Omnity Convertible Token Geleceği Fiyat Tahmini - OCT
$0.03116
-0.9103%
Add to portfolio
Add to favorites
Sentiment
Boğa 50%
Ayı 50%
SMA 50
$0.033614
SMA 200
$0.059122
RSI (14)
52.23
Momentum (10)
0
MACD (12, 26)
0
Hull Moving Average (9)
0.031222
2026 yılına kadar Omnity Convertible Token fiyat tahmini $0.032145 olacak
| Yıl | Min. fiyat | Max. fiyat |
|---|---|---|
| 2026 | $0.010768 | $0.032145 |
| 2027 | $0.010366 | $0.027233 |
| 2028 | $0.0187091 | $0.045824 |
| 2029 | $0.041098 | $0.135196 |
| 2030 | $0.034952 | $0.101058 |
| 2031 | $0.041324 | $0.092254 |
| 2032 | $0.063079 | $0.171128 |
| 2033 | $0.146582 | $0.455822 |
| 2034 | $0.117845 | $0.263988 |
| 2035 | $0.139329 | $0.311043 |
Yatırım Kârı Hesaplayıcı
Bugün Omnity Convertible Token’de $10,000.00 tutarında short açıp Apr 06, 2026 tarihinde kapatırsanız, tahminimize göre yaklaşık $3,954.54 kazanç elde edebilir ve önümüzdeki 90 gün içinde 39.55% getiri sağlayabilirsiniz.
$
≈ $3,954.54
(39.55% ROI)
Octopus Network için uzun vadeli fiyat tahmini: 2027, 2028, 2029, 2030, 2031, 2032 ve 2037
[
'name' => 'Omnity Convertible Token'
'name_with_ticker' => 'Omnity Convertible Token <small>OCT</small>'
'name_lang' => 'Octopus Network'
'name_lang_with_ticker' => 'Octopus Network <small>OCT</small>'
'name_with_lang' => 'Octopus Network/Omnity Convertible Token'
'name_with_lang_with_ticker' => 'Octopus Network/Omnity Convertible Token <small>OCT</small>'
'image' => '/uploads/coins/octopus-network.png?1717133838'
'price_for_sd' => 0.03116
'ticker' => 'OCT'
'marketcap' => '$3.11M'
'low24h' => '$0.03003'
'high24h' => '$0.03238'
'volume24h' => '$69.2K'
'current_supply' => '100M'
'max_supply' => '100M'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.03116'
'change_24h_pct' => '-0.9103%'
'ath_price' => '$7.02'
'ath_days' => 1451
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '16 Oca 2022'
'ath_pct' => '-99.56%'
'fdv' => '$3.11M'
'new_prediction' => true
'change_24h_pct_is_increased' => false
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$1.53'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.031435'
'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' => '$0.027547'
'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' => '$0.010768'
'current_year_max_price_prediction' => '$0.032145'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.034952'
'grand_prediction_max_price' => '$0.101058'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.03175947312319
107 => 0.031878051467143
108 => 0.03214521453083
109 => 0.029862335402778
110 => 0.030887281109464
111 => 0.031489340687716
112 => 0.028769213610057
113 => 0.031435572521266
114 => 0.029822595556107
115 => 0.02927512694803
116 => 0.0300122213053
117 => 0.029724974917424
118 => 0.029478017340803
119 => 0.029340210769778
120 => 0.029881451515621
121 => 0.029856201987905
122 => 0.028970627077403
123 => 0.027815430707305
124 => 0.028203152527138
125 => 0.028062289555081
126 => 0.027551783972662
127 => 0.027895803096533
128 => 0.026380916979098
129 => 0.023774634150978
130 => 0.025496424419836
131 => 0.025430137367432
201 => 0.025396712429732
202 => 0.026690590229991
203 => 0.026566213734336
204 => 0.026340469176823
205 => 0.027547637996832
206 => 0.027107005138817
207 => 0.028464931781061
208 => 0.029359350092832
209 => 0.029132496677566
210 => 0.029973701422885
211 => 0.028212084854779
212 => 0.028797223214914
213 => 0.028917819419971
214 => 0.027532741720977
215 => 0.026586563267215
216 => 0.026523463951573
217 => 0.024882920904172
218 => 0.025759285758093
219 => 0.026530450563101
220 => 0.026161122466309
221 => 0.026044204224227
222 => 0.026641514166549
223 => 0.026687930264681
224 => 0.025629638308311
225 => 0.025849690717788
226 => 0.026767345845976
227 => 0.025826568163019
228 => 0.023998790800194
301 => 0.023545476743214
302 => 0.023484996291777
303 => 0.022255572616457
304 => 0.023575769356107
305 => 0.022999468100177
306 => 0.024819996862511
307 => 0.023780120597157
308 => 0.023735293609732
309 => 0.02366753104355
310 => 0.02260931529935
311 => 0.022840997294211
312 => 0.023611143531293
313 => 0.023885940385002
314 => 0.023857276821816
315 => 0.023607369394579
316 => 0.023721775735035
317 => 0.023353233050615
318 => 0.023223092958194
319 => 0.02281233502866
320 => 0.02220863434702
321 => 0.022292582629513
322 => 0.021096493612307
323 => 0.020444800834485
324 => 0.020264420862756
325 => 0.020023209225963
326 => 0.020291666358972
327 => 0.021093105242402
328 => 0.020126399914241
329 => 0.018469051435603
330 => 0.018568660903153
331 => 0.018792453802423
401 => 0.018375417215172
402 => 0.017980727084567
403 => 0.018323878130905
404 => 0.017621637732067
405 => 0.018877316199629
406 => 0.01884335361608
407 => 0.019311392898151
408 => 0.019604067466364
409 => 0.018929547341151
410 => 0.018759907353757
411 => 0.018856542000284
412 => 0.017259386549519
413 => 0.019180871223538
414 => 0.01919748830279
415 => 0.019055202781711
416 => 0.020078334051442
417 => 0.02223746015322
418 => 0.021425110063085
419 => 0.021110543554773
420 => 0.020512552392526
421 => 0.021309340111019
422 => 0.021248159246063
423 => 0.02097147617258
424 => 0.020804137386434
425 => 0.021112464230796
426 => 0.020765932278315
427 => 0.020703685617588
428 => 0.020326538578619
429 => 0.020191914244804
430 => 0.020092243747597
501 => 0.019982516323592
502 => 0.020224547678576
503 => 0.019676072786306
504 => 0.019014665833885
505 => 0.018959677002314
506 => 0.01911150600095
507 => 0.019044332971393
508 => 0.018959355403692
509 => 0.018797110084686
510 => 0.01874897536436
511 => 0.018905389853774
512 => 0.018728807014757
513 => 0.018989364612691
514 => 0.018918507363363
515 => 0.018522704528571
516 => 0.018029387651444
517 => 0.01802499609647
518 => 0.017918711784495
519 => 0.017783342733241
520 => 0.017745686160006
521 => 0.018294978906909
522 => 0.019431998454049
523 => 0.019208774310373
524 => 0.019370076631109
525 => 0.020163524402355
526 => 0.020415737589027
527 => 0.020236722643124
528 => 0.019991675944011
529 => 0.020002456755139
530 => 0.020839855506689
531 => 0.020892083039649
601 => 0.021024045166198
602 => 0.021193653791306
603 => 0.020265607725388
604 => 0.019958745868892
605 => 0.019813337697236
606 => 0.019365536808581
607 => 0.019848451675449
608 => 0.019567077863001
609 => 0.019605044803399
610 => 0.019580318783657
611 => 0.019593820862402
612 => 0.018876965211907
613 => 0.019138149734123
614 => 0.018703879808367
615 => 0.018122441126866
616 => 0.018120491940527
617 => 0.018262798234101
618 => 0.018178148882237
619 => 0.017950359652906
620 => 0.017982716037798
621 => 0.017699240059159
622 => 0.018017135154103
623 => 0.018026251247943
624 => 0.017903844320526
625 => 0.018393605575357
626 => 0.018594261161068
627 => 0.018513690299232
628 => 0.018588608094616
629 => 0.01921805028134
630 => 0.019320676822264
701 => 0.019366256752613
702 => 0.019305185684128
703 => 0.018600113142306
704 => 0.018631386107736
705 => 0.01840192583735
706 => 0.018208056088803
707 => 0.018215809862032
708 => 0.018315484114088
709 => 0.018750767418638
710 => 0.01966679547171
711 => 0.019701558066717
712 => 0.019743691345961
713 => 0.019572314124785
714 => 0.01952062511502
715 => 0.019588816260966
716 => 0.019932828235233
717 => 0.020817720431388
718 => 0.020504940429304
719 => 0.020250645418899
720 => 0.020473730700467
721 => 0.02043938846997
722 => 0.020149505483775
723 => 0.020141369433838
724 => 0.019584991302133
725 => 0.019379310974959
726 => 0.019207429098667
727 => 0.019019738576846
728 => 0.018908469344067
729 => 0.019079429456577
730 => 0.019118530057049
731 => 0.018744722783174
801 => 0.01869377423301
802 => 0.018999033322047
803 => 0.018864700178168
804 => 0.019002865147949
805 => 0.019034920606095
806 => 0.019029758939034
807 => 0.018889499708761
808 => 0.018978896759547
809 => 0.018767446083895
810 => 0.018537525232988
811 => 0.018390850054685
812 => 0.018262856507977
813 => 0.018333874766719
814 => 0.018080707641724
815 => 0.01799971438319
816 => 0.018948611050238
817 => 0.019649571220544
818 => 0.019639378982057
819 => 0.019577336351499
820 => 0.019485153587377
821 => 0.019926084491867
822 => 0.019772472981434
823 => 0.019884238189945
824 => 0.019912687126282
825 => 0.019998793488303
826 => 0.020029569111633
827 => 0.019936543802884
828 => 0.019624339504636
829 => 0.018846356076896
830 => 0.018484202691156
831 => 0.018364686041721
901 => 0.018369030244933
902 => 0.018249197726954
903 => 0.018284493774016
904 => 0.018236923202208
905 => 0.018146836047761
906 => 0.018328312138791
907 => 0.018349225567715
908 => 0.018306866879591
909 => 0.018316843884051
910 => 0.017966132038016
911 => 0.017992795897964
912 => 0.017844328137494
913 => 0.017816492222211
914 => 0.01744117865231
915 => 0.016776256260658
916 => 0.017144687811212
917 => 0.016699674307459
918 => 0.016531140950533
919 => 0.017328951649907
920 => 0.017248873583514
921 => 0.017111814742948
922 => 0.016909076152186
923 => 0.016833878436758
924 => 0.016377000922521
925 => 0.016350006161634
926 => 0.01657644699442
927 => 0.016471952341442
928 => 0.016325202273442
929 => 0.015793688402961
930 => 0.015196090834346
1001 => 0.015214128548579
1002 => 0.015404213216457
1003 => 0.015956910024723
1004 => 0.015740961819982
1005 => 0.015584288919722
1006 => 0.015554948795073
1007 => 0.015922201882762
1008 => 0.016441941943743
1009 => 0.016685792351827
1010 => 0.016444144003263
1011 => 0.016166551391704
1012 => 0.016183447167729
1013 => 0.016295847196184
1014 => 0.016307658849924
1015 => 0.016126974596781
1016 => 0.016177836155676
1017 => 0.016100572796835
1018 => 0.015626407706244
1019 => 0.015617831563349
1020 => 0.015501463803173
1021 => 0.015497940233642
1022 => 0.015299969644284
1023 => 0.015272272190327
1024 => 0.014879189569201
1025 => 0.01513791774079
1026 => 0.014964376467127
1027 => 0.014702808833469
1028 => 0.014657714474835
1029 => 0.014656358883962
1030 => 0.014924930358276
1031 => 0.015134779326743
1101 => 0.014967395291882
1102 => 0.014929285191747
1103 => 0.015336201357033
1104 => 0.015284417565877
1105 => 0.015239573136706
1106 => 0.016395404921841
1107 => 0.015480473873227
1108 => 0.015081511713593
1109 => 0.014587720280187
1110 => 0.014748501260817
1111 => 0.014782380175799
1112 => 0.013594900791053
1113 => 0.013113140552552
1114 => 0.012947818593451
1115 => 0.012852673468678
1116 => 0.012896032296794
1117 => 0.012462391577304
1118 => 0.012753805312557
1119 => 0.012378309104216
1120 => 0.012315355942917
1121 => 0.012986789678485
1122 => 0.01308021576033
1123 => 0.01268163106997
1124 => 0.012937586966181
1125 => 0.012844773800162
1126 => 0.012384745908968
1127 => 0.012367176227261
1128 => 0.012136350402222
1129 => 0.011775152682724
1130 => 0.011610075632684
1201 => 0.011524102071759
1202 => 0.011559576438588
1203 => 0.011541639513186
1204 => 0.011424588941932
1205 => 0.011548348714915
1206 => 0.011232193636011
1207 => 0.011106298136157
1208 => 0.011049434059626
1209 => 0.010768828229891
1210 => 0.011215396890978
1211 => 0.011303376542936
1212 => 0.011391529541987
1213 => 0.012158841214114
1214 => 0.012120508491374
1215 => 0.012467017636144
1216 => 0.012453552927967
1217 => 0.012354722906803
1218 => 0.011937775304261
1219 => 0.012103963187258
1220 => 0.011592462714725
1221 => 0.011975713647398
1222 => 0.011800813926668
1223 => 0.011916579875886
1224 => 0.011708422260997
1225 => 0.011823625279694
1226 => 0.011324239782245
1227 => 0.010857920631272
1228 => 0.011045581070328
1229 => 0.011249589429157
1230 => 0.01169193153146
1231 => 0.011428476224572
]
'min_raw' => 0.010768828229891
'max_raw' => 0.03214521453083
'avg_raw' => 0.021457021380361
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.010768'
'max' => '$0.032145'
'avg' => '$0.021457'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.020400011770109
'max_diff' => 0.00097637453083043
'year' => 2026
]
1 => [
'items' => [
101 => 0.011523224715277
102 => 0.01120583313212
103 => 0.010550963637643
104 => 0.010554670127863
105 => 0.010453932723245
106 => 0.010366880897754
107 => 0.011458737235778
108 => 0.011322947640451
109 => 0.011106584691999
110 => 0.011396195096423
111 => 0.011472772684088
112 => 0.011474952740354
113 => 0.011686245015496
114 => 0.011799011740615
115 => 0.011818887364676
116 => 0.012151360324884
117 => 0.012262800875721
118 => 0.012721808732962
119 => 0.011789444271846
120 => 0.011770242839329
121 => 0.01140027050873
122 => 0.011165628207634
123 => 0.011416336667832
124 => 0.011638430138449
125 => 0.011407171571946
126 => 0.011437369058596
127 => 0.011126923327584
128 => 0.011237893068592
129 => 0.011333475158786
130 => 0.011280700346636
131 => 0.011201693898518
201 => 0.011620221006579
202 => 0.011596606066922
203 => 0.011986348131845
204 => 0.012290179942175
205 => 0.012834700862718
206 => 0.012266464895613
207 => 0.012245756118439
208 => 0.012448187737114
209 => 0.012262769884495
210 => 0.012379947566943
211 => 0.012815821726516
212 => 0.012825031060666
213 => 0.012670762848093
214 => 0.012661375613337
215 => 0.012691004511072
216 => 0.012864541890542
217 => 0.01280390259789
218 => 0.012874075922546
219 => 0.012961828739561
220 => 0.013324811597156
221 => 0.013412325535249
222 => 0.013199712036457
223 => 0.013218908654865
224 => 0.013139385369946
225 => 0.013062566873137
226 => 0.013235243635522
227 => 0.013550813812751
228 => 0.013548850667056
301 => 0.013622056814365
302 => 0.013667663637667
303 => 0.013471885765823
304 => 0.013344441570204
305 => 0.013393311784289
306 => 0.013471456320866
307 => 0.013367970564283
308 => 0.012729208535388
309 => 0.012922968130679
310 => 0.012890717059662
311 => 0.01284478761267
312 => 0.013039614384033
313 => 0.013020822866652
314 => 0.012457943964951
315 => 0.012493977645982
316 => 0.012460135292442
317 => 0.012569486860224
318 => 0.012256864540973
319 => 0.012353025060831
320 => 0.012413336037437
321 => 0.012448859665989
322 => 0.012577195371098
323 => 0.012562136657349
324 => 0.012576259300308
325 => 0.012766547271615
326 => 0.013728958531538
327 => 0.013781340452975
328 => 0.013523392714032
329 => 0.013626437747945
330 => 0.013428613816303
331 => 0.01356141434692
401 => 0.0136522730972
402 => 0.013241699875817
403 => 0.013217388394245
404 => 0.013018747972867
405 => 0.013125486083747
406 => 0.012955658074595
407 => 0.012997327927709
408 => 0.01288081538569
409 => 0.01309051476391
410 => 0.013324991252749
411 => 0.013384229273587
412 => 0.013228399544334
413 => 0.013115568550675
414 => 0.01291747449465
415 => 0.013246909324634
416 => 0.013343246108265
417 => 0.013246403308521
418 => 0.013223962715763
419 => 0.013181437833037
420 => 0.013232984570662
421 => 0.013342721437452
422 => 0.013290971557596
423 => 0.013325153264956
424 => 0.01319488784452
425 => 0.013471950576445
426 => 0.013911992873518
427 => 0.013913407681457
428 => 0.013861657522649
429 => 0.013840482472638
430 => 0.013893581276037
501 => 0.013922385198654
502 => 0.014094096992191
503 => 0.014278350587956
504 => 0.015138181723249
505 => 0.014896744581129
506 => 0.015659637915944
507 => 0.016262987494482
508 => 0.016443905651806
509 => 0.016277469459925
510 => 0.015708100238206
511 => 0.01568016426787
512 => 0.016531042266602
513 => 0.016290630259279
514 => 0.016262034015992
515 => 0.01595781830154
516 => 0.016137647466631
517 => 0.016098316190291
518 => 0.016036229846436
519 => 0.01637933136642
520 => 0.017021586782946
521 => 0.016921485253247
522 => 0.016846764104904
523 => 0.016519357783861
524 => 0.016716529517978
525 => 0.016646320440034
526 => 0.016947983194661
527 => 0.016769284861468
528 => 0.016288808901871
529 => 0.016365326282107
530 => 0.016353760834016
531 => 0.016591776936191
601 => 0.016520330410241
602 => 0.016339809753148
603 => 0.017019391623755
604 => 0.01697526335711
605 => 0.017037827150086
606 => 0.017065369666603
607 => 0.017479019175665
608 => 0.01764847814422
609 => 0.017686948296879
610 => 0.017847921210579
611 => 0.017682943144143
612 => 0.018342973037255
613 => 0.018781854402363
614 => 0.019291637692564
615 => 0.020036568096378
616 => 0.020316668819204
617 => 0.02026607113071
618 => 0.020830868861108
619 => 0.021845797827887
620 => 0.020471217292825
621 => 0.021918653933987
622 => 0.021460412204855
623 => 0.020373929308499
624 => 0.020303972618766
625 => 0.021039751450504
626 => 0.022671638083211
627 => 0.022262868990423
628 => 0.022672306683009
629 => 0.022194675866044
630 => 0.022170957470193
701 => 0.022649109220321
702 => 0.023766336847191
703 => 0.023235583880317
704 => 0.022474619356335
705 => 0.023036503718924
706 => 0.022549747484106
707 => 0.021452949452572
708 => 0.022262556412401
709 => 0.021721195294642
710 => 0.021879193249144
711 => 0.023017053797285
712 => 0.022880143405727
713 => 0.023057318129964
714 => 0.022744609379156
715 => 0.022452490096257
716 => 0.021907227761664
717 => 0.021745802465499
718 => 0.021790414609885
719 => 0.021745780357936
720 => 0.02144071109295
721 => 0.021374831414223
722 => 0.021265029063422
723 => 0.021299061403284
724 => 0.021092600859968
725 => 0.021482234562131
726 => 0.021554554010693
727 => 0.021838096926374
728 => 0.021867535292497
729 => 0.022657198276687
730 => 0.022222265174743
731 => 0.022514055849844
801 => 0.022487955345423
802 => 0.020397476687367
803 => 0.020685526201998
804 => 0.021133640851846
805 => 0.020931765809495
806 => 0.020646361731094
807 => 0.020415882635388
