Aladdin DAO Geleceği Fiyat Tahmini - ALD
$0.02549
4.1364%
Add to portfolio
Add to favorites
Sentiment
Boğa 54.29%
Ayı 45.71%
SMA 50
$0.024756
SMA 200
$0.068263
RSI (14)
56.48
Momentum (10)
0
MACD (12, 26)
0
Hull Moving Average (9)
0.025134
2026 yılına kadar Aladdin DAO fiyat tahmini $0.026297 olacak
| Yıl | Min. fiyat | Max. fiyat |
|---|---|---|
| 2026 | $0.0088096 | $0.026297 |
| 2027 | $0.00848 | $0.022279 |
| 2028 | $0.0153054 | $0.037487 |
| 2029 | $0.033621 | $0.110599 |
| 2030 | $0.028593 | $0.082672 |
| 2031 | $0.0338066 | $0.07547 |
| 2032 | $0.0516032 | $0.139994 |
| 2033 | $0.119914 | $0.372895 |
| 2034 | $0.0964057 | $0.21596 |
| 2035 | $0.113981 | $0.254455 |
Yatırım Kârı Hesaplayıcı
Bugün Aladdin DAO’de $10,000.00 tutarında short açıp Apr 06, 2026 tarihinde kapatırsanız, tahminimize göre yaklaşık $3,954.50 kazanç elde edebilir ve önümüzdeki 90 gün içinde 39.54% getiri sağlayabilirsiniz.
$
≈ $3,954.50
(39.54% ROI)
Aladdin DAO için uzun vadeli fiyat tahmini: 2027, 2028, 2029, 2030, 2031, 2032 ve 2037
[
'name' => 'Aladdin DAO'
'name_with_ticker' => 'Aladdin DAO <small>ALD</small>'
'name_lang' => 'Aladdin DAO'
'name_lang_with_ticker' => 'Aladdin DAO <small>ALD</small>'
'name_with_lang' => 'Aladdin DAO'
'name_with_lang_with_ticker' => 'Aladdin DAO <small>ALD</small>'
'image' => '/uploads/coins/aladdin-dao.png?1717227537'
'price_for_sd' => 0.02549
'ticker' => 'ALD'
'marketcap' => '$3.82M'
'low24h' => '$0.02436'
'high24h' => '$0.02558'
'volume24h' => '$20.99K'
'current_supply' => '149.83M'
'max_supply' => '149.99M'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.02549'
'change_24h_pct' => '4.1364%'
'ath_price' => '$1.37'
'ath_days' => 1578
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '11 Eyl 2021'
'ath_pct' => '-98.14%'
'fdv' => '$3.83M'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$1.25'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.025716'
'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' => '$0.022535'
'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' => '$0.0088096'
'current_year_max_price_prediction' => '$0.026297'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.028593'
'grand_prediction_max_price' => '$0.082672'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.025981479372894
107 => 0.026078484785596
108 => 0.026297042933631
109 => 0.024429487488166
110 => 0.025267965054633
111 => 0.025760492070208
112 => 0.023535237095552
113 => 0.0257165059341
114 => 0.024396977502797
115 => 0.023949109734561
116 => 0.024552104682399
117 => 0.024317116964794
118 => 0.02411508832414
119 => 0.024002352871362
120 => 0.024445125810931
121 => 0.024424469924072
122 => 0.023700007456413
123 => 0.022754975700221
124 => 0.023072159377209
125 => 0.022956923573746
126 => 0.022539294156283
127 => 0.022820725958885
128 => 0.021581442729602
129 => 0.019449320345957
130 => 0.020857865701268
131 => 0.020803638237291
201 => 0.020776294290934
202 => 0.021834777196116
203 => 0.021733028488138
204 => 0.021548353586832
205 => 0.022535902456897
206 => 0.022175433834916
207 => 0.023286313190771
208 => 0.024018010181709
209 => 0.023832428156889
210 => 0.024520592713465
211 => 0.023079466648506
212 => 0.023558150919343
213 => 0.023656807084135
214 => 0.022523716257133
215 => 0.021749675835111
216 => 0.021698056163668
217 => 0.020355976741221
218 => 0.021072904735806
219 => 0.021703771702544
220 => 0.021401635382731
221 => 0.021305988049944
222 => 0.021794629529778
223 => 0.021832601157692
224 => 0.020966844017192
225 => 0.021146862341665
226 => 0.021897568680274
227 => 0.021127946468046
228 => 0.019632696226763
301 => 0.019261853493473
302 => 0.019212376236864
303 => 0.018206621332273
304 => 0.019286634978165
305 => 0.018815180079167
306 => 0.020304500456204
307 => 0.019453808644226
308 => 0.019417137020468
309 => 0.0193617024826
310 => 0.018496007689006
311 => 0.018685539831029
312 => 0.019315573537673
313 => 0.019540376662041
314 => 0.019516927854412
315 => 0.019312486028797
316 => 0.019406078449652
317 => 0.019104584652316
318 => 0.018998120917427
319 => 0.018662092084957
320 => 0.018168222531561
321 => 0.018236898122039
322 => 0.017258413308763
323 => 0.01672528285037
324 => 0.016577719366034
325 => 0.016380391307677
326 => 0.016600008095295
327 => 0.017255641384227
328 => 0.016464808537414
329 => 0.015108981092027
330 => 0.015190468631713
331 => 0.015373546939518
401 => 0.015032381724107
402 => 0.014709497479547
403 => 0.014990219133765
404 => 0.014415737171597
405 => 0.015442970340026
406 => 0.015415186561607
407 => 0.015798075563124
408 => 0.016037503913446
409 => 0.015485699081803
410 => 0.015346921658884
411 => 0.015425975586061
412 => 0.014119390264623
413 => 0.015691299667204
414 => 0.015704893604993
415 => 0.015588494056529
416 => 0.016425487286145
417 => 0.01819180406537
418 => 0.017527244643097
419 => 0.017269907148379
420 => 0.016780708382806
421 => 0.017432536692183
422 => 0.017382486448129
423 => 0.017156140263523
424 => 0.01701924538483
425 => 0.017271478396247
426 => 0.016987990923376
427 => 0.016937068783534
428 => 0.016628536019923
429 => 0.01651840386066
430 => 0.016436866394429
501 => 0.016347101655816
502 => 0.016545100301219
503 => 0.016096409321844
504 => 0.015555331986438
505 => 0.015510347260537
506 => 0.015634554043847
507 => 0.01557960178834
508 => 0.015510084170279
509 => 0.015377356105404
510 => 0.015337978523842
511 => 0.015465936560632
512 => 0.015321479397513
513 => 0.015534633810684
514 => 0.015476667604673
515 => 0.015152873089947
516 => 0.014749305240516
517 => 0.014745712640144
518 => 0.014658764608968
519 => 0.014548023218541
520 => 0.014517217497144
521 => 0.014966577539043
522 => 0.01589673937756
523 => 0.015714126351773
524 => 0.01584608297784
525 => 0.016495178975816
526 => 0.016701507074575
527 => 0.016555060277225
528 => 0.016354594868566
529 => 0.016363414329168
530 => 0.017048465315559
531 => 0.017091191105279
601 => 0.017199145392041
602 => 0.017337897158408
603 => 0.016578690303016
604 => 0.016327655754554
605 => 0.016208701658626
606 => 0.015842369084196
607 => 0.016237427358737
608 => 0.016007243820244
609 => 0.016038303443776
610 => 0.016018075823204
611 => 0.016029121471822
612 => 0.01544268320742
613 => 0.01565635048868
614 => 0.015301087192134
615 => 0.014825429518236
616 => 0.014823834946926
617 => 0.014940251488749
618 => 0.014871002374293
619 => 0.014684654787849
620 => 0.014711124582968
621 => 0.014479221324902
622 => 0.014739281837241
623 => 0.014746739442193
624 => 0.014646601979351
625 => 0.015047261080044
626 => 0.015211411440504
627 => 0.015145498817309
628 => 0.015206786835151
629 => 0.015721714747443
630 => 0.015805670465026
701 => 0.015842958048973
702 => 0.015792997626142
703 => 0.015216198772122
704 => 0.015241782254036
705 => 0.015054067638658
706 => 0.014895468569543
707 => 0.014901811700565
708 => 0.014983352238526
709 => 0.015339444550091
710 => 0.016088819826991
711 => 0.016117258070963
712 => 0.016151726052259
713 => 0.016011527450108
714 => 0.015969242210179
715 => 0.016025027356392
716 => 0.016306453310115
717 => 0.017030357269493
718 => 0.016774481262329
719 => 0.016566450085557
720 => 0.016748949512388
721 => 0.016720855156106
722 => 0.016483710515917
723 => 0.016477054655702
724 => 0.016021898271453
725 => 0.015853637319605
726 => 0.015713025874128
727 => 0.015559481846421
728 => 0.015468455799954
729 => 0.015608313177925
730 => 0.015640300215011
731 => 0.015334499613787
801 => 0.015292820121813
802 => 0.015542543493936
803 => 0.01543264954849
804 => 0.01554567819662
805 => 0.015571901812528
806 => 0.015567679206386
807 => 0.015452937306101
808 => 0.01552607037169
809 => 0.015353088869556
810 => 0.015164997466967
811 => 0.015045006870624
812 => 0.014940299160872
813 => 0.01499839708389
814 => 0.014791288596591
815 => 0.014725030423233
816 => 0.015501294534615
817 => 0.016074729179937
818 => 0.016066391213089
819 => 0.016015635984253
820 => 0.015940224009524
821 => 0.016300936454451
822 => 0.016175271451312
823 => 0.016266703240758
824 => 0.016289976468552
825 => 0.016360417519638
826 => 0.016385594140788
827 => 0.016309492905385
828 => 0.016054087864388
829 => 0.015417642785407
830 => 0.015121375883091
831 => 0.015023602870611
901 => 0.015027156733917
902 => 0.014929125318786
903 => 0.014957999964002
904 => 0.014919083895546
905 => 0.014845386276699
906 => 0.014993846463601
907 => 0.015010955117139
908 => 0.014976302735549
909 => 0.014984464625848
910 => 0.014697557706509
911 => 0.014719370616457
912 => 0.014597913562015
913 => 0.014575141828493
914 => 0.014268108971338
915 => 0.013724155759763
916 => 0.014025558641792
917 => 0.01366150634396
918 => 0.013523634222479
919 => 0.014176299402057
920 => 0.014110789920142
921 => 0.01399866616339
922 => 0.013832811758515
923 => 0.013771294746419
924 => 0.013397536854844
925 => 0.013375453244689
926 => 0.013560697748065
927 => 0.013475213783631
928 => 0.013355161922257
929 => 0.01292034624982
930 => 0.012431469471479
1001 => 0.012446225588447
1002 => 0.012601728195762
1003 => 0.013053872998912
1004 => 0.012877212202137
1005 => 0.012749042767127
1006 => 0.012725040484709
1007 => 0.013025479301355
1008 => 0.013450663170787
1009 => 0.013650149929371
1010 => 0.013452464610117
1011 => 0.013225374359491
1012 => 0.013239196290812
1013 => 0.013331147407554
1014 => 0.013340810169805
1015 => 0.013192997761902
1016 => 0.013234606088911
1017 => 0.01317139923544
1018 => 0.012783498892359
1019 => 0.012776483005198
1020 => 0.012681286005268
1021 => 0.012678403477944
1022 => 0.012516449633058
1023 => 0.012493791170625
1024 => 0.012172221981709
1025 => 0.012383879795655
1026 => 0.012241910846594
1027 => 0.01202793015327
1028 => 0.011991039801086
1029 => 0.011989930832553
1030 => 0.01220964115939
1031 => 0.012381312352564
1101 => 0.012244380457245
1102 => 0.012213203718994
1103 => 0.012546089718515
1104 => 0.012503726940752
1105 => 0.012467041048421
1106 => 0.013412592618737
1107 => 0.012664114768523
1108 => 0.012337735704207
1109 => 0.011933779634414
1110 => 0.012065309767662
1111 => 0.012093025099317
1112 => 0.011121583570017
1113 => 0.010727469862566
1114 => 0.010592224890031
1115 => 0.010514389496253
1116 => 0.010549860062593
1117 => 0.010195111500959
1118 => 0.010433508401377
1119 => 0.010126326133152
1120 => 0.010074826026226
1121 => 0.010624105974393
1122 => 0.010700535070334
1123 => 0.010374464802393
1124 => 0.010583854700392
1125 => 0.01050792701264
1126 => 0.010131591891474
1127 => 0.010117218657979
1128 => 0.0099283869229968
1129 => 0.0096329018227785
1130 => 0.0094978572030551
1201 => 0.0094275247925919
1202 => 0.0094565453159004
1203 => 0.009441871651273
1204 => 0.0093461160639299
1205 => 0.009447360249452
1206 => 0.0091887231924288
1207 => 0.0090857318323418
1208 => 0.0090392130243719
1209 => 0.0088096577496703
1210 => 0.0091749822754146
1211 => 0.0092469558092233
1212 => 0.0093190711531274
1213 => 0.0099467859865762
1214 => 0.0099154271274008
1215 => 0.010198895941963
1216 => 0.010187880865094
1217 => 0.010107030967291
1218 => 0.0097659385476213
1219 => 0.0099018919067139
1220 => 0.00948344859927
1221 => 0.0097969747765861
1222 => 0.0096538945224252
1223 => 0.0097485991987285
1224 => 0.0095783116515588
1225 => 0.009672555811163
1226 => 0.0092640234041315
1227 => 0.0088825415906515
1228 => 0.0090360610085442
1229 => 0.0092029541728685
1230 => 0.0095648210767111
1231 => 0.0093492961341196
]
'min_raw' => 0.0088096577496703
'max_raw' => 0.026297042933631
'avg_raw' => 0.017553350341651
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.0088096'
'max' => '$0.026297'
'avg' => '$0.017553'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.01668864225033
'max_diff' => 0.00079874293363094
'year' => 2026
]
1 => [
'items' => [
101 => 0.0094268070533759
102 => 0.0091671584490386
103 => 0.0086314292133335
104 => 0.0086344613826275
105 => 0.0085520511112101
106 => 0.0084808366046089
107 => 0.0093740517664131
108 => 0.0092629663414007
109 => 0.0090859662551443
110 => 0.0093228879043023
111 => 0.0093855337487918
112 => 0.0093873171879148
113 => 0.0095601691073076
114 => 0.009652420207673
115 => 0.0096686798639515
116 => 0.009940666093829
117 => 0.010031832290499
118 => 0.010407332952259
119 => 0.0096445933463295
120 => 0.0096288852260801
121 => 0.0093262218777716
122 => 0.009134267997356
123 => 0.0093393651241873
124 => 0.0095210531800101
125 => 0.0093318674321195
126 => 0.0093565710968649
127 => 0.0091026046873652
128 => 0.0091933857285311
129 => 0.00927157859071
130 => 0.0092284050881788
131 => 0.0091637722652685
201 => 0.0095061568313759
202 => 0.0094868381523402
203 => 0.0098056745316866
204 => 0.010054230289595
205 => 0.010499686642424
206 => 0.010034829716082
207 => 0.010017888482048
208 => 0.010183491762197
209 => 0.010031806937499
210 => 0.010127666510726
211 => 0.010484242183194
212 => 0.010491776065269
213 => 0.010365573833659
214 => 0.010357894416397
215 => 0.010382132935478
216 => 0.010524098698816
217 => 0.010474491498939
218 => 0.010531898206538
219 => 0.010603686173433
220 => 0.010900631641978
221 => 0.010972224189141
222 => 0.010798291416016
223 => 0.010813995597987
224 => 0.010748939966277
225 => 0.01068609704119
226 => 0.010827358759313
227 => 0.01108551732569
228 => 0.011083911334647
301 => 0.011143799104161
302 => 0.011181108688431
303 => 0.011020948640459
304 => 0.010916690338477
305 => 0.010956669605585
306 => 0.011020597324326
307 => 0.010935938707994
308 => 0.010413386510306
309 => 0.010571895466321
310 => 0.010545511825348
311 => 0.010507938312242
312 => 0.010667320293229
313 => 0.010651947512348
314 => 0.010191473041715
315 => 0.010220951123319
316 => 0.010193265701491
317 => 0.01028272296332
318 => 0.010026975951787
319 => 0.010105642010052
320 => 0.010154980624348
321 => 0.010184041447205
322 => 0.010289029066557
323 => 0.010276709981189
324 => 0.010288263294914
325 => 0.01044393221871
326 => 0.011231252216146
327 => 0.011274104306483
328 => 0.011063084941249
329 => 0.011147383015487
330 => 0.010985549146912
331 => 0.011094189307079
401 => 0.011168518145505
402 => 0.010832640417274
403 => 0.010812751918037
404 => 0.010650250103519
405 => 0.010737569374067
406 => 0.010598638136147
407 => 0.010632727002324
408 => 0.010537411560678
409 => 0.010708960378526
410 => 0.01090077861287
411 => 0.010949239473997
412 => 0.010821759812084
413 => 0.01072945613554
414 => 0.01056740128625
415 => 0.010836902112247
416 => 0.010915712366658
417 => 0.010836488155532
418 => 0.01081813017473
419 => 0.010783341834284
420 => 0.010825510685611
421 => 0.010915283149087
422 => 0.010872948113149
423 => 0.010900911150233
424 => 0.010794344888226
425 => 0.011021001660099
426 => 0.011380987161756
427 => 0.011382144574007
428 => 0.011339809309867
429 => 0.011322486631907
430 => 0.011365925182033
501 => 0.011389488813534
502 => 0.011529961119374
503 => 0.011680693500203
504 => 0.012384095751845
505 => 0.012186583214293
506 => 0.012810683537537
507 => 0.013304265863938
508 => 0.013452269621886
509 => 0.013316113128689
510 => 0.012850329120489
511 => 0.012827475534907
512 => 0.013523553492093
513 => 0.013326879586798
514 => 0.013303485851574
515 => 0.013054616033133
516 => 0.013201728918958
517 => 0.013169553172813
518 => 0.01311876218343
519 => 0.013399443321612
520 => 0.01392485335571
521 => 0.013842963274632
522 => 0.013781836127879
523 => 0.01351399476465
524 => 0.013675295089848
525 => 0.013617859133549
526 => 0.013864640451567
527 => 0.013718452665649
528 => 0.013325389588531
529 => 0.013387986179115
530 => 0.013378524830375
531 => 0.013573238717003
601 => 0.013514790441333
602 => 0.013367111866489
603 => 0.013923057561333
604 => 0.013886957540242
605 => 0.013938139116535
606 => 0.013960670829262
607 => 0.014299065176852
608 => 0.014437694513648
609 => 0.014469165800149
610 => 0.014600852948128
611 => 0.014465889303943
612 => 0.015005840108129
613 => 0.015364875885909
614 => 0.015781914417614
615 => 0.016391319801824
616 => 0.016620461863602
617 => 0.016579069401113
618 => 0.017041113608373
619 => 0.017871396778154
620 => 0.01674689336843
621 => 0.017930998189377
622 => 0.017556124274213
623 => 0.016667304965052
624 => 0.016610075480033
625 => 0.017211994235601
626 => 0.018546992102919
627 => 0.018212590278576
628 => 0.018547539064507
629 => 0.018156803513866
630 => 0.018137400200399
701 => 0.018528561910951
702 => 0.019442532568769
703 => 0.019008339368917
704 => 0.018385816948389
705 => 0.018845477816185
706 => 0.018447277032895
707 => 0.017550019218762
708 => 0.018212334567803
709 => 0.017769463155554
710 => 0.017898716577988
711 => 0.018829566414384
712 => 0.018717564099346
713 => 0.018862505466141
714 => 0.018606687747524
715 => 0.018367713659584
716 => 0.017921650777996
717 => 0.017789593549392
718 => 0.017826089416457
719 => 0.017789575463853
720 => 0.017540007381134
721 => 0.017486113177432
722 => 0.017396287143437
723 => 0.017424127987418
724 => 0.017255228763974
725 => 0.017573976494974
726 => 0.017633138882642
727 => 0.017865096899909
728 => 0.017889179550753
729 => 0.018535179327124
