Stride Staked Osmo Geleceği Fiyat Tahmini - STOSMO
2026 yılına kadar Stride Staked Osmo fiyat tahmini $0.085874 olacak
| Yıl | Min. fiyat | Max. fiyat |
|---|---|---|
| 2026 | $0.028768 | $0.085874 |
| 2027 | $0.027694 | $0.072753 |
| 2028 | $0.04998 | $0.122418 |
| 2029 | $0.109793 | $0.361169 |
| 2030 | $0.093374 | $0.269972 |
| 2031 | $0.110397 | $0.246454 |
| 2032 | $0.168513 | $0.45716 |
| 2033 | $0.391587 | $1.21 |
| 2034 | $0.314817 | $0.705231 |
| 2035 | $0.372212 | $0.830937 |
Yatırım Kârı Hesaplayıcı
Bugün Stride Staked Osmo’de $10,000.00 tutarında short açıp Apr 06, 2026 tarihinde kapatırsanız, tahminimize göre yaklaşık $3,954.44 kazanç elde edebilir ve önümüzdeki 90 gün içinde 39.54% getiri sağlayabilirsiniz.
Stride Staked Osmo için uzun vadeli fiyat tahmini: 2027, 2028, 2029, 2030, 2031, 2032 ve 2037
[
'name' => 'Stride Staked Osmo'
'name_with_ticker' => 'Stride Staked Osmo <small>STOSMO</small>'
'name_lang' => 'Stride Staked Osmo'
'name_lang_with_ticker' => 'Stride Staked Osmo <small>STOSMO</small>'
'name_with_lang' => 'Stride Staked Osmo'
'name_with_lang_with_ticker' => 'Stride Staked Osmo <small>STOSMO</small>'
'image' => '/uploads/coins/stride-staked-osmo.png?1717118487'
'price_for_sd' => 0.08326
'ticker' => 'STOSMO'
'marketcap' => '$600.81K'
'low24h' => '$0.07692'
'high24h' => '$0.0836'
'volume24h' => '$11.98K'
'current_supply' => '7.22M'
'max_supply' => '7.22M'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.08326'
'change_24h_pct' => '7.935%'
'ath_price' => '$3.31'
'ath_days' => 854
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '5 Eyl 2023'
'ath_pct' => '-97.49%'
'fdv' => '$600.81K'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$4.10'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.083978'
'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' => '$0.073592'
'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' => '$0.028768'
'current_year_max_price_prediction' => '$0.085874'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.093374'
'grand_prediction_max_price' => '$0.269972'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.084843846902084
107 => 0.0851606230281
108 => 0.085874335815004
109 => 0.079775738193906
110 => 0.08251382948036
111 => 0.084122201586693
112 => 0.076855517897201
113 => 0.083978562614321
114 => 0.079669575177477
115 => 0.078207040122593
116 => 0.080176150899653
117 => 0.07940878651481
118 => 0.07874905167787
119 => 0.078380908303175
120 => 0.079826805935021
121 => 0.079759353082274
122 => 0.077393583919936
123 => 0.074307534488753
124 => 0.075343313973977
125 => 0.074967005576511
126 => 0.073603215399343
127 => 0.0745222453141
128 => 0.070475302679905
129 => 0.063512748219547
130 => 0.068112424964871
131 => 0.067935342413661
201 => 0.067846049361287
202 => 0.07130257930967
203 => 0.070970313710847
204 => 0.070367248395429
205 => 0.073592139631896
206 => 0.072415010949677
207 => 0.076042644181877
208 => 0.07843203804921
209 => 0.07782601047566
210 => 0.08007324695683
211 => 0.075367176241336
212 => 0.076930344158238
213 => 0.077252510899454
214 => 0.073552344974625
215 => 0.071024676472012
216 => 0.070856109800419
217 => 0.066473480951065
218 => 0.068814645907046
219 => 0.07087477418432
220 => 0.069888132611918
221 => 0.069575791365174
222 => 0.071171475056238
223 => 0.07129547334514
224 => 0.068468299217419
225 => 0.069056158243533
226 => 0.07150762810586
227 => 0.068994387492826
228 => 0.064111571517225
301 => 0.062900565645063
302 => 0.06273899513845
303 => 0.059454651167061
304 => 0.062981490848091
305 => 0.061441930813894
306 => 0.06630538251516
307 => 0.063527404986612
308 => 0.063407651927629
309 => 0.063226627615023
310 => 0.060399657084307
311 => 0.061018583967185
312 => 0.063075991191094
313 => 0.063810097266936
314 => 0.063733523988872
315 => 0.063065908773282
316 => 0.063371539600236
317 => 0.062386996217778
318 => 0.062039333457934
319 => 0.06094201415569
320 => 0.059329257923585
321 => 0.059553521569268
322 => 0.056358229472845
323 => 0.054617264751727
324 => 0.054135388662467
325 => 0.053491003816922
326 => 0.054208173645414
327 => 0.056349177611803
328 => 0.053766672589008
329 => 0.049339148869091
330 => 0.049605250588791
331 => 0.050203102146648
401 => 0.049089009723766
402 => 0.048034614744197
403 => 0.048951325633163
404 => 0.047075325466021
405 => 0.050429807804151
406 => 0.050339078457733
407 => 0.051589422033591
408 => 0.052371287531209
409 => 0.050569340691161
410 => 0.050116155933872
411 => 0.050374310567723
412 => 0.046107589516718
413 => 0.05124073989597
414 => 0.051285131593608
415 => 0.050905022927447
416 => 0.05363826703616
417 => 0.059406264625762
418 => 0.057236111915389
419 => 0.056395763192719
420 => 0.054798259656633
421 => 0.056926838268093
422 => 0.056763396641732
423 => 0.056024251623931
424 => 0.055577214410892
425 => 0.056400894182826
426 => 0.055475151371889
427 => 0.055308862525334
428 => 0.054301333039257
429 => 0.053941690852399
430 => 0.053675426095017
501 => 0.053382294759774
502 => 0.054028869441542
503 => 0.052563646148672
504 => 0.050796730495081
505 => 0.050649830576777
506 => 0.051055434166787
507 => 0.050875984771843
508 => 0.050648971442113
509 => 0.050215541172257
510 => 0.050086951669963
511 => 0.050504805169661
512 => 0.050033072930874
513 => 0.050729139545788
514 => 0.050539847941654
515 => 0.049482480428403
516 => 0.0481646090193
517 => 0.04815287719943
518 => 0.047868943966081
519 => 0.047507312303763
520 => 0.047406714648318
521 => 0.048874122799009
522 => 0.05191161375511
523 => 0.051315281599429
524 => 0.051746192696486
525 => 0.053865848805618
526 => 0.054539623742428
527 => 0.054061394251514
528 => 0.053406764228441
529 => 0.053435564627153
530 => 0.055672633585977
531 => 0.055812156832895
601 => 0.056164687065949
602 => 0.056617788040456
603 => 0.054138559306736
604 => 0.053318793176748
605 => 0.052930342505466
606 => 0.051734064787246
607 => 0.053024147745245
608 => 0.052272471652479
609 => 0.052373898438305
610 => 0.052307844110977
611 => 0.052343914240272
612 => 0.050428870157973
613 => 0.051126611569809
614 => 0.049966481143459
615 => 0.048413196733328
616 => 0.048407989579334
617 => 0.048788153738177
618 => 0.048562017220672
619 => 0.047953489666568
620 => 0.048039928133459
621 => 0.047282636208661
622 => 0.048131877084342
623 => 0.048156230273927
624 => 0.047829226278327
625 => 0.049137599019971
626 => 0.049673640399754
627 => 0.049458399364745
628 => 0.049658538514949
629 => 0.051340061892776
630 => 0.05161422357337
701 => 0.051735988081786
702 => 0.051572839771215
703 => 0.04968927367548
704 => 0.049772817841367
705 => 0.049159826184511
706 => 0.048641912829936
707 => 0.048662626648022
708 => 0.048928901436296
709 => 0.050091739053501
710 => 0.052538862265886
711 => 0.052631728802972
712 => 0.052744285755028
713 => 0.052286460064423
714 => 0.052148375455334
715 => 0.052330544697384
716 => 0.05324955551233
717 => 0.055613500837373
718 => 0.054777924676903
719 => 0.054098588251923
720 => 0.054694549444415
721 => 0.054602805890129
722 => 0.053828397964506
723 => 0.05380666291328
724 => 0.052320326510818
725 => 0.05177086178507
726 => 0.051311687933513
727 => 0.05081028207465
728 => 0.05051303187424
729 => 0.05096974327987
730 => 0.051074198581989
731 => 0.050075591111628
801 => 0.049939484603399
802 => 0.050754969020135
803 => 0.050396104732653
804 => 0.050765205551735
805 => 0.05085084010785
806 => 0.050837050971984
807 => 0.050462355440552
808 => 0.050701175198705
809 => 0.050136295275076
810 => 0.049522073200351
811 => 0.049130237784063
812 => 0.048788309413927
813 => 0.048978031146672
814 => 0.048301707811255
815 => 0.048085338364556
816 => 0.050620268438257
817 => 0.052492848538792
818 => 0.052465620482507
819 => 0.05229987669236
820 => 0.052053615040102
821 => 0.053231539938598
822 => 0.052821174457314
823 => 0.053119749632131
824 => 0.053195749545283
825 => 0.053425778392684
826 => 0.053507993933982
827 => 0.053259481465814
828 => 0.0524254432694
829 => 0.050347099381908
830 => 0.049379624691898
831 => 0.04906034192963
901 => 0.049071947251634
902 => 0.04875182066232
903 => 0.04884611228994
904 => 0.048719029882249
905 => 0.048478366546618
906 => 0.048963170863868
907 => 0.049019040045167
908 => 0.04890588092454
909 => 0.048932533993868
910 => 0.047995624805974
911 => 0.04806685597667
912 => 0.047670231766616
913 => 0.047595869508607
914 => 0.046593238043612
915 => 0.044816931069619
916 => 0.045801177563501
917 => 0.044612346204892
918 => 0.044162117755652
919 => 0.046293429209465
920 => 0.04607950465288
921 => 0.045713358802775
922 => 0.04517175277899
923 => 0.044970865836363
924 => 0.043750340366041
925 => 0.043678225210004
926 => 0.044283150590056
927 => 0.044003998341373
928 => 0.043611962860999
929 => 0.042192050091084
930 => 0.040595598020738
1001 => 0.040643784873802
1002 => 0.041151586574332
1003 => 0.042628088505014
1004 => 0.042051193656954
1005 => 0.041632649825581
1006 => 0.041554269147346
1007 => 0.042535367436519
1008 => 0.043923827062146
1009 => 0.044575261253458
1010 => 0.043929709754219
1011 => 0.043188134950854
1012 => 0.043233271173009
1013 => 0.043533542237615
1014 => 0.043565096480901
1015 => 0.043082407519033
1016 => 0.043218281634432
1017 => 0.043011876428551
1018 => 0.041745168061054
1019 => 0.041722257323461
1020 => 0.041411386661646
1021 => 0.041401973621554
1022 => 0.040873105075485
1023 => 0.040799112709994
1024 => 0.039749012111748
1025 => 0.040440191505511
1026 => 0.039976584656721
1027 => 0.039277819781796
1028 => 0.039157352453978
1029 => 0.039153731060635
1030 => 0.039871206346217
1031 => 0.040431807389064
1101 => 0.039984649296343
1102 => 0.039882840066426
1103 => 0.040969896287276
1104 => 0.040831558474435
1105 => 0.040711758820698
1106 => 0.04379950573143
1107 => 0.04135531311169
1108 => 0.040289505619846
1109 => 0.038970366457335
1110 => 0.039399884820326
1111 => 0.039490390650345
1112 => 0.036318098757214
1113 => 0.035031100331255
1114 => 0.034589450970978
1115 => 0.034335275520133
1116 => 0.034451106464818
1117 => 0.033292656931595
1118 => 0.034071154176907
1119 => 0.033068034802438
1120 => 0.032899858574875
1121 => 0.034693560279071
1122 => 0.034943143392557
1123 => 0.033878344291032
1124 => 0.034562117689527
1125 => 0.034314171950072
1126 => 0.033085230404986
1127 => 0.033038293877446
1128 => 0.032421654209506
1129 => 0.031456732534148
1130 => 0.031015737436205
1201 => 0.030786063360301
1202 => 0.030880831360277
1203 => 0.030832913759541
1204 => 0.030520219002019
1205 => 0.030850837057014
1206 => 0.030006244547314
1207 => 0.029669921004607
1208 => 0.029518011463013
1209 => 0.028768386997723
1210 => 0.029961372881513
1211 => 0.030196406129459
1212 => 0.03043190246551
1213 => 0.032481737290653
1214 => 0.032379333335562
1215 => 0.033305015216836
1216 => 0.033269044921149
1217 => 0.033005025453558
1218 => 0.031891170748883
1219 => 0.032335133381615
1220 => 0.030968685405177
1221 => 0.031992521138555
1222 => 0.031525285266243
1223 => 0.031834548220129
1224 => 0.031278465543926
1225 => 0.031586224657028
1226 => 0.030252141231706
1227 => 0.029006392900201
1228 => 0.029507718394459
1229 => 0.030052716540243
1230 => 0.031234411383246
1231 => 0.030530603683524
]
'min_raw' => 0.028768386997723
'max_raw' => 0.085874335815004
'avg_raw' => 0.057321361406364
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.028768'
'max' => '$0.085874'
'avg' => '$0.057321'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.054497613002277
'max_diff' => 0.0026083358150039
'year' => 2026
]
1 => [
'items' => [
101 => 0.03078371954626
102 => 0.029935823777179
103 => 0.028186372616113
104 => 0.028196274319694
105 => 0.02792715937243
106 => 0.027694604766567
107 => 0.030611444464225
108 => 0.03024868933941
109 => 0.029670686524233
110 => 0.030444366261266
111 => 0.030648939463686
112 => 0.030654763375163
113 => 0.031219220139738
114 => 0.031520470816176
115 => 0.031573567553593
116 => 0.032461752468548
117 => 0.032759460336598
118 => 0.033985676911903
119 => 0.031494911801001
120 => 0.031443616132636
121 => 0.030455253521785
122 => 0.029828418328588
123 => 0.030498173463744
124 => 0.031091485082798
125 => 0.030473689367639
126 => 0.030554360445659
127 => 0.029725020173821
128 => 0.030021470296917
129 => 0.03027681307907
130 => 0.03013582780312
131 => 0.029924766021258
201 => 0.031042840296073
202 => 0.030979754163719
203 => 0.032020930632843
204 => 0.032832602145768
205 => 0.034287262600569
206 => 0.03276924858282
207 => 0.032713926118454
208 => 0.033254712081634
209 => 0.032759377545085
210 => 0.033072411873817
211 => 0.034236827930718
212 => 0.034261430207138
213 => 0.033849310378868
214 => 0.033824232849864
215 => 0.03390338497098
216 => 0.034366981416629
217 => 0.03420498657364
218 => 0.034392451107155
219 => 0.034626878376874
220 => 0.035596568959537
221 => 0.035830358076145
222 => 0.035262371728547
223 => 0.035313654536262
224 => 0.035101212050686
225 => 0.034895995271517
226 => 0.035357292621586
227 => 0.036200322595659
228 => 0.036195078149944
301 => 0.036390644717768
302 => 0.036512481069361
303 => 0.035989470258662
304 => 0.035649009452537
305 => 0.035779563789689
306 => 0.035988323017899
307 => 0.035711865985568
308 => 0.03400544511466
309 => 0.034523064200306
310 => 0.034436907074175
311 => 0.034314208849499
312 => 0.034834678842746
313 => 0.034784478242202
314 => 0.033280775357236
315 => 0.03337703753718
316 => 0.033286629379229
317 => 0.033578756633337
318 => 0.032743601714683
319 => 0.033000489742807
320 => 0.03316160750587
321 => 0.033256507106079
322 => 0.033599349535301
323 => 0.033559120933304
324 => 0.033596848868917
325 => 0.034105193684407
326 => 0.036676227318278
327 => 0.036816163006303
328 => 0.036127068499392
329 => 0.036402348163115
330 => 0.035873871405811
331 => 0.036228641393476
401 => 0.036471366008855
402 => 0.035374540145215
403 => 0.035309593235911
404 => 0.034778935267041
405 => 0.035064080801508
406 => 0.034610393753481
407 => 0.034721712685768
408 => 0.034410455246484
409 => 0.034970656666456
410 => 0.035597048900485
411 => 0.03575530031578
412 => 0.035339008973658
413 => 0.035037586607025
414 => 0.034508388225918
415 => 0.035388456927654
416 => 0.035645815835649
417 => 0.035387105130871
418 => 0.035327156207634
419 => 0.035213553106424
420 => 0.035351257642592
421 => 0.035644414203766
422 => 0.035506166983268
423 => 0.035597481708009
424 => 0.03524948414063
425 => 0.035989643397003
426 => 0.037165194425148
427 => 0.037168974013925
428 => 0.037030726048224
429 => 0.036974157959252
430 => 0.03711600876165
501 => 0.037192957002927
502 => 0.037651676486894
503 => 0.038143900769382
504 => 0.040440896721472
505 => 0.039795909449703
506 => 0.041833940907297
507 => 0.043445759184991
508 => 0.0439290730102
509 => 0.04348444703268
510 => 0.041963405581808
511 => 0.041888776031717
512 => 0.044161854126456
513 => 0.04351960545112
514 => 0.043443212014807
515 => 0.042630514921186
516 => 0.043110919558009
517 => 0.043005848016825
518 => 0.04283998744879
519 => 0.043756566030572
520 => 0.045472319312133
521 => 0.04520490307297
522 => 0.045005289255516
523 => 0.044130639614144
524 => 0.04465737405832
525 => 0.044469814011683
526 => 0.045275691000583
527 => 0.04479830732472
528 => 0.043514739785735
529 => 0.043719152147012
530 => 0.043688255629826
531 => 0.044324103764173
601 => 0.044133237936963
602 => 0.043650986013776
603 => 0.045466455053943
604 => 0.045348568592644
605 => 0.045515704642169
606 => 0.045589283100024
607 => 0.046694327112621
608 => 0.047147028287118
609 => 0.047249799379378
610 => 0.047679830481984
611 => 0.047239099813796
612 => 0.049002336722191
613 => 0.050174786378548
614 => 0.051536646988114
615 => 0.053526691372313
616 => 0.054274966469712
617 => 0.054139797270917
618 => 0.055648626210955
619 => 0.058359958276818
620 => 0.054687835001379
621 => 0.058554589727029
622 => 0.057330419824718
623 => 0.054427935008216
624 => 0.054241049204081
625 => 0.056206645620358
626 => 0.060566149290016
627 => 0.059474143065848
628 => 0.060567935420998
629 => 0.059291968538514
630 => 0.059228606028105
701 => 0.060505964557528
702 => 0.063490582386711
703 => 0.062072702332793
704 => 0.060039823597047
705 => 0.061540869620425
706 => 0.060240524639724
707 => 0.05731048345456
708 => 0.059473308029269
709 => 0.058027088829859
710 => 0.058449172477488
711 => 0.061488910125777
712 => 0.061123160849787
713 => 0.06159647428039
714 => 0.060761088464145
715 => 0.059980706383521
716 => 0.058524065278101
717 => 0.058092825658325
718 => 0.058212004774855
719 => 0.058092766599074
720 => 0.057277789287815
721 => 0.057101795015043
722 => 0.056808463516604
723 => 0.056899379213531
724 => 0.056347830179309
725 => 0.057388717162731
726 => 0.057581914959119
