Aladdin DAO Geleceği Fiyat Tahmini - ALD
2026 yılına kadar Aladdin DAO fiyat tahmini $0.02654 olacak
| Yıl | Min. fiyat | Max. fiyat |
|---|---|---|
| 2026 | $0.008891 | $0.02654 |
| 2027 | $0.008559 | $0.022485 |
| 2028 | $0.015446 | $0.037834 |
| 2029 | $0.033932 | $0.111621 |
| 2030 | $0.028857 | $0.083436 |
| 2031 | $0.034119 | $0.076168 |
| 2032 | $0.05208 | $0.141288 |
| 2033 | $0.121022 | $0.37634 |
| 2034 | $0.097296 | $0.217956 |
| 2035 | $0.115034 | $0.2568069 |
Yatırım Kârı Hesaplayıcı
Bugün Aladdin DAO’de $10,000.00 tutarında short açıp Apr 06, 2026 tarihinde kapatırsanız, tahminimize göre yaklaşık $3,954.67 kazanç elde edebilir ve önümüzdeki 90 gün içinde 39.55% getiri sağlayabilirsiniz.
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' => 0.02573
'ticker' => 'ALD'
'marketcap' => '$3.86M'
'low24h' => '$0.02436'
'high24h' => '$0.02579'
'volume24h' => '$21.15K'
'current_supply' => '149.83M'
'max_supply' => '149.99M'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.02573'
'change_24h_pct' => '5.1291%'
'ath_price' => '$1.37'
'ath_days' => 1578
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '11 Eyl 2021'
'ath_pct' => '-98.12%'
'fdv' => '$3.86M'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$1.26'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.025954'
'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' => '$0.022744'
'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' => '$0.008891'
'current_year_max_price_prediction' => '$0.02654'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.028857'
'grand_prediction_max_price' => '$0.083436'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.026221564247958
107 => 0.026319466050432
108 => 0.026540043810396
109 => 0.024655231002125
110 => 0.025501456617842
111 => 0.025998534886458
112 => 0.023752717184987
113 => 0.025954142291355
114 => 0.024622420604463
115 => 0.024170414262143
116 => 0.024778981254769
117 => 0.024541822105892
118 => 0.02433792659614
119 => 0.024224149398329
120 => 0.024671013832625
121 => 0.024650167072647
122 => 0.023919010125488
123 => 0.02296524569369
124 => 0.023285360343252
125 => 0.023169059689975
126 => 0.022747571119418
127 => 0.02303160352525
128 => 0.021780868555478
129 => 0.019629044047534
130 => 0.021050605229649
131 => 0.020995876670499
201 => 0.020968280049233
202 => 0.022036543988527
203 => 0.021933855059806
204 => 0.021747473648645
205 => 0.02274414807864
206 => 0.022380348504529
207 => 0.023501493069979
208 => 0.024239951391869
209 => 0.024052654474813
210 => 0.024747178095829
211 => 0.023292735138237
212 => 0.023775842746626
213 => 0.023875410555157
214 => 0.022731849270884
215 => 0.02195065623852
216 => 0.021898559569514
217 => 0.020544078506428
218 => 0.02126763135734
219 => 0.02190432792349
220 => 0.021599399677954
221 => 0.021502868504889
222 => 0.02199602533302
223 => 0.022034347842168
224 => 0.021160590572348
225 => 0.021342272377038
226 => 0.022099915704681
227 => 0.021323181709094
228 => 0.019814114434446
301 => 0.019439844885845
302 => 0.019389910428906
303 => 0.01837486172941
304 => 0.019464855366722
305 => 0.018989043934022
306 => 0.020492126548826
307 => 0.019633573820444
308 => 0.019596563328291
309 => 0.019540616541143
310 => 0.018666922194353
311 => 0.018858205730128
312 => 0.019494061336347
313 => 0.019720941780073
314 => 0.019697276291016
315 => 0.019490945296987
316 => 0.019585402569468
317 => 0.019281122783713
318 => 0.019173675258326
319 => 0.018834541312437
320 => 0.018336108100124
321 => 0.018405418295364
322 => 0.017417891679627
323 => 0.016879834767369
324 => 0.016730907705532
325 => 0.016531756214353
326 => 0.016753402396383
327 => 0.017415094140801
328 => 0.016616953511298
329 => 0.015248597385071
330 => 0.015330837919822
331 => 0.015515607983975
401 => 0.015171290191802
402 => 0.014845422297913
403 => 0.015128737993152
404 => 0.014548947463749
405 => 0.015585672899472
406 => 0.015557632381825
407 => 0.015944059513591
408 => 0.016185700329368
409 => 0.015628796481146
410 => 0.015488736669346
411 => 0.015568521103511
412 => 0.014249862128793
413 => 0.015836296942614
414 => 0.015850016496762
415 => 0.015732541344763
416 => 0.016577268907443
417 => 0.018359907541832
418 => 0.017689207181102
419 => 0.017429491729402
420 => 0.016935772465869
421 => 0.017593624070377
422 => 0.017543111331235
423 => 0.017314673568445
424 => 0.01717651369674
425 => 0.017431077496569
426 => 0.017144970424808
427 => 0.017093577733023
428 => 0.016782193936608
429 => 0.016671044088348
430 => 0.016588753165699
501 => 0.016498158945601
502 => 0.016697987220463
503 => 0.016245150060027
504 => 0.015699072836716
505 => 0.015653672424235
506 => 0.01577902695474
507 => 0.015723566906539
508 => 0.015653406902861
509 => 0.015519452348901
510 => 0.015479710894227
511 => 0.015608851342104
512 => 0.015463059305807
513 => 0.015678183397067
514 => 0.015619681547603
515 => 0.015292894972091
516 => 0.014885597907116
517 => 0.014881972108903
518 => 0.014794220624356
519 => 0.01468245591526
520 => 0.01465136553002
521 => 0.01510487793553
522 => 0.016043635042453
523 => 0.01585933455981
524 => 0.015992510546393
525 => 0.01664760459126
526 => 0.016855839288758
527 => 0.016708039232783
528 => 0.016505721400254
529 => 0.016514622358105
530 => 0.017206003637629
531 => 0.017249124239968
601 => 0.017358076090843
602 => 0.017498110009008
603 => 0.01673188761457
604 => 0.016478533352232
605 => 0.016358480047177
606 => 0.015988762334084
607 => 0.016387471190454
608 => 0.016155160614262
609 => 0.01618650724785
610 => 0.016166092711603
611 => 0.016177240428819
612 => 0.015585383113584
613 => 0.015801024812151
614 => 0.015442478663888
615 => 0.014962425620058
616 => 0.014960816313926
617 => 0.015078308616313
618 => 0.015008419597379
619 => 0.014820350044439
620 => 0.014847064436771
621 => 0.014613018249739
622 => 0.01487548188142
623 => 0.014883008399236
624 => 0.014781945604549
625 => 0.015186307042154
626 => 0.015351974253069
627 => 0.015285452556631
628 => 0.015347306913513
629 => 0.015866993076931
630 => 0.015951724597065
701 => 0.015989356741259
702 => 0.015938934653343
703 => 0.015356805822579
704 => 0.015382625711627
705 => 0.015193176497563
706 => 0.015033111875346
707 => 0.015039513620806
708 => 0.01512180764357
709 => 0.015481190467462
710 => 0.016237490433566
711 => 0.016266191464432
712 => 0.016300977951109
713 => 0.016159483827505
714 => 0.01611680784591
715 => 0.01617310848124
716 => 0.016457134984145
717 => 0.017187728262062
718 => 0.016929487802962
719 => 0.016719534289961
720 => 0.016903720123924
721 => 0.016875366158481
722 => 0.016636030155727
723 => 0.016629312791263
724 => 0.016169950481628
725 => 0.01600013469493
726 => 0.015858223913074
727 => 0.015703261043961
728 => 0.015611393860749
729 => 0.015752543607051
730 => 0.015784826224065
731 => 0.0154761998369
801 => 0.015434135200743
802 => 0.015686166170666
803 => 0.015575256737464
804 => 0.015689329839933
805 => 0.015715795778207
806 => 0.015711534152583
807 => 0.015595731966454
808 => 0.015669540826621
809 => 0.015494960868844
810 => 0.015305131385823
811 => 0.015184032002451
812 => 0.015078356728956
813 => 0.015136991512574
814 => 0.014927969215264
815 => 0.014861098775567
816 => 0.015644536045548
817 => 0.016223269580253
818 => 0.016214854565455
819 => 0.016163630327037
820 => 0.016087521499205
821 => 0.016451567149337
822 => 0.016324740924153
823 => 0.01641701759966
824 => 0.016440505886416
825 => 0.016511597856208
826 => 0.016537007124848
827 => 0.016460202667148
828 => 0.016202437526232
829 => 0.015560111302645
830 => 0.015261106711639
831 => 0.015162430216292
901 => 0.015166016919484
902 => 0.015067079633686
903 => 0.015096221098412
904 => 0.015056945421509
905 => 0.014982566791263
906 => 0.01513239884175
907 => 0.015149665589786
908 => 0.015114692998843
909 => 0.015122930310036
910 => 0.014833372194016
911 => 0.01485538666869
912 => 0.014732807276242
913 => 0.014709825117874
914 => 0.014399955087974
915 => 0.013850975413627
916 => 0.014155163443962
917 => 0.013787747078627
918 => 0.013648600933809
919 => 0.014307297141715
920 => 0.01424118231183
921 => 0.014128022462493
922 => 0.013960635460744
923 => 0.013898549993559
924 => 0.013521338348815
925 => 0.013499050672498
926 => 0.013686006949204
927 => 0.013599733060277
928 => 0.013478571845747
929 => 0.013039738208632
930 => 0.012546343907691
1001 => 0.012561236380271
1002 => 0.012718175927473
1003 => 0.013174498827144
1004 => 0.012996205575776
1005 => 0.012866851776229
1006 => 0.012842627697935
1007 => 0.013145842754329
1008 => 0.013574955584646
1009 => 0.013776285723772
1010 => 0.013576773670385
1011 => 0.013347584965946
1012 => 0.013361534620427
1013 => 0.013454335422134
1014 => 0.013464087474261
1015 => 0.013314909188651
1016 => 0.013356902002233
1017 => 0.013293111078498
1018 => 0.012901626297285
1019 => 0.012894545579004
1020 => 0.01279846890015
1021 => 0.012795559736497
1022 => 0.012632109338315
1023 => 0.01260924149773
1024 => 0.012284700811409
1025 => 0.012498314473945
1026 => 0.012355033644336
1027 => 0.012139075637585
1028 => 0.012101844395821
1029 => 0.012100725179736
1030 => 0.012322465765343
1031 => 0.012495723306098
1101 => 0.012357526075711
1102 => 0.012326061245193
1103 => 0.01266202331642
1104 => 0.012619269080494
1105 => 0.012582244187918
1106 => 0.013536533237242
1107 => 0.012781138990599
1108 => 0.012451743982666
1109 => 0.012044055109934
1110 => 0.012176800662641
1111 => 0.012204772101034
1112 => 0.011224353853557
1113 => 0.010826598292658
1114 => 0.01069010357326
1115 => 0.010611548932494
1116 => 0.010647347268718
1117 => 0.010289320611836
1118 => 0.010529920446475
1119 => 0.010219899624855
1120 => 0.010167923625215
1121 => 0.010722279258482
1122 => 0.010799414606353
1123 => 0.010470331248263
1124 => 0.010681656037913
1125 => 0.010605026731552
1126 => 0.010225214042028
1127 => 0.010210707991001
1128 => 0.010020131334459
1129 => 0.0097219157698841
1130 => 0.0095856232546814
1201 => 0.0095146409294179
1202 => 0.0095439296202396
1203 => 0.0095291203619114
1204 => 0.0094324799339519
1205 => 0.0095346596781188
1206 => 0.0092736326553577
1207 => 0.0091696895916566
1208 => 0.0091227409212436
1209 => 0.0088910644143882
1210 => 0.0092597647638053
1211 => 0.0093324033774051
1212 => 0.0094051851115129
1213 => 0.010038700416721
1214 => 0.010007051782368
1215 => 0.010293140023405
1216 => 0.010282023160441
1217 => 0.010200426159775
1218 => 0.0098561818360206
1219 => 0.009993391487904
1220 => 0.009571081506521
1221 => 0.0098875048588605
1222 => 0.0097431024550079
1223 => 0.0098386822608622
1224 => 0.0096668211518525
1225 => 0.0097619361855498
1226 => 0.0093496286874045
1227 => 0.0089646217469595
1228 => 0.0091195597788478
1229 => 0.0092879951388236
1230 => 0.0096532059157825
1231 => 0.0094356893899493
]
'min_raw' => 0.0088910644143882
'max_raw' => 0.026540043810396
'avg_raw' => 0.017715554112392
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.008891'
'max' => '$0.02654'
'avg' => '$0.017715'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.016842855585612
'max_diff' => 0.00080612381039614
'year' => 2026
]
1 => [
'items' => [
101 => 0.0095139165578494
102 => 0.0092518686404538
103 => 0.0087111889365795
104 => 0.0087142491249858
105 => 0.0086310773318924
106 => 0.0085592047593791
107 => 0.0094606737795356
108 => 0.0093485618567629
109 => 0.0091699261806701
110 => 0.0094090371318198
111 => 0.0094722618625049
112 => 0.009474061781704
113 => 0.0096485109593159
114 => 0.0097416145166791
115 => 0.0097580244221983
116 => 0.010032523972395
117 => 0.010124532600884
118 => 0.010503503120082
119 => 0.0097337153303152
120 => 0.0097178620573579
121 => 0.0094124019132579
122 => 0.0092186742607358
123 => 0.0094256666113673
124 => 0.0096090335767532
125 => 0.0094180996360058
126 => 0.009443031577832
127 => 0.0091867183622548
128 => 0.0092783382761659
129 => 0.0093572536885614
130 => 0.0093136812362701
131 => 0.0092484511662596
201 => 0.0095939995766808
202 => 0.0095745023811497
203 => 0.0098962850050576
204 => 0.01014713757129
205 => 0.010596710215238
206 => 0.010127557724526
207 => 0.010110459943052
208 => 0.010277593499529
209 => 0.010124507013607
210 => 0.010221252388344
211 => 0.010581123039691
212 => 0.010588726539477
213 => 0.010461358121502
214 => 0.010453607741693
215 => 0.010478070239623
216 => 0.01062134785407
217 => 0.010571282253106
218 => 0.010629219434048
219 => 0.010701670765981
220 => 0.011001360193587
221 => 0.011073614299989
222 => 0.010898074280891
223 => 0.010913923579178
224 => 0.010848266793354
225 => 0.010784843160925
226 => 0.010927410224347
227 => 0.011187954334913
228 => 0.011186333503524
301 => 0.011246774672921
302 => 0.011284429020734
303 => 0.011122788995254
304 => 0.011017567282334
305 => 0.011057915982499
306 => 0.011122434432743
307 => 0.011036993518643
308 => 0.010509612616735
309 => 0.010669586293151
310 => 0.010642958851083
311 => 0.010605038135569
312 => 0.010765892904246
313 => 0.010750378069399
314 => 0.010285648530986
315 => 0.010315399008224
316 => 0.010287457756044
317 => 0.010377741658081
318 => 0.010119631386611
319 => 0.010199024367716
320 => 0.010248818901202
321 => 0.010278148263965
322 => 0.010384106033597
323 => 0.01037167311229
324 => 0.010383333185752
325 => 0.010540440586302
326 => 0.011335035905536
327 => 0.011378283975586
328 => 0.011165314661421
329 => 0.011250391701796
330 => 0.011087062388579
331 => 0.011196706450753
401 => 0.011271722133435
402 => 0.010932740688081
403 => 0.010912668406859
404 => 0.010748664975467
405 => 0.010836791129867
406 => 0.010696576081721
407 => 0.010730979950022
408 => 0.010634783734977
409 => 0.010807917769582
410 => 0.01100150852258
411 => 0.011050417191918
412 => 0.010921759539396
413 => 0.010828602920018
414 => 0.010665050584089
415 => 0.010937041763741
416 => 0.011016580273453
417 => 0.01093662398181
418 => 0.010918096361957
419 => 0.010882986555815
420 => 0.010925545073305
421 => 0.011016147089647
422 => 0.010973420851897
423 => 0.01100164228467
424 => 0.010894091284753
425 => 0.011122842504828
426 => 0.011486154494286
427 => 0.011487322601739
428 => 0.011444596133679
429 => 0.011427113383503
430 => 0.011470953332592
501 => 0.011494734706564
502 => 0.011636505063046
503 => 0.011788630303932
504 => 0.012498532425703
505 => 0.012299194750629
506 => 0.012929062145331
507 => 0.013427205476495
508 => 0.013576576880343
509 => 0.01343916221727
510 => 0.012969074077893
511 => 0.012946009311101
512 => 0.013648519457424
513 => 0.013450028164085
514 => 0.013426418256336
515 => 0.013175248727459
516 => 0.013323721026977
517 => 0.013291247957115
518 => 0.013239987627701
519 => 0.013523262432511
520 => 0.014053527578999
521 => 0.013970880783123
522 => 0.013909188783877
523 => 0.013638872401451
524 => 0.013801663241021
525 => 0.013743696541104
526 => 0.013992758270527
527 => 0.01384521961941
528 => 0.013448524397316
529 => 0.013511699418959
530 => 0.013502150641528
531 => 0.013698663804421
601 => 0.013639675430677
602 => 0.013490632214825
603 => 0.014051715190375
604 => 0.01401528158285
605 => 0.014066936108438
606 => 0.014089676028071
607 => 0.014431197347897
608 => 0.014571107705167
609 => 0.014602869805743
610 => 0.014735773824093
611 => 0.014599563032693
612 => 0.015144503314942
613 => 0.01550685680449
614 => 0.01592774902914
615 => 0.016542785694519
616 => 0.016774045170108
617 => 0.016732270215766
618 => 0.01719858399614
619 => 0.018036539493899
620 => 0.016901644979928
621 => 0.018096691658878
622 => 0.0177183536778
623 => 0.016821321130673
624 => 0.016763562809957
625 => 0.017371043665634
626 => 0.018718377735658
627 => 0.018380885832454
628 => 0.018718929751509
629 => 0.018324583563671
630 => 0.018305000951634
701 => 0.018699777237363
702 => 0.019622193547103
703 => 0.019183988134604
704 => 0.018555713223411
705 => 0.019019621640795