808 => 0.020066683237695
809 => 0.020558174684167
810 => 0.02120443367199
811 => 0.021883925486918
812 => 0.022700290380487
813 => 0.022518087239777
814 => 0.021868664113085
815 => 0.021897796760144
816 => 0.022077883320992
817 => 0.021844654862105
818 => 0.021775871236418
819 => 0.022068433507067
820 => 0.022070448222636
821 => 0.021802090694085
822 => 0.02150386041001
823 => 0.02150261081423
824 => 0.021449543615742
825 => 0.022204116402765
826 => 0.022619055139714
827 => 0.022666627197198
828 => 0.022615853161211
829 => 0.022635394072513
830 => 0.022393950364034
831 => 0.02294581908371
901 => 0.023452268395045
902 => 0.023316529160896
903 => 0.023113036752437
904 => 0.022950945247578
905 => 0.023278345553693
906 => 0.023263766933438
907 => 0.023447845002127
908 => 0.023439494157645
909 => 0.023377595626671
910 => 0.023316531371487
911 => 0.0235586442409
912 => 0.023488919622723
913 => 0.023419086702955
914 => 0.023279026091476
915 => 0.023298062654737
916 => 0.023094605382111
917 => 0.023000476738223
918 => 0.021585007780346
919 => 0.021206748223019
920 => 0.021325756379938
921 => 0.021364936955241
922 => 0.021200317911139
923 => 0.021436339333218
924 => 0.021399555644596
925 => 0.021542659459287
926 => 0.021453254408713
927 => 0.021456923623175
928 => 0.021719844813747
929 => 0.021796171953916
930 => 0.02175735135439
1001 => 0.021784539971606
1002 => 0.022411090179743
1003 => 0.022322014776093
1004 => 0.022274695243243
1005 => 0.02228780307723
1006 => 0.022447900088797
1007 => 0.022492718511063
1008 => 0.022302819706588
1009 => 0.02239237708057
1010 => 0.022773701012465
1011 => 0.022907142807563
1012 => 0.02333302496182
1013 => 0.02315210265324
1014 => 0.023484193380772
1015 => 0.024504927059136
1016 => 0.02532035975081
1017 => 0.024570454148365
1018 => 0.026067892441899
1019 => 0.02723386294818
1020 => 0.027189111058123
1021 => 0.02698579713097
1022 => 0.025658370708498
1023 => 0.024436853123727
1024 => 0.025458704451764
1025 => 0.025461309360945
1026 => 0.025373531425632
1027 => 0.02482835020814
1028 => 0.025354560301012
1029 => 0.025396328947269
1030 => 0.025372949612545
1031 => 0.024954960451339
1101 => 0.024316768259487
1102 => 0.024441469486159
1103 => 0.024645732639283
1104 => 0.024259019876661
1105 => 0.024135441717251
1106 => 0.024365197027301
1107 => 0.025105516507703
1108 => 0.024965563398312
1109 => 0.024961908657031
1110 => 0.025560687408361
1111 => 0.025132091046951
1112 => 0.024443042367976
1113 => 0.024269048489099
1114 => 0.023651487435408
1115 => 0.024078039054869
1116 => 0.024093389888279
1117 => 0.023859771925551
1118 => 0.024461999178109
1119 => 0.024456449547957
1120 => 0.025028174694563
1121 => 0.026121098444715
1122 => 0.025797867112284
1123 => 0.025421984240135
1124 => 0.025462853130439
1125 => 0.025911083984058
1126 => 0.025640073377845
1127 => 0.025737530681392
1128 => 0.025910936470757
1129 => 0.026015556488905
1130 => 0.025447799919838
1201 => 0.025315428704653
1202 => 0.025044643654367
1203 => 0.024974000889189
1204 => 0.025194549662532
1205 => 0.025136442852859
1206 => 0.024092099710172
1207 => 0.023982960041091
1208 => 0.023986307198926
1209 => 0.023711870311713
1210 => 0.023293288186313
1211 => 0.024393297019624
1212 => 0.024304950915695
1213 => 0.024207423654403
1214 => 0.024219370187429
1215 => 0.02469684673921
1216 => 0.024419886226033
1217 => 0.02515623114325
1218 => 0.025004860764825
1219 => 0.024849608307365
1220 => 0.024828147688639
1221 => 0.024768388738034
1222 => 0.024563453061085
1223 => 0.024315980916443
1224 => 0.024152578370881
1225 => 0.022279476846675
1226 => 0.022627113594238
1227 => 0.023027037984221
1228 => 0.023165090281047
1229 => 0.022928942274398
1230 => 0.024572777623726
1231 => 0.02487312218244
]
'min_raw' => 0.010366880897754
'max_raw' => 0.02723386294818
'avg_raw' => 0.018800371922967
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.010366'
'max' => '$0.027233'
'avg' => '$0.01880037'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.00040194733213731
'max_diff' => -0.0049113515826505
'year' => 2027
]
2 => [
'items' => [
101 => 0.023963358923105
102 => 0.023793179362673
103 => 0.024583934567376
104 => 0.024107012513048
105 => 0.02432177048491
106 => 0.023857581216075
107 => 0.024800777973361
108 => 0.024793592394357
109 => 0.024426667552708
110 => 0.024736789916277
111 => 0.024682898523871
112 => 0.024268641281344
113 => 0.024813910666847
114 => 0.024814181113659
115 => 0.024461023931205
116 => 0.024048613658148
117 => 0.023974884442021
118 => 0.023919339381796
119 => 0.024308109805068
120 => 0.024656680150921
121 => 0.025305283146636
122 => 0.025468357350186
123 => 0.026104846823105
124 => 0.025725848332092
125 => 0.025893853454306
126 => 0.026076246780245
127 => 0.026163692847993
128 => 0.026021204173213
129 => 0.027009934314175
130 => 0.027093413431981
131 => 0.02712140325809
201 => 0.026788009017585
202 => 0.027084141135047
203 => 0.026945590724151
204 => 0.027306060402889
205 => 0.027362586651223
206 => 0.027314710929864
207 => 0.027332653253291
208 => 0.026488946501929
209 => 0.026445195855963
210 => 0.025848652693814
211 => 0.026091748441814
212 => 0.025637292592811
213 => 0.025781405223944
214 => 0.025844928698592
215 => 0.025811747640361
216 => 0.026105492710668
217 => 0.025855749392754
218 => 0.025196635715175
219 => 0.024537342462516
220 => 0.024529065572778
221 => 0.024355485296845
222 => 0.024230018550159
223 => 0.024254187896743
224 => 0.024339363826561
225 => 0.024225067970277
226 => 0.024249458786162
227 => 0.024654508845014
228 => 0.024735738745632
229 => 0.024459687804761
301 => 0.023351303443205
302 => 0.023079303140707
303 => 0.023274811564142
304 => 0.023181371130095
305 => 0.018709175733823
306 => 0.019759851705165
307 => 0.019135575720578
308 => 0.019423270815833
309 => 0.018786046691052
310 => 0.019090163443176
311 => 0.019034004183624
312 => 0.02072346005378
313 => 0.020697081524138
314 => 0.020709707530357
315 => 0.020107035356647
316 => 0.0210671084937
317 => 0.021540075044126
318 => 0.021452541523239
319 => 0.021474571824611
320 => 0.021096018257168
321 => 0.020713372756367
322 => 0.020288960007258
323 => 0.021077466436101
324 => 0.020989797981467
325 => 0.021190877874282
326 => 0.02170228065699
327 => 0.021777586659374
328 => 0.021878798690256
329 => 0.021842521381948
330 => 0.022706794043927
331 => 0.022602124921906
401 => 0.022854347390614
402 => 0.022335506636318
403 => 0.021748389074016
404 => 0.021859980928291
405 => 0.021849233735359
406 => 0.021712409634286
407 => 0.021588890953655
408 => 0.021383267151578
409 => 0.022033891287947
410 => 0.022007477136189
411 => 0.022435091550049
412 => 0.022359506548774
413 => 0.021854731411476
414 => 0.021872759554255
415 => 0.021994007478475
416 => 0.022413647928585
417 => 0.022538225785478
418 => 0.022480516358596
419 => 0.022617110291484
420 => 0.022725068566655
421 => 0.022630668188691
422 => 0.023967178467892
423 => 0.023412166218796
424 => 0.023682675327255
425 => 0.02374719015569
426 => 0.023581936779254
427 => 0.023617774319323
428 => 0.023672058427383
429 => 0.024001660901604
430 => 0.024866633165204
501 => 0.025249723492688
502 => 0.026402269644265
503 => 0.025217913173865
504 => 0.025147638362266
505 => 0.025355246727724
506 => 0.0260319133281
507 => 0.026580288051643
508 => 0.026762215583939
509 => 0.026786260310628
510 => 0.027127568455529
511 => 0.027323199919166
512 => 0.027086124669443
513 => 0.026885228218115
514 => 0.026165642065646
515 => 0.026248936122163
516 => 0.026822749572819
517 => 0.027633294869314
518 => 0.028328827056572
519 => 0.028085275926338
520 => 0.029943399129718
521 => 0.03012762445558
522 => 0.030102170472264
523 => 0.030521863180983
524 => 0.029688858623109
525 => 0.029332733035915
526 => 0.026928664311164
527 => 0.02760410956213
528 => 0.028585908901918
529 => 0.028455964077739
530 => 0.027742955153613
531 => 0.028328286175365
601 => 0.028134757434581
602 => 0.027982113287209
603 => 0.028681405717843
604 => 0.027912504965011
605 => 0.02857823852873
606 => 0.027724428347129
607 => 0.028086388447386
608 => 0.02788092238844
609 => 0.028013884109551
610 => 0.027236592604789
611 => 0.027656000233074
612 => 0.027219143868568
613 => 0.027218936741771
614 => 0.027209293113312
615 => 0.027723252688835
616 => 0.027740012892141
617 => 0.02736019598928
618 => 0.027305458439722
619 => 0.027507851849547
620 => 0.02727090217356
621 => 0.027381769435611
622 => 0.027274260229985
623 => 0.027250057643309
624 => 0.027057207314938
625 => 0.026974122090946
626 => 0.027006701948116
627 => 0.026895490099528
628 => 0.026828480938045
629 => 0.027195963304497
630 => 0.026999632300298
701 => 0.02716587276232
702 => 0.026976420774627
703 => 0.026319697644981
704 => 0.0259420092284
705 => 0.024701520114764
706 => 0.025053321288569
707 => 0.025286565830767
708 => 0.025209478510962
709 => 0.025375091902735
710 => 0.025385259219934
711 => 0.02533141661804
712 => 0.025269073782711
713 => 0.025238728738247
714 => 0.025464895838447
715 => 0.025596193452548
716 => 0.025309975040985
717 => 0.025242918071778
718 => 0.025532300688419
719 => 0.025708823917399
720 => 0.027012172260354
721 => 0.026915616005348
722 => 0.027157953257204
723 => 0.027130669801614
724 => 0.027384677848911
725 => 0.027799873654432
726 => 0.026955664491235
727 => 0.027102190011409
728 => 0.027066265337631
729 => 0.027458481505988
730 => 0.027459705962054
731 => 0.027224552776473
801 => 0.027352033133301
802 => 0.02728087709536
803 => 0.027409465673234
804 => 0.026914326437695
805 => 0.027517352579604
806 => 0.027859229543921
807 => 0.027863976505902
808 => 0.028026023473685
809 => 0.02819067257808
810 => 0.028506702196051
811 => 0.02818185868356
812 => 0.027597496827468
813 => 0.027639685866
814 => 0.027297074723583
815 => 0.027302834078785
816 => 0.027272090189349
817 => 0.027364354915838
818 => 0.026934573356663
819 => 0.027035442229567
820 => 0.026894225216815
821 => 0.027101883033203
822 => 0.026878477549836
823 => 0.027066248013665
824 => 0.027147283521165
825 => 0.027446306288407
826 => 0.026834311643986
827 => 0.025586413135619
828 => 0.025848736531385
829 => 0.025460739623989
830 => 0.025496650214977
831 => 0.0255691953239
901 => 0.025334052890596
902 => 0.025378910656681
903 => 0.025377308021617
904 => 0.025363497378451
905 => 0.025302327749917
906 => 0.0252136196865
907 => 0.02556700530825
908 => 0.025627052411556
909 => 0.025760529683943
910 => 0.026157667508068
911 => 0.026117984074283
912 => 0.026182709401236
913 => 0.026041414375915
914 => 0.025503204485957
915 => 0.025532431872388
916 => 0.025167965895261
917 => 0.025751209469477
918 => 0.025613089692663
919 => 0.02552404297403
920 => 0.025499745751838
921 => 0.025897868003814
922 => 0.026016992421407
923 => 0.025942762078506
924 => 0.025790513479569
925 => 0.026082875797785
926 => 0.026161099620363
927 => 0.026178611049455
928 => 0.026696621022419
929 => 0.026207562052571
930 => 0.026325283407441
1001 => 0.027243711813098
1002 => 0.026410823983624
1003 => 0.026852023242512
1004 => 0.026830428834679
1005 => 0.027056131446157
1006 => 0.026811914632772
1007 => 0.026814941992865
1008 => 0.027015350621439
1009 => 0.026733912846494
1010 => 0.02666422489555
1011 => 0.026567951490434
1012 => 0.026778160948412
1013 => 0.026904172011513
1014 => 0.027919728635183
1015 => 0.028575824529082
1016 => 0.028547341675998
1017 => 0.028807621635518
1018 => 0.028690363129863
1019 => 0.028311704483871
1020 => 0.028958028620077
1021 => 0.028753504620031
1022 => 0.028770365330098
1023 => 0.028769737773627
1024 => 0.028905728353859
1025 => 0.028809366564411
1026 => 0.028619427586074
1027 => 0.028745517943975
1028 => 0.029119961228814
1029 => 0.030282244674275
1030 => 0.030932673888562
1031 => 0.030243088018872
1101 => 0.030718755117862
1102 => 0.030433524355985
1103 => 0.030381689441672
1104 => 0.03068044353136
1105 => 0.030979720550533
1106 => 0.030960657898222
1107 => 0.030743398150347
1108 => 0.030620673631535
1109 => 0.031549984803714
1110 => 0.032234685444972
1111 => 0.03218799345153
1112 => 0.032394076725535
1113 => 0.032999143591931
1114 => 0.03305446332325
1115 => 0.033047494308613
1116 => 0.032910378582523
1117 => 0.033506145490352
1118 => 0.034003144726383
1119 => 0.032878640253588
1120 => 0.033306836835984
1121 => 0.033499068077454
1122 => 0.033781320572371
1123 => 0.034257527842306
1124 => 0.034774815245197
1125 => 0.034847965355733
1126 => 0.034796061851752
1127 => 0.034454896904115
1128 => 0.035020918952879
1129 => 0.035352481394195
1130 => 0.035549919240327
1201 => 0.036050588767594
1202 => 0.033500255232158
1203 => 0.031695002395975
1204 => 0.031413086097438
1205 => 0.031986373976324
1206 => 0.032137545418101
1207 => 0.032076608399473
1208 => 0.030044632205943
1209 => 0.031402388163306
1210 => 0.032863219410066
1211 => 0.032919335887677
1212 => 0.033650658554346
1213 => 0.033888807192542
1214 => 0.034477617795864
1215 => 0.03444078753231
1216 => 0.034584153544196
1217 => 0.034551196180817
1218 => 0.03564184383477
1219 => 0.036844990159823
1220 => 0.036803329028358
1221 => 0.03663036250915
1222 => 0.036887247285348
1223 => 0.038129023229799
1224 => 0.038014700399888
1225 => 0.038125755291151
1226 => 0.039589879113085
1227 => 0.041493448350784
1228 => 0.040609049324646
1229 => 0.042527940732401
1230 => 0.043735781157519
1231 => 0.045824616279731
]
'min_raw' => 0.018709175733823
'max_raw' => 0.045824616279731
'avg_raw' => 0.032266896006777
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.0187091'
'max' => '$0.045824'
'avg' => '$0.032266'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.0083422948360693
'max_diff' => 0.018590753331551
'year' => 2028
]
3 => [
'items' => [
101 => 0.045563083834701
102 => 0.046376252019197
103 => 0.045094886174627
104 => 0.04215261118873
105 => 0.041686984909635
106 => 0.042619180511918
107 => 0.044910892437812
108 => 0.042547006347861
109 => 0.043025217425126
110 => 0.042887492602703
111 => 0.042880153832209
112 => 0.043160244853033
113 => 0.042753958218762
114 => 0.041098673381173
115 => 0.041857280667585
116 => 0.041564345962988
117 => 0.041889378857468
118 => 0.043643447335215
119 => 0.042867931849433
120 => 0.042050989282924
121 => 0.043075616555394
122 => 0.04438031917338
123 => 0.044298673228322
124 => 0.044140245969553
125 => 0.045033292132253
126 => 0.046508342755059
127 => 0.04690704301117
128 => 0.047201355389163
129 => 0.04724193609364
130 => 0.047659942570519
131 => 0.045412216393144
201 => 0.048979415562341
202 => 0.049595372316973
203 => 0.049479597975894
204 => 0.050164207985244
205 => 0.049962778353614
206 => 0.049670938420722
207 => 0.050756190906268
208 => 0.049512036506949
209 => 0.047746115971799
210 => 0.046777297040268
211 => 0.048053115961702
212 => 0.048832214057077
213 => 0.049347148338175
214 => 0.049502967140503
215 => 0.045586700977837
216 => 0.043476050722239
217 => 0.044828953337423
218 => 0.046479587900299
219 => 0.045403047034804
220 => 0.04544524539857
221 => 0.043910381034338
222 => 0.046615389339111
223 => 0.046221292381807
224 => 0.048265868093448
225 => 0.04777791369112
226 => 0.049445185813992
227 => 0.049006137187666
228 => 0.050828603488666
301 => 0.05155563463744
302 => 0.052776433089595
303 => 0.053674457400544
304 => 0.054201794452401
305 => 0.054170135113799
306 => 0.056259707231531
307 => 0.055027559557794
308 => 0.053479691684669
309 => 0.053451695638305
310 => 0.054253358343253
311 => 0.055933423447403
312 => 0.056369039884956
313 => 0.05661249004566
314 => 0.05623963764998
315 => 0.054902229658957
316 => 0.054324743669246
317 => 0.05481677846386
318 => 0.054215062191079
319 => 0.055253793289666
320 => 0.056680192949017
321 => 0.056385647059956
322 => 0.057370269806298
323 => 0.058389250763427
324 => 0.059846439297421
325 => 0.060227402339742
326 => 0.060857119761971
327 => 0.061505305840843
328 => 0.061713485740272
329 => 0.062110965762711
330 => 0.062108870846791
331 => 0.063306703647902
401 => 0.064627950321321
402 => 0.065126690353606
403 => 0.066273515557159
404 => 0.064309617585622
405 => 0.065799256756667
406 => 0.067142948577036
407 => 0.065540943794881
408 => 0.06774893416784
409 => 0.067834665430609
410 => 0.069129105713566
411 => 0.067816942502037
412 => 0.067037784175604
413 => 0.069287185069333
414 => 0.070375599306345
415 => 0.070047760080348
416 => 0.067552887383094
417 => 0.066100764463168
418 => 0.06230027868813
419 => 0.066802118257431
420 => 0.068994832991176
421 => 0.067547208781655
422 => 0.068277306229666
423 => 0.072260481171121
424 => 0.073777016297349
425 => 0.073461587592474
426 => 0.0735148898512
427 => 0.074333184678253
428 => 0.077961954584597
429 => 0.075787511542488
430 => 0.077449791773354
501 => 0.078331459214008
502 => 0.079150401068748
503 => 0.077139338702738
504 => 0.074522976112932
505 => 0.073694264253311
506 => 0.067403271083573
507 => 0.067075797568689
508 => 0.066891976761322
509 => 0.065733012572842
510 => 0.064822384187705
511 => 0.06409821868638
512 => 0.062197792156778
513 => 0.062839130322913
514 => 0.059810247084571
515 => 0.061748019243431
516 => 0.056913848460094
517 => 0.060939889536617
518 => 0.058748698420291
519 => 0.060220024323008
520 => 0.060214891005541
521 => 0.057505713534336
522 => 0.055943116508037
523 => 0.056938864150381
524 => 0.05800638466552
525 => 0.058179586277531
526 => 0.059563654490545
527 => 0.059949918178351
528 => 0.058779521171373
529 => 0.05681367101558