727 => 0.058339385702883
728 => 0.058418028828313
729 => 0.060527574067774
730 => 0.059365671999347
731 => 0.060145176220646
801 => 0.060075450026115
802 => 0.054490840655293
803 => 0.055260350553167
804 => 0.056457466468749
805 => 0.055918167371432
806 => 0.055155724624378
807 => 0.054540011226539
808 => 0.053607142468885
809 => 0.054920137331125
810 => 0.056646585953534
811 => 0.058461814414452
812 => 0.060642692471763
813 => 0.060155945877591
814 => 0.058421044416157
815 => 0.058498870828371
816 => 0.058979963085111
817 => 0.058356904900792
818 => 0.058173152878696
819 => 0.058954718378979
820 => 0.058960100591039
821 => 0.058243196850883
822 => 0.057446489535699
823 => 0.057443151302958
824 => 0.057301384931501
825 => 0.059317188461061
826 => 0.060425676581594
827 => 0.060552762958195
828 => 0.060417122655877
829 => 0.060469325224868
830 => 0.059824320411399
831 => 0.061298610144754
901 => 0.062651564196224
902 => 0.062288943608782
903 => 0.061745323798654
904 => 0.061312304435609
905 => 0.062186938008402
906 => 0.062147991952207
907 => 0.062639747322875
908 => 0.062617438458745
909 => 0.062452079623444
910 => 0.062288949514267
911 => 0.062935741957763
912 => 0.062749476121205
913 => 0.062562920962355
914 => 0.062188756031115
915 => 0.062239611259492
916 => 0.061696085312988
917 => 0.06144462534008
918 => 0.057663270684386
919 => 0.056652769161057
920 => 0.056970693510952
921 => 0.057075362461839
922 => 0.056635590903893
923 => 0.057266110349944
924 => 0.057167844562162
925 => 0.057550139258857
926 => 0.057311298129668
927 => 0.057321100252921
928 => 0.058023481087568
929 => 0.058227385232007
930 => 0.058123677938437
1001 => 0.058196310971976
1002 => 0.059870108573385
1003 => 0.059632148079499
1004 => 0.05950573630985
1005 => 0.059540753233956
1006 => 0.059968444407741
1007 => 0.060088174585329
1008 => 0.0595808694096
1009 => 0.05982011746317
1010 => 0.060838805310172
1011 => 0.061195288403884
1012 => 0.062333011317421
1013 => 0.061849686402338
1014 => 0.062736850201784
1015 => 0.065463689264855
1016 => 0.067642076991347
1017 => 0.065638741612385
1018 => 0.069639073256083
1019 => 0.072753905254195
1020 => 0.072634352814083
1021 => 0.07209120980785
1022 => 0.068545056390093
1023 => 0.065281833144905
1024 => 0.068011657953283
1025 => 0.068018616838113
1026 => 0.067784122466111
1027 => 0.06632769806098
1028 => 0.067733442053796
1029 => 0.067845024907033
1030 => 0.067782568181496
1031 => 0.066665931004849
1101 => 0.064961032425155
1102 => 0.065294165526677
1103 => 0.0658398443427
1104 => 0.064806760503441
1105 => 0.064476627620041
1106 => 0.065090407460633
1107 => 0.06706813399313
1108 => 0.066694256248351
1109 => 0.066684492789476
1110 => 0.068284100330478
1111 => 0.067139126548034
1112 => 0.065298367401927
1113 => 0.064833551440904
1114 => 0.063183767916825
1115 => 0.064323279273234
1116 => 0.064364288258318
1117 => 0.063740189533937
1118 => 0.065349009573806
1119 => 0.065334184013911
1120 => 0.066861519200505
1121 => 0.069781210436373
1122 => 0.068917714068647
1123 => 0.067913561741119
1124 => 0.068022740941245
1125 => 0.069220167289402
1126 => 0.068496175984722
1127 => 0.068756528305731
1128 => 0.069219773214982
1129 => 0.069499260370458
1130 => 0.067982527040635
1201 => 0.067628903947712
1202 => 0.066905515204432
1203 => 0.066716796584
1204 => 0.067305981621401
1205 => 0.06715075218026
1206 => 0.064360841611916
1207 => 0.064069280434609
1208 => 0.064078222199663
1209 => 0.063345077756344
1210 => 0.062226856505456
1211 => 0.06516547518727
1212 => 0.064929462981178
1213 => 0.064668923771547
1214 => 0.06470083833811
1215 => 0.065976393108858
1216 => 0.065236506924764
1217 => 0.067203615610138
1218 => 0.066799237201125
1219 => 0.06638448801178
1220 => 0.066327157040243
1221 => 0.066167513987083
1222 => 0.065620038557235
1223 => 0.06495892907752
1224 => 0.06452240733469
1225 => 0.059518510124704
1226 => 0.060447204340546
1227 => 0.061515582382732
1228 => 0.061884382201638
1229 => 0.061253524591228
1230 => 0.065644948660816
1231 => 0.066447304155145
]
'min_raw' => 0.027694604766567
'max_raw' => 0.072753905254195
'avg_raw' => 0.050224255010381
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.027694'
'max' => '$0.072753'
'avg' => '$0.050224'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.001073782231156
'max_diff' => -0.013120430560809
'year' => 2027
]
2 => [
'items' => [
101 => 0.064016917026469
102 => 0.063562290826746
103 => 0.065674753878783
104 => 0.064400680420299
105 => 0.064974395620642
106 => 0.063734337162938
107 => 0.066254040212273
108 => 0.066234844296694
109 => 0.065254622900428
110 => 0.066083099312286
111 => 0.065939131147922
112 => 0.064832463605717
113 => 0.066289123547288
114 => 0.066289846032445
115 => 0.06534640425039
116 => 0.064244670794913
117 => 0.064047706874856
118 => 0.063899321019473
119 => 0.064937901796436
120 => 0.065869090073503
121 => 0.067601800595973
122 => 0.068037445189509
123 => 0.069737795040582
124 => 0.0687253194928
125 => 0.069174136789378
126 => 0.069661391453897
127 => 0.069894999258264
128 => 0.069514347877133
129 => 0.07215569108777
130 => 0.072378701383412
131 => 0.07245347480651
201 => 0.071562828737233
202 => 0.072353930905059
203 => 0.071983800399283
204 => 0.072946777150095
205 => 0.073097784200527
206 => 0.072969886601043
207 => 0.073017818622334
208 => 0.070763898156928
209 => 0.070647020490419
210 => 0.069053385214309
211 => 0.069702803368881
212 => 0.06848874725633
213 => 0.068873736955784
214 => 0.069043436746986
215 => 0.068954795206441
216 => 0.069739520496961
217 => 0.069072343691233
218 => 0.067311554406895
219 => 0.065550285396693
220 => 0.065528174098969
221 => 0.065064463057563
222 => 0.06472928490754
223 => 0.064793852110318
224 => 0.065021395354541
225 => 0.064716059680535
226 => 0.064781218527496
227 => 0.065863289538171
228 => 0.066080291162384
229 => 0.065342834855299
301 => 0.062381841367914
302 => 0.06165520613902
303 => 0.062177497131746
304 => 0.061927875677071
305 => 0.049980628943924
306 => 0.052787457347861
307 => 0.051119735221128
308 => 0.051888298305332
309 => 0.050185985868488
310 => 0.050998418589189
311 => 0.050848391930968
312 => 0.055361688944409
313 => 0.055291220019381
314 => 0.055324949764659
315 => 0.053714941140143
316 => 0.056279728595495
317 => 0.057543235122776
318 => 0.057309393691714
319 => 0.057368246541996
320 => 0.056356959585321
321 => 0.055334741232964
322 => 0.054200943761923
323 => 0.056307399321514
324 => 0.056073197421683
325 => 0.056610372316711
326 => 0.057976559319659
327 => 0.058177735545483
328 => 0.058448118433118
329 => 0.058351205415065
330 => 0.060660066683957
331 => 0.060380448349937
401 => 0.061054248083241
402 => 0.059668190910527
403 => 0.058099735653847
404 => 0.058397847721476
405 => 0.058369137132098
406 => 0.058003618376829
407 => 0.057673644388019
408 => 0.057124330666246
409 => 0.05886244056507
410 => 0.058791876477339
411 => 0.059934227035922
412 => 0.059732305478492
413 => 0.058383823899381
414 => 0.058431985182786
415 => 0.05875589295921
416 => 0.059876941471725
417 => 0.060209744997042
418 => 0.060055577144188
419 => 0.06042048101664
420 => 0.060708886159097
421 => 0.060456700262169
422 => 0.064027120749682
423 => 0.062544433234419
424 => 0.063267084812884
425 => 0.063439432956238
426 => 0.062997966811129
427 => 0.063093705010285
428 => 0.06323872229491
429 => 0.064119238849857
430 => 0.066429969069555
501 => 0.067453375754187
502 => 0.070532345258898
503 => 0.067368396075537
504 => 0.06718066042472
505 => 0.067735275808489
506 => 0.069542956849777
507 => 0.071007912546894
508 => 0.071493922866949
509 => 0.0715581571539
510 => 0.072469944823679
511 => 0.072992564512163
512 => 0.072359229818171
513 => 0.07182254497792
514 => 0.069900206495914
515 => 0.07012272240956
516 => 0.071655636396168
517 => 0.073820967690434
518 => 0.075679047205237
519 => 0.075028412519762
520 => 0.079992295893433
521 => 0.080484444654287
522 => 0.080416445608612
523 => 0.081537633727393
524 => 0.079312303637602
525 => 0.078360931910476
526 => 0.071938582332014
527 => 0.073743000599327
528 => 0.076365828520635
529 => 0.07601868741015
530 => 0.074113919665305
531 => 0.075677602268098
601 => 0.075160599898739
602 => 0.074752818679577
603 => 0.076620943496836
604 => 0.074566863521922
605 => 0.076345337501596
606 => 0.074064426226706
607 => 0.0750313845642
608 => 0.074482492245326
609 => 0.07483769284535
610 => 0.072761197395552
611 => 0.073881623936185
612 => 0.072714583967841
613 => 0.072714030638943
614 => 0.072688268166958
615 => 0.074061285514268
616 => 0.074106059560671
617 => 0.073091397666495
618 => 0.072945169035546
619 => 0.073485852925691
620 => 0.072852853695667
621 => 0.073149030051346
622 => 0.072861824575761
623 => 0.072797168573734
624 => 0.072281978549271
625 => 0.072060020521288
626 => 0.072147055983214
627 => 0.071849959081804
628 => 0.07167094745224
629 => 0.072652658248181
630 => 0.07212816977201
701 => 0.072572272866984
702 => 0.072066161339983
703 => 0.0703117582851
704 => 0.069302782535761
705 => 0.065988877798337
706 => 0.066928697070985
707 => 0.067551798221063
708 => 0.067345863294679
709 => 0.067788291202789
710 => 0.067815452683097
711 => 0.067671614860152
712 => 0.067505069087947
713 => 0.067424003816597
714 => 0.06802819793371
715 => 0.068378952954933
716 => 0.067614334757492
717 => 0.067435195411977
718 => 0.068208266625318
719 => 0.068679839618867
720 => 0.072161669649259
721 => 0.071903724434445
722 => 0.072551116304436
723 => 0.072478229914913
724 => 0.073156799732278
725 => 0.074265974598667
726 => 0.072010711965128
727 => 0.072402147577196
728 => 0.072306176604685
729 => 0.073353962517616
730 => 0.073357233590867
731 => 0.072729033595276
801 => 0.073069591004267
802 => 0.072879501201272
803 => 0.073223019167461
804 => 0.071900279418839
805 => 0.073511233651729
806 => 0.074424540894179
807 => 0.074437222166127
808 => 0.074870122550594
809 => 0.075309974413112
810 => 0.076154231760192
811 => 0.075286428533924
812 => 0.073725335008808
813 => 0.07383804091902
814 => 0.072922772356426
815 => 0.07293815818632
816 => 0.072856027420537
817 => 0.073102508031168
818 => 0.071954368052065
819 => 0.072223834210291
820 => 0.071846580010783
821 => 0.072401327500242
822 => 0.07180451090463
823 => 0.072306130324576
824 => 0.072522612637278
825 => 0.073321437031679
826 => 0.071686523892072
827 => 0.068352825326526
828 => 0.069053609182192
829 => 0.068017094814278
830 => 0.068113028165317
831 => 0.068306828802095
901 => 0.067678657530674
902 => 0.067798492813309
903 => 0.067794211453746
904 => 0.067757317010004
905 => 0.067593905401182
906 => 0.067356926238388
907 => 0.068300978284618
908 => 0.068461391123334
909 => 0.068817968992853
910 => 0.069878902863463
911 => 0.069772890551245
912 => 0.06994580103088
913 => 0.069568338424688
914 => 0.068130537573029
915 => 0.068208617076743
916 => 0.067234964414294
917 => 0.068793070505205
918 => 0.068424090416882
919 => 0.068186206553582
920 => 0.068121297737502
921 => 0.069184861457969
922 => 0.069503096392452
923 => 0.069304793737235
924 => 0.068898069205971
925 => 0.069679100543311
926 => 0.069888071580116
927 => 0.069934852488701
928 => 0.071318690270563
929 => 0.070012193648187
930 => 0.070326680370653
1001 => 0.072780216005133
1002 => 0.070555197749433
1003 => 0.071733839543306
1004 => 0.071676151160851
1005 => 0.072279104419533
1006 => 0.071626691394753
1007 => 0.071634778836105
1008 => 0.072170160482222
1009 => 0.071418313516839
1010 => 0.071232145634962
1011 => 0.070974956039509
1012 => 0.071536520112088
1013 => 0.07187315237624
1014 => 0.074586161196153
1015 => 0.076338888622051
1016 => 0.076262798102003
1017 => 0.076958123019756
1018 => 0.076644872775862
1019 => 0.075633305107089
1020 => 0.077359927770149
1021 => 0.076813552114596
1022 => 0.076858594659793
1023 => 0.076856918174011
1024 => 0.077220210219965
1025 => 0.07696278451018
1026 => 0.076455372011986
1027 => 0.076792216108237
1028 => 0.077792522650134
1029 => 0.080897504849336
1030 => 0.082635094023552
1031 => 0.080792899799267
1101 => 0.082063620707215
1102 => 0.081301640966601
1103 => 0.081163166580798
1104 => 0.081961273216527
1105 => 0.08276077683227
1106 => 0.082709851908296
1107 => 0.082129453338232
1108 => 0.081801600913071
1109 => 0.084284209315009
1110 => 0.086113352895426
1111 => 0.085988617565976
1112 => 0.086539158744067
1113 => 0.088155564670541
1114 => 0.088303348571
1115 => 0.088284731196316
1116 => 0.087918433379375
1117 => 0.089509994930822
1118 => 0.090837703577901
1119 => 0.087833646018115
1120 => 0.08897755181088
1121 => 0.089491087975596
1122 => 0.090245111424712
1123 => 0.091517275372375
1124 => 0.092899182844358
1125 => 0.093094599712741
1126 => 0.092955942093065
1127 => 0.092044536967626
1128 => 0.093556636613055
1129 => 0.094442389122247
1130 => 0.094969834471386
1201 => 0.096307348118263
1202 => 0.08949425940012
1203 => 0.084671616572938
1204 => 0.083918491255667
1205 => 0.085450001203528
1206 => 0.085853848163216
1207 => 0.085691057960147
1208 => 0.080262735002651
1209 => 0.083889912258713
1210 => 0.087792450004511
1211 => 0.087942362372912
1212 => 0.089896054366674
1213 => 0.090532256564384
1214 => 0.092105234695626
1215 => 0.092006844485241
1216 => 0.09238983962865
1217 => 0.092301795677731
1218 => 0.095215406436233
1219 => 0.098429551778246
1220 => 0.098318256145408
1221 => 0.097856184724452
1222 => 0.098542439579457
1223 => 0.10185978202116
1224 => 0.10155437428846
1225 => 0.10185105188621
1226 => 0.10576238558221
1227 => 0.11084767576773
1228 => 0.10848504792177
1229 => 0.11361127051966
1230 => 0.11683795591565
1231 => 0.12241817466252
]
'min_raw' => 0.049980628943924
'max_raw' => 0.12241817466252
'avg_raw' => 0.086199401803221
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.04998'
'max' => '$0.122418'
'avg' => '$0.086199'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.022286024177356
'max_diff' => 0.049664269408324
'year' => 2028
]
3 => [
'items' => [
101 => 0.12171950379225
102 => 0.12389184200087
103 => 0.12046873711747
104 => 0.11260859638154
105 => 0.11136469902267
106 => 0.11385501303563
107 => 0.1199772070352
108 => 0.11366220335954
109 => 0.11493972037845
110 => 0.11457179539106
111 => 0.11455219023206
112 => 0.11530043941105
113 => 0.11421506495088
114 => 0.109793054145
115 => 0.11181963563826
116 => 0.11103707519927
117 => 0.11190538435007
118 => 0.116591290719
119 => 0.11451953981524
120 => 0.11233711853351
121 => 0.11507435913885
122 => 0.11855980704738
123 => 0.11834169398122
124 => 0.11791846346867
125 => 0.12030419170826
126 => 0.12424471580728
127 => 0.12530982363694
128 => 0.12609606446162
129 => 0.1262044737877
130 => 0.1273211572223
131 => 0.12131646895398
201 => 0.13084606344714
202 => 0.13249156116638
203 => 0.13218227579405
204 => 0.13401117725585
205 => 0.13347306805104
206 => 0.13269343224001
207 => 0.13559263007546
208 => 0.13226893371032
209 => 0.12755136516174
210 => 0.12496321375306
211 => 0.12837150030823
212 => 0.13045282197466
213 => 0.13182844319925
214 => 0.13224470535064
215 => 0.12178259581109
216 => 0.11614409902447
217 => 0.1197583108192
218 => 0.12416789864834
219 => 0.12129197347094
220 => 0.12140470429305
221 => 0.11730439076992
222 => 0.12453068541243
223 => 0.12347787506572
224 => 0.12893985700684
225 => 0.12763631118145
226 => 0.13209034542151
227 => 0.13091744893516
228 => 0.13578607667424
301 => 0.1377283040922
302 => 0.1409896062105
303 => 0.14338863332462
304 => 0.1447973879321
305 => 0.14471281158957
306 => 0.15029499918318
307 => 0.14700337818601
308 => 0.14286832643806
309 => 0.14279353639786
310 => 0.14493513829226
311 => 0.14942334834314
312 => 0.15058707590853
313 => 0.15123744085895
314 => 0.15024138429801
315 => 0.14666856561819
316 => 0.14512584062684
317 => 0.14644028701651
318 => 0.14483283203361
319 => 0.14760775030631
320 => 0.15141830578529
321 => 0.15063144114745
322 => 0.15326181165841
323 => 0.15598396841421
324 => 0.15987677483471
325 => 0.16089449858323
326 => 0.16257675723897
327 => 0.16430835398891
328 => 0.16486449619715
329 => 0.16592634423347
330 => 0.16592074777017
331 => 0.16912069829824
401 => 0.17265034282492
402 => 0.17398270192228
403 => 0.17704638819996
404 => 0.17179993281381
405 => 0.17577942949114
406 => 0.17936903510735
407 => 0.17508935930964
408 => 0.18098789536022
409 => 0.18121692214869
410 => 0.18467495474152
411 => 0.1811695762298
412 => 0.17908809365911
413 => 0.18509725584857
414 => 0.18800490014521
415 => 0.18712909401987
416 => 0.18046416616213
417 => 0.17658489227672
418 => 0.16643208426255
419 => 0.178458523924
420 => 0.18431625186703
421 => 0.18044899606188
422 => 0.18239941494516
423 => 0.19304026794692
424 => 0.19709161582578
