.064967748663938
508 => 0.064789704951525
509 => 0.06366716452954
510 => 0.06278515524756
511 => 0.062083748719624
512 => 0.0602430485326
513 => 0.0608642308114
514 => 0.057930538897271
515 => 0.059807411020273
516 => 0.055125167888855
517 => 0.059024679102306
518 => 0.056902352437843
519 => 0.058327437713237
520 => 0.058322465724962
521 => 0.055698431909263
522 => 0.054184943966557
523 => 0.055149397389482
524 => 0.056183368017265
525 => 0.056351126272928
526 => 0.057691696181243
527 => 0.0580658204272
528 => 0.056932206495759
529 => 0.055028138807236
530 => 0.05547041030412
531 => 0.054175981348789
601 => 0.051907544394062
602 => 0.053536775418056
603 => 0.054093066521879
604 => 0.054338756364533
605 => 0.052108009151304
606 => 0.051407059945029
607 => 0.051033880469142
608 => 0.054740177354532
609 => 0.054943216664406
610 => 0.053904438848226
611 => 0.058599813078313
612 => 0.057537105280618
613 => 0.058724410260375
614 => 0.055430278801448
615 => 0.055556119059315
616 => 0.053996624435861
617 => 0.054869837219527
618 => 0.054252678568993
619 => 0.054799290255863
620 => 0.055126927047209
621 => 0.056686165772941
622 => 0.059042483103914
623 => 0.056453267503346
624 => 0.055325109187928
625 => 0.05602501226181
626 => 0.057888946379707
627 => 0.060712901981352
628 => 0.059041063427775
629 => 0.059782996988193
630 => 0.059945076464817
701 => 0.058712324610237
702 => 0.060758355300609
703 => 0.061854839769503
704 => 0.062979605949097
705 => 0.063956208907606
706 => 0.062530349602829
707 => 0.064056223447843
708 => 0.062826638481755
709 => 0.061723573655016
710 => 0.061725246549032
711 => 0.061033277870013
712 => 0.059692501360749
713 => 0.059445241601239
714 => 0.060731518095678
715 => 0.061762990033381
716 => 0.061847947002587
717 => 0.062419022866241
718 => 0.062756979679802
719 => 0.066069415882712
720 => 0.067401705125431
721 => 0.069030803192484
722 => 0.069665428700537
723 => 0.071575423953941
724 => 0.070032947664587
725 => 0.069699223216755
726 => 0.065066199486684
727 => 0.065824856862936
728 => 0.067039540521865
729 => 0.065086229172824
730 => 0.066325155633494
731 => 0.066569745960881
801 => 0.065019856400627
802 => 0.065847719381533
803 => 0.063649160748514
804 => 0.059090405674147
805 => 0.060763430498196
806 => 0.061995339902763
807 => 0.060237253289112
808 => 0.063388555496734
809 => 0.061547629803123
810 => 0.060964144738265
811 => 0.058687761472811
812 => 0.059762126748079
813 => 0.061215221166306
814 => 0.060317377756199
815 => 0.062180537644037
816 => 0.064819268931808
817 => 0.066699785986638
818 => 0.066844148735635
819 => 0.065635102254237
820 => 0.067572606956709
821 => 0.067586719563245
822 => 0.065401206343917
823 => 0.064062591666067
824 => 0.06375845559479
825 => 0.064518247130229
826 => 0.065440774319506
827 => 0.066895342574177
828 => 0.067774307706664
829 => 0.070066182605104
830 => 0.070686298239419
831 => 0.071367617314219
901 => 0.072278069709172
902 => 0.073371301244516
903 => 0.070979372882889
904 => 0.071074408655809
905 => 0.068847078083965
906 => 0.066466855936434
907 => 0.06827314784753
908 => 0.070634634240345
909 => 0.070092906652623
910 => 0.070031951232514
911 => 0.070134461341514
912 => 0.06972601643154
913 => 0.067878635241404
914 => 0.066950891972936
915 => 0.06814791748181
916 => 0.068784083266301
917 => 0.069770720918559
918 => 0.069649097002524
919 => 0.072190569637593
920 => 0.073178109053438
921 => 0.072925454211671
922 => 0.072971948783034
923 => 0.07475984172439
924 => 0.076748346383406
925 => 0.078610843402875
926 => 0.080505455367186
927 => 0.078221426696245
928 => 0.077061737796445
929 => 0.078258240721429
930 => 0.077623359427434
1001 => 0.08127157566075
1002 => 0.081524170237322
1003 => 0.08517212266308
1004 => 0.088634463905218
1005 => 0.086459829405317
1006 => 0.088510411791034
1007 => 0.090728283827622
1008 => 0.09500691882297
1009 => 0.093566025080731
1010 => 0.092462323055859
1011 => 0.091419329975405
1012 => 0.093589633005342
1013 => 0.096381693181917
1014 => 0.096983076201932
1015 => 0.097957546440351
1016 => 0.096933010137205
1017 => 0.098166951265372
1018 => 0.10252330566901
1019 => 0.10134618025454
1020 => 0.099674472933646
1021 => 0.10311339634659
1022 => 0.10435792936126
1023 => 0.11309271382521
1024 => 0.12412074002689
1025 => 0.11955506476547
1026 => 0.11672100279728
1027 => 0.11738707458466
1028 => 0.12141413643126
1029 => 0.12270750088384
1030 => 0.11919169045228
1031 => 0.12043353413371
1101 => 0.1272762149138
1102 => 0.13094709361284
1103 => 0.12596154727476
1104 => 0.11220662265765
1105 => 0.099523953979945
1106 => 0.10288796882129
1107 => 0.10250659393581
1108 => 0.10985820079221
1109 => 0.10131810620271
1110 => 0.1014618994933
1111 => 0.108965529794
1112 => 0.10696368987456
1113 => 0.10372096558136
1114 => 0.099547629455899
1115 => 0.091832831641111
1116 => 0.0849996200735
1117 => 0.098401121552225
1118 => 0.097823224439413
1119 => 0.096986343780508
1120 => 0.098848731126957
1121 => 0.10789195543344
1122 => 0.10768347984311
1123 => 0.10635726450265
1124 => 0.10736318714966
1125 => 0.10354462247778
1126 => 0.10452875354082
1127 => 0.099521944980429
1128 => 0.10178523155252
1129 => 0.10371400815141
1130 => 0.10410123860966
1201 => 0.10497368860458
1202 => 0.09751869892081
1203 => 0.10086577042183
1204 => 0.10283186135049
1205 => 0.093948991007802
1206 => 0.10265627556442
1207 => 0.09738892413627
1208 => 0.095601105948594
1209 => 0.098008167611164
1210 => 0.097070133340316
1211 => 0.096263666557462
1212 => 0.095813644235771
1213 => 0.097581124663061
1214 => 0.097498669588532
1215 => 0.094606728556317
1216 => 0.090834309370389
1217 => 0.092100457074625
1218 => 0.091640453743478
1219 => 0.089973342329791
1220 => 0.091096774134816
1221 => 0.086149749021309
1222 => 0.07763864943751
1223 => 0.083261342524598
1224 => 0.083044874957058
1225 => 0.082935722193482
1226 => 0.087161020648607
1227 => 0.086754855696367
1228 => 0.086017662330875
1229 => 0.089959803195519
1230 => 0.088520868750647
1231 => 0.09295532565415
]
'min_raw' => 0.039807029948694
'max_raw' => 0.13094709361284
'avg_raw' => 0.085377061780765
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.039807'
'max' => '$0.130947'
'avg' => '$0.085377'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072434
'min_diff' => 0.021685843606634
'max_diff' => 0.086562647046483
'year' => 2029
]
4 => [
'items' => [
101 => 0.095876145773487
102 => 0.09513533131259
103 => 0.097882376752376
104 => 0.092129626560472
105 => 0.094040459413945
106 => 0.094434279416746
107 => 0.089911157789172
108 => 0.086821309305681
109 => 0.086615251638683
110 => 0.081257880175658
111 => 0.084119744768014
112 => 0.086638067177285
113 => 0.085431986172958
114 => 0.085050176957633
115 => 0.087000757434412
116 => 0.08715233424305
117 => 0.083696366942719
118 => 0.084414971980709
119 => 0.087411674447273
120 => 0.084339462767298
121 => 0.078370657316034
122 => 0.076890311038929
123 => 0.076692805557368
124 => 0.072677989046115
125 => 0.076989234855716
126 => 0.075107260525621
127 => 0.081052394884877
128 => 0.077656566023265
129 => 0.077510178628198
130 => 0.077288892610192
131 => 0.073833174188975
201 => 0.074589756900859
202 => 0.077104753065962
203 => 0.07800213203113
204 => 0.077908528053054
205 => 0.077092428212701
206 => 0.077466034540507
207 => 0.076262518385571
208 => 0.07583753178224
209 => 0.074496157160354
210 => 0.072524707030378
211 => 0.072798849262557
212 => 0.068892890697088
213 => 0.066764717165709
214 => 0.0661756667811
215 => 0.06538796398869
216 => 0.066264639907499
217 => 0.06888182560723
218 => 0.065724944386435
219 => 0.060312692962852
220 => 0.060637978495437
221 => 0.061368798509014
222 => 0.060006920248571
223 => 0.058718016768841
224 => 0.059838613772422
225 => 0.0575453714958
226 => 0.061645925882049
227 => 0.061535017377572
228 => 0.063063450476184
301 => 0.06401921105935
302 => 0.061816492346315
303 => 0.061262514546771
304 => 0.061578085478278
305 => 0.0563624009234
306 => 0.062637217774769
307 => 0.062691482651467
308 => 0.062226833832016
309 => 0.065567980092134
310 => 0.072618840830635
311 => 0.069966023400595
312 => 0.068938772309852
313 => 0.066985967235434
314 => 0.069587964051004
315 => 0.069388171293042
316 => 0.068484632672383
317 => 0.067938169695396
318 => 0.068945044485964
319 => 0.067813406766255
320 => 0.06761013353647
321 => 0.066378518927431
322 => 0.065938888546898
323 => 0.065613403715341
324 => 0.065255076897276
325 => 0.066045456568448
326 => 0.064254352250468
327 => 0.062094456027105
328 => 0.061914884026533
329 => 0.062410698108243
330 => 0.062191337286104
331 => 0.061913833811311
401 => 0.061384004104357
402 => 0.061226814948325
403 => 0.061737603448094
404 => 0.061160953012674
405 => 0.06201183214191
406 => 0.061780440100048
407 => 0.060487902963973
408 => 0.058876923133886
409 => 0.058862582034253
410 => 0.058515499072398
411 => 0.058073436736201
412 => 0.057950465107288
413 => 0.05974424021838
414 => 0.063457301015168
415 => 0.062728338334744
416 => 0.063255088578451
417 => 0.06584617843361
418 => 0.066669807981775
419 => 0.066085215237223
420 => 0.065284988632369
421 => 0.065320194541764
422 => 0.068054811095615
423 => 0.06822536577573
424 => 0.068656302429355
425 => 0.069210177811946
426 => 0.066179542609903
427 => 0.065177451896288
428 => 0.064702605722302
429 => 0.063240263295019
430 => 0.064817274231079
501 => 0.063898417492978
502 => 0.064022402659563
503 => 0.063941657157172
504 => 0.063985749661465
505 => 0.061644779693529
506 => 0.062497706112086
507 => 0.061079550513436
508 => 0.05918079936228
509 => 0.059174434082634
510 => 0.05963915073692
511 => 0.059362719086586
512 => 0.058618848623245
513 => 0.058724511911593
514 => 0.057798790321527
515 => 0.058836911273357
516 => 0.05886668086768
517 => 0.058466947754395
518 => 0.060066316313775
519 => 0.060721578917514
520 => 0.060458466019236
521 => 0.060703118215165
522 => 0.062758630025185
523 => 0.063093768138486
524 => 0.063242614350433
525 => 0.063043180144768
526 => 0.060740689197696
527 => 0.060842814462146
528 => 0.060093487032789
529 => 0.059460384317161
530 => 0.0594857051056
531 => 0.059811202199024
601 => 0.061232667096163
602 => 0.064224056172258
603 => 0.064337577201019
604 => 0.06447516799952
605 => 0.063915517074424
606 => 0.063746721000278
607 => 0.063969406592041
608 => 0.065092815049257
609 => 0.067982526603637
610 => 0.066961109542973
611 => 0.06613068157335
612 => 0.066859190784483
613 => 0.066747042501673
614 => 0.065800398132715
615 => 0.065773828978175
616 => 0.063956915773631
617 => 0.063285244331024
618 => 0.062723945399845
619 => 0.062111021620077
620 => 0.061747659858039
621 => 0.062305948669496
622 => 0.062433635926155
623 => 0.061212927682686
624 => 0.061046549659773
625 => 0.062043406362208
626 => 0.06160472689403
627 => 0.062055919605778
628 => 0.062160600185163
629 => 0.062143744200884
630 => 0.06168571245409
701 => 0.061977648230793
702 => 0.061287133088647
703 => 0.060536301583584
704 => 0.060057317861809
705 => 0.05963934103659
706 => 0.059871258872177
707 => 0.059044514134832
708 => 0.058780021854271
709 => 0.061878746958409
710 => 0.064167808509745
711 => 0.064134524648221
712 => 0.063931917701106
713 => 0.063630884875011
714 => 0.06507079262301
715 => 0.064569157555472
716 => 0.064934138980118
717 => 0.065027042070913
718 => 0.065308231746128
719 => 0.065408732885948
720 => 0.065104948638882
721 => 0.064085411601608
722 => 0.061544822239394
723 => 0.060362171033093
724 => 0.0599718764364
725 => 0.059986062903715
726 => 0.059594736803993
727 => 0.059709999878367
728 => 0.05955465301058
729 => 0.059260463625436
730 => 0.059853093506648
731 => 0.059921388579729
801 => 0.059783061684054
802 => 0.059815642675492
803 => 0.058670355059497
804 => 0.058757428789507
805 => 0.058272591196016
806 => 0.05818168999204
807 => 0.056956062775333
808 => 0.05478468650343
809 => 0.055987839738659
810 => 0.054534599819449
811 => 0.053984235841866
812 => 0.056589573312585
813 => 0.056328069691337
814 => 0.055880489164654
815 => 0.055218424281733
816 => 0.054972857976505
817 => 0.053480874842783
818 => 0.053392720519822