706 => 0.01861774123696
707 => 0.017712192207876
708 => 0.018380627758756
709 => 0.017933663941831
710 => 0.018064111745513
711 => 0.019003563207839
712 => 0.018890525922412
713 => 0.019036806636726
714 => 0.018778625004795
715 => 0.018537442649065
716 => 0.018087257871658
717 => 0.017953980352909
718 => 0.017990813464268
719 => 0.017953962100248
720 => 0.0177020878547
721 => 0.017647695635355
722 => 0.01755703955347
723 => 0.017585137664001
724 => 0.017414677707683
725 => 0.017736370864078
726 => 0.017796079948656
727 => 0.018030181400898
728 => 0.018054486590271
729 => 0.018706455802539
730 => 0.018347362116319
731 => 0.018588273163692
801 => 0.018566723812073
802 => 0.01684076254601
803 => 0.017078584780188
804 => 0.017448561543841
805 => 0.017281887513307
806 => 0.017046249429849
807 => 0.016855959043341
808 => 0.016567649649591
809 => 0.016973439584803
810 => 0.017507010198657
811 => 0.018068018821564
812 => 0.018742033923246
813 => 0.018591601598951
814 => 0.018055418578073
815 => 0.018079471356708
816 => 0.018228156169808
817 => 0.018035595827404
818 => 0.017978806023204
819 => 0.018220354122777
820 => 0.018222017531787
821 => 0.018000453586156
822 => 0.017754225806362
823 => 0.017753194102974
824 => 0.017709380247838
825 => 0.018332377951167
826 => 0.018674963695826
827 => 0.018714240599346
828 => 0.018672320047277
829 => 0.018688453604001
830 => 0.018489110507546
831 => 0.018944749712683
901 => 0.019362889305365
902 => 0.019250818962276
903 => 0.01908280958625
904 => 0.018948982025816
905 => 0.019219293442139
906 => 0.01920725690028
907 => 0.019359237220799
908 => 0.01935234251558
909 => 0.019301237250058
910 => 0.019250820787406
911 => 0.019450716363002
912 => 0.019393149647455
913 => 0.019335493514899
914 => 0.019219855314345
915 => 0.019235572466347
916 => 0.019067592099508
917 => 0.018989876695549
918 => 0.01782122348534
919 => 0.017508921160727
920 => 0.01760717782955
921 => 0.01763952647616
922 => 0.017503612104262
923 => 0.017698478400027
924 => 0.017668108694246
925 => 0.017786259453754
926 => 0.017712443988723
927 => 0.017715473401156
928 => 0.017932548944695
929 => 0.01799556689849
930 => 0.017963515458573
1001 => 0.017985963188432
1002 => 0.018503261648437
1003 => 0.018429718349698
1004 => 0.018390649938015
1005 => 0.01840147215505
1006 => 0.018533653002585
1007 => 0.018570656423089
1008 => 0.018413870330232
1009 => 0.018487811557993
1010 => 0.018802643921259
1011 => 0.018912817430434
1012 => 0.019264438385435
1013 => 0.019115063554186
1014 => 0.019389247521734
1015 => 0.020231995561774
1016 => 0.020905241009886
1017 => 0.020286096672757
1018 => 0.021522426200925
1019 => 0.022485086079541
1020 => 0.022448137590005
1021 => 0.022280275573444
1022 => 0.021184312895277
1023 => 0.020175791698945
1024 => 0.021019462503749
1025 => 0.021021613194133
1026 => 0.020949141123785
1027 => 0.020499023319067
1028 => 0.020933477999868
1029 => 0.020967963434722
1030 => 0.020948660761621
1031 => 0.0206035564961
1101 => 0.02007664606858
1102 => 0.020179603104872
1103 => 0.020348248830585
1104 => 0.020028967288626
1105 => 0.019926937490019
1106 => 0.020116630297592
1107 => 0.02072786004766
1108 => 0.020612310604023
1109 => 0.020609293141077
1110 => 0.021103662661548
1111 => 0.020749800776511
1112 => 0.020180901722813
1113 => 0.020037247208898
1114 => 0.019527370461775
1115 => 0.019879544147132
1116 => 0.019892218251105
1117 => 0.019699336322763
1118 => 0.020196553028265
1119 => 0.020191971088791
1120 => 0.020664004349726
1121 => 0.021566354657036
1122 => 0.021299485269203
1123 => 0.020989145206459
1124 => 0.021022887776076
1125 => 0.021392960481014
1126 => 0.02116920607567
1127 => 0.021249669719903
1128 => 0.021392838689651
1129 => 0.021479216083786
1130 => 0.021010459398332
1201 => 0.020901169791729
1202 => 0.020677601612058
1203 => 0.02061927684708
1204 => 0.020801368464519
1205 => 0.020753393756715
1206 => 0.019891153041742
1207 => 0.019801044089566
1208 => 0.019803807602483
1209 => 0.019577224357788
1210 => 0.019231630523417
1211 => 0.020139830485807
1212 => 0.020066889318577
1213 => 0.019986367915152
1214 => 0.019996231327623
1215 => 0.020390450149544
1216 => 0.020161783324302
1217 => 0.020769731556962
1218 => 0.020644755676924
1219 => 0.02051657463714
1220 => 0.020498856112952
1221 => 0.020449517348527
1222 => 0.02028031636717
1223 => 0.020075996014779
1224 => 0.019941086020204
1225 => 0.018394597771819
1226 => 0.018681616995211
1227 => 0.019011806449098
1228 => 0.019125786525429
1229 => 0.018930815717684
1230 => 0.020288015003021
1231 => 0.02053598839075
]
'min_raw' => 0.0085592047593791
'max_raw' => 0.022485086079541
'avg_raw' => 0.01552214541946
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.008559'
'max' => '$0.022485'
'avg' => '$0.015522'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.00033185965500913
'max_diff' => -0.0040549577308556
'year' => 2027
]
2 => [
'items' => [
101 => 0.019784860824416
102 => 0.019644355525091
103 => 0.020297226507053
104 => 0.019903465494698
105 => 0.020080776054451
106 => 0.019697527607956
107 => 0.020476258863154
108 => 0.020470326235721
109 => 0.020167382189006
110 => 0.020423428422819
111 => 0.020378934088705
112 => 0.020036911006082
113 => 0.020487101604929
114 => 0.020487324893849
115 => 0.020195747835458
116 => 0.019855249665681
117 => 0.019794376635133
118 => 0.019748516983756
119 => 0.02006949739146
120 => 0.020357287421328
121 => 0.020892793317714
122 => 0.021027432223371
123 => 0.021552936835572
124 => 0.021240024425361
125 => 0.021378734443914
126 => 0.021529323790782
127 => 0.021601521861411
128 => 0.021483878979683
129 => 0.022300203948759
130 => 0.0223691267877
131 => 0.022392236019416
201 => 0.022116975832845
202 => 0.022361471303969
203 => 0.022247079969869
204 => 0.02254469444237
205 => 0.02259136419179
206 => 0.022551836574356
207 => 0.022566650289454
208 => 0.02187006093794
209 => 0.021833939105263
210 => 0.021341415353616
211 => 0.021542122422964
212 => 0.021166910176958
213 => 0.021285893845281
214 => 0.02133834071256
215 => 0.021310945445427
216 => 0.021553470099526
217 => 0.021347274599028
218 => 0.020803090771536
219 => 0.020258758681523
220 => 0.020251925035536
221 => 0.020108612004495
222 => 0.020005022932143
223 => 0.020024977862498
224 => 0.02009530163983
225 => 0.020000935586363
226 => 0.020021073368351
227 => 0.020355494726685
228 => 0.020422560545115
229 => 0.020194644689783
301 => 0.019279529642526
302 => 0.019054958114537
303 => 0.019216375675409
304 => 0.019139228477934
305 => 0.01544685113723
306 => 0.016314320423621
307 => 0.015798899630121
308 => 0.016036429245137
309 => 0.01551031808254
310 => 0.01576140590518
311 => 0.015715039152597
312 => 0.017109904094832
313 => 0.017088125197333
314 => 0.017098549603052
315 => 0.016600965557432
316 => 0.017393630452984
317 => 0.017784125683841
318 => 0.017711855409303
319 => 0.017730044280403
320 => 0.017417499212306
321 => 0.017101575722501
322 => 0.016751167952031
323 => 0.017402182277855
324 => 0.017329800598009
325 => 0.01749581812947
326 => 0.017918047455232
327 => 0.017980222327344
328 => 0.018063785985977
329 => 0.018033834362823
330 => 0.018747403540937
331 => 0.018660985605186
401 => 0.018869227966208
402 => 0.0184408576302
403 => 0.017956115933721
404 => 0.018048249482822
405 => 0.018039376281152
406 => 0.017926410239712
407 => 0.017824429548552
408 => 0.017654660430653
409 => 0.018191835040788
410 => 0.018170026732613
411 => 0.018523077892588
412 => 0.018460672670707
413 => 0.018043915325832
414 => 0.018058799895936
415 => 0.018158905783163
416 => 0.018505373401845
417 => 0.018608228580384
418 => 0.018560581963615
419 => 0.018673357971366
420 => 0.018762491529644
421 => 0.018684551773961
422 => 0.01978801435403
423 => 0.019329779757643
424 => 0.019553120111546
425 => 0.019606385469954
426 => 0.019469947374441
427 => 0.019499535911876
428 => 0.019544354483696
429 => 0.01981648407541
430 => 0.0205306308654
501 => 0.020846921617325
502 => 0.021798497950002
503 => 0.020820658073357
504 => 0.020762637101781
505 => 0.020934044734148
506 => 0.021492720776014
507 => 0.021945475234174
508 => 0.022095680007977
509 => 0.022115532048446
510 => 0.022397326189525
511 => 0.022558845336042
512 => 0.022363108968876
513 => 0.022197242892155
514 => 0.021603131193396
515 => 0.02167190124024
516 => 0.02214565866702
517 => 0.022814868936519
518 => 0.023389120967211
519 => 0.023188037920767
520 => 0.02472215962263
521 => 0.024874261523045
522 => 0.024853245958451
523 => 0.025199756723393
524 => 0.024512003420673
525 => 0.024217975559167
526 => 0.022233105020602
527 => 0.022790772680122
528 => 0.023601375373907
529 => 0.02349408906778
530 => 0.022905407724082
531 => 0.023388674399623
601 => 0.023228891323543
602 => 0.023102863782033
603 => 0.023680220381333
604 => 0.0230453930839
605 => 0.023595042485998
606 => 0.022890111442413
607 => 0.023188956451185
608 => 0.023019317570699
609 => 0.023129094716533
610 => 0.022487339765106
611 => 0.022833615159175
612 => 0.022472933570265
613 => 0.02247276256023
614 => 0.022464800494164
615 => 0.022889140784009
616 => 0.022902978505627
617 => 0.022589390390289
618 => 0.022544197443701
619 => 0.022711299453817
620 => 0.022515666764057
621 => 0.022607202068298
622 => 0.022518439275174
623 => 0.022498456900812
624 => 0.022339233942169
625 => 0.02227063631366
626 => 0.022297535211341
627 => 0.022205715406221
628 => 0.022150390652369
629 => 0.022453795008119
630 => 0.022291698300138
701 => 0.022428951362827
702 => 0.022272534175176
703 => 0.021730324055054
704 => 0.021418493281203
705 => 0.020394308627197
706 => 0.020684766124576
707 => 0.020877339745838
708 => 0.02081369416516
709 => 0.020950429500027
710 => 0.02095882393907
711 => 0.020914369887853
712 => 0.02086289779146
713 => 0.020837844021521
714 => 0.021024574296475
715 => 0.021132977506137
716 => 0.020896667085035
717 => 0.020841302859705
718 => 0.021080225742495
719 => 0.021225968562976
720 => 0.02230205166359
721 => 0.022222331951794
722 => 0.022422412784198
723 => 0.02239988675296
724 => 0.022609603340697
725 => 0.022952401328803
726 => 0.022255397171158
727 => 0.022376372992335
728 => 0.022346712514722
729 => 0.022670537831904
730 => 0.022671548779198
731 => 0.022477399325273
801 => 0.022582650893961
802 => 0.022523902355745
803 => 0.022630068904642
804 => 0.02222126724644
805 => 0.022719143538718
806 => 0.023001407314
807 => 0.023005326546794
808 => 0.023139117336094
809 => 0.023275056526662
810 => 0.023535979965151
811 => 0.023267779513579
812 => 0.02278531300999
813 => 0.022820145533192
814 => 0.022537275598666
815 => 0.02254203069337
816 => 0.022516647625176
817 => 0.022592824123573
818 => 0.022237983704062
819 => 0.022321264041276
820 => 0.022204671081487
821 => 0.02237611954201
822 => 0.022191669339933
823 => 0.022346698211542
824 => 0.022413603533239
825 => 0.022660485610673
826 => 0.022155204656362
827 => 0.021124902586011
828 => 0.021341484572404
829 => 0.021021142802381
830 => 0.021050791652824
831 => 0.021110687049297
901 => 0.020916546472771
902 => 0.0209535823767
903 => 0.020952259193594
904 => 0.020940856716428
905 => 0.020890353254408
906 => 0.020817113242675
907 => 0.021108878907334
908 => 0.021158455579187
909 => 0.021268658379465
910 => 0.02159654716182
911 => 0.021563783340313
912 => 0.021617222492549
913 => 0.021500565123266
914 => 0.021056203053603
915 => 0.021080334051876
916 => 0.020779420116738
917 => 0.021260963333597
918 => 0.021146927543785
919 => 0.021073407928246
920 => 0.021053347419992
921 => 0.021382048975218
922 => 0.021480401632307
923 => 0.02141911485661
924 => 0.021293413891635
925 => 0.021534796904541
926 => 0.021599380815663
927 => 0.0216138387716
928 => 0.022041523189867
929 => 0.0216377415796
930 => 0.021734935826435
1001 => 0.022493217594922
1002 => 0.021805560666636
1003 => 0.022169827878129
1004 => 0.022151998893681
1005 => 0.022338345672951
1006 => 0.022136713018726
1007 => 0.02213921249713
1008 => 0.022304675812897
1009 => 0.022072312427368
1010 => 0.022014775985378
1011 => 0.021935289802852
1012 => 0.022108844974454
1013 => 0.022212883450604
1014 => 0.023051357160533
1015 => 0.023593049416193
1016 => 0.023569533126763
1017 => 0.023784427991504
1018 => 0.023687615886727
1019 => 0.02337498406266
1020 => 0.023908608464953
1021 => 0.023739747376274
1022 => 0.023753668079259
1023 => 0.023753149949998
1024 => 0.023865427811877
1025 => 0.023785868656621
1026 => 0.023629049395031
1027 => 0.023733153339323
1028 => 0.024042304836028
1029 => 0.025001920567728
1030 => 0.025538934244404
1031 => 0.024969591670098
1101 => 0.025362316554053
1102 => 0.025126821565864
1103 => 0.025084025121141
1104 => 0.025330685370406
1105 => 0.025577777365785
1106 => 0.025562038673888
1107 => 0.025382662573557
1108 => 0.02528133756598
1109 => 0.02604860446972
1110 => 0.026613913654345
1111 => 0.026575363357834
1112 => 0.026745511829404
1113 => 0.027245073004426
1114 => 0.027290746617566
1115 => 0.027284992792106
1116 => 0.027171785976391
1117 => 0.027663668829416
1118 => 0.028074006159266
1119 => 0.027145581869412
1120 => 0.027499113685022
1121 => 0.027657825507133
1122 => 0.027890861549668
1123 => 0.028284032414799
1124 => 0.028711120257753
1125 => 0.028771515161527
1126 => 0.028728662087137
1127 => 0.028446986173972
1128 => 0.02891431078795
1129 => 0.029188058586707
1130 => 0.029351069136261
1201 => 0.029764436767559
1202 => 0.027658805657314
1203 => 0.026168335300827
1204 => 0.025935576832009
1205 => 0.026408900331126
1206 => 0.026533711963159
1207 => 0.026483400550787
1208 => 0.024805740656924
1209 => 0.025926744299867
1210 => 0.027132849963011
1211 => 0.027179181393552
1212 => 0.027782983107002
1213 => 0.02797960569557
1214 => 0.028465745216997
1215 => 0.02843533705757
1216 => 0.028553704294868
1217 => 0.028526493716848
1218 => 0.029426964811538
1219 => 0.030420318150232
1220 => 0.030385921482783
1221 => 0.030243115187523
1222 => 0.030455206888076
1223 => 0.031480453987822
1224 => 0.031386065664128
1225 => 0.031477755880619
1226 => 0.032686579991613
1227 => 0.034258223289131
1228 => 0.033528037187027
1229 => 0.035112330923202
1230 => 0.036109559850322
1231 => 0.03783416416438
]
'min_raw' => 0.01544685113723
'max_raw' => 0.03783416416438
'avg_raw' => 0.026640507650805
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.015446'
'max' => '$0.037834'
'avg' => '$0.02664'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.0068876463778511
'max_diff' => 0.01534907808484
'year' => 2028
]
3 => [
'items' => [
101 => 0.037618235210405
102 => 0.038289611014137
103 => 0.037231677317056
104 => 0.034802447704883
105 => 0.03441801282004
106 => 0.035187661194939
107 => 0.037079766623438
108 => 0.035128072061564
109 => 0.035522897329538
110 => 0.0354091876258
111 => 0.035403128518923
112 => 0.035634379984252
113 => 0.035298937672527
114 => 0.033932285349639
115 => 0.034558614055486
116 => 0.034316758463384
117 => 0.03458511527435
118 => 0.036033326304368
119 => 0.035393037686958
120 => 0.03471854564134
121 => 0.035564508348312
122 => 0.036641709578612
123 => 0.036574300261537
124 => 0.036443498011501
125 => 0.037180823446366
126 => 0.03839866904868
127 => 0.038727847821286
128 => 0.038970840861459
129 => 0.039004345496298
130 => 0.039349464058153
131 => 0.037493674569982
201 => 0.040438860147764
202 => 0.040947412337937
203 => 0.040851825603513
204 => 0.041417059959743
205 => 0.041250753673529
206 => 0.041009801957461
207 => 0.041905818640881
208 => 0.040878607818158
209 => 0.039420611377549
210 => 0.038620725694331
211 => 0.03967407968693
212 => 0.040317326213221
213 => 0.040742471248937
214 => 0.040871119879865
215 => 0.037637734225194
216 => 0.035895118689116
217 => 0.037012115268614
218 => 0.038374928186588
219 => 0.037486104075413
220 => 0.037520944297804
221 => 0.036253714694136
222 => 0.038487049887694
