Aladdin DAO Geleceği Fiyat Tahmini - ALD
$0.02553
4.0893%
Add to portfolio
Add to favorites
Sentiment
Boğa 54.29%
Ayı 45.71%
SMA 50
$0.024756
SMA 200
$0.068263
RSI (14)
56.76
Momentum (10)
0
MACD (12, 26)
0
Hull Moving Average (9)
0.025146
2026 yılına kadar Aladdin DAO fiyat tahmini $0.026337 olacak
| Yıl | Min. fiyat | Max. fiyat |
|---|---|---|
| 2026 | $0.008823 | $0.026337 |
| 2027 | $0.008493 | $0.022313 |
| 2028 | $0.015329 | $0.037545 |
| 2029 | $0.033673 | $0.110771 |
| 2030 | $0.028638 | $0.08280092 |
| 2031 | $0.033859 | $0.075587 |
| 2032 | $0.051683 | $0.140211 |
| 2033 | $0.12010052 | $0.373472 |
| 2034 | $0.096555 | $0.216295 |
| 2035 | $0.114158 | $0.254849 |
Yatırım Kârı Hesaplayıcı
Bugün Aladdin DAO’de $10,000.00 tutarında short açıp Apr 06, 2026 tarihinde kapatırsanız, tahminimize göre yaklaşık $3,954.45 kazanç elde edebilir ve önümüzdeki 90 gün içinde 39.54% getiri sağlayabilirsiniz.
$
≈ $3,954.45
(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' => 0.02553
'ticker' => 'ALD'
'marketcap' => '$3.82M'
'low24h' => '$0.02436'
'high24h' => '$0.02555'
'volume24h' => '$21.33K'
'current_supply' => '149.83M'
'max_supply' => '149.99M'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.02553'
'change_24h_pct' => '4.0893%'
'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' => '$0.025756'
'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' => '$0.02257'
'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' => '$0.008823'
'current_year_max_price_prediction' => '$0.026337'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.028638'
'grand_prediction_max_price' => '$0.08280092'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.026021717687622
107 => 0.026118873335585
108 => 0.026337769971333
109 => 0.024467322185417
110 => 0.025307098327832
111 => 0.025800388135117
112 => 0.023571686839766
113 => 0.025756333876329
114 => 0.024434761850835
115 => 0.023986200456037
116 => 0.024590129280663
117 => 0.024354777630366
118 => 0.024152436101753
119 => 0.024039526052119
120 => 0.024482984727732
121 => 0.024462296850467
122 => 0.023736712385544
123 => 0.022790217029658
124 => 0.023107891938744
125 => 0.022992477666055
126 => 0.022574201453092
127 => 0.022856069117767
128 => 0.021614866572501
129 => 0.019479442105465
130 => 0.020890168918209
131 => 0.020835857470494
201 => 0.020808471175728
202 => 0.02186859338588
203 => 0.021766687096555
204 => 0.02158172618356
205 => 0.022570804500877
206 => 0.022209777610076
207 => 0.023322377418892
208 => 0.024055207611423
209 => 0.023869338170024
210 => 0.024558568508175
211 => 0.023115210527037
212 => 0.0235946361509
213 => 0.023693445107523
214 => 0.022558599427972
215 => 0.021783360225785
216 => 0.021731660609373
217 => 0.020387502667323
218 => 0.021105540990302
219 => 0.021737385000079
220 => 0.021434780752472
221 => 0.021338985287724
222 => 0.021828383541619
223 => 0.021866413977359
224 => 0.020999316012197
225 => 0.021179613136576
226 => 0.021931482117137
227 => 0.021160667967363
228 => 0.019663101986127
301 => 0.019291684917311
302 => 0.019242131033756
303 => 0.018234818485668
304 => 0.019316504781849
305 => 0.018844319726176
306 => 0.020335946659403
307 => 0.019483937354899
308 => 0.019447208936672
309 => 0.019391688545633
310 => 0.018524653023936
311 => 0.018714478700206
312 => 0.019345488159393
313 => 0.019570639443261
314 => 0.019547154319744
315 => 0.019342395868797
316 => 0.019436133239107
317 => 0.019134172509072
318 => 0.019027543890528
319 => 0.018690994639889
320 => 0.018196360215554
321 => 0.018265142166027
322 => 0.017285141943282
323 => 0.016751185809382
324 => 0.016603393788947
325 => 0.016405760122568
326 => 0.016625717037448
327 => 0.017282365725782
328 => 0.01649030809186
329 => 0.015132380834886
330 => 0.015213994576825
331 => 0.015397356423626
401 => 0.015055662835173
402 => 0.014732278529871
403 => 0.015013434946333
404 => 0.014438063266314
405 => 0.015466887342286
406 => 0.015439060534277
407 => 0.015822542527745
408 => 0.016062341688104
409 => 0.015509682259377
410 => 0.015370689907603
411 => 0.015449866268024
412 => 0.014141257397787
413 => 0.015715601264717
414 => 0.015729216255854
415 => 0.015612636435836
416 => 0.016450925942562
417 => 0.018219978270809
418 => 0.017554389624957
419 => 0.01729665358376
420 => 0.016806697181041
421 => 0.017459534996932
422 => 0.017409407238528
423 => 0.017182710504637
424 => 0.017045603612643
425 => 0.017298227265069
426 => 0.017014300746445
427 => 0.016963299741922
428 => 0.016654289144148
429 => 0.016543986419829
430 => 0.016462322674021
501 => 0.016372418914001
502 => 0.016570724205985
503 => 0.016121338325116
504 => 0.015579423006629
505 => 0.015534368611502
506 => 0.015658767757671
507 => 0.015603730395918
508 => 0.015534105113788
509 => 0.015401171488884
510 => 0.015361732922053
511 => 0.015489889131383
512 => 0.015345208243021
513 => 0.015558692774975
514 => 0.015500636794921
515 => 0.01517634080969
516 => 0.014772147942341
517 => 0.014768549777998
518 => 0.014681467087737
519 => 0.01457055418872
520 => 0.014539700757556
521 => 0.014989756737147
522 => 0.015921359145859
523 => 0.015738463301673
524 => 0.015870624293017
525 => 0.016520725565893
526 => 0.016727373211312
527 => 0.016580699607311
528 => 0.01637992373172
529 => 0.016388756851292
530 => 0.017074868797176
531 => 0.017117660757639
601 => 0.017225782236518
602 => 0.017364748892005
603 => 0.016604366229649
604 => 0.016352942896275
605 => 0.016233804572486
606 => 0.015866904647552
607 => 0.016262574760971
608 => 0.016032034730166
609 => 0.01606314245669
610 => 0.016042883508982
611 => 0.016053946264335
612 => 0.015466599764989
613 => 0.015680597959327
614 => 0.015324784455607
615 => 0.014848390116067
616 => 0.014846793075195
617 => 0.01496338991489
618 => 0.014894033552205
619 => 0.014707397363533
620 => 0.014733908153236
621 => 0.014501645739476
622 => 0.014762109015513
623 => 0.014769578170288
624 => 0.014669285621483
625 => 0.015070565235225
626 => 0.015234969820388
627 => 0.01516895511629
628 => 0.015230338052767
629 => 0.015746063449724
630 => 0.015830149192104
701 => 0.015867494524478
702 => 0.015817456726406
703 => 0.015239764566293
704 => 0.01526538767013
705 => 0.015077382335365
706 => 0.014918537639003
707 => 0.014924890593827
708 => 0.015006557416122
709 => 0.015363201218782
710 => 0.016113737076179
711 => 0.016142219363332
712 => 0.01617674072625
713 => 0.016036324994219
714 => 0.015993974265841
715 => 0.016049845808222
716 => 0.016331707614959
717 => 0.017056732706623
718 => 0.016800460416431
719 => 0.01659210705539
720 => 0.016774889124686
721 => 0.016746751257811
722 => 0.016509239344438
723 => 0.016502573176088
724 => 0.016046711877173
725 => 0.015878190334424
726 => 0.015737361119684
727 => 0.015583579293627
728 => 0.015492412272328
729 => 0.015632486251714
730 => 0.015664522828107
731 => 0.015358248624104
801 => 0.01531650458182
802 => 0.015566614708197
803 => 0.015456550566624
804 => 0.015569754265691
805 => 0.015596018494918
806 => 0.015591789349096
807 => 0.015476869744508
808 => 0.01555011607352
809 => 0.015376866669624
810 => 0.015188483964105
811 => 0.015068307534642
812 => 0.014963437660845
813 => 0.0150216255619
814 => 0.014814196319328
815 => 0.014747835529904
816 => 0.015525301865345
817 => 0.016099624606508
818 => 0.016091273726394
819 => 0.016040439891377
820 => 0.015964911123808
821 => 0.016326182215172
822 => 0.016200322590784
823 => 0.01629189598345
824 => 0.016315205255207
825 => 0.01638575540051
826 => 0.016410971013467
827 => 0.016334751917744
828 => 0.016078951323119
829 => 0.015441520562106
830 => 0.015144794822142
831 => 0.015046870385596
901 => 0.01505042975288
902 => 0.014952246513487
903 => 0.014981165877752
904 => 0.014942189538787
905 => 0.014868377782175
906 => 0.015017067893925
907 => 0.01503420304416
908 => 0.014999496995363
909 => 0.015007671526232
910 => 0.014720320265339
911 => 0.014742166957611
912 => 0.0146205217989
913 => 0.014597714798095
914 => 0.014290206429729
915 => 0.013745410781116
916 => 0.014047280455041
917 => 0.013682664338239
918 => 0.013544578689971
919 => 0.014198254672149
920 => 0.014132643733688
921 => 0.014020346327432
922 => 0.013854235058749
923 => 0.013792622773368
924 => 0.013418286031471
925 => 0.013396168219751
926 => 0.013581699616977
927 => 0.013496083260903
928 => 0.013375845471525
929 => 0.012940356386708
930 => 0.012450722469892
1001 => 0.012465501440111
1002 => 0.012621244879088
1003 => 0.013074089932775
1004 => 0.012897155536001
1005 => 0.012768787601052
1006 => 0.012744748145562
1007 => 0.013045652261027
1008 => 0.013471494625771
1009 => 0.013671290335622
1010 => 0.013473298855045
1011 => 0.013245856902776
1012 => 0.013259700240547
1013 => 0.013351793764806
1014 => 0.013361471492074
1015 => 0.013213430162557
1016 => 0.013255102929659
1017 => 0.013191798185794
1018 => 0.012803297089543
1019 => 0.012796270336662
1020 => 0.012700925902216
1021 => 0.012698038910633
1022 => 0.012535834242856
1023 => 0.012513140688566
1024 => 0.012191073475575
1025 => 0.012403059090475
1026 => 0.012260870269745
1027 => 0.012046558177952
1028 => 0.012009610692548
1029 => 0.012008500006521
1030 => 0.012228550605486
1031 => 0.012400487671107
1101 => 0.012263343705158
1102 => 0.012232118682535
1103 => 0.012565520232823
1104 => 0.012523091846526
1105 => 0.012486349137627
1106 => 0.013433365112688
1107 => 0.012683728071849
1108 => 0.012356843534257
1109 => 0.011952261845297
1110 => 0.0120839956833
1111 => 0.01211175393854
1112 => 0.011138807907922
1113 => 0.010744083824472
1114 => 0.010608629393896
1115 => 0.010530673454055
1116 => 0.010566198954749
1117 => 0.010210900983128
1118 => 0.010449667096143
1119 => 0.010142009085309
1120 => 0.010090429218587
1121 => 0.010640559853473
1122 => 0.010717107317501
1123 => 0.010390532054525
1124 => 0.010600246241088
1125 => 0.010524200961795
1126 => 0.010147282998873
1127 => 0.01013288750511
1128 => 0.0099437633206228
1129 => 0.0096478205935586
1130 => 0.0095125668260867
1201 => 0.0094421254896603
1202 => 0.0094711909579442
1203 => 0.0094564945677619
1204 => 0.009360590680801
1205 => 0.0094619916663014
1206 => 0.0092029540501279
1207 => 0.0090998031841598
1208 => 0.0090532123310838
1209 => 0.008823301537081
1210 => 0.0091891918521337
1211 => 0.0092612768535638
1212 => 0.0093335038847149
1213 => 0.0099621908793969
1214 => 0.0099307834537935
1215 => 0.010214691285211
1216 => 0.010203659148955
1217 => 0.010122684036433
1218 => 0.0097810633564613
1219 => 0.0099172272706949
1220 => 0.0094981359072546
1221 => 0.0098121476521867
1222 => 0.0096688458052437
1223 => 0.0097636971535866
1224 => 0.0095931458768648
1225 => 0.0096875359952922
1226 => 0.0092783708815801
1227 => 0.0088962982555042
1228 => 0.0090500554336324
1229 => 0.0092172070705239
1230 => 0.0095796344087497
1231 => 0.0093637756760631
]
'min_raw' => 0.008823301537081
'max_raw' => 0.026337769971333
'avg_raw' => 0.017580535754207
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.008823'
'max' => '$0.026337'
'avg' => '$0.01758'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.016714488462919
'max_diff' => 0.00079997997133342
'year' => 2026
]
1 => [
'items' => [
101 => 0.0094414066388595
102 => 0.0091813559087575
103 => 0.0086447969727384
104 => 0.0086478338380461
105 => 0.0085652959353114
106 => 0.0084939711366175
107 => 0.0093885696481643
108 => 0.0092773121817438
109 => 0.00910003797002
110 => 0.0093373265470095
111 => 0.0094000694130416
112 => 0.0094018556142314
113 => 0.0095749752346983
114 => 0.0096673692071749
115 => 0.0096836540452823
116 => 0.0099560615085839
117 => 0.010047368897141
118 => 0.010423451108304
119 => 0.009659530224131
120 => 0.0096437977762336
121 => 0.0093406656839058
122 => 0.0091484145186228
123 => 0.0093538292856708
124 => 0.0095357987273634
125 => 0.0093463199816971
126 => 0.0093710619057664
127 => 0.0091167021706917
128 => 0.009207623807243
129 => 0.0092859377691081
130 => 0.0092426974024481
131 => 0.0091779644807007
201 => 0.0095208793082968
202 => 0.0095015307098297
203 => 0.009820860880865
204 => 0.010069801584707
205 => 0.010515947829464
206 => 0.01005037096493
207 => 0.010033403493486
208 => 0.01019926324852
209 => 0.010047343504877
210 => 0.010143351538768
211 => 0.010500479450926
212 => 0.010508025000955
213 => 0.010381627316076
214 => 0.010373936005464
215 => 0.010398212063484
216 => 0.010540397693558
217 => 0.010490713665487
218 => 0.010548209280616
219 => 0.01062010842774
220 => 0.010917513784848
221 => 0.010989217209586
222 => 0.010815015061436
223 => 0.010830743564956
224 => 0.010765587179592
225 => 0.010702646927737
226 => 0.01084412742222
227 => 0.011102685806694
228 => 0.011101077328404
301 => 0.011161057847945
302 => 0.011198425214713
303 => 0.011038017121958
304 => 0.010933597351943
305 => 0.01097363853617
306 => 0.011037665261731
307 => 0.010952875532001
308 => 0.010429514041682
309 => 0.010588268485383
310 => 0.010561843983256
311 => 0.010524212278897
312 => 0.01068384109965
313 => 0.010668444510472
314 => 0.010207256888889
315 => 0.010236780624104
316 => 0.010209052325013
317 => 0.01029864813205
318 => 0.010042505037269
319 => 0.010121292928073
320 => 0.010170707954595
321 => 0.010199813784841
322 => 0.010304964001743
323 => 0.010292625837429
324 => 0.010304197044125
325 => 0.010460107057163
326 => 0.01124864640125
327 => 0.011291564857934
328 => 0.011080218680531
329 => 0.011164647309784
330 => 0.011002562804129
331 => 0.011111371218647
401 => 0.011185815172427
402 => 0.010849417260047
403 => 0.01082949795888
404 => 0.010666744472813
405 => 0.010754198977397
406 => 0.010615052572403
407 => 0.010649194233054
408 => 0.010553731173457
409 => 0.010725545674226
410 => 0.010917660983358
411 => 0.010966196897309
412 => 0.01083851980373
413 => 0.010746073173648
414 => 0.010583767345038
415 => 0.010853685555238
416 => 0.010932617865509
417 => 0.010853270957415
418 => 0.010834884545045
419 => 0.010800042326828
420 => 0.01084227648635
421 => 0.010932187983196
422 => 0.010889787381688
423 => 0.010917793725986
424 => 0.010811062421538
425 => 0.011038070223711
426 => 0.011398613245966
427 => 0.011399772450737
428 => 0.011357371620674
429 => 0.011340022114551
430 => 0.011383527939293
501 => 0.011407128064513
502 => 0.011547817924126
503 => 0.011698783748821
504 => 0.012403275381123
505 => 0.012205456949842
506 => 0.012830523836415
507 => 0.013324870588918
508 => 0.01347310356483
509 => 0.013336736201892
510 => 0.012870230819699
511 => 0.012847341840067
512 => 0.013544497834555
513 => 0.013347519334345
514 => 0.013324089368525
515 => 0.013074834117756
516 => 0.013222174841824
517 => 0.013189949264113
518 => 0.013139079613166
519 => 0.013420195450843
520 => 0.013946419203591
521 => 0.01386440229683
522 => 0.013803180480588
523 => 0.013534924303217
524 => 0.013696474439181
525 => 0.013638949530053
526 => 0.013886113045875
527 => 0.013739698854444
528 => 0.013346027028472
529 => 0.013408720564317
530 => 0.013399244562496
531 => 0.013594260008499
601 => 0.01353572121219
602 => 0.013387813923003
603 => 0.013944620628012
604 => 0.01390846469771
605 => 0.013959725540482
606 => 0.013982292148764
607 => 0.014321210578068
608 => 0.014460054614374
609 => 0.014491574641423
610 => 0.01462346573733
611 => 0.014488293070806
612 => 0.015029080113379
613 => 0.015388671940891
614 => 0.015806356352972
615 => 0.016416705542009
616 => 0.016646202483133
617 => 0.016604745914866
618 => 0.017067505704175
619 => 0.017899074758991
620 => 0.016772829796314
621 => 0.017958768476749
622 => 0.017583313982844
623 => 0.016693118131932
624 => 0.016635800013853
625 => 0.017238650979477
626 => 0.018575716398975
627 => 0.018240796676261
628 => 0.01857626420766
629 => 0.018184923512877
630 => 0.018165490148902
701 => 0.018557257663603