530 => 0.057270293170502
531 => 0.055933863074641
601 => 0.053591820736686
602 => 0.055273916431942
603 => 0.055848257858829
604 => 0.056101919752452
605 => 0.053798790098453
606 => 0.053075096757789
607 => 0.052689808495595
608 => 0.056516365898712
609 => 0.05672599335122
610 => 0.055653509665856
611 => 0.060501237620779
612 => 0.059404047482922
613 => 0.060629877685018
614 => 0.05722885949603
615 => 0.057358782970928
616 => 0.055748686456527
617 => 0.056650232917903
618 => 0.056013048937201
619 => 0.05657739687308
620 => 0.056915664698952
621 => 0.058525497012358
622 => 0.060958271235727
623 => 0.058285041747912
624 => 0.05712027737872
625 => 0.057842890642483
626 => 0.059767304988748
627 => 0.062682891232297
628 => 0.060956805494474
629 => 0.061722813034083
630 => 0.061890151604184
701 => 0.060617399884281
702 => 0.062729819403644
703 => 0.063861882185335
704 => 0.065023144351966
705 => 0.066031435753424
706 => 0.064559310705911
707 => 0.066134695527586
708 => 0.064865213454173
709 => 0.063726356797677
710 => 0.063728083973125
711 => 0.063013662556464
712 => 0.061629381038792
713 => 0.061374098288245
714 => 0.06270211139525
715 => 0.063767052143759
716 => 0.063854765764529
717 => 0.064444371681535
718 => 0.064793294389795
719 => 0.068213211268166
720 => 0.069588730127683
721 => 0.07127068855186
722 => 0.07192590614806
723 => 0.073897876204113
724 => 0.072305350228273
725 => 0.071960797215942
726 => 0.067177442886447
727 => 0.067960716889933
728 => 0.069214814144215
729 => 0.067198122488258
730 => 0.068477249165531
731 => 0.068729775867232
801 => 0.067129596077485
802 => 0.067984321242876
803 => 0.065714424611947
804 => 0.06100774877937
805 => 0.06273505927932
806 => 0.064006941213711
807 => 0.062191808871423
808 => 0.065445363339651
809 => 0.063544703986309
810 => 0.062942286219039
811 => 0.060592039731475
812 => 0.061701265604322
813 => 0.063201509479931
814 => 0.062274533186875
815 => 0.064198148181157
816 => 0.066922500022442
817 => 0.068864035382498
818 => 0.069013082359302
819 => 0.067764805195553
820 => 0.06976517731686
821 => 0.069779747843908
822 => 0.067523319919313
823 => 0.066141270379343
824 => 0.065827265816004
825 => 0.066611710779445
826 => 0.06756417178159
827 => 0.06906593731613
828 => 0.069973422776363
829 => 0.072339663563553
830 => 0.072979900475127
831 => 0.073683326733244
901 => 0.074623321142712
902 => 0.075752025440897
903 => 0.073282484693638
904 => 0.073380604151327
905 => 0.071081002000598
906 => 0.068623547306237
907 => 0.070488449093205
908 => 0.072926560102177
909 => 0.072367254742845
910 => 0.072304321464349
911 => 0.072410157782544
912 => 0.071988459806814
913 => 0.070081135491441
914 => 0.069123289160742
915 => 0.070359155300004
916 => 0.071015963150948
917 => 0.072034614848097
918 => 0.071909044525295
919 => 0.074532981901947
920 => 0.075552564622767
921 => 0.075291711732377
922 => 0.075339714941984
923 => 0.077185620756409
924 => 0.079238647661535
925 => 0.081161578278947
926 => 0.083117665894769
927 => 0.080759525926496
928 => 0.079562207880461
929 => 0.080797534479227
930 => 0.080142052797441
1001 => 0.083908644969481
1002 => 0.084169435639214
1003 => 0.087935755443769
1004 => 0.09151044142331
1005 => 0.089265245206712
1006 => 0.091382364113106
1007 => 0.093672200821608
1008 => 0.098089667344926
1009 => 0.096602020028218
1010 => 0.095462505498026
1011 => 0.094385669773089
1012 => 0.096626393973826
1013 => 0.099509049861632
1014 => 0.10012994633013
1015 => 0.1011360358098
1016 => 0.1000782557407
1017 => 0.10135223532328
1018 => 0.10584994306482
1019 => 0.10463462273069
1020 => 0.10290867248374
1021 => 0.10645918078123
1022 => 0.10774409593185
1023 => 0.11676230337413
1024 => 0.12814816279359
1025 => 0.12343434223035
1026 => 0.12050832169271
1027 => 0.12119600592519
1028 => 0.12535373634951
1029 => 0.12668906740204
1030 => 0.12305917728506
1031 => 0.12434131583997
1101 => 0.13140602533463
1102 => 0.13519601531549
1103 => 0.13004869985791
1104 => 0.11584746065595
1105 => 0.10275326954803
1106 => 0.10622643866896
1107 => 0.10583268907563
1108 => 0.11342283808718
1109 => 0.10460563774265
1110 => 0.10475409678349
1111 => 0.11250120203849
1112 => 0.11043440717546
1113 => 0.10708646419244
1114 => 0.10277771323686
1115 => 0.094812588584246
1116 => 0.08775765555549
1117 => 0.10159400387892
1118 => 0.10099735537945
1119 => 0.10013331993386
1120 => 0.10205613731962
1121 => 0.11139279274365
1122 => 0.11117755261632
1123 => 0.10980830474273
1124 => 0.11084686718685
1125 => 0.10690439917461
1126 => 0.1079204629497
1127 => 0.10275119536126
1128 => 0.10508792019892
1129 => 0.10707928101044
1130 => 0.10747907617595
1201 => 0.1083798350979
1202 => 0.10068294873215
1203 => 0.10413862474166
1204 => 0.10616851064419
1205 => 0.096997412288659
1206 => 0.10598722751704
1207 => 0.10054896306454
1208 => 0.098703134429377
1209 => 0.1011882995172
1210 => 0.10021982826557
1211 => 0.099387193553964
1212 => 0.098922569078406
1213 => 0.10074740004124
1214 => 0.10066226949568
1215 => 0.097676491856056
1216 => 0.093781666641033
1217 => 0.095088897826474
1218 => 0.094613968481446
1219 => 0.092892763267958
1220 => 0.094052647762739
1221 => 0.088945103451833
1222 => 0.080157838931973
1223 => 0.085962975034984
1224 => 0.085739483609791
1225 => 0.08562678909868
1226 => 0.089989188437916
1227 => 0.089569844399125
1228 => 0.08880873086249
1229 => 0.092878784820985
1230 => 0.091393160376184
1231 => 0.095971504857921
]
'min_raw' => 0.041098673381173
'max_raw' => 0.13519601531549
'avg_raw' => 0.088147344348332
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.041098'
'max' => '$0.135196'
'avg' => '$0.088147'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.02238949764735
'max_diff' => 0.08937139903576
'year' => 2029
]
4 => [
'items' => [
101 => 0.098987098642348
102 => 0.098222246514378
103 => 0.10105842704426
104 => 0.095119013792751
105 => 0.097091848627003
106 => 0.097498447152112
107 => 0.092828560986916
108 => 0.089638454269986
109 => 0.089425710521846
110 => 0.083894505098475
111 => 0.08684923038931
112 => 0.089449266370404
113 => 0.088204050906403
114 => 0.087809852890254
115 => 0.08982372506364
116 => 0.089980220179161
117 => 0.086412114960676
118 => 0.087154037022796
119 => 0.090247975356117
120 => 0.087076077715025
121 => 0.080913598724921
122 => 0.079385218732437
123 => 0.079181304667808
124 => 0.075036216910846
125 => 0.079487352391768
126 => 0.077544312471331
127 => 0.083682352298799
128 => 0.080176336868317
129 => 0.080025199550493
130 => 0.079796733327578
131 => 0.076228885063743
201 => 0.077010017084937
202 => 0.079606618893152
203 => 0.080533115671136
204 => 0.080436474466628
205 => 0.079593894127721
206 => 0.079979623092163
207 => 0.078737055700814
208 => 0.078298279293125
209 => 0.076913380255499
210 => 0.074877961258312
211 => 0.075160998753821
212 => 0.071128301124042
213 => 0.068931073423877
214 => 0.068322909755466
215 => 0.067509647881159
216 => 0.068414769848177
217 => 0.071116876998339
218 => 0.067857562491232
219 => 0.062269696383128
220 => 0.062605536657485
221 => 0.063360070042094
222 => 0.061954002071613
223 => 0.060623276739892
224 => 0.061780234450665
225 => 0.059412581917123
226 => 0.063646189539179
227 => 0.063531682317551
228 => 0.065109709434514
301 => 0.066096482175128
302 => 0.063822290479482
303 => 0.063250337418095
304 => 0.063576147875679
305 => 0.058191226763592
306 => 0.064669646495822
307 => 0.064725672138689
308 => 0.064245946570311
309 => 0.067695505078954
310 => 0.074975149476471
311 => 0.072236254431107
312 => 0.071175671486002
313 => 0.069159502532074
314 => 0.071845927954916
315 => 0.071639652397206
316 => 0.070706796097563
317 => 0.07014260169685
318 => 0.071182147179309
319 => 0.070013790507433
320 => 0.069803921544869
321 => 0.06853234397142
322 => 0.068078448630792
323 => 0.067742402590685
324 => 0.067372448919729
325 => 0.068188474531146
326 => 0.066339253138564
327 => 0.064109273420519
328 => 0.063923874735678
329 => 0.064435776804942
330 => 0.06420929824592
331 => 0.06392279044347
401 => 0.063375769022837
402 => 0.063213479452598
403 => 0.063740841824167
404 => 0.063145480453802
405 => 0.064023968586788
406 => 0.063785068423581
407 => 0.062450591532011
408 => 0.060787339238491
409 => 0.060772532804288
410 => 0.06041418782593
411 => 0.059957781618462
412 => 0.059830819852704
413 => 0.061682798699281
414 => 0.065516339486632
415 => 0.064763723701219
416 => 0.065307565737348
417 => 0.067982730294858
418 => 0.068833084662685
419 => 0.068229523274148
420 => 0.067403331219474
421 => 0.067439679476884
422 => 0.07026302783305
423 => 0.070439116606834
424 => 0.070884036129796
425 => 0.071455883451044
426 => 0.068326911345695
427 => 0.067292305172106
428 => 0.066802051369294
429 => 0.065292259408734
430 => 0.066920440598418
501 => 0.065971769144859
502 => 0.066099777335176
503 => 0.066016411833302
504 => 0.066061935034476
505 => 0.063645006159568
506 => 0.064525608011542
507 => 0.063061436637096
508 => 0.061101075527663
509 => 0.061094503709833
510 => 0.061574299314125
511 => 0.061288898114288
512 => 0.060520890823863
513 => 0.060629982634576
514 => 0.059674223580935
515 => 0.060746029088264
516 => 0.06077676463511
517 => 0.060364061133148
518 => 0.062015325397847
519 => 0.062691849714397
520 => 0.06242019942844
521 => 0.06267279000617
522 => 0.064794998284959
523 => 0.065141010832841
524 => 0.065294686750304
525 => 0.065088781379061
526 => 0.062711580077714
527 => 0.062817019064069
528 => 0.062043377742061
529 => 0.061389732349278
530 => 0.061415874737071
531 => 0.061751933436915
601 => 0.063219521488713
602 => 0.066307974024683
603 => 0.066425178540793
604 => 0.066567233833416
605 => 0.065989423567049
606 => 0.065815150461813
607 => 0.066045061671324
608 => 0.067204922060714
609 => 0.07018839788125
610 => 0.069133838266623
611 => 0.068276464884732
612 => 0.069028612486854
613 => 0.068912825259035
614 => 0.067935464532096
615 => 0.067908033271692
616 => 0.06603216555557
617 => 0.06533869997236
618 => 0.064759188226032
619 => 0.064126376527578
620 => 0.063751224540694
621 => 0.064327628496076
622 => 0.064459458900483
623 => 0.063199141578223
624 => 0.063027364984232
625 => 0.064056567315428
626 => 0.063603653741999
627 => 0.064069486583987
628 => 0.064177563799168
629 => 0.064160160878295
630 => 0.063687267090842
701 => 0.063988675489069
702 => 0.063275754773095
703 => 0.062500560571702
704 => 0.062006034967519
705 => 0.061574495788566
706 => 0.061813938806253
707 => 0.060960368168767
708 => 0.060687293742852
709 => 0.063886565105653
710 => 0.066249901259318
711 => 0.066215537415659
712 => 0.066006356355054
713 => 0.065695555729822
714 => 0.067182185059121
715 => 0.066664273126885
716 => 0.067041097330577
717 => 0.067137014905679
718 => 0.067427328516986
719 => 0.06753109067973
720 => 0.067217449356461
721 => 0.06616483076751
722 => 0.063541805323816
723 => 0.062320779899054
724 => 0.061917821171096
725 => 0.06193246795553
726 => 0.061528444254723
727 => 0.061647447341683
728 => 0.061487059837561
729 => 0.061183324706661
730 => 0.061795184017823
731 => 0.061865695103571
801 => 0.061722879829171
802 => 0.061756517996281
803 => 0.060574068521453
804 => 0.060663967586879
805 => 0.060163398166766
806 => 0.06006954743495
807 => 0.058804151530471
808 => 0.056562319263618
809 => 0.057804511959378
810 => 0.056304117861625
811 => 0.055735895882126
812 => 0.058425770356429
813 => 0.058155781564713
814 => 0.057693678114602
815 => 0.057010130801091
816 => 0.056756596453389
817 => 0.055216202015972
818 => 0.055125187294925
819 => 0.055888648372257
820 => 0.05553633735416
821 => 0.055041559254135
822 => 0.053249523130696
823 => 0.051234681205181
824 => 0.051295496618067
825 => 0.051936380347107
826 => 0.053799836224236
827 => 0.053071751774928
828 => 0.052543518153148
829 => 0.052444595874433
830 => 0.053682815300369
831 => 0.055435155203058
901 => 0.056257313879004
902 => 0.055442579600472
903 => 0.054506656729703
904 => 0.054563622018197
905 => 0.054942586561654
906 => 0.054982410376901
907 => 0.054373220802456
908 => 0.054544704099314
909 => 0.054284205290625
910 => 0.052685524582547
911 => 0.052656609518009
912 => 0.052264267490038
913 => 0.052252387529357
914 => 0.051584915865473
915 => 0.051491531965681
916 => 0.050166226464404
917 => 0.05103854655874
918 => 0.05045344003832
919 => 0.049571546499372
920 => 0.049419507720852
921 => 0.049414937251578
922 => 0.05032044472829
923 => 0.051027965176662
924 => 0.050463618216748
925 => 0.050335127353382
926 => 0.051707073614622
927 => 0.051532480947311
928 => 0.051381284823422
929 => 0.055278252384605
930 => 0.052193498475758
1001 => 0.050848369699903
1002 => 0.049183517406756
1003 => 0.049725601708319
1004 => 0.049839826835534
1005 => 0.045836157182697
1006 => 0.044211868903167
1007 => 0.043654474375645
1008 => 0.043333685944654
1009 => 0.043479873260864
1010 => 0.042017823299274
1011 => 0.043000345053537
1012 => 0.041734333370807
1013 => 0.041522082392239
1014 => 0.043785868109713
1015 => 0.044100860667455
1016 => 0.04275700455561
1017 => 0.043619977729957
1018 => 0.043307051660714
1019 => 0.041756035507433
1020 => 0.04169679809888
1021 => 0.040918552714018
1022 => 0.03970074938471
1023 => 0.03914418058519
1024 => 0.038854314722048
1025 => 0.038973919026554
1026 => 0.038913443430244
1027 => 0.038518799257051
1028 => 0.038936063972297
1029 => 0.037870125050529
1030 => 0.037445659583027
1031 => 0.03725393837888
1101 => 0.036307856232655
1102 => 0.037813493651939
1103 => 0.038110123191058
1104 => 0.038407337182003
1105 => 0.040994382056569
1106 => 0.040865140605549
1107 => 0.042033420379633
1108 => 0.041988023175941
1109 => 0.041654810859495
1110 => 0.040249042907172
1111 => 0.040809356957564
1112 => 0.039084797402596
1113 => 0.040376954679829
1114 => 0.039787268060277
1115 => 0.040177581040587
1116 => 0.039475763108888
1117 => 0.039864178129642
1118 => 0.038180465059014
1119 => 0.036608237484144
1120 => 0.037240947756456
1121 => 0.037928776181655
1122 => 0.039420163462911
1123 => 0.038531905501873
1124 => 0.038851356653414
1125 => 0.037781248771227
1126 => 0.035573310549071
1127 => 0.035585807239627
1128 => 0.035246164046697
1129 => 0.034952662739288
1130 => 0.038633932613913
1201 => 0.038176108512738
1202 => 0.037446625726054
1203 => 0.038423067424525
1204 => 0.038681254107814
1205 => 0.038688604319719
1206 => 0.039400990977315
1207 => 0.039781191864177
1208 => 0.039848203918371
1209 => 0.040969159716231
1210 => 0.041344889313909
1211 => 0.042892466351503
1212 => 0.039748934475242
1213 => 0.039684195504909
1214 => 0.038436807961654
1215 => 0.037645695061305
1216 => 0.038490976138768
1217 => 0.039239779781026
1218 => 0.038460075378101
1219 => 0.038561888312665
1220 => 0.037515198855928
1221 => 0.037889341085395
1222 => 0.038211602775813
1223 => 0.038033668812031
1224 => 0.037767293056148
1225 => 0.039178386421605
1226 => 0.039098767003806
1227 => 0.040412809586617
1228 => 0.041437199748004
1229 => 0.043273090048854
1230 => 0.041357242812791
1231 => 0.041287421724706
]
'min_raw' => 0.034952662739288
'max_raw' => 0.10105842704426
'avg_raw' => 0.068005544891775
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.034952'
'max' => '$0.101058'
'avg' => '$0.0680055'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.0061460106418852
'max_diff' => -0.034137588271229
'year' => 2030
]
5 => [
'items' => [
101 => 0.041969934060393
102 => 0.041344784824827
103 => 0.041739857562287
104 => 0.043209437723048
105 => 0.043240487636111
106 => 0.042720361586756
107 => 0.042688711869383
108 => 0.042788607766718
109 => 0.043373701157596
110 => 0.043169251548719
111 => 0.043405845812142
112 => 0.043701710561412
113 => 0.044925532608448
114 => 0.045220591960759
115 => 0.044503750705379
116 => 0.044568473444608
117 => 0.044300355137364
118 => 0.044041356212078
119 => 0.044623547972365
120 => 0.045687514857297
121 => 0.045680895974526
122 => 0.045927715611269
123 => 0.046081482200196
124 => 0.045421403436499
125 => 0.044991716433102
126 => 0.045156485771899
127 => 0.045419955532844
128 => 0.045071046079381
129 => 0.042917415302021
130 => 0.043570689305405
131 => 0.043461952567775
201 => 0.043307098230551
202 => 0.043963970292572
203 => 0.043900613379741
204 => 0.042002827863705
205 => 0.042124317935092
206 => 0.042010216077334
207 => 0.042378902522793
208 => 0.041324874546846
209 => 0.041649086453261
210 => 0.041852429121666
211 => 0.041972199515509
212 => 0.042404892305397
213 => 0.042354120800625
214 => 0.042401736277374
215 => 0.043043305458116
216 => 0.046288142214355
217 => 0.046464751519668
218 => 0.045595062708487
219 => 0.045942486234701
220 => 0.045275509037543
221 => 0.045723255298354
222 => 0.046029591918479
223 => 0.04464531563728
224 => 0.044563347779786
225 => 0.043893617730479
226 => 0.044253492723527
227 => 0.043680905733659
228 => 0.04382139855273
301 => 0.043428568382664
302 => 0.044135584477077
303 => 0.044926138329824
304 => 0.045125863452945
305 => 0.044600472641084
306 => 0.044220055068355
307 => 0.043552167127981
308 => 0.044662879657676
309 => 0.04498768584971
310 => 0.044661173589024
311 => 0.044585513563789
312 => 0.044442137952684
313 => 0.044615931377465
314 => 0.044985916885433
315 => 0.044811438552435
316 => 0.044926684565292
317 => 0.044487485605451
318 => 0.045421621950036
319 => 0.04690525527739
320 => 0.046910025401136
321 => 0.046735546127635
322 => 0.046664152968126
323 => 0.046843179291026