819 => 0.054132187647828
820 => 0.053790949011764
821 => 0.053311720729552
822 => 0.051576004469972
823 => 0.0496244847183
824 => 0.049683388832787
825 => 0.050304130956478
826 => 0.05210902239959
827 => 0.051403820087827
828 => 0.050892187719379
829 => 0.050796374356381
830 => 0.051995679193161
831 => 0.053692946799336
901 => 0.054489266785932
902 => 0.053700137863813
903 => 0.052793629047803
904 => 0.052848804039076
905 => 0.053215858537185
906 => 0.053254430775065
907 => 0.052664386726454
908 => 0.052830480669935
909 => 0.052578168781838
910 => 0.051029731190322
911 => 0.05100172486444
912 => 0.050621713307552
913 => 0.050610206708636
914 => 0.049963712252045
915 => 0.049873263208563
916 => 0.048589609225594
917 => 0.049434514164446
918 => 0.048867796290964
919 => 0.048013618780394
920 => 0.047866358255613
921 => 0.047861931426416
922 => 0.048738980739175
923 => 0.049424265332584
924 => 0.048877654591006
925 => 0.048753201920753
926 => 0.05008203084432
927 => 0.049912925251252
928 => 0.049766480898269
929 => 0.053540975100998
930 => 0.050553168412082
1001 => 0.049250314157671
1002 => 0.047637784612526
1003 => 0.048162832363505
1004 => 0.048273467639192
1005 => 0.044395624763414
1006 => 0.042822384391665
1007 => 0.042282507582394
1008 => 0.041971800845921
1009 => 0.042113393807341
1010 => 0.040697292950077
1011 => 0.041648936146305
1012 => 0.04042271250394
1013 => 0.04021713211982
1014 => 0.042409771892329
1015 => 0.042714864907458
1016 => 0.041413243319948
1017 => 0.042249095092523
1018 => 0.041946003620579
1019 => 0.040443732588813
1020 => 0.040386356885357
1021 => 0.039632570088997
1022 => 0.038453039714578
1023 => 0.037913962682444
1024 => 0.037633206683627
1025 => 0.037749052080564
1026 => 0.037690477102945
1027 => 0.037308235752339
1028 => 0.037712386729726
1029 => 0.036679947989215
1030 => 0.03626882256382
1031 => 0.036083126747206
1101 => 0.035166777940046
1102 => 0.036625096394401
1103 => 0.036912403501321
1104 => 0.037200276691996
1105 => 0.03970601627744
1106 => 0.039580836608898
1107 => 0.040712399847548
1108 => 0.040668429380906
1109 => 0.040345689215133
1110 => 0.03898410154392
1111 => 0.039526806121699
1112 => 0.037856445786313
1113 => 0.039107993323047
1114 => 0.038536839293156
1115 => 0.038914885571011
1116 => 0.038235124276369
1117 => 0.03861133224348
1118 => 0.036980534674763
1119 => 0.035457718851036
1120 => 0.036070544392269
1121 => 0.036736755840691
1122 => 0.038181272008389
1123 => 0.037320930095907
1124 => 0.037630341580765
1125 => 0.036593864901349
1126 => 0.034455317456786
1127 => 0.034467421403076
1128 => 0.034138452469519
1129 => 0.033854175280675
1130 => 0.037419750713957
1201 => 0.036976315045422
1202 => 0.036269758343037
1203 => 0.037215512566627
1204 => 0.037465584994482
1205 => 0.037472704204942
1206 => 0.038162702073024
1207 => 0.038530954058908
1208 => 0.038595860067515
1209 => 0.039681586621332
1210 => 0.040045507841091
1211 => 0.041544447841223
1212 => 0.038499710450739
1213 => 0.038437006087827
1214 => 0.037228821268053
1215 => 0.036462571354705
1216 => 0.037281287055175
1217 => 0.038006557399953
1218 => 0.037251357439348
1219 => 0.037349970611062
1220 => 0.036336176366054
1221 => 0.036698560105191
1222 => 0.037010693799698
1223 => 0.036838351919962
1224 => 0.036580347784556
1225 => 0.037947093502555
1226 => 0.037869976352826
1227 => 0.039142721386775
1228 => 0.040134917155608
1229 => 0.041913109349567
1230 => 0.040057473095916
1231 => 0.039989846335347
]
'min_raw' => 0.033854175280675
'max_raw' => 0.097882376752376
'avg_raw' => 0.065868276016525
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.033854'
'max' => '$0.097882'
'avg' => '$0.065868'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.0059528546680192
'max_diff' => -0.03306471686046
'year' => 2030
]
5 => [
'items' => [
101 => 0.040650908767583
102 => 0.040045406635877
103 => 0.040428063081892
104 => 0.041851457480269
105 => 0.041881531560951
106 => 0.04137775196126
107 => 0.041347096926835
108 => 0.041443853309701
109 => 0.042010558466275
110 => 0.041812534271478
111 => 0.042041692883056
112 => 0.042328259235837
113 => 0.043513619172554
114 => 0.043799405440279
115 => 0.043105092972898
116 => 0.043167781614815
117 => 0.042908089692711
118 => 0.042657230549889
119 => 0.043221125267918
120 => 0.044251653948493
121 => 0.044245243083056
122 => 0.044484305706334
123 => 0.044633239740135
124 => 0.043993905840686
125 => 0.043577722981104
126 => 0.043737313971871
127 => 0.043992503441547
128 => 0.043654559466213
129 => 0.041568612699569
130 => 0.042201355697773
131 => 0.04209603632332
201 => 0.041946048726826
202 => 0.042582276704377
203 => 0.042520910963854
204 => 0.040682768788987
205 => 0.040800440687184
206 => 0.040689924806858
207 => 0.041047024225614
208 => 0.040026122095364
209 => 0.040340144714748
210 => 0.040537096757847
211 => 0.040653103024289
212 => 0.041072197204918
213 => 0.041023021339988
214 => 0.041069140364108
215 => 0.041690546397221
216 => 0.044833404871903
217 => 0.045004463724354
218 => 0.044162107373051
219 => 0.044498612120652
220 => 0.043852596590757
221 => 0.044286271143903
222 => 0.044582980259027
223 => 0.043242208821665
224 => 0.043162817038679
225 => 0.042514135172891
226 => 0.042862700064346
227 => 0.042308108259338
228 => 0.042444185689489
301 => 0.042063701331769
302 => 0.042748497421985
303 => 0.043514205857401
304 => 0.04370765404693
305 => 0.043198775144962
306 => 0.042830313283184
307 => 0.042183415632784
308 => 0.043259220842454
309 => 0.043573819070331
310 => 0.043257568391891
311 => 0.043184286199483
312 => 0.043045416577287
313 => 0.043213748046311
314 => 0.043572105700818
315 => 0.043403110848779
316 => 0.043514734925857
317 => 0.043089339050285
318 => 0.043994117486809
319 => 0.045431123390798
320 => 0.045435743599754
321 => 0.04526674783677
322 => 0.045197598411621
323 => 0.045370998319963
324 => 0.045465060657002
325 => 0.046025804164476
326 => 0.046627504289002
327 => 0.049435376227832
328 => 0.048646937023289
329 => 0.051138248048469
330 => 0.053108551613137
331 => 0.053699359501248
401 => 0.053155844043845
402 => 0.051296507024197
403 => 0.051205279079578
404 => 0.053983913578772
405 => 0.053198822063227
406 => 0.053105437925594
407 => 0.052111988476163
408 => 0.052699240141884
409 => 0.052570799588129
410 => 0.052368049890499
411 => 0.05348848516039
412 => 0.05558583996368
413 => 0.055258947548718
414 => 0.055014937525052
415 => 0.053945756631598
416 => 0.054589642339656
417 => 0.054360366971835
418 => 0.055345479453737
419 => 0.054761920642371
420 => 0.053192874222838
421 => 0.053442750036794
422 => 0.053404981810194
423 => 0.054182249237316
424 => 0.053948932848658
425 => 0.053359423040715
426 => 0.055578671432974
427 => 0.055434565786489
428 => 0.055638874646067
429 => 0.055728817724515
430 => 0.05707963511334
501 => 0.057633021776207
502 => 0.057758650237075
503 => 0.058284324766337
504 => 0.057745570975908
505 => 0.059900970262567
506 => 0.06133418501716
507 => 0.062998937707177
508 => 0.065431588830631
509 => 0.066346288156331
510 => 0.066181055910299
511 => 0.068025464228639
512 => 0.071339824977801
513 => 0.066850982978905
514 => 0.071577744503502
515 => 0.070081306377901
516 => 0.066533278501873
517 => 0.066304827335157
518 => 0.068707593006254
519 => 0.074036696007122
520 => 0.07270181614759
521 => 0.074038879392364
522 => 0.072479124095039
523 => 0.072401669097878
524 => 0.073963125559012
525 => 0.077611553691014
526 => 0.075878322244783
527 => 0.073393309960825
528 => 0.075228204360226
529 => 0.073638649020005
530 => 0.070056935949961
531 => 0.072700795390119
601 => 0.070932921875267
602 => 0.071448881352226
603 => 0.075164688529106
604 => 0.074717592778777
605 => 0.075296176079654
606 => 0.074274991697768
607 => 0.07332104445909
608 => 0.071540431097045
609 => 0.071013279263721
610 => 0.071158965065516
611 => 0.071013207069073
612 => 0.07001697025769
613 => 0.069801833013125
614 => 0.06944326151347
615 => 0.069554397814763
616 => 0.06888017849162
617 => 0.070152569655212
618 => 0.070388736667447
619 => 0.071314676847692
620 => 0.071410811028893
621 => 0.073989541250941
622 => 0.072569219978438
623 => 0.073522094112672
624 => 0.073436860081307
625 => 0.066610175024508
626 => 0.067550831992982
627 => 0.069014199041511
628 => 0.068354954169696
629 => 0.067422936160492
630 => 0.066670281646416
701 => 0.065529933094715
702 => 0.06713495178278
703 => 0.069245380682876
704 => 0.071464334988538
705 => 0.074130263195144
706 => 0.073535259054255
707 => 0.071414497315096
708 => 0.071509633137497
709 => 0.072097725357016
710 => 0.071336092498927
711 => 0.071111472100237
712 => 0.072066865963516
713 => 0.072073445235978
714 => 0.071197094586341
715 => 0.070223191209746
716 => 0.070219110519038
717 => 0.070045813819963
718 => 0.072509953192824
719 => 0.073864980695306
720 => 0.07402033241473
721 => 0.073854524286811
722 => 0.073918337254558
723 => 0.073129876606857
724 => 0.07493206383676
725 => 0.076585929056762
726 => 0.076142657848125
727 => 0.075478131291662
728 => 0.074948803881503
729 => 0.076017965132558
730 => 0.075970357065065
731 => 0.076571483986866
801 => 0.076544213397416
802 => 0.076342077023141
803 => 0.076142665067051
804 => 0.076933310932443
805 => 0.076705617620594
806 => 0.076477570638141
807 => 0.076020187502587
808 => 0.076082353467038
809 => 0.075417941650454
810 => 0.075110554342686
811 => 0.070488186759134
812 => 0.069252939100591
813 => 0.069641573159754
814 => 0.069769521582909
815 => 0.069231940218898
816 => 0.070002693801568
817 => 0.069882572672139
818 => 0.070349893718237
819 => 0.070057931817356
820 => 0.070069914035608
821 => 0.070928511733259
822 => 0.071177766297622
823 => 0.071050993414456
824 => 0.071139780796305
825 => 0.073185848536217
826 => 0.072894963133165
827 => 0.072740436060354
828 => 0.07278324111558
829 => 0.073306055291314
830 => 0.073452414715924
831 => 0.072832279549357
901 => 0.073124738878869
902 => 0.074369993585314
903 => 0.074805762257257
904 => 0.076196526677271
905 => 0.075605705232783
906 => 0.076690183564295
907 => 0.080023500229454
908 => 0.082686384229552
909 => 0.080237486054726
910 => 0.085127533404673
911 => 0.088935136702238
912 => 0.088788994545782
913 => 0.088125050839401
914 => 0.083790195715495
915 => 0.079801197401428
916 => 0.08313816387296
917 => 0.083146670486749
918 => 0.082860022107436
919 => 0.081079673642094
920 => 0.082798069839971
921 => 0.08293446988986
922 => 0.082858122133623
923 => 0.081493133139493
924 => 0.079409047237592
925 => 0.079816272634227
926 => 0.080483316141088
927 => 0.079220463622747
928 => 0.078816905724205
929 => 0.079567196637627
930 => 0.08198479028999
1001 => 0.081527758214178
1002 => 0.081515823259666
1003 => 0.083471200291757
1004 => 0.082071572333555
1005 => 0.079821409050595
1006 => 0.07925321314564
1007 => 0.077236500465675
1008 => 0.078629451097011
1009 => 0.078679580910411
1010 => 0.077916676085238
1011 => 0.079883314572549
1012 => 0.079865191652669
1013 => 0.081732222200861
1014 => 0.085301283384353
1015 => 0.08424573636956
1016 => 0.083018250034544
1017 => 0.083151711833665
1018 => 0.084615458358227
1019 => 0.083730443795394
1020 => 0.08404870120273
1021 => 0.084614976637524
1022 => 0.084956624667164
1023 => 0.083102553939864
1024 => 0.082670281362876
1025 => 0.081786003377416
1026 => 0.08155531175684
1027 => 0.082275537724932
1028 => 0.082085783628298
1029 => 0.078675367693707
1030 => 0.078318960253167
1031 => 0.078329890760535
1101 => 0.077433687305048
1102 => 0.076066761921954
1103 => 0.07965896021385
1104 => 0.079370456418228
1105 => 0.079051970556281
1106 => 0.079090983257115
1107 => 0.08065023478473
1108 => 0.079745790154624
1109 => 0.082150404439322
1110 => 0.08165608803171
1111 => 0.081149094273469
1112 => 0.081079012292673
1113 => 0.080883862950425
1114 => 0.080214623243985
1115 => 0.079406476083387
1116 => 0.078872867327452
1117 => 0.072756050905582
1118 => 0.073891296453597
1119 => 0.0751972929757
1120 => 0.075648117741677
1121 => 0.074876950783349
1122 => 0.080245073615817
1123 => 0.081225881385828
1124 => 0.078254950673958
1125 => 0.077699210840068