425 => 0.19624896378803
426 => 0.19639135811118
427 => 0.19857739188944
428 => 0.20827146953307
429 => 0.20246255350205
430 => 0.20690325215183
501 => 0.20925858270355
502 => 0.21144634498398
503 => 0.20607389227261
504 => 0.19908441023212
505 => 0.19687054787141
506 => 0.18006447368734
507 => 0.17918964454097
508 => 0.17869857643108
509 => 0.1756024614612
510 => 0.17316976319213
511 => 0.17123519120827
512 => 0.16615829661053
513 => 0.16787159950347
514 => 0.15978008914492
515 => 0.1649567507268
516 => 0.15204250481821
517 => 0.16279787255977
518 => 0.15694421488461
519 => 0.16087478857986
520 => 0.16086107517852
521 => 0.15362364281603
522 => 0.14944924287071
523 => 0.15210933298594
524 => 0.15496116074769
525 => 0.15542386020734
526 => 0.15912132934077
527 => 0.16015321349908
528 => 0.15702655632534
529 => 0.15177488577641
530 => 0.15299472906708
531 => 0.14942452278536
601 => 0.14316787360264
602 => 0.14766150827628
603 => 0.14919583272503
604 => 0.14987347781013
605 => 0.14372078191995
606 => 0.14178747128973
607 => 0.14075819293224
608 => 0.15098064999924
609 => 0.15154065927326
610 => 0.14867557265003
611 => 0.16162603586568
612 => 0.15869494718806
613 => 0.16196969137513
614 => 0.15288404107424
615 => 0.15323112515119
616 => 0.14892983269474
617 => 0.15133826905788
618 => 0.14963606386394
619 => 0.15114369120037
620 => 0.15204735680965
621 => 0.15634794346633
622 => 0.16284697835127
623 => 0.15570557923175
624 => 0.15259396936865
625 => 0.15452439462736
626 => 0.15966537147976
627 => 0.1674542145729
628 => 0.16284306269668
629 => 0.16488941359691
630 => 0.1653364502328
701 => 0.1619363575534
702 => 0.16757958083983
703 => 0.1706038300445
704 => 0.17370608394829
705 => 0.17639968408977
706 => 0.17246697551909
707 => 0.17667553742135
708 => 0.17328417943931
709 => 0.17024178073728
710 => 0.17024639480026
711 => 0.16833785365213
712 => 0.16463981468595
713 => 0.16395783956249
714 => 0.16750556027869
715 => 0.17035049632268
716 => 0.17058481888159
717 => 0.17215992165363
718 => 0.17309205124928
719 => 0.18222818845536
720 => 0.18590281841774
721 => 0.19039608637855
722 => 0.19214646747599
723 => 0.19741448703294
724 => 0.19316013339307
725 => 0.19223967722195
726 => 0.17946118493287
727 => 0.18155366232934
728 => 0.18490392053513
729 => 0.1795164294567
730 => 0.18293355251646
731 => 0.18360816499302
801 => 0.17933336457141
802 => 0.18161672017981
803 => 0.17555280465165
804 => 0.16297915513901
805 => 0.16759357890611
806 => 0.17099134799694
807 => 0.16614231256242
808 => 0.17483402089521
809 => 0.16975650432047
810 => 0.16814717533006
811 => 0.16186860917124
812 => 0.16483185071403
813 => 0.16883967733018
814 => 0.16636330644125
815 => 0.17150214786473
816 => 0.17878011779933
817 => 0.18396683258533
818 => 0.18436500414291
819 => 0.18103029401841
820 => 0.18637418827475
821 => 0.18641311271035
822 => 0.18038517815875
823 => 0.17669310180957
824 => 0.17585425429485
825 => 0.17794985985238
826 => 0.18049431186935
827 => 0.18450620352136
828 => 0.18693050562346
829 => 0.19325179975523
830 => 0.19496216070158
831 => 0.19684132883259
901 => 0.1993524769696
902 => 0.20236775415324
903 => 0.19577049933525
904 => 0.19603262056799
905 => 0.18988934822668
906 => 0.18332438069563
907 => 0.18830637271694
908 => 0.19481966455819
909 => 0.19332550821326
910 => 0.19315738510161
911 => 0.19344012154194
912 => 0.19231357645245
913 => 0.18721825476438
914 => 0.18465941611104
915 => 0.18796097080322
916 => 0.18971560018681
917 => 0.19243687734101
918 => 0.19210142249257
919 => 0.19911114019795
920 => 0.2018349045354
921 => 0.20113804906144
922 => 0.20126628723941
923 => 0.20619753246843
924 => 0.21168209135102
925 => 0.21681910449586
926 => 0.22204469490664
927 => 0.21574504170818
928 => 0.2125464663226
929 => 0.21584657965928
930 => 0.21409549307038
1001 => 0.22415775601623
1002 => 0.22485444527081
1003 => 0.23491598060052
1004 => 0.24446557573376
1005 => 0.23846764612934
1006 => 0.24412342359362
1007 => 0.25024060804355
1008 => 0.26204164932486
1009 => 0.25806747378695
1010 => 0.25502331760818
1011 => 0.2521466047285
1012 => 0.25813258756581
1013 => 0.26583345885759
1014 => 0.26749215277581
1015 => 0.27017987059317
1016 => 0.26735406394671
1017 => 0.27075743679998
1018 => 0.28277283848982
1019 => 0.27952617089034
1020 => 0.27491538097122
1021 => 0.2844003866339
1022 => 0.2878329733112
1023 => 0.3119246642721
1024 => 0.34234141928834
1025 => 0.32974868298443
1026 => 0.32193196519554
1027 => 0.32376907929095
1028 => 0.33487624855075
1029 => 0.33844351879306
1030 => 0.32874644856266
1031 => 0.33217161770316
1101 => 0.35104463642256
1102 => 0.36116940544658
1103 => 0.34741860917406
1104 => 0.30948070762268
1105 => 0.27450022978675
1106 => 0.28377862770028
1107 => 0.28272674531909
1108 => 0.30300344947605
1109 => 0.27944873894184
1110 => 0.27984533985781
1111 => 0.30054134478333
1112 => 0.29502000548855
1113 => 0.28607614295072
1114 => 0.27456552988114
1115 => 0.2532870970192
1116 => 0.23444019564037
1117 => 0.27140330942641
1118 => 0.2698093927469
1119 => 0.26750116518974
1120 => 0.27263787584189
1121 => 0.29758028468793
1122 => 0.29700528143333
1123 => 0.2933474040968
1124 => 0.2961218718175
1125 => 0.28558976534492
1126 => 0.28830412899451
1127 => 0.27449468870034
1128 => 0.28073713244647
1129 => 0.2860569534386
1130 => 0.28712498626407
1201 => 0.28953131875495
1202 => 0.26896947108493
1203 => 0.27820113702464
1204 => 0.28362387587409
1205 => 0.25912374447132
1206 => 0.28313958705019
1207 => 0.26861153506298
1208 => 0.2636804960145
1209 => 0.27031949047828
1210 => 0.26773226787911
1211 => 0.26550792581515
1212 => 0.26426670472442
1213 => 0.26914164953954
1214 => 0.26891422753709
1215 => 0.26093787163354
1216 => 0.25053304051522
1217 => 0.25402524336546
1218 => 0.25275649333039
1219 => 0.24815837953128
1220 => 0.25125695305351
1221 => 0.23761240341381
1222 => 0.21413766494068
1223 => 0.22964579622671
1224 => 0.2290487500418
1225 => 0.22874769228148
1226 => 0.24040162432967
1227 => 0.23928136766519
1228 => 0.23724809084958
1229 => 0.24812103680805
1230 => 0.24415226527145
1231 => 0.25638308398707
]
'min_raw' => 0.109793054145
'max_raw' => 0.36116940544658
'avg_raw' => 0.23548122979579
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.109793'
'max' => '$0.361169'
'avg' => '$0.235481'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.059812425201074
'max_diff' => 0.23875123078406
'year' => 2029
]
4 => [
'items' => [
101 => 0.26443909223294
102 => 0.26239582795722
103 => 0.26997254265053
104 => 0.25410569666588
105 => 0.25937602643461
106 => 0.26046223409558
107 => 0.24798686634268
108 => 0.23946465550995
109 => 0.23889632120772
110 => 0.22411998205675
111 => 0.23201338316076
112 => 0.23895924948115
113 => 0.23563271853468
114 => 0.23457963821431
115 => 0.23995959718581
116 => 0.24037766607413
117 => 0.23084565111553
118 => 0.23282765886508
119 => 0.24109296066207
120 => 0.23261939446637
121 => 0.21615663949731
122 => 0.21207364864958
123 => 0.21152890240605
124 => 0.20045550740093
125 => 0.21234649362161
126 => 0.20715575947767
127 => 0.22355322644384
128 => 0.21418708125414
129 => 0.21378332545489
130 => 0.21317298934622
131 => 0.20364166082914
201 => 0.20572841602685
202 => 0.21266510812585
203 => 0.2151401980142
204 => 0.21488202586103
205 => 0.21263111455026
206 => 0.2136615702218
207 => 0.21034211346922
208 => 0.20916994420137
209 => 0.20547025556146
210 => 0.20003273532588
211 => 0.20078885586488
212 => 0.19001570547362
213 => 0.1841459213661
214 => 0.18252124248765
215 => 0.18034865399138
216 => 0.18276664213934
217 => 0.18998518649214
218 => 0.18127809050305
219 => 0.16635038516151
220 => 0.16724756568811
221 => 0.16926326395609
222 => 0.16550702356889
223 => 0.16195205727977
224 => 0.16504281204463
225 => 0.15871774650296
226 => 0.17002761790844
227 => 0.16972171758247
228 => 0.17393733824468
301 => 0.176573452358
302 => 0.17049806277887
303 => 0.16897011872932
304 => 0.16984050510113
305 => 0.15545495718472
306 => 0.17276173207348
307 => 0.1729114017814
308 => 0.17162983887509
309 => 0.18084516221663
310 => 0.2002923687987
311 => 0.19297554742046
312 => 0.1901422530307
313 => 0.18475615832465
314 => 0.1919328097258
315 => 0.1913817548714
316 => 0.18888967583842
317 => 0.18738245866352
318 => 0.19015955252208
319 => 0.18703834600171
320 => 0.18647769154563
321 => 0.18308073553986
322 => 0.18186817679745
323 => 0.18097044657793
324 => 0.17998213381538
325 => 0.18216210549736
326 => 0.17722200286683
327 => 0.17126472337863
328 => 0.17076944004785
329 => 0.1721369608699
330 => 0.1715319347061
331 => 0.17076654341535
401 => 0.16930520299939
402 => 0.16887165451457
403 => 0.1702804767624
404 => 0.16868999858404
405 => 0.17103683577404
406 => 0.17039862591479
407 => 0.16683363752082
408 => 0.16239034205418
409 => 0.1623507874044
410 => 0.16139348668458
411 => 0.16017422028676
412 => 0.15983504826793
413 => 0.16478251729915
414 => 0.17502363012849
415 => 0.17301305463103
416 => 0.17446590148
417 => 0.18161247004161
418 => 0.18388414928253
419 => 0.18227176516499
420 => 0.18006463433739
421 => 0.18016173689243
422 => 0.18770417107427
423 => 0.18817458344246
424 => 0.18936316373608
425 => 0.19089082530613
426 => 0.18253193253617
427 => 0.17976803379467
428 => 0.17845834523568
429 => 0.17442501138726
430 => 0.17877461615087
501 => 0.17624028772376
502 => 0.17658225521356
503 => 0.17635954843721
504 => 0.17648116139647
505 => 0.17002445656889
506 => 0.17237694045364
507 => 0.16846547972348
508 => 0.16322847288787
509 => 0.16321091660463
510 => 0.16449266660838
511 => 0.16373023155127
512 => 0.16167853841657
513 => 0.16196997174263
514 => 0.15941670914574
515 => 0.16227998405021
516 => 0.16236209252918
517 => 0.16125957572732
518 => 0.16567084577344
519 => 0.16747814671059
520 => 0.16675244653341
521 => 0.16742722965159
522 => 0.17309660312015
523 => 0.17402095836763
524 => 0.17443149590908
525 => 0.17388142998934
526 => 0.16753085539118
527 => 0.16781253037934
528 => 0.16574578621054
529 => 0.16399960517603
530 => 0.1640694432599
531 => 0.16496720729928
601 => 0.16888779551242
602 => 0.17713844227566
603 => 0.17745154828918
604 => 0.17783104191151
605 => 0.17628745063127
606 => 0.17582188873097
607 => 0.17643608504919
608 => 0.17953459417506
609 => 0.18750480088384
610 => 0.18468759752075
611 => 0.18239716733417
612 => 0.18440649210334
613 => 0.18409717230474
614 => 0.18148620191606
615 => 0.18141292067336
616 => 0.17640163371977
617 => 0.17454907503451
618 => 0.17300093833549
619 => 0.17131041347529
620 => 0.17030821367126
621 => 0.17184804806192
622 => 0.17220022640585
623 => 0.16883335159898
624 => 0.16837445900383
625 => 0.17112392165016
626 => 0.16991398564981
627 => 0.17115843483114
628 => 0.1714471577159
629 => 0.1714006666816
630 => 0.17013735453697
701 => 0.17094255202545
702 => 0.16903801992427
703 => 0.16696712731572
704 => 0.16564602685263
705 => 0.16449319148004
706 => 0.16513285154794
707 => 0.16285258020319
708 => 0.16212307550721
709 => 0.17066976923387
710 => 0.17698330378219
711 => 0.17689150248942
712 => 0.17633268572908
713 => 0.17550239737505
714 => 0.17947385341042
715 => 0.17809027753947
716 => 0.17909694458722
717 => 0.17935318360055
718 => 0.18012874191966
719 => 0.18040593735726
720 => 0.17956806022024
721 => 0.17675604221034
722 => 0.16974876068833
723 => 0.16648685222404
724 => 0.16541036809944
725 => 0.16544949625283
726 => 0.16437016710644
727 => 0.16468807791219
728 => 0.16425961070205
729 => 0.16344819746339
730 => 0.16508274906696
731 => 0.16527111591236
801 => 0.16488959203666
802 => 0.16497945472075
803 => 0.16182059998086
804 => 0.16206076084606
805 => 0.16072351463044
806 => 0.16047279708576
807 => 0.15709235510004
808 => 0.15110341211943
809 => 0.15442186789145
810 => 0.15041363996434
811 => 0.14889566331378
812 => 0.15608152868372
813 => 0.15536026710546
814 => 0.15412578080835
815 => 0.15229971828543
816 => 0.15162241393289
817 => 0.14750732709533
818 => 0.14726418581183
819 => 0.14930373396522
820 => 0.14836255266899
821 => 0.14704077767587
822 => 0.14225344263696
823 => 0.13687089302106
824 => 0.13703335836046
825 => 0.13874544724739
826 => 0.14372357659275
827 => 0.14177853533501
828 => 0.14036738558573
829 => 0.1401031196567
830 => 0.14341096103674
831 => 0.1480922496037
901 => 0.15028860546139
902 => 0.14811208351074
903 => 0.1456118122861
904 => 0.1457639922104
905 => 0.14677637706898
906 => 0.14688276440326
907 => 0.14525534486806
908 => 0.14571345393455
909 => 0.14501754437217
910 => 0.1407467486724
911 => 0.14066950352103
912 => 0.13962138138043
913 => 0.13958964465856
914 => 0.13780652743106
915 => 0.13755705700483
916 => 0.13401656952216
917 => 0.13634692910484
918 => 0.13478384624615
919 => 0.13242791168413
920 => 0.13202174767763
921 => 0.13200953789714
922 => 0.134428555915
923 => 0.13631866147088
924 => 0.13481103674169
925 => 0.13446777981493
926 => 0.13813286575936
927 => 0.13766645016493
928 => 0.13726253726822
929 => 0.14767309155735
930 => 0.13943232549182
1001 => 0.13583888112076
1002 => 0.13139131133501
1003 => 0.13283946248384
1004 => 0.13314460920867
1005 => 0.12244900560863
1006 => 0.11810980056015
1007 => 0.116620748907
1008 => 0.11576377862851
1009 => 0.11615431074557
1010 => 0.11224851726395
1011 => 0.11487327507946
1012 => 0.11149118807288
1013 => 0.11092417017997
1014 => 0.11697176070792
1015 => 0.11781324760037
1016 => 0.11422320308768
1017 => 0.11652859284024
1018 => 0.11569262646865
1019 => 0.11154916424743
1020 => 0.11139091446783
1021 => 0.10931187077496
1022 => 0.10605856997781
1023 => 0.1045717242158
1024 => 0.10379736203356
1025 => 0.10411687896197
1026 => 0.10395532142559
1027 => 0.10290104921895
1028 => 0.10401575107438
1029 => 0.10116814846036
1030 => 0.10003421015477
1031 => 0.099522036529298
1101 => 0.096994625307463
1102 => 0.10101686050627
1103 => 0.10180929151122
1104 => 0.10260328385005
1105 => 0.10951444507791
1106 => 0.10916918299371
1107 => 0.11229018408547
1108 => 0.1121689077222
1109 => 0.11127874765396
1110 => 0.1075233087503
1111 => 0.10902015976304
1112 => 0.10441308500812
1113 => 0.10786501866513
1114 => 0.10628970030027
1115 => 0.10733240194135
1116 => 0.10545753037407
1117 => 0.10649516171095
1118 => 0.10199720629975
1119 => 0.097797078824707
1120 => 0.099487332730028
1121 => 0.10132483202909
1122 => 0.10530899869558
1123 => 0.10293606189768
1124 => 0.10378945970088
1125 => 0.10093071991723
1126 => 0.095032323184917
1127 => 0.095065707469858
1128 => 0.094158367636149
1129 => 0.09337429354604
1130 => 0.10320862223394
1201 => 0.10198556800387
1202 => 0.10003679115763
1203 => 0.10264530640763
1204 => 0.10333503924244
1205 => 0.10335467496659
1206 => 0.10525778035747
1207 => 0.10627346804573
1208 => 0.10645248740303
1209 => 0.10944706485489
1210 => 0.11045080771732
1211 => 0.11458508251267
1212 => 0.1061872940416
1213 => 0.10601434711435
1214 => 0.1026820135666
1215 => 0.1005685949485
1216 => 0.10282672114749
1217 => 0.10482711269482
1218 => 0.10274417130804
1219 => 0.10301615947986
1220 => 0.10021998085067
1221 => 0.10121948313818
1222 => 0.10208038915567
1223 => 0.10160504745453
1224 => 0.10089343792112
1225 => 0.10466310340011
1226 => 0.10445040410034
1227 => 0.10796080325861
1228 => 0.11069741043354
1229 => 0.11560189971805
1230 => 0.11048380947285
1231 => 0.11029728592175
]
'min_raw' => 0.09337429354604
'max_raw' => 0.26997254265053
'avg_raw' => 0.18167341809828
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.093374'
'max' => '$0.269972'
'avg' => '$0.181673'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.016418760598958
'max_diff' => -0.091196862796055
'year' => 2030
]
5 => [
'items' => [
101 => 0.11212058355308
102 => 0.11045052857995
103 => 0.11150594567463
104 => 0.11543185570741
105 => 0.11551480400003
106 => 0.11412531322573
107 => 0.11404076258584
108 => 0.11430762948841
109 => 0.11587067727218
110 => 0.11532450034893
111 => 0.11595655011203
112 => 0.11674693801908
113 => 0.12001631752016
114 => 0.12080455384944
115 => 0.11888954822297
116 => 0.11906245178963
117 => 0.11834618711725
118 => 0.11765428441851
119 => 0.11920958064102
120 => 0.12205191505708
121 => 0.12203423304219
122 => 0.12269359937963
123 => 0.12310437914537
124 => 0.12134101168165
125 => 0.12019312430359
126 => 0.12063329736631
127 => 0.12133714367932
128 => 0.1204050494932
129 => 0.11465173238844
130 => 0.1163969212747
131 => 0.11610643650865
201 => 0.11569275087764
202 => 0.11744755179793
203 => 0.1172782969683
204 => 0.11220845770646
205 => 0.11253301236695
206 => 0.11222819495032
207 => 0.11321312238322
208 => 0.11039733926632
209 => 0.11126345518849
210 => 0.11180667497554
211 => 0.11212663560333
212 => 0.11328255278994
213 => 0.11314691924964