730 => 0.018179373505884
731 => 0.018418078769569
801 => 0.018396726724004
802 => 0.016686568374617
803 => 0.016922213106308
804 => 0.017288802359428
805 => 0.017123654397797
806 => 0.016890173818723
807 => 0.016701625732684
808 => 0.016415956102303
809 => 0.016818030621265
810 => 0.017346715857841
811 => 0.017902587880816
812 => 0.018570431694242
813 => 0.018421376729644
814 => 0.017890103005266
815 => 0.017913935556446
816 => 0.018061259010077
817 => 0.017870461751878
818 => 0.01781419191563
819 => 0.018053528398659
820 => 0.01805517657748
821 => 0.017835641273303
822 => 0.017591667957247
823 => 0.017590645700144
824 => 0.017547233005055
825 => 0.018164526535881
826 => 0.01850397556242
827 => 0.018542892846263
828 => 0.018501356119141
829 => 0.018517341956876
830 => 0.018319824047582
831 => 0.018771291416112
901 => 0.01918560251897
902 => 0.019074558292938
903 => 0.01890808721225
904 => 0.018775484978148
905 => 0.019043321420744
906 => 0.019031395085569
907 => 0.019181983872924
908 => 0.019175152295686
909 => 0.01912451495043
910 => 0.019074560101358
911 => 0.019272625431288
912 => 0.0192155857971
913 => 0.019158457564605
914 => 0.019043878148442
915 => 0.019059451394061
916 => 0.018893009056952
917 => 0.018816005215922
918 => 0.017658052204882
919 => 0.017348609323126
920 => 0.017445966353017
921 => 0.017478018815131
922 => 0.017343348876429
923 => 0.017536430974659
924 => 0.017506339334175
925 => 0.017623408304279
926 => 0.017550268694302
927 => 0.017553270369407
928 => 0.017768358367342
929 => 0.017830799328193
930 => 0.017799041351544
1001 => 0.017821283549789
1002 => 0.018333845620502
1003 => 0.018260975684859
1004 => 0.0182222649839
1005 => 0.01823298811262
1006 => 0.018363958711142
1007 => 0.018400623327998
1008 => 0.01824527277
1009 => 0.018318536991223
1010 => 0.018630486746576
1011 => 0.018739651506122
1012 => 0.019088053016537
1013 => 0.01894004586257
1014 => 0.019211719399277
1015 => 0.020046751230779
1016 => 0.020713832437591
1017 => 0.02010035699151
1018 => 0.021325366675541
1019 => 0.022279212431761
1020 => 0.022242602242924
1021 => 0.022076277172477
1022 => 0.020990349138322
1023 => 0.019991061971017
1024 => 0.020827008118442
1025 => 0.020829139117086
1026 => 0.020757330601658
1027 => 0.020311334079556
1028 => 0.020741810889442
1029 => 0.020775980575349
1030 => 0.020756854637694
1031 => 0.020414910149892
1101 => 0.019892824118924
1102 => 0.019994838479678
1103 => 0.020161940083629
1104 => 0.019845581886303
1105 => 0.019744486273438
1106 => 0.019932442251981
1107 => 0.02053807557703
1108 => 0.020423584105125
1109 => 0.020420594270097
1110 => 0.020910437338849
1111 => 0.020559815416373
1112 => 0.019996125207462
1113 => 0.019853785995552
1114 => 0.019348577684452
1115 => 0.019697526864419
1116 => 0.019710084924184
1117 => 0.01951896902449
1118 => 0.020011633209423
1119 => 0.020007093222227
1120 => 0.020474804542433
1121 => 0.021368892922319
1122 => 0.021104466992969
1123 => 0.020796968406595
1124 => 0.020830402028945
1125 => 0.021197086344911
1126 => 0.020975380636889
1127 => 0.021055107555281
1128 => 0.021196965668671
1129 => 0.021282552190618
1130 => 0.020818087445539
1201 => 0.020709798495544
1202 => 0.020488277308111
1203 => 0.020430486565198
1204 => 0.020610910950171
1205 => 0.020563375499219
1206 => 0.019709029467888
1207 => 0.019619745554077
1208 => 0.019622483764246
1209 => 0.01939797511775
1210 => 0.019055545543596
1211 => 0.019955430019066
1212 => 0.019883156701811
1213 => 0.019803372553071
1214 => 0.01981314565605
1215 => 0.020203755006937
1216 => 0.019977181857177
1217 => 0.020579563710422
1218 => 0.020455732110651
1219 => 0.020328724697605
1220 => 0.020311168404381
1221 => 0.020262281386122
1222 => 0.020094629610453
1223 => 0.019892180017022
1224 => 0.019758505259555
1225 => 0.018226176671303
1226 => 0.018510567944137
1227 => 0.018837734180453
1228 => 0.018950670654193
1229 => 0.018757485000895
1230 => 0.020102257757525
1231 => 0.020347960698714
]
'min_raw' => 0.0084808366046089
'max_raw' => 0.022279212431761
'avg_raw' => 0.015380024518185
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.00848'
'max' => '$0.022279'
'avg' => '$0.01538'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.00032882114506143
'max_diff' => -0.0040178305018697
'year' => 2027
]
2 => [
'items' => [
101 => 0.019603710463046
102 => 0.01946449163149
103 => 0.020111384920945
104 => 0.019721229187915
105 => 0.019896916290609
106 => 0.019517176870292
107 => 0.020288778055204
108 => 0.02028289974696
109 => 0.019982729458626
110 => 0.020236431330849
111 => 0.020192344387254
112 => 0.019853452871012
113 => 0.020299521520738
114 => 0.020299742765224
115 => 0.020010835388967
116 => 0.019673454823457
117 => 0.019613139146917
118 => 0.019567699386915
119 => 0.019885740895156
120 => 0.020170895916955
121 => 0.020701498716599
122 => 0.020834904867241
123 => 0.021355597954546
124 => 0.021045550573142
125 => 0.021182990561533
126 => 0.021332201111004
127 => 0.021403738135457
128 => 0.021287172393
129 => 0.022096023083411
130 => 0.022164314864226
131 => 0.022187212507612
201 => 0.021914472605752
202 => 0.022156729474173
203 => 0.022043385508143
204 => 0.022338275019891
205 => 0.022384517460672
206 => 0.022345351758453
207 => 0.022360029839044
208 => 0.021669818465818
209 => 0.021634027364961
210 => 0.021146013165158
211 => 0.021344882558796
212 => 0.020973105759447
213 => 0.021091000012246
214 => 0.021142966675542
215 => 0.021115822239718
216 => 0.021356126335931
217 => 0.021151818763267
218 => 0.02061261748773
219 => 0.020073269307166
220 => 0.020066498230103
221 => 0.019924497374446
222 => 0.019821856764561
223 => 0.019841628987396
224 => 0.019911308879599
225 => 0.019817806842555
226 => 0.019837760242832
227 => 0.02016911963624
228 => 0.020235571399441
229 => 0.020009742343704
301 => 0.019103006097945
302 => 0.01888049074886
303 => 0.019040430369111
304 => 0.018963989532062
305 => 0.015305419631072
306 => 0.016164946360975
307 => 0.015654244764836
308 => 0.015889599556588
309 => 0.015368305472467
310 => 0.015617094332774
311 => 0.015571152114589
312 => 0.016953245661029
313 => 0.016931666171309
314 => 0.016941995131076
315 => 0.016448966969396
316 => 0.017234374218126
317 => 0.017621294071182
318 => 0.01754968550392
319 => 0.017567707837554
320 => 0.017258024434876
321 => 0.016944993543349
322 => 0.016597794109536
323 => 0.017242847742413
324 => 0.01717112878987
325 => 0.017335626263339
326 => 0.017753989653646
327 => 0.017815595252076
328 => 0.017898393801109
329 => 0.017868716415283
330 => 0.018575752147666
331 => 0.018490125455302
401 => 0.018696461147418
402 => 0.01827201297401
403 => 0.017791709576808
404 => 0.017882999550315
405 => 0.017874207591759
406 => 0.017762275868396
407 => 0.01766122891335
408 => 0.017493014203002
409 => 0.018025270437637
410 => 0.018003661806525
411 => 0.018353480426946
412 => 0.01829164658783
413 => 0.017878705076905
414 => 0.017893453363753
415 => 0.017992642680588
416 => 0.018335938038677
417 => 0.018437851474288
418 => 0.018390641110365
419 => 0.018502384539987
420 => 0.018590701990615
421 => 0.018513475852027
422 => 0.019606835118915
423 => 0.019152796122561
424 => 0.019374091570201
425 => 0.019426869230515
426 => 0.019291680363416
427 => 0.019320997987939
428 => 0.019365406200518
429 => 0.019635044171274
430 => 0.020342652226914
501 => 0.020656047017906
502 => 0.021598910709233
503 => 0.02063002394318
504 => 0.020572534212135
505 => 0.020742372434698
506 => 0.021295933233765
507 => 0.021744542268086
508 => 0.021893371765646
509 => 0.021913042040656
510 => 0.022192256072078
511 => 0.022352296347855
512 => 0.022158352144605
513 => 0.021994004739155
514 => 0.021405332732385
515 => 0.021473473120069
516 => 0.021942892819643
517 => 0.022605975793973
518 => 0.023174969967974
519 => 0.022975728039688
520 => 0.024495803309628
521 => 0.024646512563692
522 => 0.024625689417794
523 => 0.024969027527096
524 => 0.024287571299722
525 => 0.023996235559927
526 => 0.022029538513636
527 => 0.022582100163114
528 => 0.023385280971437
529 => 0.023278976979682
530 => 0.022695685607593
531 => 0.023174527489163
601 => 0.023016207388346
602 => 0.022891333756124
603 => 0.023463404073276
604 => 0.022834389260214
605 => 0.023379006067506
606 => 0.022680529378815
607 => 0.022976638160033
608 => 0.022808552494644
609 => 0.022917324519955
610 => 0.022281445482562
611 => 0.022624550376048
612 => 0.022267171190969
613 => 0.022267001746703
614 => 0.022259112581384
615 => 0.022679567607769
616 => 0.022693278631084
617 => 0.022382561731314
618 => 0.022337782571747
619 => 0.022503354594374
620 => 0.022309513119259
621 => 0.022400210325442
622 => 0.02231226024524
623 => 0.022292460829674
624 => 0.022134695717855
625 => 0.022066726169841
626 => 0.022093378780976
627 => 0.022002399678807
628 => 0.021947581478892
629 => 0.022248207861667
630 => 0.022087595312584
701 => 0.022223591685012
702 => 0.02206860665452
703 => 0.021531361015072
704 => 0.021222385366555
705 => 0.020207578156334
706 => 0.020495376222289
707 => 0.020686186637765
708 => 0.020623123796588
709 => 0.020758607181516
710 => 0.020766924761
711 => 0.02072287773147
712 => 0.020671876914049
713 => 0.02064705253665
714 => 0.020832073107548
715 => 0.020939483776461
716 => 0.020705337015672
717 => 0.020650479705681
718 => 0.020887215008435
719 => 0.021031623406357
720 => 0.022097853880548
721 => 0.022018864083141
722 => 0.022217112973668
723 => 0.022194793190972
724 => 0.022402589611769
725 => 0.022742248938452
726 => 0.022051626557063
727 => 0.022171494722547
728 => 0.022142105816531
729 => 0.022462966186234
730 => 0.022463967877285
731 => 0.022271596057484
801 => 0.022375883941874
802 => 0.022317673305796
803 => 0.022422867792829
804 => 0.022017809126239
805 => 0.022511126858764
806 => 0.022790806224414
807 => 0.022794689572677
808 => 0.022927255372323
809 => 0.023061949902455
810 => 0.023320484323624
811 => 0.023054739517769
812 => 0.02257669048177
813 => 0.02261120407808
814 => 0.022330924103186
815 => 0.0223356356602
816 => 0.022310484999605
817 => 0.022385964025306
818 => 0.022034372527826
819 => 0.022116890349534
820 => 0.022001364915919
821 => 0.022171243592816
822 => 0.021988482218427
823 => 0.02214209164431
824 => 0.022208384380289
825 => 0.022453006003229
826 => 0.021952351405823
827 => 0.020931482790375
828 => 0.021146081750177
829 => 0.020828673032245
830 => 0.02085805041755
831 => 0.020917397411242
901 => 0.020725034387558
902 => 0.020761731190421
903 => 0.020760420122391
904 => 0.020749122046408
905 => 0.020699080994535
906 => 0.020626511568999
907 => 0.020915605824642
908 => 0.020964728572047
909 => 0.021073922354508
910 => 0.02139880898426
911 => 0.021366345148594
912 => 0.021419295011478
913 => 0.021303705758103
914 => 0.020863412271496
915 => 0.020887322326134
916 => 0.020589163561658
917 => 0.021066297764548
918 => 0.02095330608744
919 => 0.020880459618154
920 => 0.020860582784091
921 => 0.021186274744959
922 => 0.021283726884246
923 => 0.021223001250812
924 => 0.021098451204989
925 => 0.021337624112885
926 => 0.021401616693143
927 => 0.021415942271908
928 => 0.021839710807843
929 => 0.021439626225585
930 => 0.021535930561033
1001 => 0.022287269494916
1002 => 0.02160590875957
1003 => 0.021966840737241
1004 => 0.021949174995133
1005 => 0.022133815581637
1006 => 0.021934029077785
1007 => 0.021936505670942
1008 => 0.022100454003121
1009 => 0.021870218138813
1010 => 0.021813208500996
1011 => 0.021734450094663
1012 => 0.021906416193573
1013 => 0.022009502092512
1014 => 0.022840298729708
1015 => 0.023377031246267
1016 => 0.023353730272191
1017 => 0.023566657557642
1018 => 0.023470731865356
1019 => 0.023160962501046
1020 => 0.023689701033574
1021 => 0.023522386038522
1022 => 0.023536179283427
1023 => 0.023535665898162
1024 => 0.023646915742941
1025 => 0.023568085032017
1026 => 0.023412701608979
1027 => 0.023515852376632
1028 => 0.023822173279489
1029 => 0.024773002761029
1030 => 0.025305099535714
1031 => 0.024740969867072
1101 => 0.025130098958504
1102 => 0.024896760164517
1103 => 0.024854355564422
1104 => 0.025098757390255
1105 => 0.02534358700913
1106 => 0.025327992420836
1107 => 0.025150258689672
1108 => 0.025049861414764
1109 => 0.025810103215921
1110 => 0.026370236424632
1111 => 0.026332039094979
1112 => 0.026500629685632
1113 => 0.026995616874101
1114 => 0.027040872299233
1115 => 0.02703517115585
1116 => 0.026923000862745
1117 => 0.027410380032001
1118 => 0.027816960309615
1119 => 0.026897036680802
1120 => 0.02724733155597
1121 => 0.027404590211228
1122 => 0.027635492573688
1123 => 0.028025063562888
1124 => 0.02844824098576
1125 => 0.028508082913259
1126 => 0.028465622201998
1127 => 0.028186525315995
1128 => 0.028649571101658
1129 => 0.02892081246314
1130 => 0.029082330486654
1201 => 0.02949191332025
1202 => 0.027405561387146
1203 => 0.025928737790476
1204 => 0.025698110460264
1205 => 0.026167100205221
1206 => 0.026290769060843
1207 => 0.026240918300209
1208 => 0.02457861907523
1209 => 0.025689358798866
1210 => 0.026884421347849
1211 => 0.026930328567401
1212 => 0.027528601867002
1213 => 0.027723424177403
1214 => 0.028205112601055
1215 => 0.028174982859006
1216 => 0.028292266324829
1217 => 0.028265304887103
1218 => 0.029157531260455
1219 => 0.03014178944716
1220 => 0.030107707715904
1221 => 0.029966208956351
1222 => 0.030176358743411
1223 => 0.031192218671609
1224 => 0.031098694568244
1225 => 0.031189545268299
1226 => 0.032387301375
1227 => 0.033944554692532
1228 => 0.033221054180862
1229 => 0.034790842109522
1230 => 0.035778940399732
1231 => 0.037487754221379
]
'min_raw' => 0.015305419631072
'max_raw' => 0.037487754221379
'avg_raw' => 0.026396586926225
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.0153054'
'max' => '$0.037487'
'avg' => '$0.026396'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.0068245830264632
'max_diff' => 0.015208541789617
'year' => 2028
]
3 => [
'items' => [
101 => 0.037273802314823
102 => 0.037939030995735
103 => 0.036890783748978
104 => 0.034483796184702
105 => 0.034102881189077
106 => 0.034865482656622
107 => 0.036740263951019
108 => 0.034806439121881
109 => 0.035197649366197
110 => 0.035084980789516
111 => 0.035078977159875
112 => 0.035308111284735
113 => 0.034975740285794
114 => 0.033621601043708
115 => 0.034242195078363
116 => 0.034002553918209
117 => 0.034268453651832
118 => 0.035703404848801
119 => 0.035068978719657
120 => 0.034400662329197
121 => 0.035238879394113
122 => 0.036306217760385
123 => 0.036239425643615
124 => 0.036109821020143
125 => 0.036840395496779
126 => 0.038047090493946
127 => 0.038373255302787
128 => 0.038614023496527
129 => 0.038647221362632
130 => 0.03898918001587
131 => 0.03715038215273
201 => 0.040068601585212
202 => 0.040572497467017
203 => 0.040477785925582
204 => 0.041037844991028
205 => 0.040873061406647
206 => 0.04063431584663
207 => 0.041522128593342
208 => 0.040504322922032
209 => 0.039059675909778
210 => 0.038267113986978
211 => 0.039310823461068
212 => 0.039948180416453
213 => 0.040369432820448
214 => 0.040496903543369
215 => 0.037293122796459
216 => 0.035566462663701
217 => 0.036673232012601
218 => 0.038023567003398
219 => 0.037142880973676
220 => 0.037177402198682
221 => 0.035921775360516
222 => 0.038134662117213
223 => 0.037812263130069
224 => 0.039484869645684
225 => 0.039085688677226
226 => 0.040449634360499
227 => 0.040090461751296
228 => 0.041581367171029
301 => 0.042176129707613
302 => 0.043174828573935
303 => 0.043909475525438
304 => 0.044340874266917
305 => 0.044314974704614
306 => 0.046024391440354
307 => 0.04501640811376
308 => 0.043750143492129
309 => 0.043727240760137
310 => 0.044383057150788
311 => 0.045757468391153
312 => 0.04611383322891
313 => 0.04631299255703
314 => 0.046007973113227
315 => 0.044913879455026
316 => 0.044441455360595
317 => 0.044843974376494
318 => 0.044351728208903
319 => 0.045201483194045
320 => 0.046368378286517
321 => 0.046127419064325
322 => 0.046932909617487
323 => 0.047766507599933
324 => 0.048958590154058
325 => 0.049270244676396
326 => 0.04978539775066
327 => 0.050315659483047
328 => 0.050485965260535
329 => 0.050811131832539
330 => 0.050809418044198
331 => 0.051789329395168
401 => 0.052870201960616
402 => 0.053278206331816
403 => 0.054216389885896
404 => 0.052609783427406
405 => 0.053828412881536
406 => 0.054927647153434
407 => 0.053617094738367
408 => 0.055423385922987
409 => 0.055493520116542
410 => 0.056552463172072
411 => 0.05547902151635
412 => 0.05484161528773
413 => 0.056681783186458
414 => 0.057572182467906
415 => 0.057303986958024
416 => 0.055263005885376
417 => 0.054075067359299
418 => 0.050966003100326
419 => 0.05464882401666
420 => 0.056442618655648
421 => 0.05525836039061
422 => 0.055855631375306
423 => 0.059114148202038
424 => 0.060354780436317
425 => 0.060096737604261
426 => 0.060140342595132
427 => 0.060809765229681
428 => 0.06377835384905
429 => 0.061999506736979
430 => 0.063359368702028
501 => 0.064080634584943
502 => 0.064750586533579
503 => 0.063105396288217
504 => 0.060965027951646
505 => 0.060287083452903