702 => 0.019472643815838
703 => 0.019037778167648
704 => 0.018414291627536
705 => 0.01887466438623
706 => 0.018475846897162
707 => 0.017577199472306
708 => 0.018240540569461
709 => 0.01779698326866
710 => 0.017926436869837
711 => 0.018858728341952
712 => 0.01874655256549
713 => 0.018891718407429
714 => 0.018635504496058
715 => 0.018396160301612
716 => 0.017949406588745
717 => 0.017817144839057
718 => 0.017853697228392
719 => 0.017817126725508
720 => 0.017567172129038
721 => 0.017513194457728
722 => 0.017423229307397
723 => 0.017451113269348
724 => 0.017281952466491
725 => 0.017601193851887
726 => 0.017660447866162
727 => 0.017892765123931
728 => 0.017916885072315
729 => 0.018563885328373
730 => 0.018207528459734
731 => 0.018446603413588
801 => 0.018425218299455
802 => 0.016712411375331
803 => 0.016948421057252
804 => 0.017315578058403
805 => 0.017150174327054
806 => 0.016916332149439
807 => 0.016727492053191
808 => 0.016441379997483
809 => 0.016844077221596
810 => 0.017373581249229
811 => 0.017930314168271
812 => 0.018599192291914
813 => 0.018449906481316
814 => 0.017917809957011
815 => 0.017941679418395
816 => 0.018089231036381
817 => 0.017898138284611
818 => 0.01784178130154
819 => 0.018081488452328
820 => 0.018083139183734
821 => 0.017863263878492
822 => 0.017618912713471
823 => 0.017617888873168
824 => 0.017574408943504
825 => 0.018192658495772
826 => 0.01853263323744
827 => 0.018571610793675
828 => 0.018530009737348
829 => 0.018546020332842
830 => 0.018348196521498
831 => 0.018800363091401
901 => 0.019215315850583
902 => 0.01910409964695
903 => 0.018937370747388
904 => 0.018804563148136
905 => 0.019072814397252
906 => 0.019060869591396
907 => 0.019211691600229
908 => 0.019204849442718
909 => 0.01915413367385
910 => 0.01910410145817
911 => 0.019302473537957
912 => 0.019245345564737
913 => 0.019188128855994
914 => 0.019073371987172
915 => 0.019088969351555
916 => 0.018922269240088
917 => 0.018845146140846
918 => 0.017685399772428
919 => 0.017375477646981
920 => 0.017472985456694
921 => 0.01750508755944
922 => 0.017370209053269
923 => 0.017563590183673
924 => 0.017533451939341
925 => 0.017650702217753
926 => 0.017577449334216
927 => 0.017580455658108
928 => 0.017795876769429
929 => 0.017858414434512
930 => 0.01782660727331
1001 => 0.01784888391873
1002 => 0.018362239810058
1003 => 0.018289257018509
1004 => 0.018250486365099
1005 => 0.018261226101057
1006 => 0.018392399537765
1007 => 0.01842912093824
1008 => 0.018273529784063
1009 => 0.018346907471835
1010 => 0.01865934035335
1011 => 0.018768674179711
1012 => 0.019117615270241
1013 => 0.018969378893051
1014 => 0.019241473178904
1015 => 0.020077798249839
1016 => 0.020745912585796
1017 => 0.020131487031458
1018 => 0.021358393925593
1019 => 0.022313716932019
1020 => 0.022277050043859
1021 => 0.022110467380669
1022 => 0.02102285753643
1023 => 0.020022022742411
1024 => 0.020859263545298
1025 => 0.020861397844284
1026 => 0.020789478116804
1027 => 0.020342790866196
1028 => 0.020773934368734
1029 => 0.020808156974282
1030 => 0.020789001415701
1031 => 0.020446527347973
1101 => 0.019923632746341
1102 => 0.020025805099867
1103 => 0.020193165499202
1104 => 0.019876317348223
1105 => 0.019775065165479
1106 => 0.019963312237217
1107 => 0.020569883525189
1108 => 0.020455214736826
1109 => 0.020452220271349
1110 => 0.0209428219751
1111 => 0.020591657033689
1112 => 0.020027093820446
1113 => 0.019884534163428
1114 => 0.019378543420707
1115 => 0.019728033028982
1116 => 0.019740610537799
1117 => 0.019549198651045
1118 => 0.020042625840125
1119 => 0.020038078821711
1120 => 0.020506514500798
1121 => 0.021401987582806
1122 => 0.021137152128902
1123 => 0.020829177310027
1124 => 0.020862662712054
1125 => 0.021229914923277
1126 => 0.021007865852819
1127 => 0.021087716246737
1128 => 0.021229794060143
1129 => 0.021315513132564
1130 => 0.020850329056675
1201 => 0.020741872396258
1202 => 0.020520008132162
1203 => 0.020462127886952
1204 => 0.020642831700709
1205 => 0.020595222630143
1206 => 0.019739553446886
1207 => 0.019650131256337
1208 => 0.019652873707255
1209 => 0.019428017357327
1210 => 0.019085057451979
1211 => 0.019986335606162
1212 => 0.019913950357002
1213 => 0.019834042644102
1214 => 0.019843830882985
1215 => 0.020235045182565
1216 => 0.020008121132013
1217 => 0.020611435912526
1218 => 0.020487412530955
1219 => 0.02036020841763
1220 => 0.020342624934436
1221 => 0.020293662203351
1222 => 0.020125750780229
1223 => 0.019922987646898
1224 => 0.019789105863231
1225 => 0.018254404110652
1226 => 0.018539235828981
1227 => 0.018866908757691
1228 => 0.018980020139615
1229 => 0.018786535293765
1230 => 0.020133390741247
1231 => 0.020379474210124
]
'min_raw' => 0.0084939711366175
'max_raw' => 0.022313716932019
'avg_raw' => 0.015403844034318
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.008493'
'max' => '$0.022313'
'avg' => '$0.0154038'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.0003293304004635
'max_diff' => -0.0040240530393141
'year' => 2027
]
2 => [
'items' => [
101 => 0.019634071331268
102 => 0.019494636887233
103 => 0.020142532040185
104 => 0.019751772060994
105 => 0.019927731255697
106 => 0.019547403721282
107 => 0.020320199908637
108 => 0.020314312496477
109 => 0.020013677325203
110 => 0.020267772113303
111 => 0.020223616890905
112 => 0.019884200522968
113 => 0.020330960012907
114 => 0.02033118160004
115 => 0.02004182678406
116 => 0.019703923706911
117 => 0.019643514617631
118 => 0.019598004483678
119 => 0.019916538552567
120 => 0.020202135202702
121 => 0.020733559763191
122 => 0.020867172524034
123 => 0.021388672024709
124 => 0.021078144463407
125 => 0.021215797309327
126 => 0.021365238945757
127 => 0.021436886761796
128 => 0.021320140490394
129 => 0.022130243872701
130 => 0.022198641419094
131 => 0.022221574524763
201 => 0.021948412222245
202 => 0.022191044281314
203 => 0.022077524776005
204 => 0.022372870992193
205 => 0.022419185050061
206 => 0.022379958690717
207 => 0.022394659503702
208 => 0.021703379178933
209 => 0.021667532647299
210 => 0.021178762644923
211 => 0.021377940033696
212 => 0.021005587452204
213 => 0.021123664291452
214 => 0.021175711437115
215 => 0.02114852496187
216 => 0.021389201224414
217 => 0.02118457723434
218 => 0.020644540881234
219 => 0.020104357395585
220 => 0.020097575831947
221 => 0.019955355055206
222 => 0.019852555482657
223 => 0.019872358327341
224 => 0.019942146134932
225 => 0.019848499288413
226 => 0.019868483591133
227 => 0.020200356171006
228 => 0.020266910850093
229 => 0.020040732045965
301 => 0.019132591509945
302 => 0.018909731544508
303 => 0.019069918868159
304 => 0.018993359644839
305 => 0.015329123604326
306 => 0.016189981509663
307 => 0.015678488974284
308 => 0.015914208267227
309 => 0.015392106838955
310 => 0.015641281006207
311 => 0.015595267635899
312 => 0.016979501673043
313 => 0.016957888762505
314 => 0.01696823371905
315 => 0.016474441989519
316 => 0.017261065622568
317 => 0.017648584710279
318 => 0.01757686524063
319 => 0.017594915486005
320 => 0.017284752467134
321 => 0.016971236775055
322 => 0.016623499622821
323 => 0.017269552270062
324 => 0.017197722244175
325 => 0.017362474479932
326 => 0.017781485802464
327 => 0.017843186811376
328 => 0.017926113593064
329 => 0.017896390244959
330 => 0.018604520985287
331 => 0.018518761680236
401 => 0.018725416930772
402 => 0.018300311401448
403 => 0.01781926414363
404 => 0.017910695500721
405 => 0.017901889925789
406 => 0.01778978485033
407 => 0.017688581400763
408 => 0.017520106171128
409 => 0.018053186727334
410 => 0.018031544630272
411 => 0.018381905025529
412 => 0.018319975422448
413 => 0.017906394376329
414 => 0.017921165504301
415 => 0.018020508438676
416 => 0.018364335468825
417 => 0.018466406740903
418 => 0.018419123260839
419 => 0.018531039750942
420 => 0.018619493981516
421 => 0.018542148240437
422 => 0.019637200826388
423 => 0.019182458645901
424 => 0.019404096820595
425 => 0.019456956219291
426 => 0.019321557981043
427 => 0.019350921010672
428 => 0.019395397999612
429 => 0.019665453566972
430 => 0.020374157516931
501 => 0.020688037672057
502 => 0.021632361605328
503 => 0.020661974294597
504 => 0.02060439552744
505 => 0.020774496783673
506 => 0.021328914899343
507 => 0.021778218708247
508 => 0.02192727870262
509 => 0.021946979441588
510 => 0.022226625900352
511 => 0.022386914035417
512 => 0.022192669464826
513 => 0.022028067529504
514 => 0.021438483828325
515 => 0.021506729747119
516 => 0.021976876451393
517 => 0.022640986362682
518 => 0.023210861755428
519 => 0.023011311255051
520 => 0.024533740712228
521 => 0.02468468337434
522 => 0.024663827978997
523 => 0.025007697826569
524 => 0.024325186207015
525 => 0.024033399266616
526 => 0.022063656336232
527 => 0.0226170737549
528 => 0.023421498473999
529 => 0.023315029845988
530 => 0.022730835112644
531 => 0.023210418591336
601 => 0.023051853295319
602 => 0.022926786267469
603 => 0.023499742567483
604 => 0.02286975357987
605 => 0.023415213851931
606 => 0.022715655410949
607 => 0.023012222784927
608 => 0.022843876800108
609 => 0.022952817283994
610 => 0.022315953441214
611 => 0.022659589711782
612 => 0.022301657042587
613 => 0.022301487335898
614 => 0.022293585952387
615 => 0.022714692150378
616 => 0.022728424408377
617 => 0.022417226291805
618 => 0.022372377781379
619 => 0.02253820623048
620 => 0.022344064547122
621 => 0.022434902218852
622 => 0.022346815927661
623 => 0.022326985848133
624 => 0.022168976400641
625 => 0.022100901586102
626 => 0.022127595474954
627 => 0.022036475470657
628 => 0.021981572372113
629 => 0.022282664344196
630 => 0.022121803049527
701 => 0.022258010043712
702 => 0.022102784983145
703 => 0.021564707294882
704 => 0.021255253126293
705 => 0.020238874252992
706 => 0.020527118040646
707 => 0.02071822397007
708 => 0.020655063461536
709 => 0.020790756673741
710 => 0.020799087134915
711 => 0.020754971888399
712 => 0.020703892084446
713 => 0.020679029260772
714 => 0.020864336378708
715 => 0.020971913397821
716 => 0.020737404006756
717 => 0.020682461737564
718 => 0.020919563679549
719 => 0.021064195727191
720 => 0.02213207750525
721 => 0.022052965373919
722 => 0.022251521298589
723 => 0.02222916694856
724 => 0.022437285190053
725 => 0.022777470557563
726 => 0.02208577858809
727 => 0.022205832397082
728 => 0.022176397975565
729 => 0.022497755271572
730 => 0.022498758513973
731 => 0.022306088762029
801 => 0.022410538160268
802 => 0.02235223737159
803 => 0.022457594776555
804 => 0.022051908783172
805 => 0.022545990532015
806 => 0.022826103045684
807 => 0.022829992408209
808 => 0.022962763516577
809 => 0.023097666652264
810 => 0.023356601473628
811 => 0.023090445100633
812 => 0.022611655695417
813 => 0.022646222743993
814 => 0.022365508690897
815 => 0.022370227544845
816 => 0.022345037932649
817 => 0.022420633855034
818 => 0.022068497837008
819 => 0.0221511434566
820 => 0.0220354391052
821 => 0.022205580878419
822 => 0.022022536455878
823 => 0.022176383781395
824 => 0.022242779186969
825 => 0.022487779662926
826 => 0.021986349686375
827 => 0.020963900020362
828 => 0.021178831336162
829 => 0.020860931037604
830 => 0.020890353920567
831 => 0.02094979282677
901 => 0.020757131884566
902 => 0.020793885520894
903 => 0.020792572422373
904 => 0.020781256848713
905 => 0.020731138296727
906 => 0.020658456480694
907 => 0.020947998465486
908 => 0.020997197290798
909 => 0.021106560185021
910 => 0.021431949976671
911 => 0.021399435863266
912 => 0.021452467731228
913 => 0.021336699461228
914 => 0.020895724078581
915 => 0.020919671163455
916 => 0.020621050631347
917 => 0.021098923786625
918 => 0.020985757115838
919 => 0.020912797826988
920 => 0.020892890209063
921 => 0.021219086579068
922 => 0.021316689645476
923 => 0.021255869964389
924 => 0.021131127024086
925 => 0.021370670346407
926 => 0.021434762033939
927 => 0.021449109799167
928 => 0.021873534638444
929 => 0.021472830432911
930 => 0.02156928391784
1001 => 0.022321786473395
1002 => 0.021639370493761
1003 => 0.022000861457866
1004 => 0.021983168356281
1005 => 0.022168094901329
1006 => 0.021967998981985
1007 => 0.021970479410718
1008 => 0.022134681654712
1009 => 0.021904089217054
1010 => 0.021846991286661
1011 => 0.021768110904766
1012 => 0.021940343332852
1013 => 0.022043588884087
1014 => 0.022875672201541
1015 => 0.023413235972225
1016 => 0.023389898911216
1017 => 0.023603155963691
1018 => 0.02350708170834
1019 => 0.023196832594706
1020 => 0.023726390000831
1021 => 0.02355881587991
1022 => 0.023572630486836
1023 => 0.023572116306477
1024 => 0.023683538447305
1025 => 0.023604585648839
1026 => 0.023448961578723
1027 => 0.023552272099137
1028 => 0.02385906741058
1029 => 0.024811369470928
1030 => 0.025344290320223
1031 => 0.024779286966646
1101 => 0.025169018714247
1102 => 0.024935318541307
1103 => 0.024892848267906
1104 => 0.025137628606349
1105 => 0.025382837400372
1106 => 0.025367218660259
1107 => 0.02518920966741
1108 => 0.02508865690416
1109 => 0.025850076115134
1110 => 0.026411076819341
1111 => 0.026372820332311
1112 => 0.026541672024387
1113 => 0.027037425814711
1114 => 0.027082751328309
1115 => 0.027077041355391
1116 => 0.026964697340709
1117 => 0.027452831329047
1118 => 0.027860041290018
1119 => 0.026938692947241
1120 => 0.027289530334835
1121 => 0.027447032541401
1122 => 0.027678292509438
1123 => 0.028068466839188
1124 => 0.028492299649927
1125 => 0.028552234256456
1126 => 0.028509707784989
1127 => 0.028230178653069
1128 => 0.028693941571956
1129 => 0.028965603013261
1130 => 0.029127371184697
1201 => 0.029537588351801
1202 => 0.027448005221408
1203 => 0.025968894422696
1204 => 0.025737909912858
1205 => 0.026207625996631
1206 => 0.026331486382006
1207 => 0.026281558415969
1208 => 0.024616684737148
1209 => 0.025729144697493
1210 => 0.026926058076534
1211 => 0.026972036394006
1212 => 0.027571236257833
1213 => 0.027766360295527
1214 => 0.028248794724829
1215 => 0.028218618319923
1216 => 0.02833608342625
1217 => 0.028309080232517
1218 => 0.029202688424245
1219 => 0.030188470961821
1220 => 0.030154336447141
1221 => 0.030012618544115
1222 => 0.030223093796602
1223 => 0.031240527018257
1224 => 0.031146858071242
1225 => 0.031237849474565
1226 => 0.03243746058292
1227 => 0.033997125666472
1228 => 0.033272504647348
1229 => 0.034844723754766
1230 => 0.035834352343131
1231 => 0.037545812657204
]
'min_raw' => 0.015329123604326
'max_raw' => 0.037545812657204
'avg_raw' => 0.026437468130765
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.015329'
'max' => '$0.037545'
'avg' => '$0.026437'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.0068351524677089
'max_diff' => 0.015232095725184
'year' => 2028
]
3 => [
'items' => [
101 => 0.037331529396762
102 => 0.037997788337755
103 => 0.036947917638306
104 => 0.034537202298495
105 => 0.034155697368122
106 => 0.034919479899972
107 => 0.036797164725714
108 => 0.034860344922696
109 => 0.035252161046327
110 => 0.035139317976363
111 => 0.035133305048717
112 => 0.035362794040629
113 => 0.035029908288519
114 => 0.033673671849417
115 => 0.034295227017106
116 => 0.034055214717331
117 => 0.034321526258034
118 => 0.035758699807974
119 => 0.035123291123607
120 => 0.034453939691036
121 => 0.035293454928454
122 => 0.03636244631442
123 => 0.036295550754648
124 => 0.036165745408517
125 => 0.036897451348274
126 => 0.038106015191028
127 => 0.038432685141321
128 => 0.038673826220155
129 => 0.038707075500814
130 => 0.039049563755917
131 => 0.037207918090075
201 => 0.040130657058581
202 => 0.040635333339407
203 => 0.040540475115301
204 => 0.041101401561415
205 => 0.040936362771638
206 => 0.040697247459043
207 => 0.041586435188611
208 => 0.040567053210411
209 => 0.039120168828979
210 => 0.038326379441198
211 => 0.039371705340192
212 => 0.040010049389861
213 => 0.040431954200386
214 => 0.040559622341129