214 => 0.11327412161864
215 => 0.11498804165556
216 => 0.12365646105599
217 => 0.12412826399817
218 => 0.12180493375707
219 => 0.12273305836273
220 => 0.12095126207841
221 => 0.12214739386107
222 => 0.12296575684831
223 => 0.11926773187112
224 => 0.11904875883195
225 => 0.11725960844055
226 => 0.11822099651823
227 => 0.11669135896039
228 => 0.11706667851263
301 => 0.11601725232479
302 => 0.11790601052424
303 => 0.12001793567457
304 => 0.12055149137
305 => 0.1191479360455
306 => 0.11813166949176
307 => 0.11634744020241
308 => 0.11931465327475
309 => 0.12018235680128
310 => 0.11931009559751
311 => 0.11910797361732
312 => 0.11872495283007
313 => 0.11918923328799
314 => 0.12017763110152
315 => 0.1197115209455
316 => 0.12001939491536
317 => 0.11884609682053
318 => 0.12134159542966
319 => 0.1253050477954
320 => 0.12531779094284
321 => 0.12485167827432
322 => 0.12466095501289
323 => 0.12513921489688
324 => 0.1253986512647
325 => 0.12694525603167
326 => 0.12860482456608
327 => 0.13634930678968
328 => 0.13417468717134
329 => 0.14104605252144
330 => 0.14648041037824
331 => 0.14810993668382
401 => 0.14661084915782
402 => 0.14148255171049
403 => 0.14123093297188
404 => 0.14889477446954
405 => 0.14672938822027
406 => 0.14647182241613
407 => 0.14373175742428
408 => 0.14535147519811
409 => 0.14499721916115
410 => 0.14443800867601
411 => 0.14752831735796
412 => 0.15331309933681
413 => 0.15241148681606
414 => 0.15173847489393
415 => 0.14878953256195
416 => 0.15056545451592
417 => 0.14993308272366
418 => 0.15265015325627
419 => 0.15104062086323
420 => 0.14671298328972
421 => 0.14740217383738
422 => 0.14729800407256
423 => 0.14944181045101
424 => 0.14879829298874
425 => 0.14717234695997
426 => 0.15329332758089
427 => 0.15289586514605
428 => 0.15345937600609
429 => 0.15370745091383
430 => 0.15743318395401
501 => 0.15895949757042
502 => 0.15930599748322
503 => 0.16075587736947
504 => 0.15926992315084
505 => 0.16521479949276
506 => 0.16916779536699
507 => 0.17375940349421
508 => 0.180468977076
509 => 0.18299183880978
510 => 0.18253610641884
511 => 0.18762322853324
512 => 0.19676467389246
513 => 0.18438385388986
514 => 0.19742088741558
515 => 0.19329351312113
516 => 0.18350758291727
517 => 0.18287748438068
518 => 0.18950462993172
519 => 0.2042030009248
520 => 0.20052122569857
521 => 0.20420902299011
522 => 0.19990701156065
523 => 0.19969338043298
524 => 0.20400008389725
525 => 0.2140629312877
526 => 0.20928244969269
527 => 0.20242845710407
528 => 0.20748933857157
529 => 0.20310513468195
530 => 0.19322629625723
531 => 0.20051841031445
601 => 0.19564238131184
602 => 0.19706546579876
603 => 0.20731415350767
604 => 0.20608100428787
605 => 0.20767681356484
606 => 0.20486025196059
607 => 0.20222913929123
608 => 0.19731797210487
609 => 0.19586401761861
610 => 0.19626583833081
611 => 0.19586381849622
612 => 0.19311606559141
613 => 0.19252268861323
614 => 0.19153370098649
615 => 0.19184022960622
616 => 0.18998064352941
617 => 0.19349006666643
618 => 0.19414144652559
619 => 0.19669531202311
620 => 0.19696046281118
621 => 0.20407294186977
622 => 0.20015550792466
623 => 0.20278366083001
624 => 0.20254857409703
625 => 0.18371967369832
626 => 0.18631413004447
627 => 0.19035028993382
628 => 0.18853200537455
629 => 0.18596137642081
630 => 0.18388545571226
701 => 0.18074022356501
702 => 0.18516707741343
703 => 0.19098791948068
704 => 0.19710808897186
705 => 0.20446107160613
706 => 0.20281997148032
707 => 0.19697063007614
708 => 0.19723302725859
709 => 0.19885506339097
710 => 0.19675437922201
711 => 0.19613484645036
712 => 0.19876994910172
713 => 0.19878809560545
714 => 0.1963710045929
715 => 0.19368485025543
716 => 0.19367359517067
717 => 0.19319561995149
718 => 0.19999204229031
719 => 0.20372938738086
720 => 0.20415786797246
721 => 0.20370054722309
722 => 0.20387655182911
723 => 0.2017018730677
724 => 0.20667254383533
725 => 0.21123412288009
726 => 0.21001152225218
727 => 0.208178670108
728 => 0.20671871509305
729 => 0.20966760324869
730 => 0.2095362939011
731 => 0.21119428146657
801 => 0.2111190655736
802 => 0.2105615467154
803 => 0.21001154216293
804 => 0.21219224804378
805 => 0.21156423977116
806 => 0.21093525602823
807 => 0.2096737328392
808 => 0.20984519479227
809 => 0.20801265911586
810 => 0.20716484426083
811 => 0.1944157430334
812 => 0.19100876659654
813 => 0.19208067073898
814 => 0.19243356941464
815 => 0.19095084890316
816 => 0.19307668923698
817 => 0.19274537927278
818 => 0.19403431253365
819 => 0.19322904299123
820 => 0.19326209153414
821 => 0.19563021755682
822 => 0.19631769461593
823 => 0.19596803823504
824 => 0.1962129255787
825 => 0.20185625105266
826 => 0.20105395063365
827 => 0.2006277445265
828 => 0.20074580653092
829 => 0.20218779718379
830 => 0.20259147583682
831 => 0.20088106101793
901 => 0.20168770253431
902 => 0.20512227973299
903 => 0.20632418737229
904 => 0.21016009960856
905 => 0.20853053591269
906 => 0.21152167060232
907 => 0.22071539888529
908 => 0.22805998519533
909 => 0.22130560009675
910 => 0.23479299752771
911 => 0.24529487107997
912 => 0.24489179168125
913 => 0.2430605471147
914 => 0.23110444328221
915 => 0.22010225828009
916 => 0.22930605321182
917 => 0.22932951557787
918 => 0.2285389014308
919 => 0.22362846486459
920 => 0.22836802888228
921 => 0.22874423826244
922 => 0.2285336610517
923 => 0.22476884084951
924 => 0.21902065625586
925 => 0.22014383776625
926 => 0.22198363199255
927 => 0.21850051770088
928 => 0.21738745163535
929 => 0.21945685322065
930 => 0.22612489630542
1001 => 0.22486434138559
1002 => 0.22483142320233
1003 => 0.23022461170785
1004 => 0.22636425266082
1005 => 0.22015800468202
1006 => 0.21859084521702
1007 => 0.21302848488138
1008 => 0.21687042697765
1009 => 0.21700869163402
1010 => 0.21490449921159
1011 => 0.22032874830023
1012 => 0.22027876288996
1013 => 0.2254282801067
1014 => 0.23527222295476
1015 => 0.23236088466358
1016 => 0.22897531498365
1017 => 0.22934342027952
1018 => 0.23338062681397
1019 => 0.23093963958278
1020 => 0.23181743561028
1021 => 0.23337929816455
1022 => 0.2343216086224
1023 => 0.22920783630597
1024 => 0.228015571359
1025 => 0.22557661570564
1026 => 0.22494033770094
1027 => 0.22692681619013
1028 => 0.22640344929155
1029 => 0.21699707102504
1030 => 0.2160140521596
1031 => 0.21604419994477
1101 => 0.21357235226761
1102 => 0.20980219124853
1103 => 0.21970994930207
1104 => 0.21891421767138
1105 => 0.21803579153584
1106 => 0.21814339372522
1107 => 0.22244401569118
1108 => 0.21994943776431
1109 => 0.22658168203619
1110 => 0.2252182919974
1111 => 0.22381993614866
1112 => 0.2236266407754
1113 => 0.22308839307575
1114 => 0.2212425414405
1115 => 0.21901356467246
1116 => 0.21754180113953
1117 => 0.20067081233512
1118 => 0.20380196972319
1119 => 0.20740408088419
1120 => 0.20864751522241
1121 => 0.20652053474384
1122 => 0.2213265275939
1123 => 0.2240317251617
1124 => 0.21583750527316
1125 => 0.2143047012998
1126 => 0.22142701796721
1127 => 0.21713139034896
1128 => 0.21906571120243
1129 => 0.21488476753417
1130 => 0.22338012228505
1201 => 0.22331540191546
1202 => 0.22001051704108
1203 => 0.22280378310603
1204 => 0.22231838438834
1205 => 0.21858717750474
1206 => 0.22349840819849
1207 => 0.22350084410764
1208 => 0.22031996427044
1209 => 0.21660539300473
1210 => 0.21594131539667
1211 => 0.21544102212528
1212 => 0.2189426697262
1213 => 0.22208223601582
1214 => 0.22792419051632
1215 => 0.22939299667916
1216 => 0.23512584491669
1217 => 0.23171221291855
1218 => 0.23322543176939
1219 => 0.23486824488985
1220 => 0.23565586991225
1221 => 0.23437247720454
1222 => 0.24327795025189
1223 => 0.24402984503373
1224 => 0.24428194885022
1225 => 0.24127907344473
1226 => 0.24394632963654
1227 => 0.24269840879463
1228 => 0.24594515214289
1229 => 0.24645428295639
1230 => 0.24602306727021
1231 => 0.2461846734265
]
'min_raw' => 0.11039733926632
'max_raw' => 0.24645428295639
'avg_raw' => 0.17842581111136
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.110397'
'max' => '$0.246454'
'avg' => '$0.178425'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.017023045720282
'max_diff' => -0.023518259694136
'year' => 2031
]
6 => [
'items' => [
101 => 0.23858542321368
102 => 0.23819136200091
103 => 0.23281830940344
104 => 0.23500786805251
105 => 0.23091459310635
106 => 0.23221261275718
107 => 0.23278476745128
108 => 0.23248590630858
109 => 0.23513166241334
110 => 0.23288222923203
111 => 0.2269456052255
112 => 0.22100736378973
113 => 0.22093281400569
114 => 0.21936937985432
115 => 0.21823930332013
116 => 0.21845699615223
117 => 0.21922417408669
118 => 0.21819471354392
119 => 0.2184144011457
120 => 0.22206267910597
121 => 0.22279431523258
122 => 0.22030792980568
123 => 0.210324733533
124 => 0.20787483212673
125 => 0.2096357726739
126 => 0.20879415651145
127 => 0.16851318002052
128 => 0.17797659795089
129 => 0.17235375636397
130 => 0.17494502046173
131 => 0.16920555522925
201 => 0.17194472886933
202 => 0.17143890351661
203 => 0.18665579950576
204 => 0.18641820860505
205 => 0.18653193079619
206 => 0.18110367431142
207 => 0.18975103428488
208 => 0.19401103475682
209 => 0.1932226220457
210 => 0.19342104853941
211 => 0.19001142395918
212 => 0.1865649434152
213 => 0.18274226608237
214 => 0.18984432806956
215 => 0.18905470001283
216 => 0.19086582267577
217 => 0.19547201754034
218 => 0.19615029723138
219 => 0.19706191201457
220 => 0.19673516300796
221 => 0.20451964997557
222 => 0.2035768972401
223 => 0.20584866008412
224 => 0.2011754715549
225 => 0.19588731515095
226 => 0.19689242080048
227 => 0.19679562104388
228 => 0.19556324904079
229 => 0.19445071869947
301 => 0.19259866913465
302 => 0.1984588280095
303 => 0.19822091626108
304 => 0.20207243092572
305 => 0.20139163829713
306 => 0.19684513850518
307 => 0.19700751763469
308 => 0.19809959531742
309 => 0.20187928864647
310 => 0.20300135896768
311 => 0.20248157128813
312 => 0.20371187017088
313 => 0.20468424824447
314 => 0.20383398588592
315 => 0.21587190783837
316 => 0.21087292336272
317 => 0.21330939361344
318 => 0.21389047741172
319 => 0.2124020434813
320 => 0.21272483150399
321 => 0.21321376740389
322 => 0.21618249044459
323 => 0.22397327871034
324 => 0.22742376579954
325 => 0.23780472645146
326 => 0.22713725087988
327 => 0.22650428702587
328 => 0.22837421151426
329 => 0.23446893435322
330 => 0.23940813476599
331 => 0.24104675249221
401 => 0.24126332287536
402 => 0.244337478663
403 => 0.24609952743087
404 => 0.24396419529206
405 => 0.24215472488301
406 => 0.23567342647755
407 => 0.23642365441597
408 => 0.24159198094645
409 => 0.24889254658367
410 => 0.2551571913948
411 => 0.25296353112686
412 => 0.26969961048846
413 => 0.27135892439641
414 => 0.27112966086637
415 => 0.2749098248877
416 => 0.26740696912238
417 => 0.26419935292172
418 => 0.24254595292381
419 => 0.24862967509252
420 => 0.25747272254921
421 => 0.25630231205859
422 => 0.2498802546202
423 => 0.25515231968835
424 => 0.25340921010411
425 => 0.25203434725333
426 => 0.25833286050302
427 => 0.25140738645632
428 => 0.25740363564788
429 => 0.24971338403645
430 => 0.25297355158218
501 => 0.25112292280666
502 => 0.25232050642896
503 => 0.24531945704368
504 => 0.24909705335111
505 => 0.24516229661771
506 => 0.24516043103069
507 => 0.24507357105772
508 => 0.24970279490518
509 => 0.24985375372866
510 => 0.24643275031101
511 => 0.24593973027241
512 => 0.24776268375738
513 => 0.24562848265876
514 => 0.2466270619203
515 => 0.24565872860732
516 => 0.24544073638235
517 => 0.24370373724545
518 => 0.24295539025749
519 => 0.243248836394
520 => 0.24224715344825
521 => 0.24164360324098
522 => 0.24495350973036
523 => 0.24318516021433
524 => 0.24468248480532
525 => 0.24297609445646
526 => 0.23706100206841
527 => 0.23365916988508
528 => 0.22248610869342
529 => 0.22565477498723
530 => 0.22775560401826
531 => 0.22706128003603
601 => 0.22855295661756
602 => 0.22864453344477
603 => 0.22815957418227
604 => 0.22759805348343
605 => 0.22732473626128
606 => 0.22936181891061
607 => 0.2305444139536
608 => 0.22796645031699
609 => 0.22736246950647
610 => 0.22996893307636
611 => 0.23155887434829
612 => 0.24329810738936
613 => 0.24242842708846
614 => 0.24461115397759
615 => 0.24436541242655
616 => 0.24665325794202
617 => 0.25039291844417
618 => 0.24278914301778
619 => 0.24410889551303
620 => 0.24378532267873
621 => 0.24731800603826
622 => 0.2473290346901
623 => 0.24521101454545
624 => 0.24635922762682
625 => 0.24571832658437
626 => 0.24687652139104
627 => 0.24241681197782
628 => 0.24784825664724
629 => 0.25092753578024
630 => 0.25097029157399
701 => 0.25242984544436
702 => 0.25391283670831
703 => 0.25675930929816
704 => 0.25383345013271
705 => 0.24857011432071
706 => 0.24895011016587
707 => 0.24586421830507
708 => 0.24591609270476
709 => 0.24563918309374
710 => 0.24647020968121
711 => 0.24259917558109
712 => 0.24350769954707
713 => 0.24223576067439
714 => 0.24410613056633
715 => 0.24209392174582
716 => 0.24378516664212
717 => 0.2445150518737
718 => 0.24720834409156
719 => 0.24169612029539
720 => 0.23045632283025
721 => 0.23281906452679
722 => 0.22932438396825
723 => 0.22964782995913
724 => 0.23030124233675
725 => 0.22818331903764
726 => 0.22858735205968
727 => 0.228572917157
728 => 0.22844852496403
729 => 0.22789757131585
730 => 0.22709857952314
731 => 0.23028151690861
801 => 0.23082235999401
802 => 0.23202458717656
803 => 0.23560159979336
804 => 0.23524417188118
805 => 0.23582715163549
806 => 0.23455451010512
807 => 0.2297068641497
808 => 0.22997011464781
809 => 0.2266873767181
810 => 0.2319406401871
811 => 0.23069659805795
812 => 0.22989455600432
813 => 0.22967571139912
814 => 0.23326159073832
815 => 0.23433454203838
816 => 0.23366595079126
817 => 0.23229465063751
818 => 0.23492795232122
819 => 0.2356325127617
820 => 0.23579023786113
821 => 0.24045594355915
822 => 0.23605099898013
823 => 0.23711131292168
824 => 0.24538357961372
825 => 0.23788177521881
826 => 0.241855648317
827 => 0.24166114790788
828 => 0.24369404691637
829 => 0.2414943908533
830 => 0.24152165822647
831 => 0.24332673482551
901 => 0.24079183028944
902 => 0.24016415227787
903 => 0.23929701960039
904 => 0.24119037207824
905 => 0.24232535125975
906 => 0.25147244991231
907 => 0.25738189280024
908 => 0.25712534829943
909 => 0.25946968480567
910 => 0.25841353973795
911 => 0.25500296871728
912 => 0.26082439757473
913 => 0.25898225390531
914 => 0.25913411799121
915 => 0.25912846560235
916 => 0.26035333009952
917 => 0.25948540134609
918 => 0.25777462468202
919 => 0.25891031807024
920 => 0.26228292141541
921 => 0.27275158568296
922 => 0.27860998889843
923 => 0.27239890245336
924 => 0.27668322671341
925 => 0.2741141588182
926 => 0.27364728275849
927 => 0.27633815500288
928 => 0.27903373726291
929 => 0.27886204032627
930 => 0.27690518602517
1001 => 0.27579980868381
1002 => 0.28417009624113
1003 => 0.29033718152923
1004 => 0.28991662765725
1005 => 0.29177281567674
1006 => 0.29722264111171
1007 => 0.29772090485004
1008 => 0.29765813507147
1009 => 0.29642313640756
1010 => 0.30178919729755
1011 => 0.30626565969883
1012 => 0.29613726989941
1013 => 0.29999402814467
1014 => 0.30172545117796
1015 => 0.30426769388089
1016 => 0.30855688345008
1017 => 0.31321608097358
1018 => 0.3138749425889
1019 => 0.3134074487434
1020 => 0.3103345827307
1021 => 0.31543273225669
1022 => 0.3184191086827
1023 => 0.32019742750238
1024 => 0.32470694814505
1025 => 0.30173614385716
1026 => 0.28547626685915
1027 => 0.28293705227044
1028 => 0.28810064498626
1029 => 0.28946224320655
1030 => 0.28891338467125
1031 => 0.27061141482664
1101 => 0.28284069618689
1102 => 0.29599837466333
1103 => 0.29650381467994
1104 => 0.30309082363933
1105 => 0.30523582376713
1106 => 0.31053922935843
1107 => 0.31020749989474
1108 => 0.31149879476061
1109 => 0.31120194843305
1110 => 0.32102539052715
1111 => 0.3318621059522
1112 => 0.33148686495568
1113 => 0.32992895889913
1114 => 0.33224271505556
1115 => 0.34342736670722
1116 => 0.34239766321353
1117 => 0.34339793244772
1118 => 0.35658526708437
1119 => 0.37373067798849
1120 => 0.36576491325242
1121 => 0.38304833064264
1122 => 0.3939273257352
1123 => 0.4127414228387
1124 => 0.41038580521996
1125 => 0.41770999515813
1126 => 0.40616875805018
1127 => 0.37966774478149
1128 => 0.37547385798991
1129 => 0.38387012555277
1130 => 0.40451153006026
1201 => 0.38322005426831
1202 => 0.38752729209095
1203 => 0.38628680730826
1204 => 0.38622070714592
1205 => 0.38874348149396
1206 => 0.38508406572306
1207 => 0.37017494755611
1208 => 0.37700770855204
1209 => 0.37436925139538
1210 => 0.3772968163207
1211 => 0.39309567680308
1212 => 0.38611062398603
1213 => 0.37875243826288
1214 => 0.38798123607183
1215 => 0.39973266704163
1216 => 0.39899728361089
1217 => 0.39757033238883
1218 => 0.40561398171485
1219 => 0.41889973383331