1126 => 0.080281507826807
1127 => 0.078724067070836
1128 => 0.079425382547886
1129 => 0.077909522085559
1130 => 0.080989633515437
1201 => 0.080966168226939
1202 => 0.079767935313245
1203 => 0.080780673566754
1204 => 0.080604685372943
1205 => 0.079251883364499
1206 => 0.081032519752054
1207 => 0.081033402925486
1208 => 0.079880129797886
1209 => 0.078533359268799
1210 => 0.078292588507499
1211 => 0.078111200081859
1212 => 0.079380772114491
1213 => 0.080519066429101
1214 => 0.082637149941496
1215 => 0.083169686460936
1216 => 0.085248211949271
1217 => 0.084010551222537
1218 => 0.084559190192308
1219 => 0.085154815403716
1220 => 0.085440380033457
1221 => 0.084975067793537
1222 => 0.088203873432144
1223 => 0.088476483556091
1224 => 0.088567887372583
1225 => 0.087479152277914
1226 => 0.088446203863601
1227 => 0.087993752452041
1228 => 0.089170905330299
1229 => 0.089355497932253
1230 => 0.089199154565471
1231 => 0.089257747170927
]
'min_raw' => 0.040026122095364
'max_raw' => 0.089355497932253
'avg_raw' => 0.064690810013808
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.040026'
'max' => '$0.089355'
'avg' => '$0.06469'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.0061719468146895
'max_diff' => -0.0085268788201229
'year' => 2031
]
6 => [
'items' => [
101 => 0.086502531158721
102 => 0.086359658673566
103 => 0.084411582200706
104 => 0.085205437762851
105 => 0.083721362839908
106 => 0.084191978285639
107 => 0.084399421089928
108 => 0.084291064741243
109 => 0.085250321165243
110 => 0.084434757241703
111 => 0.082282349956357
112 => 0.080129356249086
113 => 0.080102327166882
114 => 0.079535481927253
115 => 0.079125756641885
116 => 0.079204684267632
117 => 0.079482835515457
118 => 0.07910958998571
119 => 0.07918924084351
120 => 0.080511975793884
121 => 0.080777240854868
122 => 0.079875766531896
123 => 0.076256217043041
124 => 0.075367970519524
125 => 0.076006424505934
126 => 0.075701284622133
127 => 0.061096844933082
128 => 0.064527941407308
129 => 0.06248930039135
130 => 0.063428799964867
131 => 0.061347875391105
201 => 0.062341001668305
202 => 0.062157607508071
203 => 0.067674709105102
204 => 0.067588567152189
205 => 0.067629798746518
206 => 0.06566170732087
207 => 0.068796930401432
208 => 0.070341454029892
209 => 0.07005560381243
210 => 0.070127546153764
211 => 0.068891338373262
212 => 0.067641767940049
213 => 0.066255802022105
214 => 0.06883075538708
215 => 0.068544464528815
216 => 0.069201112753477
217 => 0.070871154072131
218 => 0.071117074000173
219 => 0.071447592877335
220 => 0.071329125387808
221 => 0.074151501614321
222 => 0.073809693230653
223 => 0.074633353090311
224 => 0.07293902226777
225 => 0.071021726114707
226 => 0.071386141432271
227 => 0.071351045306746
228 => 0.070904231347365
229 => 0.070500867683237
301 => 0.069829380829471
302 => 0.071954064596141
303 => 0.071867806315342
304 => 0.073264227617189
305 => 0.073017396587975
306 => 0.071368998565083
307 => 0.071427871422951
308 => 0.071823819685446
309 => 0.0731942011428
310 => 0.073601023662026
311 => 0.073412567262046
312 => 0.073858629582225
313 => 0.074211179052668
314 => 0.073902904367765
315 => 0.078267423812212
316 => 0.076454971045644
317 => 0.077338347913104
318 => 0.077549028090835
319 => 0.077009375245705
320 => 0.077126406624294
321 => 0.077303677273715
322 => 0.078380029943845
323 => 0.081204690795422
324 => 0.082455713858468
325 => 0.086219478468035
326 => 0.082351833808164
327 => 0.082122343779952
328 => 0.082800311440937
329 => 0.085010039701698
330 => 0.086800816907824
331 => 0.087394921019511
401 => 0.08747344168546
402 => 0.08858802049428
403 => 0.089226876281831
404 => 0.088452681310556
405 => 0.087796632133993
406 => 0.085446745415365
407 => 0.085718751201575
408 => 0.087592601333405
409 => 0.090239525013836
410 => 0.092510860897117
411 => 0.091715518234839
412 => 0.097783421323601
413 => 0.098385029129691
414 => 0.098301906383198
415 => 0.099672458496715
416 => 0.096952191659468
417 => 0.095789224883857
418 => 0.087938477412441
419 => 0.090144217224081
420 => 0.093350389578857
421 => 0.092926040645173
422 => 0.090597632579902
423 => 0.092509094590806
424 => 0.091877105473058
425 => 0.091378629434637
426 => 0.093662244800977
427 => 0.091151315899937
428 => 0.093325341142309
429 => 0.090537131281556
430 => 0.091719151293126
501 => 0.091048179566684
502 => 0.091482380504894
503 => 0.0889440506923
504 => 0.090313671844703
505 => 0.088887069949464
506 => 0.088886393554416
507 => 0.088854901238509
508 => 0.090533292041737
509 => 0.090588024305574
510 => 0.089347690966081
511 => 0.089168939554212
512 => 0.0898298772113
513 => 0.089056092314696
514 => 0.089418141397673
515 => 0.089067058412595
516 => 0.088988022237714
517 => 0.088358248549372
518 => 0.088086924728446
519 => 0.088193317789785
520 => 0.087830143422054
521 => 0.087611317728905
522 => 0.088811371300379
523 => 0.088170231087163
524 => 0.088713107367459
525 => 0.088094431329613
526 => 0.085949830638123
527 => 0.084716448101705
528 => 0.080665496200068
529 => 0.081814341134183
530 => 0.082576026514066
531 => 0.082324289500558
601 => 0.082865118014865
602 => 0.082898320493216
603 => 0.082722491630121
604 => 0.082518904331729
605 => 0.082419809293956
606 => 0.083158382518477
607 => 0.083587149134544
608 => 0.082652471831973
609 => 0.082433490017506
610 => 0.083378500375353
611 => 0.083954956147725
612 => 0.088211181688402
613 => 0.087895866752921
614 => 0.088687245363547
615 => 0.088598148276685
616 => 0.08942763913712
617 => 0.090783506124938
618 => 0.088026649432332
619 => 0.088505144429236
620 => 0.088387828506058
621 => 0.089668652993427
622 => 0.08967265158767
623 => 0.088904733325564
624 => 0.089321034273502
625 => 0.089088666504982
626 => 0.089508586469086
627 => 0.087891655529719
628 => 0.089860902876958
629 => 0.090977339227347
630 => 0.090992840947155
701 => 0.091522022916652
702 => 0.092059702445815
703 => 0.093091731480024
704 => 0.092030919716185
705 => 0.090122622620984
706 => 0.090260395507495
707 => 0.089141561618797
708 => 0.0891603694186
709 => 0.089059971909258
710 => 0.089361272392364
711 => 0.087957774042165
712 => 0.088287172299684
713 => 0.087826012810204
714 => 0.088504141958569
715 => 0.087774587093692
716 => 0.088387771932768
717 => 0.088652402181914
718 => 0.089628893498344
719 => 0.087630358532294
720 => 0.083555210447596
721 => 0.084411855981395
722 => 0.083144809948853
723 => 0.083262079883149
724 => 0.083498983813799
725 => 0.082731100664419
726 => 0.082877588570542
727 => 0.082872354991716
728 => 0.082827254836799
729 => 0.082627498772591
730 => 0.082337812958957
731 => 0.083491832079885
801 => 0.083687922416069
802 => 0.084123806942952
803 => 0.08542070363166
804 => 0.085291113069528
805 => 0.085502480653026
806 => 0.085041066405028
807 => 0.083283483566745
808 => 0.08337892877085
809 => 0.082188725546256
810 => 0.084093370770558
811 => 0.083642325641355
812 => 0.083351533912335
813 => 0.083272188694906
814 => 0.084572300139656
815 => 0.084961313860676
816 => 0.084718906615476
817 => 0.084221722283423
818 => 0.085176463180318
819 => 0.085431911567043
820 => 0.085489097040256
821 => 0.087180714856146
822 => 0.085583639684635
823 => 0.08596807155198
824 => 0.088967299240087
825 => 0.086247413592103
826 => 0.087688197680528
827 => 0.087617678796878
828 => 0.088354735183041
829 => 0.087557218660149
830 => 0.087567104833265
831 => 0.088221560971654
901 => 0.087302495357074
902 => 0.087074921786055
903 => 0.086760530527605
904 => 0.087446992338656
905 => 0.087858495148384
906 => 0.091174905579279
907 => 0.093317457964327
908 => 0.093224444114712
909 => 0.094074416585562
910 => 0.093691496202588
911 => 0.092454945276675
912 => 0.094565586925888
913 => 0.09389769159508
914 => 0.093952752074659
915 => 0.093950702720859
916 => 0.094394794727424
917 => 0.094080114840338
918 => 0.093459848481664
919 => 0.093871610237171
920 => 0.095094395443504
921 => 0.098889958243592
922 => 0.10101400547104
923 => 0.098762087933468
924 => 0.10031543049651
925 => 0.099383978471231
926 => 0.099214705929941
927 => 0.10019031985064
928 => 0.10116764145437
929 => 0.10110539029329
930 => 0.100395904995
1001 => 0.099995134752528
1002 => 0.10302990129644
1003 => 0.1052658655901
1004 => 0.10511338781537
1005 => 0.10578637512461
1006 => 0.10776228667925
1007 => 0.10794293926888
1008 => 0.10792018119484
1009 => 0.1074724149023
1010 => 0.10941795643238
1011 => 0.11104096140533
1012 => 0.10736876994279
1013 => 0.10876709237921
1014 => 0.10939484437205
1015 => 0.11031657054317
1016 => 0.11187167709309
1017 => 0.11356093527794
1018 => 0.11379981490705
1019 => 0.11363031837876
1020 => 0.11251620719615
1021 => 0.11436461365906
1022 => 0.11544736681456
1023 => 0.1160921215403
1024 => 0.11772711224782
1025 => 0.10939872115465
1026 => 0.103503471991
1027 => 0.10258284370567
1028 => 0.10445497752581
1029 => 0.1049486442842
1030 => 0.1047496478329
1031 => 0.098114008926616
1101 => 0.10254790844011
1102 => 0.10731841150376
1103 => 0.10750166595492
1104 => 0.10988987953511
1105 => 0.110667579773
1106 => 0.11259040473535
1107 => 0.11247013151043
1108 => 0.11293830878993
1109 => 0.11283068294107
1110 => 0.11639231128527
1111 => 0.12032131625585
1112 => 0.12018526730719
1113 => 0.11962042635679
1114 => 0.12045931148783
1115 => 0.12451446567523
1116 => 0.12414113206017
1117 => 0.12450379386672
1118 => 0.12928504919213
1119 => 0.13550136124081
1120 => 0.13261326018668
1121 => 0.13887960844547
1122 => 0.14282394250952
1123 => 0.14964526042156
1124 => 0.14879119782327
1125 => 0.15144668682929
1126 => 0.1472622475241
1127 => 0.13765392906468
1128 => 0.13613337588931
1129 => 0.13917756185294
1130 => 0.14666139599719
1201 => 0.13894186928303
1202 => 0.14050351948337
1203 => 0.14005376412062
1204 => 0.14002979856867
1205 => 0.14094446621143
1206 => 0.13961769308975
1207 => 0.1342121807101
1208 => 0.13668949517881
1209 => 0.13573288509203
1210 => 0.13679431530332
1211 => 0.14252241638653
1212 => 0.13998988635677
1213 => 0.13732207169645
1214 => 0.14066810331596
1215 => 0.1449287513888
1216 => 0.14466212768952
1217 => 0.14414476627286
1218 => 0.14706110549041
1219 => 0.15187804347059
1220 => 0.1531800424506
1221 => 0.15414115147945
1222 => 0.15427367217646
1223 => 0.1556387177168
1224 => 0.14829852381062
1225 => 0.15994760004928
1226 => 0.16195907371646
1227 => 0.16158100003407
1228 => 0.16381666835939
1229 => 0.16315887802465
1230 => 0.16220584303376
1231 => 0.16574985286968
]
'min_raw' => 0.061096844933082
'max_raw' => 0.16574985286968
'avg_raw' => 0.11342334890138
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.061096'
'max' => '$0.165749'
'avg' => '$0.113423'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.021070722837718
'max_diff' => 0.076394354937425
'year' => 2032
]
7 => [
'items' => [
101 => 0.16168693157964
102 => 0.155920126316
103 => 0.15275634289389
104 => 0.15692266811925
105 => 0.15946689754967
106 => 0.16114847135979
107 => 0.1616573145787
108 => 0.1488683221687
109 => 0.14197576456976
110 => 0.14639381496735
111 => 0.15178414136996
112 => 0.14826858027529
113 => 0.14840638361436
114 => 0.14339411736656
115 => 0.15222761571468
116 => 0.15094064930678
117 => 0.1576174333076
118 => 0.15602396522126
119 => 0.16146862338267
120 => 0.16003486241841
121 => 0.16598632402057
122 => 0.16836052318306
123 => 0.17234717309148
124 => 0.1752797689927
125 => 0.17700184539751
126 => 0.17689845838951
127 => 0.18372218304045
128 => 0.17969847101658
129 => 0.17464374039847
130 => 0.17455231626906
131 => 0.17717023288227
201 => 0.18265666791319
202 => 0.18407922069232
203 => 0.18487423362764
204 => 0.1836566436426
205 => 0.17928919262272
206 => 0.17740334941582
207 => 0.17901014246624
208 => 0.17704517263887
209 => 0.18043726183406
210 => 0.18509532481021
211 => 0.18413345322561
212 => 0.18734884572107
213 => 0.19067643868472
214 => 0.19543504607428
215 => 0.19667912225664
216 => 0.19873553287809
217 => 0.20085225490326
218 => 0.20153208897049
219 => 0.20283010314495
220 => 0.20282326196953
221 => 0.20673491505069
222 => 0.21104958953303
223 => 0.21267827926517
224 => 0.21642336149774
225 => 0.21001003941779