215 => 0.037350879800622
216 => 0.035621545536308
217 => 0.036730028972875
218 => 0.038082455268928
219 => 0.037200405293715
220 => 0.037234979982802
221 => 0.035977408516804
222 => 0.038193722439156
223 => 0.037870824142803
224 => 0.039546021075477
225 => 0.039146221883199
226 => 0.040512279951025
227 => 0.040152551080175
228 => 0.041645765510902
301 => 0.042241449174485
302 => 0.043241694756402
303 => 0.043977479478191
304 => 0.044409546340145
305 => 0.044383606666395
306 => 0.046095670828312
307 => 0.045086126406996
308 => 0.043817900682471
309 => 0.043794962480315
310 => 0.044451794553944
311 => 0.045828334387191
312 => 0.046185251138112
313 => 0.046384718910398
314 => 0.046079227073619
315 => 0.04498343895898
316 => 0.044510283206851
317 => 0.044913425616307
318 => 0.044420417091965
319 => 0.04527148811874
320 => 0.046440190417464
321 => 0.046198858014327
322 => 0.047005596055438
323 => 0.04784048505667
324 => 0.049034413825643
325 => 0.049346551016907
326 => 0.049862501924553
327 => 0.050393584889563
328 => 0.050564154424838
329 => 0.050889824592295
330 => 0.050888108149757
331 => 0.051869537119519
401 => 0.052952083665492
402 => 0.053360719925586
403 => 0.054300356473339
404 => 0.052691261814104
405 => 0.053911778597081
406 => 0.055012715286843
407 => 0.053700133179017
408 => 0.055509221822247
409 => 0.055579464634781
410 => 0.05664004770793
411 => 0.055564943580162
412 => 0.054926550180946
413 => 0.056769568004192
414 => 0.057661346274343
415 => 0.057392735401841
416 => 0.055348593399148
417 => 0.054158815076206
418 => 0.051044935713968
419 => 0.054733460328117
420 => 0.056530033071931
421 => 0.055343940709762
422 => 0.055942136706367
423 => 0.059205700098144
424 => 0.060448253737652
425 => 0.06018981126674
426 => 0.060233483789999
427 => 0.060903943179933
428 => 0.063877129343632
429 => 0.062095527276428
430 => 0.06345749530145
501 => 0.06417987823098
502 => 0.064850867754766
503 => 0.063203129552765
504 => 0.061059446362042
505 => 0.060380451909842
506 => 0.05522600719967
507 => 0.054957695967886
508 => 0.054807084742824
509 => 0.053857502273187
510 => 0.053111390564581
511 => 0.052518054832546
512 => 0.050960964686637
513 => 0.051486436902021
514 => 0.049004760199413
515 => 0.050592449008519
516 => 0.046631633068978
517 => 0.049930318279709
518 => 0.048134993892321
519 => 0.049340505933357
520 => 0.049336300015412
521 => 0.047116570139923
522 => 0.045836276272321
523 => 0.04665212935454
524 => 0.047526788621176
525 => 0.047668699144481
526 => 0.048802717714618
527 => 0.049119197921896
528 => 0.048160248118796
529 => 0.046549553962386
530 => 0.046923681478898
531 => 0.04582869459014
601 => 0.043909772185655
602 => 0.045287975757727
603 => 0.045758555052566
604 => 0.045966389677478
605 => 0.044079349882394
606 => 0.043486401009152
607 => 0.04317072000436
608 => 0.046305960821271
609 => 0.046477716390628
610 => 0.04559899061401
611 => 0.049570914448518
612 => 0.048671945756367
613 => 0.049676314038176
614 => 0.046889733328193
615 => 0.046996184463943
616 => 0.0456769724989
617 => 0.046415643049549
618 => 0.045893574512814
619 => 0.046355965768741
620 => 0.046633121181033
621 => 0.047952116676374
622 => 0.049945379089534
623 => 0.047755102733994
624 => 0.046800767960549
625 => 0.047392831886612
626 => 0.048969576142987
627 => 0.05135842440345
628 => 0.049944178153205
629 => 0.050571796623605
630 => 0.050708903338585
701 => 0.049666090511896
702 => 0.051396874399823
703 => 0.052324415546226
704 => 0.05327588083484
705 => 0.054102011485491
706 => 0.052895844675397
707 => 0.054186616059418
708 => 0.053146482175719
709 => 0.052213374554977
710 => 0.052214789694067
711 => 0.051629437653048
712 => 0.050495244314471
713 => 0.050286081661189
714 => 0.051374172197891
715 => 0.052246717765768
716 => 0.05231858479795
717 => 0.052801670857336
718 => 0.053087556211099
719 => 0.055889621320269
720 => 0.057016635087075
721 => 0.058394726187847
722 => 0.058931570336556
723 => 0.060547278754892
724 => 0.059242462985664
725 => 0.058960157886315
726 => 0.055040977757629
727 => 0.055682743284144
728 => 0.056710271813259
729 => 0.055057921324611
730 => 0.056105957391003
731 => 0.056312861910948
801 => 0.055001775087287
802 => 0.055702083208522
803 => 0.053842272465409
804 => 0.049985917881458
805 => 0.051401167624872
806 => 0.052443267803938
807 => 0.050956062358386
808 => 0.053621820556739
809 => 0.05206453964968
810 => 0.051570956364809
811 => 0.049645311995379
812 => 0.050554142012901
813 => 0.051783347624791
814 => 0.051023841467133
815 => 0.052599930784697
816 => 0.054832093586034
817 => 0.056422865725859
818 => 0.056544985458059
819 => 0.055522225545607
820 => 0.057161204832478
821 => 0.057173143007268
822 => 0.055324367676251
823 => 0.054192003080027
824 => 0.053934727461249
825 => 0.054577452398812
826 => 0.055357839126582
827 => 0.056588291490235
828 => 0.057331828083559
829 => 0.059270577177613
830 => 0.059795147094172
831 => 0.060371490392808
901 => 0.061141662777477
902 => 0.062066452193418
903 => 0.060043065599629
904 => 0.060123458521065
905 => 0.058239308940623
906 => 0.056225824899539
907 => 0.057753808302393
908 => 0.05975144334251
909 => 0.059293183657117
910 => 0.059241620081114
911 => 0.059328335713407
912 => 0.058982822875983
913 => 0.057420081117615
914 => 0.056635281989844
915 => 0.057647873088279
916 => 0.058186020191853
917 => 0.059020639418137
918 => 0.058917754981823
919 => 0.061067644477168
920 => 0.061903026525775
921 => 0.061689300049728
922 => 0.061728630864936
923 => 0.063241050160892
924 => 0.064923171470747
925 => 0.066498700052883
926 => 0.068101395397159
927 => 0.06616928360537
928 => 0.065188276393589
929 => 0.066200425426428
930 => 0.065663364902574
1001 => 0.068749473975135
1002 => 0.068963149471484
1003 => 0.072049035383233
1004 => 0.074977908573941
1005 => 0.073138335799071
1006 => 0.074872970069596
1007 => 0.076749118459976
1008 => 0.080368513099126
1009 => 0.079149628316499
1010 => 0.078215981675367
1011 => 0.077333690110844
1012 => 0.079169598796774
1013 => 0.081531465991865
1014 => 0.082040189564005
1015 => 0.082864516098234
1016 => 0.081997837541345
1017 => 0.083041656401606
1018 => 0.086726795655573
1019 => 0.085731038499527
1020 => 0.084316903261991
1021 => 0.087225966778462
1022 => 0.088278745556375
1023 => 0.095667698364294
1024 => 0.10499655650671
1025 => 0.10113434797916
1026 => 0.098736950513426
1027 => 0.099300395784902
1028 => 0.10270697897673
1029 => 0.10380106537841
1030 => 0.10082696138447
1031 => 0.10187746519424
1101 => 0.10766584446936
1102 => 0.11077112423702
1103 => 0.10655373721782
1104 => 0.094918133695858
1105 => 0.08418957585624
1106 => 0.087035272508562
1107 => 0.086712658820437
1108 => 0.092931550236532
1109 => 0.085707290020674
1110 => 0.085828928035061
1111 => 0.09217641953972
1112 => 0.090483017629831
1113 => 0.08773992341034
1114 => 0.084209603479732
1115 => 0.077683480572933
1116 => 0.071903111519981
1117 => 0.08323974637231
1118 => 0.082750890063145
1119 => 0.082042953683028
1120 => 0.083618389490262
1121 => 0.091268258574934
1122 => 0.091091904332323
1123 => 0.089970028617553
1124 => 0.090820961459447
1125 => 0.087590750768956
1126 => 0.088423249614426
1127 => 0.084187876397864
1128 => 0.08610244197656
1129 => 0.087734037962131
1130 => 0.088061605012426
1201 => 0.088799630302729
1202 => 0.082493285002018
1203 => 0.085324648897466
1204 => 0.086987809923122
1205 => 0.079473587902892
1206 => 0.086839277913848
1207 => 0.082383505560684
1208 => 0.080871149500565
1209 => 0.082907337697755
1210 => 0.082113833177052
1211 => 0.081431624586301
1212 => 0.08105094047083
1213 => 0.082546092356956
1214 => 0.082476341734375
1215 => 0.080029983052198
1216 => 0.076838807877634
1217 => 0.077909871012972
1218 => 0.077520743734633
1219 => 0.076110496279516
1220 => 0.077060832790338
1221 => 0.072876031750979
1222 => 0.065676299069793
1223 => 0.070432663012761
1224 => 0.070249548174885
1225 => 0.070157213370031
1226 => 0.073731489416928
1227 => 0.073387905247597
1228 => 0.072764296615876
1229 => 0.076099043217955
1230 => 0.074881815849525
1231 => 0.078633023784188
]
'min_raw' => 0.033673671849417
'max_raw' => 0.11077112423702
'avg_raw' => 0.072222398043218
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.033673'
'max' => '$0.110771'
'avg' => '$0.072222'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072434
'min_diff' => 0.018344548245091
'max_diff' => 0.073225311579816
'year' => 2029
]
4 => [
'items' => [
101 => 0.081103811942875
102 => 0.080477140144209
103 => 0.082800928349809
104 => 0.077934546144367
105 => 0.079550963107649
106 => 0.079884104403524
107 => 0.076057892962524
108 => 0.073444119866877
109 => 0.073269811000592
110 => 0.068737888652859
111 => 0.071158804990619
112 => 0.073289111183523
113 => 0.072268859835561
114 => 0.071945878737938
115 => 0.073595919119639
116 => 0.073724141388938
117 => 0.070800660060548
118 => 0.071408544403333
119 => 0.073943523165112
120 => 0.071344669442622
121 => 0.066295521180169
122 => 0.065043262601144
123 => 0.064876188222997
124 => 0.061479963638802
125 => 0.065126944507302
126 => 0.063534939625191
127 => 0.068564063972632
128 => 0.065691455117109
129 => 0.065567622690758
130 => 0.06538043181606
131 => 0.062457161020173
201 => 0.063097171540921
202 => 0.065224663988244
203 => 0.065983777261367
204 => 0.065904595527748
205 => 0.065214238114603
206 => 0.065530280203139
207 => 0.064512198519601
208 => 0.064152692687606
209 => 0.06301799339196
210 => 0.061350298896042
211 => 0.061582202044264
212 => 0.058278062871848
213 => 0.056477792486777
214 => 0.055979501371371
215 => 0.055313165666832
216 => 0.056054765762251
217 => 0.058268702660715
218 => 0.055598225048252
219 => 0.051019878493908
220 => 0.051295044922947
221 => 0.051913262191352
222 => 0.050761218401596
223 => 0.049670905638299
224 => 0.050618844126116
225 => 0.048678938335764
226 => 0.052147690538106
227 => 0.052053870512099
228 => 0.053346806826935
301 => 0.054155306438326
302 => 0.052291976588927
303 => 0.051823354170783
304 => 0.052090302797859
305 => 0.047678236627703
306 => 0.052986246892234
307 => 0.053032150785421
308 => 0.052639093782888
309 => 0.055465445382319
310 => 0.061429928818291
311 => 0.059185850228888
312 => 0.058316875171437
313 => 0.056664952952005
314 => 0.058866041227962
315 => 0.058697031990695
316 => 0.057932708124922
317 => 0.057470442666066
318 => 0.05832218094784
319 => 0.057364902867184
320 => 0.057192949419656
321 => 0.056151098614831
322 => 0.0557792052787
323 => 0.055503870258128
324 => 0.05520075345434
325 => 0.055869353591496
326 => 0.054354217719026
327 => 0.052527112387429
328 => 0.05237520834866
329 => 0.05279462875524
330 => 0.052609066447506
331 => 0.052374319947722
401 => 0.051926124950229
402 => 0.051793155068644
403 => 0.05222524267598
404 => 0.051737440959571
405 => 0.052457218964067
406 => 0.052261479173978
407 => 0.05116809261815
408 => 0.049805328146037
409 => 0.04979319668374
410 => 0.049499591313605
411 => 0.049125640730875
412 => 0.04902161623359
413 => 0.050539011390687
414 => 0.053679973954062
415 => 0.053063327846007
416 => 0.053508917855512
417 => 0.055700779685632
418 => 0.056397506649842
419 => 0.055902986353528
420 => 0.05522605647125
421 => 0.055255837950593
422 => 0.057569112278948
423 => 0.057713388361288
424 => 0.058077927476131
425 => 0.058546463257447
426 => 0.055982780023093
427 => 0.055135088700804
428 => 0.054733405524179
429 => 0.053496376811128
430 => 0.054830406223327
501 => 0.054053124413674
502 => 0.054158006285524
503 => 0.05408970182889
504 => 0.054127000680939
505 => 0.052146720951172
506 => 0.052868230804261
507 => 0.051668580734364
508 => 0.050062383957812
509 => 0.050056999423012
510 => 0.050450113808575
511 => 0.050216273989475
512 => 0.049587017048846
513 => 0.049676400027253
514 => 0.048893311083215
515 => 0.049771481203342
516 => 0.049796663980144
517 => 0.049458520649645
518 => 0.050811462883825
519 => 0.051365764421064
520 => 0.051143191237198
521 => 0.051350148093149
522 => 0.053088952275787
523 => 0.053372453226903
524 => 0.053498365622367
525 => 0.053329659692641
526 => 0.05138193024164
527 => 0.051468320325177
528 => 0.050834447212903
529 => 0.050298891228935
530 => 0.050320310659672
531 => 0.050595656052837
601 => 0.051798105533579
602 => 0.054328589577533
603 => 0.054424619597241
604 => 0.054541010782521
605 => 0.054067589338466
606 => 0.053924800900905
607 => 0.05411317570687
608 => 0.055063492467249
609 => 0.057507965183427
610 => 0.056643925264687
611 => 0.055941447361168
612 => 0.056557709869237
613 => 0.056462841086545
614 => 0.055662053088056
615 => 0.055639577636046
616 => 0.054102609439535
617 => 0.053534427292358
618 => 0.05305961176248
619 => 0.052541125599227
620 => 0.052233749621837
621 => 0.052706018822991
622 => 0.05281403237702
623 => 0.051781407514843
624 => 0.051640664561808
625 => 0.052483928315018
626 => 0.052112839377272
627 => 0.052494513552307
628 => 0.052583065234855
629 => 0.052568806374447
630 => 0.052181346904146
701 => 0.052428302016308
702 => 0.051844179555183
703 => 0.051209034111067
704 => 0.050803850888681
705 => 0.050450274787393
706 => 0.050646459358351
707 => 0.049947097184773
708 => 0.049723357150066
709 => 0.052344639180973
710 => 0.054281008400736
711 => 0.054252852825394
712 => 0.054081463001527
713 => 0.053826812488418
714 => 0.055044863196095
715 => 0.054620518685233
716 => 0.054929264772055
717 => 0.055007853609184
718 => 0.05524571834973
719 => 0.055330734549309
720 => 0.055073756546632
721 => 0.054211306982429
722 => 0.052062164667677
723 => 0.051061733118662
724 => 0.050731574043981
725 => 0.050743574699284
726 => 0.050412543052735
727 => 0.050510046708442
728 => 0.050378635260378
729 => 0.050129773769589
730 => 0.050631092862568
731 => 0.050688865217924
801 => 0.050571851351305
802 => 0.050599412352858
803 => 0.049630587514533
804 => 0.049704245162814
805 => 0.049294110017224
806 => 0.049217214621679
807 => 0.048180428688182
808 => 0.046343612122467
809 => 0.047361386803971
810 => 0.046132058109491
811 => 0.045666492705522
812 => 0.047870406917636
813 => 0.047649195057805
814 => 0.047270576512257
815 => 0.046710520772374
816 => 0.046502790650579
817 => 0.045240688189919
818 => 0.045166116443488
819 => 0.045791648502625
820 => 0.045502986980577
821 => 0.045097596878955
822 => 0.043629315024616
823 => 0.041978480088924
824 => 0.042028308418854
825 => 0.042553408297022
826 => 0.044080207012161
827 => 0.04348366034027
828 => 0.043050858885229
829 => 0.042969808182664
830 => 0.043984327416407
831 => 0.045420084680505
901 => 0.046093709865561
902 => 0.045426167765471
903 => 0.044659331343907
904 => 0.04470600512371
905 => 0.045016504870516
906 => 0.045049134003675
907 => 0.044550002325295
908 => 0.044690504969079
909 => 0.04447706860534
910 => 0.043167210035052
911 => 0.043143518847122
912 => 0.04282205842965
913 => 0.042812324735965
914 => 0.042265440373787
915 => 0.042188927471085
916 => 0.041103055376472
917 => 0.04181777967747
918 => 0.041338380141071
919 => 0.040615811960798
920 => 0.040491240934167
921 => 0.040487496178682
922 => 0.041229412136533
923 => 0.041809109957538
924 => 0.041346719501255
925 => 0.041241442157422
926 => 0.042365528761569
927 => 0.042222478494915
928 => 0.042098597886567
929 => 0.045291528365028
930 => 0.042764074743854
1001 => 0.041661960703013
1002 => 0.040297885291692
1003 => 0.040742035123883
1004 => 0.040835624019444
1005 => 0.037555268548291
1006 => 0.036224428742186
1007 => 0.035767734672371
1008 => 0.035504900778487
1009 => 0.03562467748439
1010 => 0.034426765566956
1011 => 0.035231782187106
1012 => 0.034194491723582
1013 => 0.034020586601737
1014 => 0.035875390446149
1015 => 0.036133475565492
1016 => 0.035032404265613
1017 => 0.035739470287387