1220 => 0.42249081924445
1221 => 0.42514168507845
1222 => 0.42550719469021
1223 => 0.42927217085432
1224 => 0.40902694512372
1225 => 0.44115663829246
1226 => 0.44670454873784
1227 => 0.44566177151144
1228 => 0.45182804047972
1229 => 0.45001376772611
1230 => 0.4473851711568
1231 => 0.45716001907454
]
'min_raw' => 0.16851318002052
'max_raw' => 0.45716001907454
'avg_raw' => 0.31283659954753
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.168513'
'max' => '$0.45716'
'avg' => '$0.312836'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.058115840754195
'max_diff' => 0.21070573611815
'year' => 2032
]
7 => [
'items' => [
101 => 0.4459539447264
102 => 0.43004833299473
103 => 0.42132219982142
104 => 0.43281347590113
105 => 0.43983079721274
106 => 0.44446880021425
107 => 0.44587225712015
108 => 0.41059852436642
109 => 0.39158793878306
110 => 0.40377350618518
111 => 0.41864073941871
112 => 0.40894435689244
113 => 0.40932443672979
114 => 0.39549994341182
115 => 0.41986390032282
116 => 0.41631427673402
117 => 0.4347297301919
118 => 0.43033473443093
119 => 0.44535182184204
120 => 0.44139731944929
121 => 0.45781223778834
122 => 0.46436059312997
123 => 0.47535630091867
124 => 0.48344478832863
125 => 0.48819450284387
126 => 0.4879093478001
127 => 0.50673008300784
128 => 0.49563215300224
129 => 0.48169053733394
130 => 0.48143837749173
131 => 0.48865893780057
201 => 0.50379125134391
202 => 0.50771484007949
203 => 0.50990759091686
204 => 0.50654931667923
205 => 0.49450330905396
206 => 0.48930190403601
207 => 0.49373365181051
208 => 0.48831400510672
209 => 0.49766983580175
210 => 0.51051738964362
211 => 0.50786442058001
212 => 0.51673289840432
213 => 0.5259108399614
214 => 0.53903570859518
215 => 0.54246703526853
216 => 0.5481388877779
217 => 0.55397708711654
218 => 0.55585215940023
219 => 0.55943225419055
220 => 0.55941338532382
221 => 0.57020224194261
222 => 0.58210268489622
223 => 0.58659482661532
224 => 0.59692425880025
225 => 0.57923546817004
226 => 0.59265261905724
227 => 0.60475522501056
228 => 0.59032599926113
301 => 0.61021332537831
302 => 0.61098550518579
303 => 0.62264450350464
304 => 0.61082587511467
305 => 0.6038080113031
306 => 0.62406832117117
307 => 0.63387164692255
308 => 0.63091880542412
309 => 0.60844753582133
310 => 0.59536829307442
311 => 0.56113739200823
312 => 0.60168537298601
313 => 0.62143511171946
314 => 0.6083963887692
315 => 0.61497236220809
316 => 0.65084874102414
317 => 0.66450814325379
318 => 0.66166708307645
319 => 0.66214717547859
320 => 0.66951754098602
321 => 0.70220180058039
322 => 0.68261663461624
323 => 0.69758876015366
324 => 0.7055299215527
325 => 0.71290611482585
326 => 0.6947925154168
327 => 0.67122698872725
328 => 0.66376279721116
329 => 0.60709994473694
330 => 0.60415039719136
331 => 0.60249472677359
401 => 0.59205595898877
402 => 0.58385394692904
403 => 0.57733140241796
404 => 0.56021429782423
405 => 0.56599081814674
406 => 0.53870972604169
407 => 0.55616320198796
408 => 0.51262192026331
409 => 0.54888439351977
410 => 0.52914837797862
411 => 0.54240058161607
412 => 0.54235434592601
413 => 0.51795283741448
414 => 0.50387855655152
415 => 0.5128472360966
416 => 0.5224623725036
417 => 0.52402239603643
418 => 0.53648867136884
419 => 0.53996774085243
420 => 0.52942599789494
421 => 0.51171962397931
422 => 0.51583241080052
423 => 0.50379521105785
424 => 0.48270048151303
425 => 0.49785108455077
426 => 0.50302416655284
427 => 0.50530889426894
428 => 0.48456465050767
429 => 0.47804635873843
430 => 0.47457607489425
501 => 0.50904180260479
502 => 0.51092991297075
503 => 0.50127007338657
504 => 0.54493346429062
505 => 0.53505109417192
506 => 0.54609212283397
507 => 0.51545921850469
508 => 0.51662943670274
509 => 0.50212732887919
510 => 0.51024754022918
511 => 0.50450843657364
512 => 0.5095915073976
513 => 0.51263827909119
514 => 0.52713800726155
515 => 0.54904995712424
516 => 0.52497223139622
517 => 0.51448122149714
518 => 0.52098978503485
519 => 0.53832294742425
520 => 0.56458357571245
521 => 0.54903675522144
522 => 0.55593617015321
523 => 0.5574433853822
524 => 0.54597973552671
525 => 0.5650062568342
526 => 0.57520272417406
527 => 0.58566218980315
528 => 0.59474385074131
529 => 0.58148444922231
530 => 0.59567390950818
531 => 0.58423970929469
601 => 0.5739820496573
602 => 0.5739976062928
603 => 0.56756282656177
604 => 0.55509462999847
605 => 0.55279530325574
606 => 0.56475669134436
607 => 0.57434859184377
608 => 0.57513862671101
609 => 0.58044919567712
610 => 0.58359193568805
611 => 0.61439506014309
612 => 0.62678433161571
613 => 0.64193369825553
614 => 0.64783523033326
615 => 0.66559672607088
616 => 0.6512528757446
617 => 0.64814949349946
618 => 0.60506591458097
619 => 0.61212084821528
620 => 0.62341647766367
621 => 0.60525217535013
622 => 0.61677324432201
623 => 0.61904774738667
624 => 0.60463495930818
625 => 0.61233345216071
626 => 0.59188853758844
627 => 0.54949560039241
628 => 0.56505345229196
629 => 0.57650926800635
630 => 0.56016040649002
701 => 0.58946510796972
702 => 0.57234590633711
703 => 0.56691994128617
704 => 0.54575131712624
705 => 0.55574209287466
706 => 0.56925476012853
707 => 0.56090550278182
708 => 0.57823146542354
709 => 0.60276964918968
710 => 0.62025702021554
711 => 0.62159948342135
712 => 0.61035627541459
713 => 0.62837358799862
714 => 0.62850482445085
715 => 0.60818122225318
716 => 0.5957331290694
717 => 0.59290489610703
718 => 0.59997037655476
719 => 0.60854917417794
720 => 0.62207554698404
721 => 0.63024925078061
722 => 0.65156193528455
723 => 0.65732853662877
724 => 0.66366428318177
725 => 0.67213079444847
726 => 0.68229701199306
727 => 0.66005390676857
728 => 0.66093766680548
729 => 0.64022519519719
730 => 0.61809094881484
731 => 0.63488808274628
801 => 0.65684810093255
802 => 0.65181044849696
803 => 0.65124360968805
804 => 0.65219687533666
805 => 0.64839864991456
806 => 0.63121941709925
807 => 0.62259211392709
808 => 0.63372353607895
809 => 0.63963939155007
810 => 0.64881436746895
811 => 0.64768335802671
812 => 0.67131711067327
813 => 0.68050047230415
814 => 0.67815097542077
815 => 0.67858333939111
816 => 0.69520937696929
817 => 0.71370095016163
818 => 0.73102074863426
819 => 0.74863919154327
820 => 0.72739947095693
821 => 0.71661525072703
822 => 0.72774181324821
823 => 0.72183790255676
824 => 0.75576352460346
825 => 0.7581124610666
826 => 0.79203562990467
827 => 0.82423275662781
828 => 0.80401031820445
829 => 0.82307916679905
830 => 0.84370368126014
831 => 0.88349171586247
901 => 0.87009250556834
902 => 0.85982892047543
903 => 0.85012988215592
904 => 0.87031204121986
905 => 0.89627606643775
906 => 0.90186846878935
907 => 0.91093029706105
908 => 0.901402892661
909 => 0.91287760185169
910 => 0.95338836753755
911 => 0.94244200105081
912 => 0.92689640092342
913 => 0.95887575973711
914 => 0.97044896537518
915 => 1.051675783478
916 => 1.1542279966453
917 => 1.1117707069999
918 => 1.0854160972288
919 => 1.0916100556647
920 => 1.1290586523019
921 => 1.1410859529827
922 => 1.1083916036731
923 => 1.119939800568
924 => 1.1835715008525
925 => 1.2177078665058
926 => 1.1713460968231
927 => 1.0434358130029
928 => 0.92549668972004
929 => 0.95677945608258
930 => 0.95323296119433
1001 => 1.0215972849338
1002 => 0.94218093383031
1003 => 0.94351810150831
1004 => 1.0132961270636
1005 => 0.99468054614367
1006 => 0.96452568915682
1007 => 0.92571685354741
1008 => 0.85397513154061
1009 => 0.79043148769327
1010 => 0.91505520650511
1011 => 0.90968120513642
1012 => 0.90189885477217
1013 => 0.91921763336955
1014 => 1.0033127062173
1015 => 1.001374042599
1016 => 0.98904125377408
1017 => 0.99839556540158
1018 => 0.96288583310108
1019 => 0.9720374996565
1020 => 0.92547800756035
1021 => 0.94652484248395
1022 => 0.96446099037696
1023 => 0.96806193761569
1024 => 0.97617505561346
1025 => 0.90684935061163
1026 => 0.93797455686169
1027 => 0.95625769949617
1028 => 0.87365379592716
1029 => 0.95462488591441
1030 => 0.90564254432332
1031 => 0.88901720189722
1101 => 0.91140103525165
1102 => 0.90267803362444
1103 => 0.8951785090572
1104 => 0.89099364549049
1105 => 0.90742986229245
1106 => 0.90666309313311
1107 => 0.8797702523129
1108 => 0.84468963775536
1109 => 0.85646384348279
1110 => 0.85218616415825
1111 => 0.83668330245449
1112 => 0.84713035942016
1113 => 0.80112680767788
1114 => 0.72198008796183
1115 => 0.77426683533584
1116 => 0.77225385243898
1117 => 0.77123881518088
1118 => 0.81053086073289
1119 => 0.80675383717479
1120 => 0.79989850243211
1121 => 0.83655739885592
1122 => 0.8231764085295
1123 => 0.86441346775772
1124 => 0.8915748620112
1125 => 0.88468585384946
1126 => 0.91023127642726
1127 => 0.8567350974022
1128 => 0.87450438218015
1129 => 0.87816660714572
1130 => 0.83610503376447
1201 => 0.80737180494013
1202 => 0.80545562616034
1203 => 0.75563616706178
1204 => 0.78224931998361
1205 => 0.80566779322772
1206 => 0.79445216189073
1207 => 0.79090162806689
1208 => 0.80904053535604
1209 => 0.81045008380164
1210 => 0.77831222986467
1211 => 0.78499470737164
1212 => 0.81286174944516
1213 => 0.78429252941086
1214 => 0.72878720163981
1215 => 0.71502111293139
1216 => 0.71318446293833
1217 => 0.67584973855885
1218 => 0.715941028804
1219 => 0.69844010623221
1220 => 0.75372531094325
1221 => 0.7221466985128
1222 => 0.7207854076463
1223 => 0.71872761684363
1224 => 0.68659207729216
1225 => 0.69362771813385
1226 => 0.71701525984999
1227 => 0.72536019821382
1228 => 0.72448975277441
1229 => 0.71690064813655
1230 => 0.72037490137726
1231 => 0.70918312117887
]
'min_raw' => 0.39158793878306
'max_raw' => 1.2177078665058
'avg_raw' => 0.80464790264443
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.391587'
'max' => '$1.21'
'avg' => '$0.804647'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.22307475876254
'max_diff' => 0.76054784743125
'year' => 2033
]
8 => [
'items' => [
101 => 0.70523107065405
102 => 0.69275731210061
103 => 0.67442433299079
104 => 0.6769736461787
105 => 0.64065121747723
106 => 0.62086083054347
107 => 0.61538311227331
108 => 0.60805807847285
109 => 0.61621049433224
110 => 0.64054832060039
111 => 0.61119173856313
112 => 0.56086193778504
113 => 0.56388684456961
114 => 0.57068291201165
115 => 0.55801848529389
116 => 0.54603266825029
117 => 0.55645336372962
118 => 0.53512796365391
119 => 0.5732599847275
120 => 0.57222862042121
121 => 0.58644187980908
122 => 0.59532972258976
123 => 0.57484612245357
124 => 0.56969455241286
125 => 0.57262912083385
126 => 0.52412724166679
127 => 0.58247824152468
128 => 0.58298286339453
129 => 0.57866198458006
130 => 0.60973209061939
131 => 0.67529970537146
201 => 0.65063053125054
202 => 0.64107788140118
203 => 0.62291828705461
204 => 0.64711486831139
205 => 0.64525694839634
206 => 0.63685472994527
207 => 0.63177304200954
208 => 0.64113620784418
209 => 0.63061284214506
210 => 0.62872255650275
211 => 0.61726948216141
212 => 0.61318125570323
213 => 0.61015449559057
214 => 0.60682233010985
215 => 0.61417225683642
216 => 0.59751635591062
217 => 0.57743097219221
218 => 0.57576108986288
219 => 0.5803717817917
220 => 0.57833189383884
221 => 0.57575132366417
222 => 0.57082431242424
223 => 0.56936257343829
224 => 0.57411251600768
225 => 0.5687501077857
226 => 0.57666263322273
227 => 0.57451086412386
228 => 0.56249125685405
301 => 0.54751037596731
302 => 0.54737701470395
303 => 0.54414940849047
304 => 0.54003856670376
305 => 0.53889502456202
306 => 0.55557576182204
307 => 0.59010438873782
308 => 0.58332559307423
309 => 0.5882239676601
310 => 0.61231912252302
311 => 0.61997824768736
312 => 0.61454198206203
313 => 0.60710048637983
314 => 0.60742787442361
315 => 0.63285771786364
316 => 0.63444374600612
317 => 0.63845112745008
318 => 0.64360174509143
319 => 0.61541915451825
320 => 0.60610047694204
321 => 0.60168477052587
322 => 0.58808610385755
323 => 0.60275109999777
324 => 0.59420643476461
325 => 0.59535940203189
326 => 0.59460853058653
327 => 0.5950185571694
328 => 0.57324932605048
329 => 0.58118088971311
330 => 0.56799312677191
331 => 0.55033619258951
401 => 0.55027700035481
402 => 0.55459850998139
403 => 0.55202790695481
404 => 0.54511048030653
405 => 0.54609306811259
406 => 0.53748456500407
407 => 0.54713829625194
408 => 0.54741513072142
409 => 0.54369791834869
410 => 0.55857082329424
411 => 0.56466426458556
412 => 0.56221751577143
413 => 0.56449259416623
414 => 0.58360728263848
415 => 0.58672381089179
416 => 0.58810796687561
417 => 0.58625338122282
418 => 0.56484197558218
419 => 0.56579166247066
420 => 0.55882349021008
421 => 0.55293611893779
422 => 0.55317158291348
423 => 0.55619845705213
424 => 0.56941699393945
425 => 0.59723462554348
426 => 0.59829028432843
427 => 0.59956977357153
428 => 0.59436544780008
429 => 0.59279577334872
430 => 0.59486657911741
501 => 0.6053134189663
502 => 0.632185527347
503 => 0.62268712951749
504 => 0.61496478423073
505 => 0.62173936297656
506 => 0.62069646967954
507 => 0.611893400722
508 => 0.61164632789589
509 => 0.59475042405497
510 => 0.58850439310609
511 => 0.5832847421379
512 => 0.57758501954307
513 => 0.57420603293243
514 => 0.57939769208833
515 => 0.58058508596319
516 => 0.56923343248414
517 => 0.56768624406075
518 => 0.5769562493342
519 => 0.57287686563398
520 => 0.5770726129335
521 => 0.57804606229744
522 => 0.57788931452941
523 => 0.57362996943215
524 => 0.57634474898164
525 => 0.56992348603236
526 => 0.56294132701752
527 => 0.55848714456993
528 => 0.55460027962284
529 => 0.5567569382014
530 => 0.54906884415913
531 => 0.54660926814424
601 => 0.57542504275475
602 => 0.59671156528131
603 => 0.59640205081339
604 => 0.59451796109056
605 => 0.59171858593607
606 => 0.60510862723752
607 => 0.60044380459042
608 => 0.60383785282516
609 => 0.60470178054866
610 => 0.6073166295693
611 => 0.60825121334031
612 => 0.60542625207415
613 => 0.59594533702496
614 => 0.57231979814071
615 => 0.56132204601417
616 => 0.55769260463036
617 => 0.55782452793137
618 => 0.55418549435794
619 => 0.55525735283536
620 => 0.55381274572174
621 => 0.55107700933655
622 => 0.55658801418872
623 => 0.55722310615937
624 => 0.55593677177527
625 => 0.55623975008871
626 => 0.54558945078896
627 => 0.54639916991348
628 => 0.54189055093399
629 => 0.54104523922755
630 => 0.52964784305776
701 => 0.50945570366398
702 => 0.52064410898653
703 => 0.50713008868475
704 => 0.50201212442565
705 => 0.52623977122151
706 => 0.52380798745353
707 => 0.51964583071373
708 => 0.5134891334261
709 => 0.51120555451362
710 => 0.4973312519346
711 => 0.4965114841217
712 => 0.50338796311755
713 => 0.50021470466616
714 => 0.49575824799346
715 => 0.47961741366871
716 => 0.4614697718411
717 => 0.46201753507586
718 => 0.46778996229235
719 => 0.48457407294214
720 => 0.4780162305432
721 => 0.4732584406402
722 => 0.47236744961001
723 => 0.48352006776894
724 => 0.49930335900957
725 => 0.50670852612843
726 => 0.49937023041191
727 => 0.49094039141466
728 => 0.49145347665431
729 => 0.49486680288746
730 => 0.49522549521273
731 => 0.48973853662698
801 => 0.49128308332882
802 => 0.48893677565241
803 => 0.4745374897732
804 => 0.47427705235227
805 => 0.47074323537766
806 => 0.4706362328041
807 => 0.46462432857833
808 => 0.46378322161881
809 => 0.45184622088205
810 => 0.45970319091555
811 => 0.45443314792652
812 => 0.44648995006458
813 => 0.44512053975921
814 => 0.44507937363182
815 => 0.45323526176949
816 => 0.45960788461408
817 => 0.45452482258061
818 => 0.45336750788661
819 => 0.46572460103641
820 => 0.46415204829569
821 => 0.46279022776411
822 => 0.49789013839162
823 => 0.47010582024976
824 => 0.45799027166648
825 => 0.44299497961438
826 => 0.44787752231937
827 => 0.44890634580679
828 => 0.41284537152606
829 => 0.39821543875148
830 => 0.39319499714062
831 => 0.39030566201495
901 => 0.39162236831371
902 => 0.37845371289662
903 => 0.38730326712636
904 => 0.3759003246539
905 => 0.37398858424
906 => 0.39437845793428
907 => 0.39721558974292
908 => 0.38511150401948
909 => 0.39288428652741
910 => 0.39006576754028
911 => 0.37609579537416
912 => 0.37556224519357
913 => 0.36855260422888
914 => 0.35758387345309
915 => 0.35257086915821
916 => 0.34996005299654
917 => 0.35103732662864
918 => 0.35049262411513
919 => 0.34693807176353
920 => 0.35069636689511
921 => 0.34109547586868
922 => 0.33727232370232
923 => 0.33554549456523
924 => 0.3270241511726
925 => 0.34058539796888
926 => 0.34325713442783
927 => 0.34593413503295
928 => 0.36923559763457
929 => 0.36807152241224
930 => 0.37859419549446
1001 => 0.37818530376844
1002 => 0.37518406694939
1003 => 0.36252234248931
1004 => 0.36756908018556
1005 => 0.35203600599368
1006 => 0.36367444132461
1007 => 0.35836314547225
1008 => 0.36187868685425
1009 => 0.35555742646584
1010 => 0.35905587296323
1011 => 0.34389070225714
1012 => 0.3297296792315
1013 => 0.33542848828305
1014 => 0.34162374545995