324 => 0.046940293727155
325 => 0.0475192320276
326 => 0.048140455889897
327 => 0.051039436594031
328 => 0.050225414412769
329 => 0.052797562554611
330 => 0.054831797783172
331 => 0.055441775981892
401 => 0.054880624740762
402 => 0.05296095665765
403 => 0.052866768583232
404 => 0.055735563162361
405 => 0.054924997294641
406 => 0.054828583063875
407 => 0.053802898542938
408 => 0.054409205128311
409 => 0.054276596984109
410 => 0.054067268541074
411 => 0.055224059270283
412 => 0.057389468247942
413 => 0.057051968951697
414 => 0.056800041383192
415 => 0.055696168113015
416 => 0.056360946380683
417 => 0.056124231572555
418 => 0.057141308611199
419 => 0.056538814704521
420 => 0.05491885646098
421 => 0.055176840150716
422 => 0.055137846435003
423 => 0.055940334341242
424 => 0.055699447390764
425 => 0.055090809391825
426 => 0.057382067115466
427 => 0.057233285583538
428 => 0.057444223779619
429 => 0.057537085297014
430 => 0.058931733496904
501 => 0.059503076240635
502 => 0.059632781046224
503 => 0.060175512463534
504 => 0.059619277394144
505 => 0.061844614260587
506 => 0.063324333424765
507 => 0.06504310337961
508 => 0.06755468824545
509 => 0.068499067388465
510 => 0.068328473749089
511 => 0.070232728730047
512 => 0.073654632601619
513 => 0.06902013835751
514 => 0.073900272049988
515 => 0.072355278066802
516 => 0.068692125125924
517 => 0.068456261262268
518 => 0.07093699096391
519 => 0.076439010680769
520 => 0.075060817145087
521 => 0.076441264911669
522 => 0.07483089926515
523 => 0.074750931037574
524 => 0.076363053046621
525 => 0.080129863992956
526 => 0.078340393309149
527 => 0.075774748287699
528 => 0.07766918064568
529 => 0.076028048015758
530 => 0.072330116876446
531 => 0.075059763266464
601 => 0.073234526461312
602 => 0.073767227595981
603 => 0.077603603876925
604 => 0.077142000933009
605 => 0.077739357885718
606 => 0.07668503849974
607 => 0.07570013794233
608 => 0.073861747912249
609 => 0.073317491255875
610 => 0.073467904215393
611 => 0.073317416718682
612 => 0.072288854392528
613 => 0.072066736456125
614 => 0.071696530164244
615 => 0.071811272574153
616 => 0.071115176437746
617 => 0.072428853667947
618 => 0.072672683737957
619 => 0.073628668474508
620 => 0.073727921981214
621 => 0.076390325864918
622 => 0.074923918545654
623 => 0.075907711178933
624 => 0.075819711505997
625 => 0.068771516757804
626 => 0.069742695807356
627 => 0.071253545635685
628 => 0.070572909835931
629 => 0.069610650059329
630 => 0.068833573696617
701 => 0.067656223546971
702 => 0.069313321273591
703 => 0.071492228571399
704 => 0.073783182666031
705 => 0.076535613901474
706 => 0.075921303291554
707 => 0.073731727878636
708 => 0.073829950632173
709 => 0.074437125045314
710 => 0.073650779012684
711 => 0.073418870216363
712 => 0.074405264337902
713 => 0.074412057092104
714 => 0.073507270948471
715 => 0.072501766723938
716 => 0.072497553624523
717 => 0.072318633859786
718 => 0.074862728693825
719 => 0.076261723615546
720 => 0.076422116128728
721 => 0.076250927921468
722 => 0.076316811468226
723 => 0.075502767148026
724 => 0.077363431066658
725 => 0.079070960278986
726 => 0.078613305974041
727 => 0.077927217111536
728 => 0.077380714286034
729 => 0.078484567276463
730 => 0.078435414440424
731 => 0.079056046500932
801 => 0.079027891045723
802 => 0.078819195826927
803 => 0.078613313427205
804 => 0.079429613870211
805 => 0.079194532452009
806 => 0.078959085887434
807 => 0.078486861757112
808 => 0.078551044859235
809 => 0.077865074459645
810 => 0.077547713164925
811 => 0.072775360748556
812 => 0.071500032241789
813 => 0.071901276551724
814 => 0.072033376596858
815 => 0.071478351996335
816 => 0.072274114699363
817 => 0.072150095925018
818 => 0.072632580427441
819 => 0.072331145057369
820 => 0.072343516070101
821 => 0.073229973220686
822 => 0.073487315502759
823 => 0.07335642914109
824 => 0.073448097462281
825 => 0.075560555233352
826 => 0.075260231290903
827 => 0.075100690182154
828 => 0.075144884159601
829 => 0.075684662411715
830 => 0.075835770851507
831 => 0.075195513773907
901 => 0.075497462712985
902 => 0.076783122972555
903 => 0.077233031301336
904 => 0.078668922718555
905 => 0.078058930523586
906 => 0.079178597597296
907 => 0.082620072459248
908 => 0.085369360710922
909 => 0.08284100161554
910 => 0.087889719369992
911 => 0.09182087033738
912 => 0.091669986215577
913 => 0.090984499115253
914 => 0.086508988253937
915 => 0.082390556433247
916 => 0.085835799529106
917 => 0.085844582162278
918 => 0.085548632724909
919 => 0.083710516186799
920 => 0.085484670253732
921 => 0.085625496160783
922 => 0.085546671101466
923 => 0.084137391461389
924 => 0.081985681929406
925 => 0.08240612082149
926 => 0.083094808303446
927 => 0.081790979224845
928 => 0.081374326832442
929 => 0.08214896290128
930 => 0.08464500171691
1001 => 0.084173140037384
1002 => 0.084160817821988
1003 => 0.086179642187496
1004 => 0.084734599631359
1005 => 0.082411423902351
1006 => 0.081824791391854
1007 => 0.079742641182597
1008 => 0.081180789748495
1009 => 0.081232546155096
1010 => 0.080444886883075
1011 => 0.082475338111238
1012 => 0.082456627145716
1013 => 0.084384238394074
1014 => 0.088069107123212
1015 => 0.086979310118628
1016 => 0.085711994771874
1017 => 0.085849787088909
1018 => 0.087361028706367
1019 => 0.086447297526161
1020 => 0.086775881629323
1021 => 0.087360531354973
1022 => 0.087713265050493
1023 => 0.085799034138387
1024 => 0.085352735344527
1025 => 0.084439764641879
1026 => 0.084201587626963
1027 => 0.084945183214511
1028 => 0.084749272048812
1029 => 0.081228196229531
1030 => 0.080860224215336
1031 => 0.080871509391668
1101 => 0.079946226265857
1102 => 0.078534947405601
1103 => 0.082243703987273
1104 => 0.081945838929749
1105 => 0.081617018959168
1106 => 0.081657297529344
1107 => 0.083267143060024
1108 => 0.082333351353081
1109 => 0.08481598965144
1110 => 0.084305633852236
1111 => 0.083782189352531
1112 => 0.083709833378162
1113 => 0.083508351903962
1114 => 0.082817396960974
1115 => 0.081983027347362
1116 => 0.081432104256597
1117 => 0.075116811691966
1118 => 0.076288893257595
1119 => 0.077637266260255
1120 => 0.078102719217507
1121 => 0.077306529725763
1122 => 0.082848835374941
1123 => 0.083861468024031
1124 => 0.080794137677542
1125 => 0.080220365407986
1126 => 0.08288645178941
1127 => 0.081278475785607
1128 => 0.082002547281662
1129 => 0.080437500753124
1130 => 0.083617554472211
1201 => 0.083593327790918
1202 => 0.082356215069423
1203 => 0.083401814270249
1204 => 0.083220115678173
1205 => 0.081823418462478
1206 => 0.083661832265192
1207 => 0.083662744095502
1208 => 0.082472049998212
1209 => 0.081081579969033
1210 => 0.080832996769251
1211 => 0.08064572272067
1212 => 0.081956489345819
1213 => 0.083131718603266
1214 => 0.085318528887333
1215 => 0.085868344950079
1216 => 0.088014313646302
1217 => 0.086736493773021
1218 => 0.087302934772309
1219 => 0.087917886605008
1220 => 0.088212717127708
1221 => 0.087732306612446
1222 => 0.091065879313636
1223 => 0.091347334987644
1224 => 0.091441704640557
1225 => 0.090317642681851
1226 => 0.09131607279116
1227 => 0.090848940407544
1228 => 0.092064289096598
1229 => 0.092254871289392
1230 => 0.092093454952254
1231 => 0.092153948748382
]
'min_raw' => 0.041324874546846
'max_raw' => 0.092254871289392
'avg_raw' => 0.066789872918119
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.041324'
'max' => '$0.092254'
'avg' => '$0.066789'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.0063722118075583
'max_diff' => -0.0088035557548693
'year' => 2031
]
6 => [
'items' => [
101 => 0.089309332530439
102 => 0.089161824172992
103 => 0.087150537252496
104 => 0.08797015153928
105 => 0.086437921915271
106 => 0.086923807712759
107 => 0.087137981542601
108 => 0.087026109288149
109 => 0.088016491301316
110 => 0.087174464268446
111 => 0.084952216486642
112 => 0.082729363254917
113 => 0.082701457143289
114 => 0.082116219123994
115 => 0.081693199227734
116 => 0.081774687867191
117 => 0.082061864461367
118 => 0.081676508002022
119 => 0.081758743340692
120 => 0.083124397893803
121 => 0.083398270175027
122 => 0.08246754515462
123 => 0.078730549894708
124 => 0.077813481884383
125 => 0.078472652183956
126 => 0.078157611236764
127 => 0.063079292219521
128 => 0.066621719612755
129 => 0.064516929545163
130 => 0.065486913645044
131 => 0.063338468018779
201 => 0.064363818881316
202 => 0.064174474016823
203 => 0.069870592437096
204 => 0.069781655382718
205 => 0.069824224844205
206 => 0.067792273533313
207 => 0.071029227145054
208 => 0.072623866891285
209 => 0.07232874151422
210 => 0.072403018213401
211 => 0.071126698431001
212 => 0.069836582409595
213 => 0.068405645194424
214 => 0.071064149671027
215 => 0.070768569355414
216 => 0.07144652425299
217 => 0.073170754439892
218 => 0.073424653884627
219 => 0.073765897313144
220 => 0.073643585835382
221 => 0.076557541456833
222 => 0.076204642204177
223 => 0.077055027867034
224 => 0.075305720039622
225 => 0.073326212187083
226 => 0.073702451914863
227 => 0.073666217003549
228 => 0.073204904994026
229 => 0.072788453138482
301 => 0.072095178133584
302 => 0.074288802834476
303 => 0.074199745677649
304 => 0.07564147752906
305 => 0.075386637420087
306 => 0.073684752802413
307 => 0.073745535944478
308 => 0.074154331786245
309 => 0.07556917886215
310 => 0.075989201804413
311 => 0.075794630442536
312 => 0.076255166423952
313 => 0.076619155286099
314 => 0.076300877820967
315 => 0.080807015539463
316 => 0.078935752991918
317 => 0.07984779333743
318 => 0.080065309585781
319 => 0.079508146289504
320 => 0.079628975057945
321 => 0.079811997718264
322 => 0.08092327547221
323 => 0.083839589849373
324 => 0.085131205634995
325 => 0.08901709545324
326 => 0.085023954924159
327 => 0.084787018490421
328 => 0.085486984589318
329 => 0.087768413275839
330 => 0.089617296942564
331 => 0.090230678319475
401 => 0.090311746794256
402 => 0.091462491034163
403 => 0.092122076172368
404 => 0.091322760415861
405 => 0.090645424004068
406 => 0.088219289051118
407 => 0.088500120778068
408 => 0.090434772889331
409 => 0.09316758294693
410 => 0.095512618276775
411 => 0.094691468636996
412 => 0.10095626074721
413 => 0.10157738929556
414 => 0.10149156941367
415 => 0.10290659268312
416 => 0.10009805965773
417 => 0.09889735737661
418 => 0.090791871824393
419 => 0.093069182646106
420 => 0.096379387667243
421 => 0.095941269620064
422 => 0.093537310251681
423 => 0.095510794658026
424 => 0.094858298996725
425 => 0.094343648596587
426 => 0.096701361849508
427 => 0.094108959278399
428 => 0.096353526468511
429 => 0.093474845830118
430 => 0.094695219579382
501 => 0.094002476416463
502 => 0.09445076614228
503 => 0.091830073565217
504 => 0.093244135666084
505 => 0.091771243932816
506 => 0.091770545590358
507 => 0.091738031423711
508 => 0.093470882016099
509 => 0.093527390211706
510 => 0.092246811005739
511 => 0.092062259535752
512 => 0.092744643047634
513 => 0.091945750671745
514 => 0.092319547386255
515 => 0.091957072593435
516 => 0.091875471882684
517 => 0.091225263536204
518 => 0.09094513590269
519 => 0.09105498116579
520 => 0.090680022653712
521 => 0.090454096587344
522 => 0.091693089042634
523 => 0.091031145354585
524 => 0.091591636678831
525 => 0.090952886075209
526 => 0.088738698192661
527 => 0.087465295326795
528 => 0.083282899671988
529 => 0.084469021891445
530 => 0.085255422150078
531 => 0.084995516869291
601 => 0.085553893982413
602 => 0.085588173802208
603 => 0.085406639710751
604 => 0.085196446488801
605 => 0.085094136052771
606 => 0.085856674221577
607 => 0.086299353294423
608 => 0.08533434793671
609 => 0.085108260683258
610 => 0.086083934379312
611 => 0.086679094770277
612 => 0.091073424705424
613 => 0.09074787855033
614 => 0.091564935514411
615 => 0.091472947439016
616 => 0.092329353304754
617 => 0.093729214951113
618 => 0.090882904816594
619 => 0.091376925837947
620 => 0.091255803292123
621 => 0.092578187487397
622 => 0.092582315826511
623 => 0.091789480443455
624 => 0.092219289366895
625 => 0.091979381817021
626 => 0.092412927185092
627 => 0.090743530682953
628 => 0.092776675422342
629 => 0.093929337476623
630 => 0.093945342190365
701 => 0.094491694856002
702 => 0.095046820806903
703 => 0.096112336728375
704 => 0.095017104146163
705 => 0.093046887349506
706 => 0.093189130638463
707 => 0.092033993251457
708 => 0.092053411319625
709 => 0.091949756149922
710 => 0.092260833116999
711 => 0.09081179458385
712 => 0.091151881031283
713 => 0.090675758013334
714 => 0.091375890839491
715 => 0.090622663654648
716 => 0.091255744883164
717 => 0.091528961754416
718 => 0.092537137891275
719 => 0.090473755219511
720 => 0.086266378273057
721 => 0.087150819916716
722 => 0.085842661254353
723 => 0.085963736319066
724 => 0.08620832721874
725 => 0.085415528087734
726 => 0.085566769177958
727 => 0.085561365781948
728 => 0.085514802234284
729 => 0.085308564560955
730 => 0.085009479131746
731 => 0.086200943428072
801 => 0.086403396429223
802 => 0.086853424372162
803 => 0.088192402273477
804 => 0.088058606805863
805 => 0.088276832764663
806 => 0.087800446721888
807 => 0.085985834501282
808 => 0.086084376675224
809 => 0.084855554187139
810 => 0.086822000618372
811 => 0.086356320147631
812 => 0.086056092918714
813 => 0.085974173137718
814 => 0.087316470106264
815 => 0.08771810639718
816 => 0.08746783361349
817 => 0.086954516832518
818 => 0.087940236800467
819 => 0.088203973879703
820 => 0.088263014885495
821 => 0.090009521675643
822 => 0.088360625213794
823 => 0.088757530980782
824 => 0.091854076473078
825 => 0.089045937005635
826 => 0.090533471110522
827 => 0.090460664056842
828 => 0.091221636169493
829 => 0.090398242132493
830 => 0.09040844908841
831 => 0.091084140771728
901 => 0.090135253664145
902 => 0.089900295872078
903 => 0.089575703365138
904 => 0.090284439229064
905 => 0.090709294326122
906 => 0.094133314386723
907 => 0.096345387500156
908 => 0.096249355572374
909 => 0.097126907628065
910 => 0.096731562389521
911 => 0.095454888327457
912 => 0.097634015277584
913 => 0.096944448332019
914 => 0.097001295393188
915 => 0.096999179542732
916 => 0.097457681278544
917 => 0.097132790777654
918 => 0.096492398251075
919 => 0.096917520696086
920 => 0.098179982373714
921 => 0.10209870215812
922 => 0.10429166966561
923 => 0.1019666827606
924 => 0.10357042759486
925 => 0.10260875216702
926 => 0.10243398713442
927 => 0.10344125740614
928 => 0.10445029077114
929 => 0.10438601970796
930 => 0.10365351329941
1001 => 0.10323973901588
1002 => 0.10637297651532
1003 => 0.10868149253159
1004 => 0.10852406721577
1005 => 0.10921889136236
1006 => 0.11125891654683
1007 => 0.11144543088327
1008 => 0.11142193436386
1009 => 0.11095963912023
1010 => 0.11296830884509
1011 => 0.11464397646875
1012 => 0.11085263112833
1013 => 0.11229632580161
1014 => 0.11294444685338
1015 => 0.11389608084623
1016 => 0.11550164690455
1017 => 0.11724571749925
1018 => 0.1174923482041
1019 => 0.11731735191664
1020 => 0.1161670904763
1021 => 0.11807547333211
1022 => 0.11919335925196
1023 => 0.11985903473486
1024 => 0.12154707700167
1025 => 0.11294844942835
1026 => 0.10686191345243
1027 => 0.10591141296915
1028 => 0.10784429307849
1029 => 0.1083539781489
1030 => 0.10814852473611
1031 => 0.10129757513157
1101 => 0.10587534413732
1102 => 0.11080063867775
1103 => 0.11098983929994
1104 => 0.11345554472993
1105 => 0.11425847949062
1106 => 0.11624369554916
1107 => 0.11611951974418
1108 => 0.11660288826275
1109 => 0.11649177021111
1110 => 0.120168964923
1111 => 0.12422545675891
1112 => 0.12408499334549
1113 => 0.12350182464984
1114 => 0.12436792960791
1115 => 0.12855466390266
1116 => 0.12816921649985
1117 => 0.12854364581935
1118 => 0.13348004150686
1119 => 0.13989805809472
1120 => 0.13691624503133
1121 => 0.14338592138529
1122 => 0.14745823970731
1123 => 0.15450089315965
1124 => 0.15361911826162
1125 => 0.15636077156924
1126 => 0.15204055716217
1127 => 0.14212047162413
1128 => 0.14055058011518
1129 => 0.14369354267209
1130 => 0.15142020943246
1201 => 0.14345020243894
1202 => 0.14506252447357
1203 => 0.14459817561913
1204 => 0.14457343244203
1205 => 0.14551777887407
1206 => 0.1441479551206
1207 => 0.13856704672237
1208 => 0.14112474415278
1209 => 0.14013709434418
1210 => 0.14123296544099
1211 => 0.14714692977886
1212 => 0.14453222517379
1213 => 0.14177784627369
1214 => 0.14523244866002
1215 => 0.14963134462799
1216 => 0.14935606962389
1217 => 0.14882192105991
1218 => 0.15183288854794
1219 => 0.15680612470748
1220 => 0.15815037045732
1221 => 0.15914266518796
1222 => 0.15927948586636
1223 => 0.16068882388743
1224 => 0.15311045814918
1225 => 0.16513751920202
1226 => 0.16721426040499
1227 => 0.16682391913094
1228 => 0.16913212957541
1229 => 0.168452995509
1230 => 0.16746903679964
1231 => 0.17112804132457
]
'min_raw' => 0.063079292219521
'max_raw' => 0.17112804132457
'avg_raw' => 0.11710366677204
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.063079'
'max' => '$0.171128'
'avg' => '$0.1171036'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.021754417672675
'max_diff' => 0.078873170035175
'year' => 2032
]
7 => [
'items' => [
101 => 0.16693328790318
102 => 0.16097936352628
103 => 0.15771292285785
104 => 0.1620144354263
105 => 0.16464121904975
106 => 0.16637735593003
107 => 0.166902709901
108 => 0.1536987451086
109 => 0.14658254041096
110 => 0.1511439460347
111 => 0.15670917570705
112 => 0.15307954301736
113 => 0.15322181774699
114 => 0.14804691538217
115 => 0.15716703973937
116 => 0.15583831433284