506 => 0.055140609245332
507 => 0.054872712912823
508 => 0.054722334583296
509 => 0.053774220487066
510 => 0.053029262517737
511 => 0.052436844282011
512 => 0.050882161920404
513 => 0.051406821579267
514 => 0.048928982382293
515 => 0.050514216091288
516 => 0.046559524903397
517 => 0.049853109238956
518 => 0.048060561026015
519 => 0.049264208940575
520 => 0.049260009526392
521 => 0.047043712098768
522 => 0.045765397995462
523 => 0.046579989494818
524 => 0.047453296244481
525 => 0.047594987326457
526 => 0.048727252323034
527 => 0.049043243145624
528 => 0.048085776200975
529 => 0.046477572718669
530 => 0.046851121708393
531 => 0.045757828037108
601 => 0.043841872931115
602 => 0.045217945337606
603 => 0.045687796958815
604 => 0.045895310201597
605 => 0.044011188403783
606 => 0.043419156428636
607 => 0.043103963572697
608 => 0.04623435625436
609 => 0.046405846231923
610 => 0.045528479260469
611 => 0.04949426116679
612 => 0.048596682582149
613 => 0.049599497773286
614 => 0.046817226052931
615 => 0.046923512579474
616 => 0.045606340559176
617 => 0.046343868877076
618 => 0.045822607633631
619 => 0.046284283877387
620 => 0.046561010714331
621 => 0.047877966599662
622 => 0.049868146759711
623 => 0.047681257307002
624 => 0.046728398255623
625 => 0.047319546652016
626 => 0.048893852732235
627 => 0.051279007031011
628 => 0.049866947680432
629 => 0.050493595641896
630 => 0.050630490343849
701 => 0.04958929005601
702 => 0.051317397570777
703 => 0.05224350442706
704 => 0.053193498430796
705 => 0.054018351606012
706 => 0.052814049934888
707 => 0.054102825352854
708 => 0.05306429986546
709 => 0.052132635142476
710 => 0.052134048093286
711 => 0.051549601203108
712 => 0.050417161708342
713 => 0.050208322490768
714 => 0.051294730474073
715 => 0.052165926793465
716 => 0.052237682695079
717 => 0.052720021741177
718 => 0.053005465020171
719 => 0.055803197195631
720 => 0.056928468220655
721 => 0.058304428329764
722 => 0.058840442337125
723 => 0.060453652327624
724 => 0.059150854241787
725 => 0.058868985680932
726 => 0.054955865920948
727 => 0.055596639062429
728 => 0.05662257868735
729 => 0.054972783287486
730 => 0.056019198738145
731 => 0.056225783314215
801 => 0.054916723871101
802 => 0.055615949080788
803 => 0.053759014229686
804 => 0.049908622865047
805 => 0.051321684157058
806 => 0.052362172899266
807 => 0.050877267172799
808 => 0.053538903213704
809 => 0.051984030385927
810 => 0.05149121034658
811 => 0.049568543670058
812 => 0.05047596833115
813 => 0.051703273178345
814 => 0.050944941472281
815 => 0.052518593626443
816 => 0.054747304754435
817 => 0.056335617026285
818 => 0.056457547920365
819 => 0.055436369538224
820 => 0.057072814412679
821 => 0.057084734127042
822 => 0.055238817623583
823 => 0.05410820404332
824 => 0.053851326259053
825 => 0.054493057328008
826 => 0.05527223731581
827 => 0.056500786986871
828 => 0.057243173822912
829 => 0.059178924959753
830 => 0.059702683715048
831 => 0.060278135793384
901 => 0.06104711723289
902 => 0.061970476613812
903 => 0.059950218855235
904 => 0.060030487462215
905 => 0.058149251409801
906 => 0.056138880891256
907 => 0.057664501518609
908 => 0.059659047544064
909 => 0.059201496482047
910 => 0.05915001264065
911 => 0.059236594181453
912 => 0.058891615622913
913 => 0.057331290388138
914 => 0.056547704823386
915 => 0.057558730115913
916 => 0.058096045063333
917 => 0.058929373687992
918 => 0.05882664834557
919 => 0.060973213389732
920 => 0.061807303657136
921 => 0.061593907673999
922 => 0.061633177670558
923 => 0.063143258258349
924 => 0.064822778443732
925 => 0.066395870729551
926 => 0.067996087768572
927 => 0.066066963670498
928 => 0.06508747342533
929 => 0.066098057335842
930 => 0.065561827287925
1001 => 0.068643164199416
1002 => 0.068856509281685
1003 => 0.071937623377445
1004 => 0.074861967546562
1005 => 0.073025239369008
1006 => 0.074757191312388
1007 => 0.076630438547267
1008 => 0.08024423638676
1009 => 0.07902723640936
1010 => 0.078095033499492
1011 => 0.077214106254039
1012 => 0.079047176008565
1013 => 0.081405390963759
1014 => 0.081913327878406
1015 => 0.082736379726969
1016 => 0.081871041346197
1017 => 0.082913246111941
1018 => 0.086592686902997
1019 => 0.085598469521932
1020 => 0.084186521012399
1021 => 0.087091086139688
1022 => 0.088142236968043
1023 => 0.095519763973401
1024 => 0.1048341965681
1025 => 0.10097796031204
1026 => 0.098584270027927
1027 => 0.099146844023785
1028 => 0.10254815949393
1029 => 0.10364055407058
1030 => 0.10067104904025
1031 => 0.10171992841833
1101 => 0.10749935691511
1102 => 0.11059983487736
1103 => 0.10638896935488
1104 => 0.094771358383677
1105 => 0.084059390497579
1106 => 0.086900686747173
1107 => 0.086578571928156
1108 => 0.092787846849557
1109 => 0.085574757766203
1110 => 0.085696207687368
1111 => 0.092033883838408
1112 => 0.090343100496586
1113 => 0.087604248022005
1114 => 0.084079387151639
1115 => 0.0775633558226
1116 => 0.071791925161493
1117 => 0.083111029769024
1118 => 0.082622929395891
1119 => 0.081916087723172
1120 => 0.083489087377551
1121 => 0.091127127195472
1122 => 0.090951045655746
1123 => 0.089830904737605
1124 => 0.090680521751546
1125 => 0.087455306051623
1126 => 0.08828651757429
1127 => 0.084057693667136
1128 => 0.085969298684456
1129 => 0.087598371674676
1130 => 0.0879254321963
1201 => 0.088662316251644
1202 => 0.082365722678703
1203 => 0.085192708334678
1204 => 0.08685329755483
1205 => 0.079350695045433
1206 => 0.086704995225925
1207 => 0.082256112993254
1208 => 0.080746095543517
1209 => 0.082779135109916
1210 => 0.081986857613695
1211 => 0.081305703946539
1212 => 0.08092560849656
1213 => 0.082418448375735
1214 => 0.082348805611042
1215 => 0.079906229820977
1216 => 0.076719989274964
1217 => 0.077789396186986
1218 => 0.077400870630105
1219 => 0.075992803891174
1220 => 0.076941670862587
1221 => 0.072763340931067
1222 => 0.065574741454578
1223 => 0.070323750461504
1224 => 0.070140918780665
1225 => 0.070048726756429
1226 => 0.073617475772166
1227 => 0.073274422899351
1228 => 0.072651778576009
1229 => 0.075981368539892
1230 => 0.07476602341377
1231 => 0.078511430721154
]
'min_raw' => 0.033621601043708
'max_raw' => 0.11059983487736
'avg_raw' => 0.072110717960536
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.033621'
'max' => '$0.110599'
'avg' => '$0.07211'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.018316181412636
'max_diff' => 0.073112080655986
'year' => 2029
]
4 => [
'items' => [
101 => 0.080978398211553
102 => 0.08035269545795
103 => 0.082672890306559
104 => 0.077814033162341
105 => 0.079427950602137
106 => 0.079760576749686
107 => 0.075940281916577
108 => 0.07333055059195
109 => 0.073156511265712
110 => 0.068631596791939
111 => 0.071048769579995
112 => 0.073175781604078
113 => 0.072157107907343
114 => 0.071834626246968
115 => 0.073482115112087
116 => 0.073610139106694
117 => 0.070691178462266
118 => 0.071298122811704
119 => 0.073829181644966
120 => 0.071234346623134
121 => 0.06619300603961
122 => 0.064942683872909
123 => 0.064775867847862
124 => 0.061384894967468
125 => 0.065026236378737
126 => 0.063436693270835
127 => 0.068458040903045
128 => 0.065589874065554
129 => 0.065466233125722
130 => 0.065279331710984
131 => 0.062360581273504
201 => 0.062999602123045
202 => 0.065123804752543
203 => 0.065881744181604
204 => 0.065802684889538
205 => 0.065113395000804
206 => 0.065428948382131
207 => 0.06441244099479
208 => 0.064053491079549
209 => 0.062920546410093
210 => 0.061255430729947
211 => 0.06148697527802
212 => 0.058187945414432
213 => 0.056390458851983
214 => 0.055892938261989
215 => 0.055227632936232
216 => 0.055968086268843
217 => 0.05817859967733
218 => 0.055512251520114
219 => 0.050940984627144
220 => 0.051215725556471
221 => 0.051832986853355
222 => 0.050682724510203
223 => 0.049594097736611
224 => 0.050540570393168
225 => 0.04860366434867
226 => 0.052067052695155
227 => 0.051973377746416
228 => 0.053264314747487
301 => 0.054071564146951
302 => 0.052211115631284
303 => 0.051743217860781
304 => 0.052009753695627
305 => 0.047604510061526
306 => 0.052904312359537
307 => 0.052950145269889
308 => 0.052557696065486
309 => 0.055379677176138
310 => 0.061334937517594
311 => 0.059094329027346
312 => 0.058226697697172
313 => 0.056577329904276
314 => 0.058775014558541
315 => 0.058606266666314
316 => 0.057843124701929
317 => 0.057381574060722
318 => 0.058231995269062
319 => 0.057276197461813
320 => 0.057104509912064
321 => 0.05606427015848
322 => 0.055692951894344
323 => 0.055418042634184
324 => 0.055115394550773
325 => 0.055782960807574
326 => 0.054270167844009
327 => 0.052445887830873
328 => 0.052294218686764
329 => 0.052712990528536
330 => 0.052527715162449
331 => 0.052293331659591
401 => 0.051845829722088
402 => 0.051713065456596
403 => 0.052144484911378
404 => 0.051657437500246
405 => 0.052376102486217
406 => 0.05218066537558
407 => 0.051088969562572
408 => 0.049728312382007
409 => 0.049716199679025
410 => 0.049423048321397
411 => 0.049049675991857
412 => 0.04894581235138
413 => 0.050460861105959
414 => 0.053596966686344
415 => 0.052981274120269
416 => 0.053426175097971
417 => 0.055614647573582
418 => 0.056310297163916
419 => 0.055816541562061
420 => 0.055140658440722
421 => 0.055170393867896
422 => 0.057480091097245
423 => 0.057624144080307
424 => 0.057988119495251
425 => 0.058455930762895
426 => 0.055896211843813
427 => 0.055049831336999
428 => 0.054648769297468
429 => 0.053413653446253
430 => 0.054745620000958
501 => 0.053969540130026
502 => 0.054074259819278
503 => 0.054006060984274
504 => 0.054043302159772
505 => 0.052066084607528
506 => 0.05278647876407
507 => 0.051588683756074
508 => 0.049984970699167
509 => 0.049979594490666
510 => 0.050372100989365
511 => 0.050138622765158
512 => 0.04951033886709
513 => 0.049599583629394
514 => 0.048817705603858
515 => 0.049694517778053
516 => 0.049719661613824
517 => 0.049382041166477
518 => 0.050732891297588
519 => 0.051286335698493
520 => 0.051064106687518
521 => 0.051270743518666
522 => 0.053006858926074
523 => 0.053289921489508
524 => 0.053415639182121
525 => 0.053247194128422
526 => 0.051302476521281
527 => 0.051388733016736
528 => 0.050755840085175
529 => 0.050221112250619
530 => 0.050242498559724
531 => 0.050517418176438
601 => 0.05171800826645
602 => 0.054244579332229
603 => 0.054340460857276
604 => 0.054456672062695
605 => 0.053983982687186
606 => 0.053841415048505
607 => 0.054029498563755
608 => 0.054978345815267
609 => 0.057419038555669
610 => 0.056556334732824
611 => 0.055854943096065
612 => 0.05647025265533
613 => 0.056375530571637
614 => 0.055575980860332
615 => 0.055553540162919
616 => 0.054018948635419
617 => 0.05345164508866
618 => 0.052977563783055
619 => 0.052459879373539
620 => 0.05215297870264
621 => 0.052624517617001
622 => 0.0527323641458
623 => 0.051701336068458
624 => 0.051560810751296
625 => 0.052402770535541
626 => 0.052032255425919
627 => 0.052413339404497
628 => 0.052501754156405
629 => 0.052487517344984
630 => 0.05210065701715
701 => 0.05234723025377
702 => 0.051764011042143
703 => 0.051129847746192
704 => 0.050725291073145
705 => 0.050372261719255
706 => 0.05056814292298
707 => 0.049869862198197
708 => 0.049646468140725
709 => 0.052263696789277
710 => 0.054197071731911
711 => 0.054168959694545
712 => 0.053997834896906
713 => 0.053743578159012
714 => 0.054959745351222
715 => 0.054536057019487
716 => 0.054844325681169
717 => 0.054922792993562
718 => 0.055160289915334
719 => 0.055245174651317
720 => 0.054988594022936
721 => 0.054127478095405
722 => 0.051981659076445
723 => 0.050982774530591
724 => 0.050653125992721
725 => 0.050665108090981
726 => 0.050334588330531
727 => 0.05043194121284
728 => 0.050300732971009
729 => 0.050052256303662
730 => 0.05055280018896
731 => 0.050610483208852
801 => 0.050493650284969
802 => 0.050521168667957
803 => 0.049553841958204
804 => 0.049627385707024
805 => 0.04921788476811
806 => 0.049141108278671
807 => 0.048105925564423
808 => 0.046271949333999
809 => 0.047288150194034
810 => 0.046060722454576
811 => 0.045595876971078
812 => 0.047796383191653
813 => 0.047575513399649
814 => 0.047197480325529
815 => 0.04663829061991
816 => 0.046430881718648
817 => 0.045170730892259
818 => 0.045096274458792
819 => 0.045720839235285
820 => 0.045432624080895
821 => 0.045027860848518
822 => 0.043561849451036
823 => 0.041913567260574
824 => 0.041963318539171
825 => 0.042487606436577
826 => 0.04401204420814
827 => 0.043416419997749
828 => 0.04298428779911
829 => 0.042903362428151
830 => 0.043916312874441
831 => 0.045349849975621
901 => 0.04602243350991
902 => 0.045355923654095
903 => 0.044590273019175
904 => 0.044636874625639
905 => 0.044946894235558
906 => 0.044979472913119
907 => 0.044481113059943
908 => 0.044621398439452
909 => 0.044408292120013
910 => 0.043100459030979
911 => 0.043076804477582
912 => 0.042755841145876
913 => 0.042746122503751
914 => 0.042200083808463
915 => 0.042123689220405
916 => 0.041039496248732
917 => 0.041753115345926
918 => 0.041274457122212
919 => 0.040553006275015
920 => 0.040428627877027
921 => 0.040424888912192
922 => 0.041165657618806
923 => 0.041744459032293
924 => 0.041282783586945
925 => 0.041177669037242
926 => 0.042300017425984
927 => 0.042157188363084
928 => 0.042033499315761
929 => 0.045221492451383
930 => 0.042697947122332
1001 => 0.041597537319934
1002 => 0.040235571227312
1003 => 0.040679034254699
1004 => 0.040772478430397
1005 => 0.037497195490483
1006 => 0.03616841360967
1007 => 0.035712425742264
1008 => 0.03544999827785
1009 => 0.03556958976874
1010 => 0.034373530225439
1011 => 0.035177302019536
1012 => 0.034141615555434
1013 => 0.033967979349312
1014 => 0.03581991504406
1015 => 0.036077601077133
1016 => 0.034978232403269
1017 => 0.035684205063511
1018 => 0.035428209563153
1019 => 0.034159369427261
1020 => 0.034110909067026
1021 => 0.033474249688723
1022 => 0.032478001043226
1023 => 0.032022688679314
1024 => 0.031785558046986
1025 => 0.031883402767468
1026 => 0.031833929482694
1027 => 0.031511082834526
1028 => 0.031852434674657
1029 => 0.03098042177944
1030 => 0.03063317921828
1031 => 0.03047633780937
1101 => 0.029702376173676
1102 => 0.030934093318367
1103 => 0.031176757112634
1104 => 0.03141989902954
1105 => 0.033536283416162
1106 => 0.033430554833047
1107 => 0.034386289732502
1108 => 0.034349151631793
1109 => 0.03407656055659
1110 => 0.032926543649361
1111 => 0.033384919891502
1112 => 0.031974109065676
1113 => 0.033031184462196
1114 => 0.032548779395748
1115 => 0.032868082823974
1116 => 0.032293946469595
1117 => 0.032611697233617
1118 => 0.031234301700489
1119 => 0.029948109132131
1120 => 0.03046571056794
1121 => 0.031028402523568
1122 => 0.032248462054614
1123 => 0.031521804663196
1124 => 0.031783138139108
1125 => 0.030907714741498
1126 => 0.029101466219897
1127 => 0.029111689390371
1128 => 0.028833837406586
1129 => 0.028593732725542
1130 => 0.031605270005856
1201 => 0.03123073773969
1202 => 0.030633969591125
1203 => 0.031432767472603
1204 => 0.031643982311092
1205 => 0.031649995300611
1206 => 0.03223277761498
1207 => 0.032543808640628
1208 => 0.032598629206984
1209 => 0.033515649770488
1210 => 0.033823022967581
1211 => 0.035089049665323
1212 => 0.032517419831154
1213 => 0.032464458807028
1214 => 0.031444008196925
1215 => 0.030796822287312
1216 => 0.031488321569848
1217 => 0.032100895535109
1218 => 0.031463042577569
1219 => 0.031546332708013
1220 => 0.030690067227016
1221 => 0.030996141845437
1222 => 0.031259774539525
1223 => 0.031114212061463
1224 => 0.030896297986501
1225 => 0.032050671455659
1226 => 0.031985537180503
1227 => 0.033060516293915
1228 => 0.033898539385313
1229 => 0.035400426579645
1230 => 0.033833128997209
1231 => 0.033776010443862
]
'min_raw' => 0.028593732725542
'max_raw' => 0.082672890306559
'avg_raw' => 0.055633311516051
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.028593'
'max' => '$0.082672'
'avg' => '$0.055633'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.0050278683181659
'max_diff' => -0.027926944570805
'year' => 2030
]
5 => [
'items' => [
101 => 0.034334353464939
102 => 0.033822937488173
103 => 0.03414613473201
104 => 0.035348354507053
105 => 0.035373755516466
106 => 0.034948255881437
107 => 0.034922364189976
108 => 0.03500408604934
109 => 0.035482733532166
110 => 0.035315479394315
111 => 0.035509030116993
112 => 0.035751068259456
113 => 0.036752240638728
114 => 0.036993619909917
115 => 0.03640719342173
116 => 0.036460141167674
117 => 0.036240801563326
118 => 0.036028922253842
119 => 0.036505195999073
120 => 0.037375595629668
121 => 0.03737018091874
122 => 0.037572096714886
123 => 0.037697888583125
124 => 0.037157897799369
125 => 0.036806383655155
126 => 0.036941176545473
127 => 0.037156713312498
128 => 0.036871280876859
129 => 0.035109459658926
130 => 0.035643883670872
131 => 0.035554929383285
201 => 0.03542824766055
202 => 0.03596561513714
203 => 0.035913784733106
204 => 0.034361262906066
205 => 0.034460650316289
206 => 0.034367306983663
207 => 0.034668918387625
208 => 0.033806649482555
209 => 0.034071877590285
210 => 0.034238226173094