223 => 0.038161671735298
224 => 0.039849734165511
225 => 0.039446864518993
226 => 0.040823413900626
227 => 0.040460922315249
228 => 0.041965604619519
301 => 0.04256586312834
302 => 0.043573790587426
303 => 0.044315226129333
304 => 0.044750611260943
305 => 0.044724472370729
306 => 0.046449685170178
307 => 0.045432387456687
308 => 0.044154421769881
309 => 0.044131307402537
310 => 0.044793183940648
311 => 0.046180295587567
312 => 0.04653995345596
313 => 0.046740953138963
314 => 0.046433115127595
315 => 0.045328911369985
316 => 0.044852121785889
317 => 0.045258360325462
318 => 0.044761565500039
319 => 0.045619172744729
320 => 0.04679685066671
321 => 0.046553664832864
322 => 0.047366598614953
323 => 0.048207899556287
324 => 0.049410997687584
325 => 0.0497255320897
326 => 0.050245445495726
327 => 0.050780607173183
328 => 0.05095248668097
329 => 0.051280657992416
330 => 0.051278928367615
331 => 0.052267894703133
401 => 0.053358755196948
402 => 0.053770529779885
403 => 0.054717382727965
404 => 0.053095930236063
405 => 0.054325820577074
406 => 0.055435212450818
407 => 0.054112549724082
408 => 0.055935532151998
409 => 0.056006314428707
410 => 0.057075042770422
411 => 0.055991681852517
412 => 0.055348385597676
413 => 0.057205557781407
414 => 0.058104184900739
415 => 0.057833511099126
416 => 0.055773670104038
417 => 0.054574754294161
418 => 0.051436960366124
419 => 0.055153812816494
420 => 0.056964183222997
421 => 0.055768981682039
422 => 0.056371771818577
423 => 0.059660399348168
424 => 0.060912495788572
425 => 0.060652068481783
426 => 0.060696076409632
427 => 0.061371684921716
428 => 0.064367705128701
429 => 0.062572420373471
430 => 0.063944848300808
501 => 0.06467277912481
502 => 0.065348921842169
503 => 0.063688529025436
504 => 0.06152838236688
505 => 0.060844173243328
506 => 0.055650142443638
507 => 0.055379770583982
508 => 0.055228002666051
509 => 0.054271127411495
510 => 0.053519285571605
511 => 0.052921393026426
512 => 0.05135234444205
513 => 0.051881852279373
514 => 0.049381116321768
515 => 0.050980998566803
516 => 0.046989763596084
517 => 0.050313782679886
518 => 0.048504670217175
519 => 0.049719440579962
520 => 0.049715202360605
521 => 0.047478424979419
522 => 0.046188298466305
523 => 0.047010417292936
524 => 0.047891793934959
525 => 0.04803479432982
526 => 0.049177522152487
527 => 0.049496432924941
528 => 0.048530118395885
529 => 0.046907054122683
530 => 0.047284054935194
531 => 0.046180658556872
601 => 0.044246998845393
602 => 0.045635787008637
603 => 0.046109980348273
604 => 0.046319411141256
605 => 0.044417878897334
606 => 0.04382037618202
607 => 0.043502270749921
608 => 0.046661590188412
609 => 0.046834664839013
610 => 0.045949190456249
611 => 0.049951618630469
612 => 0.04904574586676
613 => 0.050057827688039
614 => 0.047249846062994
615 => 0.047357114742519
616 => 0.046027771241321
617 => 0.046772114775227
618 => 0.046246036756774
619 => 0.046711979173434
620 => 0.046991263136827
621 => 0.048320388505837
622 => 0.050328959156597
623 => 0.048121861498132
624 => 0.047160197442118
625 => 0.047756808413865
626 => 0.049345662052102
627 => 0.051752856645952
628 => 0.050327748997087
629 => 0.050960187571756
630 => 0.051098347265088
701 => 0.050047525645167
702 => 0.051791601937955
703 => 0.052726266592111
704 => 0.053685039125676
705 => 0.054517514452374
706 => 0.05330208429191
707 => 0.054602768788677
708 => 0.053554646686005
709 => 0.052614372807037
710 => 0.052615798814383
711 => 0.052025951274897
712 => 0.050883047341569
713 => 0.050672278320971
714 => 0.051768725383314
715 => 0.05264797209339
716 => 0.05272039106374
717 => 0.053207187219765
718 => 0.053495268170501
719 => 0.05631885311478
720 => 0.057454522337289
721 => 0.058843197165454
722 => 0.059384164272449
723 => 0.061012281317064
724 => 0.059697444574336
725 => 0.059412971374336
726 => 0.055463691977129
727 => 0.056110386257179
728 => 0.057145806196255
729 => 0.055480765670555
730 => 0.056536850644613
731 => 0.05674534418943
801 => 0.055424188230627
802 => 0.056129874712003
803 => 0.054255780638929
804 => 0.050369809286082
805 => 0.051795928134935
806 => 0.052846031634104
807 => 0.051347404463962
808 => 0.054033635661562
809 => 0.052464394850991
810 => 0.051967020850883
811 => 0.050026587549829
812 => 0.050942397373799
813 => 0.052181043273853
814 => 0.051415704115661
815 => 0.053003897785162
816 => 0.055253203576954
817 => 0.056856192832661
818 => 0.056979250443318
819 => 0.055948635743837
820 => 0.05760020237705
821 => 0.057612232236916
822 => 0.055749258327805
823 => 0.054608197181556
824 => 0.054348945688315
825 => 0.05499660674768
826 => 0.055782986838576
827 => 0.057022889065435
828 => 0.057772136013182
829 => 0.05972577468303
830 => 0.06025437329188
831 => 0.060835142901923
901 => 0.061611230203654
902 => 0.062543121994082
903 => 0.060504195809254
904 => 0.060585206147611
905 => 0.058686586315154
906 => 0.056657638734548
907 => 0.058197357036342
908 => 0.060210333895795
909 => 0.059748554780095
910 => 0.059696595196287
911 => 0.059783976803865
912 => 0.059435810430923
913 => 0.057861066829754
914 => 0.057070240451663
915 => 0.058090608240726
916 => 0.058632888309268
917 => 0.059473917403784
918 => 0.059370242815914
919 => 0.061536643443457
920 => 0.062378441218766
921 => 0.062163073325284
922 => 0.062202706200803
923 => 0.063726740863496
924 => 0.065421780850046
925 => 0.067009409477676
926 => 0.068624413507937
927 => 0.066677463114777
928 => 0.065688921776336
929 => 0.066708844104743
930 => 0.066167658960844
1001 => 0.069277469323627
1002 => 0.069492785845886
1003 => 0.072602371333983
1004 => 0.075553738244739
1005 => 0.073700037567324
1006 => 0.075447993813614
1007 => 0.077338551006941
1008 => 0.080985742564719
1009 => 0.079757496757806
1010 => 0.078816679718776
1011 => 0.077927612162887
1012 => 0.079777620611191
1013 => 0.082157626925328
1014 => 0.082670257489977
1015 => 0.083500914844654
1016 => 0.08262758020416
1017 => 0.08367941558398
1018 => 0.087392856674633
1019 => 0.086389452112487
1020 => 0.084964456328908
1021 => 0.087895861427305
1022 => 0.088956725536866
1023 => 0.096402425436613
1024 => 0.10580292912656
1025 => 0.10191105887189
1026 => 0.099495249414944
1027 => 0.10006302194109
1028 => 0.10349576766153
1029 => 0.10459825663703
1030 => 0.10160131155088
1031 => 0.10265988322057
1101 => 0.10849271719702
1102 => 0.11162184548567
1103 => 0.10737206897169
1104 => 0.095647104118192
1105 => 0.084836151049813
1106 => 0.087703702627109
1107 => 0.087378611268729
1108 => 0.093645263715572
1109 => 0.086365521245528
1110 => 0.086488093438783
1111 => 0.092884333621727
1112 => 0.091177926400235
1113 => 0.088413765241543
1114 => 0.084856332485276
1115 => 0.078280089012613
1116 => 0.07245532677676
1117 => 0.083879026883898
1118 => 0.083386416162627
1119 => 0.082673042837409
1120 => 0.084260577977626
1121 => 0.091969197988811
1122 => 0.091791489347185
1123 => 0.090660997636907
1124 => 0.091518465635456
1125 => 0.0882634469556
1126 => 0.089102339384797
1127 => 0.084834438539612
1128 => 0.086763707964919
1129 => 0.088407834593144
1130 => 0.088737917355471
1201 => 0.089481610673437
1202 => 0.083126832696922
1203 => 0.085979941441898
1204 => 0.087655875529435
1205 => 0.08008394435094
1206 => 0.087506202795651
1207 => 0.083016210150456
1208 => 0.08149223920925
1209 => 0.083544065313679
1210 => 0.082744466685317
1211 => 0.082057018738658
1212 => 0.081673410972567
1213 => 0.083180045611876
1214 => 0.083109759305135
1215 => 0.080644612610043
1216 => 0.077428929238529
1217 => 0.078508218129217
1218 => 0.078116102356843
1219 => 0.076695024213817
1220 => 0.077652659300587
1221 => 0.073435719026477
1222 => 0.066180692462352
1223 => 0.070973585238087
1224 => 0.070789064079885
1225 => 0.070696020144551
1226 => 0.074297746599689
1227 => 0.073951523706995
1228 => 0.07332312576653
1229 => 0.076683483192844
1230 => 0.075456907529054
1231 => 0.079236924707283
]
'min_raw' => 0.033932285349639
'max_raw' => 0.11162184548567
'avg_raw' => 0.072777065417655
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.033932'
'max' => '$0.111621'
'avg' => '$0.072777'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072434
'min_diff' => 0.018485434212409
'max_diff' => 0.073787681321291
'year' => 2029
]
4 => [
'items' => [
101 => 0.081726688497047
102 => 0.081095203864542
103 => 0.083436838742888
104 => 0.078533082765402
105 => 0.080161913796581
106 => 0.080497613614645
107 => 0.076642016903818
108 => 0.07400817005405
109 => 0.073832522497223
110 => 0.069265795026179
111 => 0.071705303979875
112 => 0.073851970905387
113 => 0.072823884036149
114 => 0.07249842244657
115 => 0.074161135123723
116 => 0.074290342138909
117 => 0.071344408499927
118 => 0.071956961389056
119 => 0.074511408765173
120 => 0.071892595869215
121 => 0.066804670193027
122 => 0.065542794279256
123 => 0.065374436771371
124 => 0.061952129212584
125 => 0.065627118861708
126 => 0.064022887396266
127 => 0.069090635373954
128 => 0.066195964907976
129 => 0.066071181449693
130 => 0.065882552950743
131 => 0.06293683146115
201 => 0.063581757257004
202 => 0.065725588827395
203 => 0.066490532083702
204 => 0.066410742235074
205 => 0.065715082883137
206 => 0.066033552172101
207 => 0.065007651630291
208 => 0.064645384796705
209 => 0.063501971020564
210 => 0.061821468645753
211 => 0.062055152808091
212 => 0.058725637876226
213 => 0.056911541430614
214 => 0.056409423443875
215 => 0.055737970287053
216 => 0.056485265864607
217 => 0.058716205778755
218 => 0.056025218921987
219 => 0.051411710706837
220 => 0.051688990411603
221 => 0.052311955583129
222 => 0.051151064107318
223 => 0.050052377751698
224 => 0.051007596398668
225 => 0.049052792149105
226 => 0.052548184337501
227 => 0.052453643774528
228 => 0.05375650982876
301 => 0.054571218709973
302 => 0.052693578503908
303 => 0.052221357069762
304 => 0.052490355859919
305 => 0.048044405060828
306 => 0.053393180796968
307 => 0.053439437231647
308 => 0.05304336155483
309 => 0.055891419509401
310 => 0.061901710125097
311 => 0.059640397032093
312 => 0.058764748253931
313 => 0.05710013928655
314 => 0.059318131900885
315 => 0.059147824674178
316 => 0.058377630807916
317 => 0.057911815154449
318 => 0.058770094778649
319 => 0.057805464810851
320 => 0.057632190762375
321 => 0.056582338552638
322 => 0.056207589078994
323 => 0.055930139487914
324 => 0.055624694749769
325 => 0.056298429730031
326 => 0.05477165762754
327 => 0.052930520143251
328 => 0.052777449482816
329 => 0.053200091034387
330 => 0.05301310360978
331 => 0.052776554258966
401 => 0.05232491712788
402 => 0.052190926038788
403 => 0.052626332075104
404 => 0.052134784045852
405 => 0.05286008993902
406 => 0.052662846869084
407 => 0.051561063114234
408 => 0.0501878326231
409 => 0.05017560799128
410 => 0.049879747734515
411 => 0.049502925214637
412 => 0.049398101810138
413 => 0.050927150548541
414 => 0.054092235676459
415 => 0.053470853731781
416 => 0.053919865868594
417 => 0.056128561178069
418 => 0.056830638999166
419 => 0.056332320791376
420 => 0.055650192093625
421 => 0.055680202294464
422 => 0.05801124254908
423 => 0.058156626670448
424 => 0.058523965442451
425 => 0.058996099574399
426 => 0.056412727275613
427 => 0.05555852569151
428 => 0.055153757591663
429 => 0.053907228509101
430 => 0.055251503255317
501 => 0.054468251928281
502 => 0.054573939291973
503 => 0.054505110257721
504 => 0.054542695564622
505 => 0.052547207304148
506 => 0.053274258346489
507 => 0.052065394974728
508 => 0.050446862621222
509 => 0.050441436733242
510 => 0.05083757023379
511 => 0.050601934526959
512 => 0.049967844898624
513 => 0.050057914337511
514 => 0.04926881127735
515 => 0.050153725736186
516 => 0.050179101916489
517 => 0.049838361648221
518 => 0.051201694466722
519 => 0.051760253034836
520 => 0.051535970490898
521 => 0.051744516773662
522 => 0.053496674956953
523 => 0.053782353192851
524 => 0.053909232594392
525 => 0.053739231004627
526 => 0.05177654300877
527 => 0.05186359656738
528 => 0.051224855315244
529 => 0.050685186266083
530 => 0.050706770197858
531 => 0.050984230241192
601 => 0.052195914523249
602 => 0.054745832662148
603 => 0.054842600191553
604 => 0.054959885260101
605 => 0.054482827943566
606 => 0.054338942892076
607 => 0.054528764414875
608 => 0.055486379599519
609 => 0.05794962584441
610 => 0.05707895010678
611 => 0.056371077179212
612 => 0.05699207257786
613 => 0.056896475203761
614 => 0.056089537160568
615 => 0.056066889097286
616 => 0.054518116998701
617 => 0.053945571217688
618 => 0.053467109108765
619 => 0.052944640976391
620 => 0.052634904354229
621 => 0.053110800578647
622 => 0.05321964367581
623 => 0.052179088263877
624 => 0.052037264406215
625 => 0.052887004417548
626 => 0.052513065520061
627 => 0.052897670949365
628 => 0.052986902708047
629 => 0.052972534339718
630 => 0.052582099184133
701 => 0.052830950909359
702 => 0.05224234239293
703 => 0.051602319037453
704 => 0.051194024011523
705 => 0.050837732448924
706 => 0.051035423715641
707 => 0.050330690446792
708 => 0.050105232090609
709 => 0.052746645544193
710 => 0.054697886062336
711 => 0.054669514252426
712 => 0.054496808156237
713 => 0.054240201929452
714 => 0.055467607255728
715 => 0.055040003782798
716 => 0.05535112103682
717 => 0.055430313435519
718 => 0.055670004975156
719 => 0.055755674098392
720 => 0.05549672250694
721 => 0.054627649337757
722 => 0.052462001629148
723 => 0.051453886774736
724 => 0.0511211920813
725 => 0.051133284901529
726 => 0.050799710934879
727 => 0.050897963417794
728 => 0.050765542730978
729 => 0.050514769986154
730 => 0.051019939205307
731 => 0.051078155251838
801 => 0.050960242719765
802 => 0.050988015389564
803 => 0.0500117499851
804 => 0.050085973323465
805 => 0.049672688343606
806 => 0.049595202392107
807 => 0.048550453951864
808 => 0.046699530651266
809 => 0.04772512183327
810 => 0.046486351905353
811 => 0.046017210963223
812 => 0.048238051216879
813 => 0.048015140451932
814 => 0.047633614119323
815 => 0.04706925715634
816 => 0.046859931669058
817 => 0.045588136272729
818 => 0.045512991815949
819 => 0.046143327955734
820 => 0.045852449515765
821 => 0.04544394602177
822 => 0.043964387775852
823 => 0.04230087444254
824 => 0.042351085453601
825 => 0.042880218094162
826 => 0.04441874260985
827 => 0.043817614464826
828 => 0.043381489098461
829 => 0.043299815927221
830 => 0.044322126659654
831 => 0.045768910526766
901 => 0.046447709147251
902 => 0.045775040329771
903 => 0.045002314611312
904 => 0.045049346845328
905 => 0.045362231227427
906 => 0.045395110952039
907 => 0.044892145946809
908 => 0.045033727649647
909 => 0.044818652096534
910 => 0.043498733824079
911 => 0.043474860688036
912 => 0.043150931457418
913 => 0.043141123009053
914 => 0.042590038579838
915 => 0.042512938058724
916 => 0.041418726476085
917 => 0.042138939853356
918 => 0.041655858532782
919 => 0.040927741035314
920 => 0.040802213304306
921 => 0.040798439789133
922 => 0.04154605365494
923 => 0.042130203550052
924 => 0.041664261939179
925 => 0.041558176066282
926 => 0.042690895645548
927 => 0.042546746754118
928 => 0.042421914743801
929 => 0.045639366899931
930 => 0.043092502457431
1001 => 0.041981924190561
1002 => 0.040607372692217
1003 => 0.041054933591168
1004 => 0.041149241248615
1005 => 0.037843692676627
1006 => 0.036502632032652
1007 => 0.036042430556443
1008 => 0.035777578100592
1009 => 0.035898274690531
1010 => 0.034691162820229
1011 => 0.03550236196086
1012 => 0.034457105115804
1013 => 0.03428186440417
1014 => 0.036150913125606
1015 => 0.036410980336369
1016 => 0.035301452818703
1017 => 0.036013949101233
1018 => 0.035755588044749
1019 => 0.034475023044343
1020 => 0.034426114880526
1021 => 0.033783572377359
1022 => 0.032778117780648
1023 => 0.032318598050002
1024 => 0.032079276184549
1025 => 0.032178025050525
1026 => 0.032128094602122
1027 => 0.031802264652038
1028 => 0.032146770793458