226 => 0.21487461788637
227 => 0.21926258943332
228 => 0.21403106886021
301 => 0.22124150118228
302 => 0.22152146593015
303 => 0.22574860123361
304 => 0.22146358978242
305 => 0.21891916366095
306 => 0.22626482653524
307 => 0.2298191614139
308 => 0.22874856682231
309 => 0.22060128911855
310 => 0.21585922404178
311 => 0.20344832505984
312 => 0.21814957101489
313 => 0.22531011907837
314 => 0.22058274502892
315 => 0.22296695752454
316 => 0.23597444781709
317 => 0.24092685794787
318 => 0.23989679126063
319 => 0.24007085557443
320 => 0.2427430861884
321 => 0.254593228355
322 => 0.24749234848463
323 => 0.25292070508064
324 => 0.25579988584576
325 => 0.2584742293989
326 => 0.25190688686736
327 => 0.24336287072724
328 => 0.24065662216226
329 => 0.22011270084607
330 => 0.21904330052383
331 => 0.21844301371681
401 => 0.21465829031082
402 => 0.21168453443671
403 => 0.20931969335713
404 => 0.203113644163
405 => 0.20520800358553
406 => 0.19531685647322
407 => 0.20164486187495
408 => 0.18585835225359
409 => 0.19900582656492
410 => 0.19185025403957
411 => 0.19665502854184
412 => 0.19663826513624
413 => 0.18779115192242
414 => 0.18268832165523
415 => 0.1859400437066
416 => 0.1894261478677
417 => 0.18999175653917
418 => 0.19451158158066
419 => 0.19577296759643
420 => 0.19195090908018
421 => 0.18553121193056
422 => 0.18702236116071
423 => 0.18265810356367
424 => 0.1750099099936
425 => 0.18050297614027
426 => 0.18237855043582
427 => 0.18320691089384
428 => 0.17568579091864
429 => 0.17332249173098
430 => 0.17206429107346
501 => 0.18456032978794
502 => 0.18524489099693
503 => 0.18174257906453
504 => 0.19757336110183
505 => 0.19399036756601
506 => 0.19799344920025
507 => 0.18688705499756
508 => 0.18731133421285
509 => 0.18205338920943
510 => 0.18499748707533
511 => 0.18291669359642
512 => 0.18475963306191
513 => 0.1858642833788
514 => 0.19112136560518
515 => 0.19906585399938
516 => 0.1903361328288
517 => 0.18653246830287
518 => 0.18889224038214
519 => 0.19517662439635
520 => 0.20469778786958
521 => 0.19906106746216
522 => 0.20156254826125
523 => 0.20210901053272
524 => 0.19795270158702
525 => 0.20485103690891
526 => 0.20854791084988
527 => 0.21234013855305
528 => 0.21563282361191
529 => 0.21082543941553
530 => 0.21597002961711
531 => 0.21182439805706
601 => 0.20810533798018
602 => 0.20811097825916
603 => 0.20577795754613
604 => 0.20125743593512
605 => 0.20042378239281
606 => 0.20476055339877
607 => 0.2082382330518
608 => 0.20852467140499
609 => 0.21045009355054
610 => 0.21158953854286
611 => 0.22275764846787
612 => 0.22724955466717
613 => 0.23274217254023
614 => 0.23488185674877
615 => 0.24132153909723
616 => 0.23612097259542
617 => 0.23499579731966
618 => 0.21937523434634
619 => 0.22193310065814
620 => 0.22602849142072
621 => 0.21944276583158
622 => 0.22361989289282
623 => 0.22444454625835
624 => 0.21921898539612
625 => 0.2220101832358
626 => 0.21459758930611
627 => 0.19922742829076
628 => 0.20486814829191
629 => 0.20902161685858
630 => 0.20309410509496
701 => 0.21371894050486
702 => 0.20751213099952
703 => 0.20554487036572
704 => 0.19786988525424
705 => 0.20149218278959
706 => 0.20639139207246
707 => 0.20336425032986
708 => 0.20964602397338
709 => 0.21854269074043
710 => 0.2248829852843
711 => 0.22536971437163
712 => 0.22129332974666
713 => 0.22782576212331
714 => 0.22787334376155
715 => 0.22050473335493
716 => 0.21599150050946
717 => 0.21496608451105
718 => 0.21752777471973
719 => 0.22063813954718
720 => 0.22554231797251
721 => 0.22850581028407
722 => 0.23623302651776
723 => 0.23832378967395
724 => 0.24062090450281
725 => 0.24369055831815
726 => 0.24737646476655
727 => 0.23931191129622
728 => 0.23963233103981
729 => 0.23212273050958
730 => 0.22409764535738
731 => 0.23018768464691
801 => 0.238149600894
802 => 0.23632312850979
803 => 0.23611761305512
804 => 0.23646323304464
805 => 0.23508613251395
806 => 0.22885755785137
807 => 0.22572960664876
808 => 0.22976546172558
809 => 0.23191033908367
810 => 0.2352368568131
811 => 0.23482679328868
812 => 0.24339554571777
813 => 0.24672510380609
814 => 0.24587326036727
815 => 0.24603002006077
816 => 0.25205802593925
817 => 0.25876240823008
818 => 0.26504194696661
819 => 0.27142976348187
820 => 0.263729001352
821 => 0.25981902925943
822 => 0.26385312240818
823 => 0.26171257579949
824 => 0.27401279154043
825 => 0.27486443179094
826 => 0.28716375808628
827 => 0.2988372833171
828 => 0.29150535127255
829 => 0.29841903295308
830 => 0.30589674337132
831 => 0.32032245998289
901 => 0.31546438613095
902 => 0.31174317769608
903 => 0.30822665370587
904 => 0.31554398189702
905 => 0.32495760771776
906 => 0.32698521255697
907 => 0.33027070700113
908 => 0.32681641132424
909 => 0.33097672998887
910 => 0.34566448301168
911 => 0.34169572249254
912 => 0.33605944454526
913 => 0.34765401492997
914 => 0.35185004487945
915 => 0.38129998054282
916 => 0.41848174083399
917 => 0.40308824792484
918 => 0.39353301013122
919 => 0.39577871766599
920 => 0.40935623784231
921 => 0.413716906394
922 => 0.40186310605793
923 => 0.40605006873265
924 => 0.42912064472344
925 => 0.4414972685498
926 => 0.42468815099125
927 => 0.3783124623065
928 => 0.33555195938396
929 => 0.34689397028956
930 => 0.34560813823644
1001 => 0.37039459402557
1002 => 0.34160106886671
1003 => 0.34208587798527
1004 => 0.36738489143081
1005 => 0.36063554837844
1006 => 0.34970247702413
1007 => 0.33563178290411
1008 => 0.30962080344156
1009 => 0.28658215356177
1010 => 0.33176625146024
1011 => 0.32981783099691
1012 => 0.32699622942627
1013 => 0.33327539839255
1014 => 0.36376526051961
1015 => 0.36306237051153
1016 => 0.35859094289775
1017 => 0.36198248133345
1018 => 0.34910792393851
1019 => 0.35242599052741
1020 => 0.33554518590183
1021 => 0.34317601459726
1022 => 0.3496790195633
1023 => 0.35098459408886
1024 => 0.35392612015925
1025 => 0.32879110194965
1026 => 0.34007598720039
1027 => 0.34670480003445
1028 => 0.31675558249189
1029 => 0.34611280029771
1030 => 0.32835355720298
1031 => 0.32232580336175
1101 => 0.33044137981279
1102 => 0.32727873177716
1103 => 0.32455967271306
1104 => 0.32304239103592
1105 => 0.32900157469807
1106 => 0.32872357165747
1107 => 0.31897319055848
1108 => 0.30625421589123
1109 => 0.31052312127567
1110 => 0.3089721879283
1111 => 0.30335140540305
1112 => 0.3071391341692
1113 => 0.29045989360874
1114 => 0.26176412713597
1115 => 0.28072142944298
1116 => 0.27999159392574
1117 => 0.27962357776254
1118 => 0.29386946650491
1119 => 0.2925000530109
1120 => 0.29001455410995
1121 => 0.30330575726658
1122 => 0.2984542893225
1123 => 0.31340537037655
1124 => 0.32325311933405
1125 => 0.32075541165712
1126 => 0.33001726714995
1127 => 0.31062146823375
1128 => 0.31706397460932
1129 => 0.3183917662444
1130 => 0.30314174588277
1201 => 0.29272410599435
1202 => 0.29202936818358
1203 => 0.27396661625626
1204 => 0.28361559253839
1205 => 0.2921062923649
1206 => 0.28803990605293
1207 => 0.28675260962639
1208 => 0.29332912788903
1209 => 0.29384017968211
1210 => 0.28218814464111
1211 => 0.2846109716981
1212 => 0.2947145632872
1213 => 0.2843563871132
1214 => 0.26423214280557
1215 => 0.25924105197783
1216 => 0.25857514845736
1217 => 0.24503891428413
1218 => 0.25957458053277
1219 => 0.2532293726836
1220 => 0.27327380825186
1221 => 0.26182453415574
1222 => 0.26133097883283
1223 => 0.26058489757343
1224 => 0.24893370164574
1225 => 0.25148457308177
1226 => 0.25996405824384
1227 => 0.2629896340779
1228 => 0.2626740417306
1229 => 0.25992250414058
1230 => 0.26118214395914
1231 => 0.25712440521595
]
'min_raw' => 0.14197576456976
'max_raw' => 0.4414972685498
'avg_raw' => 0.29173651655978
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.141975'
'max' => '$0.441497'
'avg' => '$0.291736'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.080878919636674
'max_diff' => 0.27574741568012
'year' => 2033
]
8 => [
'items' => [
101 => 0.25569153321121
102 => 0.25116899502173
103 => 0.24452211326627
104 => 0.24544640294206
105 => 0.23227719093326
106 => 0.22510190528789
107 => 0.22311588078999
108 => 0.22046008582973
109 => 0.22341585989755
110 => 0.23223988421026
111 => 0.22159623876794
112 => 0.20334845522201
113 => 0.20444517810583
114 => 0.20690918880583
115 => 0.20231752116744
116 => 0.19797189309716
117 => 0.20175006413232
118 => 0.19401823768763
119 => 0.20784354309243
120 => 0.2074696073262
121 => 0.21262282622996
122 => 0.21584523976518
123 => 0.20841861983527
124 => 0.20655084500662
125 => 0.20761481443465
126 => 0.19002976981041
127 => 0.21118575291853
128 => 0.21136871073897
129 => 0.20980211480344
130 => 0.22106702269081
131 => 0.24483949194605
201 => 0.23589533276687
202 => 0.23243188399405
203 => 0.22584786534515
204 => 0.23462067927446
205 => 0.23394706404191
206 => 0.2309007204993
207 => 0.22905828241956
208 => 0.23245303107372
209 => 0.2286376354933
210 => 0.22795228560699
211 => 0.22379981096403
212 => 0.22231756644205
213 => 0.22122017160783
214 => 0.22001204772315
215 => 0.22267686796705
216 => 0.21663803470807
217 => 0.20935579379186
218 => 0.20875035425462
219 => 0.21042202604774
220 => 0.20968243572061
221 => 0.20874681338067
222 => 0.20696045553215
223 => 0.20643048131799
224 => 0.20815264040707
225 => 0.20620842320361
226 => 0.20907722159431
227 => 0.2082970671699
228 => 0.20393918797356
301 => 0.1985076570014
302 => 0.19845930498273
303 => 0.19728909054427
304 => 0.19579864651398
305 => 0.19538403908149
306 => 0.20143187710592
307 => 0.21395072081991
308 => 0.21149297224832
309 => 0.2132689474715
310 => 0.22200498782229
311 => 0.2247819123479
312 => 0.22281091709468
313 => 0.22011289722638
314 => 0.22023159640791
315 => 0.22945154704405
316 => 0.2300265840558
317 => 0.23147951707053
318 => 0.23334694659328
319 => 0.2231289484174
320 => 0.21975032961271
321 => 0.21814935258441
322 => 0.21321896299334
323 => 0.21853596546765
324 => 0.21543797582262
325 => 0.21585600046813
326 => 0.21558376136935
327 => 0.21573242232601
328 => 0.20783967863781
329 => 0.2107153796074
330 => 0.20593396899409
331 => 0.19953219692139
401 => 0.19951073593665
402 => 0.20107756058206
403 => 0.20014555197312
404 => 0.19763754077059
405 => 0.19799379192443
406 => 0.1948726569517
407 => 0.19837275422009
408 => 0.1984731244858
409 => 0.19712539638588
410 => 0.20251777914818
411 => 0.20472704276566
412 => 0.20383993925916
413 => 0.2046648012188
414 => 0.21159510279754
415 => 0.21272504434513
416 => 0.21322688974082
417 => 0.21255448339236
418 => 0.20479147440953
419 => 0.20513579686878
420 => 0.20260938712433
421 => 0.20047483711677
422 => 0.20056020792283
423 => 0.2016576440988
424 => 0.20645021224301
425 => 0.21653588936518
426 => 0.21691863343943
427 => 0.21738253042286
428 => 0.21549562825532
429 => 0.21492652050637
430 => 0.21567732052641
501 => 0.21946497057379
502 => 0.2292078348326
503 => 0.22576405589951
504 => 0.2229642100213
505 => 0.22542042968952
506 => 0.22504231392408
507 => 0.22185063634154
508 => 0.22176105658201
509 => 0.21563520686006
510 => 0.21337061969671
511 => 0.2114781611616
512 => 0.20941164584514
513 => 0.20818654629532
514 => 0.21006885600163
515 => 0.21049936250229
516 => 0.20638365943231
517 => 0.20582270431191
518 => 0.20918367628249
519 => 0.2077046378279
520 => 0.20922586555683
521 => 0.20957880343879
522 => 0.20952197231095
523 => 0.20797768629788
524 => 0.20896196815134
525 => 0.20663384813936
526 => 0.20410236729866
527 => 0.20248744023912
528 => 0.20107820219068
529 => 0.20186012936535
530 => 0.19907270176192
531 => 0.19818094757175
601 => 0.20862851560643
602 => 0.21634624644393
603 => 0.216234027581
604 => 0.21555092411323
605 => 0.21453597092261
606 => 0.21939072042614
607 => 0.21769942277289
608 => 0.21892998312828
609 => 0.21924321238518
610 => 0.2201912630072
611 => 0.22053010961687
612 => 0.21950587981835
613 => 0.21606843951538
614 => 0.20750266510239
615 => 0.20351527399028
616 => 0.20219936850803
617 => 0.20224719917305
618 => 0.20092781590632
619 => 0.20131643340898
620 => 0.20079267059827
621 => 0.19980079054661
622 => 0.20179888356721
623 => 0.20202914517431
624 => 0.20156276638787
625 => 0.20167261547523
626 => 0.19781119831647
627 => 0.1981047734765