117 => 0.16273174409236
118 => 0.16108657175702
119 => 0.16670789612451
120 => 0.16522761302745
121 => 0.17137218540181
122 => 0.17382342167959
123 => 0.17793942889446
124 => 0.18096718055688
125 => 0.18274513424471
126 => 0.18263839257423
127 => 0.18968353085843
128 => 0.18552925895062
129 => 0.1803105143477
130 => 0.18021612372276
131 => 0.1829189855028
201 => 0.18858344229984
202 => 0.19005215353282
203 => 0.19087296274678
204 => 0.18961586486302
205 => 0.18510670044644
206 => 0.18315966611335
207 => 0.18481859577616
208 => 0.18278986735199
209 => 0.18629202177277
210 => 0.19110122781231
211 => 0.19010814578281
212 => 0.19342787011626
213 => 0.1968634355562
214 => 0.20177644843621
215 => 0.20306089193139
216 => 0.2051840281859
217 => 0.20736943280573
218 => 0.20807132587131
219 => 0.20941145751813
220 => 0.20940439436284
221 => 0.2134429712818
222 => 0.21789764668773
223 => 0.2195791835275
224 => 0.22344578477006
225 => 0.21682436564404
226 => 0.22184678811251
227 => 0.22637713889845
228 => 0.22097586792701
301 => 0.22842026162641
302 => 0.2287093105644
303 => 0.23307360635332
304 => 0.22864955647334
305 => 0.22602256977668
306 => 0.23360658193804
307 => 0.23727624652878
308 => 0.23617091368933
309 => 0.22775927620409
310 => 0.22286334239557
311 => 0.21004973926359
312 => 0.22522800567988
313 => 0.23262089649516
314 => 0.22774013040287
315 => 0.23020170492261
316 => 0.24363125733412
317 => 0.2487443613933
318 => 0.24768087149229
319 => 0.24786058377902
320 => 0.25061952191995
321 => 0.26285417301182
322 => 0.25552288648058
323 => 0.26112738033565
324 => 0.26409998366787
325 => 0.26686110330782
326 => 0.26008066613292
327 => 0.25125941699279
328 => 0.24846535709926
329 => 0.22725483440437
330 => 0.22615073458547
331 => 0.22553096989948
401 => 0.22162344122172
402 => 0.21855319404319
403 => 0.21611161949585
404 => 0.20970419876775
405 => 0.21186651517168
406 => 0.20165442386373
407 => 0.20818775798826
408 => 0.19188901368121
409 => 0.20546309225992
410 => 0.19807533842715
411 => 0.20303601643286
412 => 0.20301870909462
413 => 0.19388452810172
414 => 0.18861612313051
415 => 0.19197335582756
416 => 0.19557257577625
417 => 0.19615653710369
418 => 0.20082301971643
419 => 0.20212533470793
420 => 0.1981792594844
421 => 0.19155125843287
422 => 0.19309079190853
423 => 0.18858492453377
424 => 0.18068856527518
425 => 0.1863598683519
426 => 0.18829630057189
427 => 0.18915153935635
428 => 0.18138637692851
429 => 0.17894639430381
430 => 0.17764736802785
501 => 0.19054887347417
502 => 0.19125564706602
503 => 0.18763969344239
504 => 0.20398414669997
505 => 0.20028489354682
506 => 0.20441786565792
507 => 0.19295109538224
508 => 0.19338914144883
509 => 0.18796058863717
510 => 0.19100021547567
511 => 0.18885190519797
512 => 0.1907546436653
513 => 0.19189513725733
514 => 0.19732279929688
515 => 0.20552506744184
516 => 0.19651208758475
517 => 0.19258500319277
518 => 0.19502134426279
519 => 0.20150964158954
520 => 0.2113397441694
521 => 0.20552012559287
522 => 0.2081027734936
523 => 0.2086669671659
524 => 0.20437579588156
525 => 0.21149796577552
526 => 0.21531479448209
527 => 0.21923007095362
528 => 0.22262959581029
529 => 0.21766622343211
530 => 0.22297774334825
531 => 0.21869759590533
601 => 0.21485786117552
602 => 0.21486368446813
603 => 0.21245496278255
604 => 0.20778776099827
605 => 0.20692705738152
606 => 0.21140454629071
607 => 0.21499506837609
608 => 0.21529080097249
609 => 0.21727869848664
610 => 0.21845511575855
611 => 0.22998560428495
612 => 0.23462326215547
613 => 0.24029410241317
614 => 0.24250321428459
615 => 0.24915184900712
616 => 0.24378253649297
617 => 0.24262085195597
618 => 0.22649343887094
619 => 0.22913430186014
620 => 0.23336257831123
621 => 0.22656316159225
622 => 0.23087582649045
623 => 0.23172723789609
624 => 0.22633212001397
625 => 0.22921388558409
626 => 0.22156077061379
627 => 0.20569188443464
628 => 0.21151563238219
629 => 0.21580387112395
630 => 0.20968402570344
701 => 0.22065361174899
702 => 0.2142454060394
703 => 0.21221431247758
704 => 0.20429029235579
705 => 0.20803012482977
706 => 0.21308830180007
707 => 0.20996293650861
708 => 0.21644853876434
709 => 0.22563388120541
710 => 0.2321799032255
711 => 0.23268242551393
712 => 0.22847377190442
713 => 0.23521816617293
714 => 0.23526729172215
715 => 0.22765958743561
716 => 0.22299991091999
717 => 0.22194122261159
718 => 0.22458603357403
719 => 0.22779732234147
720 => 0.23286062969109
721 => 0.23592028027888
722 => 0.24389822629854
723 => 0.24605682974583
724 => 0.24842848048672
725 => 0.25159773726656
726 => 0.25540324261151
727 => 0.2470770135643
728 => 0.24740783016637
729 => 0.2396545609621
730 => 0.23136908088605
731 => 0.2376567274641
801 => 0.24587698895432
802 => 0.24399125188588
803 => 0.24377906794357
804 => 0.24413590247962
805 => 0.24271411831243
806 => 0.23628344121802
807 => 0.23305399543938
808 => 0.23722080441332
809 => 0.23943527793963
810 => 0.24286973325656
811 => 0.2424463641462
812 => 0.25129315220904
813 => 0.25473074653727
814 => 0.25385126280515
815 => 0.25401310897782
816 => 0.26023670930819
817 => 0.26715863285658
818 => 0.27364192768791
819 => 0.28023701365433
820 => 0.27228638011122
821 => 0.26824953872494
822 => 0.27241452860043
823 => 0.27020452634602
824 => 0.28290385482912
825 => 0.28378312877995
826 => 0.29648153895705
827 => 0.30853384231368
828 => 0.30096400651483
829 => 0.30810202072026
830 => 0.31582236505426
831 => 0.33071616185529
901 => 0.3257004550628
902 => 0.32185850226589
903 => 0.31822787543699
904 => 0.32578263352215
905 => 0.33550170910849
906 => 0.33759510490164
907 => 0.34098720582529
908 => 0.33742082647044
909 => 0.34171613757955
910 => 0.35688047325006
911 => 0.35278293589259
912 => 0.34696377413299
913 => 0.35893456074658
914 => 0.36326674188678
915 => 0.39367225790959
916 => 0.4320604778776
917 => 0.4161675027402
918 => 0.40630222020931
919 => 0.4086207956117
920 => 0.42263887402077
921 => 0.42714103589419
922 => 0.41490260793396
923 => 0.41922542758791
924 => 0.4430445888914
925 => 0.45582280472054
926 => 0.43846827128123
927 => 0.39058780181293
928 => 0.34643982228537
929 => 0.35814985446551
930 => 0.35682230022089
1001 => 0.3824130175406
1002 => 0.35268521098176
1003 => 0.353185751003
1004 => 0.37930565725585
1005 => 0.37233731407615
1006 => 0.361049490563
1007 => 0.34652223588887
1008 => 0.31966726201533
1009 => 0.29588106274919
1010 => 0.34253127714463
1011 => 0.34051963507199
1012 => 0.33760647924215
1013 => 0.34408939230507
1014 => 0.37556857793163
1015 => 0.37484288081476
1016 => 0.37022636601114
1017 => 0.37372795180159
1018 => 0.36043564564401
1019 => 0.36386137560101
1020 => 0.34643282901985
1021 => 0.35431125995493
1022 => 0.36102527196336
1023 => 0.3623732092767
1024 => 0.36541018087103
1025 => 0.33945959110943
1026 => 0.3511106440431
1027 => 0.35795454608561
1028 => 0.32703354767428
1029 => 0.35734333736561
1030 => 0.33900784907653
1031 => 0.33278450896143
1101 => 0.3411634165637
1102 => 0.33789814812234
1103 => 0.33509086205945
1104 => 0.33352434820107
1105 => 0.33967689319789
1106 => 0.33938986961991
1107 => 0.32932311184758
1108 => 0.31619143670712
1109 => 0.3205988579168
1110 => 0.31899760047153
1111 => 0.31319443692354
1112 => 0.31710506847825
1113 => 0.29988462623667
1114 => 0.27025775040074
1115 => 0.28983017207371
1116 => 0.28907665513
1117 => 0.2886966977177
1118 => 0.30340483166293
1119 => 0.30199098395848
1120 => 0.29942483653047
1121 => 0.31314730761363
1122 => 0.30813842107499
1123 => 0.32357462914497
1124 => 0.33374191413121
1125 => 0.33116316178148
1126 => 0.34072554245379
1127 => 0.32070039599973
1128 => 0.32735194638234
1129 => 0.32872282169755
1130 => 0.31297797445055
1201 => 0.30222230692828
1202 => 0.30150502652813
1203 => 0.28285618126681
1204 => 0.29281824387719
1205 => 0.30158444671616
1206 => 0.29738611584111
1207 => 0.29605704970764
1208 => 0.30284696034428
1209 => 0.3033745945524
1210 => 0.29134447869113
1211 => 0.29384592072291
1212 => 0.30427734982557
1213 => 0.29358307547381
1214 => 0.27280584730813
1215 => 0.26765280745539
1216 => 0.26696529694967
1217 => 0.25298984417628
1218 => 0.26799715821857
1219 => 0.2614460634681
1220 => 0.28214089329066
1221 => 0.27032011748461
1222 => 0.2698105474655
1223 => 0.26904025764394
1224 => 0.25701100812321
1225 => 0.25964464926956
1226 => 0.26839927355491
1227 => 0.27152302212782
1228 => 0.27119718955955
1229 => 0.26835637111984
1230 => 0.26965688325419
1231 => 0.26546748054097
]
'min_raw' => 0.14658254041096
'max_raw' => 0.45582280472054
'avg_raw' => 0.30120267256575
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.146582'
'max' => '$0.455822'
'avg' => '$0.3012026'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.083503248191438
'max_diff' => 0.28469476339597
'year' => 2033
]
8 => [
'items' => [
101 => 0.26398811524806
102 => 0.25931883145214
103 => 0.25245627419471
104 => 0.25341055487186
105 => 0.23981403325911
106 => 0.23240592666246
107 => 0.23035546039378
108 => 0.22761349120443
109 => 0.23066517310982
110 => 0.23977551602169
111 => 0.22878650960291
112 => 0.20994662888708
113 => 0.2110789378197
114 => 0.21362289980575
115 => 0.20888224347474
116 => 0.20439561011056
117 => 0.20829637380864
118 => 0.20031366798759
119 => 0.21458757166639
120 => 0.21420150257403
121 => 0.21952193117321
122 => 0.22284890436246
123 => 0.2151813082816
124 => 0.21325292860265
125 => 0.21435142130775
126 => 0.19619578381516
127 => 0.2180382282512
128 => 0.21822712261771
129 => 0.21660969437055
130 => 0.22824012172293
131 => 0.2527839510577
201 => 0.24354957518871
202 => 0.23997374574175
203 => 0.23317609134916
204 => 0.2422335622225
205 => 0.24153808977799
206 => 0.23839289963379
207 => 0.23649067882099
208 => 0.23999557899385
209 => 0.23605638290256
210 => 0.2353487950427
211 => 0.2310615824751
212 => 0.22953124264421
213 => 0.22839823995801
214 => 0.22715091532704
215 => 0.22990220264902
216 => 0.22366742361542
217 => 0.21614889130381
218 => 0.21552380669375
219 => 0.21724972026014
220 => 0.21648613198616
221 => 0.21552015092687
222 => 0.21367583001539
223 => 0.21312865939863
224 => 0.21490669845364
225 => 0.21289939602665
226 => 0.2158612801011
227 => 0.21505581152137
228 => 0.21055652951124
301 => 0.20494875827907
302 => 0.2048988373524
303 => 0.20369065223902
304 => 0.20215184684528
305 => 0.20172378638784
306 => 0.2079678623701
307 => 0.22089291278393
308 => 0.21835541611745
309 => 0.2201890175121
310 => 0.22920852159177
311 => 0.23207555071275
312 => 0.23004060135198
313 => 0.22725503715676
314 => 0.22737758784437
315 => 0.23689670394707
316 => 0.23749039954201
317 => 0.23899047677697
318 => 0.24091849994566
319 => 0.23036895203462
320 => 0.22688070508647
321 => 0.22522778016186
322 => 0.22013741115653
323 => 0.22562693771353
324 => 0.22242842567373
325 => 0.22286001422463
326 => 0.22257894161467
327 => 0.22273242626575
328 => 0.21458358181941
329 => 0.217552592445
330 => 0.21261603643088
331 => 0.20600654208238
401 => 0.20598438473974
402 => 0.20760204911787
403 => 0.20663979904654
404 => 0.20405040884632
405 => 0.20441821950268
406 => 0.20119581112437
407 => 0.2048094782234
408 => 0.20491310526547
409 => 0.20352164659457
410 => 0.20908899935059
411 => 0.21136994831726
412 => 0.21045406041214
413 => 0.21130568718027
414 => 0.21846086056006
415 => 0.21962746602306
416 => 0.2201455951081
417 => 0.2194513707731
418 => 0.21143647061471
419 => 0.21179196551873
420 => 0.20918357978766
421 => 0.20697976870983
422 => 0.20706790959548
423 => 0.20820095496487
424 => 0.21314903054524
425 => 0.22356196389913
426 => 0.22395712710815
427 => 0.22443607644521
428 => 0.22248794879073
429 => 0.22190037484907
430 => 0.22267553654382
501 => 0.22658608682552
502 => 0.23664508385409
503 => 0.23308956248637
504 => 0.23019886826943
505 => 0.23273478642325
506 => 0.23234440170065
507 => 0.22904916177263
508 => 0.22895667536299
509 => 0.22263205638918
510 => 0.22029398875917
511 => 0.2183401244462
512 => 0.21620655562336
513 => 0.21494170450731
514 => 0.21688509068612
515 => 0.21732956609868
516 => 0.21308031825414
517 => 0.21250116147444
518 => 0.21597118899068
519 => 0.21444415925644
520 => 0.21601474720662
521 => 0.21637913708331
522 => 0.21632046192055
523 => 0.21472606749977
524 => 0.21574228695805
525 => 0.21333862498961
526 => 0.21072500361728
527 => 0.2090576760161
528 => 0.20760271154516
529 => 0.20841001039667
530 => 0.20553213739799
531 => 0.20461144790557
601 => 0.21539801467125
602 => 0.22336616751619
603 => 0.22325030741809
604 => 0.2225450388677
605 => 0.22149715286032
606 => 0.2265094274372
607 => 0.22476325119821
608 => 0.22603374030998
609 => 0.22635713311119
610 => 0.22733594572076
611 => 0.2276857870969
612 => 0.22662832347776
613 => 0.22307934641363
614 => 0.21423563299642
615 => 0.21011886052757
616 => 0.20876025704257
617 => 0.2088096396989
618 => 0.20744744558359
619 => 0.20784867279981
620 => 0.20730791513177
621 => 0.20628385093182
622 => 0.20834677731806
623 => 0.20858451036659
624 => 0.20810299869791
625 => 0.20821641212686
626 => 0.20422970116649
627 => 0.20453280214212
628 => 0.20284509739357
629 => 0.20252867309881
630 => 0.19826230245974
701 => 0.19070380845231
702 => 0.19489194785319
703 => 0.18983326439845
704 => 0.18791746432257
705 => 0.19698656391372
706 => 0.19607627785244
707 => 0.19451826380736
708 => 0.1922136363161
709 => 0.19135882756162
710 => 0.18616528016897
711 => 0.18585841768251
712 => 0.18843248000789
713 => 0.1872446388128
714 => 0.18557645990426
715 => 0.17953448499812
716 => 0.17274130477448
717 => 0.17294634818502
718 => 0.17510713242255
719 => 0.18138990401463
720 => 0.17893511646055
721 => 0.17715413992463
722 => 0.17682061655541
723 => 0.18099535979967
724 => 0.18690349612605
725 => 0.18967546150329
726 => 0.18692852800029
727 => 0.18377299869744
728 => 0.18396506114479
729 => 0.18524276656151
730 => 0.18537703533503
731 => 0.18332311015253
801 => 0.18390127806047
802 => 0.18302298813953
803 => 0.17763292451592
804 => 0.17753543535704
805 => 0.17621262681729
806 => 0.17617257270043
807 => 0.17392214538426
808 => 0.17360729504625
809 => 0.16913893501882
810 => 0.17208002312032
811 => 0.17010729563589
812 => 0.16713392999749
813 => 0.1666213206407
814 => 0.16660591098444
815 => 0.16965889266269
816 => 0.17204434725187
817 => 0.17014161207508
818 => 0.1697083961583
819 => 0.17433400876429
820 => 0.17374535739678
821 => 0.17323558910892
822 => 0.18637448731903
823 => 0.17597402414471
824 => 0.17143882856303
825 => 0.16582566282041
826 => 0.16765333789024
827 => 0.16803845588159
828 => 0.15453980411976
829 => 0.14906340278114
830 => 0.14718410821556
831 => 0.14610254762374
901 => 0.14659542836681
902 => 0.14166602484424
903 => 0.14497866553622
904 => 0.14071021875778
905 => 0.13999459976465
906 => 0.14762711136359
907 => 0.14868913076409
908 => 0.14415822605797
909 => 0.14706780036614
910 => 0.14601274827589
911 => 0.14078338902661
912 => 0.14058366596785
913 => 0.13795975731743
914 => 0.13385384836836
915 => 0.13197733780238
916 => 0.13100003480701
917 => 0.13140328907016
918 => 0.13119939137493
919 => 0.12986882099183
920 => 0.13127565811178
921 => 0.12768177061555
922 => 0.12625065565664
923 => 0.12560425423131
924 => 0.12241447222197
925 => 0.12749083390133
926 => 0.12849094110249
927 => 0.12949301882377
928 => 0.13821542124008
929 => 0.13777967466461
930 => 0.14171861148963
1001 => 0.14156555164785
1002 => 0.14044210305881
1003 => 0.13570245825997
1004 => 0.13759159620074
1005 => 0.13177712325626
1006 => 0.13613372173199
1007 => 0.13414555212357
1008 => 0.13546151958747
1009 => 0.13309529143138
1010 => 0.13440485979213
1011 => 0.12872810362141
1012 => 0.12342722858331
1013 => 0.12556045544083
1014 => 0.12787951699904
1015 => 0.13290783334313
1016 => 0.1299130096113
1017 => 0.13099006147209
1018 => 0.12738211803475
1019 => 0.11993790016542
1020 => 0.11998003363012
1021 => 0.11883490289203
1022 => 0.11784534274249
1023 => 0.13025700114285
1024 => 0.12871341522148
1025 => 0.12625391307531
1026 => 0.12954605443469
1027 => 0.13041654886341
1028 => 0.13044133061603
1029 => 0.13284319196936
1030 => 0.13412506580419
1031 => 0.13435100162354
1101 => 0.13813038235866
1102 => 0.13939718092984
1103 => 0.14461494496046
1104 => 0.13401630776526
1105 => 0.13379803580685
1106 => 0.12959238161495
1107 => 0.12692508923768
1108 => 0.12977501340599
1109 => 0.13229965716567
1110 => 0.12967082933398
1111 => 0.13001409875122
1112 => 0.1264851121703
1113 => 0.12774655881873
1114 => 0.12883308660756
1115 => 0.12823316982572
1116 => 0.127335065367
1117 => 0.13209266516803
1118 => 0.13182422274207
1119 => 0.13625460905354
1120 => 0.13970841200329
1121 => 0.14589824433038
1122 => 0.13943883161381
1123 => 0.13920342494058
1124 => 0.14150456293184
1125 => 0.1393968286376
1126 => 0.14072884395504
1127 => 0.14568363606986
1128 => 0.14578832301959
1129 => 0.14403468173015
1130 => 0.14392797249831
1201 => 0.14426477849068
1202 => 0.14623746170794
1203 => 0.1455481455774
1204 => 0.14634583965502
1205 => 0.1473433683138
1206 => 0.15146956978991
1207 => 0.15246438299661
1208 => 0.15004750265584
1209 => 0.15026571988995
1210 => 0.14936174029765
1211 => 0.14848850733832
1212 => 0.15045140750546
1213 => 0.1540386461418
1214 => 0.15401633011642
1215 => 0.1548484997541
1216 => 0.15536693454431
1217 => 0.15314143290728
1218 => 0.15169271317553
1219 => 0.15224824450511
1220 => 0.15313655119901