1029 => 0.031266699961895
1030 => 0.030916248665553
1031 => 0.030757957945404
1101 => 0.029976844427404
1102 => 0.0312199433973
1103 => 0.031464849554518
1104 => 0.031710238252521
1105 => 0.033846179334656
1106 => 0.033739473754299
1107 => 0.034704040232997
1108 => 0.034666558953359
1109 => 0.034391448968693
1110 => 0.033230805196784
1111 => 0.033693417117781
1112 => 0.032269569530807
1113 => 0.033336412955193
1114 => 0.03284955016875
1115 => 0.033171804157357
1116 => 0.032592362429371
1117 => 0.032913049406201
1118 => 0.031522925889814
1119 => 0.030224848109777
1120 => 0.030747232501717
1121 => 0.031315124077656
1122 => 0.032546457710376
1123 => 0.03181308555701
1124 => 0.032076833915232
1125 => 0.031193321066131
1126 => 0.029370381695468
1127 => 0.029380699334335
1128 => 0.029100279827051
1129 => 0.02885795643084
1130 => 0.031897322170855
1201 => 0.031519328995822
1202 => 0.030917046341931
1203 => 0.031723225607925
1204 => 0.03193639220164
1205 => 0.031942460754886
1206 => 0.032530628336857
1207 => 0.03284453348079
1208 => 0.032899860622951
1209 => 0.033825355021384
1210 => 0.034135568536173
1211 => 0.035413294100527
1212 => 0.03281790082246
1213 => 0.032764450405845
1214 => 0.031734570203465
1215 => 0.031081403897354
1216 => 0.031779293059253
1217 => 0.032397527585324
1218 => 0.031753780473512
1219 => 0.031837840256072
1220 => 0.030973662354536
1221 => 0.031282565290985
1222 => 0.031548634113575
1223 => 0.031401726548543
1224 => 0.031181798813285
1225 => 0.03234683940444
1226 => 0.032281103248456
1227 => 0.033366015831106
1228 => 0.034211782772126
1229 => 0.035727548329357
1230 => 0.034145767951741
1231 => 0.034088121587773
]
'min_raw' => 0.02885795643084
'max_raw' => 0.083436838742888
'avg_raw' => 0.056147397586864
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.028857'
'max' => '$0.083436'
'avg' => '$0.056147'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.0050743289187991
'max_diff' => -0.028185006742784
'year' => 2030
]
5 => [
'items' => [
101 => 0.034651624042327
102 => 0.034135482266883
103 => 0.034461666052355
104 => 0.035674995078736
105 => 0.035700630809125
106 => 0.035271199295343
107 => 0.035245068348702
108 => 0.03532754536839
109 => 0.035810615848825
110 => 0.035641816179704
111 => 0.035837155430295
112 => 0.0360814301543
113 => 0.037091853983119
114 => 0.037335463747474
115 => 0.036743618317273
116 => 0.036797055333008
117 => 0.036575688895593
118 => 0.036361851690763
119 => 0.036842526498805
120 => 0.037720969158188
121 => 0.037715504411995
122 => 0.037919286034487
123 => 0.038046240297081
124 => 0.037501259665826
125 => 0.037146497314373
126 => 0.037282535774035
127 => 0.037500064233567
128 => 0.037211994226384
129 => 0.035433892695044
130 => 0.035973255114087
131 => 0.035883478834083
201 => 0.035755626494189
202 => 0.036297959577303
203 => 0.036245650228407
204 => 0.034678782143268
205 => 0.034779087954387
206 => 0.034684882071865
207 => 0.034989280551004
208 => 0.034119043750059
209 => 0.034386722728895
210 => 0.034554608475087
211 => 0.034653494469353
212 => 0.035010738487403
213 => 0.03496882002518
214 => 0.035008132776935
215 => 0.035537831346779
216 => 0.03821686494245
217 => 0.038362678830108
218 => 0.037644637918357
219 => 0.037931481099871
220 => 0.037380804917072
221 => 0.037750477527794
222 => 0.038003398139385
223 => 0.036860498529445
224 => 0.036792823431901
225 => 0.03623987441261
226 => 0.036536997894944
227 => 0.036064253070616
228 => 0.036180248114594
301 => 0.035855915859365
302 => 0.036439649344869
303 => 0.037092354084676
304 => 0.037257253078043
305 => 0.036823474819976
306 => 0.036509390773755
307 => 0.035957962654308
308 => 0.036874999906325
309 => 0.037143169545019
310 => 0.036873591325377
311 => 0.036811124161485
312 => 0.036692748998786
313 => 0.036836238011847
314 => 0.037141709035574
315 => 0.036997654541949
316 => 0.037092805072902
317 => 0.036730189367709
318 => 0.037501440077092
319 => 0.038726371815183
320 => 0.038730310171017
321 => 0.038586254900884
322 => 0.038527310588059
323 => 0.038675120037221
324 => 0.03875530059993
325 => 0.0392332892549
326 => 0.039746190125592
327 => 0.042139674692927
328 => 0.041467593804102
329 => 0.043591235701276
330 => 0.045270760721552
331 => 0.045774376838405
401 => 0.04531107370787
402 => 0.043726138725452
403 => 0.043648374253883
404 => 0.046016936259904
405 => 0.045347709006191
406 => 0.045268106553825
407 => 0.044421270951119
408 => 0.044921855674948
409 => 0.044812370452712
410 => 0.044639542673212
411 => 0.045594623455243
412 => 0.047382449418556
413 => 0.047103799976048
414 => 0.046895801093392
415 => 0.045984410537155
416 => 0.04653327121846
417 => 0.046337832442581
418 => 0.047177561452268
419 => 0.046680124589205
420 => 0.045342638951541
421 => 0.045555637947749
422 => 0.045523443577967
423 => 0.04618600142677
424 => 0.045987118006256
425 => 0.045484608398146
426 => 0.047376338823775
427 => 0.047253500372292
428 => 0.047427657211716
429 => 0.047504326438409
430 => 0.04865578941246
501 => 0.049127506950223
502 => 0.049234595089873
503 => 0.049682690266805
504 => 0.049223446073666
505 => 0.051060750281782
506 => 0.052282450370506
507 => 0.053701517891671
508 => 0.055775156949484
509 => 0.056554864417456
510 => 0.056414017242258
511 => 0.057986226709776
512 => 0.060811452174654
513 => 0.056985076084997
514 => 0.061014259398573
515 => 0.059738666480653
516 => 0.056714258619202
517 => 0.056519522408351
518 => 0.058567686526223
519 => 0.063110317411172
520 => 0.061972439896586
521 => 0.063112178571153
522 => 0.061782612866486
523 => 0.06171658872279
524 => 0.063047604532523
525 => 0.066157595521861
526 => 0.064680155379096
527 => 0.062561882651256
528 => 0.064125982269519
529 => 0.062771014429593
530 => 0.059717892654623
531 => 0.061971569783095
601 => 0.060464600068315
602 => 0.060904413946004
603 => 0.064071840141644
604 => 0.063690727041814
605 => 0.064183922683117
606 => 0.063313445285395
607 => 0.062500282134237
608 => 0.060982452726312
609 => 0.060533098266711
610 => 0.060657283673265
611 => 0.06053303672659
612 => 0.059683825122429
613 => 0.059500437957364
614 => 0.05919478464788
615 => 0.059289519389283
616 => 0.058714801745424
617 => 0.05979941268211
618 => 0.060000726029518
619 => 0.060790015420192
620 => 0.060871962063099
621 => 0.063070121781296
622 => 0.061859412347087
623 => 0.062671660763178
624 => 0.062599005619664
625 => 0.056779806708366
626 => 0.057581640975116
627 => 0.058829043464725
628 => 0.058267090333971
629 => 0.057472620083865
630 => 0.056831042760104
701 => 0.055858987509958
702 => 0.057227136607871
703 => 0.059026107185192
704 => 0.060917586925694
705 => 0.063190075899245
706 => 0.062682882815036
707 => 0.060875104325043
708 => 0.060956199947521
709 => 0.061457501175729
710 => 0.060808270537181
711 => 0.060616799747385
712 => 0.061431196029445
713 => 0.061436804329056
714 => 0.060689786017262
715 => 0.059859611866611
716 => 0.059856133406607
717 => 0.05970841193503
718 => 0.061808892188115
719 => 0.062963943944804
720 => 0.06309636876725
721 => 0.062955030699148
722 => 0.063009426112053
723 => 0.062337326944664
724 => 0.063873546336498
725 => 0.065283333166797
726 => 0.064905480180575
727 => 0.06433902483926
728 => 0.063887815875717
729 => 0.064799189688391
730 => 0.064758607647148
731 => 0.065271019908706
801 => 0.065247773928685
802 => 0.065075468957923
803 => 0.064905486334128
804 => 0.065579448223511
805 => 0.065385358022866
806 => 0.065190966346529
807 => 0.06480108407976
808 => 0.064854075555072
809 => 0.064287718020259
810 => 0.064025695109896
811 => 0.060085499218915
812 => 0.05903255012723
813 => 0.05936382934623
814 => 0.059472895066785
815 => 0.059014650272693
816 => 0.059671655593992
817 => 0.059569262010608
818 => 0.059967615545311
819 => 0.059718741551329
820 => 0.059728955426853
821 => 0.060460840777625
822 => 0.060673310208617
823 => 0.060565246541176
824 => 0.060640930629646
825 => 0.062385038504181
826 => 0.062137082137853
827 => 0.062005360260194
828 => 0.062041848120509
829 => 0.062487505076547
830 => 0.06261226469227
831 => 0.062083649433749
901 => 0.062332947445556
902 => 0.063394426739202
903 => 0.063765884417453
904 => 0.06495139901663
905 => 0.064447771344058
906 => 0.065372201733559
907 => 0.068213585589342
908 => 0.070483479622149
909 => 0.068395991262241
910 => 0.072564362584229
911 => 0.07581003757575
912 => 0.07568546316362
913 => 0.075119504655034
914 => 0.071424389967922
915 => 0.068024090341785
916 => 0.070868585363397
917 => 0.070875836566183
918 => 0.070631491921169
919 => 0.069113888316338
920 => 0.070578682605317
921 => 0.070694952656625
922 => 0.070629872346595
923 => 0.069466329220981
924 => 0.067689813926883
925 => 0.068036940762973
926 => 0.068605541601684
927 => 0.067529061591443
928 => 0.067185061001947
929 => 0.06782462354661
930 => 0.069885427323661
1001 => 0.069495844307033
1002 => 0.069485670720041
1003 => 0.071152472074086
1004 => 0.069959402022835
1005 => 0.06804131914403
1006 => 0.067556977920726
1007 => 0.065837892869342
1008 => 0.067025271037504
1009 => 0.067068002663928
1010 => 0.066417687775936
1011 => 0.0680940886131
1012 => 0.068078640284261
1013 => 0.069670133379813
1014 => 0.072712470440997
1015 => 0.07181270166769
1016 => 0.070766368478899
1017 => 0.070880133908193
1018 => 0.072127859870542
1019 => 0.071373456270892
1020 => 0.071644745065215
1021 => 0.07212744924246
1022 => 0.072418676657463
1023 => 0.070838230764909
1024 => 0.070469753225889
1025 => 0.069715977499097
1026 => 0.069519331481867
1027 => 0.070133266083293
1028 => 0.069971516006447
1029 => 0.067064411236192
1030 => 0.066760602612722
1031 => 0.066769919989465
1101 => 0.066005978760437
1102 => 0.064840785019267
1103 => 0.067902844600959
1104 => 0.067656918363053
1105 => 0.067385434829584
1106 => 0.06741869001337
1107 => 0.068747826294954
1108 => 0.067976860128644
1109 => 0.070026600040649
1110 => 0.069605235135563
1111 => 0.069173063810616
1112 => 0.069113324569248
1113 => 0.068946975480268
1114 => 0.068376502558387
1115 => 0.067687622225108
1116 => 0.067232763759285
1117 => 0.062018670657494
1118 => 0.062986376008202
1119 => 0.064099632805074
1120 => 0.064483924590257
1121 => 0.063826566899519
1122 => 0.06840245904666
1123 => 0.069238518636336
1124 => 0.066706039604389
1125 => 0.066232316177949
1126 => 0.068433516275631
1127 => 0.067105923530961
1128 => 0.067703738462596
1129 => 0.066411589567685
1130 => 0.069037136363866
1201 => 0.069017134096273
1202 => 0.067995737091895
1203 => 0.06885901484577
1204 => 0.068708999091812
1205 => 0.067555844389459
1206 => 0.069073693424775
1207 => 0.06907444625896
1208 => 0.068091373849332
1209 => 0.066943360497108
1210 => 0.066738122824596
1211 => 0.06658350380816
1212 => 0.067665711662871
1213 => 0.068636015841429
1214 => 0.070441511358919
1215 => 0.070895455829532
1216 => 0.072667231319127
1217 => 0.071612225281256
1218 => 0.072079895793229
1219 => 0.072587618290008
1220 => 0.072831039125841
1221 => 0.072434397936534
1222 => 0.075186694563762
1223 => 0.075419072727289
1224 => 0.075496987115457
1225 => 0.074568928178378
1226 => 0.075393261729403
1227 => 0.075007583359936
1228 => 0.076011011332752
1229 => 0.076168361651301
1230 => 0.07603509152939
1231 => 0.076085037004103
]
'min_raw' => 0.034119043750059
'max_raw' => 0.076168361651301
'avg_raw' => 0.05514370270068
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.034119'
'max' => '$0.076168'
'avg' => '$0.055143'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.0052610873192188
'max_diff' => -0.007268477091587
'year' => 2031
]
6 => [
'items' => [
101 => 0.07373643737116
102 => 0.073614650090342
103 => 0.071954071874755
104 => 0.072630769771981
105 => 0.071365715488092
106 => 0.071766877233016
107 => 0.071943705507769
108 => 0.071851340451955
109 => 0.072669029255781
110 => 0.071973826729742
111 => 0.070139072961648
112 => 0.068303819316117
113 => 0.068280779201563
114 => 0.067797589311612
115 => 0.06744833152182
116 => 0.06751561096272
117 => 0.067752712487846
118 => 0.067434550750153
119 => 0.067502446688099
120 => 0.068629971646276
121 => 0.068856088735498
122 => 0.068087654516671
123 => 0.065002280243552
124 => 0.064245121657853
125 => 0.064789352234146
126 => 0.064529245071616
127 => 0.052080137073879
128 => 0.055004870337718
129 => 0.053267093146902
130 => 0.054067940827714
131 => 0.052294120311113
201 => 0.053140680435534
202 => 0.052984351691979
203 => 0.057687236231084
204 => 0.057613807157612
205 => 0.057648953769302
206 => 0.055971314419285
207 => 0.058643839456735
208 => 0.059960421391075
209 => 0.059716757114722
210 => 0.059778082163539
211 => 0.058724314645252
212 => 0.057659156542301
213 => 0.056477732279472
214 => 0.058672672531356
215 => 0.058428632644227
216 => 0.058988372342523
217 => 0.060411947993439
218 => 0.060621574915675
219 => 0.060903315624986
220 => 0.060802331636367
221 => 0.063208179940185
222 => 0.062916815836294
223 => 0.063618919495497
224 => 0.062174638999784
225 => 0.060540298526522
226 => 0.060850933219874
227 => 0.060821016600938
228 => 0.060440143705183
229 => 0.060096308684874
301 => 0.059523920250975
302 => 0.06133504195338
303 => 0.061261513719759
304 => 0.062451850354862
305 => 0.062241446792295
306 => 0.060836320306982
307 => 0.060886504674294
308 => 0.06122401866225
309 => 0.062392158428234
310 => 0.062738941843797
311 => 0.062578297948779
312 => 0.06295853013268
313 => 0.063259050147521
314 => 0.062996270819657
315 => 0.066716671949656
316 => 0.065171702015018
317 => 0.065924709611329
318 => 0.066104297486071
319 => 0.065644286921246
320 => 0.065744046741013
321 => 0.065895155685036
322 => 0.066812659602982
323 => 0.06922045536557
324 => 0.070286851718399
325 => 0.073495157760958
326 => 0.070198302346251
327 => 0.070002680589686
328 => 0.070580593389511
329 => 0.072464208670178
330 => 0.073990701936171
331 => 0.07449712781801
401 => 0.074564060358475
402 => 0.075514148979362
403 => 0.07605872205875
404 => 0.075398783230975
405 => 0.07483955417291
406 => 0.072836465100991
407 => 0.073068328115296
408 => 0.07466563435637
409 => 0.076921923502757
410 => 0.078858054317231
411 => 0.078180088786973
412 => 0.083352487213764
413 => 0.083865309390427
414 => 0.083794453947138
415 => 0.08496273918375
416 => 0.082643930906227
417 => 0.081652595442792
418 => 0.074960465842783
419 => 0.076840681291967
420 => 0.079573684868536
421 => 0.07921196159694
422 => 0.07722718134624
423 => 0.078856548683431
424 => 0.078317828886728
425 => 0.077892918231564
426 => 0.079839516315856
427 => 0.077699151760335
428 => 0.079552333094801
429 => 0.077175608864642
430 => 0.078183185676408
501 => 0.077611236347043
502 => 0.077981357658615
503 => 0.075817636033982
504 => 0.076985127701261
505 => 0.075769064542267
506 => 0.075768487969993
507 => 0.075741643308358
508 => 0.077172336222065
509 => 0.077218991066618
510 => 0.076161706841731
511 => 0.076009335667041
512 => 0.076572731760835
513 => 0.075913142488673
514 => 0.076221760157712
515 => 0.075922490203474
516 => 0.075855118233186
517 => 0.075318286911531
518 => 0.075087005217677
519 => 0.075177696729232
520 => 0.074868119845616
521 => 0.074681588575352
522 => 0.075704537543779
523 => 0.075158017175592
524 => 0.075620775459148
525 => 0.075093403990285
526 => 0.07326530471439
527 => 0.072213945489025
528 => 0.068760835421753
529 => 0.069740133153262
530 => 0.070389408562409
531 => 0.070174823043559
601 => 0.07063583577162
602 => 0.070664138208933
603 => 0.070514258271572
604 => 0.070340716504917
605 => 0.07025624597037
606 => 0.070885820129467
607 => 0.071251309119314
608 => 0.070454572035901
609 => 0.070267907684794
610 => 0.071073452865184
611 => 0.071564834959874
612 => 0.075192924263316
613 => 0.074924143689143
614 => 0.075598730184794
615 => 0.075522782097757
616 => 0.076229856215255
617 => 0.077385623565547
618 => 0.07503562538477