1018 => 0.035483078318939
1019 => 0.034212273091375
1020 => 0.034163737679092
1021 => 0.033526092286865
1022 => 0.032528300720506
1023 => 0.032072283200358
1024 => 0.03183478531654
1025 => 0.031932781572145
1026 => 0.031883231666576
1027 => 0.031559885015892
1028 => 0.031901765518097
1029 => 0.03102840210974
1030 => 0.030680621763364
1031 => 0.030523537449349
1101 => 0.02974837715551
1102 => 0.030982001898356
1103 => 0.031225041513492
1104 => 0.031468559991748
1105 => 0.033588222087842
1106 => 0.033482329759624
1107 => 0.03443954483506
1108 => 0.034402349217434
1109 => 0.034129335972063
1110 => 0.032977537998346
1111 => 0.033436624141845
1112 => 0.032023628349981
1113 => 0.03308234087162
1114 => 0.032599188689636
1115 => 0.032918986632884
1116 => 0.032343961095906
1117 => 0.032662203970292
1118 => 0.031282675222416
1119 => 0.029994490688142
1120 => 0.030512893749184
1121 => 0.031076457163119
1122 => 0.032298406237816
1123 => 0.031570623449787
1124 => 0.031832361660876
1125 => 0.030955582468175
1126 => 0.029146536554038
1127 => 0.02915677555745
1128 => 0.028878493255768
1129 => 0.028638016717233
1130 => 0.031654218057786
1201 => 0.031279105742001
1202 => 0.030681413360284
1203 => 0.031481448364564
1204 => 0.031692990317958
1205 => 0.031699012619978
1206 => 0.032282697507208
1207 => 0.032594210236154
1208 => 0.032649115704804
1209 => 0.033567556486208
1210 => 0.033875405721607
1211 => 0.035143393153763
1212 => 0.032567780557522
1213 => 0.032514737511031
1214 => 0.031492706497741
1215 => 0.030844518271441
1216 => 0.031537088500145
1217 => 0.032150611177512
1218 => 0.031511770357515
1219 => 0.031595189481941
1220 => 0.030737597876306
1221 => 0.031044146521885
1222 => 0.031308187512019
1223 => 0.031162399596879
1224 => 0.0309441480317
1225 => 0.032100309314488
1226 => 0.032035074163881
1227 => 0.033111718130447
1228 => 0.033951039093934
1229 => 0.035455252307071
1230 => 0.033885527402754
1231 => 0.033828320388149
]
'min_raw' => 0.028638016717233
'max_raw' => 0.082800928349809
'avg_raw' => 0.055719472533521
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.028638'
'max' => '$0.08280092'
'avg' => '$0.055719'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.0050356551321842
'max_diff' => -0.02797019588721
'year' => 2030
]
5 => [
'items' => [
101 => 0.034387528132204
102 => 0.033875320109815
103 => 0.034199017899145
104 => 0.035403099588861
105 => 0.035428539937598
106 => 0.035002381318222
107 => 0.034976449527503
108 => 0.035058297952019
109 => 0.035537686730896
110 => 0.035370173561427
111 => 0.035564024042052
112 => 0.035806437036416
113 => 0.036809159962087
114 => 0.037050913064764
115 => 0.036463578359872
116 => 0.036516608107616
117 => 0.036296928805288
118 => 0.036084721351813
119 => 0.036561732716815
120 => 0.037433480362039
121 => 0.037428057265181
122 => 0.03763028577452
123 => 0.037756272460487
124 => 0.037215445376427
125 => 0.036863386831467
126 => 0.036998388479672
127 => 0.037214259055105
128 => 0.03692838456149
129 => 0.035163834756949
130 => 0.035699086447769
131 => 0.035609994393946
201 => 0.035483116475338
202 => 0.036021316189436
203 => 0.035969405514065
204 => 0.034414479248809
205 => 0.034514020583365
206 => 0.034420532687055
207 => 0.034722611205857
208 => 0.033859006878463
209 => 0.034124645753105
210 => 0.034291251965071
211 => 0.034389384303849
212 => 0.034743905601487
213 => 0.034702306619078
214 => 0.034741319750332
215 => 0.035266981244577
216 => 0.037925596697225
217 => 0.038070299270408
218 => 0.037357730877574
219 => 0.037642387895721
220 => 0.037095908668525
221 => 0.037462763834835
222 => 0.037713756822513
223 => 0.036579567774372
224 => 0.036512408459767
225 => 0.035963673718407
226 => 0.03625853268649
227 => 0.03578939086716
228 => 0.03590450185974
301 => 0.035582641489292
302 => 0.036161926074337
303 => 0.036809656252141
304 => 0.036973298474694
305 => 0.036542826239563
306 => 0.036231135971826
307 => 0.035683910538836
308 => 0.036593958629612
309 => 0.036860084424569
310 => 0.036592560784105
311 => 0.036530569711102
312 => 0.036413096739778
313 => 0.036555492157299
314 => 0.036858635046336
315 => 0.036715678458036
316 => 0.036810103803179
317 => 0.036450251758488
318 => 0.037215624412696
319 => 0.038431220384537
320 => 0.038435128724357
321 => 0.038292171365468
322 => 0.03823367629427
323 => 0.038380359219868
324 => 0.038459928689756
325 => 0.038934274374091
326 => 0.039443266192148
327 => 0.041818508916491
328 => 0.041151550264183
329 => 0.043259006913042
330 => 0.044925731503294
331 => 0.045425509330877
401 => 0.044965737245864
402 => 0.043392881779436
403 => 0.04331570998655
404 => 0.045666220095843
405 => 0.045002093329784
406 => 0.044923097564196
407 => 0.044082716083783
408 => 0.044579485621978
409 => 0.044470834836805
410 => 0.044299324257032
411 => 0.045247125930642
412 => 0.047021326052801
413 => 0.04674480032542
414 => 0.046538386697588
415 => 0.045633942266535
416 => 0.046178619829006
417 => 0.045984670581622
418 => 0.046817999631619
419 => 0.046324353962899
420 => 0.044997061916345
421 => 0.04520843754957
422 => 0.045176488547837
423 => 0.045833996739578
424 => 0.045636629100774
425 => 0.045137949348723
426 => 0.047015262029664
427 => 0.046893359786326
428 => 0.047066189296647
429 => 0.047142274192021
430 => 0.04828496133895
501 => 0.048753083701136
502 => 0.048859355672988
503 => 0.049304035711182
504 => 0.048848291628543
505 => 0.050671592899122
506 => 0.051883981851479
507 => 0.053292234008605
508 => 0.055350068912663
509 => 0.056123833872626
510 => 0.05598406015831
511 => 0.057544287096822
512 => 0.060347980223431
513 => 0.056550766699853
514 => 0.060549241760536
515 => 0.059283370720938
516 => 0.056282013258099
517 => 0.056088761221172
518 => 0.058121315341483
519 => 0.062629324754249
520 => 0.061500119525771
521 => 0.062631171729476
522 => 0.061311739254479
523 => 0.061246218311045
524 => 0.062567089839194
525 => 0.065653378161672
526 => 0.064187198267451
527 => 0.062085069867024
528 => 0.063637248765159
529 => 0.062292607756219
530 => 0.059262755221758
531 => 0.061499256043814
601 => 0.060003771635981
602 => 0.06044023349051
603 => 0.063583519279258
604 => 0.063205310817053
605 => 0.063694747588306
606 => 0.062830904497834
607 => 0.062023938835782
608 => 0.060517677501503
609 => 0.060071747778209
610 => 0.060194986710857
611 => 0.060071686707115
612 => 0.059228947333842
613 => 0.059046957846422
614 => 0.058743634060912
615 => 0.058837646785427
616 => 0.058267309328165
617 => 0.059343653947749
618 => 0.05954343299386
619 => 0.060326706848301
620 => 0.06040802893828
621 => 0.062589435473692
622 => 0.061387953411035
623 => 0.062194011309636
624 => 0.062121909904274
625 => 0.056347061775231
626 => 0.057142784895496
627 => 0.058380680358959
628 => 0.057823010130597
629 => 0.057034594902429
630 => 0.056397907333533
701 => 0.05543326056201
702 => 0.056790982368529
703 => 0.058576242166483
704 => 0.060453306072884
705 => 0.062708475366325
706 => 0.062205147833093
707 => 0.060411147251606
708 => 0.060491624807173
709 => 0.060989105388939
710 => 0.060344822834675
711 => 0.060154811331533
712 => 0.060963000726233
713 => 0.060968566282421
714 => 0.060227241339592
715 => 0.059403394326671
716 => 0.059399942377606
717 => 0.059253346759074
718 => 0.061337818289351
719 => 0.062484066867161
720 => 0.062615482419335
721 => 0.062475221553436
722 => 0.062529202393966
723 => 0.061862225602402
724 => 0.063386736762093
725 => 0.064785778960753
726 => 0.064410805765335
727 => 0.063848667639823
728 => 0.063400897546612
729 => 0.064305325361713
730 => 0.064265052614808
731 => 0.064773559547645
801 => 0.064750490735894
802 => 0.064579498980293
803 => 0.064410811871989
804 => 0.065079637188889
805 => 0.064887026238628
806 => 0.06469411611036
807 => 0.064307205315057
808 => 0.064359792918046
809 => 0.063797751853607
810 => 0.063537725939948
811 => 0.059627560087924
812 => 0.058582636003908
813 => 0.05891139039213
814 => 0.059019624872837
815 => 0.058564872572366
816 => 0.05921687055496
817 => 0.059115257360009
818 => 0.059510574859831
819 => 0.059263597648633
820 => 0.05927373367953
821 => 0.060000040996569
822 => 0.060210891100638
823 => 0.060103651035939
824 => 0.06017875830128
825 => 0.061909573530255
826 => 0.06166350695305
827 => 0.061532788988199
828 => 0.061568998757805
829 => 0.062011259157905
830 => 0.062135067923411
831 => 0.061610481484076
901 => 0.061857879481464
902 => 0.062911268754862
903 => 0.063279895383882
904 => 0.064456374632893
905 => 0.063956585337662
906 => 0.064873970219433
907 => 0.067693698586443
908 => 0.069946292716372
909 => 0.0678747140621
910 => 0.072011316315583
911 => 0.07523225453027
912 => 0.075108629556837
913 => 0.074546984477463
914 => 0.070880031953115
915 => 0.067505647569027
916 => 0.070328463390245
917 => 0.070335659328291
918 => 0.070093176945817
919 => 0.068587139693684
920 => 0.070040770113968
921 => 0.07015615401792
922 => 0.070091569714763
923 => 0.068936894484644
924 => 0.067173918827905
925 => 0.067518400051264
926 => 0.068082667322354
927 => 0.067014391659697
928 => 0.066673012856374
929 => 0.067307701001727
930 => 0.069352798448582
1001 => 0.068966184622697
1002 => 0.068956088573274
1003 => 0.070610186470187
1004 => 0.069426209352665
1005 => 0.067522745062673
1006 => 0.06704209522584
1007 => 0.065336112109611
1008 => 0.066514440724494
1009 => 0.066556846673605
1010 => 0.065911488133461
1011 => 0.067575112351431
1012 => 0.067559781761387
1013 => 0.069139145358563
1014 => 0.072158295374486
1015 => 0.071265384151428
1016 => 0.070227025547477
1017 => 0.070339923918288
1018 => 0.071578140389157
1019 => 0.070829486445137
1020 => 0.071098707623207
1021 => 0.07157773289066
1022 => 0.071866740728042
1023 => 0.070298340138066
1024 => 0.069932670935271
1025 => 0.069184640078801
1026 => 0.068989492791005
1027 => 0.069598748315424
1028 => 0.069438231010055
1029 => 0.066553282617786
1030 => 0.066251789459093
1031 => 0.066261035823837
1101 => 0.065502916941084
1102 => 0.064346603675507
1103 => 0.067385325897567
1104 => 0.067141273976246
1105 => 0.066871859543225
1106 => 0.066904861274013
1107 => 0.068223867598757
1108 => 0.067458777318989
1109 => 0.069492895223584
1110 => 0.06907474173358
1111 => 0.068645864184396
1112 => 0.068586580243169
1113 => 0.068421498976846
1114 => 0.067855373890591
1115 => 0.067171743830094
1116 => 0.066720352049133
1117 => 0.06154599794086
1118 => 0.062506327965522
1119 => 0.06361110012206
1120 => 0.0639924630434
1121 => 0.063340115376937
1122 => 0.067881132552569
1123 => 0.068710820148887
1124 => 0.066197642300456
1125 => 0.06572752933739
1126 => 0.067911953080162
1127 => 0.066594478528328
1128 => 0.067187737238349
1129 => 0.065905436402449
1130 => 0.068510972703023
1201 => 0.068491122881879
1202 => 0.06747751041225
1203 => 0.068334208730662
1204 => 0.068185336315528
1205 => 0.067040970333734
1206 => 0.068547251145814
1207 => 0.068547998242304
1208 => 0.067572418278122
1209 => 0.066433154461872
1210 => 0.066229480999736
1211 => 0.066076040405697
1212 => 0.067150000258295
1213 => 0.068112909303949
1214 => 0.069904644312514
1215 => 0.070355129064241
1216 => 0.0721134010407
1217 => 0.071066435687427
1218 => 0.071530541868062
1219 => 0.072034394778968
1220 => 0.072275960393034
1221 => 0.071882342188039
1222 => 0.074613662301098
1223 => 0.074844269404127
1224 => 0.074921589971028
1225 => 0.074000604196504
1226 => 0.074818655123686
1227 => 0.074435916185857
1228 => 0.075431696574149
1229 => 0.075587847653796
1230 => 0.075455593244571
1231 => 0.075505158061928
]
'min_raw' => 0.033859006878463
'max_raw' => 0.075587847653796
'avg_raw' => 0.054723427266129
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.033859'
'max' => '$0.075587'
'avg' => '$0.054723'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.0052209901612298
'max_diff' => -0.0072130806960137
'year' => 2031
]
6 => [
'items' => [
101 => 0.073174458183317
102 => 0.07305359909919
103 => 0.071405676911345
104 => 0.072077217383718
105 => 0.07082180465839
106 => 0.071219908965775
107 => 0.071395389551194
108 => 0.071303728451807
109 => 0.072115185274454
110 => 0.071425281205527
111 => 0.069604510936898
112 => 0.067783244600626
113 => 0.067760380085345
114 => 0.067280872807026
115 => 0.06693427687094
116 => 0.067001043544382
117 => 0.067236338010104
118 => 0.06692060112885
119 => 0.066987979600732
120 => 0.068106911174378
121 => 0.068331304921617
122 => 0.0675687272922
123 => 0.064506868070662
124 => 0.063755480137605
125 => 0.064295562883216
126 => 0.064037438116597
127 => 0.051683210477219
128 => 0.054585653008242
129 => 0.052861120213944
130 => 0.053655864267495
131 => 0.051895562850118
201 => 0.052735670951793
202 => 0.052580533661249
203 => 0.057247575361616
204 => 0.057174705924771
205 => 0.057209584668024
206 => 0.055544731376474
207 => 0.058196887875606
208 => 0.059503435535541
209 => 0.059261628336327
210 => 0.059322485998838
211 => 0.058276749725823
212 => 0.057219709681013
213 => 0.056047289594021
214 => 0.058225501200149
215 => 0.05798332125286
216 => 0.058538794918347
217 => 0.059951520846702
218 => 0.060159550106076
219 => 0.0604391435403
220 => 0.060338929196947
221 => 0.06272644142807
222 => 0.062437297943568
223 => 0.06313405054896
224 => 0.061700777576922
225 => 0.060078893161541
226 => 0.060387160365508
227 => 0.060357471754838
228 => 0.059979501666003
229 => 0.059638287169987
301 => 0.059070261170709
302 => 0.060867579484455
303 => 0.060794611643206
304 => 0.061975876177197
305 => 0.061767076196623
306 => 0.060372658824324
307 => 0.060422460713569
308 => 0.060757402352717
309 => 0.061916639190102
310 => 0.062260779610301
311 => 0.06210136005604
312 => 0.062478694316181
313 => 0.062776923930239
314 => 0.062516147364083
315 => 0.066208193611746
316 => 0.06467499860115
317 => 0.065422267181412
318 => 0.065600486334643
319 => 0.065143981721188
320 => 0.065242981225642
321 => 0.065392938499139
322 => 0.066303449699169
323 => 0.068692894546586
324 => 0.069751163404006
325 => 0.07293501747562
326 => 0.069663288907211
327 => 0.06946915807372
328 => 0.0700426663352
329 => 0.071911925720418
330 => 0.073426784881531
331 => 0.073929351059594
401 => 0.073995773476488
402 => 0.074938621036501
403 => 0.075479043674835
404 => 0.074824134543363
405 => 0.074269167626285
406 => 0.07228134501434
407 => 0.072511440894334
408 => 0.074096573332386
409 => 0.076335666264971
410 => 0.078257040939042
411 => 0.07758424249485
412 => 0.082717219702353
413 => 0.083226133426145
414 => 0.083155818004668
415 => 0.084315199203983
416 => 0.082014063627218
417 => 0.081030283585748
418 => 0.074389157772899
419 => 0.076255043238308
420 => 0.078967217341891
421 => 0.078608250929151
422 => 0.076638597598507
423 => 0.078255546780368
424 => 0.077720932814169
425 => 0.077299260597874
426 => 0.079231022765902
427 => 0.077106970909739
428 => 0.078946028299811
429 => 0.076587418174431
430 => 0.077587315781471
501 => 0.07701972554011
502 => 0.077387025987514
503 => 0.075239795077169
504 => 0.076398388755307
505 => 0.075191593771056
506 => 0.075191021593104
507 => 0.07516438152694
508 => 0.076584170474163
509 => 0.07663046974076
510 => 0.07558124356358
511 => 0.075430033679455
512 => 0.075989135873374
513 => 0.075334573633391
514 => 0.075640839185713
515 => 0.075343850104973
516 => 0.075276991607352
517 => 0.074744251723267
518 => 0.074514732733215
519 => 0.07460473304319
520 => 0.074297515586905
521 => 0.074112405956952
522 => 0.0751275585624
523 => 0.074585203476449
524 => 0.075044434867011
525 => 0.074521082737843
526 => 0.072706916244478
527 => 0.071663569909681
528 => 0.068236777577038
529 => 0.069208611631653
530 => 0.069852938615298
531 => 0.069639988551047
601 => 0.070097487689793
602 => 0.070125574421258
603 => 0.0699768367876