628 => 0.19647010967976
629 => 0.19616362992404
630 => 0.19203134219235
701 => 0.18471039549098
702 => 0.18876691062503
703 => 0.18386721077544
704 => 0.18201162019984
705 => 0.19079569738122
706 => 0.18991401966458
707 => 0.18840497066979
708 => 0.18617277269314
709 => 0.18534482875017
710 => 0.18031450344789
711 => 0.18001728499329
712 => 0.1825104500433
713 => 0.18135994015729
714 => 0.17974418854516
715 => 0.17389209999215
716 => 0.16731241489863
717 => 0.16751101423318
718 => 0.16960388964203
719 => 0.17568920715598
720 => 0.17331156832622
721 => 0.17158656407497
722 => 0.17126352263214
723 => 0.17530706262214
724 => 0.1810295188558
725 => 0.18371436728789
726 => 0.18105376403175
727 => 0.17799740626814
728 => 0.17818343260341
729 => 0.17942098247071
730 => 0.17955103146375
731 => 0.1775616567583
801 => 0.17812165408506
802 => 0.17727096693849
803 => 0.17205030149023
804 => 0.17195587620718
805 => 0.17067464071157
806 => 0.17063584540996
807 => 0.16845614421276
808 => 0.16815118894771
809 => 0.16382325992227
810 => 0.16667191591299
811 => 0.16476118703557
812 => 0.16188126792191
813 => 0.16138476878121
814 => 0.1613698434175
815 => 0.1643268764091
816 => 0.16663736126082
817 => 0.16479442498245
818 => 0.16437482411568
819 => 0.16885506360736
820 => 0.16828491229375
821 => 0.16779116493325
822 => 0.18051713566452
823 => 0.17044353681084
824 => 0.16605087272972
825 => 0.16061411678504
826 => 0.16238435193513
827 => 0.16275736649142
828 => 0.14968294849339
829 => 0.1443786587399
830 => 0.14255842638445
831 => 0.14151085692958
901 => 0.14198824748471
902 => 0.13721376457544
903 => 0.14042229605313
904 => 0.13628799743069
905 => 0.13559486881247
906 => 0.14298750689071
907 => 0.14401614929213
908 => 0.13962764123352
909 => 0.14244577384207
910 => 0.14142387978323
911 => 0.13635886811442
912 => 0.13616542192438
913 => 0.13362397711273
914 => 0.1296471081032
915 => 0.1278295722522
916 => 0.12688298380043
917 => 0.12727356464427
918 => 0.12707607501766
919 => 0.12578732161685
920 => 0.12714994485403
921 => 0.12366900555783
922 => 0.12228286748225
923 => 0.12165678107166
924 => 0.11856724709089
925 => 0.1234840695763
926 => 0.12445274554642
927 => 0.12542333010744
928 => 0.13387160606492
929 => 0.13344955407266
930 => 0.137264698535
1001 => 0.13711644903679
1002 => 0.13602830803489
1003 => 0.13143762013838
1004 => 0.13326738651279
1005 => 0.1276356500212
1006 => 0.13185532992155
1007 => 0.12992964423308
1008 => 0.13120425365321
1009 => 0.12891239098891
1010 => 0.13018080241602
1011 => 0.12468245455444
1012 => 0.11954817468514
1013 => 0.12161435878352
1014 => 0.12386053719527
1015 => 0.12873082430757
1016 => 0.12583012148248
1017 => 0.1268733239061
1018 => 0.12337877041696
1019 => 0.116168508399
1020 => 0.11620931769899
1021 => 0.11510017597162
1022 => 0.11414171558183
1023 => 0.12616330209567
1024 => 0.12466822777952
1025 => 0.12228602252721
1026 => 0.1254746989225
1027 => 0.12631783557251
1028 => 0.12634183848762
1029 => 0.12866821447397
1030 => 0.12990980175491
1031 => 0.13012863689453
1101 => 0.13378923977373
1102 => 0.13501622557431
1103 => 0.14007000643741
1104 => 0.12980446174861
1105 => 0.12959304961118
1106 => 0.12551957013854
1107 => 0.12293610505783
1108 => 0.12569646220286
1109 => 0.12814176180704
1110 => 0.12559555241348
1111 => 0.12592803360687
1112 => 0.12250995552897
1113 => 0.1237317576063
1114 => 0.1247841381498
1115 => 0.12420307546975
1116 => 0.12333319651395
1117 => 0.12794127512533
1118 => 0.12768126927087
1119 => 0.13197241801305
1120 => 0.13531767532057
1121 => 0.14131297445191
1122 => 0.13505656726634
1123 => 0.13482855892153
1124 => 0.13705737706572
1125 => 0.13501588435387
1126 => 0.13630603727783
1127 => 0.14110511087018
1128 => 0.1412065077329
1129 => 0.13950797963978
1130 => 0.13940462405095
1201 => 0.13973084495109
1202 => 0.14164153095257
1203 => 0.14097387855421
1204 => 0.14174650281249
1205 => 0.14271268127831
1206 => 0.14670920506414
1207 => 0.14767275341873
1208 => 0.14533183045961
1209 => 0.14554318959262
1210 => 0.14466762014613
1211 => 0.14382183103168
1212 => 0.14572304144339
1213 => 0.14919754083916
1214 => 0.14917592615875
1215 => 0.14998194248395
1216 => 0.15048408397715
1217 => 0.14832852509829
1218 => 0.14692533553025
1219 => 0.14746340769791
1220 => 0.14832379681168
1221 => 0.14718439510435
1222 => 0.14015147994446
1223 => 0.14228481713961
1224 => 0.14192972551548
1225 => 0.14142403186209
1226 => 0.14356911890843
1227 => 0.14336222002983
1228 => 0.13716479535228
1229 => 0.13756153437264
1230 => 0.13718892236615
1231 => 0.13839290798837
]
'min_raw' => 0.11414171558183
'max_raw' => 0.25569153321121
'avg_raw' => 0.18491662439652
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.114141'
'max' => '$0.255691'
'avg' => '$0.184916'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.027834048987923
'max_diff' => -0.18580573533859
'year' => 2034
]
9 => [
'items' => [
101 => 0.13495086517912
102 => 0.13600961436474
103 => 0.1366736519288
104 => 0.1370647751554
105 => 0.13847778044562
106 => 0.13831198058366
107 => 0.13846747409341
108 => 0.14056258791923
109 => 0.15115895469399
110 => 0.15173569155798
111 => 0.14889562830812
112 => 0.15003017755866
113 => 0.14785209109626
114 => 0.14931425513038
115 => 0.15031463062759
116 => 0.14579412611685
117 => 0.14552645117756
118 => 0.14333937497753
119 => 0.1445145858451
120 => 0.14264474085415
121 => 0.14310353541053
122 => 0.1418207058339
123 => 0.144129543663
124 => 0.14671118311306
125 => 0.14736340719018
126 => 0.14564768644341
127 => 0.14440539155124
128 => 0.14222433095796
129 => 0.14585148333268
130 => 0.14691217322252
131 => 0.14584591198024
201 => 0.14559883595214
202 => 0.14513062732534
203 => 0.14569816862568
204 => 0.14690639647758
205 => 0.14633661853509
206 => 0.1467129669043
207 => 0.14527871500962
208 => 0.14832923867797
209 => 0.15317420441182
210 => 0.15318978176889
211 => 0.15262000075508
212 => 0.15238685864033
213 => 0.1529714885377
214 => 0.15328862627425
215 => 0.15517921215956
216 => 0.15720788613876
217 => 0.16667482241988
218 => 0.1640165445947
219 => 0.17241617365388
220 => 0.17905918968436
221 => 0.18105113972801
222 => 0.17921863941634
223 => 0.17294975483983
224 => 0.17264217345522
225 => 0.18201053366732
226 => 0.17936354280932
227 => 0.17904869166941
228 => 0.17569920749023
301 => 0.17767916748181
302 => 0.17724612118739
303 => 0.1765625364263
304 => 0.18034016216503
305 => 0.18741154031696
306 => 0.18630939971702
307 => 0.18548670288599
308 => 0.18188188485589
309 => 0.18405279047527
310 => 0.18327977256516
311 => 0.18660114807625
312 => 0.18463363880096
313 => 0.17934348925018
314 => 0.1801859630027
315 => 0.18005862478983
316 => 0.18267923618745
317 => 0.18189259369346
318 => 0.17990502021772
319 => 0.1873873711152
320 => 0.18690150886694
321 => 0.18759035045139
322 => 0.18789359982001
323 => 0.19244797495749
324 => 0.19431375672757
325 => 0.19473732185448
326 => 0.19650967023131
327 => 0.19469322421229
328 => 0.20196030339244
329 => 0.20679248700141
330 => 0.21240531692512
331 => 0.22060717003012
401 => 0.22369114266899
402 => 0.22313405061534
403 => 0.2293526020331
404 => 0.24052720070018
405 => 0.22539275649996
406 => 0.24132936299209
407 => 0.23628401737365
408 => 0.22432159367423
409 => 0.2235513546157
410 => 0.23165244683154
411 => 0.24961988966506
412 => 0.24511924902031
413 => 0.24962725110084
414 => 0.24436842721727
415 => 0.24410728228661
416 => 0.24937184176273
417 => 0.26167277193489
418 => 0.25582906110357
419 => 0.24745066869019
420 => 0.25363714326601
421 => 0.24827784645724
422 => 0.23620185077437
423 => 0.24511580746523
424 => 0.23915529848092
425 => 0.24089489188063
426 => 0.25342299520685
427 => 0.25191558066939
428 => 0.25386631466369
429 => 0.25042332022335
430 => 0.24720702050567
501 => 0.24120355823708
502 => 0.23942622902647
503 => 0.23991741887867
504 => 0.23942598561717
505 => 0.23606710365256
506 => 0.2353417534121
507 => 0.23413280456635
508 => 0.23450750836545
509 => 0.23223433084499
510 => 0.23652428648855
511 => 0.23732054005896
512 => 0.24044241202373
513 => 0.24076653512753
514 => 0.24946090411236
515 => 0.24467219177845
516 => 0.24788487344956
517 => 0.24759750096197
518 => 0.22458085566904
519 => 0.22775234631282
520 => 0.23268619048596
521 => 0.23046350037363
522 => 0.22732113658418
523 => 0.22478350934131
524 => 0.22093874458266
525 => 0.22635017714829
526 => 0.23346563553041
527 => 0.24094699489439
528 => 0.24993535797213
529 => 0.24792925996926
530 => 0.24077896369883
531 => 0.24109972076622
601 => 0.24308251474362
602 => 0.24051461638706
603 => 0.23975729303039
604 => 0.2429784701439
605 => 0.24300065262035
606 => 0.24004597522026
607 => 0.2367623919903
608 => 0.23674863365668
609 => 0.23616435173656
610 => 0.24447236967287
611 => 0.24904093950249
612 => 0.24956471867084
613 => 0.24900568499121
614 => 0.24922083486725
615 => 0.24656248474496
616 => 0.25263868481527
617 => 0.25821480687369
618 => 0.25672028704556
619 => 0.25447978936468
620 => 0.25269512504487
621 => 0.25629987684926
622 => 0.25613936292582
623 => 0.25816610431201
624 => 0.25807415961571
625 => 0.25739264271713
626 => 0.25672031138467
627 => 0.25938602912097
628 => 0.25861834522304
629 => 0.25784946889997
630 => 0.25630736972497
701 => 0.25651696661441
702 => 0.25427685578704
703 => 0.25324047801781
704 => 0.23765584298646
705 => 0.23349111926345
706 => 0.23480142612748
707 => 0.23523281316922
708 => 0.23342032006772
709 => 0.23601896958399
710 => 0.23561397280953
711 => 0.23718957834377
712 => 0.23620520841082
713 => 0.23624560729623
714 => 0.23914042937923
715 => 0.23998080854538
716 => 0.23955338491879
717 => 0.23985273777563
718 => 0.24675119801263
719 => 0.24577045756727
720 => 0.24524945875255
721 => 0.2453937789848
722 => 0.24715648348001
723 => 0.24764994449857
724 => 0.24555911548803
725 => 0.24654516253634
726 => 0.25074362572003
727 => 0.25221285022188
728 => 0.25690190956403
729 => 0.2549099138141
730 => 0.25856630822465
731 => 0.26980481808597
801 => 0.27878291740893
802 => 0.27052628623589
803 => 0.28701342228844
804 => 0.29985102264455
805 => 0.29935829416074
806 => 0.29711976159961
807 => 0.28250449489944
808 => 0.2690553085806
809 => 0.28030612401893
810 => 0.28033480466123
811 => 0.27936834963722
812 => 0.27336578048636
813 => 0.27915947324209
814 => 0.27961935553344
815 => 0.27936194374286
816 => 0.27475978804866
817 => 0.26773314692417
818 => 0.2691061357805
819 => 0.27135511953537
820 => 0.26709732410024
821 => 0.26573670046979
822 => 0.26826635866803
823 => 0.27641744445797
824 => 0.27487652890541
825 => 0.274836289373
826 => 0.28142897955676
827 => 0.27671003617678
828 => 0.26912345356689
829 => 0.26720774140317
830 => 0.26040825380028
831 => 0.26510468410654
901 => 0.26527370027237
902 => 0.26270151338999
903 => 0.26933217235627
904 => 0.26927106966659
905 => 0.27556589351173
906 => 0.28759923247577
907 => 0.28404038201946
908 => 0.27990182614059
909 => 0.28035180191433
910 => 0.28528692551741
911 => 0.28230303712907
912 => 0.28337606419793
913 => 0.28528530136243
914 => 0.28643719154746
915 => 0.28018606264329
916 => 0.27872862546966
917 => 0.27574722050337
918 => 0.27496942759822
919 => 0.27739771973421
920 => 0.27675795054921
921 => 0.26525949511809
922 => 0.26405784254874
923 => 0.26409469551748
924 => 0.26107308299637
925 => 0.25646439863159
926 => 0.26857574597199
927 => 0.26760303528236
928 => 0.26652923796284
929 => 0.26666077200748
930 => 0.2719178973963
1001 => 0.26886849917959
1002 => 0.27697582412525
1003 => 0.27530920184492
1004 => 0.27359983699184
1005 => 0.27336355070061
1006 => 0.27270559106833
1007 => 0.27044920267325
1008 => 0.26772447809826
1009 => 0.26592537892225
1010 => 0.24530210529343
1011 => 0.24912966491887
1012 => 0.25353292337491
1013 => 0.25505291054899
1014 => 0.25245286730782
1015 => 0.27055186822786
1016 => 0.27385873010226
1017 => 0.26384202978343
1018 => 0.26196831413296
1019 => 0.27067470871396
1020 => 0.26542368846817
1021 => 0.26778822256332
1022 => 0.26267739318059
1023 => 0.27306220391294
1024 => 0.27298308905447
1025 => 0.268943163128