1015 => 0.35505664154164
1016 => 0.34705611945437
1017 => 0.34993340973019
1018 => 0.34029496895878
1019 => 0.32040811256287
1020 => 0.32052067001037
1021 => 0.31746151041257
1022 => 0.31481794987546
1023 => 0.34797507565762
1024 => 0.34385146293001
1025 => 0.33728102573367
1026 => 0.34607581701977
1027 => 0.34840129942792
1028 => 0.34846750264284
1029 => 0.35488395533876
1030 => 0.35830841729278
1031 => 0.35891199355465
1101 => 0.36900842050831
1102 => 0.37239260964809
1103 => 0.38633160576645
1104 => 0.35801787562137
1105 => 0.3574347729814
1106 => 0.34619957776903
1107 => 0.33907403934394
1108 => 0.34668746948116
1109 => 0.35343192924589
1110 => 0.34640914693403
1111 => 0.34732617404493
1112 => 0.33789866257366
1113 => 0.341268554319
1114 => 0.34417115906352
1115 => 0.34256851133082
1116 => 0.34016927010593
1117 => 0.35287896045798
1118 => 0.35216182991864
1119 => 0.36399738576899
1120 => 0.37322404792306
1121 => 0.38975987596629
1122 => 0.37250387737097
1123 => 0.37187500019577
1124 => 0.37802237545838
1125 => 0.37239166851696
1126 => 0.37595008093854
1127 => 0.38918656071234
1128 => 0.38946622667218
1129 => 0.38478146151548
1130 => 0.38449639312995
1201 => 0.38539615352401
1202 => 0.39066607825552
1203 => 0.3888246046259
1204 => 0.3909556045305
1205 => 0.39362045254224
1206 => 0.40464339379092
1207 => 0.40730098760799
1208 => 0.40084441243693
1209 => 0.40142736888367
1210 => 0.39901243253274
1211 => 0.39667963427681
1212 => 0.40192342407832
1213 => 0.41150655300753
1214 => 0.41144693685982
1215 => 0.41367003650199
1216 => 0.41505500916191
1217 => 0.40910969264359
1218 => 0.40523951020551
1219 => 0.40672358441837
1220 => 0.40909665140368
1221 => 0.40595403077844
1222 => 0.38655632047595
1223 => 0.39244034665119
1224 => 0.39146095698145
1225 => 0.39006618699389
1226 => 0.39598262081292
1227 => 0.39541196633784
1228 => 0.37831864930166
1229 => 0.37941290799918
1230 => 0.37838519479735
1231 => 0.3817059464028
]
'min_raw' => 0.31481794987546
'max_raw' => 0.70523107065405
'avg_raw' => 0.51002451026476
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.314817'
'max' => '$0.705231'
'avg' => '$0.510024'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.076769988907594
'max_diff' => -0.51247679585174
'year' => 2034
]
9 => [
'items' => [
101 => 0.37221233703249
102 => 0.37513250733436
103 => 0.3769640107728
104 => 0.37804278036832
105 => 0.38194003586654
106 => 0.38148273791578
107 => 0.38191160958385
108 => 0.38769021065042
109 => 0.41691639186869
110 => 0.41850710842847
111 => 0.41067383831088
112 => 0.41380307521844
113 => 0.40779562464481
114 => 0.41182846646131
115 => 0.41458763440908
116 => 0.40211948501059
117 => 0.40138120212083
118 => 0.39534895666172
119 => 0.3985903436876
120 => 0.39343306386546
121 => 0.39469847993982
122 => 0.39116026627891
123 => 0.39752834641724
124 => 0.40464884951151
125 => 0.40644776979031
126 => 0.40171558502066
127 => 0.39828917138126
128 => 0.3922735177613
129 => 0.40227768379888
130 => 0.40520320681971
131 => 0.40226231727189
201 => 0.40158084890395
202 => 0.4002894675781
203 => 0.40185482155698
204 => 0.40518727379305
205 => 0.40361575085925
206 => 0.40465376944369
207 => 0.40069791299991
208 => 0.40911166079074
209 => 0.42247471716125
210 => 0.42251768157256
211 => 0.42094615016767
212 => 0.4203031133759
213 => 0.42191559996582
214 => 0.42279030779319
215 => 0.42800479374552
216 => 0.43360014492665
217 => 0.45971120744602
218 => 0.45237932557569
219 => 0.47554661359693
220 => 0.49386893052589
221 => 0.49936299223507
222 => 0.49430871397821
223 => 0.47701830108822
224 => 0.47616995094356
225 => 0.50200912762524
226 => 0.4947083767034
227 => 0.49383997561204
228 => 0.48460165518681
301 => 0.49006264674637
302 => 0.48886824778438
303 => 0.48698283059089
304 => 0.49740202207054
305 => 0.51690581839283
306 => 0.51386596883056
307 => 0.51159686214688
308 => 0.50165429718606
309 => 0.50764194204475
310 => 0.50550985639635
311 => 0.51467064939687
312 => 0.50924399855977
313 => 0.49465306633468
314 => 0.49697672038387
315 => 0.49662550474887
316 => 0.50385349762959
317 => 0.50168383357661
318 => 0.49620184302067
319 => 0.51683915653733
320 => 0.51549908418833
321 => 0.51739900039603
322 => 0.51823540226751
323 => 0.53079697133485
324 => 0.53594304425637
325 => 0.53711129290424
326 => 0.54199966416811
327 => 0.53698966577399
328 => 0.5570332314188
329 => 0.57036103299811
330 => 0.58584196037489
331 => 0.60846375615336
401 => 0.61696976062938
402 => 0.61543322705508
403 => 0.63258481443533
404 => 0.66340583569927
405 => 0.62166303665924
406 => 0.66561830540783
407 => 0.65170257481001
408 => 0.61870862789588
409 => 0.61658420668769
410 => 0.63892809060554
411 => 0.6884846746162
412 => 0.67607131238765
413 => 0.68850497842984
414 => 0.67400044653857
415 => 0.67328017427637
416 => 0.6878005256906
417 => 0.72172811823309
418 => 0.70561039077294
419 => 0.68250167622991
420 => 0.69956479143706
421 => 0.68478314192786
422 => 0.65147594846044
423 => 0.6760618201235
424 => 0.65962194790772
425 => 0.66441997661196
426 => 0.69897414276309
427 => 0.6948164940728
428 => 0.70019687646594
429 => 0.69070064237118
430 => 0.68182966230801
501 => 0.66527131925246
502 => 0.66036921019016
503 => 0.66172397677558
504 => 0.66036853883513
505 => 0.65110429807458
506 => 0.64910368616439
507 => 0.64576924533193
508 => 0.64680272797447
509 => 0.64053300368437
510 => 0.65236526881092
511 => 0.65456144148397
512 => 0.66317197731405
513 => 0.66406595170829
514 => 0.68804617143175
515 => 0.67483826937929
516 => 0.68369927039148
517 => 0.68290665905797
518 => 0.61942370677191
519 => 0.6281710974821
520 => 0.64177929234473
521 => 0.63564881900458
522 => 0.62698176401146
523 => 0.61998265240642
524 => 0.60937828262888
525 => 0.62430372945188
526 => 0.64392910487982
527 => 0.66456368361594
528 => 0.68935477793624
529 => 0.6838216942841
530 => 0.66410023135195
531 => 0.66498492177255
601 => 0.67045372983984
602 => 0.66337112649909
603 => 0.66128232850506
604 => 0.67016676107113
605 => 0.67022794327542
606 => 0.66207855217068
607 => 0.65302199528059
608 => 0.65298404797654
609 => 0.65137252115391
610 => 0.67428713358029
611 => 0.68688785348617
612 => 0.6883325057163
613 => 0.68679061688069
614 => 0.68738402869814
615 => 0.68005194742282
616 => 0.69681091095704
617 => 0.71219059318574
618 => 0.70806850980946
619 => 0.70188892083974
620 => 0.69696658057602
621 => 0.70690896287755
622 => 0.70646624424443
623 => 0.71205626507841
624 => 0.71180266944386
625 => 0.70992295568871
626 => 0.70806857693996
627 => 0.71542097906928
628 => 0.713303605332
629 => 0.71118294272847
630 => 0.7069296292199
701 => 0.70750772516577
702 => 0.70132920318921
703 => 0.69847073621292
704 => 0.65548625131084
705 => 0.64399939238644
706 => 0.64761339204063
707 => 0.64880321456425
708 => 0.64380411883954
709 => 0.65097153794645
710 => 0.64985450327081
711 => 0.65420023175028
712 => 0.65148520926591
713 => 0.6515966347357
714 => 0.65958093695843
715 => 0.66189881386134
716 => 0.66071992296096
717 => 0.66154557773757
718 => 0.68057244357745
719 => 0.67786743169994
720 => 0.6764304480529
721 => 0.67682850234365
722 => 0.68169027450634
723 => 0.68305130526898
724 => 0.67728452228976
725 => 0.68000417048013
726 => 0.69158408730001
727 => 0.69563640282044
728 => 0.70856944873984
729 => 0.70307526096672
730 => 0.71316008040717
731 => 0.7441573771988
801 => 0.76892016272575
802 => 0.74614728178978
803 => 0.79162098388829
804 => 0.82702878378713
805 => 0.82566977345223
806 => 0.8194956045427
807 => 0.77918476572294
808 => 0.74209013084025
809 => 0.77312136804102
810 => 0.77320047304628
811 => 0.77053486225049
812 => 0.75397898253179
813 => 0.76995875352323
814 => 0.77122716971452
815 => 0.77051719394649
816 => 0.75782383978347
817 => 0.73844343410053
818 => 0.74223031898084
819 => 0.74843331366515
820 => 0.7366897506475
821 => 0.73293697069579
822 => 0.73991410262162
823 => 0.76239587542982
824 => 0.75814582650848
825 => 0.75803484055534
826 => 0.7762183521421
827 => 0.76320288209339
828 => 0.74227808372647
829 => 0.73699429617464
830 => 0.71824040995142
831 => 0.73119378596485
901 => 0.73165995490712
902 => 0.72456552324486
903 => 0.74285375775621
904 => 0.74268522845561
905 => 0.76004718527966
906 => 0.79323672587404
907 => 0.78342094556218
908 => 0.77200626101334
909 => 0.77324735371867
910 => 0.78685907741832
911 => 0.77862911854409
912 => 0.78158866913657
913 => 0.78685459778404
914 => 0.79003166328271
915 => 0.77279022288567
916 => 0.7687704183757
917 => 0.76054730910795
918 => 0.7584020533916
919 => 0.76509960430937
920 => 0.7633350362705
921 => 0.73162077521262
922 => 0.72830645847559
923 => 0.72840810383816
924 => 0.72007409681572
925 => 0.70736273571563
926 => 0.74076743373072
927 => 0.73808456898166
928 => 0.73512289393594
929 => 0.73548568222996
930 => 0.74998552944804
1001 => 0.74157488580172
1002 => 0.76393596041286
1003 => 0.75933919570824
1004 => 0.75462454133413
1005 => 0.75397283248774
1006 => 0.75215809278912
1007 => 0.74593467512763
1008 => 0.73841952433197
1009 => 0.73345737082546
1010 => 0.67657565417655
1011 => 0.68713256992087
1012 => 0.69927733919155
1013 => 0.70346966487668
1014 => 0.69629840169216
1015 => 0.74621784030752
1016 => 0.75533860277823
1017 => 0.72771121832184
1018 => 0.72254326270873
1019 => 0.74655665061715
1020 => 0.73207364219109
1021 => 0.73859533999854
1022 => 0.72449899651681
1023 => 0.75314167818614
1024 => 0.75292346894143
1025 => 0.74178081884776
1026 => 0.75119851040536
1027 => 0.74956195473922
1028 => 0.7369819302266
1029 => 0.75354048740177
1030 => 0.75354870023954
1031 => 0.74282414178649
1101 => 0.73030020542104
1102 => 0.72806122140107
1103 => 0.72637444770721
1104 => 0.73818049707095
1105 => 0.74876576401393
1106 => 0.76846232148458
1107 => 0.77341450401137
1108 => 0.79274320209887
1109 => 0.78123390348499
1110 => 0.78633582649016
1111 => 0.79187468562333
1112 => 0.79453021837658
1113 => 0.79020317025891
1114 => 0.82022859439834
1115 => 0.82276366015093
1116 => 0.82361364576954
1117 => 0.81348924168587
1118 => 0.82248208215845
1119 => 0.8182746299129
1120 => 0.82922125179192
1121 => 0.83093782187603
1122 => 0.82948394808354
1123 => 0.83002881452245
1124 => 0.80440741186723
1125 => 0.80307880697589
1126 => 0.78496318500897
1127 => 0.79234543486441
1128 => 0.77854467260012
1129 => 0.78292103647773
1130 => 0.78485009597545
1201 => 0.783842464767
1202 => 0.792762816195
1203 => 0.7851786951738
1204 => 0.76516295285394
1205 => 0.74514175725846
1206 => 0.74489040745667
1207 => 0.73961918005984
1208 => 0.73580904812538
1209 => 0.73654301470765
1210 => 0.73912960867633
1211 => 0.73565871058175
1212 => 0.73639940266923
1213 => 0.74869982652694
1214 => 0.75116658880899
1215 => 0.74278356674833
1216 => 0.70912452351048
1217 => 0.70086450987259
1218 => 0.70680164387232
1219 => 0.70396407622085
1220 => 0.56815395165369
1221 => 0.60006052592069
1222 => 0.58110272293612
1223 => 0.58983935075799
1224 => 0.57048834301002
1225 => 0.57972365818056
1226 => 0.57801823268828
1227 => 0.62932305992545
1228 => 0.62852200561562
1229 => 0.62890542792288
1230 => 0.61060368219572
1231 => 0.63975886008564
]
'min_raw' => 0.37221233703249
'max_raw' => 0.83093782187603
'avg_raw' => 0.60157507945426
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.372212'
'max' => '$0.830937'
'avg' => '$0.601575'
'bar_min_pct' => 61.631153054958
'bar_max_pct' => 60.119598047091
'min_diff' => 0.057394387157028
'max_diff' => 0.12570675122197
'year' => 2035
]
10 => [
'items' => [
101 => 0.6541217491005
102 => 0.65146356059976
103 => 0.65213256937698
104 => 0.64063678205234
105 => 0.62901673227273
106 => 0.6161283087543
107 => 0.64007340659425
108 => 0.6374111204709
109 => 0.64351744697755
110 => 0.6590475545577
111 => 0.66133442189202
112 => 0.66440799478046
113 => 0.66330633769177
114 => 0.68955227899862
115 => 0.68637372233006
116 => 0.69403312936811
117 => 0.67827714797023
118 => 0.66044775944704
119 => 0.66383654331867
120 => 0.66351017618095
121 => 0.65935514793105
122 => 0.6556041742109
123 => 0.64935985979715
124 => 0.66911779458691
125 => 0.66831565851667
126 => 0.68130130911265
127 => 0.67900596923393
128 => 0.6636771277589
129 => 0.664224600331
130 => 0.66790661648476
131 => 0.68065011643342
201 => 0.68443325486182
202 => 0.68268075440978
203 => 0.68682879298969
204 => 0.6901072335541
205 => 0.68724051464883
206 => 0.72782720897237
207 => 0.71097278379478
208 => 0.719187513354
209 => 0.72114667794988
210 => 0.71612831903433
211 => 0.71721662138915
212 => 0.71886510291207
213 => 0.72887435991343
214 => 0.75514154648685
215 => 0.76677510461344
216 => 0.80177523822691
217 => 0.76580909955797
218 => 0.76367501773203
219 => 0.7699795986986
220 => 0.79052838227011
221 => 0.80718124130573
222 => 0.81270595537432
223 => 0.81343613754158
224 => 0.82380086841032
225 => 0.82974173885349
226 => 0.82254231746337
227 => 0.81644156164608
228 => 0.79458941156223
229 => 0.79711885743587
301 => 0.81454423117443
302 => 0.83915859792953
303 => 0.86028028529379
304 => 0.85288420654395
305 => 0.90931106658734
306 => 0.91490555927759
307 => 0.9141325812794
308 => 0.92687766819992
309 => 0.9015812661545
310 => 0.89076656418537
311 => 0.8177606143003
312 => 0.838272308344
313 => 0.86808726024609
314 => 0.86414113956152
315 => 0.84248872453427
316 => 0.86026385999537
317 => 0.85438684433205
318 => 0.84975139824079
319 => 0.8709872754103
320 => 0.84763755614067
321 => 0.86785432893477
322 => 0.8419261087106
323 => 0.85291799120868
324 => 0.84667846708524
325 => 0.85071620388042
326 => 0.8271116770803
327 => 0.83984810677415
328 => 0.82658179973154
329 => 0.82657550977468
330 => 0.82628265531143
331 => 0.84189040671524
401 => 0.84239937492818
402 => 0.83086522305876
403 => 0.82920297157706
404 => 0.83534918652618
405 => 0.82815357851701
406 => 0.83152035821588
407 => 0.8282555548443
408 => 0.82752057883807
409 => 0.82166416497463
410 => 0.8191410608568
411 => 0.82013043499378
412 => 0.81675319100693
413 => 0.8147182793446
414 => 0.82587786016381
415 => 0.81991574630831
416 => 0.8249640807067
417 => 0.81921086650914
418 => 0.79926771954428
419 => 0.78779820482984
420 => 0.75012744894392
421 => 0.76081082858274
422 => 0.76789392033603
423 => 0.76555295855382
424 => 0.77058225029395
425 => 0.77089100796058
426 => 0.76925593394831
427 => 0.76736272770804
428 => 0.76644121961115
429 => 0.77330938598794
430 => 0.77729658774152
501 => 0.76860480335301
502 => 0.76656843988177
503 => 0.77535631378512
504 => 0.78071691178958
505 => 0.82029655559464
506 => 0.817364367741
507 => 0.82472358384084
508 => 0.82389504904438
509 => 0.83160867993207
510 => 0.84421720640982
511 => 0.81858054668112
512 => 0.82303018436102
513 => 0.82193923595905
514 => 0.83384992454976
515 => 0.83388710841945
516 => 0.82674605562629
517 => 0.83061733619581
518 => 0.82845649358493
519 => 0.83236142823819
520 => 0.81732520658454
521 => 0.83563770149885
522 => 0.84601970608416
523 => 0.8461638602279
524 => 0.85108484800465
525 => 0.85608485659022
526 => 0.86568193766126
527 => 0.85581719920798
528 => 0.83807149504346
529 => 0.83935267756586
530 => 0.8289483777071
531 => 0.82912327586742
601 => 0.82818965578063
602 => 0.83099151994071
603 => 0.81794005820519
604 => 0.82100321018763
605 => 0.81671477947442
606 => 0.82302086215017
607 => 0.81623655962388
608 => 0.8219387098707
609 => 0.82439956888795
610 => 0.83348019164012
611 => 0.81489534426015
612 => 0.77699958236883
613 => 0.78496573096008
614 => 0.77318317146615
615 => 0.77427369220668
616 => 0.77647671765764
617 => 0.769335991386
618 => 0.77069821692848
619 => 0.77064954864627
620 => 0.77023015168291
621 => 0.76837257299172
622 => 0.76567871637875
623 => 0.77641021199947
624 => 0.77823370222235
625 => 0.78228709510515
626 => 0.79434724288173
627 => 0.79314214972098
628 => 0.795107706665
629 => 0.79081690689234
630 => 0.77447273010182
701 => 0.77536029753575
702 => 0.76429231741232
703 => 0.78200406196918
704 => 0.77780968707451
705 => 0.7751055462939
706 => 0.77436769642822
707 => 0.78645773897844
708 => 0.79007526919766
709 => 0.78782106712846
710 => 0.78319763291896
711 => 0.79207599339683
712 => 0.79445146811275
713 => 0.79498324929751
714 => 0.81071400180753
715 => 0.79586242361596
716 => 0.79943734609866
717 => 0.82732787080209
718 => 0.8020350135254
719 => 0.81543320412289
720 => 0.81477743241396
721 => 0.82163149335358
722 => 0.81421519936186
723 => 0.81430713321424
724 => 0.82039307499432
725 => 0.81184646736958
726 => 0.80973020713048
727 => 0.80680660876711
728 => 0.81319017883583
729 => 0.81701684038798
730 => 0.84785692212514
731 => 0.86778102140593
801 => 0.86691606371008
802 => 0.87482015791721
803 => 0.87125929108369
804 => 0.85976031276905