211 => 0.034336206766319
212 => 0.034690179854967
213 => 0.034648645198556
214 => 0.034687598002407
215 => 0.035212446647443
216 => 0.037866950987727
217 => 0.038011429802135
218 => 0.037299963279346
219 => 0.037584180122143
220 => 0.037038545935363
221 => 0.03740483382038
222 => 0.037655438688605
223 => 0.036523003477641
224 => 0.036455948013892
225 => 0.03590806180073
226 => 0.036202464817822
227 => 0.035734048449303
228 => 0.035848981441628
301 => 0.035527618775408
302 => 0.036106007591936
303 => 0.03675273616135
304 => 0.03691612533807
305 => 0.036486318757585
306 => 0.03617511046768
307 => 0.03562873122899
308 => 0.036537372079786
309 => 0.036803086354887
310 => 0.036535976395817
311 => 0.036474081181833
312 => 0.036356789863175
313 => 0.036498965089558
314 => 0.03680163921788
315 => 0.036658903688477
316 => 0.036753183020324
317 => 0.036393887427748
318 => 0.037158076558788
319 => 0.038371792811009
320 => 0.038375695107222
321 => 0.038232958808421
322 => 0.038174554190248
323 => 0.038321010294781
324 => 0.038400456723546
325 => 0.038874068910148
326 => 0.039382273655913
327 => 0.041753843457299
328 => 0.041087916147059
329 => 0.043192113960168
330 => 0.044856261234446
331 => 0.045355266237662
401 => 0.044896205114703
402 => 0.043325781811057
403 => 0.04324872935168
404 => 0.045595604782945
405 => 0.044932504979908
406 => 0.044853631368303
407 => 0.044014549399894
408 => 0.044510550765547
409 => 0.044402067990978
410 => 0.044230822624161
411 => 0.045177158678073
412 => 0.046948615290992
413 => 0.046672517165254
414 => 0.046466422722214
415 => 0.045563376866001
416 => 0.046107212174035
417 => 0.045913562837324
418 => 0.046745603280743
419 => 0.046252720954014
420 => 0.044927481346723
421 => 0.045138530122231
422 => 0.045106630524384
423 => 0.045763121987642
424 => 0.045566059545492
425 => 0.045068150919815
426 => 0.046942560644871
427 => 0.046820846903341
428 => 0.046993409161196
429 => 0.047069376403769
430 => 0.048210296572606
501 => 0.048677695060406
502 => 0.048783802700098
503 => 0.049227795113611
504 => 0.048772755764382
505 => 0.050593237598856
506 => 0.051803751790721
507 => 0.053209826317063
508 => 0.055264479117252
509 => 0.056037047576724
510 => 0.055897489999512
511 => 0.057455304303188
512 => 0.060254661978625
513 => 0.056463320222418
514 => 0.060455612297801
515 => 0.059191698719963
516 => 0.056194982363744
517 => 0.056002029159368
518 => 0.058031440268392
519 => 0.062532478784627
520 => 0.061405019686667
521 => 0.06253432290381
522 => 0.06121693071454
523 => 0.06115151108849
524 => 0.062470340105652
525 => 0.065551855989879
526 => 0.064087943302178
527 => 0.061989065498242
528 => 0.063538844206513
529 => 0.06219628246416
530 => 0.059171115099268
531 => 0.061404157539943
601 => 0.059910985653251
602 => 0.060346772591171
603 => 0.063485197804442
604 => 0.063107574179538
605 => 0.06359625411717
606 => 0.06273374681823
607 => 0.061928028996104
608 => 0.060424096847714
609 => 0.059978856681534
610 => 0.060101905045403
611 => 0.059978795704876
612 => 0.059137359489701
613 => 0.058955651419148
614 => 0.05865279667408
615 => 0.058746664023349
616 => 0.05817720849934
617 => 0.05925188872866
618 => 0.059451358849272
619 => 0.060233421499278
620 => 0.060314617837994
621 => 0.062492651186295
622 => 0.061293027018415
623 => 0.062097838480796
624 => 0.062025848568422
625 => 0.056259930294022
626 => 0.057054422959106
627 => 0.058290404220445
628 => 0.057733596337545
629 => 0.056946400264103
630 => 0.056310697228015
701 => 0.05534754212437
702 => 0.056703164436995
703 => 0.058485663623737
704 => 0.060359824958942
705 => 0.062611507003275
706 => 0.062108957783448
707 => 0.06031773132936
708 => 0.060398084439599
709 => 0.060894795749311
710 => 0.060251509472253
711 => 0.060061791790708
712 => 0.06086873145318
713 => 0.060874288403149
714 => 0.06013410979765
715 => 0.059311536728893
716 => 0.0593080901177
717 => 0.059161721185228
718 => 0.061242969422466
719 => 0.062387445515017
720 => 0.062518657854612
721 => 0.062378613879117
722 => 0.062432511247138
723 => 0.061766565825693
724 => 0.063288719579137
725 => 0.0646855983887
726 => 0.064311205027774
727 => 0.063749936156594
728 => 0.063302858466327
729 => 0.064205887732281
730 => 0.064165677260568
731 => 0.064673397870909
801 => 0.064650364731288
802 => 0.064479637386368
803 => 0.064311211124986
804 => 0.064979002213326
805 => 0.064786689104281
806 => 0.064594077279859
807 => 0.064207764778585
808 => 0.06426027106348
809 => 0.063699099103283
810 => 0.063439475277014
811 => 0.059535355854595
812 => 0.058492047574142
813 => 0.05882029359767
814 => 0.05892836071152
815 => 0.058474311610831
816 => 0.059125301385576
817 => 0.05902384531875
818 => 0.059418551524953
819 => 0.059171956223469
820 => 0.059182076580658
821 => 0.05990726078266
822 => 0.060117784841656
823 => 0.060010710606113
824 => 0.060085701730397
825 => 0.061813840537748
826 => 0.061568154462111
827 => 0.061437638631134
828 => 0.061473792408276
829 => 0.061915368925268
830 => 0.062038986240841
831 => 0.061515210988321
901 => 0.061762226425318
902 => 0.062813986805127
903 => 0.063182043413578
904 => 0.064356703430559
905 => 0.063857686977428
906 => 0.064773653274076
907 => 0.067589021394048
908 => 0.069838132256937
909 => 0.067769756958986
910 => 0.071899962636141
911 => 0.075115920198622
912 => 0.074992486390917
913 => 0.07443170980346
914 => 0.07077042761923
915 => 0.06740126116666
916 => 0.070219711966599
917 => 0.070226896777308
918 => 0.069984789354033
919 => 0.068481080941282
920 => 0.069932463560746
921 => 0.070047669042432
922 => 0.069983184608298
923 => 0.068830294893873
924 => 0.06707004538958
925 => 0.067413993929277
926 => 0.067977388653661
927 => 0.066910764903951
928 => 0.066569913986907
929 => 0.067203620691232
930 => 0.069245555730604
1001 => 0.068859539739535
1002 => 0.068849459301995
1003 => 0.070500999408044
1004 => 0.069318853116775
1005 => 0.067418332221838
1006 => 0.066938425631076
1007 => 0.065235080537685
1008 => 0.066411587060797
1009 => 0.06645392743607
1010 => 0.065809566836967
1011 => 0.067470618533182
1012 => 0.067455311649379
1013 => 0.069032233020017
1014 => 0.072046714416058
1015 => 0.071155183933628
1016 => 0.070118430980803
1017 => 0.070231154772816
1018 => 0.071467456545176
1019 => 0.070719960271583
1020 => 0.070988765143296
1021 => 0.071467049676809
1022 => 0.071755610611014
1023 => 0.070189635295085
1024 => 0.069824531539684
1025 => 0.069077657390138
1026 => 0.068882811865588
1027 => 0.069491125276352
1028 => 0.069330856184646
1029 => 0.066450368891478
1030 => 0.066149341942462
1031 => 0.066158574009221
1101 => 0.065401627432869
1102 => 0.064247102215938
1103 => 0.067281125552914
1104 => 0.067037451017825
1105 => 0.066768453189999
1106 => 0.066801403889027
1107 => 0.068118370587016
1108 => 0.06735446339377
1109 => 0.069385435868942
1110 => 0.068967928984667
1111 => 0.068539714624209
1112 => 0.068480522355865
1113 => 0.068315696360621
1114 => 0.067750446693878
1115 => 0.067067873755047
1116 => 0.066617179977375
1117 => 0.061450827158318
1118 => 0.062409672190243
1119 => 0.063512735997998
1120 => 0.063893509204185
1121 => 0.063242170286299
1122 => 0.067776165524314
1123 => 0.068604570144964
1124 => 0.066095278513517
1125 => 0.065625892502976
1126 => 0.067806938393021
1127 => 0.066491501099307
1128 => 0.067083842432121
1129 => 0.065803524463964
1130 => 0.068405031730368
1201 => 0.068385212603715
1202 => 0.067373167519377
1203 => 0.068228541094474
1204 => 0.068079898886091
1205 => 0.066937302478431
1206 => 0.068441254074503
1207 => 0.068442000015732
1208 => 0.067467928625814
1209 => 0.066330426494037
1210 => 0.066127067979476
1211 => 0.065973864656127
1212 => 0.067046163806112
1213 => 0.068007583870996
1214 => 0.069796548255498
1215 => 0.070246336406507
1216 => 0.072001889503989
1217 => 0.070956543110768
1218 => 0.071419931627381
1219 => 0.071923005412472
1220 => 0.07216419748497
1221 => 0.071771187945914
1222 => 0.074498284520787
1223 => 0.074728535027786
1224 => 0.074805736031124
1225 => 0.073886174409912
1226 => 0.074702960355625
1227 => 0.074320813260734
1228 => 0.075315053838121
1229 => 0.075470963455756
1230 => 0.075338913556265
1231 => 0.075388401729768
]
'min_raw' => 0.033806649482555
'max_raw' => 0.075470963455756
'avg_raw' => 0.054638806469156
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.0338066'
'max' => '$0.07547'
'avg' => '$0.054638'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.0052129167570132
'max_diff' => -0.0072019268508029
'year' => 2031
]
6 => [
'items' => [
101 => 0.073061305895917
102 => 0.072940633700523
103 => 0.071295259753822
104 => 0.071965761799093
105 => 0.070712290363458
106 => 0.071109779067884
107 => 0.071284988301384
108 => 0.07119346894084
109 => 0.072003670978719
110 => 0.071314833733181
111 => 0.069496878986878
112 => 0.06767842894002
113 => 0.067655599780959
114 => 0.06717683398193
115 => 0.066830773999563
116 => 0.066897437429304
117 => 0.067132368050761
118 => 0.066817119404763
119 => 0.066884393686899
120 => 0.068001595016547
121 => 0.068225641775693
122 => 0.067464243347396
123 => 0.064407118788516
124 => 0.06365689275355
125 => 0.064196140349855
126 => 0.063938414730814
127 => 0.051603290876434
128 => 0.054501245256542
129 => 0.052779379169114
130 => 0.05357289428145
131 => 0.051815314881248
201 => 0.052654123893653
202 => 0.052499226497462
203 => 0.057159051383972
204 => 0.057086294627749
205 => 0.057121119436751
206 => 0.055458840567518
207 => 0.058106895941996
208 => 0.059411423240456
209 => 0.059169989956381
210 => 0.059230753512507
211 => 0.058186634298973
212 => 0.05713122879307
213 => 0.05596062166128
214 => 0.058135465020731
215 => 0.057893659564974
216 => 0.058448274281623
217 => 0.05985881566124
218 => 0.060066523237515
219 => 0.06034568432639
220 => 0.060245624948067
221 => 0.062629445283455
222 => 0.062340748911887
223 => 0.063036424103752
224 => 0.061605367453081
225 => 0.059985991015703
226 => 0.060293781535044
227 => 0.060264138832937
228 => 0.059886753212797
229 => 0.059546066348987
301 => 0.058978918708671
302 => 0.060773457764688
303 => 0.060700602756227
304 => 0.061880040658531
305 => 0.06167156355285
306 => 0.060279302418113
307 => 0.060329027296912
308 => 0.060663451003798
309 => 0.061820895271712
310 => 0.062164503535244
311 => 0.062005330497155
312 => 0.062382081271804
313 => 0.062679849722721
314 => 0.062419476404716
315 => 0.066105813508937
316 => 0.064574989332738
317 => 0.065321102384811
318 => 0.065499045951377
319 => 0.065043247247368
320 => 0.06514209366534
321 => 0.06529181905453
322 => 0.066200922298457
323 => 0.068586672261665
324 => 0.06964330468002
325 => 0.072822235443967
326 => 0.069555566066709
327 => 0.069361735424684
328 => 0.069934356849783
329 => 0.071800725732216
330 => 0.073313242412313
331 => 0.073815031454282
401 => 0.073881351159812
402 => 0.07482274076085
403 => 0.075362327724288
404 => 0.074708431302279
405 => 0.074154322550436
406 => 0.072169573779843
407 => 0.072399313854331
408 => 0.07398199514528
409 => 0.07621762568821
410 => 0.078136029271757
411 => 0.077464271199913
412 => 0.082589311100785
413 => 0.083097437873045
414 => 0.083027231182824
415 => 0.084184819589437
416 => 0.081887242341091
417 => 0.08090498355396
418 => 0.074274127151986
419 => 0.076137127331823
420 => 0.07884510750338
421 => 0.07848669617327
422 => 0.076520088588168
423 => 0.078134537423553
424 => 0.077600750150092
425 => 0.077179729980659
426 => 0.079108504995608
427 => 0.076987737636961
428 => 0.078823951226675
429 => 0.076468988304669
430 => 0.077467339734201
501 => 0.076900627177973
502 => 0.077267359655531
503 => 0.075123449085303
504 => 0.076280251188511
505 => 0.075075322314598
506 => 0.075074751021425
507 => 0.07504815214975
508 => 0.076465745626437
509 => 0.076511973298818
510 => 0.075464369577682
511 => 0.07531339351482
512 => 0.075871631148977
513 => 0.075218081082048
514 => 0.075523873044969
515 => 0.075227343209089
516 => 0.075160588097159
517 => 0.074628672007851
518 => 0.07439950793124
519 => 0.07448936907051
520 => 0.074182626675589
521 => 0.073997803287292
522 => 0.075011386125881
523 => 0.074469869703037
524 => 0.074928390967641
525 => 0.074405848116628
526 => 0.072594486933935
527 => 0.071552753962972
528 => 0.068131260602135
529 => 0.069101591874919
530 => 0.069744922512655
531 => 0.069532301740721
601 => 0.069989093432151
602 => 0.070017136732097
603 => 0.069868629096773
604 => 0.069696676280073
605 => 0.069612979158492
606 => 0.070236788930998
607 => 0.070598931500409
608 => 0.069809489348805
609 => 0.069624534098154
610 => 0.070422703699721
611 => 0.070909586695589
612 => 0.074504457181157
613 => 0.074238137564307
614 => 0.074906547540014
615 => 0.074831294834337
616 => 0.075531894974937
617 => 0.076677080109108
618 => 0.074348598532539
619 => 0.074752742421397
620 => 0.074653655672894
621 => 0.075735458811104
622 => 0.075738836082419
623 => 0.075090241060987
624 => 0.075441854944358
625 => 0.075245593720683
626 => 0.075600264278159
627 => 0.074234580703457
628 => 0.075897835881012
629 => 0.076840794388889
630 => 0.076853887368686
701 => 0.077300842217638
702 => 0.077754974230053
703 => 0.078626641081321
704 => 0.077730663914669
705 => 0.076118888213482
706 => 0.076235253213104
707 => 0.075290269709224
708 => 0.075306155052649
709 => 0.075221357844487
710 => 0.075475840649417
711 => 0.074290425368329
712 => 0.074568639965426
713 => 0.074179137900268
714 => 0.074751895719975
715 => 0.07413570298623
716 => 0.074653607890264
717 => 0.074877118478025
718 => 0.075701877358705
719 => 0.074013885428962
720 => 0.070571955617209
721 => 0.071295490993005
722 => 0.070225325339726
723 => 0.070324373245345
724 => 0.070524465778052
725 => 0.069875900413344
726 => 0.069999626246287
727 => 0.069995205888889
728 => 0.069957113636903
729 => 0.06978839673676
730 => 0.069543723851931
731 => 0.070518425318748
801 => 0.070684046091265
802 => 0.071052200552497
803 => 0.072147578507568
804 => 0.072038124419065
805 => 0.072216648578619
806 => 0.071826931340683
807 => 0.070342451110277
808 => 0.070423065528838
809 => 0.069417802437625
810 => 0.071026493715115
811 => 0.070645534386918
812 => 0.070399927429742
813 => 0.070332911295945
814 => 0.071431004481096
815 => 0.071759571172595
816 => 0.071554830459743
817 => 0.071134901284443
818 => 0.071941289441935
819 => 0.072157044894094
820 => 0.072205344583078
821 => 0.07363410978856
822 => 0.072285196686463
823 => 0.072609893477181
824 => 0.075143085149575
825 => 0.072845829859269
826 => 0.074062737221451
827 => 0.074003175938552
828 => 0.074625704567144
829 => 0.073952110420758
830 => 0.073960460427498
831 => 0.074513223675946
901 => 0.073736967384878
902 => 0.073544755410693
903 => 0.073279215945004
904 => 0.073859011653768
905 => 0.074206572959268
906 => 0.077007661825945
907 => 0.078817292978989
908 => 0.078738732118073
909 => 0.079456631327078
910 => 0.079133211158218
911 => 0.078088802119039
912 => 0.079871480996804
913 => 0.079307366809427
914 => 0.079353871697636
915 => 0.079352140783374
916 => 0.079727227402261
917 => 0.079461444156596
918 => 0.078937558097298
919 => 0.079285338112199
920 => 0.080318120422822
921 => 0.083523908404628
922 => 0.085317909830289
923 => 0.083415907266189
924 => 0.084727883166076
925 => 0.083941165130956
926 => 0.08379819506114
927 => 0.084622212880526
928 => 0.085447673034024
929 => 0.085395094790808
930 => 0.084795853107217
1001 => 0.084457356685351
1002 => 0.08702056499634
1003 => 0.088909093216762
1004 => 0.088780308252983
1005 => 0.089348723199989
1006 => 0.091017607064812
1007 => 0.091170188890278
1008 => 0.091150967087323
1009 => 0.090772777112638
1010 => 0.092416010009512
1011 => 0.093786823802016
1012 => 0.090685237060458
1013 => 0.091866280688892
1014 => 0.092396489224544
1015 => 0.093174992660667
1016 => 0.094488458449731
1017 => 0.095915230676249
1018 => 0.09611699191284
1019 => 0.095973832660315
1020 => 0.09503283802323
1021 => 0.096594029218419
1022 => 0.097508538406122
1023 => 0.098053107699228
1024 => 0.099434044818856
1025 => 0.092399763611956
1026 => 0.087420549747252
1027 => 0.086642973601559
1028 => 0.088224205270498
1029 => 0.088641163451511
1030 => 0.088473088131566
1031 => 0.082868530236522
1101 => 0.086613466764131
1102 => 0.090642703584632
1103 => 0.090797482980491
1104 => 0.092814603180202
1105 => 0.093471460201779
1106 => 0.095095506352535
1107 => 0.094993921823625
1108 => 0.095389351217116
1109 => 0.095298448847435
1110 => 0.098306652358447
1111 => 0.10162514755364
1112 => 0.1015102386172
1113 => 0.10103316567023
1114 => 0.1017417003495
1115 => 0.10516674302249
1116 => 0.10485141997835
1117 => 0.10515772945658
1118 => 0.10919604779499
1119 => 0.114446436079
1120 => 0.11200710359071
1121 => 0.11729975319128
1122 => 0.12063119556354
1123 => 0.1263925806688
1124 => 0.1256712268782
1125 => 0.12791409182068
1126 => 0.12437985304195
1127 => 0.11626452641849
1128 => 0.1149802449161
1129 => 0.11755140900707
1130 => 0.12387236503417
1201 => 0.1173523396074
1202 => 0.11867133225954
1203 => 0.11829146228699