1026 => 0.27235768085684
1027 => 0.2717643243743
1028 => 0.26720325795321
1029 => 0.27320679785391
1030 => 0.2732097755348
1031 => 0.26932143466614
1101 => 0.26478070379881
1102 => 0.263968928367
1103 => 0.26335736462583
1104 => 0.26763781537253
1105 => 0.27147565412741
1106 => 0.27861692056932
1107 => 0.28041240462512
1108 => 0.28742029842706
1109 => 0.28324743887616
1110 => 0.2850972134675
1111 => 0.28710540545298
1112 => 0.28806820653964
1113 => 0.28649937383569
1114 => 0.29738551747426
1115 => 0.29830464154018
1116 => 0.29861281588909
1117 => 0.29494206950436
1118 => 0.29820255144289
1119 => 0.29667707991966
1120 => 0.3006459330349
1121 => 0.30126829988023
1122 => 0.30074117730358
1123 => 0.30093872636368
1124 => 0.29164932321549
1125 => 0.29116761865675
1126 => 0.28459954281815
1127 => 0.28727608227115
1128 => 0.28227242005364
1129 => 0.28385913288625
1130 => 0.2845585407841
1201 => 0.28419320978931
1202 => 0.28742740979597
1203 => 0.2846776790869
1204 => 0.27742068764808
1205 => 0.27016171904679
1206 => 0.27007058860903
1207 => 0.26815943030775
1208 => 0.26677801290203
1209 => 0.26704412290279
1210 => 0.26798192925473
1211 => 0.26672350589202
1212 => 0.26699205432014
1213 => 0.27145174755573
1214 => 0.27234610722905
1215 => 0.26930672361022
1216 => 0.25710315979967
1217 => 0.25410837463024
1218 => 0.25626096682086
1219 => 0.25523216639843
1220 => 0.20599227833738
1221 => 0.21756045965174
1222 => 0.21068703913307
1223 => 0.21385462753894
1224 => 0.20683864505299
1225 => 0.21018703963444
1226 => 0.20956871341903
1227 => 0.22817000664516
1228 => 0.22787957303667
1229 => 0.22801858823565
1230 => 0.22138303058632
1231 => 0.23195365409672
]
'min_raw' => 0.13495086517912
'max_raw' => 0.30126829988023
'avg_raw' => 0.21810958252968
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.13495'
'max' => '$0.301268'
'avg' => '$0.2181095'
'bar_min_pct' => 61.631153054957
'bar_max_pct' => 60.119598047091
'min_diff' => 0.020809149597291
'max_diff' => 0.045576766669026
'year' => 2035
]
10 => [
'items' => [
101 => 0.23716112334527
102 => 0.23619735937967
103 => 0.23643991800633
104 => 0.2322719571651
105 => 0.2280589432073
106 => 0.2233860623499
107 => 0.23206769739742
108 => 0.23110244778059
109 => 0.23331638311575
110 => 0.23894704402016
111 => 0.23977618022713
112 => 0.24089054769757
113 => 0.2404911262855
114 => 0.2500069647852
115 => 0.24885453395536
116 => 0.2516315606783
117 => 0.2459190060157
118 => 0.23945470817431
119 => 0.24068335986014
120 => 0.2405650308226
121 => 0.23905856636299
122 => 0.23769859760743
123 => 0.23543463279824
124 => 0.24259815245825
125 => 0.24230732664218
126 => 0.24701545855638
127 => 0.24618325050819
128 => 0.24062556148654
129 => 0.24082405543721
130 => 0.24215902264844
131 => 0.24677935940888
201 => 0.2481509899359
202 => 0.24751559602576
203 => 0.24901952628132
204 => 0.25020817143514
205 => 0.24916880181193
206 => 0.2638840838399
207 => 0.25777327279601
208 => 0.26075163958005
209 => 0.26146196250849
210 => 0.25964248526378
211 => 0.26003706472756
212 => 0.26063474509872
213 => 0.26426374327461
214 => 0.27378728454723
215 => 0.27800519614793
216 => 0.29069499130674
217 => 0.27765495730565
218 => 0.27688121565306
219 => 0.27916703095626
220 => 0.28661728406571
221 => 0.29265501444424
222 => 0.29465807793582
223 => 0.2949228158432
224 => 0.29868069611455
225 => 0.30083464300576
226 => 0.29822439060754
227 => 0.29601247500487
228 => 0.28808966786916
229 => 0.28900675436821
301 => 0.29532457091571
302 => 0.30424885890659
303 => 0.31190682641668
304 => 0.30922527310176
305 => 0.32968363201299
306 => 0.33171199473413
307 => 0.33143174059089
308 => 0.3360526527305
309 => 0.32688108316576
310 => 0.32296005948604
311 => 0.29649071626447
312 => 0.30392752203925
313 => 0.31473735598119
314 => 0.31330663392418
315 => 0.30545624356785
316 => 0.31190087119163
317 => 0.30977007575707
318 => 0.30808942899105
319 => 0.3157887976356
320 => 0.30732302553829
321 => 0.31465290342854
322 => 0.30525225921641
323 => 0.30923752221143
324 => 0.30697529418998
325 => 0.30843923296809
326 => 0.2998810767844
327 => 0.30449885012362
328 => 0.29968896223166
329 => 0.29968668171854
330 => 0.29958050317673
331 => 0.30523931495132
401 => 0.30542384860013
402 => 0.30124197814872
403 => 0.30063930528358
404 => 0.30286770273964
405 => 0.30025883293681
406 => 0.30147950669753
407 => 0.3002958059015
408 => 0.30002932991976
409 => 0.29790600396012
410 => 0.29699121675465
411 => 0.29734992838908
412 => 0.29612546065225
413 => 0.29538767454987
414 => 0.29943373895116
415 => 0.29727208995933
416 => 0.29910243524075
417 => 0.29701652578458
418 => 0.28978585482198
419 => 0.28562741948843
420 => 0.27196935232363
421 => 0.27584276322879
422 => 0.27841083866624
423 => 0.27756208974948
424 => 0.27938553084491
425 => 0.27949747531879
426 => 0.27890465603089
427 => 0.27821824724035
428 => 0.2778841414019
429 => 0.28037429259391
430 => 0.28181990917551
501 => 0.2786685793928
502 => 0.27793026691651
503 => 0.2811164353165
504 => 0.28305999619991
505 => 0.29741015777048
506 => 0.29634705145092
507 => 0.29901523968894
508 => 0.29871484264002
509 => 0.30151152898918
510 => 0.30608292920222
511 => 0.29678799438551
512 => 0.29840127367503
513 => 0.2980057348493
514 => 0.30232412403277
515 => 0.30233760557243
516 => 0.2997485155374
517 => 0.30115210324858
518 => 0.30036865909362
519 => 0.30178444857047
520 => 0.29633285301788
521 => 0.30297230793755
522 => 0.30673645103999
523 => 0.30678871617062
524 => 0.30857289012708
525 => 0.31038571419924
526 => 0.31386527214204
527 => 0.31028867121675
528 => 0.30385471432722
529 => 0.30431922523309
530 => 0.30054699866286
531 => 0.30061041047302
601 => 0.30027191326074
602 => 0.30128776887566
603 => 0.29655577619884
604 => 0.29766636542191
605 => 0.296111534006
606 => 0.29839789377518
607 => 0.29593814861236
608 => 0.2980055441085
609 => 0.29889776346939
610 => 0.30219007211918
611 => 0.29545187194789
612 => 0.28171222566257
613 => 0.28460046588886
614 => 0.28032853172781
615 => 0.28072391549882
616 => 0.28152265364111
617 => 0.27893368199109
618 => 0.27942757619404
619 => 0.27940993081763
620 => 0.27925787249653
621 => 0.27858438097953
622 => 0.27760768503365
623 => 0.2814985410709
624 => 0.28215967332993
625 => 0.28362928844481
626 => 0.28800186617722
627 => 0.28756494254927
628 => 0.28827758311424
629 => 0.28672189276221
630 => 0.28079607951242
701 => 0.28111787968183
702 => 0.27710502641278
703 => 0.28352667076459
704 => 0.28200594062052
705 => 0.2810255160037
706 => 0.28075799806343
707 => 0.28514141457029
708 => 0.28645300149078
709 => 0.28563570853925
710 => 0.28395941685143
711 => 0.2871783924432
712 => 0.28803965451388
713 => 0.28823245932938
714 => 0.29393586690063
715 => 0.28855121645566
716 => 0.28984735533659
717 => 0.29995946088643
718 => 0.2907891765279
719 => 0.29564688067436
720 => 0.29540912133466
721 => 0.29789415840024
722 => 0.29520527576249
723 => 0.29523860768538
724 => 0.29744515224862
725 => 0.29434645836196
726 => 0.29357917817859
727 => 0.29251918610063
728 => 0.29483364002382
729 => 0.29622105047702
730 => 0.30740255978917
731 => 0.31462632474359
801 => 0.31431272205559
802 => 0.31717846358424
803 => 0.3158874207784
804 => 0.31171830299846
805 => 0.31883447867907
806 => 0.31658262294029
807 => 0.31676826319139
808 => 0.31676135365197
809 => 0.31825864085762
810 => 0.31719767564806
811 => 0.31510640431418
812 => 0.31649468782116
813 => 0.32061739351644
814 => 0.33341439849468
815 => 0.34057577201826
816 => 0.33298327481647
817 => 0.33822047771868
818 => 0.33508002218355
819 => 0.33450930799236
820 => 0.3377986584412
821 => 0.34109376646256
822 => 0.34088388232675
823 => 0.33849180310891
824 => 0.33714057825551
825 => 0.34737250553895
826 => 0.35491121526505
827 => 0.35439712580189
828 => 0.35666614950146
829 => 0.36332807326169
830 => 0.36393715608038
831 => 0.36386042564483
901 => 0.36235075032749
902 => 0.36891027942955
903 => 0.37438235401042
904 => 0.36200130411024
905 => 0.36671584583238
906 => 0.3688323555045
907 => 0.37194001964329
908 => 0.37718316995042
909 => 0.3828786218609
910 => 0.38368402120849
911 => 0.38311255182946
912 => 0.37935624819254
913 => 0.38558827963385
914 => 0.38923885749306
915 => 0.39141269306622
916 => 0.39692517838802
917 => 0.36884542634769
918 => 0.34896918219932
919 => 0.34586521965911
920 => 0.35217724954193
921 => 0.35384168148453
922 => 0.35317075105549
923 => 0.33079823119744
924 => 0.34574743297215
925 => 0.36183151711716
926 => 0.36244937229366
927 => 0.37050140111899
928 => 0.37312347176833
929 => 0.37960641037627
930 => 0.37920090080123
1001 => 0.38077939318618
1002 => 0.38041652512255
1003 => 0.39242480374997
1004 => 0.40567171832264
1005 => 0.4052130197936
1006 => 0.4033086190934
1007 => 0.40613697888177
1008 => 0.41980921434641
1009 => 0.41855049399793
1010 => 0.41977323359893
1011 => 0.43589356974516
1012 => 0.45685229982634
1013 => 0.44711486548154
1014 => 0.46824229613851
1015 => 0.4815408938201
1016 => 0.50453944340973
1017 => 0.50165991173087
1018 => 0.51061307831496
1019 => 0.4965049490493
1020 => 0.46410983253199
1021 => 0.4589831813396
1022 => 0.46924686685424
1023 => 0.49447913617622
1024 => 0.46845221289927
1025 => 0.47371742558066
1026 => 0.47220104397421
1027 => 0.47212024244261
1028 => 0.47520410826023
1029 => 0.47073080004815
1030 => 0.45250573765933
1031 => 0.46085817635116
1101 => 0.45763289865519
1102 => 0.46121158471925
1103 => 0.48052427744454
1104 => 0.4719856756336
1105 => 0.46299095224545
1106 => 0.47427233146309
1107 => 0.48863740390964
1108 => 0.48773846349245
1109 => 0.48599414335516
1110 => 0.49582678463943
1111 => 0.51206742734746
1112 => 0.51645720781125
1113 => 0.51969765400451
1114 => 0.52014445678677
1115 => 0.52474680313047
1116 => 0.4999988268998
1117 => 0.53927450075098
1118 => 0.54605632465649
1119 => 0.54478162284005
1120 => 0.55231933468824
1121 => 0.55010154864921
1122 => 0.54688832463863
1123 => 0.5588372012353
1124 => 0.54513877844183
1125 => 0.52569559186998
1126 => 0.51502867517404
1127 => 0.52907573155488
1128 => 0.53765377871195
1129 => 0.54332332221651
1130 => 0.54503892265536
1201 => 0.50191994184613
1202 => 0.47868120267827
1203 => 0.49357696805218
1204 => 0.51175082985917
1205 => 0.49989787017984
1206 => 0.50036248375865
1207 => 0.48346327815894
1208 => 0.51324603457478
1209 => 0.5089069374774
1210 => 0.53141818089434
1211 => 0.52604569198887
1212 => 0.54440273711395
1213 => 0.53956871192094
1214 => 0.55963448023041
1215 => 0.56763925846805
1216 => 0.58108052697329
1217 => 0.59096797880156
1218 => 0.59677407963193
1219 => 0.59642550311621
1220 => 0.61943216719409
1221 => 0.60586594117898
1222 => 0.58882356399003
1223 => 0.5885153211547
1224 => 0.59734180979321
1225 => 0.61583970855062
1226 => 0.62063594456493
1227 => 0.62331638618239
1228 => 0.61921119653841
1229 => 0.6044860304992
1230 => 0.59812777846175
1231 => 0.60354519341395
]
'min_raw' => 0.2233860623499
'max_raw' => 0.62331638618239
'avg_raw' => 0.42335122426614
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.223386'
'max' => '$0.623316'
'avg' => '$0.423351'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.08843519717078
'max_diff' => 0.32204808630215
'year' => 2036
]
11 => [
'items' => [
101 => 0.59692016045118
102 => 0.60835682600086
103 => 0.62406181054051
104 => 0.62081879333731
105 => 0.63165971362729
106 => 0.64287892562935
107 => 0.65892290267863
108 => 0.66311739238606
109 => 0.67005072437029
110 => 0.67718740046297
111 => 0.67947950848512
112 => 0.68385585389877
113 => 0.68383278839822
114 => 0.69702119986425
115 => 0.7115684261224
116 => 0.71705966726579
117 => 0.7296864734862
118 => 0.7080635103298
119 => 0.72446477627063
120 => 0.73925912869957
121 => 0.72162069183423
122 => 0.7459311678244
123 => 0.74687508851837
124 => 0.76112717032313
125 => 0.74667995504551
126 => 0.7381012447308
127 => 0.76286765996928
128 => 0.77485134816841
129 => 0.77124176375634
130 => 0.74377264815335
131 => 0.72778444466661
201 => 0.6859402322477
202 => 0.73550650939336
203 => 0.75964879712288
204 => 0.74371012546048
205 => 0.75174866434983