619 => 0.07544350381213
620 => 0.07534350144103
621 => 0.076435301106672
622 => 0.076438709586054
623 => 0.075784121147063
624 => 0.076138984159325
625 => 0.075940909361038
626 => 0.076298857292957
627 => 0.074920553960707
628 => 0.076599178640736
629 => 0.077550850666128
630 => 0.077564064633124
701 => 0.078015149620223
702 => 0.078473478092197
703 => 0.079353199682153
704 => 0.078448943134522
705 => 0.076822273632936
706 => 0.07693971391684
707 => 0.075985998183235
708 => 0.07600203031702
709 => 0.075916449530416
710 => 0.076173283913235
711 => 0.074976914664686
712 => 0.075257700136052
713 => 0.074864598831862
714 => 0.075442649286666
715 => 0.07482076255246
716 => 0.075343453216859
717 => 0.075569029180143
718 => 0.076401409340965
719 => 0.074697819325919
720 => 0.071224083962335
721 => 0.071954305250731
722 => 0.07087425060755
723 => 0.070974213776834
724 => 0.071176155287809
725 => 0.070521596779588
726 => 0.070646465915448
727 => 0.070642004711224
728 => 0.070603560463364
729 => 0.070433284515126
730 => 0.070186350702113
731 => 0.07117005901094
801 => 0.071337210221424
802 => 0.071708766656676
803 => 0.072814266578849
804 => 0.072703801067141
805 => 0.072883974899907
806 => 0.072490656434611
807 => 0.070992458692375
808 => 0.071073818037825
809 => 0.070059265696366
810 => 0.07168282227228
811 => 0.071298342645204
812 => 0.07105046612844
813 => 0.070982830724281
814 => 0.072091070966933
815 => 0.072422673817072
816 => 0.072216041173905
817 => 0.071792231594332
818 => 0.072606071275167
819 => 0.072823820440619
820 => 0.072872566448483
821 => 0.074314534324642
822 => 0.072953156434496
823 => 0.073280853623586
824 => 0.075837453547584
825 => 0.073518970203192
826 => 0.074747122539065
827 => 0.07468701087322
828 => 0.075315292049844
829 => 0.074635473478583
830 => 0.074643900644529
831 => 0.075201771765918
901 => 0.074418342388515
902 => 0.074224354257278
903 => 0.073956361043343
904 => 0.074541514421634
905 => 0.074892287407708
906 => 0.077719260061099
907 => 0.079545613320805
908 => 0.079466326509137
909 => 0.080190859549089
910 => 0.079864450778628
911 => 0.078810390756528
912 => 0.080609542685327
913 => 0.080040215735341
914 => 0.080087150357366
915 => 0.08008540344839
916 => 0.080463956098705
917 => 0.080195716852116
918 => 0.079666989762895
919 => 0.08001798347938
920 => 0.08106030933479
921 => 0.084295720772445
922 => 0.086106299876457
923 => 0.084186721636954
924 => 0.085510821002386
925 => 0.084716833207971
926 => 0.084572542006635
927 => 0.085404174258301
928 => 0.086237262172134
929 => 0.086184198073561
930 => 0.085579419027656
1001 => 0.085237794690325
1002 => 0.087824688625148
1003 => 0.089730668009738
1004 => 0.089600692993557
1005 => 0.09017436044484
1006 => 0.091858665824676
1007 => 0.092012657600205
1008 => 0.091993258175949
1009 => 0.091611573492918
1010 => 0.093269990874058
1011 => 0.094653471830482
1012 => 0.091523224516727
1013 => 0.092715181715859
1014 => 0.093250289705012
1015 => 0.094035986992474
1016 => 0.095361590014578
1017 => 0.096801546495419
1018 => 0.097005172130129
1019 => 0.096860689997919
1020 => 0.095910999990696
1021 => 0.097486617554286
1022 => 0.098409577370259
1023 => 0.098959178819111
1024 => 0.10035287664844
1025 => 0.09325359434978
1026 => 0.088228369481566
1027 => 0.087443608053267
1028 => 0.089039451276931
1029 => 0.0894602624084
1030 => 0.089290633968957
1031 => 0.083634286506326
1101 => 0.087413828554485
1102 => 0.091480298005382
1103 => 0.091636507658209
1104 => 0.093672267291195
1105 => 0.094335194076302
1106 => 0.09597424741397
1107 => 0.095871724181433
1108 => 0.09627080758612
1109 => 0.096179065222544
1110 => 0.099215066387174
1111 => 0.1025642265223
1112 => 0.1024482557565
1113 => 0.10196677436161
1114 => 0.10268185633779
1115 => 0.10613854851505
1116 => 0.10582031169173
1117 => 0.10612945165824
1118 => 0.11020508654586
1119 => 0.11550399165208
1120 => 0.11304211822887
1121 => 0.11838367517224
1122 => 0.12174590212432
1123 => 0.1275605259772
1124 => 0.12683250643319
1125 => 0.12909609682943
1126 => 0.12552919950716
1127 => 0.11733888226632
1128 => 0.11604273321168
1129 => 0.11863765644279
1130 => 0.12501702199755
1201 => 0.11843674751923
1202 => 0.11976792847603
1203 => 0.11938454827092
1204 => 0.11936411956905
1205 => 0.12014380002987
1206 => 0.11901283285605
1207 => 0.11440506913282
1208 => 0.11651678009345
1209 => 0.11570134707886
1210 => 0.11660613080311
1211 => 0.12148887540168
1212 => 0.11933009762456
1213 => 0.11705600060123
1214 => 0.11990822293101
1215 => 0.12354008208676
1216 => 0.12331280686787
1217 => 0.12287179794956
1218 => 0.12535774213162
1219 => 0.12946379360709
1220 => 0.13057364282145
1221 => 0.13139291082163
1222 => 0.13150587403721
1223 => 0.13266946536391
1224 => 0.12641254153746
1225 => 0.13634244033924
1226 => 0.13805705955439
1227 => 0.13773478220563
1228 => 0.13964050930106
1229 => 0.13907979604595
1230 => 0.13826741051252
1231 => 0.14128839331856
]
'min_raw' => 0.052080137073879
'max_raw' => 0.14128839331856
'avg_raw' => 0.096684265196217
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.05208'
'max' => '$0.141288'
'avg' => '$0.096684'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.01796109332382
'max_diff' => 0.065120031667255
'year' => 2032
]
7 => [
'items' => [
101 => 0.13782508031218
102 => 0.1329093435186
103 => 0.1302124730914
104 => 0.13376392962027
105 => 0.1359326801937
106 => 0.1373660863643
107 => 0.13779983420543
108 => 0.12689824872293
109 => 0.12102289877751
110 => 0.1247889307315
111 => 0.12938374963301
112 => 0.12638701708646
113 => 0.12650448332872
114 => 0.12223193024481
115 => 0.12976177577637
116 => 0.12866474061839
117 => 0.13435616095861
118 => 0.13299785781792
119 => 0.1376389901657
120 => 0.13641682447725
121 => 0.14148996591966
122 => 0.14351377939086
123 => 0.14691207719042
124 => 0.14941187888533
125 => 0.15087981025417
126 => 0.15079168116086
127 => 0.15660835656471
128 => 0.15317846629822
129 => 0.14886971576044
130 => 0.14879178405714
131 => 0.15102334701613
201 => 0.15570009077876
202 => 0.15691270239256
203 => 0.15759038685715
204 => 0.15655248950926
205 => 0.15282958944743
206 => 0.15122206007627
207 => 0.15259172167511
208 => 0.15091674323609
209 => 0.15380822593778
210 => 0.15777884927459
211 => 0.15695893125709
212 => 0.15969979426062
213 => 0.16253629912209
214 => 0.16659262846938
215 => 0.16765310316621
216 => 0.16940602751382
217 => 0.17121036247316
218 => 0.17178986623391
219 => 0.17289631872264
220 => 0.17289048717186
221 => 0.17622485621949
222 => 0.17990276853583
223 => 0.18129109529139
224 => 0.184483476113
225 => 0.17901663583036
226 => 0.18316329698328
227 => 0.18690368914087
228 => 0.18244423941232
301 => 0.1885905519446
302 => 0.18882919933239
303 => 0.19243249155271
304 => 0.18877986458015
305 => 0.18661094634344
306 => 0.19287253202452
307 => 0.19590231609749
308 => 0.19498972047751
309 => 0.18804482274906
310 => 0.18400259439043
311 => 0.17342330308828
312 => 0.18595493062705
313 => 0.1920587208486
314 => 0.18802901540696
315 => 0.19006136443776
316 => 0.20114920175841
317 => 0.20537073232582
318 => 0.20449268347853
319 => 0.2046410592798
320 => 0.20691892054778
321 => 0.21702021185108
322 => 0.21096728395604
323 => 0.21559452053291
324 => 0.21804879012855
325 => 0.2203284525069
326 => 0.21473032220036
327 => 0.20744723692441
328 => 0.2051403780944
329 => 0.1876283406176
330 => 0.18671676301601
331 => 0.18620506688461
401 => 0.18297889515697
402 => 0.18044400790186
403 => 0.17842817144227
404 => 0.17313801459257
405 => 0.17492328723516
406 => 0.16649188135829
407 => 0.17188599604763
408 => 0.15842926868473
409 => 0.16963643110137
410 => 0.16353688212514
411 => 0.16763256521583
412 => 0.16761827576336
413 => 0.16007682465589
414 => 0.15572707304317
415 => 0.15849890406566
416 => 0.16147052694999
417 => 0.16195266276523
418 => 0.16580544940206
419 => 0.16688067933703
420 => 0.16362268243639
421 => 0.15815040792056
422 => 0.1594214924813
423 => 0.15570131455511
424 => 0.14918184583405
425 => 0.15386424208852
426 => 0.15546301804023
427 => 0.15616912858076
428 => 0.14975797985963
429 => 0.14774345773865
430 => 0.14667094306491
501 => 0.15732280912843
502 => 0.15790634239661
503 => 0.15492090369328
504 => 0.16841536972327
505 => 0.16536115645441
506 => 0.16877346097615
507 => 0.15930615488029
508 => 0.15966781872257
509 => 0.15518584429648
510 => 0.15769545048945
511 => 0.15592174172064
512 => 0.15749269910947
513 => 0.15843432449103
514 => 0.16291556346922
515 => 0.16968759965218
516 => 0.16224621580203
517 => 0.15900389829594
518 => 0.16101541384123
519 => 0.16637234481277
520 => 0.17448836945089
521 => 0.16968351951491
522 => 0.17181583032485
523 => 0.17228164537692
524 => 0.16873872691934
525 => 0.17461900190799
526 => 0.17777028904568
527 => 0.18100285758196
528 => 0.18380960626749
529 => 0.17971169862286
530 => 0.1840970472146
531 => 0.18056323036789
601 => 0.17739303133713
602 => 0.17739783922046
603 => 0.17540912705924
604 => 0.17155574665302
605 => 0.17084512418465
606 => 0.17454187200683
607 => 0.17750631367689
608 => 0.17775047929156
609 => 0.17939174651862
610 => 0.1803630315572
611 => 0.18988294533324
612 => 0.19371193340682
613 => 0.19839394754416
614 => 0.20021785591451
615 => 0.20570716620193
616 => 0.20127410232486
617 => 0.20031498106977
618 => 0.1869997098522
619 => 0.18918008476815
620 => 0.19267107538345
621 => 0.18705727500164
622 => 0.19061793922517
623 => 0.19132088976808
624 => 0.18686652021281
625 => 0.18924579145423
626 => 0.18292715244179
627 => 0.16982532871581
628 => 0.17463358798315
629 => 0.17817408524649
630 => 0.17312135911154
701 => 0.18217817514093
702 => 0.17688737018719
703 => 0.17521043902029
704 => 0.16866813266905
705 => 0.17175584943037
706 => 0.1759320305619
707 => 0.17335163615578
708 => 0.17870634199664
709 => 0.18629003351519
710 => 0.19169462370794
711 => 0.19210952103387
712 => 0.18863473161935
713 => 0.19420310383193
714 => 0.19424366334437
715 => 0.18796251674112
716 => 0.18411534942019
717 => 0.18324126491037
718 => 0.18542489939027
719 => 0.18807623477003
720 => 0.19225665169509
721 => 0.19478279009017
722 => 0.20136961926426
723 => 0.20315182637958
724 => 0.20510993166787
725 => 0.20772656419035
726 => 0.21086850242438
727 => 0.20399412043896
728 => 0.20426725245069
729 => 0.19786592312815
730 => 0.19102518470354
731 => 0.19621645245774
801 => 0.20300334448094
802 => 0.20144642395197
803 => 0.20127123858746
804 => 0.2015658517782
805 => 0.20039198454363
806 => 0.1950826265472
807 => 0.19241630019973
808 => 0.19585654144036
809 => 0.19768487655223
810 => 0.20052046486317
811 => 0.20017091875184
812 => 0.20747508972086
813 => 0.21031326969276
814 => 0.20958714180338
815 => 0.20972076681027
816 => 0.21485915608024
817 => 0.22057410173881
818 => 0.22592690250155
819 => 0.23137200134556
820 => 0.22480772216328
821 => 0.22147478602298
822 => 0.22491352536191
823 => 0.22308888186491
824 => 0.23357382462306
825 => 0.23429977931078
826 => 0.24478396388822
827 => 0.25473470348569
828 => 0.24848482223054
829 => 0.25437817875331
830 => 0.2607523243251
831 => 0.27304908530094
901 => 0.26890796880954
902 => 0.26573593847671
903 => 0.26273838513931
904 => 0.26897581778624
905 => 0.27700017524108
906 => 0.27872854498052
907 => 0.28152916424646
908 => 0.27858465553175
909 => 0.28213099195162
910 => 0.29465111785293
911 => 0.29126806931619
912 => 0.28646359654182
913 => 0.29634703349524
914 => 0.29992381090779
915 => 0.32502750796195
916 => 0.35672196247483
917 => 0.34360025018949
918 => 0.33545517993897
919 => 0.33736946465149
920 => 0.3489432065146
921 => 0.35266032506883
922 => 0.34255591547084
923 => 0.34612496376231
924 => 0.36579077074939
925 => 0.37634084524333
926 => 0.36201242701651
927 => 0.32248088940204
928 => 0.28603100633537
929 => 0.29569915668427
930 => 0.29460308847234
1001 => 0.31573154472058
1002 => 0.29118738472744
1003 => 0.29160064543471
1004 => 0.31316601578274
1005 => 0.30741274469793
1006 => 0.29809318236383
1007 => 0.28609904945405
1008 => 0.26392678544731
1009 => 0.24428819289722
1010 => 0.28280399538571
1011 => 0.28114312394596
1012 => 0.27873793597385
1013 => 0.28409042153726
1014 => 0.31008057210363
1015 => 0.30948141501117
1016 => 0.30566988328156
1017 => 0.30856089650517
1018 => 0.29758637376789
1019 => 0.30041475816252
1020 => 0.28602523248766
1021 => 0.29252989905237
1022 => 0.29807318676869
1023 => 0.29918608384752
1024 => 0.30169349779205
1025 => 0.2802679201678
1026 => 0.28988737549917
1027 => 0.29553790428529
1028 => 0.27000860966164
1029 => 0.29503327221352
1030 => 0.27989494852897
1031 => 0.27475677410044
1101 => 0.28167464906544
1102 => 0.27897874646373
1103 => 0.27666096771548
1104 => 0.27536760734947
1105 => 0.28044733122577
1106 => 0.28021035603536
1107 => 0.27189894184181
1108 => 0.26105704084291
1109 => 0.26469593869141
1110 => 0.2633738929882
1111 => 0.25858262881248
1112 => 0.26181136236747
1113 => 0.24759365381594
1114 => 0.22313282522522
1115 => 0.23929239784769
1116 => 0.23867027187996
1117 => 0.23835656775586
1118 => 0.25050003996387
1119 => 0.24933272530864
1120 => 0.24721403777902
1121 => 0.2585437174545
1122 => 0.25440823196726
1123 => 0.26715282379603
1124 => 0.27554723624297
1125 => 0.27341814171563
1126 => 0.2813131271957
1127 => 0.2647797715483
1128 => 0.27027148909127
1129 => 0.27140332446568
1130 => 0.25840391096597
1201 => 0.24952371242266
1202 => 0.2489315044215
1203 => 0.23353446391414
1204 => 0.2417594386726
1205 => 0.24899707608746
1206 => 0.2455308094291
1207 => 0.24443349295683
1208 => 0.25003944483474
1209 => 0.25047507530739
1210 => 0.24054265436504
1211 => 0.24260791919782
1212 => 0.25122041687221
1213 => 0.24239090635381
1214 => 0.22523660970892
1215 => 0.22098210696428
1216 => 0.2204144778721
1217 => 0.20887592899976
1218 => 0.22126641318137
1219 => 0.21585763479177
1220 => 0.23294390091741
1221 => 0.22318431734193
1222 => 0.22276360120022
1223 => 0.22212762704639
1224 => 0.21219592138052
1225 => 0.21437033372852
1226 => 0.22159841154564
1227 => 0.22417747114091
1228 => 0.22390845409551
1229 => 0.22156299002107
1230 => 0.22263673146363
1231 => 0.21917783616083
]
'min_raw' => 0.12102289877751
'max_raw' => 0.37634084524333
'avg_raw' => 0.24868187201042
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.121022'
'max' => '$0.37634'
'avg' => '$0.248681'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.068942761703632
'max_diff' => 0.23505245192477
'year' => 2033
]
8 => [
'items' => [
101 => 0.21795642823873
102 => 0.21410132886187
103 => 0.20843539777626
104 => 0.20922328024489
105 => 0.1979975881928
106 => 0.19188123537025
107 => 0.1901883095212
108 => 0.18792445832362
109 => 0.19044401753785
110 => 0.19796578721765
111 => 0.18889293715135
112 => 0.17333817209912
113 => 0.17427303998279
114 => 0.17637341055263
115 => 0.17245938389107
116 => 0.16875508613527
117 => 0.17197567249476
118 => 0.16538491348729
119 => 0.17716987229096
120 => 0.17685112218228
121 => 0.18124382604733
122 => 0.1839906739215
123 => 0.17766007887409
124 => 0.17606795133942
125 => 0.17697489954133
126 => 0.16198506601583
127 => 0.18001883684982
128 => 0.18017479364886
129 => 0.17883939685135
130 => 0.18844182309024
131 => 0.20870593752615
201 => 0.20108176255325
202 => 0.19812945156183
203 => 0.19251710620902
204 => 0.19999522316355
205 => 0.19942102045824
206 => 0.19682425806492
207 => 0.19525372806704
208 => 0.1981474777432
209 => 0.19489516045846
210 => 0.19431095490641
211 => 0.19077130488294
212 => 0.18950781086838
213 => 0.18857237020114
214 => 0.18754254194102
215 => 0.18981408646564
216 => 0.18466646772627
217 => 0.17845894415388
218 => 0.17794285573517
219 => 0.17936782123418
220 => 0.17873738007707
221 => 0.17793983742545
222 => 0.1764171113057
223 => 0.17596535099387
224 => 0.17743335284438
225 => 0.17577606434497