1204 => 0.11827122063049
1205 => 0.11904376233009
1206 => 0.11792315030176
1207 => 0.11335757530409
1208 => 0.11544995142042
1209 => 0.11464198451775
1210 => 0.11553848403418
1211 => 0.12037652217986
1212 => 0.11823751019123
1213 => 0.11598423482043
1214 => 0.11881034217725
1215 => 0.12240894799831
1216 => 0.12218375371335
1217 => 0.12174678267661
1218 => 0.12420996553167
1219 => 0.12827842196337
1220 => 0.12937810938848
1221 => 0.13018987616357
1222 => 0.13030180508694
1223 => 0.13145474256113
1224 => 0.12525510718478
1225 => 0.13509408774497
1226 => 0.13679300789136
1227 => 0.13647368131687
1228 => 0.13836195955809
1229 => 0.13780638019853
1230 => 0.13700143287425
1231 => 0.13999475553489
]
'min_raw' => 0.051603290876434
'max_raw' => 0.13999475553489
'avg_raw' => 0.095799023205664
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.0516032'
'max' => '$0.139994'
'avg' => '$0.095799'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.017796641393879
'max_diff' => 0.064523792079138
'year' => 2032
]
7 => [
'items' => [
101 => 0.13656315265315
102 => 0.1316924243893
103 => 0.12902024653167
104 => 0.13253918589304
105 => 0.13468807936696
106 => 0.13610836125793
107 => 0.13653813769998
108 => 0.12573636723095
109 => 0.11991481204179
110 => 0.12364636217378
111 => 0.12819911087263
112 => 0.12522981643589
113 => 0.12534620715619
114 => 0.12111277360625
115 => 0.12857367580527
116 => 0.12748668511093
117 => 0.13312599475599
118 => 0.13178012825091
119 => 0.13637876634971
120 => 0.13516779082115
121 => 0.14019448253547
122 => 0.14219976595256
123 => 0.14556694890729
124 => 0.1480438623957
125 => 0.14949835337189
126 => 0.14941103118934
127 => 0.15517444906155
128 => 0.15177596290079
129 => 0.14750666332119
130 => 0.14742944516126
131 => 0.14964057590998
201 => 0.1542744993652
202 => 0.15547600829629
203 => 0.15614748787591
204 => 0.15511909352535
205 => 0.15143028036955
206 => 0.14983746955158
207 => 0.15119459051666
208 => 0.1495349481951
209 => 0.1523999564555
210 => 0.15633422472978
211 => 0.15552181388893
212 => 0.15823758152647
213 => 0.16104811532424
214 => 0.16506730488402
215 => 0.1661180698651
216 => 0.16785494442182
217 => 0.16964275887426
218 => 0.17021695669343
219 => 0.17131327849335
220 => 0.1713075003363
221 => 0.17461133987132
222 => 0.17825557718984
223 => 0.1796311924133
224 => 0.18279434376776
225 => 0.17737755792328
226 => 0.18148625220987
227 => 0.18519239730366
228 => 0.18077377833642
301 => 0.18686381517659
302 => 0.18710027750677
303 => 0.19067057795153
304 => 0.18705139446396
305 => 0.18490233486189
306 => 0.19110658940887
307 => 0.19410863275197
308 => 0.19320439286559
309 => 0.18632308268241
310 => 0.18231786500252
311 => 0.17183543778545
312 => 0.18425232563122
313 => 0.19030022949531
314 => 0.18630742007246
315 => 0.18832116089749
316 => 0.1993074778812
317 => 0.20349035607725
318 => 0.202620346653
319 => 0.20276736392412
320 => 0.2050243690741
321 => 0.21503317286454
322 => 0.20903566563105
323 => 0.21362053518875
324 => 0.21605233347017
325 => 0.21831112323955
326 => 0.2127642494638
327 => 0.2055478481813
328 => 0.20326211097122
329 => 0.18591041386503
330 => 0.18500718267606
331 => 0.18450017163898
401 => 0.18130353876833
402 => 0.17879186096343
403 => 0.17679448152036
404 => 0.17155276139374
405 => 0.17332168806417
406 => 0.16496748021436
407 => 0.17031220634172
408 => 0.15697868889403
409 => 0.16808323843208
410 => 0.16203953698043
411 => 0.16609771996038
412 => 0.16608356134227
413 => 0.15861115982809
414 => 0.15430123457975
415 => 0.15704768669279
416 => 0.15999210137161
417 => 0.16046982274705
418 => 0.16428733323523
419 => 0.16535271835536
420 => 0.16212455170327
421 => 0.1567023813815
422 => 0.15796182788071
423 => 0.15427571193664
424 => 0.14781593552907
425 => 0.15245545972187
426 => 0.15403959726676
427 => 0.15473924265292
428 => 0.1483867944664
429 => 0.14639071732784
430 => 0.14532802260798
501 => 0.15588236009125
502 => 0.15646055052365
503 => 0.15350244652359
504 => 0.1668733571028
505 => 0.16384710823774
506 => 0.16722816966898
507 => 0.1578475463118
508 => 0.15820589875673
509 => 0.15376496132828
510 => 0.15625158954466
511 => 0.15449412086909
512 => 0.15605069455812
513 => 0.15698369840933
514 => 0.16142390712364
515 => 0.16813393848319
516 => 0.16076068800964
517 => 0.15754805719142
518 => 0.15954115528252
519 => 0.16484903814652
520 => 0.172890752391
521 => 0.16812989570368
522 => 0.17024268305692
523 => 0.17070423310224
524 => 0.16719375363751
525 => 0.17302018877616
526 => 0.17614262270083
527 => 0.17934559381089
528 => 0.18212664388054
529 => 0.17806625671469
530 => 0.18241145301579
531 => 0.1789099918275
601 => 0.17576881916721
602 => 0.17577358302952
603 => 0.1738030795345
604 => 0.1699849807135
605 => 0.16928086471076
606 => 0.17294376507705
607 => 0.17588106429287
608 => 0.176122994325
609 => 0.17774923409476
610 => 0.1787116260389
611 => 0.18814437539988
612 => 0.19193830522467
613 => 0.19657745079899
614 => 0.19838465944811
615 => 0.2038237095618
616 => 0.19943123485695
617 => 0.19848089532459
618 => 0.18528753884851
619 => 0.18744795023236
620 => 0.1909069773066
621 => 0.18534457693093
622 => 0.18887263968121
623 => 0.18956915400271
624 => 0.18515556869464
625 => 0.18751305530744
626 => 0.1812522698099
627 => 0.16827040649828
628 => 0.17303464130109
629 => 0.17654272174004
630 => 0.17153625841045
701 => 0.18051015015186
702 => 0.17526778785525
703 => 0.173606210685
704 => 0.16712380574881
705 => 0.17018325134804
706 => 0.17432119532805
707 => 0.17176442703603
708 => 0.17707010514267
709 => 0.18458436031433
710 => 0.1899394660313
711 => 0.19035056455363
712 => 0.18690759034184
713 => 0.192424978489
714 => 0.19246516663819
715 => 0.186241530269
716 => 0.18242958764622
717 => 0.18156350626193
718 => 0.18372714736515
719 => 0.18635420709463
720 => 0.19049634808521
721 => 0.19299935713472
722 => 0.19952587724241
723 => 0.20129176645355
724 => 0.20323194331244
725 => 0.20582461792431
726 => 0.20893778854398
727 => 0.20212634846104
728 => 0.20239697967365
729 => 0.19605426097923
730 => 0.18927615641637
731 => 0.19441989287692
801 => 0.2011446440565
802 => 0.19960197870571
803 => 0.19942839733996
804 => 0.1997203130497
805 => 0.19855719375395
806 => 0.19329644828648
807 => 0.19065453484672
808 => 0.19406327720801
809 => 0.19587487206736
810 => 0.19868449770655
811 => 0.19833815204252
812 => 0.2055754459573
813 => 0.20838763952817
814 => 0.2076681600722
815 => 0.20780056160734
816 => 0.21289190373953
817 => 0.21855452330491
818 => 0.22385831377634
819 => 0.22925355724699
820 => 0.22274938066319
821 => 0.21944696091578
822 => 0.22285421512678
823 => 0.22104627808185
824 => 0.23143522061101
825 => 0.23215452845116
826 => 0.24254271974153
827 => 0.2524023502789
828 => 0.24620969299201
829 => 0.25204908989014
830 => 0.25836487372848
831 => 0.27054904545164
901 => 0.26644584505961
902 => 0.26330285786466
903 => 0.26033275015224
904 => 0.26651307281047
905 => 0.27446395917721
906 => 0.27617650394797
907 => 0.27895148071904
908 => 0.27603393195227
909 => 0.27954779808439
910 => 0.29195328960179
911 => 0.28860121628749
912 => 0.2838407333085
913 => 0.29363367742542
914 => 0.29717770583222
915 => 0.32205155321328
916 => 0.35345581301924
917 => 0.34045424324808
918 => 0.33238374933309
919 => 0.33428050683779
920 => 0.34574827941764
921 => 0.34943136400138
922 => 0.33941947046738
923 => 0.34295584052101
924 => 0.36244158720471
925 => 0.37289506512292
926 => 0.3586978380206
927 => 0.31952825151551
928 => 0.28341210390182
929 => 0.29299173258029
930 => 0.29190569997864
1001 => 0.31284070389387
1002 => 0.28852127044755
1003 => 0.28893074733612
1004 => 0.31029866496177
1005 => 0.30459807087809
1006 => 0.29536383853947
1007 => 0.2834795240171
1008 => 0.26151026945647
1009 => 0.24205148803413
1010 => 0.28021463949306
1011 => 0.27856897500697
1012 => 0.27618580895728
1013 => 0.28148928711535
1014 => 0.30724147163238
1015 => 0.30664780042758
1016 => 0.30287116711632
1017 => 0.30573571019719
1018 => 0.29486167028753
1019 => 0.29766415796954
1020 => 0.28340638291951
1021 => 0.28985149269941
1022 => 0.29534402602417
1023 => 0.29644673340747
1024 => 0.29893118944766
1025 => 0.27770178460236
1026 => 0.28723316411532
1027 => 0.2928319566097
1028 => 0.26753640843429
1029 => 0.29233194495366
1030 => 0.27733222789517
1031 => 0.27224109863733
1101 => 0.27909563347774
1102 => 0.27642441458418
1103 => 0.27412785743873
1104 => 0.27284633909171
1105 => 0.2778795529711
1106 => 0.27764474752764
1107 => 0.26940943271624
1108 => 0.25866680025914
1109 => 0.26227238032663
1110 => 0.26096243928562
1111 => 0.25621504396723
1112 => 0.25941421520913
1113 => 0.24532668412333
1114 => 0.22108981909636
1115 => 0.23710143452843
1116 => 0.23648500475158
1117 => 0.23617417290523
1118 => 0.24820645937388
1119 => 0.247049832662
1120 => 0.24495054385421
1121 => 0.25617648888199
1122 => 0.25207886793659
1123 => 0.26470677016942
1124 => 0.27302432330147
1125 => 0.27091472278252
1126 => 0.27873742170544
1127 => 0.26235544560914
1128 => 0.26779688093753
1129 => 0.26891835321721
1130 => 0.25603796246291
1201 => 0.24723907109631
1202 => 0.24665228535686
1203 => 0.23139622028909
1204 => 0.23954588710564
1205 => 0.24671725664807
1206 => 0.243282727158
1207 => 0.2421954577251
1208 => 0.24775008145785
1209 => 0.24818172329402
1210 => 0.238340243686
1211 => 0.24038659893563
1212 => 0.24892024050486
1213 => 0.24017157306316
1214 => 0.22317434131065
1215 => 0.21895879283091
1216 => 0.21839636095574
1217 => 0.20696345913933
1218 => 0.21924049593776
1219 => 0.21388124037111
1220 => 0.2308110644924
1221 => 0.22114083975079
1222 => 0.22072397568981
1223 => 0.22009382452098
1224 => 0.21025305364037
1225 => 0.21240755704961
1226 => 0.21956945452205
1227 => 0.22212490022477
1228 => 0.22185834630183
1229 => 0.21953435731728
1230 => 0.22059826757365
1231 => 0.21717104194696
]
'min_raw' => 0.11991481204179
'max_raw' => 0.37289506512292
'avg_raw' => 0.24640493858236
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.119914'
'max' => '$0.372895'
'avg' => '$0.2464049'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.068311521165361
'max_diff' => 0.23290030958802
'year' => 2033
]
8 => [
'items' => [
101 => 0.21596081724664
102 => 0.2121410151939
103 => 0.20652696142362
104 => 0.20730763003337
105 => 0.19618472051737
106 => 0.19012436907557
107 => 0.18844694367063
108 => 0.18620382031471
109 => 0.1887003104224
110 => 0.19615321071224
111 => 0.1871634317417
112 => 0.17175108625639
113 => 0.17267739448141
114 => 0.17475853403967
115 => 0.17088034424098
116 => 0.16720996306832
117 => 0.17040106171051
118 => 0.16387064775102
119 => 0.17554770336725
120 => 0.1752318717374
121 => 0.17958435596685
122 => 0.1823060536775
123 => 0.17603342161456
124 => 0.17445587161373
125 => 0.17535451578985
126 => 0.16050192931319
127 => 0.17837058278131
128 => 0.17852511163852
129 => 0.17720194174594
130 => 0.18671644808494
131 => 0.20679502410916
201 => 0.19924065615
202 => 0.19631537654423
203 => 0.1907544178753
204 => 0.19816406512459
205 => 0.19759511982435
206 => 0.19502213341056
207 => 0.19346598319929
208 => 0.19633323767772
209 => 0.19311069863891
210 => 0.19253184207809
211 => 0.18902460112166
212 => 0.18777267566951
213 => 0.18684579990533
214 => 0.1858254007619
215 => 0.18807614700469
216 => 0.1829756599082
217 => 0.17682497247674
218 => 0.17631360936818
219 => 0.17772552787043
220 => 0.17710085903816
221 => 0.17631061869414
222 => 0.17480183466826
223 => 0.17435421067785
224 => 0.17580877149039
225 => 0.17416665713919
226 => 0.17658968631498
227 => 0.17593075645149
228 => 0.17225002779816
301 => 0.16766247711584
302 => 0.16762163829205
303 => 0.16663325802263
304 => 0.16537440714556
305 => 0.16502422363017
306 => 0.17013231628356
307 => 0.18070591520373
308 => 0.17863006473092
309 => 0.18013007943924
310 => 0.18750866718503
311 => 0.18985409834754
312 => 0.18818936686297
313 => 0.18591057973073
314 => 0.18601083479951
315 => 0.19379814026617
316 => 0.19428382495602
317 => 0.19551099347946
318 => 0.19708825182986
319 => 0.1884579807803
320 => 0.18560434980918
321 => 0.18425214114164
322 => 0.18008786181624
323 => 0.18457868005036
324 => 0.18196207258135
325 => 0.18231514232496
326 => 0.18208520519125
327 => 0.18221076641453
328 => 0.17554443939222
329 => 0.17797329858732
330 => 0.17393484909048
331 => 0.16852781855145
401 => 0.16850969228913
402 => 0.16983305535343
403 => 0.16904586721958
404 => 0.16692756419187
405 => 0.16722845913885
406 => 0.16459230278677
407 => 0.16754853624914
408 => 0.16763331044693
409 => 0.16649499953679
410 => 0.17104948506718
411 => 0.17291546150508
412 => 0.17216620087905
413 => 0.17286289138218
414 => 0.17871632568997
415 => 0.17967069088538
416 => 0.18009455686336
417 => 0.17952663260435
418 => 0.17296988141603
419 => 0.17326070121269
420 => 0.17112685850676
421 => 0.16932398627905
422 => 0.16939609171334
423 => 0.17032300239537
424 => 0.17437087570637
425 => 0.1828893864542
426 => 0.18321265771013
427 => 0.1836044719028
428 => 0.18201076667116
429 => 0.18153008992359
430 => 0.18216422662683
501 => 0.1853633313817
502 => 0.19359229735969
503 => 0.19068363118891
504 => 0.18831884031598
505 => 0.19039339945458
506 => 0.19007403733613
507 => 0.18737829966168
508 => 0.18730263928359
509 => 0.18212865680687
510 => 0.18021595329111
511 => 0.17861755506996
512 => 0.1768721459397
513 => 0.17583740890064
514 => 0.17742723527221
515 => 0.17779084737366
516 => 0.17431466422682
517 => 0.17384087330884
518 => 0.17667959950518
519 => 0.17543038194455
520 => 0.17671523318476
521 => 0.17701332969374
522 => 0.17696532929005
523 => 0.17566100268503
524 => 0.17649234156749
525 => 0.17452597727643
526 => 0.17238785144826
527 => 0.17102386037984
528 => 0.16983359726548
529 => 0.17049402441982
530 => 0.16813972220381
531 => 0.16738653354217
601 => 0.17621070265983
602 => 0.18272921126285
603 => 0.18263442956615
604 => 0.18205747036336
605 => 0.18120022601991
606 => 0.18530061861853
607 => 0.18387212382711
608 => 0.1849114731426
609 => 0.18517603116475
610 => 0.18597676861801
611 => 0.18626296343184
612 => 0.18539788392936
613 => 0.1824945714585
614 => 0.17525979281977
615 => 0.17189198383354
616 => 0.17078055077278
617 => 0.17082094925363
618 => 0.16970657880512
619 => 0.17003481084479
620 => 0.16959243309678
621 => 0.16875467666474
622 => 0.17044229532088
623 => 0.17063677764974
624 => 0.17024286728986
625 => 0.17033564743937
626 => 0.16707423790085
627 => 0.16732219578465
628 => 0.16594153477866
629 => 0.16568267748416
630 => 0.16219248668892
701 => 0.15600910778391
702 => 0.1594352999324
703 => 0.15529694161255
704 => 0.15372968261046
705 => 0.16114884296757
706 => 0.16040416504319
707 => 0.15912960014037
708 => 0.15724425300649
709 => 0.15654495941506
710 => 0.15229627292297
711 => 0.15204523785916
712 => 0.15415100160882
713 => 0.15317926409326
714 => 0.15181457659563
715 => 0.14687181681537
716 => 0.14131451833084
717 => 0.14148225824016
718 => 0.14324993149087
719 => 0.14838967987054
720 => 0.14638149126006
721 => 0.14492452738184
722 => 0.14465168184362
723 => 0.14806691499523
724 => 0.15290018541822
725 => 0.15516784776236
726 => 0.15292066324925
727 => 0.15033921867759
728 => 0.15049633924741
729 => 0.15154159200713
730 => 0.1516514332931
731 => 0.14997117825374
801 => 0.15044416020517
802 => 0.14972565737057
803 => 0.1453162068009
804 => 0.14523645382262
805 => 0.14415430354082
806 => 0.14412153646036
807 => 0.142280528876
808 => 0.14202295918866
809 => 0.13836752688873
810 => 0.14077354349821
811 => 0.13915971387811
812 => 0.1367272919767
813 => 0.13630794152406
814 => 0.13629533534307
815 => 0.13879288875624
816 => 0.14074435813243
817 => 0.13918778713529
818 => 0.13883338609211
819 => 0.14261746204461
820 => 0.14213590388704
821 => 0.14171887762829
822 => 0.15246741906362
823 => 0.14395910979841
824 => 0.14024900132147
825 => 0.13565703755076
826 => 0.13715220410919
827 => 0.13746725767162
828 => 0.12642441256675
829 => 0.121944331683
830 => 0.12040693675199
831 => 0.11952214423361
901 => 0.11992535529476
902 => 0.11589275703831
903 => 0.11860272975966
904 => 0.11511084053662
905 => 0.11452541394479
906 => 0.12076934443765
907 => 0.12163815088922
908 => 0.11793155264982
909 => 0.12031178876326
910 => 0.11944868206077
911 => 0.11517069895502
912 => 0.1150073114671
913 => 0.11286076992301
914 => 0.10950184805886
915 => 0.10796673063503
916 => 0.10716722815221
917 => 0.10749711845861
918 => 0.10733031582489
919 => 0.10624181581015
920 => 0.10739270737158
921 => 0.10445265501336
922 => 0.10328190247471
923 => 0.10275310071425
924 => 0.10014363502323
925 => 0.1042964553723
926 => 0.10511461329692
927 => 0.10593438324539
928 => 0.11306992096613
929 => 0.11271344966642
930 => 0.11593577660721
1001 => 0.11581056290777
1002 => 0.11489150306602
1003 => 0.11101414077169
1004 => 0.11255958827487
1005 => 0.10780294107593
1006 => 0.11136694457795
1007 => 0.10974048221597
1008 => 0.11081703601729
1009 => 0.10888129521358
1010 => 0.10995261409913