206 => 0.79560432602516
207 => 0.81230172254731
208 => 0.80882878079432
209 => 0.80941565078109
210 => 0.81842526286525
211 => 0.85837884453046
212 => 0.8344377322799
213 => 0.85273981553909
214 => 0.8624471745067
215 => 0.87146391051281
216 => 0.84932165665049
217 => 0.82051490970993
218 => 0.81139060372888
219 => 0.74212533868054
220 => 0.73851978083097
221 => 0.73649587195043
222 => 0.72373541274618
223 => 0.71370918719558
224 => 0.70573596038786
225 => 0.68481183223733
226 => 0.69187311125391
227 => 0.6585244181869
228 => 0.67985973020606
301 => 0.62663441083876
302 => 0.67096203840675
303 => 0.6468365260514
304 => 0.66303615874444
305 => 0.66297963975207
306 => 0.63315097986596
307 => 0.6159464313519
308 => 0.62690983927611
309 => 0.63866348284726
310 => 0.64057047197267
311 => 0.65580937766416
312 => 0.66006222868347
313 => 0.64717589154832
314 => 0.62553143439944
315 => 0.63055894813762
316 => 0.61584454894646
317 => 0.59005813034514
318 => 0.60857838637229
319 => 0.61490201605813
320 => 0.61769489117663
321 => 0.59233691007242
322 => 0.58436888186093
323 => 0.58012677049936
324 => 0.62225803747078
325 => 0.62456608338143
326 => 0.61275779417773
327 => 0.66613238108639
328 => 0.65405206822377
329 => 0.66754873743983
330 => 0.63010275396179
331 => 0.63153324095835
401 => 0.61380571228134
402 => 0.62373194378658
403 => 0.61671640329605
404 => 0.62293000237388
405 => 0.62665440804151
406 => 0.6443790278055
407 => 0.671164425093
408 => 0.64173156067674
409 => 0.62890724016419
410 => 0.63686337648346
411 => 0.65805161594906
412 => 0.69015288334546
413 => 0.67114828694857
414 => 0.67958220411054
415 => 0.68142463981157
416 => 0.6674113540169
417 => 0.69066957318105
418 => 0.70313384178055
419 => 0.71591960224667
420 => 0.72702111981053
421 => 0.7108126883516
422 => 0.72815803340003
423 => 0.71418074715658
424 => 0.7016416764509
425 => 0.70166069304526
426 => 0.69379475082499
427 => 0.67855349660073
428 => 0.67574277547899
429 => 0.69036450170926
430 => 0.70208974146331
501 => 0.70305548836956
502 => 0.70954718356198
503 => 0.71338890190707
504 => 0.7510429642518
505 => 0.7661877396176
506 => 0.78470648425896
507 => 0.79192057895604
508 => 0.81363241759813
509 => 0.79609834454532
510 => 0.79230473754585
511 => 0.73963891888842
512 => 0.74826294374318
513 => 0.76207083963028
514 => 0.73986660600584
515 => 0.75395008153048
516 => 0.75673045792784
517 => 0.73911211464383
518 => 0.7485228330355
519 => 0.72353075507078
520 => 0.67170918409717
521 => 0.69072726540353
522 => 0.70473097466195
523 => 0.68474595490528
524 => 0.72056832929205
525 => 0.6996416376992
526 => 0.69300888112262
527 => 0.66713213296891
528 => 0.67934496201008
529 => 0.69586298815913
530 => 0.68565676842567
531 => 0.70683620684421
601 => 0.73683193999477
602 => 0.75820868571466
603 => 0.75984972681492
604 => 0.74610591144777
605 => 0.76813046328549
606 => 0.76829088810088
607 => 0.74344710365499
608 => 0.72823042401266
609 => 0.72477316238176
610 => 0.73341007977183
611 => 0.74389689194628
612 => 0.7604316719061
613 => 0.77042329313897
614 => 0.79647614216785
615 => 0.80352529612135
616 => 0.81127017914631
617 => 0.82161973130111
618 => 0.83404702223367
619 => 0.80685681715931
620 => 0.8079371346958
621 => 0.78261799220456
622 => 0.75556085732036
623 => 0.77609384997799
624 => 0.8029380064883
625 => 0.79677992732468
626 => 0.79608701762063
627 => 0.79725229954572
628 => 0.79260930896041
629 => 0.77160923462033
630 => 0.76106312875416
701 => 0.77467029592007
702 => 0.78190189968341
703 => 0.79311748645823
704 => 0.79173492865592
705 => 0.82062507572179
706 => 0.83185091327888
707 => 0.8289788636511
708 => 0.82950738990235
709 => 0.84983123258358
710 => 0.87243552556214
711 => 0.89360742883574
712 => 0.91514439820005
713 => 0.88918074102916
714 => 0.87599799713353
715 => 0.88959922383592
716 => 0.8823822214965
717 => 0.92385325764074
718 => 0.92672462220494
719 => 0.96819265952124
720 => 1.0075507648564
721 => 0.9828306440691
722 => 1.0061406045529
723 => 1.031352227305
724 => 1.0799895380323
725 => 1.0636102028606
726 => 1.0510638888159
727 => 1.0392076826671
728 => 1.0638785655431
729 => 1.0956172622361
730 => 1.1024534735143
731 => 1.1135307474187
801 => 1.1018843483729
802 => 1.1159111532148
803 => 1.1654319379974
804 => 1.1520509848171
805 => 1.1330478802055
806 => 1.1721397837646
807 => 1.1862869916967
808 => 1.2855795059146
809 => 1.4109404066839
810 => 1.3590401706014
811 => 1.3268240192548
812 => 1.3343955789986
813 => 1.3801731362252
814 => 1.3948754346994
815 => 1.3549095192604
816 => 1.3690261562426
817 => 1.4468102139317
818 => 1.4885388652706
819 => 1.4318657518468
820 => 1.275506879599
821 => 1.1313368585527
822 => 1.1695772401948
823 => 1.1652419676538
824 => 1.248811233882
825 => 1.1517318535091
826 => 1.1533664213007
827 => 1.238663811453
828 => 1.2159079301278
829 => 1.1790463167341
830 => 1.131605989124
831 => 1.0439081558374
901 => 0.96623173926051
902 => 1.1185730799782
903 => 1.1120038443517
904 => 1.1024906176584
905 => 1.1236612742258
906 => 1.2264599731213
907 => 1.2240901303849
908 => 1.2090143999999
909 => 1.2204492086255
910 => 1.1770417394956
911 => 1.1882288326601
912 => 1.1313140212848
913 => 1.1570418929989
914 => 1.1789672282672
915 => 1.1833690639324
916 => 1.1932866244495
917 => 1.1085421556849
918 => 1.1465899341933
919 => 1.1689394394723
920 => 1.06796356154
921 => 1.1669434710278
922 => 1.1070669430231
923 => 1.0867439501031
924 => 1.1141061827192
925 => 1.1034430940581
926 => 1.0942755965848
927 => 1.0891599754771
928 => 1.109251779251
929 => 1.10831447259
930 => 1.0754403819649
1001 => 1.0325574708638
1002 => 1.0469503834129
1003 => 1.0417213033496
1004 => 1.0227704426352
1005 => 1.035541034621
1006 => 0.97930581056406
1007 => 0.88255603042666
1008 => 0.94647189871134
1009 => 0.94401120730946
1010 => 0.94277041512117
1011 => 0.99080142363226
1012 => 0.98618435042782
1013 => 0.97780431735125
1014 => 1.022616536756
1015 => 1.0062594738639
1016 => 1.0566680874888
1017 => 1.0898704606468
1018 => 1.0814492648297
1019 => 1.1126762572658
1020 => 1.0472819670484
1021 => 1.0690033270951
1022 => 1.0734800692962
1023 => 1.0220635609246
1024 => 0.98693976070437
1025 => 0.98459740367032
1026 => 0.92369757444629
1027 => 0.95622977165152
1028 => 0.98485675891833
1029 => 0.97114665356148
1030 => 0.96680644378325
1031 => 0.98897963426359
1101 => 0.99070268106444
1102 => 0.95141703140461
1103 => 0.95958576198362
1104 => 0.99365072643653
1105 => 0.9587274122811
1106 => 0.89087711756807
1107 => 0.87404930637552
1108 => 0.87180416616434
1109 => 0.82616580757962
1110 => 0.87517382118472
1111 => 0.85378050991298
1112 => 0.92136172388918
1113 => 0.8827596969113
1114 => 0.88109564068117
1115 => 0.87858017562537
1116 => 0.83929735509464
1117 => 0.84789779623739
1118 => 0.87648697248005
1119 => 0.88668791264355
1120 => 0.88562387101066
1121 => 0.87634686991969
1122 => 0.8805938335132
1123 => 0.86691288403829
1124 => 0.86208185603436
1125 => 0.84683380277501
1126 => 0.82442337686599
1127 => 0.82753968403977
1128 => 0.78313876630708
1129 => 0.75894678979126
1130 => 0.7522507695368
1201 => 0.74329657140659
1202 => 0.75326217004182
1203 => 0.78301298408583
1204 => 0.74712719036146
1205 => 0.68560351411677
1206 => 0.68930119189032
1207 => 0.6976087759971
1208 => 0.68212764797428
1209 => 0.66747605953327
1210 => 0.68021442696179
1211 => 0.65414603428462
1212 => 0.70075901670891
1213 => 0.69949826616571
1214 => 0.71687270348599
1215 => 0.72773729570171
1216 => 0.70269792809798
1217 => 0.69640059485929
1218 => 0.69998784206989
1219 => 0.64069863637066
1220 => 0.71202751048323
1221 => 0.71264436554855
1222 => 0.70736247797569
1223 => 0.74534290140872
1224 => 0.82549344124354
1225 => 0.79533758410968
1226 => 0.78366032476185
1227 => 0.76146184620559
1228 => 0.79104000086657
1229 => 0.7887688600797
1230 => 0.7784979001369
1231 => 0.77228599151614
]
'min_raw' => 0.58012677049936
'max_raw' => 1.4885388652706
'avg_raw' => 1.034332817885
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$0.580126'
'max' => '$1.48'
'avg' => '$1.03'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.35674070814945
'max_diff' => 0.86522247908821
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.018209516429962
]
1 => [
'year' => 2028
'avg' => 0.031252816454206
]
2 => [
'year' => 2029
'avg' => 0.085377061780765
]
3 => [
'year' => 2030
'avg' => 0.065868276016525
]
4 => [
'year' => 2031
'avg' => 0.064690810013808
]
5 => [
'year' => 2032
'avg' => 0.11342334890138
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.018209516429962
'min' => '$0.0182095'
'max_raw' => 0.11342334890138
'max' => '$0.113423'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.11342334890138
]
1 => [
'year' => 2033
'avg' => 0.29173651655978
]
2 => [
'year' => 2034
'avg' => 0.18491662439652
]
3 => [
'year' => 2035
'avg' => 0.21810958252968
]
4 => [
'year' => 2036
'avg' => 0.42335122426614
]
5 => [
'year' => 2037
'avg' => 1.034332817885
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.11342334890138
'min' => '$0.113423'
'max_raw' => 1.034332817885
'max' => '$1.03'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 1.034332817885
]
]
]
]
'prediction_2025_max_price' => '$0.031134'
'last_price' => 0.03018927
'sma_50day_nextmonth' => '$0.028079'
'sma_200day_nextmonth' => '$0.053641'
'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' => '$0.030143'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.028985'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.027583'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.02855'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.033594'
'daily_sma50_action' => 'SELL'
'daily_sma100' => '$0.048041'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.059117'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.029864'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.029217'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.028579'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.029286'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$0.035243'
'daily_ema50_action' => 'SELL'
'daily_ema100' => '$0.045324'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.060455'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.05826'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.077754'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '$0.14356'
'weekly_sma100_action' => 'SELL'
'weekly_sma200' => '$0.278629'
'weekly_sma200_action' => 'SELL'
'weekly_ema3' => '$0.030066'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$0.031599'
'weekly_ema5_action' => 'SELL'
'weekly_ema10' => '$0.037992'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.050382'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.0797019'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.18040094'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$0.478981'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '49.85'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 107.97
'stoch_rsi_14_action' => 'SELL'
'momentum_10' => 0
'momentum_10_action' => 'BUY'
'vwma_10' => '0.027613'
'vwma_10_action' => 'BUY'
'hma_9' => '0.030929'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 73.23
'stochastic_fast_14_action' => 'NEUTRAL'
'cci_20' => 64.44
'cci_20_action' => 'NEUTRAL'
'adx_14' => 20.15
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '-0.001060'
'ao_5_34_action' => 'NEUTRAL'
'macd_12_26' => 0
'macd_12_26_action' => 'BUY'
'williams_percent_r_14' => -26.77
'williams_percent_r_14_action' => 'NEUTRAL'
'ultimate_oscillator' => 70.26
'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' => 1767692411
'last_updated_date' => '6 Ocak 2026'
]
Octopus Network için 2026 fiyat tahmini
Octopus Network için 2026 fiyat tahmini, ortalama fiyatın alt sınırda $0.01043 ile üst sınırda $0.031134 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 $0.0182095 ve üst sınırda $0.113423 fiyat aralığında bulunuyor. Piyasadaki fiyat dalgalanmaları göz önüne alındığında, Octopus Network üst fiyat hedefine ulaşırsa, bugünün fiyatına kıyasla 2032 yılına kadar 275.71% artış gösterebilir.