604 => 0.069804617662295
605 => 0.069720790916411
606 => 0.070345566802263
607 => 0.070708270232989
608 => 0.06991760544809
609 => 0.069732363751564
610 => 0.070531769502896
611 => 0.071019406549407
612 => 0.074619844521257
613 => 0.074353112447041
614 => 0.075022557609797
615 => 0.074947188357944
616 => 0.075648873539491
617 => 0.076795832257036
618 => 0.074463744489566
619 => 0.074868514288471
620 => 0.074769274081279
621 => 0.07585275264122
622 => 0.075856135143018
623 => 0.075206535622566
624 => 0.075558694061152
625 => 0.075362128881694
626 => 0.075717348728351
627 => 0.074349550077571
628 => 0.076015381189481
629 => 0.076959800086148
630 => 0.076972913343444
701 => 0.077420560405093
702 => 0.077875395745697
703 => 0.078748412574177
704 => 0.077851047780181
705 => 0.076236775872485
706 => 0.076353321090154
707 => 0.07540687406131
708 => 0.075422784006855
709 => 0.075337855470654
710 => 0.075592732400916
711 => 0.07440548123079
712 => 0.074684126707375
713 => 0.074294021408411
714 => 0.074867666275737
715 => 0.074250519225388
716 => 0.074769226224646
717 => 0.074993082970117
718 => 0.075819119180195
719 => 0.07412851300553
720 => 0.070681252571411
721 => 0.071405908508655
722 => 0.070334085456975
723 => 0.070433286761127
724 => 0.070633689183282
725 => 0.069984119365483
726 => 0.070108036816422
727 => 0.07010360961308
728 => 0.070065458366455
729 => 0.069896480169269
730 => 0.069651428352031
731 => 0.070627639368933
801 => 0.070793516643425
802 => 0.071162241276773
803 => 0.072259315677311
804 => 0.072149692073901
805 => 0.072328492719302
806 => 0.071938171914315
807 => 0.070451392623803
808 => 0.070532131892389
809 => 0.069525311919365
810 => 0.071136494626423
811 => 0.070754945294819
812 => 0.070508957958609
813 => 0.070441838034867
814 => 0.071541631870645
815 => 0.071870707423466
816 => 0.071665649622387
817 => 0.071245070089882
818 => 0.072052707125469
819 => 0.072268796724721
820 => 0.072317171216915
821 => 0.073748149194934
822 => 0.072397146989704
823 => 0.07272234664831
824 => 0.075259461552416
825 => 0.072958648432317
826 => 0.074177440456289
827 => 0.074117786929003
828 => 0.074741279686793
829 => 0.074066642324474
830 => 0.074075005263125
831 => 0.074628624592986
901 => 0.073851166089969
902 => 0.073658656431199
903 => 0.073392705716388
904 => 0.073973399372566
905 => 0.074321498956929
906 => 0.077126925955926
907 => 0.078939359740292
908 => 0.078860677209759
909 => 0.079579688251309
910 => 0.079255767191704
911 => 0.078209740644183
912 => 0.079995180411454
913 => 0.079430192563116
914 => 0.079476769474873
915 => 0.079475035879891
916 => 0.079850703406941
917 => 0.079584508534603
918 => 0.079059811116882
919 => 0.079408129749368
920 => 0.080442511561662
921 => 0.083653264445733
922 => 0.085450044296477
923 => 0.083545096042615
924 => 0.084859103839855
925 => 0.084071167390362
926 => 0.08392797589841
927 => 0.08475326989949
928 => 0.085580008468469
929 => 0.085527348795714
930 => 0.084927179048131
1001 => 0.084588158386465
1002 => 0.087155336416854
1003 => 0.089046789458908
1004 => 0.088917805041902
1005 => 0.089487100310587
1006 => 0.091158568827086
1007 => 0.091311386960709
1008 => 0.091292135388357
1009 => 0.090913359699249
1010 => 0.092559137521357
1011 => 0.093932074335265
1012 => 0.090825684071102
1013 => 0.092008556818061
1014 => 0.09253958650395
1015 => 0.093319295632244
1016 => 0.094634795626099
1017 => 0.096063777538565
1018 => 0.096265851248977
1019 => 0.096122470281323
1020 => 0.095180018296955
1021 => 0.096743627356876
1022 => 0.097659552873033
1023 => 0.098204965557322
1024 => 0.099588041376661
1025 => 0.092542865962506
1026 => 0.08755594063643
1027 => 0.086777160234688
1028 => 0.088360840805656
1029 => 0.088778444742605
1030 => 0.088610109119251
1031 => 0.082996871273338
1101 => 0.086747607699116
1102 => 0.090783084722377
1103 => 0.090938103829837
1104 => 0.092958348005527
1105 => 0.093616222321739
1106 => 0.095242783682626
1107 => 0.095141041826638
1108 => 0.09553708363377
1109 => 0.095446040480798
1110 => 0.098458902888938
1111 => 0.10178253753951
1112 => 0.10166745064008
1113 => 0.1011896388356
1114 => 0.10189927084427
1115 => 0.105329617986
1116 => 0.10501380659138
1117 => 0.1053205904605
1118 => 0.10936516306649
1119 => 0.11462368278803
1120 => 0.11218057243063
1121 => 0.11748141892012
1122 => 0.12081802079945
1123 => 0.12658832873869
1124 => 0.12586585776533
1125 => 0.1281121963016
1126 => 0.12457248393878
1127 => 0.11644458885984
1128 => 0.11515831835126
1129 => 0.11773346448299
1130 => 0.12406420996875
1201 => 0.11753408677843
1202 => 0.11885512219498
1203 => 0.11847466390614
1204 => 0.11845439090077
1205 => 0.11922812905942
1206 => 0.11810578150484
1207 => 0.113533135661
1208 => 0.11562875230446
1209 => 0.11481953407864
1210 => 0.1157174220314
1211 => 0.12056295299528
1212 => 0.11842062825312
1213 => 0.11616386316558
1214 => 0.11899434740162
1215 => 0.122598526494
1216 => 0.12237298344373
1217 => 0.12193533565653
1218 => 0.12440233331849
1219 => 0.12847709069357
1220 => 0.12957848123835
1221 => 0.13039150522157
1222 => 0.13050360749271
1223 => 0.13165833055655
1224 => 0.12544909361457
1225 => 0.13530331210601
1226 => 0.13700486342219
1227 => 0.13668504229682
1228 => 0.13857624497253
1229 => 0.13801980517016
1230 => 0.13721361119925
1231 => 0.14021156971059
]
'min_raw' => 0.051683210477219
'max_raw' => 0.14021156971059
'avg_raw' => 0.095947390093903
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.051683'
'max' => '$0.140211'
'avg' => '$0.095947'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.017824203598757
'max_diff' => 0.064623722056791
'year' => 2032
]
7 => [
'items' => [
101 => 0.13677465220011
102 => 0.13189638048987
103 => 0.12922006414836
104 => 0.13274445339914
105 => 0.13489667493036
106 => 0.1363191564555
107 => 0.13674959850552
108 => 0.12593109900295
109 => 0.12010052779255
110 => 0.12383785709078
111 => 0.12839765677131
112 => 0.12542376369712
113 => 0.1255403346753
114 => 0.12130034467685
115 => 0.12877280180416
116 => 0.12768412765397
117 => 0.13333217107099
118 => 0.13198422018114
119 => 0.13658998033194
120 => 0.1353771293284
121 => 0.1404116060345
122 => 0.14241999509558
123 => 0.14579239290993
124 => 0.14827314247029
125 => 0.14972988606131
126 => 0.14964242864021
127 => 0.15541477249462
128 => 0.15201102299401
129 => 0.14773511141908
130 => 0.14765777366902
131 => 0.14987232886381
201 => 0.15451342901854
202 => 0.15571679876341
203 => 0.15638931828406
204 => 0.1553593312276
205 => 0.15166480509362
206 => 0.15006952744063
207 => 0.15142875022062
208 => 0.14976653756004
209 => 0.1526359829467
210 => 0.15657634434303
211 => 0.15576267529657
212 => 0.15848264892682
213 => 0.16129753548457
214 => 0.16532294968661
215 => 0.16637534201967
216 => 0.16811490652734
217 => 0.1699054898229
218 => 0.17048057691987
219 => 0.17157859662701
220 => 0.17157280952116
221 => 0.17488176581389
222 => 0.17853164707463
223 => 0.17990939275561
224 => 0.18307744297969
225 => 0.17765226799268
226 => 0.18176732554024
227 => 0.18547921045472
228 => 0.18105374823663
301 => 0.18715321690381
302 => 0.18739004545047
303 => 0.19096587532914
304 => 0.18734108670099
305 => 0.18518869878433
306 => 0.1914025620508
307 => 0.19440925475058
308 => 0.19350361444013
309 => 0.18661164696062
310 => 0.18260022627715
311 => 0.17210156460325
312 => 0.18453768286442
313 => 0.19059495330289
314 => 0.18659596009351
315 => 0.18861281966078
316 => 0.19961615149087
317 => 0.2038055078388
318 => 0.20293415100424
319 => 0.20308139596553
320 => 0.20534189660867
321 => 0.21536620134081
322 => 0.20935940558375
323 => 0.21395137586968
324 => 0.21638694035176
325 => 0.21864922837819
326 => 0.21309376398874
327 => 0.20586618644404
328 => 0.20357690924256
329 => 0.18619833903038
330 => 0.18529370897953
331 => 0.18478591271889
401 => 0.18158432912478
402 => 0.17906876140736
403 => 0.17706828856142
404 => 0.17181845042193
405 => 0.1735901166834
406 => 0.16522297041542
407 => 0.17057597408421
408 => 0.15722180660871
409 => 0.16834355410354
410 => 0.16229049258591
411 => 0.16635496059843
412 => 0.16634078005243
413 => 0.15885680580063
414 => 0.15454020563875
415 => 0.15729091126649
416 => 0.16023988605071
417 => 0.16071834728791
418 => 0.16454177007178
419 => 0.16560880518656
420 => 0.16237563897367
421 => 0.15694507117026
422 => 0.15820646821293
423 => 0.15451464346794
424 => 0.14804486260633
425 => 0.15269157217267
426 => 0.15427816312002
427 => 0.15497889206846
428 => 0.14861660565042
429 => 0.14661743712592
430 => 0.14555309657812
501 => 0.15612377988786
502 => 0.15670286578154
503 => 0.153740180475
504 => 0.1671317989939
505 => 0.16410086328433
506 => 0.1674871610692
507 => 0.15809200965264
508 => 0.158450917089
509 => 0.15400310184442
510 => 0.15649358117827
511 => 0.154733390657
512 => 0.15629237505949
513 => 0.1572268238824
514 => 0.16167390928427
515 => 0.16839433267538
516 => 0.16100966302246
517 => 0.15779205670427
518 => 0.15978824156757
519 => 0.16510434491271
520 => 0.17315851360692
521 => 0.16839028363469
522 => 0.17050634312657
523 => 0.17096860798861
524 => 0.16745269173656
525 => 0.17328815045418
526 => 0.17641542018813
527 => 0.17962335183788
528 => 0.18240870900515
529 => 0.17834203339304
530 => 0.18269395923305
531 => 0.17918707522433
601 => 0.1760410377335
602 => 0.17604580897375
603 => 0.17407225369948
604 => 0.17024824167161
605 => 0.16954303518281
606 => 0.17321160839535
607 => 0.17615345669663
608 => 0.17639576141323
609 => 0.17802451979044
610 => 0.17898840222053
611 => 0.18843576037004
612 => 0.19223556597041
613 => 0.19688189633191
614 => 0.19869190386055
615 => 0.20413937759813
616 => 0.19974010013285
617 => 0.19878828878048
618 => 0.18557449934819
619 => 0.18773825662748
620 => 0.19120264080314
621 => 0.18563162576724
622 => 0.18916515253662
623 => 0.18986274557123
624 => 0.18544232480809
625 => 0.18780346253279
626 => 0.18153298076455
627 => 0.16853101204268
628 => 0.17330262536218
629 => 0.17681613887301
630 => 0.17180192187996
701 => 0.180789711763
702 => 0.17553923045897
703 => 0.17387507995315
704 => 0.16738263551742
705 => 0.17044681937398
706 => 0.17459117191486
707 => 0.17203044387729
708 => 0.1773443390505
709 => 0.18487023177984
710 => 0.19023363111342
711 => 0.19064536631666
712 => 0.18719705986501
713 => 0.19272299296058
714 => 0.19276324335038
715 => 0.18652996824448
716 => 0.18271212194914
717 => 0.18184469923802
718 => 0.18401169123864
719 => 0.18664281957618
720 => 0.19079137562767
721 => 0.19329826116413
722 => 0.19983488909387
723 => 0.20160351319185
724 => 0.20354669486221
725 => 0.20614338482884
726 => 0.20926137691142
727 => 0.20243938774212
728 => 0.2027104380896
729 => 0.19635789623201
730 => 0.18956929421053
731 => 0.19472099693365
801 => 0.20145616294183
802 => 0.19991110841785
803 => 0.19973725822131
804 => 0.20002962602988
805 => 0.19886470537556
806 => 0.19359581243008
807 => 0.19094980737787
808 => 0.1943638289631
809 => 0.19617822949503
810 => 0.1989922064877
811 => 0.19864532442751
812 => 0.20589382696156
813 => 0.20871037586295
814 => 0.20798978212705
815 => 0.20812238871651
816 => 0.21322161596657
817 => 0.21889300540471
818 => 0.22420501001927
819 => 0.22960860926911
820 => 0.22309435946736
821 => 0.2197868251611
822 => 0.22319935629131
823 => 0.22138861923877
824 => 0.23179365144216
825 => 0.23251407329645
826 => 0.24291835309758
827 => 0.25279325354745
828 => 0.24659100550211
829 => 0.25243944605348
830 => 0.25876501134014
831 => 0.2709680530641
901 => 0.26685849791966
902 => 0.26371064308395
903 => 0.26073593547453
904 => 0.2669258297882
905 => 0.27488902993675
906 => 0.27660422697817
907 => 0.27938350144096
908 => 0.27646143417684
909 => 0.27998074234132
910 => 0.29240544662427
911 => 0.28904818185112
912 => 0.284280326166
913 => 0.29408843691611
914 => 0.29763795406851
915 => 0.32255032434062
916 => 0.35400322088784
917 => 0.34098151518644
918 => 0.33289852224976
919 => 0.33479821732104
920 => 0.34628375039234
921 => 0.34997253908225
922 => 0.33994513982137
923 => 0.34348698675986
924 => 0.36300291161766
925 => 0.37347257915804
926 => 0.35925336437426
927 => 0.32002311472805
928 => 0.28385103292779
929 => 0.29344549787129
930 => 0.29235778329761
1001 => 0.31332520989611
1002 => 0.2889681121966
1003 => 0.2893782232546
1004 => 0.31077923403027
1005 => 0.30506981126153
1006 => 0.29582127758379
1007 => 0.28391855745868
1008 => 0.26191527843906
1009 => 0.24242636060455
1010 => 0.28064861650775
1011 => 0.27900040333054
1012 => 0.27661354639844
1013 => 0.28192523821594
1014 => 0.30771730593172
1015 => 0.30712271529009
1016 => 0.30334023299089
1017 => 0.30620921247756
1018 => 0.29531833160847
1019 => 0.29812515958918
1020 => 0.28384530308523
1021 => 0.2903003946045
1022 => 0.29580143438425
1023 => 0.29690584956432
1024 => 0.29939415335785
1025 => 0.27813186988154
1026 => 0.28767801093456
1027 => 0.29328547445075
1028 => 0.26795075028332
1029 => 0.29278468841131
1030 => 0.27776174083053
1031 => 0.27266272678451
1101 => 0.27952787745345
1102 => 0.27685252156119
1103 => 0.27455240766719
1104 => 0.27326890459336
1105 => 0.2783099135656
1106 => 0.27807474447174
1107 => 0.26982667537547
1108 => 0.25906740547369
1109 => 0.26267856961372
1110 => 0.26136659982681
1111 => 0.25661185207155
1112 => 0.25981597796816
1113 => 0.24570662909048
1114 => 0.22143222768658
1115 => 0.23746864079902
1116 => 0.23685125633845
1117 => 0.23653994309728
1118 => 0.24859086433738
1119 => 0.2474324463222
1120 => 0.24532990628139
1121 => 0.25657323727486
1122 => 0.2524692702181
1123 => 0.2651167296708
1124 => 0.27344716445273
1125 => 0.2713342967307
1126 => 0.27916911090759
1127 => 0.26276176354198
1128 => 0.26821162618832
1129 => 0.26933483532654
1130 => 0.25643449631566
1201 => 0.24762197783588
1202 => 0.24703428332334
1203 => 0.23175459071925
1204 => 0.23991687917498
1205 => 0.24709935523759
1206 => 0.24365950658626
1207 => 0.2425705532658
1208 => 0.24813377961485
1209 => 0.24856608994798
1210 => 0.23870936853837
1211 => 0.2407588930412
1212 => 0.2493057509231
1213 => 0.24054353415155
1214 => 0.22351997826442
1215 => 0.21929790103533
1216 => 0.21873459810465
1217 => 0.20728398980221
1218 => 0.21958004042443
1219 => 0.21421248481416
1220 => 0.23116852867381
1221 => 0.22148332735827
1222 => 0.22106581768712
1223 => 0.22043469058383
1224 => 0.21057867899924
1225 => 0.21273651915405
1226 => 0.21990950847698
1227 => 0.22246891187691
1228 => 0.22220194513373
1229 => 0.21987435691609
1230 => 0.22093991488294
1231 => 0.2175073814067
]
'min_raw' => 0.12010052779255
'max_raw' => 0.37347257915804
'avg_raw' => 0.24678655347529
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.12010052'
'max' => '$0.373472'
'avg' => '$0.246786'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.068417317315332
'max_diff' => 0.23326100944745
'year' => 2033
]
8 => [
'items' => [
101 => 0.21629528239424
102 => 0.21246956449679
103 => 0.20684681606909
104 => 0.20762869372428
105 => 0.19648855781685
106 => 0.19041882052272
107 => 0.18873879723755
108 => 0.18649219988763
109 => 0.1889925563862
110 => 0.19645699921151
111 => 0.1874532974943
112 => 0.17201708243638
113 => 0.17294482526339
114 => 0.17502918794637
115 => 0.17114499187608
116 => 0.16746892627141
117 => 0.17066496706604
118 => 0.16412443925397
119 => 0.17581957948471
120 => 0.17550325871672
121 => 0.17986248377212
122 => 0.18258839665957
123 => 0.17630604997878
124 => 0.17472605677784
125 => 0.17562609271179
126 => 0.16075050357848
127 => 0.17864683077879
128 => 0.17880159895958
129 => 0.17747637983317
130 => 0.18700562158022
131 => 0.20711529391154
201 => 0.1995492262708
202 => 0.1966194161947
203 => 0.19104984509836
204 => 0.19847096789583
205 => 0.19790114145253
206 => 0.19532417017569
207 => 0.19376560990682