1011 => 0.1053086288925
1012 => 0.10097214084919
1013 => 0.1027172702278
1014 => 0.10461442544209
1015 => 0.10872794133285
1016 => 0.10627796520409
1017 => 0.10715906926384
1018 => 0.10420751815869
1019 => 0.098117625159872
1020 => 0.098152093292885
1021 => 0.097215295930547
1022 => 0.096405766234833
1023 => 0.10655937443423
1024 => 0.10529661274984
1025 => 0.10328456727194
1026 => 0.10597777009962
1027 => 0.10668989567414
1028 => 0.10671016888812
1029 => 0.10867506014957
1030 => 0.10972372296804
1031 => 0.10990855433496
1101 => 0.11300035318914
1102 => 0.11403668338325
1103 => 0.11830518078585
1104 => 0.10963475125449
1105 => 0.10945618946403
1106 => 0.10601566898648
1107 => 0.10383363650714
1108 => 0.10616507461715
1109 => 0.10823041050958
1110 => 0.10607984472976
1111 => 0.10636066321968
1112 => 0.10347370436795
1113 => 0.10450565631341
1114 => 0.10539451234777
1115 => 0.10490373829014
1116 => 0.10416902577213
1117 => 0.10806107651918
1118 => 0.10784147176296
1119 => 0.11146583889647
1120 => 0.11429129225802
1121 => 0.11935500979213
1122 => 0.11407075656773
1123 => 0.11387817737722
1124 => 0.11576066985505
1125 => 0.11403639518346
1126 => 0.11512607725597
1127 => 0.11917944516383
1128 => 0.11926508644051
1129 => 0.11783048471357
1130 => 0.11774318906811
1201 => 0.11801872002259
1202 => 0.11963251342904
1203 => 0.11906860442597
1204 => 0.11972117420076
1205 => 0.12053722269663
1206 => 0.12391274527297
1207 => 0.12472657233835
1208 => 0.12274939449044
1209 => 0.12292791151258
1210 => 0.12218839272272
1211 => 0.12147402683785
1212 => 0.12307981702227
1213 => 0.12601443014618
1214 => 0.12599617407024
1215 => 0.12667694727426
1216 => 0.12710106334054
1217 => 0.12528044671215
1218 => 0.124095292233
1219 => 0.12454975587365
1220 => 0.12527645313197
1221 => 0.12431409774695
1222 => 0.11837399450426
1223 => 0.12017584237283
1224 => 0.11987592678164
1225 => 0.11944881050881
1226 => 0.12126058247393
1227 => 0.12108583264805
1228 => 0.11585139691457
1229 => 0.11618648850714
1230 => 0.11587177494417
1231 => 0.11688867885046
]
'min_raw' => 0.096405766234833
'max_raw' => 0.21596081724664
'avg_raw' => 0.15618329174073
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.0964057'
'max' => '$0.21596'
'avg' => '$0.156183'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.023509045806962
'max_diff' => -0.15693424787628
'year' => 2034
]
9 => [
'items' => [
101 => 0.11398147903533
102 => 0.11487571411817
103 => 0.1154365699792
104 => 0.11576691839005
105 => 0.11696036337204
106 => 0.11682032637809
107 => 0.11695165847587
108 => 0.11872122232637
109 => 0.12767106904121
110 => 0.12815818945118
111 => 0.12575943039659
112 => 0.12671768732547
113 => 0.12487804356978
114 => 0.12611300874751
115 => 0.12695794055741
116 => 0.12313985617954
117 => 0.12291377400185
118 => 0.12106653738198
119 => 0.12205913770866
120 => 0.12047983921842
121 => 0.12086734382641
122 => 0.11978384716042
123 => 0.12173392543716
124 => 0.12391441596209
125 => 0.12446529397887
126 => 0.12301617108462
127 => 0.12196691060734
128 => 0.12012475485712
129 => 0.12318830092486
130 => 0.12408417515494
131 => 0.12318359527891
201 => 0.12297491124358
202 => 0.1225794553737
203 => 0.12305880907581
204 => 0.12407929603148
205 => 0.12359805322862
206 => 0.12391592257832
207 => 0.12270453240273
208 => 0.12528104941201
209 => 0.12937317849534
210 => 0.12938633535947
211 => 0.12890508996253
212 => 0.12870817471468
213 => 0.12920196169635
214 => 0.12946982087771
215 => 0.13106663743138
216 => 0.13278008521345
217 => 0.14077599837654
218 => 0.13853077795651
219 => 0.1456252277938
220 => 0.15123601651609
221 => 0.15291844672384
222 => 0.15137069009717
223 => 0.14607589828547
224 => 0.14581611053905
225 => 0.15372876490917
226 => 0.15149307762708
227 => 0.15122714973877
228 => 0.14839812629945
301 => 0.15007042953346
302 => 0.14970467228497
303 => 0.14912730657478
304 => 0.15231794465162
305 => 0.15829053430123
306 => 0.15735965019374
307 => 0.15666478838998
308 => 0.15362010623711
309 => 0.15545368494752
310 => 0.15480078268863
311 => 0.15760606513482
312 => 0.15594427795831
313 => 0.15147614009706
314 => 0.15218770577864
315 => 0.15208015405734
316 => 0.15429356086048
317 => 0.15362915107831
318 => 0.15195041738397
319 => 0.15827012063911
320 => 0.15785975426176
321 => 0.15844155996203
322 => 0.15869768882422
323 => 0.16254438082996
324 => 0.1641202474643
325 => 0.16447799677972
326 => 0.16597494820044
327 => 0.16444075126468
328 => 0.17057863287159
329 => 0.17465996598487
330 => 0.17940064441942
331 => 0.18632804978653
401 => 0.18893281828665
402 => 0.18846229017148
403 => 0.19371456985944
404 => 0.20315279970709
405 => 0.19037002627301
406 => 0.2038303177381
407 => 0.19956894486679
408 => 0.18946530644774
409 => 0.18881475124763
410 => 0.19565705249066
411 => 0.21083261810062
412 => 0.20703131103517
413 => 0.2108388356772
414 => 0.20639715593369
415 => 0.20617658909701
416 => 0.21062311320607
417 => 0.22101265915431
418 => 0.21607697532061
419 => 0.20900046226567
420 => 0.2142256493827
421 => 0.20969910873369
422 => 0.19949954575251
423 => 0.20702840424729
424 => 0.20199407098138
425 => 0.20346335706825
426 => 0.21404477679264
427 => 0.21277159237644
428 => 0.21441921090471
429 => 0.211511207328
430 => 0.20879467343728
501 => 0.20372406119779
502 => 0.20222290289184
503 => 0.20263776904159
504 => 0.20222269730478
505 => 0.19938573635812
506 => 0.1987730949118
507 => 0.19775199899416
508 => 0.19806847931583
509 => 0.19614852025851
510 => 0.19977187968344
511 => 0.20044440712165
512 => 0.20308118594801
513 => 0.20335494507294
514 => 0.21069833657217
515 => 0.20665371993508
516 => 0.20936719797064
517 => 0.20912447895489
518 => 0.18968428292919
519 => 0.19236297041923
520 => 0.19653016753529
521 => 0.19465285088301
522 => 0.19199876436112
523 => 0.18985544719159
524 => 0.1866081025143
525 => 0.19117867778785
526 => 0.19718849824607
527 => 0.20350736403748
528 => 0.21109906725736
529 => 0.20940468747585
530 => 0.20336544242646
531 => 0.2036363585477
601 => 0.20531105540767
602 => 0.20314217081176
603 => 0.20250252440277
604 => 0.20522317781352
605 => 0.20524191345831
606 => 0.20274634961225
607 => 0.19997298708072
608 => 0.19996136659045
609 => 0.19946787351547
610 => 0.20648494725543
611 => 0.21034362830623
612 => 0.21078601987013
613 => 0.21031385182919
614 => 0.21049557056847
615 => 0.20825028908524
616 => 0.21338233673835
617 => 0.21809201117176
618 => 0.21682971781609
619 => 0.21493736063036
620 => 0.21343000698366
621 => 0.21647463320132
622 => 0.21633906078853
623 => 0.21805087627422
624 => 0.21797321843586
625 => 0.21739759927266
626 => 0.21682973837326
627 => 0.21908124265129
628 => 0.21843284557727
629 => 0.2177834413635
630 => 0.21648096179398
701 => 0.21665799039938
702 => 0.2147659599558
703 => 0.21389062009918
704 => 0.20072760888957
705 => 0.19721002218057
706 => 0.1983167265663
707 => 0.19868108238565
708 => 0.19715022414198
709 => 0.19934508161819
710 => 0.19900301540545
711 => 0.20033379493717
712 => 0.19950238166148
713 => 0.19953650315232
714 => 0.20198151232012
715 => 0.20269130888335
716 => 0.20233030062253
717 => 0.20258313843377
718 => 0.20840967907755
719 => 0.20758133132028
720 => 0.20714128808382
721 => 0.20726318306763
722 => 0.20875198912455
723 => 0.2091687735347
724 => 0.207402828702
725 => 0.20823565849391
726 => 0.211781742046
727 => 0.21302267059828
728 => 0.21698311885768
729 => 0.21530065004573
730 => 0.2183888943656
731 => 0.22788110454481
801 => 0.23546413884695
802 => 0.22849046712056
803 => 0.24241574392284
804 => 0.25325856937573
805 => 0.25284240367518
806 => 0.25095170625839
807 => 0.23860743775171
808 => 0.22724805782918
809 => 0.23675066147912
810 => 0.23677488557005
811 => 0.23595860348908
812 => 0.23088874558992
813 => 0.23578218342374
814 => 0.23617060674864
815 => 0.23595319297679
816 => 0.23206614481242
817 => 0.226131340712
818 => 0.22729098722731
819 => 0.22919051187553
820 => 0.22559431543409
821 => 0.22444511276983
822 => 0.22658169916745
823 => 0.23346622571605
824 => 0.23216474585138
825 => 0.23213075895242
826 => 0.23769904172682
827 => 0.23371335297098
828 => 0.22730561408357
829 => 0.22568757550681
830 => 0.21994462860068
831 => 0.22391130248442
901 => 0.22405405601576
902 => 0.22188154926806
903 => 0.22748190103278
904 => 0.22743029280534
905 => 0.23274699330359
906 => 0.24291052779471
907 => 0.23990467052852
908 => 0.23640918556429
909 => 0.23678924169919
910 => 0.24095751944054
911 => 0.23843728356559
912 => 0.23934357795793
913 => 0.24095614765543
914 => 0.24192905099178
915 => 0.23664925588122
916 => 0.23541828307916
917 => 0.23290014473888
918 => 0.23224320944918
919 => 0.23429418058465
920 => 0.23375382215233
921 => 0.22404205813422
922 => 0.22302712475858
923 => 0.22305825131622
924 => 0.22050615308573
925 => 0.21661359071047
926 => 0.22684301221983
927 => 0.22602144651196
928 => 0.22511450155462
929 => 0.22522559713694
930 => 0.22966584230689
1001 => 0.22709027587056
1002 => 0.23393784136857
1003 => 0.23253018775884
1004 => 0.23108643314558
1005 => 0.23088686228019
1006 => 0.23033113992944
1007 => 0.22842536121354
1008 => 0.22612401889455
1009 => 0.2246044733567
1010 => 0.20718575412401
1011 => 0.21041856709357
1012 => 0.21413762373487
1013 => 0.21542142718427
1014 => 0.21322539254759
1015 => 0.22851207404599
1016 => 0.23130509806188
1017 => 0.22284484613331
1018 => 0.22126227842728
1019 => 0.22861582692133
1020 => 0.22418073824468
1021 => 0.22617785840421
1022 => 0.22186117698562
1023 => 0.23063234036574
1024 => 0.2305655187965
1025 => 0.22715333813592
1026 => 0.23003728986464
1027 => 0.22953613228121
1028 => 0.22568378871925
1029 => 0.23075446652795
1030 => 0.23075698152089
1031 => 0.22747283182229
1101 => 0.22363766396713
1102 => 0.22295202653726
1103 => 0.22243549083627
1104 => 0.22605082228598
1105 => 0.22929231715894
1106 => 0.2353239354828
1107 => 0.23684042763713
1108 => 0.24275939747409
1109 => 0.23923493912559
1110 => 0.24079728586211
1111 => 0.24249343425203
1112 => 0.24330663016395
1113 => 0.24198157106397
1114 => 0.25117616756596
1115 => 0.25195247322588
1116 => 0.25221276179864
1117 => 0.24911239559098
1118 => 0.25186624643313
1119 => 0.25057781082204
1120 => 0.25392996234437
1121 => 0.25445562250548
1122 => 0.25401040704992
1123 => 0.25417725988204
1124 => 0.24633129380557
1125 => 0.24592443907373
1126 => 0.24037694593609
1127 => 0.24263759039468
1128 => 0.23841142393486
1129 => 0.2397515848536
1130 => 0.24034231501707
1201 => 0.24003375110331
1202 => 0.24276540384052
1203 => 0.24044294097411
1204 => 0.2343135796214
1205 => 0.22818254832829
1206 => 0.22810557822464
1207 => 0.22649138590685
1208 => 0.22532462051516
1209 => 0.22554938092283
1210 => 0.2263414659154
1211 => 0.22527858309546
1212 => 0.22550540303462
1213 => 0.22927212531804
1214 => 0.23002751460895
1215 => 0.2274604066488
1216 => 0.21715309775692
1217 => 0.21462365830092
1218 => 0.21644176922093
1219 => 0.2155728293025
1220 => 0.17398409801661
1221 => 0.18375475353786
1222 => 0.17794936180725
1223 => 0.18062475340994
1224 => 0.17469895175189
1225 => 0.17752705490099
1226 => 0.17700480751514
1227 => 0.19271573245859
1228 => 0.19247042797527
1229 => 0.19258784225021
1230 => 0.18698335298599
1231 => 0.19591145656236
]
'min_raw' => 0.11398147903533
'max_raw' => 0.25445562250548
'avg_raw' => 0.18421855077041
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.113981'
'max' => '$0.254455'
'avg' => '$0.184218'
'bar_min_pct' => 61.631153054958
'bar_max_pct' => 60.119598047091
'min_diff' => 0.017575712800496
'max_diff' => 0.038494805258849
'year' => 2035
]
10 => [
'items' => [
101 => 0.20030976142831
102 => 0.19949575225471
103 => 0.19970062082657
104 => 0.19618030000006
105 => 0.19262192665085
106 => 0.18867514297684
107 => 0.19600777920595
108 => 0.19519251522954
109 => 0.19706243746869
110 => 0.20181817621092
111 => 0.20251847680601
112 => 0.20345968790756
113 => 0.20312233072762
114 => 0.2111595474214
115 => 0.21018618744852
116 => 0.21253170492839
117 => 0.20770679751747
118 => 0.20224695679759
119 => 0.2032846940228
120 => 0.20318475158306
121 => 0.20191236961654
122 => 0.2007637200692
123 => 0.19885154220289
124 => 0.20490195592097
125 => 0.20465632017337
126 => 0.20863287740671
127 => 0.2079299822895
128 => 0.20323587666917
129 => 0.20340352756972
130 => 0.2045310604462
131 => 0.20843346460565
201 => 0.20959196385611
202 => 0.20905530084509
203 => 0.21032554238572
204 => 0.21132948950751
205 => 0.21045162268717
206 => 0.22288036560589
207 => 0.21771908501711
208 => 0.22023465726412
209 => 0.22083460642242
210 => 0.21929784926901
211 => 0.21963111686844
212 => 0.22013592647158
213 => 0.22320103153004
214 => 0.23124475409874
215 => 0.23480726406895
216 => 0.24552525108545
217 => 0.23451144720845
218 => 0.23385793366604
219 => 0.23578856677992
220 => 0.24208115977275
221 => 0.24718071536024
222 => 0.24887253214903
223 => 0.24909613366652
224 => 0.25227009443214
225 => 0.25408934955214
226 => 0.25188469211174
227 => 0.25001647576826
228 => 0.24332475671748
229 => 0.24409934141855
301 => 0.24943546189027
302 => 0.25697304635249
303 => 0.26344107797308
304 => 0.26117619873321
305 => 0.27845562857786
306 => 0.28016881346681
307 => 0.27993210670906
308 => 0.28383499684219
309 => 0.27608855473768
310 => 0.27277680065775
311 => 0.25042040534688
312 => 0.25670164052372
313 => 0.26583178473726
314 => 0.26462337591432
315 => 0.25799282113699
316 => 0.26343604810271
317 => 0.2616363470424
318 => 0.26021684814646
319 => 0.26671984777213
320 => 0.25956953255521
321 => 0.26576045487327
322 => 0.25782053296346
323 => 0.2611865445108
324 => 0.25927583356087
325 => 0.2605122977134
326 => 0.25328395354282
327 => 0.25718419259913
328 => 0.25312169077529
329 => 0.25311976462047
330 => 0.25303008466754
331 => 0.25780960004741
401 => 0.25796545987235
402 => 0.25443339078519
403 => 0.25392436444844
404 => 0.2558065016069
405 => 0.25360301192684
406 => 0.25463401087954
407 => 0.25363423983482
408 => 0.25340917031426
409 => 0.25161577808196
410 => 0.25084313539794
411 => 0.25114610850289
412 => 0.25011190510235
413 => 0.24948876014475
414 => 0.25290612545114
415 => 0.25108036502406
416 => 0.2526263014806
417 => 0.25086451177564
418 => 0.24475738108299
419 => 0.24124510563991
420 => 0.22970930189281
421 => 0.23298084152537
422 => 0.23514987568641
423 => 0.23443300990912
424 => 0.23597311498896
425 => 0.23606766493264
426 => 0.23556696107168
427 => 0.23498721014481
428 => 0.23470501945585
429 => 0.23680823765686
430 => 0.23802922661362
501 => 0.2353675672824
502 => 0.23474397774167
503 => 0.23743506227977
504 => 0.23907662229342
505 => 0.25119697912136
506 => 0.25029906393931
507 => 0.2525526548393
508 => 0.25229893508813
509 => 0.25466105737651
510 => 0.25852212901064
511 => 0.25067149080584
512 => 0.25203409014355
513 => 0.25170001225296
514 => 0.25534738706251
515 => 0.25535877376855
516 => 0.25317199037033
517 => 0.25435748112701
518 => 0.25369577270887
519 => 0.25489156925571
520 => 0.25028707173462
521 => 0.25589485269051
522 => 0.25907410313508
523 => 0.25911824703059
524 => 0.26062518650922
525 => 0.26215632429557
526 => 0.26509520994245
527 => 0.26207436036996
528 => 0.25664014606282
529 => 0.25703247878339
530 => 0.25384640092341
531 => 0.25389995946785
601 => 0.25361405976018
602 => 0.25447206630443
603 => 0.25047535592119
604 => 0.25141337585962
605 => 0.25010014245277
606 => 0.25203123543059
607 => 0.24995369860757
608 => 0.25169985115048
609 => 0.25245343270213
610 => 0.25523416485117
611 => 0.24954298220821
612 => 0.23793827554002
613 => 0.24037772557514
614 => 0.23676958735853
615 => 0.23710353428763
616 => 0.23777816023167
617 => 0.23559147682317
618 => 0.23600862710719
619 => 0.23599372356361
620 => 0.23586529287652
621 => 0.23529645206825
622 => 0.23447152035453
623 => 0.23775779440139
624 => 0.2383161963992
625 => 0.23955745486897
626 => 0.24325059812134
627 => 0.24288156602011
628 => 0.24348347268821
629 => 0.24216951381132
630 => 0.2371644850714
701 => 0.2374362822119
702 => 0.23404696751465
703 => 0.23947078247194
704 => 0.2381863514992
705 => 0.23735827049535
706 => 0.23713232092133
707 => 0.24083461876149
708 => 0.24194240430167
709 => 0.24125210669375
710 => 0.23983628616071
711 => 0.24255508013391
712 => 0.24328251470443
713 => 0.24344536047802
714 => 0.2482625421215
715 => 0.24371458741968
716 => 0.24480932531919
717 => 0.25335015790446
718 => 0.24560480130395
719 => 0.24970768943731
720 => 0.24950687441358
721 => 0.25160577314844
722 => 0.24933470345506
723 => 0.24936285608576
724 => 0.2512265359706
725 => 0.24860933368878
726 => 0.247961277598
727 => 0.24706599275006
728 => 0.2490208144622
729 => 0.25019264166965
730 => 0.25963670834943
731 => 0.26573800612633
801 => 0.26547313269881
802 => 0.26789358000409
803 => 0.2668031463243
804 => 0.2632818483304
805 => 0.26929227462945
806 => 0.26739032426151
807 => 0.26754711873898
808 => 0.26754128284069
809 => 0.26880591356399
810 => 0.26790980679483
811 => 0.26614348836935