| Octopus Network Fiyat Tahmini | Potansiyel Düşük ($) | Ortalama Fiyat ($) | Potansiyel Yüksek ($) |
|---|---|---|---|
| 2027 | $0.010041 | $0.0182095 | $0.026377 |
| 2028 | $0.018121 | $0.031252 | $0.044384 |
| 2029 | $0.039807 | $0.085377 | $0.130947 |
| 2030 | $0.033854 | $0.065868 | $0.097882 |
| 2031 | $0.040026 | $0.06469 | $0.089355 |
| 2032 | $0.061096 | $0.113423 | $0.165749 |
Octopus Network fiyat tahmini 2032-2037
Octopus Network için 2032-2037 fiyat tahmini, şu anda alt sınırda $0.113423 ve üst sınırda $1.03 olarak tahmin edilmektedir. Mevcut fiyata kıyasla, Octopus Network üst fiyat hedefine ulaşırsa, 2037 yılına kadar potansiyel olarak 3326.16% artış gösterebilir. Lütfen bu bilgilerin sadece genel amaçlar için olduğunu ve uzun vadeli yatırım tavsiyesi olarak değerlendirilmemesi gerektiğini unutmayın.
| Octopus Network Fiyat Tahmini | Potansiyel Düşük ($) | Ortalama Fiyat ($) | Potansiyel Yüksek ($) |
|---|---|---|---|
| 2032 | $0.061096 | $0.113423 | $0.165749 |
| 2033 | $0.141975 | $0.291736 | $0.441497 |
| 2034 | $0.114141 | $0.184916 | $0.255691 |
| 2035 | $0.13495 | $0.2181095 | $0.301268 |
| 2036 | $0.223386 | $0.423351 | $0.623316 |
| 2037 | $0.580126 | $1.03 | $1.48 |
Octopus Network Potansiyel fiyat histogramı
Teknik Analize Dayalı Octopus Network Fiyat Tahmini
6 Ocak 2026 itibariyle, Octopus Network için genel fiyat tahmini duyarlılığı Nötr, 17 teknik gösterge yükseliş sinyalleri gösterirken 17 düşüş sinyalleri gösteriyor. OCT fiyat tahmini en son 6 Ocak 2026 tarihinde güncellendi.
Octopus Network'ın 50 Günlük, 200 Günlük Basit Hareketli Ortalamaları ve 14 Günlük Göreceli Güç Endeksi - RSI (14)
Teknik göstergelerimize göre, Octopus Network'ın 200 günlük SMA'sının önümüzdeki ay içinde artmak ve 4 Şub 2026 tarihinde $0.053641 seviyesine ulaşması bekleniyor. Octopus Network için kısa vadeli 50 günlük SMA'nın 4 Şub 2026 tarihinde $0.028079 seviyesine ulaşması öngörülüyor.
Göreceli Güç Endeksi (RSI) momentum osilatörü, bir kripto paranın aşırı satılmış (30'un altında) veya aşırı satın alınmış (70'in üzerinde) olup olmadığını belirlemek için yaygın olarak kullanılan bir araçtır. Şu anda, RSI 49.85 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 | $0.030143 | BUY |
| SMA 5 | $0.028985 | BUY |
| SMA 10 | $0.027583 | BUY |
| SMA 21 | $0.02855 | BUY |
| SMA 50 | $0.033594 | SELL |
| SMA 100 | $0.048041 | SELL |
| SMA 200 | $0.059117 | SELL |
Günlük Üstel Hareketli Ortalama (EMA)
| Dönem | Değer | İşlem |
|---|---|---|
| EMA 3 | $0.029864 | BUY |
| EMA 5 | $0.029217 | BUY |
| EMA 10 | $0.028579 | BUY |
| EMA 21 | $0.029286 | BUY |
| EMA 50 | $0.035243 | SELL |
| EMA 100 | $0.045324 | SELL |
| EMA 200 | $0.060455 | SELL |
Haftalık Basit Hareketli Ortalama (SMA)
| Dönem | Değer | İşlem |
|---|---|---|
| SMA 21 | $0.05826 | SELL |
| SMA 50 | $0.077754 | SELL |
| SMA 100 | $0.14356 | SELL |
| SMA 200 | $0.278629 | SELL |
Haftalık Üstel Hareketli Ortalama (EMA)
| Dönem | Değer | İşlem |
|---|---|---|
| EMA 21 | $0.050382 | SELL |
| EMA 50 | $0.0797019 | SELL |
| EMA 100 | $0.18040094 | SELL |
| EMA 200 | $0.478981 | SELL |
Octopus Network Osilatörleri
Osilatör, iki uç değer arasında yüksek ve düşük sınırlar belirleyerek, bu sınırlar içinde dalgalanan bir trend göstergesi oluşturan bir teknik analiz aracıdır. Tüccarlar, kısa vadeli aşırı alım veya aşırı satım koşullarını belirlemek için bu göstergeden faydalanırlar.
| Dönem | Değer | İşlem |
|---|---|---|
| RSI (14) | 49.85 | NEUTRAL |
| Stoch RSI (14) | 107.97 | SELL |
| Hızlı Stokastik (14) | 73.23 | NEUTRAL |
| Emtia Kanal Endeksi (20) | 64.44 | NEUTRAL |
| Ortalama Yön Endeksi (14) | 20.15 | NEUTRAL |
| Harika Osilatör (5, 34) | -0.001060 | NEUTRAL |
| Momentum (10) | 0 | BUY |
| MACD (12, 26) | 0 | BUY |
| Williams Yüzde Aralığı (14) | -26.77 | NEUTRAL |
| Ultimate Osilatör (7, 14, 28) | 70.26 | SELL |
| VWMA (10) | 0.027613 | BUY |
| Hull Hareketli Ortalaması (9) | 0.030929 | 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 | $0.04242 | $0.0596085 | $0.083759 | $0.117696 | $0.165383 | $0.232391 |
| Amazon.com hisseleri | $0.062991 | $0.131435 | $0.274248 | $0.572236 | $1.19 | $2.49 |
| Apple hisseleri | $0.042821 | $0.060738 | $0.086153 | $0.1222014 | $0.173333 | $0.24586 |
| Netflix hisseleri | $0.047633 | $0.075158 | $0.118588 | $0.187114 | $0.295237 | $0.465838 |
| Google hisseleri | $0.039094 | $0.050627 | $0.065562 | $0.0849035 | $0.109949 | $0.142384 |
| Tesla hisseleri | $0.068436 | $0.155141 | $0.351693 | $0.797261 | $1.80 | $4.09 |
| Kodak hisseleri | $0.022638 | $0.016976 | $0.01273 | $0.009546 | $0.007158 | $0.005368 |
| Nokia hisseleri | $0.019999 | $0.013248 | $0.008776 | $0.005814 | $0.003851 | $0.002551 |
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 $0.03018 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 | $0.030973 | $0.031779 | $0.0326051 | $0.033452 |
| Octopus Network, Bitcoin'in geçmiş yıllık ortama büyümesine göre %2 oranında büyüme gösterirse | $0.031758 | $0.0334097 | $0.035146 | $0.036973 |
| Octopus Network, Bitcoin'in geçmiş yıllık ortama büyümesine göre %5 oranında büyüme gösterirse | $0.034112 | $0.038546 | $0.043556 | $0.049216 |
| Octopus Network, Bitcoin'in geçmiş yıllık ortama büyümesine göre %10 oranında büyüme gösterirse | $0.038036 | $0.047923 | $0.06038 | $0.076074 |
| Octopus Network, Bitcoin'in geçmiş yıllık ortama büyümesine göre %20 oranında büyüme gösterirse | $0.045883 | $0.069736 | $0.10599 | $0.161091 |
| Octopus Network, Bitcoin'in geçmiş yıllık ortama büyümesine göre %50 oranında büyüme gösterirse | $0.069425 | $0.159654 | $0.36715 | $0.844321 |
| Octopus Network, Bitcoin'in geçmiş yıllık ortama büyümesine göre %100 oranında büyüme gösterirse | $0.10866 | $0.3911054 | $1.40 | $5.06 |
Soru Kutusu
OCT iyi bir yatırım mı?
Octopus Network satın alma kararı tamamen bireysel risk toleransınıza bağlıdır. Gördüğünüz gibi, Octopus Network değeri son 24 saat içinde -0.3019% 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 $0.031134 seviyesine kadar yükselebilir gibi görünmektedir. Octopus Network'ın uzun vadeli beş yıllık görünümüne bakıldığında, dijital para birimi $0.097882 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 $0.030447 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 $0.026681 seviyesine ulaşacaktır 5 Şubat 2026 itibariyle.
2026 yılında Octopus Network fiyatı ne kadar yükselebilir?
Son Octopus Network değer tahminimize göre, OCT fiyatı $0.01043 ve $0.031134 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 $0.097882 seviyesine kadar artış gösteren bir eğilimde görünmektedir. Octopus Network'ın 2030 tahminine dayanarak, Octopus Network değeri yaklaşık olarak $0.097882 seviyesine ulaşabilirken, en düşük zirve yaklaşık $0.033854 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 $0.031134 seviyesine ulaşacaktır. Fiyat, 2026 yılı boyunca $0.031134 ve $0.01043 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 $0.026377 seviyesine ulaşacaktır. Fiyat, 2027 yılı boyunca $0.026377 ve $0.010041 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 $0.044384 seviyesine ulaşacaktır. Fiyat, yıl boyunca $0.044384 ve $0.018121 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 $0.130947 seviyesine ulaşacaktır. Fiyat aralığı $0.130947 ve $0.039807 arasında olacaktır.
2030 yılında Octopus Network ne kadar olacak?
Yeni deneysel simülasyona göre, OCT'ın değeri 224.23% oranında artacaktır, $0.097882 seviyesine ulaşacaktır. Fiyat 2030 yılı boyunca $0.097882 ve $0.033854 arasında olacaktır.
2031 yılında Octopus Network ne kadar olacak?
Octopus Network'ın değeri 2031 yılında 195.98% oranında artacaktır, ve en iyi durumda $0.089355 seviyesine ulaşacaktır. Yıl boyunca fiyat $0.089355 ve $0.040026 arasında olacaktır.
2032 yılında Octopus Network ne kadar olacak?
Octopus Network fiyatı 449.04% oranında artacaktır, 2032 yılında $0.165749 seviyesine ulaşabilir. Fiyat $0.165749 ve $0.061096 arasında olacaktır.
2033 yılında Octopus Network ne kadar olacak?
OCT'ın değeri 1362.43% oranında artacaktır, ve 2033 yılı için $0.441497 seviyesine ulaşacaktır. Fiyat aralığı $0.441497 ve $0.141975 arasında olacaktır.
2034 yılında Octopus Network ne kadar olacak?
Yeni simülasyon sonuçlarına göre, OCT'ın değeri 746.96% oranında artacaktır, ve $0.255691 seviyesine ulaşacaktır. Yıl boyunca fiyat aralığı $0.255691 ve $0.114141 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 $0.301268 seviyesine ulaşacaktır. Yıl boyunca fiyat $0.301268 ve $0.13495 arasında olacaktır.
2036 yılında Octopus Network ne kadar olacak?
OCT'ın değeri 2036 yılında 1964.7% oranında artacaktır, ve $0.623316 seviyesine ulaşacaktır. Fiyat $0.623316 ve $0.223386 arasında olacaktır.
2037 yılında Octopus Network ne kadar olacak?
Deneysel simülasyonumuza göre, 2037 yılında Octopus Network'ın değeri 4830.69% oranında artacaktır, ve en iyi durumda $1.48 seviyesine ulaşacaktır. Fiyat 2037 yılı boyunca $1.48 ve $0.580126 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