805 => 0.87938766660113
806 => 0.8731767506053
807 => 0.87368877097373
808 => 0.87366971355004
809 => 0.87779942971958
810 => 0.87487314733053
811 => 0.86910514436501
812 => 0.87293421391495
813 => 0.88430518156087
814 => 0.91960101403769
815 => 0.9393530294993
816 => 0.91841191790554
817 => 0.93285681627026
818 => 0.92419502449498
819 => 0.92262091926342
820 => 0.93169338290607
821 => 0.94078172669533
822 => 0.94020283848595
823 => 0.93360516758656
824 => 0.9298783107052
825 => 0.95809931959951
826 => 0.9788920782205
827 => 0.97747415147897
828 => 0.9837324189816
829 => 1.0021068859302
830 => 1.0037868169117
831 => 1.0035751842208
901 => 0.99941130000058
902 => 1.0175033489376
903 => 1.0325960544601
904 => 0.99844748110978
905 => 1.0114508108039
906 => 1.0172884244448
907 => 1.0258597732114
908 => 1.0403210753056
909 => 1.0560298850508
910 => 1.0582512829872
911 => 1.0566750948477
912 => 1.0463147125452
913 => 1.0635034796135
914 => 1.073572256236
915 => 1.0795679822948
916 => 1.0947721459862
917 => 1.0173244755593
918 => 0.96250316503209
919 => 0.95394202576395
920 => 0.97135143911588
921 => 0.97594216257932
922 => 0.97409164770748
923 => 0.91238527857367
924 => 0.95361715450089
925 => 0.99797918612398
926 => 0.99968331242869
927 => 1.0218918730255
928 => 1.0291238907155
929 => 1.0470046929386
930 => 1.0458862438911
1001 => 1.0502399346867
1002 => 1.0492390965682
1003 => 1.0823595174393
1004 => 1.1188962600902
1005 => 1.1176311088719
1006 => 1.1123785198327
1007 => 1.1201795102554
1008 => 1.1578893441865
1009 => 1.1544176269659
1010 => 1.1577901045255
1011 => 1.2022521239633
1012 => 1.2600590738809
1013 => 1.2332019419213
1014 => 1.2914741903421
1015 => 1.3281534818438
1016 => 1.3915865237866
1017 => 1.383644394521
1018 => 1.4083384122562
1019 => 1.3694263255633
1020 => 1.2800763090862
1021 => 1.2659363269606
1022 => 1.2942449292575
1023 => 1.3638388656913
1024 => 1.2920531685354
1025 => 1.3065753215761
1026 => 1.3023929405235
1027 => 1.3021700792111
1028 => 1.31067578906
1029 => 1.2983378132962
1030 => 1.2480706804749
1031 => 1.2711078112208
1101 => 1.262212068706
1102 => 1.2720825582478
1103 => 1.3253495194053
1104 => 1.3017989261518
1105 => 1.2769902892541
1106 => 1.3081058254011
1107 => 1.3477265953744
1108 => 1.3452471987949
1109 => 1.3404361331232
1110 => 1.3675558584155
1111 => 1.4123496992644
1112 => 1.4244572944497
1113 => 1.4333948736866
1114 => 1.4346272148617
1115 => 1.4473210948612
1116 => 1.379062902834
1117 => 1.4873904065759
1118 => 1.5060955739853
1119 => 1.5025797777621
1120 => 1.5233697841038
1121 => 1.5172528368465
1122 => 1.5083903399903
1123 => 1.5413469222031
1124 => 1.5035648601552
1125 => 1.4499379797075
1126 => 1.4205172124745
1127 => 1.4592608520726
1128 => 1.4829202408084
1129 => 1.498557591743
1130 => 1.5032894446875
1201 => 1.3843615919749
1202 => 1.3202660754039
1203 => 1.3613505666693
1204 => 1.4114764815132
1205 => 1.3787844508461
1206 => 1.380065916554
1207 => 1.3334556721372
1208 => 1.4156004538998
1209 => 1.4036326501434
1210 => 1.4657216372025
1211 => 1.4509036021456
1212 => 1.5015347608117
1213 => 1.4882018799
1214 => 1.5435459231331
1215 => 1.565624160359
1216 => 1.6026969568644
1217 => 1.6299678568872
1218 => 1.6459818509898
1219 => 1.6450204308509
1220 => 1.7084758536256
1221 => 1.6710584077789
1222 => 1.6240532771807
1223 => 1.6232031026675
1224 => 1.6475477258722
1225 => 1.6985673774879
1226 => 1.7117960308462
1227 => 1.7191890433873
1228 => 1.7078663873279
1229 => 1.6672524315939
1230 => 1.6497155314254
1231 => 1.6646574784619
]
'min_raw' => 0.6161283087543
'max_raw' => 1.7191890433873
'avg_raw' => 1.1676586760708
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.616128'
'max' => '$1.71'
'avg' => '$1.16'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.24391597172181
'max_diff' => 0.88825122151131
'year' => 2036
]
11 => [
'items' => [
101 => 1.6463847612124
102 => 1.677928597604
103 => 1.7212450223694
104 => 1.712300351947
105 => 1.742201044109
106 => 1.7731451148522
107 => 1.8173965258
108 => 1.8289654832468
109 => 1.8480885299782
110 => 1.8677724266585
111 => 1.8740943637763
112 => 1.8861649033161
113 => 1.8861012856146
114 => 1.9224766689588
115 => 1.9625998432392
116 => 1.9777454126765
117 => 2.0125718144659
118 => 1.9529328218642
119 => 1.998169682836
120 => 2.0389744637846
121 => 1.990325321754
122 => 2.0573768302468
123 => 2.0599802883796
124 => 2.0992894152169
125 => 2.0594420844498
126 => 2.0357808666375
127 => 2.1040899158874
128 => 2.1371425131045
129 => 2.1271868018317
130 => 2.051423347472
131 => 2.0073257673872
201 => 1.8919138945174
202 => 2.0286242433536
203 => 2.0952118663761
204 => 2.0512509016148
205 => 2.0734222551838
206 => 2.1943819711709
207 => 2.2404355994572
208 => 2.2308567667128
209 => 2.2324754317656
210 => 2.2573251336564
211 => 2.3675223968209
212 => 2.3014896423801
213 => 2.35196920895
214 => 2.378743389041
215 => 2.4036127396508
216 => 2.3425414745921
217 => 2.2630886560658
218 => 2.237922613236
219 => 2.0468798500452
220 => 2.0369352445644
221 => 2.0313530361557
222 => 1.9961580017577
223 => 1.9685043454521
224 => 1.9465131312435
225 => 1.8888016180276
226 => 1.9082775595987
227 => 1.8162974528616
228 => 1.8751430655772
301 => 1.7283405942873
302 => 1.8506020546365
303 => 1.7840607003149
304 => 1.8287414301179
305 => 1.8285855432608
306 => 1.7463141536552
307 => 1.6988617330908
308 => 1.7291002623503
309 => 1.7615183660539
310 => 1.7667780943122
311 => 1.808809011963
312 => 1.8205389376277
313 => 1.7849967152456
314 => 1.7252984393695
315 => 1.7391649872828
316 => 1.6985807279399
317 => 1.6274583744926
318 => 1.6785396904156
319 => 1.6959810975587
320 => 1.7036842165681
321 => 1.6337435504101
322 => 1.6117666746176
323 => 1.6000663703494
324 => 1.7162699776458
325 => 1.7226358735683
326 => 1.6900670499818
327 => 1.8372812208953
328 => 1.8039621200751
329 => 1.8411877190692
330 => 1.7379067434019
331 => 1.7418522157587
401 => 1.6929573467268
402 => 1.7203352062283
403 => 1.7009854175622
404 => 1.7181233457339
405 => 1.7283957492176
406 => 1.7772825950827
407 => 1.8511602638883
408 => 1.7699805305431
409 => 1.7346093582094
410 => 1.7565534345902
411 => 1.8149934017488
412 => 1.903532943481
413 => 1.8511157527512
414 => 1.8743776118955
415 => 1.8794592932704
416 => 1.8408087974161
417 => 1.9049580423936
418 => 1.9393361439246
419 => 1.9746009625496
420 => 2.005220416464
421 => 1.9605154185008
422 => 2.0083561745311
423 => 1.969804970201
424 => 1.9352205545666
425 => 1.9352730048493
426 => 1.9135776957241
427 => 1.8715403005093
428 => 1.8637879598623
429 => 1.9041166149206
430 => 1.9364563771394
501 => 1.9391200348528
502 => 1.9570249888941
503 => 1.9676209562601
504 => 2.0714758409657
505 => 2.113247134727
506 => 2.1643242820481
507 => 2.18422170948
508 => 2.2441058324274
509 => 2.1957445395967
510 => 2.185281269686
511 => 2.0400219753629
512 => 2.0638081766707
513 => 2.1018921799916
514 => 2.0406499665504
515 => 2.0794940549644
516 => 2.0871627008477
517 => 2.0385689795723
518 => 2.0645249857162
519 => 1.9955935288175
520 => 1.8526627812807
521 => 1.9051171651746
522 => 1.9437412476751
523 => 1.8886199196318
524 => 1.9874227666595
525 => 1.9297041831307
526 => 1.9114101631326
527 => 1.8400386688313
528 => 1.8737232668008
529 => 1.9192821678715
530 => 1.8911320638005
531 => 1.9495477565072
601 => 2.032279956276
602 => 2.0912398486189
603 => 2.0957660570451
604 => 2.0578587962746
605 => 2.1186054235803
606 => 2.1190478964416
607 => 2.0505254526836
608 => 2.0085558374163
609 => 1.9990202525228
610 => 2.0228420131484
611 => 2.0517660282875
612 => 2.0973711385844
613 => 2.1249293516044
614 => 2.1967865554135
615 => 2.2162290544568
616 => 2.2375904663079
617 => 2.2661359001565
618 => 2.3004120123908
619 => 2.2254178301624
620 => 2.228397488829
621 => 2.158563944703
622 => 2.0839367876612
623 => 2.1405694974495
624 => 2.214609231964
625 => 2.1976244350597
626 => 2.1957132984401
627 => 2.1989273001293
628 => 2.186121317935
629 => 2.1282003350825
630 => 2.0991127800985
701 => 2.1366431470546
702 => 2.1565888668073
703 => 2.1875229386941
704 => 2.183709661395
705 => 2.2633925084989
706 => 2.2943548533992
707 => 2.2864333606203
708 => 2.2878911059329
709 => 2.3439469524206
710 => 2.406292582479
711 => 2.4646874922592
712 => 2.5240893026073
713 => 2.4524781017406
714 => 2.4161183503053
715 => 2.4536323326772
716 => 2.4337268855831
717 => 2.5481094889248
718 => 2.5560290922078
719 => 2.6704034243854
720 => 2.7789582850641
721 => 2.7107769220341
722 => 2.7750688764153
723 => 2.8446058668785
724 => 2.9787540034521
725 => 2.9335776304425
726 => 2.8989732367211
727 => 2.8662722518616
728 => 2.9343178102191
729 => 3.0218573339915
730 => 3.040712508969
731 => 3.0712650956637
801 => 3.0391427865468
802 => 3.0778305697218
803 => 3.214415444603
804 => 3.1775090057421
805 => 3.1250959295534
806 => 3.2329165705213
807 => 3.2719364413455
808 => 3.5457983296544
809 => 3.8915602763148
810 => 3.748412560002
811 => 3.6595561531388
812 => 3.6804395164538
813 => 3.8067000745936
814 => 3.8472509585583
815 => 3.7370196772143
816 => 3.7759552293148
817 => 3.9904939494476
818 => 4.1055870895726
819 => 3.9492751462118
820 => 3.5180166939012
821 => 3.1203767055065
822 => 3.2258487363908
823 => 3.2138914812667
824 => 3.444386571799
825 => 3.176628799381
826 => 3.1811371535655
827 => 3.4163986384714
828 => 3.3536349077014
829 => 3.2519657020254
830 => 3.1211190032219
831 => 2.8792367786289
901 => 2.664994946922
902 => 3.0851725158463
903 => 3.067053695031
904 => 3.0408149574316
905 => 3.0992064286311
906 => 3.382738838068
907 => 3.3762024983256
908 => 3.3346216397545
909 => 3.3661603545038
910 => 3.2464368128424
911 => 3.2772922955829
912 => 3.1203137173008
913 => 3.1912745906888
914 => 3.2517475655719
915 => 3.2638884105974
916 => 3.2912423543667
917 => 3.0575058997869
918 => 3.1624467057515
919 => 3.2240895976319
920 => 2.9455847695286
921 => 3.2185844526416
922 => 3.0534370681293
923 => 2.9973835653954
924 => 3.0728522223392
925 => 3.0434420133325
926 => 3.018156842654
927 => 3.004047282961
928 => 3.0594631354488
929 => 3.056877919694
930 => 2.9662068292705
1001 => 2.8479300880394
1002 => 2.8876276446982
1003 => 2.8732051501975
1004 => 2.8209361695881
1005 => 2.856159151538
1006 => 2.7010549649735
1007 => 2.4342062736034
1008 => 2.610494692919
1009 => 2.6037077805402
1010 => 2.6002855115569
1011 => 2.7327613864185
1012 => 2.720026887789
1013 => 2.6969136480799
1014 => 2.8205116768152
1015 => 2.7753967336987
1016 => 2.9144303579662
1017 => 3.0060068950398
1018 => 2.9827801230473
1019 => 3.0689082987928
1020 => 2.8885421962259
1021 => 2.9484525804666
1022 => 2.9608000276264
1023 => 2.8189864963262
1024 => 2.722110409255
1025 => 2.7156498787156
1026 => 2.5476800940813
1027 => 2.6374081972282
1028 => 2.7163652147963
1029 => 2.6785509306933
1030 => 2.6665800580158
1031 => 2.7277366503593
1101 => 2.7324890413551
1102 => 2.6241340230133
1103 => 2.6466644624838
1104 => 2.7406201404494
1105 => 2.6442970204645
1106 => 2.4571569326261
1107 => 2.4107436034281
1108 => 2.4045512097457
1109 => 2.278674579873
1110 => 2.4138451640191
1111 => 2.3548395816929
1112 => 2.5412375092659
1113 => 2.4347680127083
1114 => 2.4301783255096
1115 => 2.423240340148
1116 => 2.3148931249186
1117 => 2.3386142792291
1118 => 2.417467008991
1119 => 2.4456025513097
1120 => 2.4426677837382
1121 => 2.4170805875973
1122 => 2.4287942749629
1123 => 2.3910604066389
1124 => 2.3777357923711
1125 => 2.3356796445182
1126 => 2.2738687254817
1127 => 2.2824639128821
1128 => 2.1600003085641
1129 => 2.0932756372962
1130 => 2.0748071277063
1201 => 2.0501102648305
1202 => 2.077596704084
1203 => 2.1596533845598
1204 => 2.0606756186101
1205 => 1.8909851813723
1206 => 1.9011838657887
1207 => 1.9240972816558
1208 => 1.8813982827748
1209 => 1.8409872637893
1210 => 1.8761213661476
1211 => 1.8042212909005
1212 => 1.9327860622428
1213 => 1.9293087454766
1214 => 1.9772297418409
1215 => 2.0071957243053
1216 => 1.9381338363268
1217 => 1.9207649582634
1218 => 1.9306590605798
1219 => 1.767131588675
1220 => 1.9638660586326
1221 => 1.9655674264984
1222 => 1.9509992819013
1223 => 2.0557543136584
1224 => 2.2768201045797
1225 => 2.1936462616843
1226 => 2.1614388357724
1227 => 2.1002124955706
1228 => 2.1817929586292
1229 => 2.1755288519198
1230 => 2.1472001857878
1231 => 2.1300669201204
]
'min_raw' => 1.6000663703494
'max_raw' => 4.1055870895726
'avg_raw' => 2.852826729961
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$1.60'
'max' => '$4.10'
'avg' => '$2.85'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.98393806159513
'max_diff' => 2.3863980461852
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.050224255010381
]
1 => [
'year' => 2028
'avg' => 0.086199401803221
]
2 => [
'year' => 2029
'avg' => 0.23548122979579
]
3 => [
'year' => 2030
'avg' => 0.18167341809828
]
4 => [
'year' => 2031
'avg' => 0.17842581111136
]
5 => [
'year' => 2032
'avg' => 0.31283659954753
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.050224255010381
'min' => '$0.050224'
'max_raw' => 0.31283659954753
'max' => '$0.312836'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.31283659954753
]
1 => [
'year' => 2033
'avg' => 0.80464790264443
]
2 => [
'year' => 2034
'avg' => 0.51002451026476
]
3 => [
'year' => 2035
'avg' => 0.60157507945426
]
4 => [
'year' => 2036
'avg' => 1.1676586760708
]
5 => [
'year' => 2037
'avg' => 2.852826729961
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.31283659954753
'min' => '$0.312836'
'max_raw' => 2.852826729961
'max' => '$2.85'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 2.852826729961
]
]
]
]
'prediction_2025_max_price' => '$0.085874'
'last_price' => 0.083266
'sma_50day_nextmonth' => '$0.075351'
'sma_200day_nextmonth' => '$0.161616'
'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' => '$0.079728'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.077033'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.074514'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.073887'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.09359'
'daily_sma50_action' => 'SELL'
'daily_sma100' => '$0.133935'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.183265'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.079966'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.07809'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.076185'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.078529'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$0.095974'
'daily_ema50_action' => 'SELL'
'daily_ema100' => '$0.127883'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.187172'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.156364'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.250021'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '$0.568199'
'weekly_sma100_action' => 'SELL'
'weekly_sma200' => '—'
'weekly_sma200_action' => '—'
'weekly_ema3' => '$0.081343'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$0.085522'
'weekly_ema5_action' => 'SELL'
'weekly_ema10' => '$0.104314'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.147987'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.271505'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.449818'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$0.525416'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '53.15'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 142.87
'stoch_rsi_14_action' => 'SELL'
'momentum_10' => 0.01
'momentum_10_action' => 'BUY'
'vwma_10' => '0.076781'
'vwma_10_action' => 'BUY'
'hma_9' => '0.0804053'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 100
'stochastic_fast_14_action' => 'SELL'
'cci_20' => 288.78
'cci_20_action' => 'SELL'
'adx_14' => 39.17
'adx_14_action' => 'SELL'
'ao_5_34' => '-0.006257'
'ao_5_34_action' => 'NEUTRAL'
'macd_12_26' => 0
'macd_12_26_action' => 'BUY'
'williams_percent_r_14' => -0
'williams_percent_r_14_action' => 'SELL'
'ultimate_oscillator' => 79.28
'ultimate_oscillator_action' => 'SELL'
'ichimoku_cloud' => '-0.027972'
'ichimoku_cloud_action' => 'SELL'
'sell_signals' => 16
'buy_signals' => 17
'sell_pct' => 48.48
'buy_pct' => 51.52
'overall_action' => 'bullish'
'overall_action_label' => 'Boğa'
'overall_action_dir' => 1
'last_updated' => 1767682231
'last_updated_date' => '6 Ocak 2026'
]
Stride Staked Osmo için 2026 fiyat tahmini
Stride Staked Osmo için 2026 fiyat tahmini, ortalama fiyatın alt sınırda $0.028768 ile üst sınırda $0.085874 arasında olabileceğini gösteriyor. Kripto piyasasında, bugünün ortalama fiyatına kıyasla, Stride Staked Osmo 3.13% artabilir ve eğer STOSMO tahmin edilen fiyat hedefine ulaşırsa 2026 yılına kadar bu gerçekleşebilir.