812 => 0.26731605297081
813 => 0.27079815063764
814 => 0.28160668863927
815 => 0.28765528969906
816 => 0.28124255526062
817 => 0.28566597360632
818 => 0.28301349882401
819 => 0.28253146525178
820 => 0.28530969886093
821 => 0.28809279540023
822 => 0.28791552418234
823 => 0.28589513900839
824 => 0.284753874689
825 => 0.29339591046699
826 => 0.29976321521497
827 => 0.29932900771811
828 => 0.30124545839741
829 => 0.30687221686541
830 => 0.30738665714289
831 => 0.3073218494922
901 => 0.30604675558818
902 => 0.31158703002684
903 => 0.31620882443543
904 => 0.3057516081904
905 => 0.30973357924149
906 => 0.31152121433743
907 => 0.31414599302569
908 => 0.31857443463677
909 => 0.32338489681253
910 => 0.32406514890822
911 => 0.32358247749327
912 => 0.32040984837619
913 => 0.32567351348966
914 => 0.32875684506499
915 => 0.33059289845731
916 => 0.33524882437009
917 => 0.3115322541632
918 => 0.29474448698073
919 => 0.2921228347169
920 => 0.2974540676868
921 => 0.29885987130517
922 => 0.29829319362933
923 => 0.27939703538846
924 => 0.29202335035441
925 => 0.30560820360706
926 => 0.30613005314655
927 => 0.31293091473071
928 => 0.31514555403925
929 => 0.32062113902381
930 => 0.32027863969218
1001 => 0.32161185750033
1002 => 0.32130537381435
1003 => 0.33144774197779
1004 => 0.34263628021831
1005 => 0.34224885671641
1006 => 0.34064037196756
1007 => 0.34302924610701
1008 => 0.35457701660785
1009 => 0.35351388294939
1010 => 0.35454662674108
1011 => 0.3681620989654
1012 => 0.38586414963535
1013 => 0.37763976984233
1014 => 0.39548430749165
1015 => 0.40671649804361
1016 => 0.42614141017303
1017 => 0.42370931550472
1018 => 0.43127129125011
1019 => 0.41935535845496
1020 => 0.39199396814995
1021 => 0.38766392339899
1022 => 0.39633278264461
1023 => 0.41764432720507
1024 => 0.39566160626506
1025 => 0.40010868208086
1026 => 0.39882792394674
1027 => 0.39875967778864
1028 => 0.40136435606598
1029 => 0.39758613437382
1030 => 0.38219297951089
1031 => 0.38924757167214
1101 => 0.38652345484934
1102 => 0.3895460655606
1103 => 0.40585784894978
1104 => 0.39864602068908
1105 => 0.39104894545778
1106 => 0.40057736372378
1107 => 0.41271031449615
1108 => 0.41195105624182
1109 => 0.4104777778831
1110 => 0.41878257085288
1111 => 0.43249965576291
1112 => 0.43620732869439
1113 => 0.43894425705236
1114 => 0.43932163323214
1115 => 0.44320884242188
1116 => 0.42230633890581
1117 => 0.45547914880018
1118 => 0.46120717668855
1119 => 0.46013054484797
1120 => 0.46649700677364
1121 => 0.46462383217356
1122 => 0.46190989607013
1123 => 0.4720020924076
1124 => 0.46043220370494
1125 => 0.44401020329999
1126 => 0.4350007690875
1127 => 0.44686511882884
1128 => 0.45411026320712
1129 => 0.45889884276345
1130 => 0.46034786404385
1201 => 0.42392894075197
1202 => 0.40430116098373
1203 => 0.41688234278222
1204 => 0.43223225288316
1205 => 0.42222106938017
1206 => 0.42261348881981
1207 => 0.40834017203728
1208 => 0.43349512470484
1209 => 0.42983025968763
1210 => 0.44884358587996
1211 => 0.44430590299268
1212 => 0.45981053240945
1213 => 0.4557276438673
1214 => 0.47267548593454
1215 => 0.47943643897967
1216 => 0.49078913140076
1217 => 0.49914021815949
1218 => 0.50404413603505
1219 => 0.50374972319993
1220 => 0.52318148894508
1221 => 0.51172325557935
1222 => 0.49732901397374
1223 => 0.49706866755635
1224 => 0.50452364925187
1225 => 0.52014724571135
1226 => 0.52419821695921
1227 => 0.5264621572431
1228 => 0.52299485388999
1229 => 0.51055776279048
1230 => 0.50518748991119
1231 => 0.50976311799612
]
'min_raw' => 0.18867514297684
'max_raw' => 0.5264621572431
'avg_raw' => 0.35756865010997
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.188675'
'max' => '$0.526462'
'avg' => '$0.357568'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.074693663941516
'max_diff' => 0.27200653473761
'year' => 2036
]
11 => [
'items' => [
101 => 0.50416751803645
102 => 0.5138270934149
103 => 0.52709175358348
104 => 0.52435265371282
105 => 0.53350905391163
106 => 0.54298496483601
107 => 0.55653594304766
108 => 0.56007867054346
109 => 0.56593466437615
110 => 0.57196240562375
111 => 0.5738983536603
112 => 0.57759467915147
113 => 0.57757519769157
114 => 0.5887143233506
115 => 0.60100112390252
116 => 0.60563910667079
117 => 0.61630389230654
118 => 0.59804082064397
119 => 0.61189357029108
120 => 0.62438909722959
121 => 0.60949141488339
122 => 0.63002439928282
123 => 0.6308216485383
124 => 0.64285916575824
125 => 0.63065683594658
126 => 0.62341113145562
127 => 0.64432920882799
128 => 0.65445080755522
129 => 0.65140209964627
130 => 0.62820128192594
131 => 0.61469741088283
201 => 0.57935517566081
202 => 0.62121957995224
203 => 0.64161051008118
204 => 0.628148474343
205 => 0.63493794212948
206 => 0.6719790768802
207 => 0.68608194275741
208 => 0.68314864524143
209 => 0.68364432423544
210 => 0.69125397467766
211 => 0.7249993554495
212 => 0.70477834107921
213 => 0.72023654889835
214 => 0.7284355265869
215 => 0.73605119399802
216 => 0.71734952179271
217 => 0.69301892103574
218 => 0.68531239844686
219 => 0.62680994019656
220 => 0.62376463318133
221 => 0.62205521007144
222 => 0.61127753916626
223 => 0.60280924208731
224 => 0.59607493784241
225 => 0.57840211247032
226 => 0.58436617224217
227 => 0.55619937720438
228 => 0.57421949449964
301 => 0.52926460950827
302 => 0.5667043735707
303 => 0.54632761216871
304 => 0.5600100594189
305 => 0.55996232264941
306 => 0.53476859923795
307 => 0.52023738535381
308 => 0.52949724040409
309 => 0.53942454006619
310 => 0.54103521103693
311 => 0.55390621417788
312 => 0.55749823449323
313 => 0.54661424524232
314 => 0.52833301943861
315 => 0.53257933124244
316 => 0.52015133398063
317 => 0.49837174681533
318 => 0.51401422655256
319 => 0.51935525688614
320 => 0.52171416015323
321 => 0.50029643757864
322 => 0.49356652414432
323 => 0.48998357470133
324 => 0.52556826040647
325 => 0.52751766981728
326 => 0.51754421565285
327 => 0.56262517419782
328 => 0.55242196486335
329 => 0.56382144953694
330 => 0.53219402295398
331 => 0.53340223324142
401 => 0.51842930264506
402 => 0.52681314328744
403 => 0.5208877149452
404 => 0.52613581181426
405 => 0.52928149943886
406 => 0.54425197312465
407 => 0.56687531233279
408 => 0.5420158835773
409 => 0.53118427447495
410 => 0.53790414384277
411 => 0.55580004150328
412 => 0.58291324253311
413 => 0.56686168181943
414 => 0.57398509189098
415 => 0.57554124009316
416 => 0.56370541348397
417 => 0.58334964634264
418 => 0.59387715032106
419 => 0.60467619104292
420 => 0.61405269551946
421 => 0.60036281670261
422 => 0.61501294940368
423 => 0.60320752854317
424 => 0.59261684560932
425 => 0.59263290730368
426 => 0.58598921719409
427 => 0.57311623044792
428 => 0.57074225418487
429 => 0.58309197850538
430 => 0.59299528788718
501 => 0.59381097188152
502 => 0.59929395280569
503 => 0.60253872443742
504 => 0.63434189748151
505 => 0.64713339676949
506 => 0.66277459996814
507 => 0.66886773010393
508 => 0.68720586730459
509 => 0.67239633216437
510 => 0.66919219608044
511 => 0.6247098735906
512 => 0.63199385140637
513 => 0.64365620268873
514 => 0.62490218146774
515 => 0.63679729135181
516 => 0.63914563801581
517 => 0.62426492700296
518 => 0.63221335771249
519 => 0.61110468229345
520 => 0.56733542377357
521 => 0.58339837403947
522 => 0.59522611216577
523 => 0.57834647150995
524 => 0.60860257405321
525 => 0.59092758356017
526 => 0.58532546012304
527 => 0.5634695792936
528 => 0.5737847137351
529 => 0.58773608076572
530 => 0.5791157579613
531 => 0.59700422212845
601 => 0.62233905806827
602 => 0.64039417087455
603 => 0.64178021824459
604 => 0.63017199030876
605 => 0.64877424965865
606 => 0.64890974680946
607 => 0.62792632227033
608 => 0.61507409157631
609 => 0.6121540377213
610 => 0.61944890476139
611 => 0.6283062200548
612 => 0.64227173759959
613 => 0.65071080736451
614 => 0.67271542557467
615 => 0.67866924434049
616 => 0.68521068607907
617 => 0.69395206954773
618 => 0.70444834164657
619 => 0.6814830958474
620 => 0.68239554787558
621 => 0.66101062896286
622 => 0.63815777619703
623 => 0.65550024279798
624 => 0.67817321090707
625 => 0.67297200697144
626 => 0.67238676527773
627 => 0.67337097947405
628 => 0.66944944156202
629 => 0.65171247092491
630 => 0.64280507531027
701 => 0.65429788817214
702 => 0.66040580672197
703 => 0.66987865572629
704 => 0.66871092713892
705 => 0.69311196886433
706 => 0.70259347582962
707 => 0.70016770061134
708 => 0.70061410163104
709 => 0.7177799170959
710 => 0.73687183431203
711 => 0.7547539341853
712 => 0.77294437423046
713 => 0.75101508877106
714 => 0.73988075002508
715 => 0.75136854548439
716 => 0.74527295951125
717 => 0.78030000458113
718 => 0.78272520118467
719 => 0.8177497134005
720 => 0.85099214613466
721 => 0.83011316973438
722 => 0.8498011040701
723 => 0.87109521023501
724 => 0.91217499587135
725 => 0.89834076927331
726 => 0.88774396850919
727 => 0.87773004299046
728 => 0.89856743232903
729 => 0.92537440082767
730 => 0.93114836508833
731 => 0.9405043930147
801 => 0.93066767365078
802 => 0.94251491864552
803 => 0.9843408994202
804 => 0.97303915020674
805 => 0.95698884947677
806 => 0.99000644428848
807 => 1.0019553834982
808 => 1.08581929658
809 => 1.1917009510912
810 => 1.1478652508671
811 => 1.1206550171688
812 => 1.1270500675233
813 => 1.1657144634306
814 => 1.1781322402494
815 => 1.1443764421915
816 => 1.1562995607287
817 => 1.2219971161242
818 => 1.257241746764
819 => 1.2093748043698
820 => 1.0773118087347
821 => 0.95554369550618
822 => 0.98784208242398
823 => 0.98418044768314
824 => 1.0547642750186
825 => 0.97276960722573
826 => 0.97415018714432
827 => 1.0461936132796
828 => 1.0269736623237
829 => 0.99583980328049
830 => 0.95577100713199
831 => 0.88170013153644
901 => 0.81609349140228
902 => 0.94476322101223
903 => 0.93921474830073
904 => 0.93117973757689
905 => 0.94906078446383
906 => 1.0358860725231
907 => 1.0338844686073
908 => 1.0211512857223
909 => 1.0308092927155
910 => 0.99414670795881
911 => 1.0035954908421
912 => 0.95552440681492
913 => 0.97725454442102
914 => 0.99577300400191
915 => 0.99949085893325
916 => 1.0078673759319
917 => 0.93629095530632
918 => 0.96842666679393
919 => 0.98730338658393
920 => 0.90201767983176
921 => 0.98561756237589
922 => 0.93504496906639
923 => 0.91787987132229
924 => 0.94099041410506
925 => 0.93198421310687
926 => 0.9242412103505
927 => 0.91992048177077
928 => 0.93689031377291
929 => 0.93609865082667
930 => 0.90833271196872
1001 => 0.87211317661297
1002 => 0.88426964154408
1003 => 0.87985308386714
1004 => 0.86384690909864
1005 => 0.8746331382997
1006 => 0.82713604368391
1007 => 0.7454197610816
1008 => 0.79940404040612
1009 => 0.79732570437572
1010 => 0.79627771310416
1011 => 0.83684540700064
1012 => 0.83294575928843
1013 => 0.82586786050532
1014 => 0.86371691793693
1015 => 0.84990150283273
1016 => 0.8924773568627
1017 => 0.92052056796043
1018 => 0.9134079025232
1019 => 0.93978267810522
1020 => 0.88454970194349
1021 => 0.90289588106203
1022 => 0.90667700315166
1023 => 0.86324986644338
1024 => 0.83358378988191
1025 => 0.83160540079329
1026 => 0.78016851227286
1027 => 0.80764568293642
1028 => 0.83182445603777
1029 => 0.82024470007081
1030 => 0.81657889526704
1031 => 0.83530669699344
1101 => 0.83676200758036
1102 => 0.80358077197177
1103 => 0.81048020156787
1104 => 0.83925196991834
1105 => 0.80975522682619
1106 => 0.75244787326377
1107 => 0.73823485724414
1108 => 0.73633857890927
1109 => 0.69779175221551
1110 => 0.73918463893676
1111 => 0.72111553462254
1112 => 0.77819561865005
1113 => 0.74559178078017
1114 => 0.74418629449406
1115 => 0.7420616958326
1116 => 0.70888284974793
1117 => 0.7161469084148
1118 => 0.74029374577086
1119 => 0.7489096093731
1120 => 0.7480109042117
1121 => 0.74017541309456
1122 => 0.74376246080378
1123 => 0.73220733032211
1124 => 0.72812697324979
1125 => 0.71524824393892
1126 => 0.69632006969171
1127 => 0.69895214841403
1128 => 0.66145048240411
1129 => 0.64101758439784
1130 => 0.63536202753098
1201 => 0.62779918052661
1202 => 0.63621627122409
1203 => 0.66134424489614
1204 => 0.63103457745065
1205 => 0.57907077859132
1206 => 0.58219389144477
1207 => 0.58921059876594
1208 => 0.5761350110931
1209 => 0.56376006471164
1210 => 0.57451907657918
1211 => 0.55250132997583
1212 => 0.59187133825193
1213 => 0.59080648986124
1214 => 0.60548119432159
1215 => 0.61465758817589
1216 => 0.5935089712345
1217 => 0.58819015126569
1218 => 0.59121999284681
1219 => 0.54114346056628
1220 => 0.6013888732836
1221 => 0.60190987811453
1222 => 0.59744871844094
1223 => 0.62952754084447
1224 => 0.69722386175155
1225 => 0.67175378274811
1226 => 0.66189099832076
1227 => 0.64314183791473
1228 => 0.66812398094078
1229 => 0.66620574213852
1230 => 0.65753073880424
1231 => 0.65228406972
]
'min_raw' => 0.48998357470133
'max_raw' => 1.257241746764
'avg_raw' => 0.87361266073265
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$0.489983'
'max' => '$1.25'
'avg' => '$0.873612'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.30130843172449
'max_diff' => 0.73077958952087
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.015380024518185
]
1 => [
'year' => 2028
'avg' => 0.026396586926225
]
2 => [
'year' => 2029
'avg' => 0.072110717960536
]
3 => [
'year' => 2030
'avg' => 0.055633311516051
]
4 => [
'year' => 2031
'avg' => 0.054638806469156
]
5 => [
'year' => 2032
'avg' => 0.095799023205664
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.015380024518185
'min' => '$0.01538'
'max_raw' => 0.095799023205664
'max' => '$0.095799'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.095799023205664
]
1 => [
'year' => 2033
'avg' => 0.24640493858236
]
2 => [
'year' => 2034
'avg' => 0.15618329174073
]
3 => [
'year' => 2035
'avg' => 0.18421855077041
]
4 => [
'year' => 2036
'avg' => 0.35756865010997
]
5 => [
'year' => 2037
'avg' => 0.87361266073265
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.095799023205664
'min' => '$0.095799'
'max_raw' => 0.87361266073265
'max' => '$0.873612'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 0.87361266073265
]
]
]
]
'prediction_2025_max_price' => '$0.026297'
'last_price' => 0.0254983
'sma_50day_nextmonth' => '$0.02368'
'sma_200day_nextmonth' => '$0.058927'
'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' => '$0.02491'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.0247048'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.024133'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.023971'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.024756'
'daily_sma50_action' => 'BUY'
'daily_sma100' => '$0.0407092'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.068263'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.0250084'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.024746'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.02440018'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.024393'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$0.02846'
'daily_ema50_action' => 'SELL'
'daily_ema100' => '$0.039774'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.05082'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.055119'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.054533'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '$0.04978'
'weekly_sma100_action' => 'SELL'
'weekly_sma200' => '$0.05411'
'weekly_sma200_action' => 'SELL'
'weekly_ema3' => '$0.024973'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$0.025638'
'weekly_ema5_action' => 'SELL'
'weekly_ema10' => '$0.031665'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.044733'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.05249'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.055136'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$0.066634'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '56.48'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 121.62
'stoch_rsi_14_action' => 'SELL'
'momentum_10' => 0
'momentum_10_action' => 'BUY'
'vwma_10' => '0.024199'
'vwma_10_action' => 'BUY'
'hma_9' => '0.025134'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 100
'stochastic_fast_14_action' => 'SELL'
'cci_20' => 176.07
'cci_20_action' => 'SELL'
'adx_14' => 18.27
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '0.000456'
'ao_5_34_action' => 'BUY'
'macd_12_26' => 0
'macd_12_26_action' => 'BUY'
'williams_percent_r_14' => -0
'williams_percent_r_14_action' => 'SELL'
'ultimate_oscillator' => 78.34
'ultimate_oscillator_action' => 'SELL'
'ichimoku_cloud' => '-0.015069'
'ichimoku_cloud_action' => 'SELL'
'sell_signals' => 16
'buy_signals' => 19
'sell_pct' => 45.71
'buy_pct' => 54.29
'overall_action' => 'bullish'
'overall_action_label' => 'Boğa'
'overall_action_dir' => 1
'last_updated' => 1767690495
'last_updated_date' => '6 Ocak 2026'
]
Aladdin DAO için 2026 fiyat tahmini
Aladdin DAO için 2026 fiyat tahmini, ortalama fiyatın alt sınırda $0.0088096 ile üst sınırda $0.026297 arasında olabileceğini gösteriyor. Kripto piyasasında, bugünün ortalama fiyatına kıyasla, Aladdin DAO 3.13% artabilir ve eğer ALD tahmin edilen fiyat hedefine ulaşırsa 2026 yılına kadar bu gerçekleşebilir.