1221 => 0.15196017861658
1222 => 0.14469906208901
1223 => 0.14690162100156
1224 => 0.14653500749888
1225 => 0.14601290528935
1226 => 0.14822759530779
1227 => 0.14801398305274
1228 => 0.14161546668628
1229 => 0.14202507894412
1230 => 0.14164037656435
1231 => 0.14288342865609
]
'min_raw' => 0.11784534274249
'max_raw' => 0.26398811524806
'avg_raw' => 0.19091672899528
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.117845'
'max' => '$0.263988'
'avg' => '$0.190916'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.028737197668467
'max_diff' => -0.19183468947248
'year' => 2034
]
9 => [
'items' => [
101 => 0.1393296997453
102 => 0.14042280282353
103 => 0.14110838682699
104 => 0.14151220107193
105 => 0.14297105502268
106 => 0.14279987534959
107 => 0.14296041425386
108 => 0.14512350953966
109 => 0.15606370321059
110 => 0.15665915381392
111 => 0.15372693726728
112 => 0.15489829994225
113 => 0.15264953975517
114 => 0.15415914753414
115 => 0.15519198283663
116 => 0.15052479870749
117 => 0.15024843835313
118 => 0.14799039673284
119 => 0.14920374039757
120 => 0.14727322338448
121 => 0.14774690473287
122 => 0.14642245038797
123 => 0.14880620451257
124 => 0.15147161202181
125 => 0.15214499921878
126 => 0.15037360741498
127 => 0.14909100300861
128 => 0.1468391721872
129 => 0.15058401702853
130 => 0.15167912378222
131 => 0.15057826489896
201 => 0.15032317184147
202 => 0.14983977095846
203 => 0.15042572762398
204 => 0.15167315959565
205 => 0.15108489371426
206 => 0.15147345369283
207 => 0.14999266373584
208 => 0.15314216964092
209 => 0.15814434298807
210 => 0.15816042579331
211 => 0.15757215674095
212 => 0.15733144971916
213 => 0.15793504946603
214 => 0.15826247756776
215 => 0.16021440846789
216 => 0.16230890809209
217 => 0.17208302393644
218 => 0.16933849131911
219 => 0.17801066836097
220 => 0.18486923445984
221 => 0.18692581854414
222 => 0.18503385795634
223 => 0.17856156298718
224 => 0.17824400131828
225 => 0.18791634253466
226 => 0.18518346311974
227 => 0.18485839580928
228 => 0.18140022883594
301 => 0.18344443381949
302 => 0.18299733620291
303 => 0.18229157074237
304 => 0.18619177145045
305 => 0.19349259900266
306 => 0.19235469656192
307 => 0.19150530517568
308 => 0.18778351937531
309 => 0.19002486571809
310 => 0.18922676521559
311 => 0.19265591146143
312 => 0.19062456119028
313 => 0.18516275887031
314 => 0.1860325688921
315 => 0.18590109885712
316 => 0.18860674286092
317 => 0.18779457568919
318 => 0.18574251018202
319 => 0.19346764556778
320 => 0.19296601824529
321 => 0.19367721110061
322 => 0.1939903001899
323 => 0.19869245396705
324 => 0.20061877591742
325 => 0.20105608472516
326 => 0.20288594159092
327 => 0.20101055621938
328 => 0.20851343483265
329 => 0.21350241130537
330 => 0.21929736420882
331 => 0.22776534793725
401 => 0.23094938815237
402 => 0.23037421978675
403 => 0.23679454840589
404 => 0.24833173621859
405 => 0.23270621530452
406 => 0.24915992676876
407 => 0.24395087168642
408 => 0.23160029579308
409 => 0.23080506430927
410 => 0.23916901769737
411 => 0.25771946131151
412 => 0.25307278558356
413 => 0.25772706160838
414 => 0.252297601399
415 => 0.25202798293652
416 => 0.25746336484479
417 => 0.2701634309407
418 => 0.26413010559339
419 => 0.25547985427596
420 => 0.26186706523593
421 => 0.25633387199393
422 => 0.24386603897643
423 => 0.2530692323582
424 => 0.24691531903567
425 => 0.24871135810321
426 => 0.26164596858165
427 => 0.26008964202815
428 => 0.26210367270034
429 => 0.25854896128029
430 => 0.25522830028742
501 => 0.24903003994871
502 => 0.24719504063295
503 => 0.24770216842747
504 => 0.24719478932561
505 => 0.24372691963105
506 => 0.24297803350069
507 => 0.24172985714063
508 => 0.2421167191867
509 => 0.23976978246292
510 => 0.24419893696256
511 => 0.24502102706727
512 => 0.24824419635128
513 => 0.2485788364788
514 => 0.25755531705581
515 => 0.25261122239762
516 => 0.25592814794693
517 => 0.25563145090568
518 => 0.23186797022291
519 => 0.23514236819403
520 => 0.2402363038744
521 => 0.23794149275506
522 => 0.23469716673541
523 => 0.23207719952479
524 => 0.2281076812953
525 => 0.23369470197546
526 => 0.24104104005647
527 => 0.24876515173583
528 => 0.25804516581474
529 => 0.2559739747036
530 => 0.24859166832767
531 => 0.24892283319892
601 => 0.25096996412439
602 => 0.24831874357445
603 => 0.2475368468763
604 => 0.2508625435249
605 => 0.25088544576995
606 => 0.24783489611654
607 => 0.24444476842146
608 => 0.24443056366264
609 => 0.24382732318405
610 => 0.25240491654004
611 => 0.25712172559333
612 => 0.25766250014977
613 => 0.25708532715701
614 => 0.25730745813475
615 => 0.25456285087443
616 => 0.26083620918351
617 => 0.26659326313875
618 => 0.26505024969723
619 => 0.2627370531961
620 => 0.26089448076431
621 => 0.26461619819009
622 => 0.26445047597165
623 => 0.2665429802948
624 => 0.26644805221181
625 => 0.265744421711
626 => 0.26505027482609
627 => 0.26780248876196
628 => 0.26700989534764
629 => 0.26621607081682
630 => 0.2646239341918
701 => 0.26484033200173
702 => 0.26252753490659
703 => 0.26145752914398
704 => 0.24536720977719
705 => 0.24106735067603
706 => 0.24242017388096
707 => 0.24286555840606
708 => 0.24099425421481
709 => 0.24367722372645
710 => 0.24325908577003
711 => 0.24488581595594
712 => 0.2438695055602
713 => 0.24391121529334
714 => 0.246899967467
715 => 0.24776761493808
716 => 0.24732632243151
717 => 0.24763538857649
718 => 0.25475768743875
719 => 0.25374512429883
720 => 0.25320722031188
721 => 0.25335622339237
722 => 0.25517612345548
723 => 0.2556855961103
724 => 0.25352692467185
725 => 0.25454496660135
726 => 0.25887965992842
727 => 0.2603965572705
728 => 0.2652377654344
729 => 0.26318113416076
730 => 0.26695616987244
731 => 0.27855934264561
801 => 0.2878287599353
802 => 0.27930422072083
803 => 0.29632632512018
804 => 0.30958047507092
805 => 0.30907175871987
806 => 0.30676059110195
807 => 0.29167109376283
808 => 0.27778551333965
809 => 0.28940139097653
810 => 0.28943100223745
811 => 0.28843318804683
812 => 0.2822358498054
813 => 0.28821753410954
814 => 0.28869233848732
815 => 0.28842657429644
816 => 0.28367508959716
817 => 0.27642045068251
818 => 0.27783798976128
819 => 0.28015994768932
820 => 0.27576399692038
821 => 0.27435922428965
822 => 0.2769709638791
823 => 0.28538653301386
824 => 0.28379561841701
825 => 0.28375407320749
826 => 0.29056068050562
827 => 0.28568861863795
828 => 0.27785586946865
829 => 0.27587799700214
830 => 0.26885788220054
831 => 0.27370670049879
901 => 0.27388120083716
902 => 0.27122555260893
903 => 0.27807136068626
904 => 0.27800827535965
905 => 0.28450735126501
906 => 0.29693114345461
907 => 0.29325681676646
908 => 0.28898397459375
909 => 0.28944855101099
910 => 0.29454380763576
911 => 0.29146309916703
912 => 0.29257094341185
913 => 0.29454213078081
914 => 0.29573139706234
915 => 0.28927743389484
916 => 0.28777270635175
917 => 0.2846945618862
918 => 0.28389153145142
919 => 0.28639861589103
920 => 0.28573808771779
921 => 0.27386653475942
922 => 0.27262589142258
923 => 0.27266394018249
924 => 0.26954428352261
925 => 0.26478605831291
926 => 0.27729039006514
927 => 0.27628611722742
928 => 0.27517747773913
929 => 0.27531327975064
930 => 0.28074098635315
1001 => 0.27759264241794
1002 => 0.28596303077312
1003 => 0.2842423305642
1004 => 0.28247750088772
1005 => 0.2822335476684
1006 => 0.28155423881115
1007 => 0.27922463597993
1008 => 0.27641150057382
1009 => 0.27455402490908
1010 => 0.25326157510778
1011 => 0.25721332993842
1012 => 0.26175946365728
1013 => 0.26332877079955
1014 => 0.26064436233995
1015 => 0.27933063278758
1016 => 0.28274479446375
1017 => 0.27240307604639
1018 => 0.27046856278008
1019 => 0.27945745915526
1020 => 0.27403605579314
1021 => 0.27647731339514
1022 => 0.27120064975612
1023 => 0.28192242289428
1024 => 0.28184074094685
1025 => 0.27766972903388
1026 => 0.28119503974087
1027 => 0.28058243025189
1028 => 0.27587336807489
1029 => 0.28207170856469
1030 => 0.28207478286425
1031 => 0.27806027458363
1101 => 0.27337220780073
1102 => 0.27253409218714
1103 => 0.2719026846573
1104 => 0.27632202584879
1105 => 0.28028439334216
1106 => 0.28765737689311
1107 => 0.28951112013559
1108 => 0.29674640342165
1109 => 0.29243814450435
1110 => 0.2943479398811
1111 => 0.29642129291961
1112 => 0.2974153346113
1113 => 0.2957955970179
1114 => 0.30703497012258
1115 => 0.30798391757811
1116 => 0.30830209145158
1117 => 0.30451223807831
1118 => 0.3078785149
1119 => 0.3063035454545
1120 => 0.31040117841258
1121 => 0.31104373958161
1122 => 0.31049951313122
1123 => 0.31070347218841
1124 => 0.30111265000485
1125 => 0.30061531527901
1126 => 0.29383412100299
1127 => 0.29659750779453
1128 => 0.29143148864033
1129 => 0.29306968653002
1130 => 0.29379178855047
1201 => 0.29341460343392
1202 => 0.29675374553757
1203 => 0.2939147926078
1204 => 0.28642232905906
1205 => 0.27892782419364
1206 => 0.27883373678995
1207 => 0.27686056594788
1208 => 0.27543432483333
1209 => 0.27570906947062
1210 => 0.27667730540791
1211 => 0.2753780492005
1212 => 0.27565531138632
1213 => 0.28025971105909
1214 => 0.28118309057639
1215 => 0.27804508618894
1216 => 0.26544554576147
1217 => 0.26235358693701
1218 => 0.26457602562382
1219 => 0.26351384307491
1220 => 0.21267623777366
1221 => 0.22461977905433
1222 => 0.21752333238969
1223 => 0.22079370150457
1224 => 0.21355006707593
1225 => 0.21700710909669
1226 => 0.21636871966641
1227 => 0.23557358061065
1228 => 0.23527372312243
1229 => 0.23541724903394
1230 => 0.22856638332295
1231 => 0.23947999842183
]
'min_raw' => 0.1393296997453
'max_raw' => 0.31104373958161
'avg_raw' => 0.22518671966345
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.139329'
'max' => '$0.311043'
'avg' => '$0.225186'
'bar_min_pct' => 61.631153054958
'bar_max_pct' => 60.119598047091
'min_diff' => 0.021484357002804
'max_diff' => 0.047055624333553
'year' => 2035
]
10 => [
'items' => [
101 => 0.24485643766043
102 => 0.24386140184666
103 => 0.24411183092379
104 => 0.23980862966762
105 => 0.23545891342843
106 => 0.23063440870263
107 => 0.23959774215636
108 => 0.23860117248551
109 => 0.24088694475599
110 => 0.24670030721303
111 => 0.24755634691765
112 => 0.24870687296175
113 => 0.24829449127496
114 => 0.25811909609857
115 => 0.2569292716296
116 => 0.25979640626395
117 => 0.25389849279106
118 => 0.2472244438614
119 => 0.24849296237183
120 => 0.24837079383849
121 => 0.24681544819061
122 => 0.2454113516839
123 => 0.24307392660197
124 => 0.25046988543502
125 => 0.250169623013
126 => 0.25503052260854
127 => 0.25417131138877
128 => 0.24843328857849
129 => 0.24863822318571
130 => 0.25001650690744
131 => 0.25478676260532
201 => 0.25620289928023
202 => 0.25554688834912
203 => 0.25709961756406
204 => 0.25832683142568
205 => 0.25725373673056
206 => 0.27244649465696
207 => 0.26613740233053
208 => 0.26921241003205
209 => 0.26994578124987
210 => 0.26806726629657
211 => 0.26847464892536
212 => 0.26909172260286
213 => 0.27283847313722
214 => 0.2826710306704
215 => 0.28702580346936
216 => 0.30012735229573
217 => 0.28666420020977
218 => 0.28586535248105
219 => 0.28822533705355
220 => 0.29591733315442
221 => 0.30215097352172
222 => 0.30421903165889
223 => 0.30449235968164
224 => 0.30837217422888
225 => 0.31059601157311
226 => 0.3079010626936
227 => 0.30561737569112
228 => 0.29743749230992
229 => 0.29838433608437
301 => 0.30490715075059
302 => 0.31412101065849
303 => 0.3220274609982
304 => 0.31925889765685
305 => 0.34038108165025
306 => 0.34247525991682
307 => 0.34218591219327
308 => 0.34695676194001
309 => 0.33748759675939
310 => 0.33343934518824
311 => 0.306111134742
312 => 0.31378924717418
313 => 0.32494983451407
314 => 0.32347268892958
315 => 0.31536757208
316 => 0.32202131254027
317 => 0.3198213778624
318 => 0.31808619810659
319 => 0.3260353929491
320 => 0.31729492668484
321 => 0.32486264167698
322 => 0.31515696892157
323 => 0.31927154422099
324 => 0.31693591228142
325 => 0.31844735239061
326 => 0.30961150439612
327 => 0.31437911349586
328 => 0.30941315618313
329 => 0.30941080167278
330 => 0.30930117788986
331 => 0.31514360464586
401 => 0.31533412597263
402 => 0.31101656377252
403 => 0.31039433560649
404 => 0.3126950392593
405 => 0.3100015178371
406 => 0.31126179955773
407 => 0.31003969048655
408 => 0.30976456799307
409 => 0.30757234515682
410 => 0.30662787528254
411 => 0.30699822625623
412 => 0.305734027454
413 => 0.30497230194758
414 => 0.30914965151428
415 => 0.30691786215459
416 => 0.30880759778654
417 => 0.30665400553029
418 => 0.29918871649461
419 => 0.2948953498262
420 => 0.28079411087048
421 => 0.28479320474579
422 => 0.28744460812248
423 => 0.2865683193223
424 => 0.28845092674384
425 => 0.28856650354961
426 => 0.28795444868596
427 => 0.28724576756294
428 => 0.28690082078477
429 => 0.28947177145962
430 => 0.29096429486059
501 => 0.28771071192253
502 => 0.28694844296261
503 => 0.29023799494822
504 => 0.29224461975913
505 => 0.3070604099378
506 => 0.30596280834699
507 => 0.30871757294648
508 => 0.30840742872789
509 => 0.31129486089657
510 => 0.31601459217249
511 => 0.30641805883093
512 => 0.30808368519587
513 => 0.30767531207612
514 => 0.3121338227164
515 => 0.31214774169996
516 => 0.30947464185198
517 => 0.31092377264566
518 => 0.31011490759145
519 => 0.31157663606907
520 => 0.30594814920857
521 => 0.31280303864705
522 => 0.31668931923936
523 => 0.31674328024915
524 => 0.31858534640647
525 => 0.32045699230759
526 => 0.32404945362878
527 => 0.32035680051115
528 => 0.31371407702508
529 => 0.31419366020491
530 => 0.3102990338555
531 => 0.31036450322806
601 => 0.31001502258643
602 => 0.31106384029963
603 => 0.30617830571648
604 => 0.30732493091808
605 => 0.30571964892121
606 => 0.30808019562631
607 => 0.30554063758397
608 => 0.30767511514623
609 => 0.30859628490305
610 => 0.31199542113708
611 => 0.30503858239845
612 => 0.29085311727381
613 => 0.29383507402515
614 => 0.28942452576227
615 => 0.28983273879614
616 => 0.29065739409118
617 => 0.28798441646953
618 => 0.28849433636453
619 => 0.28847611843763
620 => 0.28831912618572
621 => 0.28762378147104
622 => 0.28661539406498
623 => 0.29063249912542
624 => 0.29131508355362
625 => 0.29283238418319
626 => 0.29734684166193
627 => 0.29689574090156
628 => 0.29763150495771
629 => 0.29602533615428
630 => 0.28990724436033
701 => 0.29023948617977
702 => 0.28609642536754
703 => 0.29272643680335
704 => 0.29115636258347
705 => 0.29014412551998
706 => 0.2898679272589
707 => 0.29439357520453
708 => 0.29574772000071
709 => 0.29490390783701
710 => 0.29317322447133
711 => 0.29649664816404
712 => 0.29738585614022
713 => 0.29758491701336
714 => 0.30347338659355
715 => 0.29791401705015
716 => 0.29925221255463
717 => 0.30969243187581
718 => 0.30022459360329
719 => 0.30523991869423
720 => 0.30499444462952
721 => 0.3075601152367
722 => 0.30478398475342
723 => 0.30481839821792
724 => 0.30709653990351
725 => 0.30389730077112
726 => 0.30310512417093
727 => 0.30201073787146
728 => 0.30440029031904
729 => 0.30583271894121
730 => 0.31737704163297
731 => 0.32483520057692
801 => 0.32451142222767
802 => 0.32747015025216
803 => 0.32613721617829
804 => 0.3218328204435
805 => 0.32917989909764
806 => 0.32685497599664
807 => 0.32704663983231
808 => 0.32703950609477
809 => 0.32858537670863
810 => 0.32748998570175
811 => 0.32533085758761
812 => 0.32676418759207
813 => 0.33102066528045
814 => 0.34423290262987
815 => 0.35162664568947
816 => 0.34378779001382
817 => 0.34919492769242
818 => 0.34595257184541
819 => 0.34536333933628
820 => 0.34875942138278
821 => 0.35216144782133
822 => 0.35194475344456
823 => 0.34947505694616
824 => 0.34807998806044
825 => 0.35864391704545
826 => 0.36642723996976
827 => 0.36589646952638
828 => 0.36823911764767
829 => 0.37511720498713
830 => 0.37574605109445
831 => 0.37566683093879
901 => 0.37410817024848
902 => 0.38088054046669
903 => 0.38653017085123
904 => 0.37374738533272
905 => 0.37861490271922
906 => 0.38080008809563
907 => 0.3840085885435
908 => 0.38942186660616
909 => 0.39530212238331
910 => 0.39613365502392
911 => 0.3955436428229
912 => 0.39166545606812
913 => 0.39809970210551
914 => 0.40186873253258
915 => 0.40411310389917
916 => 0.40980445625706
917 => 0.38081358305659
918 => 0.36029240206542
919 => 0.3570877233242
920 => 0.36360456356223
921 => 0.36532300236217
922 => 0.36463030183666
923 => 0.34153184692694
924 => 0.35696611473943
925 => 0.37357208915558
926 => 0.37420999226287
927 => 0.38252329027014
928 => 0.38523044087491
929 => 0.39192373541964
930 => 0.39150506802348
1001 => 0.39313477873155
1002 => 0.39276013646242
1003 => 0.40515805516709
1004 => 0.41883480060709
1005 => 0.41836121840189
1006 => 0.41639502442898
1007 => 0.41931515776464
1008 => 0.43343102474783
1009 => 0.43213146191817
1010 => 0.43339387651068
1011 => 0.45003727921926
1012 => 0.47167607023685
1013 => 0.46162267931008
1014 => 0.48343564483585
1015 => 0.49716575037871
1016 => 0.52091054819567
1017 => 0.51793758256339
1018 => 0.52718125810615
1019 => 0.51261535360496
1020 => 0.47916909261523
1021 => 0.47387609378646
1022 => 0.48447281148173
1023 => 0.51052380792297
1024 => 0.48365237289617
1025 => 0.48908842920466
1026 => 0.48752284462212
1027 => 0.48743942127302
1028 => 0.4906233512008
1029 => 0.48600489477793
1030 => 0.46718847246672
1031 => 0.47581192792608
1101 => 0.47248199764088
1102 => 0.47617680355506
1103 => 0.49611614722
1104 => 0.48730048809115
1105 => 0.47801390732489
1106 => 0.48966134046302
1107 => 0.50449252534013
1108 => 0.50356441644472
1109 => 0.50176349726821