208 => 0.19663730499028
209 => 0.19340977510633
210 => 0.19283002205258
211 => 0.18931734932442
212 => 0.18806348497689
213 => 0.18713517373175
214 => 0.18611319426484
215 => 0.18836742630743
216 => 0.18325903992999
217 => 0.17709882674009
218 => 0.17658667166778
219 => 0.17800077685156
220 => 0.17737514057549
221 => 0.17658367636199
222 => 0.17507255563597
223 => 0.17462423839655
224 => 0.17608105193207
225 => 0.17443639438797
226 => 0.17686317618343
227 => 0.17620322581502
228 => 0.17251679670424
301 => 0.16792214114133
302 => 0.16788123906921
303 => 0.16689132806492
304 => 0.16563052756685
305 => 0.1652798017115
306 => 0.1703958054248
307 => 0.18098578000222
308 => 0.17890671459606
309 => 0.1804090524232
310 => 0.18779906761436
311 => 0.19014813121812
312 => 0.18848082151279
313 => 0.18619850515295
314 => 0.18629891548984
315 => 0.19409828139554
316 => 0.19458471828018
317 => 0.19581378735719
318 => 0.19739348845601
319 => 0.18874985144074
320 => 0.18589180096373
321 => 0.18453749808911
322 => 0.18036676941648
323 => 0.18486454271866
324 => 0.18224388282933
325 => 0.18259749938289
326 => 0.18236720613849
327 => 0.18249296182229
328 => 0.17581631045467
329 => 0.17824893129857
330 => 0.17420422733102
331 => 0.16878882275779
401 => 0.16877066842278
402 => 0.17009608102008
403 => 0.1693076737438
404 => 0.16718609003516
405 => 0.16748745098738
406 => 0.16484721193903
407 => 0.16780802381092
408 => 0.16789292930111
409 => 0.16675285545392
410 => 0.17131439465587
411 => 0.17318326098877
412 => 0.1724328399598
413 => 0.1731306094489
414 => 0.1789931091501
415 => 0.17994895240019
416 => 0.18037347483242
417 => 0.17980467101168
418 => 0.1732377651815
419 => 0.17352903537971
420 => 0.17139188792607
421 => 0.1695862235348
422 => 0.16965844064098
423 => 0.17058678685804
424 => 0.1746409292347
425 => 0.18317263286165
426 => 0.1834964047777
427 => 0.18388882578504
428 => 0.18229265233318
429 => 0.18181123114677
430 => 0.18244634995699
501 => 0.18565040926361
502 => 0.19389211969384
503 => 0.19097894878246
504 => 0.18861049548531
505 => 0.19068826755734
506 => 0.19036841083296
507 => 0.18766849818683
508 => 0.18759272063119
509 => 0.18241072504896
510 => 0.18049505927054
511 => 0.178894185561
512 => 0.17714607326204
513 => 0.17610973369396
514 => 0.17770202227844
515 => 0.17806619751711
516 => 0.17458463069872
517 => 0.1741101060062
518 => 0.17695322862494
519 => 0.17570207636273
520 => 0.1769889174915
521 => 0.17728747567169
522 => 0.1772394009283
523 => 0.17593305427263
524 => 0.17676568067514
525 => 0.17479627101533
526 => 0.17265483380605
527 => 0.17128873028279
528 => 0.1700966237714
529 => 0.17075807374955
530 => 0.16840012535343
531 => 0.16764577020538
601 => 0.17648360558465
602 => 0.18301220960206
603 => 0.18291728111404
604 => 0.18233942835682
605 => 0.18148085637274
606 => 0.18558759937526
607 => 0.1841568922301
608 => 0.18519785121778
609 => 0.18546281896906
610 => 0.186264796549
611 => 0.18655143460152
612 => 0.18568501532386
613 => 0.18277720640385
614 => 0.17553122304134
615 => 0.17215819822593
616 => 0.17104504385467
617 => 0.17108550490189
618 => 0.16996940859366
619 => 0.17029814897636
620 => 0.16985508610436
621 => 0.16901603221321
622 => 0.17070626453617
623 => 0.17090104806579
624 => 0.17050652764483
625 => 0.17059945148582
626 => 0.16733299090221
627 => 0.16758133280601
628 => 0.16619853352793
629 => 0.16593927533318
630 => 0.16244367917232
701 => 0.15625072387857
702 => 0.15968222227602
703 => 0.15553745475359
704 => 0.15396776848937
705 => 0.16139841912789
706 => 0.16065258789795
707 => 0.15937604903734
708 => 0.15748778200848
709 => 0.15678740539959
710 => 0.15253213883629
711 => 0.15228071498677
712 => 0.1543897399974
713 => 0.15341649752212
714 => 0.15204969649106
715 => 0.14709928170699
716 => 0.14153337646369
717 => 0.14170137615696
718 => 0.1434717870575
719 => 0.14861949552328
720 => 0.14660819676944
721 => 0.14514897644653
722 => 0.14487570834405
723 => 0.14829623077209
724 => 0.15313698662937
725 => 0.15540816097179
726 => 0.15315749617504
727 => 0.15057205364093
728 => 0.15072941754819
729 => 0.15177628912295
730 => 0.15188630052349
731 => 0.15020344322157
801 => 0.15067715769467
802 => 0.14995754209267
803 => 0.14554126247154
804 => 0.14546138597737
805 => 0.14437755973621
806 => 0.14434474190837
807 => 0.14250088309904
808 => 0.14224291450562
809 => 0.13858182092546
810 => 0.14099156380673
811 => 0.13937523479915
812 => 0.13693904573127
813 => 0.13651904581771
814 => 0.13650642011314
815 => 0.13900784156395
816 => 0.14096233324068
817 => 0.13940335153425
818 => 0.13904840161929
819 => 0.14283833808639
820 => 0.14235603412492
821 => 0.1419383620048
822 => 0.15270355003622
823 => 0.14418206369126
824 => 0.14046620925542
825 => 0.13586713376944
826 => 0.13736461593823
827 => 0.13768015743378
828 => 0.12662020993568
829 => 0.12213319061313
830 => 0.12059341467139
831 => 0.11970725184768
901 => 0.12011108737418
902 => 0.11607224370901
903 => 0.11878641344831
904 => 0.11528911622923
905 => 0.11470278296926
906 => 0.12095638362897
907 => 0.12182653562776
908 => 0.11811419686587
909 => 0.12049811932406
910 => 0.11963367590172
911 => 0.1153490673522
912 => 0.11518542682106
913 => 0.11303556086218
914 => 0.10967143693262
915 => 0.10813394202531
916 => 0.10733320132845
917 => 0.1076636025461
918 => 0.10749654158001
919 => 0.10640635577189
920 => 0.10755902975441
921 => 0.10461442404684
922 => 0.10344185832779
923 => 0.10291223759581
924 => 0.10029873054517
925 => 0.1044579824946
926 => 0.10527740752552
927 => 0.10609844707688
928 => 0.11324503582394
929 => 0.11288801244619
930 => 0.11611532990364
1001 => 0.1159899222819
1002 => 0.11506943906396
1003 => 0.1111860717796
1004 => 0.11273391276478
1005 => 0.1079698988003
1006 => 0.11153942198395
1007 => 0.10991044066978
1008 => 0.11098866176302
1009 => 0.1090499230181
1010 => 0.1101229010881
1011 => 0.10547172359901
1012 => 0.10112851950354
1013 => 0.10287635161759
1014 => 0.10477644501441
1015 => 0.10889633163351
1016 => 0.1064425611515
1017 => 0.10732502980416
1018 => 0.1043689075412
1019 => 0.098269582938138
1020 => 0.098304104453006
1021 => 0.097365856243834
1022 => 0.096555072804628
1023 => 0.10672440620876
1024 => 0.10545968884658
1025 => 0.10344452725207
1026 => 0.10614190112566
1027 => 0.10685512959092
1028 => 0.10687543420264
1029 => 0.10884336855152
1030 => 0.10989365546628
1031 => 0.11007877308721
1101 => 0.1131753603052
1102 => 0.1142132954957
1103 => 0.11848840365127
1104 => 0.10980454595951
1105 => 0.10962570762492
1106 => 0.10617985870769
1107 => 0.10399444684766
1108 => 0.10632949572744
1109 => 0.10839803026897
1110 => 0.10624413384191
1111 => 0.10652538724405
1112 => 0.10363395727052
1113 => 0.10466750743163
1114 => 0.10555774006462
1115 => 0.10506620593014
1116 => 0.1043303555403
1117 => 0.10822843402582
1118 => 0.10800848916098
1119 => 0.11163846946314
1120 => 0.11446829869105
1121 => 0.11953985855996
1122 => 0.11424742145036
1123 => 0.11405454400655
1124 => 0.11593995195827
1125 => 0.11421300684956
1126 => 0.11530437654615
1127 => 0.11936402202933
1128 => 0.11944979594128
1129 => 0.11801297240261
1130 => 0.1179255415597
1201 => 0.11820149923743
1202 => 0.11981779197527
1203 => 0.11925300962901
1204 => 0.11990659005864
1205 => 0.12072390239388
1206 => 0.12410465274566
1207 => 0.12491974021
1208 => 0.12293950024605
1209 => 0.12311829374299
1210 => 0.12237762963767
1211 => 0.12166215739243
1212 => 0.1232704345134
1213 => 0.12620959256275
1214 => 0.12619130821307
1215 => 0.12687313575145
1216 => 0.1272979086593
1217 => 0.12547447238605
1218 => 0.12428748242177
1219 => 0.12474264990421
1220 => 0.12547047262088
1221 => 0.12450662680654
1222 => 0.1185573239436
1223 => 0.12036196238928
1224 => 0.1200615823096
1225 => 0.11963380454868
1226 => 0.12144838246067
1227 => 0.12127336199437
1228 => 0.11603081952957
1229 => 0.11636643008878
1230 => 0.11605122911925
1231 => 0.11706970793585
]
'min_raw' => 0.096555072804628
'max_raw' => 0.21629528239424
'avg_raw' => 0.15642517759943
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.096555'
'max' => '$0.216295'
'avg' => '$0.156425'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.023545454987924
'max_diff' => -0.1571772967638
'year' => 2034
]
9 => [
'items' => [
101 => 0.11415800565111
102 => 0.11505362566328
103 => 0.115615350139
104 => 0.11594621017056
105 => 0.11714150347744
106 => 0.1170012496039
107 => 0.11713278509973
108 => 0.11890508952809
109 => 0.1278687971453
110 => 0.1283566719736
111 => 0.12595419788722
112 => 0.12691393889802
113 => 0.12507144602957
114 => 0.12630832383579
115 => 0.12715456421752
116 => 0.12333056665516
117 => 0.12310413433706
118 => 0.12125403684513
119 => 0.12224817444241
120 => 0.12066643004411
121 => 0.12105453479238
122 => 0.11996936008184
123 => 0.12192245850468
124 => 0.12410632602222
125 => 0.1246580572007
126 => 0.12320669000534
127 => 0.12215580450615
128 => 0.12031079575276
129 => 0.12337908642834
130 => 0.12427634812635
131 => 0.12337437349462
201 => 0.12316536626391
202 => 0.12276929793939
203 => 0.12324939403129
204 => 0.12427146144644
205 => 0.12378947332808
206 => 0.1241078349718
207 => 0.12289456867905
208 => 0.12547507601933
209 => 0.12957354270859
210 => 0.12958671994916
211 => 0.12910472923271
212 => 0.12890750901617
213 => 0.12940206074089
214 => 0.12967033476398
215 => 0.13126962435648
216 => 0.13298572580773
217 => 0.14099402248701
218 => 0.13874532482518
219 => 0.14585076205474
220 => 0.15147024037776
221 => 0.15315527621683
222 => 0.15160512253195
223 => 0.14630213051363
224 => 0.14604194042595
225 => 0.15396684936681
226 => 0.15172769960719
227 => 0.1514613598682
228 => 0.14862795503343
301 => 0.15030284821479
302 => 0.14993652450683
303 => 0.14935826461264
304 => 0.15255384412861
305 => 0.15853568371117
306 => 0.15760335791489
307 => 0.15690741995732
308 => 0.15385802241173
309 => 0.15569444084177
310 => 0.15504052741311
311 => 0.15785015448635
312 => 0.15618579364903
313 => 0.1517107358455
314 => 0.15242340355069
315 => 0.15231568526074
316 => 0.15453252003495
317 => 0.15386708126095
318 => 0.15218574766021
319 => 0.15851523843378
320 => 0.15810423650943
321 => 0.15868694327005
322 => 0.15894346880688
323 => 0.16279611830262
324 => 0.16437442552999
325 => 0.16473272890276
326 => 0.1662319986981
327 => 0.16469542570445
328 => 0.17084281323703
329 => 0.17493046723619
330 => 0.17967848770497
331 => 0.18661662175745
401 => 0.18922542434251
402 => 0.188754167506
403 => 0.19401458156076
404 => 0.20346742868473
405 => 0.190664858177
406 => 0.20414599600871
407 => 0.19987802341841
408 => 0.18975873718436
409 => 0.18910717444944
410 => 0.19596007257446
411 => 0.21115914104877
412 => 0.20735194678236
413 => 0.2111653682547
414 => 0.20671680954541
415 => 0.2064959011101
416 => 0.21094931168756
417 => 0.22135494824456
418 => 0.21641162036578
419 => 0.20932414769783
420 => 0.21455742722256
421 => 0.21002387618108
422 => 0.1998085168236
423 => 0.20734903549266
424 => 0.20230690540026
425 => 0.2037784670156
426 => 0.21437627450957
427 => 0.21310111827358
428 => 0.21475128851924
429 => 0.21183878122812
430 => 0.20911804015796
501 => 0.20403957490563
502 => 0.20253609170973
503 => 0.20295160037542
504 => 0.20253588580427
505 => 0.1996945311691
506 => 0.19908094090616
507 => 0.19805826358592
508 => 0.19837523405038
509 => 0.19645230149354
510 => 0.20008127252645
511 => 0.20075484152854
512 => 0.20339570401522
513 => 0.20366988711931
514 => 0.21102465155439
515 => 0.20697377089534
516 => 0.20969145137764
517 => 0.20944835645551
518 => 0.18997805280141
519 => 0.192660888857
520 => 0.19683453983917
521 => 0.19495431572895
522 => 0.19229611874179
523 => 0.19014948215116
524 => 0.18689710821148
525 => 0.19147476207526
526 => 0.19749389012693
527 => 0.20382254213977
528 => 0.2114260028635
529 => 0.20972899894401
530 => 0.2036804007304
531 => 0.20395173642776
601 => 0.20562902694217
602 => 0.2034567833281
603 => 0.20281614627907
604 => 0.20554101324928
605 => 0.20555977791055
606 => 0.20306034910815
607 => 0.20028269138492
608 => 0.20027105289764
609 => 0.19977679553478
610 => 0.20680473683227
611 => 0.21066939394087
612 => 0.21111247065017
613 => 0.21063957134809
614 => 0.21082157152075
615 => 0.20857281270117
616 => 0.21371280851403
617 => 0.21842977696482
618 => 0.21716552865668
619 => 0.21527024071928
620 => 0.21376055258771
621 => 0.21680989411146
622 => 0.21667411173352
623 => 0.2183885783604
624 => 0.21831080025096
625 => 0.21773428960869
626 => 0.21716554924569
627 => 0.21942054049751
628 => 0.21877113923104
629 => 0.21812072926503
630 => 0.21681623250541
701 => 0.21699353528044
702 => 0.21509857459123
703 => 0.2142218790689
704 => 0.20103848189974
705 => 0.19751544739621
706 => 0.198623865769
707 => 0.19898878587739
708 => 0.19745555674656
709 => 0.19965381346592
710 => 0.19931121748474
711 => 0.20064405803557
712 => 0.19981135712462
713 => 0.19984553146047
714 => 0.20229432728902
715 => 0.20300522313597
716 => 0.20264365577058
717 => 0.2028968851595
718 => 0.20873244954565
719 => 0.20790281890078
720 => 0.20746209415585
721 => 0.20758417792216
722 => 0.20907528973873
723 => 0.20949271963569
724 => 0.20772403983002
725 => 0.20855815945099
726 => 0.21210973493154
727 => 0.21335258534797
728 => 0.21731916727517
729 => 0.21563409277212
730 => 0.21872711995078
731 => 0.2282340310073
801 => 0.23582880938746
802 => 0.22884433732157
803 => 0.24279118062754
804 => 0.25365079869708
805 => 0.25323398846793
806 => 0.25134036287002
807 => 0.23897697641573
808 => 0.22760000387278
809 => 0.23711732449673
810 => 0.23714158610425
811 => 0.23632403982216
812 => 0.23124633007843
813 => 0.23614734652965
814 => 0.23653637141767
815 => 0.23631862093045
816 => 0.23242555277525
817 => 0.22648155726153
818 => 0.22764299975699
819 => 0.22954546625735
820 => 0.22594370027608
821 => 0.22479271780637
822 => 0.22693261320094
823 => 0.23382780202716
824 => 0.23252430652067
825 => 0.23249026698516
826 => 0.23806717353002
827 => 0.23407531201566
828 => 0.22765764926632
829 => 0.22603710478353
830 => 0.22028526359923
831 => 0.22425808079258
901 => 0.2244010554107
902 => 0.22222518403511
903 => 0.22783420923653
904 => 0.22778252108185
905 => 0.23310745571738
906 => 0.24328673078638
907 => 0.24027621825677
908 => 0.23677531972767
909 => 0.23715596446717
910 => 0.24133069774822
911 => 0.2388065587066
912 => 0.23971425670489
913 => 0.24132932383858
914 => 0.2423037339402
915 => 0.23701576184887
916 => 0.23578288260143
917 => 0.233260844343
918 => 0.23260289163744
919 => 0.23465703917488
920 => 0.23411584387287
921 => 0.22438903894768
922 => 0.22337253371356
923 => 0.22340370847786
924 => 0.22084765773448
925 => 0.21694906682837
926 => 0.22719433095686
927 => 0.22637149286497
928 => 0.22546314329412
929 => 0.22557441093358
930 => 0.23002153284754
1001 => 0.2274419775524
1002 => 0.23430014808532
1003 => 0.23289031439923
1004 => 0.23144432379888
1005 => 0.23124444385196
1006 => 0.23068786083695
1007 => 0.22877913058304
1008 => 0.22647422410455
1009 => 0.22495232519987
1010 => 0.20750662906196
1011 => 0.21074444878821
1012 => 0.21446926524671
1013 => 0.21575505696192
1014 => 0.21355562125898
1015 => 0.22886597771032
1016 => 0.23166332736824
1017 => 0.22318997278778
1018 => 0.22160495411057
1019 => 0.22896989127092
1020 => 0.22452793383627
1021 => 0.22652814699711
1022 => 0.22220478020149
1023 => 0.23098952775161
1024 => 0.23092260269375
1025 => 0.22750513748423
1026 => 0.23039355567753
1027 => 0.22989162193596
1028 => 0.22603331213126
1029 => 0.23111184305436
1030 => 0.23111436194234
1031 => 0.22782512598027
1101 => 0.22398401848293
1102 => 0.22329731918531
1103 => 0.22277998350963
1104 => 0.22640091413414
1105 => 0.22964742920973