Aladdin DAO fiyat tahmini 2027-2032
ALD için 2027-2032 fiyat tahmini, şu anda alt sınırda $0.01538 ve üst sınırda $0.095799 fiyat aralığında bulunuyor. Piyasadaki fiyat dalgalanmaları göz önüne alındığında, Aladdin DAO üst fiyat hedefine ulaşırsa, bugünün fiyatına kıyasla 2032 yılına kadar 275.71% artış gösterebilir.
| Aladdin DAO Fiyat Tahmini | Potansiyel Düşük ($) | Ortalama Fiyat ($) | Potansiyel Yüksek ($) |
|---|---|---|---|
| 2027 | $0.00848 | $0.01538 | $0.022279 |
| 2028 | $0.0153054 | $0.026396 | $0.037487 |
| 2029 | $0.033621 | $0.07211 | $0.110599 |
| 2030 | $0.028593 | $0.055633 | $0.082672 |
| 2031 | $0.0338066 | $0.054638 | $0.07547 |
| 2032 | $0.0516032 | $0.095799 | $0.139994 |
Aladdin DAO fiyat tahmini 2032-2037
Aladdin DAO için 2032-2037 fiyat tahmini, şu anda alt sınırda $0.095799 ve üst sınırda $0.873612 olarak tahmin edilmektedir. Mevcut fiyata kıyasla, Aladdin DAO üst fiyat hedefine ulaşırsa, 2037 yılına kadar potansiyel olarak 3326.16% artış gösterebilir. Lütfen bu bilgilerin sadece genel amaçlar için olduğunu ve uzun vadeli yatırım tavsiyesi olarak değerlendirilmemesi gerektiğini unutmayın.
| Aladdin DAO Fiyat Tahmini | Potansiyel Düşük ($) | Ortalama Fiyat ($) | Potansiyel Yüksek ($) |
|---|---|---|---|
| 2032 | $0.0516032 | $0.095799 | $0.139994 |
| 2033 | $0.119914 | $0.2464049 | $0.372895 |
| 2034 | $0.0964057 | $0.156183 | $0.21596 |
| 2035 | $0.113981 | $0.184218 | $0.254455 |
| 2036 | $0.188675 | $0.357568 | $0.526462 |
| 2037 | $0.489983 | $0.873612 | $1.25 |
Aladdin DAO Potansiyel fiyat histogramı
Teknik Analize Dayalı Aladdin DAO Fiyat Tahmini
Piyasa Duyarlılık Göstergesi
Boğa 54.29%
Ayı 45.71%
6 Ocak 2026 itibariyle, Aladdin DAO için genel fiyat tahmini duyarlılığı Boğa, 19 teknik gösterge yükseliş sinyalleri gösterirken 16 düşüş sinyalleri gösteriyor. ALD fiyat tahmini en son 6 Ocak 2026 tarihinde güncellendi.
Aladdin DAO'ın 50 Günlük, 200 Günlük Basit Hareketli Ortalamaları ve 14 Günlük Göreceli Güç Endeksi - RSI (14)
Teknik göstergelerimize göre, Aladdin DAO'ın 200 günlük SMA'sının önümüzdeki ay içinde artmak ve 4 Şub 2026 tarihinde $0.058927 seviyesine ulaşması bekleniyor. Aladdin DAO için kısa vadeli 50 günlük SMA'nın 4 Şub 2026 tarihinde $0.02368 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 56.48 seviyesinde olup, ALD piyasasının NEUTRAL durumda olduğunu gösteriyor.
19 Ekim 2024 Cumartesi için Popüler ALD 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 | $0.02491 | BUY |
| SMA 5 | $0.0247048 | BUY |
| SMA 10 | $0.024133 | BUY |
| SMA 21 | $0.023971 | BUY |
| SMA 50 | $0.024756 | BUY |
| SMA 100 | $0.0407092 | SELL |
| SMA 200 | $0.068263 | SELL |
Günlük Üstel Hareketli Ortalama (EMA)
| Dönem | Değer | İşlem |
|---|---|---|
| EMA 3 | $0.0250084 | BUY |
| EMA 5 | $0.024746 | BUY |
| EMA 10 | $0.02440018 | BUY |
| EMA 21 | $0.024393 | BUY |
| EMA 50 | $0.02846 | SELL |
| EMA 100 | $0.039774 | SELL |
| EMA 200 | $0.05082 | SELL |
Haftalık Basit Hareketli Ortalama (SMA)
| Dönem | Değer | İşlem |
|---|---|---|
| SMA 21 | $0.055119 | SELL |
| SMA 50 | $0.054533 | SELL |
| SMA 100 | $0.04978 | SELL |
| SMA 200 | $0.05411 | SELL |
Haftalık Üstel Hareketli Ortalama (EMA)
| Dönem | Değer | İşlem |
|---|---|---|
| EMA 21 | $0.044733 | SELL |
| EMA 50 | $0.05249 | SELL |
| EMA 100 | $0.055136 | SELL |
| EMA 200 | $0.066634 | SELL |
Aladdin DAO 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) | 56.48 | NEUTRAL |
| Stoch RSI (14) | 121.62 | SELL |
| Hızlı Stokastik (14) | 100 | SELL |
| Emtia Kanal Endeksi (20) | 176.07 | SELL |
| Ortalama Yön Endeksi (14) | 18.27 | NEUTRAL |
| Harika Osilatör (5, 34) | 0.000456 | BUY |
| Momentum (10) | 0 | BUY |
| MACD (12, 26) | 0 | BUY |
| Williams Yüzde Aralığı (14) | -0 | SELL |
| Ultimate Osilatör (7, 14, 28) | 78.34 | SELL |
| VWMA (10) | 0.024199 | BUY |
| Hull Hareketli Ortalaması (9) | 0.025134 | BUY |
| Ichimoku Bulutu B/L (9, 26, 52, 26) | -0.015069 | SELL |
Dünya genelinde para akışlarına göre Aladdin DAO fiyat tahmini
Aladdin DAO 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 Aladdin DAO fiyat tahminleri
| Karşılaştırma | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook hisseleri | $0.035829 | $0.050346 | $0.070744 | $0.0994083 | $0.139685 | $0.196281 |
| Amazon.com hisseleri | $0.0532037 | $0.111012 | $0.231634 | $0.483319 | $1.00 | $2.10 |
| Apple hisseleri | $0.036167 | $0.05130068 | $0.072766 | $0.103213 | $0.1464000026 | $0.207657 |
| Netflix hisseleri | $0.040232 | $0.06348 | $0.100161 | $0.158039 | $0.249362 | $0.393454 |
| Google hisseleri | $0.03302 | $0.04276 | $0.055375 | $0.07171 | $0.092865 | $0.120259 |
| Tesla hisseleri | $0.0578027 | $0.131034 | $0.297045 | $0.673378 | $1.52 | $3.46 |
| Kodak hisseleri | $0.019121 | $0.014338 | $0.010752 | $0.008063 | $0.006046 | $0.004534 |
| Nokia hisseleri | $0.016891 | $0.011189 | $0.007412 | $0.00491 | $0.003253 | $0.002155 |
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.
Aladdin DAO öngörü ve tahminlerine genel bakış
Şöyle sorularınız olabilir: "Aladdin DAO için şimdi mi yatırım yapmalıyım?", "Bugün mü ALD satın almalıyım?", "Aladdin DAO kısa ve uzun vade için iyi veya kötü bir yatırım mı?".
Aladdin DAO öngörülerini gerçek zamanlı verilerle düzenli olarak güncelliyoruz. Benzer tahminlerimizi inceleyin. Teknik analiz yöntemleriyle Aladdin DAO 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 Aladdin DAO hakkında olabildiğince çok bilgi kaynağını kendiniz keşfetmelisiniz.
Aladdin DAO fiyatı bugün $0.02549 USD'ye tekabül ediyor, ancak kripto para birimleri yüksek riskli varlıklar olduğu için fiyat düşebilir ya da yükselebilir ve yatırımınızı kaybedebilirsiniz
Bitcoin'in büyüme paternine göre Aladdin DAO fiyat tahmini
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Aladdin DAO, Bitcoin'in geçmiş yıllık ortama büyümesine göre %1 oranında büyüme gösterirse | $0.026161 | $0.026841 | $0.027538 | $0.028254 |
| Aladdin DAO, Bitcoin'in geçmiş yıllık ortama büyümesine göre %2 oranında büyüme gösterirse | $0.026823 | $0.028218 | $0.029685 | $0.031228 |
| Aladdin DAO, Bitcoin'in geçmiş yıllık ortama büyümesine göre %5 oranında büyüme gösterirse | $0.028812 | $0.032556 | $0.036788 | $0.041569 |
| Aladdin DAO, Bitcoin'in geçmiş yıllık ortama büyümesine göre %10 oranında büyüme gösterirse | $0.032126 | $0.040476 | $0.050997 | $0.064253 |
| Aladdin DAO, Bitcoin'in geçmiş yıllık ortama büyümesine göre %20 oranında büyüme gösterirse | $0.038753 | $0.05890075 | $0.089521 | $0.136059 |
| Aladdin DAO, Bitcoin'in geçmiş yıllık ortama büyümesine göre %50 oranında büyüme gösterirse | $0.058637 | $0.134846 | $0.3101005 | $0.713125 |
| Aladdin DAO, Bitcoin'in geçmiş yıllık ortama büyümesine göre %100 oranında büyüme gösterirse | $0.091776 | $0.330333 | $1.18 | $4.27 |
Soru Kutusu
ALD iyi bir yatırım mı?
Aladdin DAO satın alma kararı tamamen bireysel risk toleransınıza bağlıdır. Gördüğünüz gibi, Aladdin DAO değeri son 24 saat içinde 4.1364% oranında yükselmiştir, ve Aladdin DAO son 30 günlük sürede oranında azalmıştır. Bu nedenle, Aladdin DAO'a yatırım yapma kararı, bu yatırımın ticaret hedeflerinize uyup uymadığına bağlı olacaktır.
Aladdin DAO yükselebilir mi?
Aladdin DAO ortalama değeri yıl sonuna kadar $0.026297 seviyesine kadar yükselebilir gibi görünmektedir. Aladdin DAO'ın uzun vadeli beş yıllık görünümüne bakıldığında, dijital para birimi $0.082672 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 Aladdin DAO fiyatı ne olacak?
Yeni deneysel Aladdin DAO tahminimize göre, Aladdin DAO fiyatı önümüzdeki hafta 0.86% oranında artacak ve $0.025716 seviyesine ulaşacaktır 13 Ocak 2026 itibariyle.
Önümüzdeki ay Aladdin DAO fiyatı ne olacak?
Yeni deneysel Aladdin DAO tahminimize göre, Aladdin DAO fiyatı önümüzdeki ay -11.62% oranında düşecek ve $0.022535 seviyesine ulaşacaktır 5 Şubat 2026 itibariyle.
2026 yılında Aladdin DAO fiyatı ne kadar yükselebilir?
Son Aladdin DAO değer tahminimize göre, ALD fiyatı $0.0088096 ve $0.026297 aralığında dalgalanması beklenmektedir. Ancak, kripto para piyasasının son derece dalgalı olduğunu ve bu Aladdin DAO fiyat tahmininin ani ve aşırı fiyat dalgalanmalarını dikkate almadığını unutmamak önemlidir.
5 yıl içinde Aladdin DAO nerede olacak?
Aladdin DAO'ın geleceği $0.082672 seviyesine kadar artış gösteren bir eğilimde görünmektedir. Aladdin DAO'ın 2030 tahminine dayanarak, Aladdin DAO değeri yaklaşık olarak $0.082672 seviyesine ulaşabilirken, en düşük zirve yaklaşık $0.028593 seviyesinde beklenmektedir.
2026 yılında Aladdin DAO ne kadar olacak?
Yeni deneysel Aladdin DAO fiyat tahmin simülasyonumuza göre, 2026 yılında ALD'ın değeri 3.13% oranında artacaktır ve en iyi durumda $0.026297 seviyesine ulaşacaktır. Fiyat, 2026 yılı boyunca $0.026297 ve $0.0088096 arasında olacaktır.
2027 yılında Aladdin DAO ne kadar olacak?
Son deneysel simülasyonumuza göre, 2027 yılında ALD'ın değeri -12.62% oranında düşecektir ve en iyi durumda $0.022279 seviyesine ulaşacaktır. Fiyat, 2027 yılı boyunca $0.022279 ve $0.00848 arasında olacaktır.
2028 yılında Aladdin DAO ne kadar olacak?
Yeni deneysel Aladdin DAO fiyat tahmin modelimize göre, ALD'ın değeri 2028 yılında 47.02% oranında artacaktır, en iyi durumda $0.037487 seviyesine ulaşacaktır. Fiyat, yıl boyunca $0.037487 ve $0.0153054 arasında olacaktır.
2029 yılında Aladdin DAO ne kadar olacak?
Deneysel tahmin modelimize göre, Aladdin DAO değeri 333.75% oranında artacaktır ve 2029 yılında en iyi durumda $0.110599 seviyesine ulaşacaktır. Fiyat aralığı $0.110599 ve $0.033621 arasında olacaktır.
2030 yılında Aladdin DAO ne kadar olacak?
Yeni deneysel simülasyona göre, ALD'ın değeri 224.23% oranında artacaktır, $0.082672 seviyesine ulaşacaktır. Fiyat 2030 yılı boyunca $0.082672 ve $0.028593 arasında olacaktır.
2031 yılında Aladdin DAO ne kadar olacak?
Aladdin DAO'ın değeri 2031 yılında 195.98% oranında artacaktır, ve en iyi durumda $0.07547 seviyesine ulaşacaktır. Yıl boyunca fiyat $0.07547 ve $0.0338066 arasında olacaktır.
2032 yılında Aladdin DAO ne kadar olacak?
Aladdin DAO fiyatı 449.04% oranında artacaktır, 2032 yılında $0.139994 seviyesine ulaşabilir. Fiyat $0.139994 ve $0.0516032 arasında olacaktır.
2033 yılında Aladdin DAO ne kadar olacak?
ALD'ın değeri 1362.43% oranında artacaktır, ve 2033 yılı için $0.372895 seviyesine ulaşacaktır. Fiyat aralığı $0.372895 ve $0.119914 arasında olacaktır.
2034 yılında Aladdin DAO ne kadar olacak?
Yeni simülasyon sonuçlarına göre, ALD'ın değeri 746.96% oranında artacaktır, ve $0.21596 seviyesine ulaşacaktır. Yıl boyunca fiyat aralığı $0.21596 ve $0.0964057 arasında olacaktır.
2035 yılında Aladdin DAO ne kadar olacak?
Deneysel tahminimize göre, 2035 yılında ALD'ın değeri 897.93% oranında artacaktır, ve en iyi durumda $0.254455 seviyesine ulaşacaktır. Yıl boyunca fiyat $0.254455 ve $0.113981 arasında olacaktır.
2036 yılında Aladdin DAO ne kadar olacak?
ALD'ın değeri 2036 yılında 1964.7% oranında artacaktır, ve $0.526462 seviyesine ulaşacaktır. Fiyat $0.526462 ve $0.188675 arasında olacaktır.
2037 yılında Aladdin DAO ne kadar olacak?
Deneysel simülasyonumuza göre, 2037 yılında Aladdin DAO'ın değeri 4830.69% oranında artacaktır, ve en iyi durumda $1.25 seviyesine ulaşacaktır. Fiyat 2037 yılı boyunca $1.25 ve $0.489983 arasında olacaktır.
İlgili Tahminler
Ēnosys Fiyat Tahmini- Skeb Fiyat Tahmini
- Pundi X PURSE Fiyat Tahmini
- Roco Finance Fiyat Tahmini
- Darwinia Network Native Token Fiyat Tahmini
- dHedge DAO Fiyat Tahmini
- Sonne Finance Fiyat Tahmini
- Beethoven X Fiyat Tahmini
- EverRise Fiyat Tahmini
- MASQ Fiyat Tahmini
- Era Swap Token Fiyat Tahmini
- Origin Dollar Fiyat Tahmini
- Panda Swap Fiyat Tahmini
- Warden Fiyat Tahmini
- Dvision Network Fiyat Tahmini
- GooseFX Fiyat Tahmini
- Flamengo Fan Token Fiyat Tahmini
- ritestream Fiyat Tahmini
- Shutter Fiyat Tahmini
- Eclipse Fi Fiyat Tahmini
- Robo Inu Finance Fiyat Tahmini
- Luna Inu Fiyat Tahmini
- Dagger Fiyat Tahmini
- Aether Games Fiyat Tahmini
- Splinterlands Fiyat Tahmini
Ēnosys Fiyat Tahmini
Skeb Fiyat Tahmini
Pundi X PURSE Fiyat Tahmini
Roco Finance Fiyat Tahmini
Darwinia Network Native Token Fiyat Tahmini
dHedge DAO Fiyat Tahmini
Sonne Finance Fiyat Tahmini
Beethoven X Fiyat Tahmini
EverRise Fiyat Tahmini
MASQ Fiyat Tahmini
Era Swap Token Fiyat Tahmini
Origin Dollar Fiyat Tahmini
Panda Swap Fiyat Tahmini
Warden Fiyat Tahmini
Dvision Network Fiyat Tahmini
GooseFX Fiyat Tahmini
Flamengo Fan Token Fiyat Tahmini
ritestream Fiyat Tahmini
Shutter Fiyat Tahmini
Eclipse Fi Fiyat Tahmini
Robo Inu Finance Fiyat Tahmini
Luna Inu Fiyat Tahmini
Dagger Fiyat Tahmini
Aether Games Fiyat Tahmini
Splinterlands Fiyat TahminiAladdin DAO fiyat hareketlerini nasıl okumalı ve tahmin etmeli?
Aladdin DAO 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.
Aladdin DAO Fiyat Tahmin Göstergeleri
Hareketli ortalamalar, Aladdin DAO fiyat tahmini için popüler araçlardır. Basit bir hareketli ortalama (SMA), ALD'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. ALD'ın bu ortalamaların üzerinde bir fiyat hareketi yükseliş olarak görülürken, aşağı düşüş zayıflık belirtir.
Tüccarlar ayrıca ALD'ın gelecekteki yönünü ölçmek için RSI ve Fibonacci geri çekilme seviyelerini kullanır.
Aladdin DAO grafiklerini nasıl okumalı ve fiyat hareketlerini tahmin etmeli?
Çoğu tüccar, daha ayrıntılı bilgi sağladığı için basit çizgi grafiklere kıyasla mum grafiklerini tercih eder. Mumlar, Aladdin DAO'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 ALD'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.
Aladdin DAO fiyatını ne etkiler?
Aladdin DAO'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 ALD'ın fiyatını etkiler. Aladdin DAO'ın piyasa değeri hızla değişebilir.
Tüccarlar genellikle Aladdin DAO'ın büyük sahipleri olan ALD "balinalarının" aktivitelerini izlerler, çünkü onların eylemleri nispeten küçük olan Aladdin DAO 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