Stride Staked Osmo fiyat tahmini 2027-2032
STOSMO için 2027-2032 fiyat tahmini, şu anda alt sınırda $0.050224 ve üst sınırda $0.312836 fiyat aralığında bulunuyor. Piyasadaki fiyat dalgalanmaları göz önüne alındığında, Stride Staked Osmo üst fiyat hedefine ulaşırsa, bugünün fiyatına kıyasla 2032 yılına kadar 275.71% artış gösterebilir.
| Stride Staked Osmo Fiyat Tahmini | Potansiyel Düşük ($) | Ortalama Fiyat ($) | Potansiyel Yüksek ($) |
|---|---|---|---|
| 2027 | $0.027694 | $0.050224 | $0.072753 |
| 2028 | $0.04998 | $0.086199 | $0.122418 |
| 2029 | $0.109793 | $0.235481 | $0.361169 |
| 2030 | $0.093374 | $0.181673 | $0.269972 |
| 2031 | $0.110397 | $0.178425 | $0.246454 |
| 2032 | $0.168513 | $0.312836 | $0.45716 |
Stride Staked Osmo fiyat tahmini 2032-2037
Stride Staked Osmo için 2032-2037 fiyat tahmini, şu anda alt sınırda $0.312836 ve üst sınırda $2.85 olarak tahmin edilmektedir. Mevcut fiyata kıyasla, Stride Staked Osmo üst fiyat hedefine ulaşırsa, 2037 yılına kadar potansiyel olarak 3326.16% artış gösterebilir. Lütfen bu bilgilerin sadece genel amaçlar için olduğunu ve uzun vadeli yatırım tavsiyesi olarak değerlendirilmemesi gerektiğini unutmayın.
| Stride Staked Osmo Fiyat Tahmini | Potansiyel Düşük ($) | Ortalama Fiyat ($) | Potansiyel Yüksek ($) |
|---|---|---|---|
| 2032 | $0.168513 | $0.312836 | $0.45716 |
| 2033 | $0.391587 | $0.804647 | $1.21 |
| 2034 | $0.314817 | $0.510024 | $0.705231 |
| 2035 | $0.372212 | $0.601575 | $0.830937 |
| 2036 | $0.616128 | $1.16 | $1.71 |
| 2037 | $1.60 | $2.85 | $4.10 |
Stride Staked Osmo Potansiyel fiyat histogramı
Teknik Analize Dayalı Stride Staked Osmo Fiyat Tahmini
6 Ocak 2026 itibariyle, Stride Staked Osmo için genel fiyat tahmini duyarlılığı Boğa, 17 teknik gösterge yükseliş sinyalleri gösterirken 16 düşüş sinyalleri gösteriyor. STOSMO fiyat tahmini en son 6 Ocak 2026 tarihinde güncellendi.
Stride Staked Osmo'ın 50 Günlük, 200 Günlük Basit Hareketli Ortalamaları ve 14 Günlük Göreceli Güç Endeksi - RSI (14)
Teknik göstergelerimize göre, Stride Staked Osmo'ın 200 günlük SMA'sının önümüzdeki ay içinde artmak ve 4 Şub 2026 tarihinde $0.161616 seviyesine ulaşması bekleniyor. Stride Staked Osmo için kısa vadeli 50 günlük SMA'nın 4 Şub 2026 tarihinde $0.075351 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 53.15 seviyesinde olup, STOSMO piyasasının NEUTRAL durumda olduğunu gösteriyor.
19 Ekim 2024 Cumartesi için Popüler STOSMO 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 | $0.079728 | BUY |
| SMA 5 | $0.077033 | BUY |
| SMA 10 | $0.074514 | BUY |
| SMA 21 | $0.073887 | BUY |
| SMA 50 | $0.09359 | SELL |
| SMA 100 | $0.133935 | SELL |
| SMA 200 | $0.183265 | SELL |
Günlük Üstel Hareketli Ortalama (EMA)
| Dönem | Değer | İşlem |
|---|---|---|
| EMA 3 | $0.079966 | BUY |
| EMA 5 | $0.07809 | BUY |
| EMA 10 | $0.076185 | BUY |
| EMA 21 | $0.078529 | BUY |
| EMA 50 | $0.095974 | SELL |
| EMA 100 | $0.127883 | SELL |
| EMA 200 | $0.187172 | SELL |
Haftalık Basit Hareketli Ortalama (SMA)
| Dönem | Değer | İşlem |
|---|---|---|
| SMA 21 | $0.156364 | SELL |
| SMA 50 | $0.250021 | SELL |
| SMA 100 | $0.568199 | SELL |
| SMA 200 | — | — |
Haftalık Üstel Hareketli Ortalama (EMA)
| Dönem | Değer | İşlem |
|---|---|---|
| EMA 21 | $0.147987 | SELL |
| EMA 50 | $0.271505 | SELL |
| EMA 100 | $0.449818 | SELL |
| EMA 200 | $0.525416 | SELL |
Stride Staked Osmo 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) | 53.15 | NEUTRAL |
| Stoch RSI (14) | 142.87 | SELL |
| Hızlı Stokastik (14) | 100 | SELL |
| Emtia Kanal Endeksi (20) | 288.78 | SELL |
| Ortalama Yön Endeksi (14) | 39.17 | SELL |
| Harika Osilatör (5, 34) | -0.006257 | NEUTRAL |
| Momentum (10) | 0.01 | BUY |
| MACD (12, 26) | 0 | BUY |
| Williams Yüzde Aralığı (14) | -0 | SELL |
| Ultimate Osilatör (7, 14, 28) | 79.28 | SELL |
| VWMA (10) | 0.076781 | BUY |
| Hull Hareketli Ortalaması (9) | 0.0804053 | BUY |
| Ichimoku Bulutu B/L (9, 26, 52, 26) | -0.027972 | SELL |
Dünya genelinde para akışlarına göre Stride Staked Osmo fiyat tahmini
Stride Staked Osmo 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 Stride Staked Osmo fiyat tahminleri
| Karşılaştırma | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook hisseleri | $0.1170026 | $0.1644082 | $0.231021 | $0.324623 | $0.456149 | $0.640966 |
| Amazon.com hisseleri | $0.173739 | $0.362517 | $0.756414 | $1.57 | $3.29 | $6.87 |
| Apple hisseleri | $0.1181064 | $0.167525 | $0.237621 | $0.337047 | $0.478076 | $0.678115 |
| Netflix hisseleri | $0.13138 | $0.207298 | $0.327083 | $0.516087 | $0.8143048 | $1.28 |
| Google hisseleri | $0.107829 | $0.139638 | $0.18083 | $0.234175 | $0.303255 | $0.392714 |
| Tesla hisseleri | $0.188757 | $0.427899 | $0.970015 | $2.19 | $4.98 | $11.30 |
| Kodak hisseleri | $0.06244 | $0.046823 | $0.035112 | $0.02633 | $0.019745 | $0.0148069 |
| Nokia hisseleri | $0.05516 | $0.036541 | $0.0242071 | $0.016036 | $0.010623 | $0.007037 |
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.
Stride Staked Osmo öngörü ve tahminlerine genel bakış
Şöyle sorularınız olabilir: "Stride Staked Osmo için şimdi mi yatırım yapmalıyım?", "Bugün mü STOSMO satın almalıyım?", "Stride Staked Osmo kısa ve uzun vade için iyi veya kötü bir yatırım mı?".
Stride Staked Osmo öngörülerini gerçek zamanlı verilerle düzenli olarak güncelliyoruz. Benzer tahminlerimizi inceleyin. Teknik analiz yöntemleriyle Stride Staked Osmo 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 Stride Staked Osmo hakkında olabildiğince çok bilgi kaynağını kendiniz keşfetmelisiniz.
Stride Staked Osmo fiyatı bugün $0.08326 USD'ye tekabül ediyor, ancak kripto para birimleri yüksek riskli varlıklar olduğu için fiyat düşebilir ya da yükselebilir ve yatırımınızı kaybedebilirsiniz
Bitcoin'in büyüme paternine göre Stride Staked Osmo fiyat tahmini
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Stride Staked Osmo, Bitcoin'in geçmiş yıllık ortama büyümesine göre %1 oranında büyüme gösterirse | $0.08543 | $0.08765 | $0.089929 | $0.092266 |
| Stride Staked Osmo, Bitcoin'in geçmiş yıllık ortama büyümesine göre %2 oranında büyüme gösterirse | $0.087594 | $0.092148 | $0.096938 | $0.101978 |
| Stride Staked Osmo, Bitcoin'in geçmiş yıllık ortama büyümesine göre %5 oranında büyüme gösterirse | $0.094087 | $0.106315 | $0.120133 | $0.135746 |
| Stride Staked Osmo, Bitcoin'in geçmiş yıllık ortama büyümesine göre %10 oranında büyüme gösterirse | $0.1049095 | $0.132178 | $0.166536 | $0.209824 |
| Stride Staked Osmo, Bitcoin'in geçmiş yıllık ortama büyümesine göre %20 oranında büyüme gösterirse | $0.126553 | $0.192343 | $0.292335 | $0.44431 |
| Stride Staked Osmo, Bitcoin'in geçmiş yıllık ortama büyümesine göre %50 oranında büyüme gösterirse | $0.191483 | $0.440347 | $1.01 | $2.32 |
| Stride Staked Osmo, Bitcoin'in geçmiş yıllık ortama büyümesine göre %100 oranında büyüme gösterirse | $0.299701 | $1.07 | $3.88 | $13.97 |
Soru Kutusu
STOSMO iyi bir yatırım mı?
Stride Staked Osmo satın alma kararı tamamen bireysel risk toleransınıza bağlıdır. Gördüğünüz gibi, Stride Staked Osmo değeri son 24 saat içinde 7.935% oranında yükselmiştir, ve Stride Staked Osmo son 30 günlük sürede oranında azalmıştır. Bu nedenle, Stride Staked Osmo'a yatırım yapma kararı, bu yatırımın ticaret hedeflerinize uyup uymadığına bağlı olacaktır.
Stride Staked Osmo yükselebilir mi?
Stride Staked Osmo ortalama değeri yıl sonuna kadar $0.085874 seviyesine kadar yükselebilir gibi görünmektedir. Stride Staked Osmo'ın uzun vadeli beş yıllık görünümüne bakıldığında, dijital para birimi $0.269972 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 Stride Staked Osmo fiyatı ne olacak?
Yeni deneysel Stride Staked Osmo tahminimize göre, Stride Staked Osmo fiyatı önümüzdeki hafta 0.86% oranında artacak ve $0.083978 seviyesine ulaşacaktır 13 Ocak 2026 itibariyle.
Önümüzdeki ay Stride Staked Osmo fiyatı ne olacak?
Yeni deneysel Stride Staked Osmo tahminimize göre, Stride Staked Osmo fiyatı önümüzdeki ay -11.62% oranında düşecek ve $0.073592 seviyesine ulaşacaktır 5 Şubat 2026 itibariyle.
2026 yılında Stride Staked Osmo fiyatı ne kadar yükselebilir?
Son Stride Staked Osmo değer tahminimize göre, STOSMO fiyatı $0.028768 ve $0.085874 aralığında dalgalanması beklenmektedir. Ancak, kripto para piyasasının son derece dalgalı olduğunu ve bu Stride Staked Osmo fiyat tahmininin ani ve aşırı fiyat dalgalanmalarını dikkate almadığını unutmamak önemlidir.
5 yıl içinde Stride Staked Osmo nerede olacak?
Stride Staked Osmo'ın geleceği $0.269972 seviyesine kadar artış gösteren bir eğilimde görünmektedir. Stride Staked Osmo'ın 2030 tahminine dayanarak, Stride Staked Osmo değeri yaklaşık olarak $0.269972 seviyesine ulaşabilirken, en düşük zirve yaklaşık $0.093374 seviyesinde beklenmektedir.
2026 yılında Stride Staked Osmo ne kadar olacak?
Yeni deneysel Stride Staked Osmo fiyat tahmin simülasyonumuza göre, 2026 yılında STOSMO'ın değeri 3.13% oranında artacaktır ve en iyi durumda $0.085874 seviyesine ulaşacaktır. Fiyat, 2026 yılı boyunca $0.085874 ve $0.028768 arasında olacaktır.
2027 yılında Stride Staked Osmo ne kadar olacak?
Son deneysel simülasyonumuza göre, 2027 yılında STOSMO'ın değeri -12.62% oranında düşecektir ve en iyi durumda $0.072753 seviyesine ulaşacaktır. Fiyat, 2027 yılı boyunca $0.072753 ve $0.027694 arasında olacaktır.
2028 yılında Stride Staked Osmo ne kadar olacak?
Yeni deneysel Stride Staked Osmo fiyat tahmin modelimize göre, STOSMO'ın değeri 2028 yılında 47.02% oranında artacaktır, en iyi durumda $0.122418 seviyesine ulaşacaktır. Fiyat, yıl boyunca $0.122418 ve $0.04998 arasında olacaktır.
2029 yılında Stride Staked Osmo ne kadar olacak?
Deneysel tahmin modelimize göre, Stride Staked Osmo değeri 333.75% oranında artacaktır ve 2029 yılında en iyi durumda $0.361169 seviyesine ulaşacaktır. Fiyat aralığı $0.361169 ve $0.109793 arasında olacaktır.
2030 yılında Stride Staked Osmo ne kadar olacak?
Yeni deneysel simülasyona göre, STOSMO'ın değeri 224.23% oranında artacaktır, $0.269972 seviyesine ulaşacaktır. Fiyat 2030 yılı boyunca $0.269972 ve $0.093374 arasında olacaktır.
2031 yılında Stride Staked Osmo ne kadar olacak?
Stride Staked Osmo'ın değeri 2031 yılında 195.98% oranında artacaktır, ve en iyi durumda $0.246454 seviyesine ulaşacaktır. Yıl boyunca fiyat $0.246454 ve $0.110397 arasında olacaktır.
2032 yılında Stride Staked Osmo ne kadar olacak?
Stride Staked Osmo fiyatı 449.04% oranında artacaktır, 2032 yılında $0.45716 seviyesine ulaşabilir. Fiyat $0.45716 ve $0.168513 arasında olacaktır.
2033 yılında Stride Staked Osmo ne kadar olacak?
STOSMO'ın değeri 1362.43% oranında artacaktır, ve 2033 yılı için $1.21 seviyesine ulaşacaktır. Fiyat aralığı $1.21 ve $0.391587 arasında olacaktır.
2034 yılında Stride Staked Osmo ne kadar olacak?
Yeni simülasyon sonuçlarına göre, STOSMO'ın değeri 746.96% oranında artacaktır, ve $0.705231 seviyesine ulaşacaktır. Yıl boyunca fiyat aralığı $0.705231 ve $0.314817 arasında olacaktır.
2035 yılında Stride Staked Osmo ne kadar olacak?
Deneysel tahminimize göre, 2035 yılında STOSMO'ın değeri 897.93% oranında artacaktır, ve en iyi durumda $0.830937 seviyesine ulaşacaktır. Yıl boyunca fiyat $0.830937 ve $0.372212 arasında olacaktır.
2036 yılında Stride Staked Osmo ne kadar olacak?
STOSMO'ın değeri 2036 yılında 1964.7% oranında artacaktır, ve $1.71 seviyesine ulaşacaktır. Fiyat $1.71 ve $0.616128 arasında olacaktır.
2037 yılında Stride Staked Osmo ne kadar olacak?
Deneysel simülasyonumuza göre, 2037 yılında Stride Staked Osmo'ın değeri 4830.69% oranında artacaktır, ve en iyi durumda $4.10 seviyesine ulaşacaktır. Fiyat 2037 yılı boyunca $4.10 ve $1.60 arasında olacaktır.
İlgili Tahminler
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
Wojak Fiyat Tahmini
Earthcoin Fiyat Tahmini
Stride Staked Osmo fiyat hareketlerini nasıl okumalı ve tahmin etmeli?
Stride Staked Osmo 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.
Stride Staked Osmo Fiyat Tahmin Göstergeleri
Hareketli ortalamalar, Stride Staked Osmo fiyat tahmini için popüler araçlardır. Basit bir hareketli ortalama (SMA), STOSMO'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. STOSMO'ın bu ortalamaların üzerinde bir fiyat hareketi yükseliş olarak görülürken, aşağı düşüş zayıflık belirtir.
Tüccarlar ayrıca STOSMO'ın gelecekteki yönünü ölçmek için RSI ve Fibonacci geri çekilme seviyelerini kullanır.
Stride Staked Osmo grafiklerini nasıl okumalı ve fiyat hareketlerini tahmin etmeli?
Çoğu tüccar, daha ayrıntılı bilgi sağladığı için basit çizgi grafiklere kıyasla mum grafiklerini tercih eder. Mumlar, Stride Staked Osmo'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 STOSMO'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.
Stride Staked Osmo fiyatını ne etkiler?
Stride Staked Osmo'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 STOSMO'ın fiyatını etkiler. Stride Staked Osmo'ın piyasa değeri hızla değişebilir.
Tüccarlar genellikle Stride Staked Osmo'ın büyük sahipleri olan STOSMO "balinalarının" aktivitelerini izlerler, çünkü onların eylemleri nispeten küçük olan Stride Staked Osmo 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