1106 => 0.23568838888605
1107 => 0.23720722967834
1108 => 0.2431353664056
1109 => 0.23960544962025
1110 => 0.24117021601112
1111 => 0.24286899127813
1112 => 0.24368344661153
1113 => 0.24235633535184
1114 => 0.2515651718077
1115 => 0.25234267975603
1116 => 0.25260337144569
1117 => 0.24949820360571
1118 => 0.2522563194212
1119 => 0.25096588837032
1120 => 0.25432323147262
1121 => 0.25484970573977
1122 => 0.25440380076536
1123 => 0.25457091200758
1124 => 0.24671279464258
1125 => 0.24630530980233
1126 => 0.24074922509176
1127 => 0.24301337067982
1128 => 0.23878065902626
1129 => 0.24012289549337
1130 => 0.24071454053877
1201 => 0.24040549874261
1202 => 0.24314138207427
1203 => 0.24081532233832
1204 => 0.23467646825552
1205 => 0.22853594164602
1206 => 0.2284588523364
1207 => 0.22684216006942
1208 => 0.22567358767235
1209 => 0.22589869617336
1210 => 0.22669200789228
1211 => 0.22562747895309
1212 => 0.22585465017525
1213 => 0.2296272060971
1214 => 0.23038376528259
1215 => 0.22781268156354
1216 => 0.21748940942595
1217 => 0.21495605254941
1218 => 0.21677697923361
1219 => 0.21590669356126
1220 => 0.17425355253047
1221 => 0.18403934016588
1222 => 0.17822495744687
1223 => 0.18090449251068
1224 => 0.17496951338167
1225 => 0.17780199650094
1226 => 0.17727894029453
1227 => 0.19301419722976
1228 => 0.19276851283586
1229 => 0.19288610895389
1230 => 0.18727293984509
1231 => 0.19621487064956
]
'min_raw' => 0.11415800565111
'max_raw' => 0.25484970573977
'avg_raw' => 0.18450385569544
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.114158'
'max' => '$0.254849'
'avg' => '$0.1845038'
'bar_min_pct' => 61.631153054957
'bar_max_pct' => 60.119598047091
'min_diff' => 0.017602932846479
'max_diff' => 0.038554423345533
'year' => 2035
]
10 => [
'items' => [
101 => 0.20061998730528
102 => 0.19980471745069
103 => 0.20000990330879
104 => 0.19648413045335
105 => 0.19292024614209
106 => 0.18896734996304
107 => 0.19631134247098
108 => 0.19549481587023
109 => 0.19736763411535
110 => 0.20213073821618
111 => 0.2028321233883
112 => 0.20377479217237
113 => 0.20343691251701
114 => 0.21148657669503
115 => 0.21051170924968
116 => 0.21286085930447
117 => 0.20802847941132
118 => 0.20256018286851
119 => 0.20359952726921
120 => 0.20349943004554
121 => 0.20222507750201
122 => 0.20107464900586
123 => 0.19915950969098
124 => 0.20521929387053
125 => 0.20497327769931
126 => 0.20895599354892
127 => 0.20825200983646
128 => 0.20355063431064
129 => 0.20371854485729
130 => 0.20484782397855
131 => 0.20875627191113
201 => 0.20991656536495
202 => 0.20937907120744
203 => 0.21065128001014
204 => 0.21165678197566
205 => 0.21077755557603
206 => 0.22322554727047
207 => 0.21805627324798
208 => 0.22057574143896
209 => 0.22117661975694
210 => 0.21963748258055
211 => 0.21997126632174
212 => 0.22047685773902
213 => 0.22354670981978
214 => 0.23160288994856
215 => 0.23517091728732
216 => 0.24590550357936
217 => 0.23487464228618
218 => 0.23422011662728
219 => 0.23615373977193
220 => 0.24245607829671
221 => 0.24756353172249
222 => 0.24925796867988
223 => 0.24948191649591
224 => 0.25266079287201
225 => 0.25448286552825
226 => 0.2522747936672
227 => 0.25040368395972
228 => 0.2437016012382
229 => 0.24447738556238
301 => 0.24982177024769
302 => 0.25737102839837
303 => 0.2638490772581
304 => 0.26158069033022
305 => 0.27888688135834
306 => 0.28060271950933
307 => 0.28036564615655
308 => 0.28427458081545
309 => 0.27651614155823
310 => 0.27319925846309
311 => 0.25080823911647
312 => 0.25709920223506
313 => 0.26624348658324
314 => 0.26503320626045
315 => 0.25839238253938
316 => 0.26384403959781
317 => 0.26204155128522
318 => 0.26061985396776
319 => 0.2671329249886
320 => 0.25997153585898
321 => 0.26617204624849
322 => 0.25821982753788
323 => 0.26159105213063
324 => 0.259677382004
325 => 0.26091576110652
326 => 0.25367622217742
327 => 0.25758250165369
328 => 0.25351370810855
329 => 0.25351177897063
330 => 0.25342196012761
331 => 0.25820887768968
401 => 0.25836497889952
402 => 0.25482743958852
403 => 0.25431762490706
404 => 0.25620267698912
405 => 0.25399577469695
406 => 0.25502837038938
407 => 0.25402705096855
408 => 0.25380163287591
409 => 0.252005463162
410 => 0.25123162386254
411 => 0.25153506619124
412 => 0.25049926108814
413 => 0.24987515104681
414 => 0.25329780893177
415 => 0.25146922089346
416 => 0.25301755158926
417 => 0.25125303334649
418 => 0.24513644435305
419 => 0.24161872934116
420 => 0.23006505974066
421 => 0.23334166610708
422 => 0.23551405951791
423 => 0.23479608350859
424 => 0.23633857379644
425 => 0.23643327017253
426 => 0.23593179085612
427 => 0.2353511420512
428 => 0.23506851432486
429 => 0.23717498984446
430 => 0.2383978697843
501 => 0.23573208825956
502 => 0.23510753294656
503 => 0.23780278524991
504 => 0.23944688759795
505 => 0.25158601559459
506 => 0.25068670978374
507 => 0.25294379088914
508 => 0.2526896781944
509 => 0.25505545877408
510 => 0.25892251016838
511 => 0.25105971343919
512 => 0.25242442307632
513 => 0.25208982778905
514 => 0.25574285139994
515 => 0.25575425574092
516 => 0.25356408560412
517 => 0.25475141236673
518 => 0.25408867914045
519 => 0.25528632765411
520 => 0.25067469900635
521 => 0.25629116490477
522 => 0.2594753391521
523 => 0.25951955141462
524 => 0.26102882473668
525 => 0.26256233384312
526 => 0.26550577103243
527 => 0.26248024297746
528 => 0.2570376125358
529 => 0.2574305528741
530 => 0.25423954063753
531 => 0.25429318212973
601 => 0.25400683964041
602 => 0.25486617500573
603 => 0.25086327479442
604 => 0.25180274747313
605 => 0.25048748022139
606 => 0.25242156394219
607 => 0.2503408095741
608 => 0.25208966643707
609 => 0.2528444150836
610 => 0.25562945383789
611 => 0.24992945708565
612 => 0.23830677785198
613 => 0.24075000593826
614 => 0.23713627968723
615 => 0.23747074381019
616 => 0.23814641456813
617 => 0.23595634457591
618 => 0.23637414091339
619 => 0.23635921428822
620 => 0.23623058469659
621 => 0.2356608629071
622 => 0.23483465359631
623 => 0.23812601719667
624 => 0.2386852840088
625 => 0.23992846485367
626 => 0.24362732779037
627 => 0.2432577241578
628 => 0.24386056301723
629 => 0.24254456917189
630 => 0.23753178899031
701 => 0.23780400707138
702 => 0.23440944323841
703 => 0.23984165822444
704 => 0.23855523801401
705 => 0.23772587453569
706 => 0.23749957502663
707 => 0.24120760672911
708 => 0.24231710793077
709 => 0.24162574123775
710 => 0.24020772797999
711 => 0.24293073263288
712 => 0.24365929380366
713 => 0.24382239178149
714 => 0.24864703394207
715 => 0.24409203568318
716 => 0.24518846903688
717 => 0.25374252907178
718 => 0.24598517699972
719 => 0.25009441940189
720 => 0.24989329336977
721 => 0.25199544273353
722 => 0.2497208557648
723 => 0.24974905199634
724 => 0.25161561821943
725 => 0.24899436259609
726 => 0.24834530284095
727 => 0.24744863143788
728 => 0.24940648064242
729 => 0.25058012269464
730 => 0.26003881569042
731 => 0.26614956273449
801 => 0.26588427908936
802 => 0.26830847501569
803 => 0.26721635254779
804 => 0.26368960101158
805 => 0.26970933584236
806 => 0.2678044398655
807 => 0.26796147717538
808 => 0.26795563223886
809 => 0.26922222153458
810 => 0.26832472693736
811 => 0.26655567296031
812 => 0.26773005354857
813 => 0.27121754404695
814 => 0.2820428215632
815 => 0.28810079027715
816 => 0.28167812424001
817 => 0.2861083932695
818 => 0.28345181051807
819 => 0.28296903040564
820 => 0.28575156675047
821 => 0.28853897355683
822 => 0.28836142779355
823 => 0.28633791358706
824 => 0.28519488175659
825 => 0.2938503017207
826 => 0.30022746770902
827 => 0.29979258774167
828 => 0.30171200648697
829 => 0.30734747928855
830 => 0.30786271629549
831 => 0.3077978082752
901 => 0.3065207395941
902 => 0.31206959442587
903 => 0.31669854674935
904 => 0.30622513509248
905 => 0.31021327314439
906 => 0.31200367680568
907 => 0.31463252056927
908 => 0.31906782064383
909 => 0.32388573293004
910 => 0.32456703855303
911 => 0.32408361961004
912 => 0.32090607694485
913 => 0.32617789405808
914 => 0.32926600088368
915 => 0.33110489782825
916 => 0.33576803451643
917 => 0.31201473372916
918 => 0.29520096681629
919 => 0.2925752543191
920 => 0.29791474393317
921 => 0.29932272476277
922 => 0.29875516945581
923 => 0.27982974615456
924 => 0.29247561588213
925 => 0.30608150841406
926 => 0.30660416615796
927 => 0.31341556044524
928 => 0.31563362963366
929 => 0.32111769482478
930 => 0.32077466505393
1001 => 0.32210994765743
1002 => 0.32180298931076
1003 => 0.33196106527114
1004 => 0.34316693154431
1005 => 0.34277890802775
1006 => 0.34116793216919
1007 => 0.34356050603135
1008 => 0.35512616091888
1009 => 0.35406138075268
1010 => 0.35509572398639
1011 => 0.36873228291053
1012 => 0.3864617492898
1013 => 0.37822463214731
1014 => 0.39609680617991
1015 => 0.4073463923702
1016 => 0.42680138845738
1017 => 0.42436552712939
1018 => 0.43193921433877
1019 => 0.42000482697268
1020 => 0.39260106124252
1021 => 0.38826431041832
1022 => 0.39694659539239
1023 => 0.41829114579616
1024 => 0.39627437954137
1025 => 0.40072834268002
1026 => 0.39944560099645
1027 => 0.39937724914344
1028 => 0.40198596136598
1029 => 0.3982018882259
1030 => 0.38278489351147
1031 => 0.38985041133617
1101 => 0.38712207559002
1102 => 0.39014936751128
1103 => 0.40648641346016
1104 => 0.39926341601963
1105 => 0.39165457496469
1106 => 0.40119775018458
1107 => 0.41334949163029
1108 => 0.4125890574894
1109 => 0.41111349741925
1110 => 0.41943115227685
1111 => 0.4331694812574
1112 => 0.43688289637577
1113 => 0.43962406349871
1114 => 0.44000202413257
1115 => 0.44389525356252
1116 => 0.42296037769755
1117 => 0.45618456334099
1118 => 0.46192146240201
1119 => 0.46084316314864
1120 => 0.46721948500935
1121 => 0.46534340936625
1122 => 0.46262527010666
1123 => 0.47273309653843
1124 => 0.46114528919394
1125 => 0.44469785553282
1126 => 0.43567446813297
1127 => 0.44755719255699
1128 => 0.4548135577128
1129 => 0.45960955348929
1130 => 0.46106081891343
1201 => 0.424585492517
1202 => 0.40492731460367
1203 => 0.41752798126465
1204 => 0.4329016642426
1205 => 0.42287497611237
1206 => 0.42326800330405
1207 => 0.40897258099764
1208 => 0.43416649191264
1209 => 0.43049595100647
1210 => 0.44953872372077
1211 => 0.4449940131847
1212 => 0.46052265509703
1213 => 0.45643344326006
1214 => 0.4734075329706
1215 => 0.48017895691127
1216 => 0.49154923159564
1217 => 0.4999132519388
1218 => 0.50482476466253
1219 => 0.50452989586121
1220 => 0.52399175617852
1221 => 0.51251577709501
1222 => 0.49809924268553
1223 => 0.49783849306165
1224 => 0.50530502051619
1225 => 0.52095281371914
1226 => 0.52501005883053
1227 => 0.52727750534825
1228 => 0.52380483207599
1229 => 0.51134847927168
1230 => 0.50596988928592
1231 => 0.51055260378654
]
'min_raw' => 0.18896734996304
'max_raw' => 0.52727750534825
'avg_raw' => 0.35812242765564
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.188967'
'max' => '$0.527277'
'avg' => '$0.358122'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.074809344311935
'max_diff' => 0.27242779960848
'year' => 2036
]
11 => [
'items' => [
101 => 0.50494833774942
102 => 0.51462287320881
103 => 0.52790807676381
104 => 0.52516473476509
105 => 0.53433531576199
106 => 0.54382590232052
107 => 0.55739786734814
108 => 0.56094608157477
109 => 0.56681114476489
110 => 0.57284822136041
111 => 0.57478716765912
112 => 0.57848921776305
113 => 0.57846970613162
114 => 0.58962608329653
115 => 0.60193191279366
116 => 0.60657707854822
117 => 0.6172583810649
118 => 0.59896702482257
119 => 0.61284122864833
120 => 0.62535610779302
121 => 0.61043535294882
122 => 0.63100013741154
123 => 0.63179862139143
124 => 0.64385478148383
125 => 0.63163355354938
126 => 0.62437662741344
127 => 0.64532710125441
128 => 0.65546437561232
129 => 0.65241094607584
130 => 0.62917419653685
131 => 0.61564941163409
201 => 0.58025244080738
202 => 0.62218168178696
203 => 0.64260419197538
204 => 0.62912130716918
205 => 0.63592129001286
206 => 0.67301979150612
207 => 0.68714449892467
208 => 0.68420665852077
209 => 0.68470310518806
210 => 0.69232454092953
211 => 0.72612218420855
212 => 0.70586985293252
213 => 0.72135200135267
214 => 0.72956367704967
215 => 0.73719113907871
216 => 0.71846050301953
217 => 0.69409222071421
218 => 0.68637376279722
219 => 0.62778069999382
220 => 0.62473067661813
221 => 0.62301860607218
222 => 0.6122242434572
223 => 0.60374283126659
224 => 0.59699809739797
225 => 0.57929790157867
226 => 0.58527119807299
227 => 0.55706078025501
228 => 0.57510880585913
301 => 0.53008429785728
302 => 0.5675820460317
303 => 0.54717372651376
304 => 0.56087736419006
305 => 0.56082955348917
306 => 0.53559681178482
307 => 0.52104309296363
308 => 0.5303172890357
309 => 0.54025996341156
310 => 0.54187312887787
311 => 0.55476406573653
312 => 0.55836164912402
313 => 0.54746080350482
314 => 0.52915126500547
315 => 0.53340415320276
316 => 0.52095690832006
317 => 0.49914359043948
318 => 0.5148102961653
319 => 0.52015959831652
320 => 0.52252215488952
321 => 0.50107126203046
322 => 0.4943309257726
323 => 0.49074242730582
324 => 0.52638222410614
325 => 0.52833465262716
326 => 0.51834575226808
327 => 0.56349652907752
328 => 0.55327751771952
329 => 0.56469465712498
330 => 0.53301824817552
331 => 0.53422832965533
401 => 0.51923221002168
402 => 0.52762903497545
403 => 0.52169442974043
404 => 0.52695065449823
405 => 0.53010121394582
406 => 0.5450948728638
407 => 0.5677532495319
408 => 0.54285532021592
409 => 0.53200693586803
410 => 0.53873721250383
411 => 0.55666082609045
412 => 0.58381601816708
413 => 0.56773959790854
414 => 0.57487404022396
415 => 0.57643259848063
416 => 0.56457844136342
417 => 0.58425309784858
418 => 0.59479690609561
419 => 0.60561267162336
420 => 0.61500369778024
421 => 0.60129261702779
422 => 0.61596543883913
423 => 0.60414173456091
424 => 0.59353464951127
425 => 0.59355073608087
426 => 0.58689675668444
427 => 0.57400383314851
428 => 0.57162618023554
429 => 0.58399503095324
430 => 0.59391367789431
501 => 0.59473062516349
502 => 0.60022209774854
503 => 0.60347189465771
504 => 0.63532432225224
505 => 0.64813563212787
506 => 0.66380105933809
507 => 0.66990362609158
508 => 0.68827016412829
509 => 0.67343769300636
510 => 0.67022859457851
511 => 0.62567738095024
512 => 0.63297263968606
513 => 0.64465305280988
514 => 0.62586998666048
515 => 0.63778351886641
516 => 0.64013550248698
517 => 0.62523174526016
518 => 0.63319248594834
519 => 0.61205111887565
520 => 0.56821407356139
521 => 0.5843019010115
522 => 0.59614795711895
523 => 0.57924217444544
524 => 0.60954513554356
525 => 0.59184277125013
526 => 0.58623197163245
527 => 0.5643422419294
528 => 0.57467335173628
529 => 0.58864632567732
530 => 0.58001265231433
531 => 0.59792882089511
601 => 0.62330289367312
602 => 0.64138596898689
603 => 0.64277416297104
604 => 0.63114795701624
605 => 0.64977902625627
606 => 0.64991473325568
607 => 0.62889881104278
608 => 0.61602667570452
609 => 0.61310209947247
610 => 0.62040826429709
611 => 0.62927929718661
612 => 0.64326644355716
613 => 0.6517185831685
614 => 0.67375728060641
615 => 0.67972032023414
616 => 0.68627189290436
617 => 0.69502681442195
618 => 0.70553934241963
619 => 0.68253852963926
620 => 0.68345239480991
621 => 0.66203435641676
622 => 0.63914611073628
623 => 0.65651543614766
624 => 0.67922351857852
625 => 0.67401425937868
626 => 0.67342811130319
627 => 0.67441384978224
628 => 0.67048623846406
629 => 0.65272179803601
630 => 0.64380060726432
701 => 0.6553112193983
702 => 0.6614285974691
703 => 0.67091611736548
704 => 0.669746580281
705 => 0.69418541264883
706 => 0.70368160391504
707 => 0.70125207182421
708 => 0.70169916419888
709 => 0.71889156488913
710 => 0.73801305034357
711 => 0.75592284477389
712 => 0.77414145691198
713 => 0.75217820889498
714 => 0.74102662605676
715 => 0.75253221301756
716 => 0.7464271866233
717 => 0.78150847915319