1110 => 0.51191518437315
1111 => 0.52868279730528
1112 => 0.53321501570311
1113 => 0.53656060666727
1114 => 0.537021907137
1115 => 0.5417735886719
1116 => 0.51622259948079
1117 => 0.55677267552303
1118 => 0.56377455348228
1119 => 0.56245849062405
1120 => 0.57024078329169
1121 => 0.56795103537116
1122 => 0.56463354988475
1123 => 0.57697013910408
1124 => 0.56282723507554
1125 => 0.54275316334912
1126 => 0.53174013057989
1127 => 0.54624298052642
1128 => 0.55509936490906
1129 => 0.56095287161414
1130 => 0.56272413920632
1201 => 0.51820605003736
1202 => 0.49421326906171
1203 => 0.50959236658931
1204 => 0.52835592698159
1205 => 0.51611836695542
1206 => 0.51659805613968
1207 => 0.49915051151655
1208 => 0.52989964753357
1209 => 0.52541975705683
1210 => 0.54866143677494
1211 => 0.54311462338408
1212 => 0.56206731095739
1213 => 0.55707643314561
1214 => 0.57779328790609
1215 => 0.5860578021565
1216 => 0.59993520785187
1217 => 0.61014348397259
1218 => 0.61613797896388
1219 => 0.61577809196938
1220 => 0.63953126757042
1221 => 0.62552484979123
1222 => 0.60792948800137
1223 => 0.60761124341924
1224 => 0.61672413061842
1225 => 0.63582224218939
1226 => 0.64077410465351
1227 => 0.64354152022546
1228 => 0.6393031269426
1229 => 0.6241001642923
1230 => 0.61753560210067
1231 => 0.62312879928161
]
'min_raw' => 0.23063440870263
'max_raw' => 0.64354152022546
'avg_raw' => 0.43708796446405
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.230634'
'max' => '$0.643541'
'avg' => '$0.437087'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.091304708957337
'max_diff' => 0.33249778064385
'year' => 2036
]
11 => [
'items' => [
101 => 0.61628879975823
102 => 0.62809655790049
103 => 0.64431113183086
104 => 0.64096288643361
105 => 0.6521555687996
106 => 0.66373881754388
107 => 0.68030338348445
108 => 0.68463397440542
109 => 0.69179227652015
110 => 0.69916052077596
111 => 0.70152700225118
112 => 0.70604534966344
113 => 0.70602153574226
114 => 0.71963787978897
115 => 0.73465712893557
116 => 0.74032654779199
117 => 0.75336306383876
118 => 0.73103848696268
119 => 0.74797193496944
120 => 0.76324632894324
121 => 0.74503556675833
122 => 0.77013485986682
123 => 0.771109408542
124 => 0.78582393649977
125 => 0.77090794345211
126 => 0.76205087439395
127 => 0.78762090089481
128 => 0.79999343127029
129 => 0.79626672443021
130 => 0.76790630136694
131 => 0.75139931870835
201 => 0.70819736113166
202 => 0.75937194606693
203 => 0.78429759360579
204 => 0.76784174996141
205 => 0.77614112031637
206 => 0.82141979389319
207 => 0.83865898121423
208 => 0.83507335076247
209 => 0.83567926328432
210 => 0.84498121584937
211 => 0.88623119620166
212 => 0.86151325180751
213 => 0.88040919413313
214 => 0.89043153380825
215 => 0.89974084144956
216 => 0.87688012411939
217 => 0.84713866676349
218 => 0.83771829875743
219 => 0.7662055406202
220 => 0.76248299099499
221 => 0.76039341108557
222 => 0.74721890533357
223 => 0.73686735261333
224 => 0.72863541356169
225 => 0.70703234722509
226 => 0.71432274794903
227 => 0.67989196911884
228 => 0.70191956126251
301 => 0.64696720688932
302 => 0.69273316052934
303 => 0.66782483268565
304 => 0.68455010492536
305 => 0.68449175202613
306 => 0.65369522308043
307 => 0.63593242789171
308 => 0.64725157232429
309 => 0.65938659367082
310 => 0.66135546005719
311 => 0.67708883198943
312 => 0.68147967790802
313 => 0.66817520978569
314 => 0.64582844148821
315 => 0.65101908608819
316 => 0.63582723964456
317 => 0.60920411309803
318 => 0.62832530737894
319 => 0.63485412380601
320 => 0.63773762107867
321 => 0.6115568338069
322 => 0.60333026203356
323 => 0.59895050424906
324 => 0.64244883061567
325 => 0.64483176712595
326 => 0.63264032702608
327 => 0.68774679231729
328 => 0.67527450203783
329 => 0.6892091060653
330 => 0.65054808949651
331 => 0.6520249923934
401 => 0.63372224757946
402 => 0.64397056168541
403 => 0.63672738359391
404 => 0.64314259918147
405 => 0.64698785295373
406 => 0.66528759446734
407 => 0.69294211418215
408 => 0.66255422332781
409 => 0.64931378411996
410 => 0.65752807813745
411 => 0.67940382557304
412 => 0.71254670273687
413 => 0.69292545239332
414 => 0.70163303010535
415 => 0.70353524846226
416 => 0.6890672648771
417 => 0.71308015792857
418 => 0.72594886239525
419 => 0.73914949037489
420 => 0.75061122577641
421 => 0.73387686927179
422 => 0.75178502950751
423 => 0.73735421357335
424 => 0.72440827985008
425 => 0.72442791348769
426 => 0.71630674015317
427 => 0.70057094348385
428 => 0.69766902114759
429 => 0.7127651876132
430 => 0.72487088350633
501 => 0.72586796660246
502 => 0.73257030186201
503 => 0.73653667482907
504 => 0.77541252192882
505 => 0.79104870923021
506 => 0.81016834308448
507 => 0.81761651799424
508 => 0.84003285415412
509 => 0.8219298421392
510 => 0.81801314161649
511 => 0.76363844242031
512 => 0.77254229636755
513 => 0.78679822563122
514 => 0.76387351744308
515 => 0.778413968248
516 => 0.78128456124575
517 => 0.76309454463109
518 => 0.77281061844921
519 => 0.74700760700342
520 => 0.69350454932017
521 => 0.71313972212643
522 => 0.72759781843954
523 => 0.70696433233032
524 => 0.74394905755492
525 => 0.7223433445984
526 => 0.71549537084831
527 => 0.68877898377028
528 => 0.70138809006306
529 => 0.71844208686907
530 => 0.70790469958289
531 => 0.72977136039838
601 => 0.76074038373855
602 => 0.78281075400797
603 => 0.78450504298838
604 => 0.77031527350511
605 => 0.79305446965995
606 => 0.793220099879
607 => 0.76757019372399
608 => 0.75185976902332
609 => 0.74829032747631
610 => 0.75720749229098
611 => 0.76803457657541
612 => 0.78510587081349
613 => 0.7954216963882
614 => 0.82231989839592
615 => 0.82959778062732
616 => 0.83759396668361
617 => 0.84827933718726
618 => 0.86110986414966
619 => 0.83303740159824
620 => 0.83415277286902
621 => 0.80801208443083
622 => 0.7800770098807
623 => 0.80127624930805
624 => 0.82899143484267
625 => 0.82263354065847
626 => 0.82191814768275
627 => 0.82312124023444
628 => 0.81832759564896
629 => 0.79664611884962
630 => 0.78575781693422
701 => 0.79980650430716
702 => 0.80727275641074
703 => 0.81885226229779
704 => 0.81742484378349
705 => 0.84725240740038
706 => 0.8588424966832
707 => 0.85587725587677
708 => 0.85642293154766
709 => 0.87740623457938
710 => 0.90074398309605
711 => 0.92260286426908
712 => 0.94483865705906
713 => 0.91803254097297
714 => 0.90442204839585
715 => 0.91846460255137
716 => 0.91101342565319
717 => 0.95383009827276
718 => 0.95679463178693
719 => 0.99960820827373
720 => 1.0402433905056
721 => 1.0147211606007
722 => 1.0387874738545
723 => 1.0648171537938
724 => 1.1150326295602
725 => 1.0981218239238
726 => 1.0851684118325
727 => 1.0729274999966
728 => 1.098398894337
729 => 1.1311674362406
730 => 1.1382254663134
731 => 1.1496621714064
801 => 1.1376378744149
802 => 1.1521198157083
803 => 1.2032474321615
804 => 1.1894322988799
805 => 1.1698125887265
806 => 1.2101729315679
807 => 1.2247791827453
808 => 1.3272935028615
809 => 1.4567220666636
810 => 1.4031377913758
811 => 1.3698763025508
812 => 1.3776935413978
813 => 1.4249564714649
814 => 1.4401358245521
815 => 1.3988731102244
816 => 1.4134477984973
817 => 1.4937557638328
818 => 1.5368384106472
819 => 1.4783263895018
820 => 1.3168940437818
821 => 1.1680460484911
822 => 1.2075272395548
823 => 1.2030512977322
824 => 1.2893321878624
825 => 1.1891028125201
826 => 1.1907904181483
827 => 1.2788555057134
828 => 1.2553612501689
829 => 1.2173035651036
830 => 1.1683239117092
831 => 1.0777804923402
901 => 0.997583660815
902 => 1.1548681156632
903 => 1.1480857239669
904 => 1.1382638156966
905 => 1.1601214097108
906 => 1.2662556818573
907 => 1.2638089433612
908 => 1.248244041386
909 => 1.2600498823514
910 => 1.215233944102
911 => 1.2267840318288
912 => 1.1680224702082
913 => 1.1945851501603
914 => 1.217221910404
915 => 1.2217665751659
916 => 1.2320059369308
917 => 1.1445117117372
918 => 1.1837940501537
919 => 1.206868743716
920 => 1.102616438737
921 => 1.2048080108432
922 => 1.1429886319337
923 => 1.1220062062359
924 => 1.1502562782136
925 => 1.1392471976898
926 => 1.1297822367303
927 => 1.1245006258863
928 => 1.1452443609
929 => 1.1442766408675
930 => 1.1103358641995
1001 => 1.0660615046392
1002 => 1.080921432964
1003 => 1.075522681691
1004 => 1.055956910625
1005 => 1.0691418779433
1006 => 1.0110819546329
1007 => 0.91119287426968
1008 => 0.97718266044292
1009 => 0.97464212545833
1010 => 0.97336107251501
1011 => 1.0229505730005
1012 => 1.0181836867532
1013 => 1.009531741537
1014 => 1.0557980108662
1015 => 1.0389102001919
1016 => 1.0909544534215
1017 => 1.1252341646097
1018 => 1.1165397210199
1019 => 1.1487799550807
1020 => 1.0812637756997
1021 => 1.1036899422111
1022 => 1.1083119440478
1023 => 1.0552270922844
1024 => 1.0189636082963
1025 => 1.0165452473483
1026 => 0.95366936352898
1027 => 0.98725715314887
1028 => 1.0168130180572
1029 => 1.0026580523939
1030 => 0.99817701313245
1031 => 1.0210696709003
1101 => 1.0228486264712
1102 => 0.98228825092906
1103 => 0.99072203738432
1104 => 1.0258923289031
1105 => 0.98983583627572
1106 => 0.91978396089539
1107 => 0.90241012725811
1108 => 0.90009213758762
1109 => 0.85297292282721
1110 => 0.90357112989798
1111 => 0.88148365656394
1112 => 0.95125772017759
1113 => 0.91140314924728
1114 => 0.9096850983508
1115 => 0.90708801243749
1116 => 0.86653055782296
1117 => 0.87541006282284
1118 => 0.90492688982923
1119 => 0.91545882623597
1120 => 0.91436025898314
1121 => 0.90478224127405
1122 => 0.90916700873388
1123 => 0.89504214499151
1124 => 0.89005436162046
1125 => 0.87431154530354
1126 => 0.85117395438166
1127 => 0.85439137831044
1128 => 0.80854975641421
1129 => 0.78357280780612
1130 => 0.7766595176223
1201 => 0.7674147770622
1202 => 0.77770373566788
1203 => 0.80841989285907
1204 => 0.77136969049022
1205 => 0.70784971729834
1206 => 0.71166737591994
1207 => 0.72024452136966
1208 => 0.7042610675676
1209 => 0.68913406993356
1210 => 0.70228576708425
1211 => 0.67537151707384
1212 => 0.72349697989906
1213 => 0.72219532099969
1214 => 0.74013351748228
1215 => 0.75135063987169
1216 => 0.7254988043506
1217 => 0.71899713762784
1218 => 0.7227007824774
1219 => 0.66148778308502
1220 => 0.73513110949188
1221 => 0.73576798003675
1222 => 0.73031470777624
1223 => 0.76952750560527
1224 => 0.85227873980289
1225 => 0.82114439683706
1226 => 0.8090882382002
1227 => 0.78616947181851
1228 => 0.81670736724041
1229 => 0.81436253333739
1230 => 0.80375830517607
1231 => 0.7973448348969
]
'min_raw' => 0.59895050424906
'max_raw' => 1.5368384106472
'avg_raw' => 1.0678944574482
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$0.59895'
'max' => '$1.53'
'avg' => '$1.06'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.36831609554643
'max_diff' => 0.89329689042178
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.018800371922967
]
1 => [
'year' => 2028
'avg' => 0.032266896006777
]
2 => [
'year' => 2029
'avg' => 0.088147344348332
]
3 => [
'year' => 2030
'avg' => 0.068005544891775
]
4 => [
'year' => 2031
'avg' => 0.066789872918119
]
5 => [
'year' => 2032
'avg' => 0.11710366677204
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.018800371922967
'min' => '$0.01880037'
'max_raw' => 0.11710366677204
'max' => '$0.1171036'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.11710366677204
]
1 => [
'year' => 2033
'avg' => 0.30120267256575
]
2 => [
'year' => 2034
'avg' => 0.19091672899528
]
3 => [
'year' => 2035
'avg' => 0.22518671966345
]
4 => [
'year' => 2036
'avg' => 0.43708796446405
]
5 => [
'year' => 2037
'avg' => 1.0678944574482
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.11710366677204
'min' => '$0.1171036'
'max_raw' => 1.0678944574482
'max' => '$1.06'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 1.0678944574482
]
]
]
]
'prediction_2025_max_price' => '$0.032145'
'last_price' => 0.03116884
'sma_50day_nextmonth' => '$0.02864'
'sma_200day_nextmonth' => '$0.053781'
'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' => '$0.030469'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.029181'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.027681'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.028597'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.033614'
'daily_sma50_action' => 'SELL'
'daily_sma100' => '$0.048051'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.059122'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.030354'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.029543'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.028757'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.029375'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$0.035282'
'daily_ema50_action' => 'SELL'
'daily_ema100' => '$0.045344'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.060465'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.0583075'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.077773'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '$0.143569'
'weekly_sma100_action' => 'SELL'
'weekly_sma200' => '$0.278634'
'weekly_sma200_action' => 'SELL'
'weekly_ema3' => '$0.030556'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$0.031926'
'weekly_ema5_action' => 'SELL'
'weekly_ema10' => '$0.03817'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.050471'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.07974'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.18042'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$0.478991'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '52.23'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 112.75
'stoch_rsi_14_action' => 'SELL'
'momentum_10' => 0
'momentum_10_action' => 'BUY'
'vwma_10' => '0.027712'
'vwma_10_action' => 'BUY'
'hma_9' => '0.031222'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 86.57
'stochastic_fast_14_action' => 'SELL'
'cci_20' => 98.03
'cci_20_action' => 'NEUTRAL'
'adx_14' => 20.45
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '-0.000893'
'ao_5_34_action' => 'NEUTRAL'
'macd_12_26' => 0
'macd_12_26_action' => 'BUY'
'williams_percent_r_14' => -13.43
'williams_percent_r_14_action' => 'SELL'
'ultimate_oscillator' => 77.28
'ultimate_oscillator_action' => 'SELL'
'ichimoku_cloud' => '-0.019269'
'ichimoku_cloud_action' => 'SELL'
'sell_signals' => 17
'buy_signals' => 17
'sell_pct' => 50
'buy_pct' => 50
'overall_action' => 'neutral'
'overall_action_label' => 'Nötr'
'overall_action_dir' => 0
'last_updated' => 1767687717
'last_updated_date' => '6 Ocak 2026'
]
Octopus Network için 2026 fiyat tahmini
Octopus Network için 2026 fiyat tahmini, ortalama fiyatın alt sınırda $0.010768 ile üst sınırda $0.032145 arasında olabileceğini gösteriyor. Kripto piyasasında, bugünün ortalama fiyatına kıyasla, Octopus Network 3.13% artabilir ve eğer OCT tahmin edilen fiyat hedefine ulaşırsa 2026 yılına kadar bu gerçekleşebilir.
Octopus Network fiyat tahmini 2027-2032
OCT için 2027-2032 fiyat tahmini, şu anda alt sınırda $0.01880037 ve üst sınırda $0.1171036 fiyat aralığında bulunuyor. Piyasadaki fiyat dalgalanmaları göz önüne alındığında, Octopus Network üst fiyat hedefine ulaşırsa, bugünün fiyatına kıyasla 2032 yılına kadar 275.71% artış gösterebilir.
| Octopus Network Fiyat Tahmini | Potansiyel Düşük ($) | Ortalama Fiyat ($) | Potansiyel Yüksek ($) |
|---|---|---|---|
| 2027 | $0.010366 | $0.01880037 | $0.027233 |
| 2028 | $0.0187091 | $0.032266 | $0.045824 |
| 2029 | $0.041098 | $0.088147 | $0.135196 |
| 2030 | $0.034952 | $0.0680055 | $0.101058 |
| 2031 | $0.041324 | $0.066789 | $0.092254 |
| 2032 | $0.063079 | $0.1171036 | $0.171128 |
Octopus Network fiyat tahmini 2032-2037
Octopus Network için 2032-2037 fiyat tahmini, şu anda alt sınırda $0.1171036 ve üst sınırda $1.06 olarak tahmin edilmektedir. Mevcut fiyata kıyasla, Octopus Network üst fiyat hedefine ulaşırsa, 2037 yılına kadar potansiyel olarak 3326.16% artış gösterebilir. Lütfen bu bilgilerin sadece genel amaçlar için olduğunu ve uzun vadeli yatırım tavsiyesi olarak değerlendirilmemesi gerektiğini unutmayın.
| Octopus Network Fiyat Tahmini | Potansiyel Düşük ($) | Ortalama Fiyat ($) | Potansiyel Yüksek ($) |
|---|---|---|---|
| 2032 | $0.063079 | $0.1171036 | $0.171128 |
| 2033 | $0.146582 | $0.3012026 | $0.455822 |
| 2034 | $0.117845 | $0.190916 | $0.263988 |
| 2035 | $0.139329 | $0.225186 | $0.311043 |
| 2036 | $0.230634 | $0.437087 | $0.643541 |
| 2037 | $0.59895 | $1.06 | $1.53 |
Octopus Network Potansiyel fiyat histogramı
Teknik Analize Dayalı Octopus Network Fiyat Tahmini
Piyasa Duyarlılık Göstergesi
Boğa 50%
Ayı 50%
6 Ocak 2026 itibariyle, Octopus Network için genel fiyat tahmini duyarlılığı Nötr, 17 teknik gösterge yükseliş sinyalleri gösterirken 17 düşüş sinyalleri gösteriyor. OCT fiyat tahmini en son 6 Ocak 2026 tarihinde güncellendi.
Octopus Network'ın 50 Günlük, 200 Günlük Basit Hareketli Ortalamaları ve 14 Günlük Göreceli Güç Endeksi - RSI (14)
Teknik göstergelerimize göre, Octopus Network'ın 200 günlük SMA'sının önümüzdeki ay içinde artmak ve 4 Şub 2026 tarihinde $0.053781 seviyesine ulaşması bekleniyor. Octopus Network için kısa vadeli 50 günlük SMA'nın 4 Şub 2026 tarihinde $0.02864 seviyesine ulaşması öngörülüyor.
Göreceli Güç Endeksi (RSI) momentum osilatörü, bir kripto paranın aşırı satılmış (30'un altında) veya aşırı satın alınmış (70'in üzerinde) olup olmadığını belirlemek için yaygın olarak kullanılan bir araçtır. Şu anda, RSI 52.23 seviyesinde olup, OCT piyasasının NEUTRAL durumda olduğunu gösteriyor.