226 => 0.17822148380303
227 => 0.17755646502167
228 => 0.17384172416811
301 => 0.16921178169136
302 => 0.16917056549168
303 => 0.16817305197969
304 => 0.16690256854502
305 => 0.16654914911821
306 => 0.17170444369451
307 => 0.18237574918248
308 => 0.18028071657249
309 => 0.18179459234078
310 => 0.18924136278286
311 => 0.1916084671742
312 => 0.18992835254517
313 => 0.18762850801599
314 => 0.18772968950337
315 => 0.19558895446984
316 => 0.19607912718543
317 => 0.19731763550201
318 => 0.19890946869122
319 => 0.19019944862057
320 => 0.18731944834132
321 => 0.18595474443268
322 => 0.18175198460094
323 => 0.18628430076207
324 => 0.18364351422811
325 => 0.18399984655365
326 => 0.18376778465918
327 => 0.18389450614552
328 => 0.17716657815479
329 => 0.17961788150513
330 => 0.17554211424709
331 => 0.17008511941492
401 => 0.17006682565478
402 => 0.17140241740903
403 => 0.17060795517189
404 => 0.16847007771924
405 => 0.16877375312089
406 => 0.16611323706014
407 => 0.16909678794086
408 => 0.16918234550446
409 => 0.16803351590027
410 => 0.17263008768271
411 => 0.17451330689241
412 => 0.17375712263662
413 => 0.1744602509892
414 => 0.18036777463594
415 => 0.18133095875369
416 => 0.18175874151442
417 => 0.18118556928539
418 => 0.17456822967686
419 => 0.1748617368276
420 => 0.17270817610053
421 => 0.1708886442228
422 => 0.17096141595572
423 => 0.17189689186346
424 => 0.17598217001751
425 => 0.18457939705241
426 => 0.18490565553389
427 => 0.18530109033108
428 => 0.18369265828131
429 => 0.18320753978448
430 => 0.18384753630151
501 => 0.18707620275509
502 => 0.1953812094481
503 => 0.19244566541005
504 => 0.19005902241264
505 => 0.1921527517557
506 => 0.19183043853453
507 => 0.18910979058329
508 => 0.18903343105669
509 => 0.1838116377945
510 => 0.18188125971994
511 => 0.18026809131455
512 => 0.17850655352869
513 => 0.17746225488195
514 => 0.17906677222859
515 => 0.17943374432986
516 => 0.17592543910927
517 => 0.17544727007134
518 => 0.1783122278465
519 => 0.17705146674604
520 => 0.17834819080323
521 => 0.17864904190759
522 => 0.1786005979506
523 => 0.17728421856423
524 => 0.17812323953011
525 => 0.17613870482163
526 => 0.17398082139364
527 => 0.17260422620747
528 => 0.17140296432868
529 => 0.17206949423678
530 => 0.16969343681795
531 => 0.16893328822908
601 => 0.17783899810544
602 => 0.18441774174362
603 => 0.18432208420565
604 => 0.1837397935444
605 => 0.18287462773512
606 => 0.18701291048736
607 => 0.18557121552405
608 => 0.1866201690675
609 => 0.18688717176875
610 => 0.18769530852937
611 => 0.18798414795958
612 => 0.18711107458958
613 => 0.18418093372293
614 => 0.17687930127266
615 => 0.17348037165668
616 => 0.17235866826976
617 => 0.17239944005745
618 => 0.1712747721395
619 => 0.17160603724542
620 => 0.1711595716545
621 => 0.17031407383693
622 => 0.1720172871291
623 => 0.17221356659449
624 => 0.17181601626022
625 => 0.17190965375547
626 => 0.16861810678365
627 => 0.16886835595105
628 => 0.16747493678682
629 => 0.16721368749145
630 => 0.16369124518316
701 => 0.15745072804786
702 => 0.16090858032247
703 => 0.15673198102234
704 => 0.15515023958158
705 => 0.16263795755089
706 => 0.16188639834374
707 => 0.16060005567604
708 => 0.15869728677319
709 => 0.15799153127818
710 => 0.15370358430554
711 => 0.15345022952309
712 => 0.15557545182704
713 => 0.1545947348582
714 => 0.15321743680739
715 => 0.14822900288182
716 => 0.14262035153577
717 => 0.14278964146518
718 => 0.14457364910569
719 => 0.14976089192668
720 => 0.14773414641631
721 => 0.14626371929431
722 => 0.14598835249523
723 => 0.14943514450509
724 => 0.15431307732428
725 => 0.15660169426545
726 => 0.15433374438308
727 => 0.15172844567331
728 => 0.15188701813398
729 => 0.15294192967312
730 => 0.15305278596023
731 => 0.15135700432921
801 => 0.15183435692524
802 => 0.15110921468183
803 => 0.14665901807249
804 => 0.14657852812756
805 => 0.14548637811051
806 => 0.14545330824204
807 => 0.14359528861346
808 => 0.14333533882354
809 => 0.13964612807726
810 => 0.14207437776242
811 => 0.14044563536244
812 => 0.13799073638419
813 => 0.13756751087503
814 => 0.13755478820517
815 => 0.14007542055047
816 => 0.14204492270588
817 => 0.14047396803382
818 => 0.14011629210667
819 => 0.14393533525212
820 => 0.14344932720051
821 => 0.14302844736223
822 => 0.15387631194196
823 => 0.14528938065767
824 => 0.14154498849282
825 => 0.13691059214803
826 => 0.13841957496655
827 => 0.13873753981798
828 => 0.1275926520215
829 => 0.12307117243047
830 => 0.12151957102319
831 => 0.12062660247688
901 => 0.12103353945663
902 => 0.11696367750804
903 => 0.1196986920468
904 => 0.11617453561619
905 => 0.115583699322
906 => 0.12188532757913
907 => 0.12276216233754
908 => 0.11902131284699
909 => 0.12142354380844
910 => 0.12055246146831
911 => 0.11623494716325
912 => 0.11607004987428
913 => 0.11390367296397
914 => 0.11051371259256
915 => 0.10896440973804
916 => 0.10815751935975
917 => 0.10849045805581
918 => 0.10832211406299
919 => 0.10722355563756
920 => 0.10838508214601
921 => 0.10541786189281
922 => 0.10423629087947
923 => 0.10370260266498
924 => 0.10106902390344
925 => 0.10526021887084
926 => 0.1060859370787
927 => 0.10691328220651
928 => 0.11411475669157
929 => 0.11375499137745
930 => 0.11700709460427
1001 => 0.11688072385311
1002 => 0.11595317133224
1003 => 0.11203997982169
1004 => 0.11359970821186
1005 => 0.10879910666251
1006 => 0.11239604375246
1007 => 0.11075455187629
1008 => 0.11184105369794
1009 => 0.1098874254567
1010 => 0.11096864398873
1011 => 0.10628174549791
1012 => 0.10190518563362
1013 => 0.10366644108276
1014 => 0.10558112717996
1015 => 0.10973265449164
1016 => 0.10726003907416
1017 => 0.10814928507823
1018 => 0.10517045982259
1019 => 0.099024292460836
1020 => 0.099059079100632
1021 => 0.09811362515356
1022 => 0.097296614904754
1023 => 0.10754404869895
1024 => 0.10626961831869
1025 => 0.10423898030106
1026 => 0.106957069982
1027 => 0.10767577603553
1028 => 0.10769623658649
1029 => 0.10967928465366
1030 => 0.11073763776258
1031 => 0.1109241770852
1101 => 0.11404454606547
1102 => 0.11509045258899
1103 => 0.11939839353716
1104 => 0.11064784389559
1105 => 0.11046763208418
1106 => 0.10699531907792
1107 => 0.10479312327425
1108 => 0.10714610530866
1109 => 0.10923052617706
1110 => 0.1070600878446
1111 => 0.10734350127037
1112 => 0.10442986514037
1113 => 0.10547135295752
1114 => 0.10636842256921
1115 => 0.10587311345695
1116 => 0.10513161174266
1117 => 0.10905962743628
1118 => 0.10883799339683
1119 => 0.11249585191541
1120 => 0.11534741420662
1121 => 0.1204579236102
1122 => 0.11512484063068
1123 => 0.11493048188982
1124 => 0.11683036975784
1125 => 0.11509016172606
1126 => 0.1161899131322
1127 => 0.12028073665658
1128 => 0.12036716931141
1129 => 0.11891931098074
1130 => 0.11883120866974
1201 => 0.11910928569998
1202 => 0.12073799155167
1203 => 0.12016887168201
1204 => 0.12082747160353
1205 => 0.12165106089023
1206 => 0.12505777537463
1207 => 0.12587912270345
1208 => 0.1238836745142
1209 => 0.1240638411436
1210 => 0.12331748874454
1211 => 0.12259652167882
1212 => 0.12421715035378
1213 => 0.1271788811108
1214 => 0.12716045633747
1215 => 0.12784752030528
1216 => 0.12827555546528
1217 => 0.12643811521767
1218 => 0.12524200918103
1219 => 0.12570067234568
1220 => 0.12643408473435
1221 => 0.12546283659273
1222 => 0.11946784313673
1223 => 0.12128634118961
1224 => 0.1209836541936
1225 => 0.12055259110328
1226 => 0.12238110495749
1227 => 0.12220474033556
1228 => 0.11692193519128
1229 => 0.1172601232366
1230 => 0.11694250152643
1231 => 0.11796880225127
]
'min_raw' => 0.097296614904754
'max_raw' => 0.21795642823873
'avg_raw' => 0.15762652157174
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.097296'
'max' => '$0.217956'
'avg' => '$0.157626'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.023726283872756
'max_diff' => -0.1583844170046
'year' => 2034
]
9 => [
'items' => [
101 => 0.11503473811889
102 => 0.11593723648478
103 => 0.11650327499948
104 => 0.11683667603315
105 => 0.11804114918198
106 => 0.11789981815994
107 => 0.11803236384721
108 => 0.11981827955782
109 => 0.12885082836977
110 => 0.12934245007241
111 => 0.12692152500643
112 => 0.12788863681965
113 => 0.12603199362236
114 => 0.12727837063913
115 => 0.12813111013946
116 => 0.12427774430985
117 => 0.12404957299356
118 => 0.12218526676935
119 => 0.12318703933453
120 => 0.12159314715332
121 => 0.12198423254261
122 => 0.12089072369995
123 => 0.1228588219013
124 => 0.12505946150195
125 => 0.12561542997096
126 => 0.12415291628846
127 => 0.12309395999798
128 => 0.12123478159378
129 => 0.12432663671446
130 => 0.12523078937432
131 => 0.12432188758544
201 => 0.12411127518106
202 => 0.12371216505533
203 => 0.12419594828095
204 => 0.12522586516475
205 => 0.12474017538193
206 => 0.12506098204024
207 => 0.12383839787316
208 => 0.12643872348685
209 => 0.13056866636383
210 => 0.13058194480549
211 => 0.13009625240462
212 => 0.12989751753857
213 => 0.13039586741614
214 => 0.13066620178134
215 => 0.13227777390368
216 => 0.13400705499881
217 => 0.14207685532534
218 => 0.13981088768548
219 => 0.14697089460974
220 => 0.15263353047629
221 => 0.15433150737562
222 => 0.15276944852423
223 => 0.14742572957438
224 => 0.14716354122914
225 => 0.15514931340016
226 => 0.15289296699031
227 => 0.15262458176449
228 => 0.1497694164058
301 => 0.1514571727519
302 => 0.15108803568111
303 => 0.15050533475608
304 => 0.15372545629431
305 => 0.15975323635164
306 => 0.15881375030154
307 => 0.15811246754665
308 => 0.15503965065504
309 => 0.15689017276229
310 => 0.15623123728431
311 => 0.15906244226848
312 => 0.15738529915473
313 => 0.15287587294708
314 => 0.15359401393391
315 => 0.15348546836845
316 => 0.155719328414
317 => 0.15504877907614
318 => 0.1533545328483
319 => 0.15973263405471
320 => 0.15931847563923
321 => 0.15990565758258
322 => 0.16016415323325
323 => 0.16404639104284
324 => 0.16563681965568
325 => 0.16599787479517
326 => 0.1675086589692
327 => 0.16596028510862
328 => 0.17215488452277
329 => 0.17627393166828
330 => 0.18105841689202
331 => 0.18804983575229
401 => 0.19067867391799
402 => 0.19020379783318
403 => 0.19550461182108
404 => 0.20503005672686
405 => 0.19212916259153
406 => 0.20571383544185
407 => 0.20141308486003
408 => 0.19121608259773
409 => 0.1905595158668
410 => 0.19746504418845
411 => 0.21278084137342
412 => 0.20894440788892
413 => 0.21278711640424
414 => 0.20830439280364
415 => 0.20808178779351
416 => 0.21256940052458
417 => 0.22305495227777
418 => 0.21807365968486
419 => 0.21093175528987
420 => 0.21620522635479
421 => 0.21163685768165
422 => 0.20134304445518
423 => 0.20894147424054
424 => 0.20386062063389
425 => 0.20534348382934
426 => 0.21602268239058
427 => 0.21473773296604
428 => 0.21640057650451
429 => 0.2134657011833
430 => 0.21072406484593
501 => 0.20560659702565
502 => 0.20409156709217
503 => 0.20451026686072
504 => 0.20409135960536
505 => 0.20122818339187
506 => 0.20060988076117
507 => 0.19957934928821
508 => 0.19989875408302
509 => 0.19796105342125
510 => 0.2016178949194
511 => 0.20229663692544
512 => 0.20495778121252
513 => 0.20523407004041
514 => 0.21264531900092
515 => 0.20856332761445
516 => 0.21130187985868
517 => 0.2110569179697
518 => 0.19143708255677
519 => 0.1941405227694
520 => 0.19834622735397
521 => 0.19645156313932
522 => 0.19377295122295
523 => 0.19160982848239
524 => 0.18833247633979
525 => 0.19294528654453
526 => 0.19901064144608
527 => 0.20538789745008
528 => 0.21304975268452
529 => 0.21133971579002
530 => 0.20524466439594
531 => 0.20551808394904
601 => 0.20720825603968
602 => 0.20501932961398
603 => 0.20437377247812
604 => 0.20711956640242
605 => 0.20713847517611
606 => 0.20461985078275
607 => 0.20182086067292
608 => 0.20180913280216
609 => 0.20131107954715
610 => 0.20839299537127
611 => 0.21228733301209
612 => 0.21273381254657
613 => 0.21225728138206
614 => 0.21244067931444
615 => 0.21017465004712
616 => 0.2153541209821
617 => 0.22010731570863
618 => 0.21883335798472
619 => 0.21692351425283
620 => 0.21540223172984
621 => 0.21847499216936
622 => 0.21833816698396
623 => 0.22006580069929
624 => 0.21998742525466
625 => 0.21940648701579
626 => 0.21883337873186
627 => 0.22110568829643
628 => 0.22045129963401
629 => 0.21979589452525
630 => 0.21848137924212
701 => 0.21866004370089
702 => 0.21675052973044
703 => 0.2158671011943
704 => 0.20258245565216
705 => 0.19903236427499
706 => 0.20014929529102
707 => 0.2005170179826
708 => 0.19897201366569
709 => 0.2011871529771
710 => 0.20084192586183
711 => 0.20218500261623
712 => 0.2013459065697
713 => 0.20138034336413
714 => 0.20384794592287
715 => 0.2045643014436
716 => 0.20419995724406
717 => 0.20445513143243
718 => 0.21033551290115
719 => 0.20949951070031
720 => 0.20905540119325
721 => 0.20917842256181
722 => 0.21068098610386
723 => 0.21110162185871
724 => 0.20931935860787
725 => 0.21015988426011
726 => 0.21373873580875
727 => 0.21499113130532
728 => 0.21898817654643
729 => 0.2172901606862
730 => 0.22040694228607
731 => 0.22998686633493
801 => 0.23763997254548
802 => 0.23060185979626
803 => 0.24465581473474
804 => 0.25559883457444
805 => 0.25517882324644
806 => 0.25327065462078
807 => 0.24081231746851
808 => 0.22934796987765
809 => 0.23893838343932
810 => 0.23896283137577
811 => 0.23813900634551
812 => 0.23302229983612
813 => 0.23796095605009
814 => 0.23835296864579
815 => 0.23813354583676
816 => 0.23421057895276
817 => 0.22822093360638
818 => 0.22939129596987
819 => 0.23130837339603
820 => 0.22767894588407
821 => 0.22651912387923
822 => 0.22867545365139
823 => 0.23562359746645
824 => 0.23431009112607
825 => 0.23427579016722
826 => 0.23989552730474
827 => 0.23587300832946
828 => 0.2294060579873
829 => 0.22777306773731
830 => 0.22197705246388
831 => 0.22598038085793
901 => 0.22612445351985
902 => 0.22393187147145
903 => 0.22958397393652
904 => 0.22953188881727
905 => 0.23489771890342
906 => 0.24515517071439
907 => 0.24212153747534
908 => 0.23859375207668
909 => 0.23897732016439
910 => 0.2431841153599
911 => 0.2406405909529
912 => 0.24155526006374
913 => 0.24318273089865
914 => 0.24416462446118
915 => 0.23883604079123
916 => 0.23759369304214
917 => 0.23505228555232
918 => 0.23438927977584
919 => 0.23645920314809
920 => 0.23591385147098
921 => 0.22611234477049
922 => 0.22508803278522
923 => 0.22511944697143
924 => 0.22254376578109
925 => 0.2186152337315
926 => 0.22893918139735
927 => 0.22811002391623
928 => 0.22719469822876
929 => 0.2273068204027
930 => 0.23178809617339
1001 => 0.22918872991654
1002 => 0.23609957113814
1003 => 0.23467890994188
1004 => 0.23322181414658
1005 => 0.23302039912345
1006 => 0.23245954155583
1007 => 0.23053615227056
1008 => 0.22821354413082
1009 => 0.22667995705609
1010 => 0.20910027812705
1011 => 0.21236296428
1012 => 0.21611638729575
1013 => 0.2174120538799
1014 => 0.21519572653032
1015 => 0.230623666383
1016 => 0.23344249966141
1017 => 0.22490406979316
1018 => 0.2233068781866
1019 => 0.23072837799882
1020 => 0.2262523063706
1021 => 0.22826788115071
1022 => 0.22391131093656
1023 => 0.23276352526971
1024 => 0.23269608622801
1025 => 0.22925237491609
1026 => 0.23216297613541
1027 => 0.23165718754717
1028 => 0.2277692459575
1029 => 0.2328867799529
1030 => 0.23288931818592
1031 => 0.22957482092093
1101 => 0.22570421375218
1102 => 0.22501224061006
1103 => 0.22449093180099
1104 => 0.22813967114049
1105 => 0.23141111942297
1106 => 0.23749847361587
1107 => 0.23902897909193
1108 => 0.24500264385651
1109 => 0.24144561734166
1110 => 0.24302240112449
1111 => 0.24473422297043
1112 => 0.24555493331354
1113 => 0.24421762985119
1114 => 0.2534971900891
1115 => 0.25428066929156
1116 => 0.25454336309108
1117 => 0.25141434758971
1118 => 0.25419364571012
1119 => 0.25289330416026
1120 => 0.25627643162771
1121 => 0.25680694921255
1122 => 0.2563576196919
1123 => 0.25652601434698
1124 => 0.24860754671052
1125 => 0.24819693239033