718 => 0.78393743173317
719 => 0.81901618748631
720 => 0.85231010379658
721 => 0.83139879148457
722 => 0.85111721712861
723 => 0.87244430212946
724 => 0.91358770929095
725 => 0.89973205720148
726 => 0.88911884484669
727 => 0.87908941045409
728 => 0.89995907129722
729 => 0.92680755657095
730 => 0.93259046314731
731 => 0.94196098104136
801 => 0.93210902724818
802 => 0.94397462043495
803 => 0.9858653783901
804 => 0.97454612581067
805 => 0.95847096748723
806 => 0.99153969766165
807 => 1.0035071425603
808 => 1.0875009382589
809 => 1.193546574939
810 => 1.1496429850202
811 => 1.1223906099977
812 => 1.128795564563
813 => 1.1675198412072
814 => 1.1799568498182
815 => 1.1461487731195
816 => 1.1580903573565
817 => 1.2238896605729
818 => 1.2591888756541
819 => 1.2112478002567
820 => 1.078980274606
821 => 0.95702357536232
822 => 0.98937198378348
823 => 0.9857046781565
824 => 1.0563978208323
825 => 0.97427616538017
826 => 0.97565888344526
827 => 1.0478138854463
828 => 1.0285641679623
829 => 0.99738209095581
830 => 0.95725123903262
831 => 0.88306564759807
901 => 0.81735740044624
902 => 0.94622640481656
903 => 0.94066933901503
904 => 0.93262188422341
905 => 0.95053062403661
906 => 1.037490381085
907 => 1.0354856772238
908 => 1.0227327740675
909 => 1.0324057387126
910 => 0.99568637348543
911 => 1.0051497899889
912 => 0.95700425679806
913 => 0.97876804853539
914 => 0.99731518822314
915 => 1.0010388011106
916 => 1.0094282910783
917 => 0.93774101785265
918 => 0.96992649890319
919 => 0.98883245364864
920 => 0.90341466230418
921 => 0.9871440185529
922 => 0.93649310191558
923 => 0.91930142005764
924 => 0.9424477548475
925 => 0.93342760566934
926 => 0.92567261108689
927 => 0.92134519086217
928 => 0.93834130456409
929 => 0.93754841554515
930 => 0.90973947472528
1001 => 0.8734638450632
1002 => 0.88563913708475
1003 => 0.88121573934935
1004 => 0.8651847753266
1005 => 0.87598770949196
1006 => 0.82841705466759
1007 => 0.74657421554975
1008 => 0.80064210198496
1009 => 0.79856054717174
1010 => 0.79751093284393
1011 => 0.83814145517336
1012 => 0.83423576795703
1013 => 0.82714690741477
1014 => 0.86505458284359
1015 => 0.85121777138189
1016 => 0.89385956394406
1017 => 0.92194620642373
1018 => 0.91482252538319
1019 => 0.94123814838984
1020 => 0.88591963122229
1021 => 0.90429422363166
1022 => 0.90808120166115
1023 => 0.86458680801305
1024 => 0.83487478668807
1025 => 0.83289333360753
1026 => 0.78137678319876
1027 => 0.80889650860006
1028 => 0.83311272810959
1029 => 0.82151503821907
1030 => 0.81784355607087
1031 => 0.83660036211873
1101 => 0.83805792658984
1102 => 0.80482530218301
1103 => 0.81173541713753
1104 => 0.84055174520893
1105 => 0.81100931960521
1106 => 0.75361321238502
1107 => 0.73937818423114
1108 => 0.73747896907179
1109 => 0.69887244372417
1110 => 0.74032943687982
1111 => 0.72223234838904
1112 => 0.77940083409502
1113 => 0.7467465016605
1114 => 0.74533883865464
1115 => 0.743210949562
1116 => 0.70998071837982
1117 => 0.71725602711736
1118 => 0.74144026142173
1119 => 0.75006946867643
1120 => 0.74916937166276
1121 => 0.74132174547998
1122 => 0.74491434856011
1123 => 0.73334132229312
1124 => 0.72925464584654
1125 => 0.71635597085221
1126 => 0.69739848196046
1127 => 0.70003463706389
1128 => 0.66247489107254
1129 => 0.64201034800985
1130 => 0.63634603220844
1201 => 0.62877147239074
1202 => 0.63720159889498
1203 => 0.66236848903128
1204 => 0.63201188007331
1205 => 0.57996760328342
1206 => 0.58309555299763
1207 => 0.59012312730884
1208 => 0.57702728907195
1209 => 0.56463317723112
1210 => 0.57540885191064
1211 => 0.55335700574719
1212 => 0.59278798756375
1213 => 0.59172149000966
1214 => 0.60641892163532
1215 => 0.6156095272525
1216 => 0.5944281567988
1217 => 0.58910109941021
1218 => 0.59213563340001
1219 => 0.5419815460566
1220 => 0.60232026269411
1221 => 0.60284207442121
1222 => 0.59837400561269
1223 => 0.63050250947328
1224 => 0.6983036737508
1225 => 0.67279414845408
1226 => 0.66291608922971
1227 => 0.64413789142336
1228 => 0.66915872506126
1229 => 0.66723751542368
1230 => 0.65854907684542
1231 => 0.6532942820837
]
'min_raw' => 0.49074242730582
'max_raw' => 1.2591888756541
'avg_raw' => 0.87496565147997
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$0.490742'
'max' => '$1.25'
'avg' => '$0.874965'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.30177507734278
'max_diff' => 0.73191137030588
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.015403844034318
]
1 => [
'year' => 2028
'avg' => 0.026437468130765
]
2 => [
'year' => 2029
'avg' => 0.072222398043218
]
3 => [
'year' => 2030
'avg' => 0.055719472533521
]
4 => [
'year' => 2031
'avg' => 0.054723427266129
]
5 => [
'year' => 2032
'avg' => 0.095947390093903
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.015403844034318
'min' => '$0.0154038'
'max_raw' => 0.095947390093903
'max' => '$0.095947'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.095947390093903
]
1 => [
'year' => 2033
'avg' => 0.24678655347529
]
2 => [
'year' => 2034
'avg' => 0.15642517759943
]
3 => [
'year' => 2035
'avg' => 0.18450385569544
]
4 => [
'year' => 2036
'avg' => 0.35812242765564
]
5 => [
'year' => 2037
'avg' => 0.87496565147997
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.095947390093903
'min' => '$0.095947'
'max_raw' => 0.87496565147997
'max' => '$0.874965'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 0.87496565147997
]
]
]
]
'prediction_2025_max_price' => '$0.026337'
'last_price' => 0.02553779
'sma_50day_nextmonth' => '$0.0237026'
'sma_200day_nextmonth' => '$0.058933'
'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' => '$0.024923'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.024712'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.024137'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.023973'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.024756'
'daily_sma50_action' => 'BUY'
'daily_sma100' => '$0.0407096'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.068263'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.025028'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.02476'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.0244073'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.024397'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$0.028461'
'daily_ema50_action' => 'SELL'
'daily_ema100' => '$0.039774'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.050821'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.055121'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.054534'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '$0.04978'
'weekly_sma100_action' => 'SELL'
'weekly_sma200' => '$0.054111'
'weekly_sma200_action' => 'SELL'
'weekly_ema3' => '$0.024993'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$0.025651'
'weekly_ema5_action' => 'SELL'
'weekly_ema10' => '$0.031672'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.044736'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.052492'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.055137'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$0.066635'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '56.76'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 122.4
'stoch_rsi_14_action' => 'SELL'
'momentum_10' => 0
'momentum_10_action' => 'BUY'
'vwma_10' => '0.0242070'
'vwma_10_action' => 'BUY'
'hma_9' => '0.025146'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 100
'stochastic_fast_14_action' => 'SELL'
'cci_20' => 179.83
'cci_20_action' => 'SELL'
'adx_14' => 18.31
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '0.000462'
'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' => 78.55
'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' => 1767677528
'last_updated_date' => '6 Ocak 2026'
]
Aladdin DAO için 2026 fiyat tahmini
Aladdin DAO için 2026 fiyat tahmini, ortalama fiyatın alt sınırda $0.008823 ile üst sınırda $0.026337 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 $0.0154038 ve üst sınırda $0.095947 fiyat aralığında bulunuyor. Piyasadaki fiyat dalgalanmaları göz önüne alındığında, Aladdin DAO üst fiyat hedefine ulaşırsa, bugünün fiyatına kıyasla 2032 yılına kadar 275.71% artış gösterebilir.
| Aladdin DAO Fiyat Tahmini | Potansiyel Düşük ($) | Ortalama Fiyat ($) | Potansiyel Yüksek ($) |
|---|---|---|---|
| 2027 | $0.008493 | $0.0154038 | $0.022313 |
| 2028 | $0.015329 | $0.026437 | $0.037545 |
| 2029 | $0.033673 | $0.072222 | $0.110771 |
| 2030 | $0.028638 | $0.055719 | $0.08280092 |
| 2031 | $0.033859 | $0.054723 | $0.075587 |
| 2032 | $0.051683 | $0.095947 | $0.140211 |
Aladdin DAO fiyat tahmini 2032-2037
Aladdin DAO için 2032-2037 fiyat tahmini, şu anda alt sınırda $0.095947 ve üst sınırda $0.874965 olarak tahmin edilmektedir. Mevcut fiyata kıyasla, Aladdin DAO üst fiyat hedefine ulaşırsa, 2037 yılına kadar potansiyel olarak 3326.16% artış gösterebilir. Lütfen bu bilgilerin sadece genel amaçlar için olduğunu ve uzun vadeli yatırım tavsiyesi olarak değerlendirilmemesi gerektiğini unutmayın.
| Aladdin DAO Fiyat Tahmini | Potansiyel Düşük ($) | Ortalama Fiyat ($) | Potansiyel Yüksek ($) |
|---|---|---|---|
| 2032 | $0.051683 | $0.095947 | $0.140211 |
| 2033 | $0.12010052 | $0.246786 | $0.373472 |
| 2034 | $0.096555 | $0.156425 | $0.216295 |
| 2035 | $0.114158 | $0.1845038 | $0.254849 |
| 2036 | $0.188967 | $0.358122 | $0.527277 |
| 2037 | $0.490742 | $0.874965 | $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 $0.058933 seviyesine ulaşması bekleniyor. Aladdin DAO için kısa vadeli 50 günlük SMA'nın 4 Şub 2026 tarihinde $0.0237026 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 56.76 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 | $0.024923 | BUY |
| SMA 5 | $0.024712 | BUY |
| SMA 10 | $0.024137 | BUY |
| SMA 21 | $0.023973 | BUY |
| SMA 50 | $0.024756 | BUY |
| SMA 100 | $0.0407096 | SELL |
| SMA 200 | $0.068263 | SELL |
Günlük Üstel Hareketli Ortalama (EMA)
| Dönem | Değer | İşlem |
|---|---|---|
| EMA 3 | $0.025028 | BUY |
| EMA 5 | $0.02476 | BUY |
| EMA 10 | $0.0244073 | BUY |
| EMA 21 | $0.024397 | BUY |
| EMA 50 | $0.028461 | SELL |
| EMA 100 | $0.039774 | SELL |
| EMA 200 | $0.050821 | SELL |
Haftalık Basit Hareketli Ortalama (SMA)
| Dönem | Değer | İşlem |
|---|---|---|
| SMA 21 | $0.055121 | SELL |
| SMA 50 | $0.054534 | SELL |
| SMA 100 | $0.04978 | SELL |
| SMA 200 | $0.054111 | SELL |
Haftalık Üstel Hareketli Ortalama (EMA)
| Dönem | Değer | İşlem |
|---|---|---|
| EMA 21 | $0.044736 | SELL |
| EMA 50 | $0.052492 | SELL |
| EMA 100 | $0.055137 | SELL |
| EMA 200 | $0.066635 | 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) | 56.76 | NEUTRAL |
| Stoch RSI (14) | 122.4 | SELL |
| Hızlı Stokastik (14) | 100 | SELL |
| Emtia Kanal Endeksi (20) | 179.83 | SELL |
| Ortalama Yön Endeksi (14) | 18.31 | NEUTRAL |
| Harika Osilatör (5, 34) | 0.000462 | BUY |
| Momentum (10) | 0 | BUY |
| MACD (12, 26) | 0 | BUY |
| Williams Yüzde Aralığı (14) | -0 | SELL |
| Ultimate Osilatör (7, 14, 28) | 78.55 | SELL |
| VWMA (10) | 0.0242070 | BUY |
| Hull Hareketli Ortalaması (9) | 0.025146 | 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 | $0.035884 | $0.050424 | $0.070854 | $0.099562 | $0.1399017 | $0.196585 |
| Amazon.com hisseleri | $0.053286 | $0.111184 | $0.231993 | $0.484067 | $1.01 | $2.10 |
| Apple hisseleri | $0.036223 | $0.05138 | $0.072878 | $0.103373 | $0.146626 | $0.207978 |
| Netflix hisseleri | $0.040294 | $0.063578 | $0.100317 | $0.158284 | $0.249748 | $0.394063 |
| Google hisseleri | $0.033071 | $0.042827 | $0.055461 | $0.071821 | $0.0930089 | $0.120446 |
| Tesla hisseleri | $0.057892 | $0.131237 | $0.2975051 | $0.674421 | $1.52 | $3.46 |
| Kodak hisseleri | $0.01915 | $0.01436 | $0.010769 | $0.008075 | $0.006055 | $0.004541 |
| Nokia hisseleri | $0.016917 | $0.0112072 | $0.007424 | $0.004918 | $0.003258 | $0.002158 |
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 $0.02553 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 | $0.0262015 | $0.026882 | $0.027581 | $0.028298 |
| Aladdin DAO, Bitcoin'in geçmiş yıllık ortama büyümesine göre %2 oranında büyüme gösterirse | $0.026865 | $0.028262 | $0.029731 | $0.031276 |
| Aladdin DAO, Bitcoin'in geçmiş yıllık ortama büyümesine göre %5 oranında büyüme gösterirse | $0.028856 | $0.0326072 | $0.036845 | $0.041633 |
| Aladdin DAO, Bitcoin'in geçmiş yıllık ortama büyümesine göre %10 oranında büyüme gösterirse | $0.032175 | $0.040539 | $0.051076 | $0.064353 |
| Aladdin DAO, Bitcoin'in geçmiş yıllık ortama büyümesine göre %20 oranında büyüme gösterirse | $0.038813 | $0.058991 | $0.089659 | $0.13627 |
| Aladdin DAO, Bitcoin'in geçmiş yıllık ortama büyümesine göre %50 oranında büyüme gösterirse | $0.058728 | $0.135055 | $0.31058 | $0.71423 |
| Aladdin DAO, Bitcoin'in geçmiş yıllık ortama büyümesine göre %100 oranında büyüme gösterirse | $0.091918 | $0.330844 | $1.19 | $4.28 |
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 4.0893% 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 $0.026337 seviyesine kadar yükselebilir gibi görünmektedir. Aladdin DAO'ın uzun vadeli beş yıllık görünümüne bakıldığında, dijital para birimi $0.08280092 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 $0.025756 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 $0.02257 seviyesine ulaşacaktır 5 Şubat 2026 itibariyle.
2026 yılında Aladdin DAO fiyatı ne kadar yükselebilir?
Son Aladdin DAO değer tahminimize göre, ALD fiyatı $0.008823 ve $0.026337 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 $0.08280092 seviyesine kadar artış gösteren bir eğilimde görünmektedir. Aladdin DAO'ın 2030 tahminine dayanarak, Aladdin DAO değeri yaklaşık olarak $0.08280092 seviyesine ulaşabilirken, en düşük zirve yaklaşık $0.028638 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 $0.026337 seviyesine ulaşacaktır. Fiyat, 2026 yılı boyunca $0.026337 ve $0.008823 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 $0.022313 seviyesine ulaşacaktır. Fiyat, 2027 yılı boyunca $0.022313 ve $0.008493 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 $0.037545 seviyesine ulaşacaktır. Fiyat, yıl boyunca $0.037545 ve $0.015329 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 $0.110771 seviyesine ulaşacaktır. Fiyat aralığı $0.110771 ve $0.033673 arasında olacaktır.
2030 yılında Aladdin DAO ne kadar olacak?
Yeni deneysel simülasyona göre, ALD'ın değeri 224.23% oranında artacaktır, $0.08280092 seviyesine ulaşacaktır. Fiyat 2030 yılı boyunca $0.08280092 ve $0.028638 arasında olacaktır.
2031 yılında Aladdin DAO ne kadar olacak?
Aladdin DAO'ın değeri 2031 yılında 195.98% oranında artacaktır, ve en iyi durumda $0.075587 seviyesine ulaşacaktır. Yıl boyunca fiyat $0.075587 ve $0.033859 arasında olacaktır.
2032 yılında Aladdin DAO ne kadar olacak?
Aladdin DAO fiyatı 449.04% oranında artacaktır, 2032 yılında $0.140211 seviyesine ulaşabilir. Fiyat $0.140211 ve $0.051683 arasında olacaktır.
2033 yılında Aladdin DAO ne kadar olacak?
ALD'ın değeri 1362.43% oranında artacaktır, ve 2033 yılı için $0.373472 seviyesine ulaşacaktır. Fiyat aralığı $0.373472 ve $0.12010052 arasında olacaktır.
2034 yılında Aladdin DAO ne kadar olacak?
Yeni simülasyon sonuçlarına göre, ALD'ın değeri 746.96% oranında artacaktır, ve $0.216295 seviyesine ulaşacaktır. Yıl boyunca fiyat aralığı $0.216295 ve $0.096555 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 $0.254849 seviyesine ulaşacaktır. Yıl boyunca fiyat $0.254849 ve $0.114158 arasında olacaktır.
2036 yılında Aladdin DAO ne kadar olacak?
ALD'ın değeri 2036 yılında 1964.7% oranında artacaktır, ve $0.527277 seviyesine ulaşacaktır. Fiyat $0.527277 ve $0.188967 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 $0.490742 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