19 Ekim 2024 Cumartesi için Popüler OCT Hareketli Ortalamaları ve Osilatörleri
Hareketli ortalamalar (MA), belirli bir dönem boyunca fiyat hareketlerini düzleştirmek için tasarlanmış, finansal piyasalar genelinde yaygın olarak kullanılan göstergelerdir. Gecikmeli göstergeler olarak, geçmiş fiyat verilerine dayanırlar. Aşağıdaki tablo iki türü vurgulamaktadır: basit hareketli ortalama (SMA) ve üstel hareketli ortalama (EMA).
Günlük Basit Hareketli Ortalama (SMA)
| Dönem | Değer | İşlem |
|---|---|---|
| SMA 3 | $0.030469 | BUY |
| SMA 5 | $0.029181 | BUY |
| SMA 10 | $0.027681 | BUY |
| SMA 21 | $0.028597 | BUY |
| SMA 50 | $0.033614 | SELL |
| SMA 100 | $0.048051 | SELL |
| SMA 200 | $0.059122 | SELL |
Günlük Üstel Hareketli Ortalama (EMA)
| Dönem | Değer | İşlem |
|---|---|---|
| EMA 3 | $0.030354 | BUY |
| EMA 5 | $0.029543 | BUY |
| EMA 10 | $0.028757 | BUY |
| EMA 21 | $0.029375 | BUY |
| EMA 50 | $0.035282 | SELL |
| EMA 100 | $0.045344 | SELL |
| EMA 200 | $0.060465 | SELL |
Haftalık Basit Hareketli Ortalama (SMA)
| Dönem | Değer | İşlem |
|---|---|---|
| SMA 21 | $0.0583075 | SELL |
| SMA 50 | $0.077773 | SELL |
| SMA 100 | $0.143569 | SELL |
| SMA 200 | $0.278634 | SELL |
Haftalık Üstel Hareketli Ortalama (EMA)
| Dönem | Değer | İşlem |
|---|---|---|
| EMA 21 | $0.050471 | SELL |
| EMA 50 | $0.07974 | SELL |
| EMA 100 | $0.18042 | SELL |
| EMA 200 | $0.478991 | SELL |
Octopus Network Osilatörleri
Osilatör, iki uç değer arasında yüksek ve düşük sınırlar belirleyerek, bu sınırlar içinde dalgalanan bir trend göstergesi oluşturan bir teknik analiz aracıdır. Tüccarlar, kısa vadeli aşırı alım veya aşırı satım koşullarını belirlemek için bu göstergeden faydalanırlar.
| Dönem | Değer | İşlem |
|---|---|---|
| RSI (14) | 52.23 | NEUTRAL |
| Stoch RSI (14) | 112.75 | SELL |
| Hızlı Stokastik (14) | 86.57 | SELL |
| Emtia Kanal Endeksi (20) | 98.03 | NEUTRAL |
| Ortalama Yön Endeksi (14) | 20.45 | NEUTRAL |
| Harika Osilatör (5, 34) | -0.000893 | NEUTRAL |
| Momentum (10) | 0 | BUY |
| MACD (12, 26) | 0 | BUY |
| Williams Yüzde Aralığı (14) | -13.43 | SELL |
| Ultimate Osilatör (7, 14, 28) | 77.28 | SELL |
| VWMA (10) | 0.027712 | BUY |
| Hull Hareketli Ortalaması (9) | 0.031222 | BUY |
| Ichimoku Bulutu B/L (9, 26, 52, 26) | -0.019269 | SELL |
Dünya genelinde para akışlarına göre Octopus Network fiyat tahmini
Octopus Network fiyat tahmini için kullanılan dünya genelinde para akışlarıyla ilgili tanımlamalar
M0: Tüm fiziksel para ve fiziksel parayla alım-satım yapılabilen merkez bankalarındaki hesapların toplamı.
M1: M0 ve "mevduat" veya "mevcut" hesaplar dahil olmak üzere vadesiz hesaplarının tümü.
M2: M1 ve çoğu tasarruf hesabı, para piyasası hesapları ve 100.000 $ altındaki para yatırma (CD) hesaplarının tümü.
İnternet şirketleri veya teknoloji nişlerine göre Octopus Network fiyat tahminleri
| Karşılaştırma | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook hisseleri | $0.043797 | $0.061542 | $0.086477 | $0.121515 | $0.170749 | $0.239932 |
| Amazon.com hisseleri | $0.065035 | $0.13570072 | $0.283147 | $0.5908043 | $1.23 | $2.57 |
| Apple hisseleri | $0.04421 | $0.0627093 | $0.088948 | $0.126166 | $0.178957 | $0.253837 |
| Netflix hisseleri | $0.049179 | $0.077597 | $0.122436 | $0.193186 | $0.304817 | $0.480954 |
| Google hisseleri | $0.040363 | $0.05227 | $0.06769 | $0.087658 | $0.113517 | $0.1470043 |
| Tesla hisseleri | $0.070657 | $0.160174 | $0.3631046 | $0.82313 | $1.86 | $4.23 |
| Kodak hisseleri | $0.023373 | $0.017527 | $0.013143 | $0.009856 | $0.007391 | $0.005542 |
| Nokia hisseleri | $0.020648 | $0.013678 | $0.009061 | $0.0060028 | $0.003976 | $0.002634 |
Bu hesaplama, piyasa değeri belirli internet şirketlerinin veya teknoloji nişlerinin piyasa değerine benzer şekilde davrandığını varsayarsak kripto para biriminin ne kadar olabileceğini gösterir. Verilerden çıkarım yaparak 2024, 2025, 2026, 2027, 2028, 2029 ve 2030 için gelecek fiyatların olası tahminlerine erişebilirsiniz.
Octopus Network öngörü ve tahminlerine genel bakış
Şöyle sorularınız olabilir: "Octopus Network için şimdi mi yatırım yapmalıyım?", "Bugün mü OCT satın almalıyım?", "Octopus Network kısa ve uzun vade için iyi veya kötü bir yatırım mı?".
Octopus Network/Omnity Convertible Token öngörülerini gerçek zamanlı verilerle düzenli olarak güncelliyoruz. Benzer tahminlerimizi inceleyin. Teknik analiz yöntemleriyle Octopus Network gibi büyük miktarlardaki dijital paralar için gelecek fiyatlara dair tahminlerde bulunuyoruz.
İyi yatırım getirisi sağlayacak kripto para birimleri bulmaya çalışıyorsanız yatırım hakkında sağduyulu karar vermek için Octopus Network hakkında olabildiğince çok bilgi kaynağını kendiniz keşfetmelisiniz.
Octopus Network fiyatı bugün $0.03116 USD'ye tekabül ediyor, ancak kripto para birimleri yüksek riskli varlıklar olduğu için fiyat düşebilir ya da yükselebilir ve yatırımınızı kaybedebilirsiniz
Kısa vadeli Octopus Network tahmini
4 saatlik fiyat geçmişine göre
Uzun vadeli Octopus Network tahmini
1 aylık fiyat geçmişine göre
Bitcoin'in büyüme paternine göre Octopus Network fiyat tahmini
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Octopus Network, Bitcoin'in geçmiş yıllık ortama büyümesine göre %1 oranında büyüme gösterirse | $0.031979 | $0.03281 | $0.033663 | $0.034538 |
| Octopus Network, Bitcoin'in geçmiş yıllık ortama büyümesine göre %2 oranında büyüme gösterirse | $0.032789 | $0.034493 | $0.036286 | $0.038173 |
| Octopus Network, Bitcoin'in geçmiş yıllık ortama büyümesine göre %5 oranında büyüme gösterirse | $0.035219 | $0.039797 | $0.044969 | $0.050813 |
| Octopus Network, Bitcoin'in geçmiş yıllık ortama büyümesine göre %10 oranında büyüme gösterirse | $0.03927 | $0.049478 | $0.062339 | $0.078543 |
| Octopus Network, Bitcoin'in geçmiş yıllık ortama büyümesine göre %20 oranında büyüme gösterirse | $0.047372 | $0.071999 | $0.109429 | $0.166318 |
| Octopus Network, Bitcoin'in geçmiş yıllık ortama büyümesine göre %50 oranında büyüme gösterirse | $0.071677 | $0.164834 | $0.379063 | $0.871717 |
| Octopus Network, Bitcoin'in geçmiş yıllık ortama büyümesine göre %100 oranında büyüme gösterirse | $0.112186 | $0.403795 | $1.45 | $5.23 |
Soru Kutusu
OCT iyi bir yatırım mı?
Octopus Network satın alma kararı tamamen bireysel risk toleransınıza bağlıdır. Gördüğünüz gibi, Octopus Network değeri son 24 saat içinde -0.9103% oranında düşmüştür, ve Octopus Network son 30 günlük sürede oranında azalmıştır. Bu nedenle, Octopus Network'a yatırım yapma kararı, bu yatırımın ticaret hedeflerinize uyup uymadığına bağlı olacaktır.
Octopus Network yükselebilir mi?
Octopus Network ortalama değeri yıl sonuna kadar $0.032145 seviyesine kadar yükselebilir gibi görünmektedir. Octopus Network'ın uzun vadeli beş yıllık görünümüne bakıldığında, dijital para birimi $0.101058 seviyesine kadar büyüyebilir. Ancak piyasanın öngörülemezliği göz önüne alındığında, herhangi bir projeye, ağa veya varlığa yatırım yapmadan önce detaylı bir araştırma yapmanız önemlidir.
Önümüzdeki hafta Octopus Network fiyatı ne olacak?
Yeni deneysel Octopus Network tahminimize göre, Octopus Network fiyatı önümüzdeki hafta 0.86% oranında artacak ve $0.031435 seviyesine ulaşacaktır 13 Ocak 2026 itibariyle.
Önümüzdeki ay Octopus Network fiyatı ne olacak?
Yeni deneysel Octopus Network tahminimize göre, Octopus Network fiyatı önümüzdeki ay -11.62% oranında düşecek ve $0.027547 seviyesine ulaşacaktır 5 Şubat 2026 itibariyle.
2026 yılında Octopus Network fiyatı ne kadar yükselebilir?
Son Octopus Network değer tahminimize göre, OCT fiyatı $0.010768 ve $0.032145 aralığında dalgalanması beklenmektedir. Ancak, kripto para piyasasının son derece dalgalı olduğunu ve bu Octopus Network fiyat tahmininin ani ve aşırı fiyat dalgalanmalarını dikkate almadığını unutmamak önemlidir.
5 yıl içinde Octopus Network nerede olacak?
Octopus Network'ın geleceği $0.101058 seviyesine kadar artış gösteren bir eğilimde görünmektedir. Octopus Network'ın 2030 tahminine dayanarak, Octopus Network değeri yaklaşık olarak $0.101058 seviyesine ulaşabilirken, en düşük zirve yaklaşık $0.034952 seviyesinde beklenmektedir.
2026 yılında Octopus Network ne kadar olacak?
Yeni deneysel Octopus Network fiyat tahmin simülasyonumuza göre, 2026 yılında OCT'ın değeri 3.13% oranında artacaktır ve en iyi durumda $0.032145 seviyesine ulaşacaktır. Fiyat, 2026 yılı boyunca $0.032145 ve $0.010768 arasında olacaktır.
2027 yılında Octopus Network ne kadar olacak?
Son deneysel simülasyonumuza göre, 2027 yılında OCT'ın değeri -12.62% oranında düşecektir ve en iyi durumda $0.027233 seviyesine ulaşacaktır. Fiyat, 2027 yılı boyunca $0.027233 ve $0.010366 arasında olacaktır.
2028 yılında Octopus Network ne kadar olacak?
Yeni deneysel Octopus Network fiyat tahmin modelimize göre, OCT'ın değeri 2028 yılında 47.02% oranında artacaktır, en iyi durumda $0.045824 seviyesine ulaşacaktır. Fiyat, yıl boyunca $0.045824 ve $0.0187091 arasında olacaktır.
2029 yılında Octopus Network ne kadar olacak?
Deneysel tahmin modelimize göre, Octopus Network değeri 333.75% oranında artacaktır ve 2029 yılında en iyi durumda $0.135196 seviyesine ulaşacaktır. Fiyat aralığı $0.135196 ve $0.041098 arasında olacaktır.
2030 yılında Octopus Network ne kadar olacak?
Yeni deneysel simülasyona göre, OCT'ın değeri 224.23% oranında artacaktır, $0.101058 seviyesine ulaşacaktır. Fiyat 2030 yılı boyunca $0.101058 ve $0.034952 arasında olacaktır.
2031 yılında Octopus Network ne kadar olacak?
Octopus Network'ın değeri 2031 yılında 195.98% oranında artacaktır, ve en iyi durumda $0.092254 seviyesine ulaşacaktır. Yıl boyunca fiyat $0.092254 ve $0.041324 arasında olacaktır.
2032 yılında Octopus Network ne kadar olacak?
Octopus Network fiyatı 449.04% oranında artacaktır, 2032 yılında $0.171128 seviyesine ulaşabilir. Fiyat $0.171128 ve $0.063079 arasında olacaktır.
2033 yılında Octopus Network ne kadar olacak?
OCT'ın değeri 1362.43% oranında artacaktır, ve 2033 yılı için $0.455822 seviyesine ulaşacaktır. Fiyat aralığı $0.455822 ve $0.146582 arasında olacaktır.
2034 yılında Octopus Network ne kadar olacak?
Yeni simülasyon sonuçlarına göre, OCT'ın değeri 746.96% oranında artacaktır, ve $0.263988 seviyesine ulaşacaktır. Yıl boyunca fiyat aralığı $0.263988 ve $0.117845 arasında olacaktır.
2035 yılında Octopus Network ne kadar olacak?
Deneysel tahminimize göre, 2035 yılında OCT'ın değeri 897.93% oranında artacaktır, ve en iyi durumda $0.311043 seviyesine ulaşacaktır. Yıl boyunca fiyat $0.311043 ve $0.139329 arasında olacaktır.
2036 yılında Octopus Network ne kadar olacak?
OCT'ın değeri 2036 yılında 1964.7% oranında artacaktır, ve $0.643541 seviyesine ulaşacaktır. Fiyat $0.643541 ve $0.230634 arasında olacaktır.
2037 yılında Octopus Network ne kadar olacak?
Deneysel simülasyonumuza göre, 2037 yılında Octopus Network'ın değeri 4830.69% oranında artacaktır, ve en iyi durumda $1.53 seviyesine ulaşacaktır. Fiyat 2037 yılı boyunca $1.53 ve $0.59895 arasında olacaktır.
İlgili Tahminler
Shido Network Fiyat Tahmini- Stride Staked Osmo Fiyat Tahmini
- SIPHER Fiyat Tahmini
- Camelot Token Fiyat Tahmini
- Sperax Fiyat Tahmini
- ANJ Fiyat Tahmini
- Cronos ID Fiyat Tahmini
- DexCheck AI Fiyat Tahmini
- JPEG'd (OLD) Fiyat Tahmini
- Taki Games Fiyat Tahmini
- bZx Protocol Fiyat Tahmini
- OG Fan Token Fiyat Tahmini
- ONBUFF Fiyat Tahmini
- Lazio Fan Token Fiyat Tahmini
- Carbon Browser Fiyat Tahmini
- LEOX Fiyat Tahmini
- BEAT Fiyat Tahmini
- PinkSale Fiyat Tahmini
- Decentral Games Fiyat Tahmini
- Voyager Token Fiyat Tahmini
- Manchester City Fan Token Fiyat Tahmini
- Shiba Predator Fiyat Tahmini
- HairDAO Fiyat Tahmini
- LIF3 (OLD) Fiyat Tahmini
- Inverse Finance Fiyat Tahmini
Shido Network Fiyat Tahmini
Stride Staked Osmo Fiyat Tahmini
SIPHER Fiyat Tahmini
Camelot Token Fiyat Tahmini
Sperax Fiyat Tahmini
ANJ Fiyat Tahmini
Cronos ID Fiyat Tahmini
DexCheck AI Fiyat Tahmini
JPEG'd (OLD) Fiyat Tahmini
Taki Games Fiyat Tahmini
bZx Protocol Fiyat Tahmini
OG Fan Token Fiyat Tahmini
ONBUFF Fiyat Tahmini
Lazio Fan Token Fiyat Tahmini
Carbon Browser Fiyat Tahmini
LEOX Fiyat Tahmini
BEAT Fiyat Tahmini
PinkSale Fiyat Tahmini
Decentral Games Fiyat Tahmini
Voyager Token Fiyat Tahmini
Manchester City Fan Token Fiyat Tahmini
Shiba Predator Fiyat Tahmini
HairDAO Fiyat Tahmini
LIF3 (OLD) Fiyat Tahmini
Inverse Finance Fiyat TahminiOctopus Network fiyat hareketlerini nasıl okumalı ve tahmin etmeli?
Octopus Network tüccarları, piyasa yönünü tahmin etmek için göstergeler ve grafik desenleri kullanır. Ayrıca, bir düşüş trendinin ne zaman yavaşlayabileceğini veya bir yükseliş trendinin ne zaman durabileceğini ölçmek için önemli destek ve direnç seviyelerini belirlerler.
Octopus Network Fiyat Tahmin Göstergeleri
Hareketli ortalamalar, Octopus Network fiyat tahmini için popüler araçlardır. Basit bir hareketli ortalama (SMA), OCT'ın belirli bir dönem boyunca ortalama kapanış fiyatını hesaplar, örneğin 12 günlük SMA. Üssel hareketli ortalama (EMA), yakın fiyatlara daha fazla ağırlık verir ve fiyat değişikliklerine daha hızlı tepki verir.
Kripto piyasasında yaygın olarak kullanılan hareketli ortalamalar arasında 50 günlük, 100 günlük ve 200 günlük ortalamalar bulunur ve bunlar önemli direnç ve destek seviyelerini belirlemeye yardımcı olur. OCT'ın bu ortalamaların üzerinde bir fiyat hareketi yükseliş olarak görülürken, aşağı düşüş zayıflık belirtir.
Tüccarlar ayrıca OCT'ın gelecekteki yönünü ölçmek için RSI ve Fibonacci geri çekilme seviyelerini kullanır.
Octopus Network grafiklerini nasıl okumalı ve fiyat hareketlerini tahmin etmeli?
Çoğu tüccar, daha ayrıntılı bilgi sağladığı için basit çizgi grafiklere kıyasla mum grafiklerini tercih eder. Mumlar, Octopus Network'ın fiyat hareketini 5 dakikalık kısa vadeli trendler ve haftalık uzun vadeli trendler gibi farklı zaman dilimlerinde temsil edebilir. Popüler seçenekler arasında 1 saatlik, 4 saatlik ve 1 günlük grafikler bulunur.
Örneğin, 1 saatlik bir mum grafiği, her saat içinde OCT'ın açılış, kapanış, en yüksek ve en düşük fiyatlarını gösterir. Mumun rengi önemlidir: yeşil, fiyatın açılıştan daha yüksek kapandığını gösterirken, kırmızı bunun tersini ifade eder. Bazı grafikler aynı bilgiyi iletmek için boş ve dolu mumlar kullanır.
Octopus Network fiyatını ne etkiler?
Octopus Network'ın fiyat hareketi, blok ödülü yarılanmaları, hard fork'lar ve protokol güncellemeleri gibi faktörlerden etkilenen arz ve talep tarafından yönlendirilir. Düzenlemeler, şirketler ve hükümetler tarafından benimsenme ve kripto para borsası hackleri gibi gerçek dünya olayları da OCT'ın fiyatını etkiler. Octopus Network'ın piyasa değeri hızla değişebilir.
Tüccarlar genellikle Octopus Network'ın büyük sahipleri olan OCT "balinalarının" aktivitelerini izlerler, çünkü onların eylemleri nispeten küçük olan Octopus Network pazarında fiyat hareketlerini önemli ölçüde etkileyebilir.
Yükseliş ve düşüş fiyat tahmin desenleri
Tüccarlar genellikle kripto para fiyat tahminlerinde avantaj elde etmek için mum desenlerini tanımlarlar. Belirli oluşumlar yükseliş trendlerini gösterirken, diğerleri düşüş hareketlerini önerir.
Genellikle takip edilen yükseliş mum desenleri:
- Çekiç
- Yutan Boğa
- Delici Çizgi
- Sabah Yıldızı
- Üç Beyaz Asker
Yaygın düşüş mum desenleri:
- Ayı Harami
- Karanlık Bulut Örtüsü
- Akşam Yıldızı
- Kayan Yıldız
- Asılan Adam