1126 => 0.24259817699861
1127 => 0.24487971120465
1128 => 0.24061449236324
1129 => 0.24196703719447
1130 => 0.24256322606856
1201 => 0.24225181083416
1202 => 0.24500870572547
1203 => 0.24266478187144
1204 => 0.23647878144389
1205 => 0.23029109564467
1206 => 0.23021341428984
1207 => 0.22858430584063
1208 => 0.22740675881794
1209 => 0.22763359615024
1210 => 0.2284330004961
1211 => 0.22736029598413
1212 => 0.22758921187925
1213 => 0.23139074099702
1214 => 0.23215311055033
1215 => 0.22956228093119
1216 => 0.21915972615542
1217 => 0.21660691312061
1218 => 0.21844182450555
1219 => 0.21756485504697
1220 => 0.17559181826364
1221 => 0.18545276066103
1222 => 0.17959372353446
1223 => 0.18229383740372
1224 => 0.1763132776878
1225 => 0.17916751425223
1226 => 0.17864044097881
1227 => 0.19449654454731
1228 => 0.19424897329945
1229 => 0.19436747255462
1230 => 0.188711194357
1231 => 0.1977217991105
]
'min_raw' => 0.11503473811889
'max_raw' => 0.25680694921255
'avg_raw' => 0.18592084366572
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.115034'
'max' => '$0.2568069'
'avg' => '$0.18592'
'bar_min_pct' => 61.631153054957
'bar_max_pct' => 60.119598047091
'min_diff' => 0.017738123214133
'max_diff' => 0.038850520973822
'year' => 2035
]
10 => [
'items' => [
101 => 0.20216074702294
102 => 0.20133921590312
103 => 0.20154597758679
104 => 0.19799312682719
105 => 0.19440187191612
106 => 0.19041861752959
107 => 0.19781901183465
108 => 0.19699621431687
109 => 0.19888341578945
110 => 0.2036831004874
111 => 0.2043898722914
112 => 0.20533978076335
113 => 0.20499930619524
114 => 0.21311079172253
115 => 0.21212843730387
116 => 0.21449562881018
117 => 0.20962613628245
118 => 0.20411584327084
119 => 0.20516316982729
120 => 0.20506230385784
121 => 0.2037781642981
122 => 0.20261890052134
123 => 0.20068905295356
124 => 0.2067953762217
125 => 0.20654747064847
126 => 0.21056077372037
127 => 0.20985138341927
128 => 0.20511390137124
129 => 0.20528310146939
130 => 0.20642105344426
131 => 0.21035951822218
201 => 0.2115287227194
202 => 0.21098710061155
203 => 0.21226907996653
204 => 0.21328230417821
205 => 0.21239632532765
206 => 0.22493991748755
207 => 0.21973094348656
208 => 0.22226976117084
209 => 0.22287525422895
210 => 0.22132429649274
211 => 0.22166064369009
212 => 0.22217011804495
213 => 0.22526354656238
214 => 0.23338159808288
215 => 0.23697702783986
216 => 0.24779405565912
217 => 0.23667847744934
218 => 0.23601892503921
219 => 0.2379673983924
220 => 0.24431813882099
221 => 0.24946481744364
222 => 0.25117226766179
223 => 0.25139793539505
224 => 0.25460122551344
225 => 0.25643729167147
226 => 0.25421226183817
227 => 0.25232678202478
228 => 0.24557322736759
229 => 0.24635496970848
301 => 0.25174039922062
302 => 0.25934763560674
303 => 0.26587543582408
304 => 0.26358962770477
305 => 0.28102873012602
306 => 0.28275774589874
307 => 0.28251885182473
308 => 0.28645780706703
309 => 0.27863978306534
310 => 0.27529742633754
311 => 0.25273444416154
312 => 0.25907372182091
313 => 0.26828823419153
314 => 0.26706865892663
315 => 0.26037683373847
316 => 0.2658703594746
317 => 0.2640540280678
318 => 0.2626214121276
319 => 0.26918450347593
320 => 0.26196811494151
321 => 0.26821624519565
322 => 0.26020295351608
323 => 0.26360006908372
324 => 0.26167170198754
325 => 0.26291959183055
326 => 0.25562445330688
327 => 0.25956073297477
328 => 0.25546069113141
329 => 0.25545874717773
330 => 0.25536823852679
331 => 0.26019191957315
401 => 0.26034921963889
402 => 0.25678451205746
403 => 0.25627078200378
404 => 0.25817031126906
405 => 0.25594645998692
406 => 0.25698698600508
407 => 0.25597797646001
408 => 0.25575082715842
409 => 0.25394086287709
410 => 0.25316108049869
411 => 0.25346685326178
412 => 0.2524230931847
413 => 0.25179418998381
414 => 0.25524313385087
415 => 0.2534005022727
416 => 0.25496072413446
417 => 0.25318265440729
418 => 0.24701909006479
419 => 0.24347435903292
420 => 0.23183195735266
421 => 0.23513372802683
422 => 0.23732280539973
423 => 0.23659931534104
424 => 0.23815365194059
425 => 0.238249075584
426 => 0.2377437449109
427 => 0.23715863672832
428 => 0.23687383842356
429 => 0.23899649165641
430 => 0.24022876330331
501 => 0.23754250860018
502 => 0.23691315670793
503 => 0.23962910852499
504 => 0.24128583756443
505 => 0.2535181939561
506 => 0.25261198148461
507 => 0.25488639695282
508 => 0.25463033267485
509 => 0.25701428242834
510 => 0.26091103274294
511 => 0.25298784980482
512 => 0.25436304039983
513 => 0.25402587542372
514 => 0.25770695422345
515 => 0.25771844614966
516 => 0.2555114555257
517 => 0.25670790094728
518 => 0.25604007793572
519 => 0.25724692437931
520 => 0.25259987846456
521 => 0.25825947877111
522 => 0.26146810744834
523 => 0.26151265926064
524 => 0.26303352378839
525 => 0.26457881023112
526 => 0.26754485299186
527 => 0.26449608890835
528 => 0.25901165911331
529 => 0.25940761722991
530 => 0.25619209804776
531 => 0.25624615150614
601 => 0.25595760990904
602 => 0.25682354496232
603 => 0.25278990251301
604 => 0.25373659033353
605 => 0.252411221841
606 => 0.25436015930756
607 => 0.25226342476444
608 => 0.25402571283256
609 => 0.25478625794198
610 => 0.25759268576912
611 => 0.25184891309254
612 => 0.24013697178576
613 => 0.24259896384201
614 => 0.23895748420551
615 => 0.23929451700996
616 => 0.23997537691332
617 => 0.23776848720304
618 => 0.23818949221267
619 => 0.23817445095116
620 => 0.23804483348541
621 => 0.23747073623764
622 => 0.2366381816467
623 => 0.23995482289023
624 => 0.2405183848665
625 => 0.24177111332919
626 => 0.24549838350034
627 => 0.24512594131516
628 => 0.24573340997167
629 => 0.2444073093053
630 => 0.23935603101653
701 => 0.23963033973004
702 => 0.23620970567703
703 => 0.24168364002582
704 => 0.24038734011963
705 => 0.23955160713717
706 => 0.23932356964989
707 => 0.24306007900286
708 => 0.24417810116388
709 => 0.24348142478081
710 => 0.24205252119384
711 => 0.24479643849824
712 => 0.24553059501232
713 => 0.24569494558118
714 => 0.25055664095063
715 => 0.24596666034563
716 => 0.24707151429774
717 => 0.2556912694376
718 => 0.24787434097065
719 => 0.2520151423179
720 => 0.25181247163964
721 => 0.25393076549182
722 => 0.2516387097154
723 => 0.25166712249375
724 => 0.25354802392883
725 => 0.25090663708562
726 => 0.25025259255734
727 => 0.24934903472587
728 => 0.25132192019488
729 => 0.25250457580762
730 => 0.26203591148145
731 => 0.26819358900846
801 => 0.2679262679873
802 => 0.27036908171678
803 => 0.26926857175804
804 => 0.26571473480141
805 => 0.27178070114213
806 => 0.26986117558111
807 => 0.27001941893614
808 => 0.27001352911056
809 => 0.2712898458008
810 => 0.27038545845306
811 => 0.2686028181572
812 => 0.26978621797793
813 => 0.27330049237231
814 => 0.28420890792358
815 => 0.29031340178335
816 => 0.28384140972819
817 => 0.28830570318442
818 => 0.28562871790109
819 => 0.28514223004169
820 => 0.2879461362409
821 => 0.29075495030672
822 => 0.29057604099357
823 => 0.28853698621598
824 => 0.28738517591121
825 => 0.29610706942364
826 => 0.30253321199001
827 => 0.30209499214839
828 => 0.30402915201258
829 => 0.30970790519514
830 => 0.3102270992177
831 => 0.31016169270439
901 => 0.30887481614718
902 => 0.3144662861347
903 => 0.31913078877084
904 => 0.30857694140563
905 => 0.31259570832229
906 => 0.31439986226777
907 => 0.31704889552808
908 => 0.32151825866775
909 => 0.32637317247746
910 => 0.32705971052157
911 => 0.3265725789254
912 => 0.32337063276081
913 => 0.32868293738256
914 => 0.33179476084111
915 => 0.33364778049786
916 => 0.33834673003431
917 => 0.31441100410833
918 => 0.29746810761515
919 => 0.29482222966935
920 => 0.30020272651614
921 => 0.30162152062599
922 => 0.30104960649933
923 => 0.28197883611549
924 => 0.29472182601006
925 => 0.30843221167559
926 => 0.30895888342631
927 => 0.31582258916112
928 => 0.31805769310118
929 => 0.32358387586418
930 => 0.32323821162773
1001 => 0.32458374918975
1002 => 0.3242744334057
1003 => 0.33451052329909
1004 => 0.34580245052555
1005 => 0.34541144699183
1006 => 0.343788098853
1007 => 0.34619904766115
1008 => 0.35785352667532
1009 => 0.35678056900691
1010 => 0.35782285598745
1011 => 0.37156414356281
1012 => 0.38942977208615
1013 => 0.38112939395728
1014 => 0.39913882612745
1015 => 0.4104748090396
1016 => 0.43007921932364
1017 => 0.42762465060232
1018 => 0.43525650366209
1019 => 0.42323046030721
1020 => 0.39561623390004
1021 => 0.39124617686809
1022 => 0.39999514171352
1023 => 0.4215036180745
1024 => 0.39931776325075
1025 => 0.40380593278667
1026 => 0.40251333965839
1027 => 0.40244446286375
1028 => 0.40507320997295
1029 => 0.40126007518483
1030 => 0.38572467808815
1031 => 0.39284445902689
1101 => 0.39009516968648
1102 => 0.39314571118276
1103 => 0.40960822549918
1104 => 0.40232975550256
1105 => 0.39466247861602
1106 => 0.4042789453367
1107 => 0.4165240120486
1108 => 0.41575773778027
1109 => 0.41427084542191
1110 => 0.42265237979482
1111 => 0.43649621901972
1112 => 0.44023815313315
1113 => 0.44300037239522
1114 => 0.44338123576338
1115 => 0.44730436516071
1116 => 0.42620870963535
1117 => 0.45968805672895
1118 => 0.46546901512372
1119 => 0.46438243454168
1120 => 0.47080772649755
1121 => 0.46891724261021
1122 => 0.46617822806528
1123 => 0.47636368251412
1124 => 0.46468688091232
1125 => 0.448113131107
1126 => 0.43902044417221
1127 => 0.45099442781408
1128 => 0.45830652178973
1129 => 0.46313935077111
1130 => 0.46460176190081
1201 => 0.42784630532216
1202 => 0.40803715277734
1203 => 0.42073459244617
1204 => 0.43622634517262
1205 => 0.42612265216676
1206 => 0.42651869780377
1207 => 0.41211348678122
1208 => 0.43750088670792
1209 => 0.43380215608024
1210 => 0.45299117711957
1211 => 0.44841156324702
1212 => 0.46405946499109
1213 => 0.45993884804358
1214 => 0.47704329861209
1215 => 0.48386672702838
1216 => 0.49532432532117
1217 => 0.50375258126616
1218 => 0.5087018143639
1219 => 0.50840468097282
1220 => 0.52801600820422
1221 => 0.51645189370345
1222 => 0.50192464043796
1223 => 0.50166188825928
1224 => 0.50918575857825
1225 => 0.52495372669379
1226 => 0.52904213141154
1227 => 0.53132699189833
1228 => 0.52782764852624
1229 => 0.51527563104321
1230 => 0.50985573353421
1231 => 0.51447364324143
]
'min_raw' => 0.19041861752959
'max_raw' => 0.53132699189833
'avg_raw' => 0.36087280471396
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.190418'
'max' => '$0.531326'
'avg' => '$0.360872'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.0753838794107
'max_diff' => 0.27452004268578
'year' => 2036
]
11 => [
'items' => [
101 => 0.50882633649101
102 => 0.51857517229665
103 => 0.53196240609676
104 => 0.52919799525589
105 => 0.53843900623326
106 => 0.54800248041213
107 => 0.56167867801042
108 => 0.56525414249074
109 => 0.57116424931398
110 => 0.57724769060405
111 => 0.57920152799308
112 => 0.58293200980887
113 => 0.58291234832828
114 => 0.59415440637057
115 => 0.60655474452876
116 => 0.61123558511499
117 => 0.62199891993997
118 => 0.60356708624443
119 => 0.61754784383214
120 => 0.63015883713732
121 => 0.61512349102866
122 => 0.6358462128531
123 => 0.63665082918284
124 => 0.64879958047749
125 => 0.63648449362123
126 => 0.62917183435714
127 => 0.65028320765082
128 => 0.66049833618561
129 => 0.65742145633745
130 => 0.63400624876873
131 => 0.62037759363824
201 => 0.5847087743905
202 => 0.62696003156777
203 => 0.64753938645275
204 => 0.63395295321119
205 => 0.64080515986261
206 => 0.67818857751729
207 => 0.69242176256315
208 => 0.68946135957108
209 => 0.68996161894436
210 => 0.69764158724452
211 => 0.73169879612324
212 => 0.71129092712319
213 => 0.72689197830546
214 => 0.73516671959877
215 => 0.74285276046833
216 => 0.72397827329085
217 => 0.69942284279423
218 => 0.6916451071891
219 => 0.63260205018465
220 => 0.62952860265656
221 => 0.62780338342406
222 => 0.61692612020023
223 => 0.60837957083945
224 => 0.60158303747472
225 => 0.58374690430901
226 => 0.58976607566725
227 => 0.56133900209141
228 => 0.57952563637161
301 => 0.53415534054887
302 => 0.57194107109566
303 => 0.55137601586539
304 => 0.56518489735713
305 => 0.56513671947048
306 => 0.53971019053433
307 => 0.52504469928207
308 => 0.53439012109747
309 => 0.54440915512408
310 => 0.54603470968682
311 => 0.55902464882586
312 => 0.56264986162176
313 => 0.55166529760518
314 => 0.53321514201306
315 => 0.53750069235386
316 => 0.5249578527412
317 => 0.50297700877337
318 => 0.51876403465978
319 => 0.52415441940393
320 => 0.5265351203904
321 => 0.50491948486502
322 => 0.49812738288466
323 => 0.49451132478158
324 => 0.53042483490426
325 => 0.53239225805894
326 => 0.52232664303397
327 => 0.56782417740763
328 => 0.5575266841333
329 => 0.56903150706783
330 => 0.53711182357945
331 => 0.53833119847426
401 => 0.52321990877524
402 => 0.53168122126995
403 => 0.52570103831952
404 => 0.5309976308367
405 => 0.53417238655282
406 => 0.54928119663789
407 => 0.57211358943722
408 => 0.5470244442456
409 => 0.53609274440243
410 => 0.54287470950292
411 => 0.56093597628243
412 => 0.58829971999261
413 => 0.57209983296952
414 => 0.57928906773845
415 => 0.58085959570866
416 => 0.56891439877025
417 => 0.58874015644218
418 => 0.59936494104274
419 => 0.61026377155352
420 => 0.61972692070774
421 => 0.6059105389771
422 => 0.62069604792941
423 => 0.60878153770752
424 => 0.59809299033906
425 => 0.59810920045338
426 => 0.59140411855439
427 => 0.57841217748039
428 => 0.57601626421421
429 => 0.58848010759538
430 => 0.59847492965671
501 => 0.59929815107365
502 => 0.60483179811931
503 => 0.60810655343983
504 => 0.64020360739491
505 => 0.65311330801639
506 => 0.66889904556822
507 => 0.67504847998008
508 => 0.69355607286552
509 => 0.67860968849733
510 => 0.6753759442221
511 => 0.63048257766952
512 => 0.63783386392753
513 => 0.64960398252023
514 => 0.63067666258991
515 => 0.64268169061719
516 => 0.64505173745104
517 => 0.63003351950131
518 => 0.63805539860715
519 => 0.61675166602343
520 => 0.57257795259116
521 => 0.58878933441296
522 => 0.60072636812592
523 => 0.58369074919188
524 => 0.61422643676165
525 => 0.59638811846793
526 => 0.59073422795911
527 => 0.56867638532668
528 => 0.57908683796496
529 => 0.59316712422156
530 => 0.58446714432395
531 => 0.60252090892004
601 => 0.62808985435124
602 => 0.64631180752255
603 => 0.64771066282415
604 => 0.63599516771105
605 => 0.65476932339708
606 => 0.65490607262504
607 => 0.63372874831652
608 => 0.62075775509338
609 => 0.61781071814188
610 => 0.62517299424735
611 => 0.63411215659055
612 => 0.64820672412079
613 => 0.65672377608915
614 => 0.67893173052731
615 => 0.68494056624633
616 => 0.69154245493636
617 => 0.70036461417333
618 => 0.7109578782925
619 => 0.68778041947461
620 => 0.68870130312163
621 => 0.66711877438417
622 => 0.64405474718049
623 => 0.66155746885651
624 => 0.68443994915841
625 => 0.67919068289426
626 => 0.67860003320676
627 => 0.67959334214857
628 => 0.67563556681041
629 => 0.65773469563791
630 => 0.64874499020047
701 => 0.66034400373322
702 => 0.66650836321319
703 => 0.67606874717797
704 => 0.67489022805908
705 => 0.69951675044207
706 => 0.70908587237272
707 => 0.70663768149705
708 => 0.70708820753718
709 => 0.72441264571178
710 => 0.74368098400439
711 => 0.7617283254966
712 => 0.78008685641383
713 => 0.75795493084745
714 => 0.74671770395225
715 => 0.75831165371855
716 => 0.75215974077589
717 => 0.78751045732031
718 => 0.78995806423449
719 => 0.82530622451973
720 => 0.85885583781106
721 => 0.83778392680654
722 => 0.85765378978409
723 => 0.87914466660801
724 => 0.92060405477046
725 => 0.90664199139621
726 => 0.89594726966496
727 => 0.88584080930545
728 => 0.90687074895819
729 => 0.93392543035996
730 => 0.93975274960738
731 => 0.94919523299549
801 => 0.93926761628483
802 => 0.95122433712171
803 => 0.99343681572526
804 => 0.98203063138673
805 => 0.96583201599038
806 => 0.99915471371834
807 => 1.0112140684874
808 => 1.0958529357897
809 => 1.202713002016
810 => 1.1584722329173
811 => 1.131010559897
812 => 1.1374647044563
813 => 1.1764863832007
814 => 1.1890189079272
815 => 1.1549511855002
816 => 1.1669844809979
817 => 1.2332891222776
818 => 1.2688594350166
819 => 1.2205501725867
820 => 1.0872668335157
821 => 0.96437350790683
822 => 0.99697035181687
823 => 0.99327488131531
824 => 1.0645109466979
825 => 0.98175859766253
826 => 0.98315193499006
827 => 1.0558610867645
828 => 1.0364635316215
829 => 1.005041976541
830 => 0.96460292003209
831 => 0.88984758391533
901 => 0.82363469800995
902 => 0.95349341518734
903 => 0.94789367116989
904 => 0.93978441199707
905 => 0.9578306907727
906 => 1.0454582979816
907 => 1.0434381980125
908 => 1.0305873526735
909 => 1.040334605601
910 => 1.0033332359756
911 => 1.0128693314336
912 => 0.96435404097617
913 => 0.98628497844041
914 => 1.004974559996
915 => 1.0087267701972
916 => 1.0171806913733
917 => 0.94494286052704
918 => 0.97737552578571
919 => 0.9964266780954
920 => 0.91035287887334
921 => 0.99472527583314
922 => 0.94368536060667
923 => 0.92636164678501
924 => 0.94968574522013
925 => 0.94059632137654
926 => 0.93278176850469
927 => 0.92842111373113
928 => 0.94554775743508
929 => 0.94474877903553
930 => 0.91672626579757
1001 => 0.88017203962241
1002 => 0.89244083777837
1003 => 0.88798346838771
1004 => 0.87182938670389
1005 => 0.88271528730753
1006 => 0.83477929027733
1007 => 0.75230789888319
1008 => 0.80679102620519
1009 => 0.80469348506953
1010 => 0.80363580971302
1011 => 0.84457837409247
1012 => 0.84064269123306
1013 => 0.83349938830491
1014 => 0.87169819434377
1015 => 0.85775511629314
1016 => 0.90072439744282
1017 => 0.92902674508687
1018 => 0.9218483542393
1019 => 0.94846684899564
1020 => 0.89272348610839
1021 => 0.911239195224
1022 => 0.91505525721106
1023 => 0.8712268270067
1024 => 0.84128661762227
1025 => 0.83928994699971
1026 => 0.78737774994211
1027 => 0.81510882658966
1028 => 0.83951102644959
1029 => 0.82782426640389
1030 => 0.82412458730545
1031 => 0.84302544545689
1101 => 0.84449420401016
1102 => 0.81100635334355
1103 => 0.81796953791945
1104 => 0.84700717513407
1105 => 0.81723786396454
1106 => 0.75940095515153
1107 => 0.74505660210808
1108 => 0.7431428009932
1109 => 0.70423977787437
1110 => 0.74601516036863
1111 => 0.72777908639924
1112 => 0.78538662556684
1113 => 0.75248150814974
1114 => 0.75106303430451
1115 => 0.74891880304258
1116 => 0.71543336398055
1117 => 0.72276454702447
1118 => 0.74713451603314
1119 => 0.75582999552279
1120 => 0.75492298577205
1121 => 0.74701508989001
1122 => 0.75063528412983
1123 => 0.73897337712408
1124 => 0.73485531503874
1125 => 0.72185757833521
1126 => 0.70275449609743
1127 => 0.70541089684861
1128 => 0.66756269234219
1129 => 0.64694098177084
1130 => 0.64123316407447
1201 => 0.63360043170476
1202 => 0.64209530150555
1203 => 0.6674554731342
1204 => 0.63686572568951
1205 => 0.58442174931689
1206 => 0.58757372165707
1207 => 0.59465526767647
1208 => 0.58145885351843
1209 => 0.56896955500893
1210 => 0.57982798677412
1211 => 0.55760678262832
1212 => 0.59734059403443
1213 => 0.59626590578862
1214 => 0.6110762135584
1215 => 0.62033740294496
1216 => 0.59899335975461
1217 => 0.59362539061267
1218 => 0.59668322979652
1219 => 0.54614395950851
1220 => 0.60694607695299
1221 => 0.60747189618951
1222 => 0.60296951265229
1223 => 0.6353447631367
1224 => 0.70366663975267
1225 => 0.67796120152862
1226 => 0.66800727889729
1227 => 0.64908486469885
1228 => 0.67429785811649
1229 => 0.67236189360598
1230 => 0.66360672789673
1231 => 0.658311576358
]
'min_raw' => 0.49451132478158
'max_raw' => 1.2688594350166
'avg_raw' => 0.8816853798991
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$0.494511'
'max' => '$1.26'
'avg' => '$0.881685'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.30409270725199
'max_diff' => 0.73753244311829
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.01552214541946
]
1 => [
'year' => 2028
'avg' => 0.026640507650805
]
2 => [
'year' => 2029
'avg' => 0.072777065417655
]
3 => [
'year' => 2030
'avg' => 0.056147397586864
]
4 => [
'year' => 2031
'avg' => 0.05514370270068
]
5 => [
'year' => 2032
'avg' => 0.096684265196217
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.01552214541946
'min' => '$0.015522'
'max_raw' => 0.096684265196217
'max' => '$0.096684'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.096684265196217
]
1 => [
'year' => 2033
'avg' => 0.24868187201042
]
2 => [
'year' => 2034
'avg' => 0.15762652157174
]
3 => [
'year' => 2035
'avg' => 0.18592084366572
]
4 => [
'year' => 2036
'avg' => 0.36087280471396
]
5 => [
'year' => 2037
'avg' => 0.8816853798991
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.096684265196217
'min' => '$0.096684'
'max_raw' => 0.8816853798991
'max' => '$0.881685'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 0.8816853798991
]
]
]
]
'prediction_2025_max_price' => '$0.02654'
'last_price' => 0.02573392
'sma_50day_nextmonth' => '$0.023814'
'sma_200day_nextmonth' => '$0.058961'
'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' => '$0.024988'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.024751'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.024156'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.023982'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.02476'
'daily_sma50_action' => 'BUY'
'daily_sma100' => '$0.040711'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.068264'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.025126'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.024825'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.024443'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.024415'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$0.028469'
'daily_ema50_action' => 'SELL'
'daily_ema100' => '$0.039778'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.050823'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.05513'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.054538'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '$0.049782'
'weekly_sma100_action' => 'SELL'
'weekly_sma200' => '$0.054111'
'weekly_sma200_action' => 'SELL'
'weekly_ema3' => '$0.025091'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$0.025716'
'weekly_ema5_action' => 'BUY'
'weekly_ema10' => '$0.0317081'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.044754'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.052499'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.05514'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$0.066637'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '58.09'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 126.16
'stoch_rsi_14_action' => 'SELL'
'momentum_10' => 0
'momentum_10_action' => 'BUY'
'vwma_10' => '0.024229'
'vwma_10_action' => 'BUY'
'hma_9' => '0.0252053'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 100
'stochastic_fast_14_action' => 'SELL'
'cci_20' => 198.08
'cci_20_action' => 'SELL'
'adx_14' => 18.5
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '0.000496'
'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' => 79.52
'ultimate_oscillator_action' => 'SELL'
'ichimoku_cloud' => '-0.015069'
'ichimoku_cloud_action' => 'SELL'
'sell_signals' => 15
'buy_signals' => 20
'sell_pct' => 42.86
'buy_pct' => 57.14
'overall_action' => 'bullish'
'overall_action_label' => 'Boğa'
'overall_action_dir' => 1
'last_updated' => 1767702060
'last_updated_date' => '6 Ocak 2026'
]
Aladdin DAO için 2026 fiyat tahmini
Aladdin DAO için 2026 fiyat tahmini, ortalama fiyatın alt sınırda $0.008891 ile üst sınırda $0.02654 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 $0.015522 ve üst sınırda $0.096684 fiyat aralığında bulunuyor. Piyasadaki fiyat dalgalanmaları göz önüne alındığında, Aladdin DAO üst fiyat hedefine ulaşırsa, bugünün fiyatına kıyasla 2032 yılına kadar 275.71% artış gösterebilir.
| Aladdin DAO Fiyat Tahmini | Potansiyel Düşük ($) | Ortalama Fiyat ($) | Potansiyel Yüksek ($) |
|---|---|---|---|
| 2027 | $0.008559 | $0.015522 | $0.022485 |
| 2028 | $0.015446 | $0.02664 | $0.037834 |
| 2029 | $0.033932 | $0.072777 | $0.111621 |
| 2030 | $0.028857 | $0.056147 | $0.083436 |
| 2031 | $0.034119 | $0.055143 | $0.076168 |
| 2032 | $0.05208 | $0.096684 | $0.141288 |
Aladdin DAO fiyat tahmini 2032-2037
Aladdin DAO için 2032-2037 fiyat tahmini, şu anda alt sınırda $0.096684 ve üst sınırda $0.881685 olarak tahmin edilmektedir. Mevcut fiyata kıyasla, Aladdin DAO üst fiyat hedefine ulaşırsa, 2037 yılına kadar potansiyel olarak 3326.16% artış gösterebilir. Lütfen bu bilgilerin sadece genel amaçlar için olduğunu ve uzun vadeli yatırım tavsiyesi olarak değerlendirilmemesi gerektiğini unutmayın.
| Aladdin DAO Fiyat Tahmini | Potansiyel Düşük ($) | Ortalama Fiyat ($) | Potansiyel Yüksek ($) |
|---|---|---|---|
| 2032 | $0.05208 | $0.096684 | $0.141288 |
| 2033 | $0.121022 | $0.248681 | $0.37634 |
| 2034 | $0.097296 | $0.157626 | $0.217956 |
| 2035 | $0.115034 | $0.18592 | $0.2568069 |
| 2036 | $0.190418 | $0.360872 | $0.531326 |
| 2037 | $0.494511 | $0.881685 | $1.26 |
Aladdin DAO Potansiyel fiyat histogramı
Teknik Analize Dayalı Aladdin DAO Fiyat Tahmini
6 Ocak 2026 itibariyle, Aladdin DAO için genel fiyat tahmini duyarlılığı Boğa, 20 teknik gösterge yükseliş sinyalleri gösterirken 15 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 $0.058961 seviyesine ulaşması bekleniyor. Aladdin DAO için kısa vadeli 50 günlük SMA'nın 4 Şub 2026 tarihinde $0.023814 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 58.09 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 | $0.024988 | BUY |
| SMA 5 | $0.024751 | BUY |
| SMA 10 | $0.024156 | BUY |
| SMA 21 | $0.023982 | BUY |
| SMA 50 | $0.02476 | BUY |
| SMA 100 | $0.040711 | SELL |
| SMA 200 | $0.068264 | SELL |
Günlük Üstel Hareketli Ortalama (EMA)
| Dönem | Değer | İşlem |
|---|---|---|
| EMA 3 | $0.025126 | BUY |
| EMA 5 | $0.024825 | BUY |
| EMA 10 | $0.024443 | BUY |
| EMA 21 | $0.024415 | BUY |
| EMA 50 | $0.028469 | SELL |
| EMA 100 | $0.039778 | SELL |
| EMA 200 | $0.050823 | SELL |
Haftalık Basit Hareketli Ortalama (SMA)
| Dönem | Değer | İşlem |
|---|---|---|
| SMA 21 | $0.05513 | SELL |
| SMA 50 | $0.054538 | SELL |
| SMA 100 | $0.049782 | SELL |
| SMA 200 | $0.054111 | SELL |
Haftalık Üstel Hareketli Ortalama (EMA)
| Dönem | Değer | İşlem |
|---|---|---|
| EMA 21 | $0.044754 | SELL |
| EMA 50 | $0.052499 | SELL |
| EMA 100 | $0.05514 | SELL |
| EMA 200 | $0.066637 | 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) | 58.09 | NEUTRAL |
| Stoch RSI (14) | 126.16 | SELL |
| Hızlı Stokastik (14) | 100 | SELL |
| Emtia Kanal Endeksi (20) | 198.08 | SELL |
| Ortalama Yön Endeksi (14) | 18.5 | NEUTRAL |
| Harika Osilatör (5, 34) | 0.000496 | BUY |
| Momentum (10) | 0 | BUY |
| MACD (12, 26) | 0 | BUY |
| Williams Yüzde Aralığı (14) | -0 | SELL |
| Ultimate Osilatör (7, 14, 28) | 79.52 | SELL |
| VWMA (10) | 0.024229 | BUY |
| Hull Hareketli Ortalaması (9) | 0.0252053 | 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 | $0.03616 | $0.050811 | $0.071398 | $0.100326 | $0.140976 | $0.198095 |
| Amazon.com hisseleri | $0.053695 | $0.112038 | $0.233775 | $0.487785 | $1.01 | $2.12 |
| Apple hisseleri | $0.0365016 | $0.051774 | $0.073438 | $0.104166 | $0.147752 | $0.209576 |
| Netflix hisseleri | $0.040604 | $0.064066 | $0.101087 | $0.15950025 | $0.251666 | $0.39709 |
| Google hisseleri | $0.033325 | $0.043156 | $0.055886 | $0.072373 | $0.093723 | $0.121371 |
| Tesla hisseleri | $0.058336 | $0.132245 | $0.299789 | $0.6796011 | $1.54 | $3.49 |
| Kodak hisseleri | $0.019297 | $0.014471 | $0.010851 | $0.008137 | $0.0061024 | $0.004576 |
| Nokia hisseleri | $0.017047 | $0.011293 | $0.007481 | $0.004956 | $0.003283 | $0.002174 |
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 $0.02573 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 | $0.0264028 | $0.027089 | $0.027793 | $0.028515 |
| Aladdin DAO, Bitcoin'in geçmiş yıllık ortama büyümesine göre %2 oranında büyüme gösterirse | $0.027071 | $0.028479 | $0.029959 | $0.031517 |
| Aladdin DAO, Bitcoin'in geçmiş yıllık ortama büyümesine göre %5 oranında büyüme gösterirse | $0.029078 | $0.032857 | $0.037128 | $0.041953 |
| Aladdin DAO, Bitcoin'in geçmiş yıllık ortama büyümesine göre %10 oranında büyüme gösterirse | $0.032422 | $0.04085 | $0.051469 | $0.064847 |
| Aladdin DAO, Bitcoin'in geçmiş yıllık ortama büyümesine göre %20 oranında büyüme gösterirse | $0.039112 | $0.059445 | $0.090348 | $0.137317 |
| Aladdin DAO, Bitcoin'in geçmiş yıllık ortama büyümesine göre %50 oranında büyüme gösterirse | $0.059179 | $0.136092 | $0.312966 | $0.719715 |
| Aladdin DAO, Bitcoin'in geçmiş yıllık ortama büyümesine göre %100 oranında büyüme gösterirse | $0.092624 | $0.333385 | $1.19 | $4.31 |
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 5.1291% 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 $0.02654 seviyesine kadar yükselebilir gibi görünmektedir. Aladdin DAO'ın uzun vadeli beş yıllık görünümüne bakıldığında, dijital para birimi $0.083436 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 $0.025954 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 $0.022744 seviyesine ulaşacaktır 5 Şubat 2026 itibariyle.
2026 yılında Aladdin DAO fiyatı ne kadar yükselebilir?
Son Aladdin DAO değer tahminimize göre, ALD fiyatı $0.008891 ve $0.02654 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 $0.083436 seviyesine kadar artış gösteren bir eğilimde görünmektedir. Aladdin DAO'ın 2030 tahminine dayanarak, Aladdin DAO değeri yaklaşık olarak $0.083436 seviyesine ulaşabilirken, en düşük zirve yaklaşık $0.028857 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 $0.02654 seviyesine ulaşacaktır. Fiyat, 2026 yılı boyunca $0.02654 ve $0.008891 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 $0.022485 seviyesine ulaşacaktır. Fiyat, 2027 yılı boyunca $0.022485 ve $0.008559 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 $0.037834 seviyesine ulaşacaktır. Fiyat, yıl boyunca $0.037834 ve $0.015446 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 $0.111621 seviyesine ulaşacaktır. Fiyat aralığı $0.111621 ve $0.033932 arasında olacaktır.
2030 yılında Aladdin DAO ne kadar olacak?
Yeni deneysel simülasyona göre, ALD'ın değeri 224.23% oranında artacaktır, $0.083436 seviyesine ulaşacaktır. Fiyat 2030 yılı boyunca $0.083436 ve $0.028857 arasında olacaktır.
2031 yılında Aladdin DAO ne kadar olacak?
Aladdin DAO'ın değeri 2031 yılında 195.98% oranında artacaktır, ve en iyi durumda $0.076168 seviyesine ulaşacaktır. Yıl boyunca fiyat $0.076168 ve $0.034119 arasında olacaktır.
2032 yılında Aladdin DAO ne kadar olacak?
Aladdin DAO fiyatı 449.04% oranında artacaktır, 2032 yılında $0.141288 seviyesine ulaşabilir. Fiyat $0.141288 ve $0.05208 arasında olacaktır.
2033 yılında Aladdin DAO ne kadar olacak?
ALD'ın değeri 1362.43% oranında artacaktır, ve 2033 yılı için $0.37634 seviyesine ulaşacaktır. Fiyat aralığı $0.37634 ve $0.121022 arasında olacaktır.
2034 yılında Aladdin DAO ne kadar olacak?
Yeni simülasyon sonuçlarına göre, ALD'ın değeri 746.96% oranında artacaktır, ve $0.217956 seviyesine ulaşacaktır. Yıl boyunca fiyat aralığı $0.217956 ve $0.097296 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 $0.2568069 seviyesine ulaşacaktır. Yıl boyunca fiyat $0.2568069 ve $0.115034 arasında olacaktır.
2036 yılında Aladdin DAO ne kadar olacak?
ALD'ın değeri 2036 yılında 1964.7% oranında artacaktır, ve $0.531326 seviyesine ulaşacaktır. Fiyat $0.531326 ve $0.190418 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 $1.26 seviyesine ulaşacaktır. Fiyat 2037 yılı boyunca $1.26 ve $0.494511 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 TahminiEra 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 TahminiSplinterlands Fiyat Tahmini
Aladdin 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


