AADex Finance (ADE) Price Prediction
AADex Finance Price Prediction up to $0.032912 by 2026
| Year | Min. Price | Max. Price |
|---|---|---|
| 2026 | $0.011025 | $0.032912 |
| 2027 | $0.010614 | $0.027883 |
| 2028 | $0.019155 | $0.046918 |
| 2029 | $0.042079 | $0.138422 |
| 2030 | $0.035786 | $0.103469 |
| 2031 | $0.04231 | $0.094456 |
| 2032 | $0.064584 | $0.175211 |
| 2033 | $0.15008 | $0.466699 |
| 2034 | $0.120657 | $0.270287 |
| 2035 | $0.142654 | $0.318465 |
Investment Profit Calculator
If you open a short on $10,000.00 of AADex Finance today and close it on Apr 06, 2026, our forecast suggests you could make around $3,954.74 in profit, equal to a 39.55% ROI over the next 90 days.
Long-term AADex Finance price prediction for 2027, 2028, 2029, 2030, 2031, 2032 and 2037
[
'name' => 'AADex Finance'
'name_with_ticker' => 'AADex Finance <small>ADE</small>'
'name_lang' => 'AADex Finance'
'name_lang_with_ticker' => 'AADex Finance <small>ADE</small>'
'name_with_lang' => 'AADex Finance'
'name_with_lang_with_ticker' => 'AADex Finance <small>ADE</small>'
'image' => '/uploads/coins/aadex-finance.png?1724617943'
'price_for_sd' => 0.03191
'ticker' => 'ADE'
'marketcap' => '$79.78K'
'low24h' => '$0'
'high24h' => '$0'
'volume24h' => '$2.17'
'current_supply' => '2.5M'
'max_supply' => '10M'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.03191'
'change_24h_pct' => '0%'
'ath_price' => '$4.2'
'ath_days' => 498
'ath_exchange' => null
'ath_pair' => null
'ath_date' => 'Aug 26, 2024'
'ath_pct' => '-99.24%'
'fdv' => '$319.13K'
'new_prediction' => true
'change_24h_pct_is_increased' => false
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$1.57'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.032185'
'next_week_prediction_price_date' => 'January 13, 2026'
'next_week_prediction_price_change_pct' => '0.86%'
'next_week_prediction_price_is_increased' => true
'next_month_prediction_price' => '$0.028204'
'next_month_prediction_price_date' => 'February 5, 2026'
'next_month_prediction_price_change_pct' => '-11.62%'
'next_month_prediction_price_is_increased' => false
'current_year' => '2026'
'current_year_min_price_prediction' => '$0.011025'
'current_year_max_price_prediction' => '$0.032912'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.035786'
'grand_prediction_max_price' => '$0.103469'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.032517326983972
107 => 0.032638734879141
108 => 0.032912273066196
109 => 0.030574919206961
110 => 0.031624322468654
111 => 0.03224074856911
112 => 0.029455713021476
113 => 0.032185697370905
114 => 0.030534231076415
115 => 0.029973698611874
116 => 0.030728381730842
117 => 0.030434280985426
118 => 0.030181430434694
119 => 0.030040335482861
120 => 0.030594491474095
121 => 0.030568639434744
122 => 0.029661932676042
123 => 0.028479170671412
124 => 0.028876144423005
125 => 0.028731920137403
126 => 0.028209232721076
127 => 0.028561460930161
128 => 0.027010426155967
129 => 0.024341951442739
130 => 0.026104827575888
131 => 0.026036958762402
201 => 0.026002736229037
202 => 0.027327488920781
203 => 0.027200144516715
204 => 0.026969013176374
205 => 0.028204987812755
206 => 0.027753840444271
207 => 0.02914417033025
208 => 0.030059931514054
209 => 0.02982766485607
210 => 0.030688942675696
211 => 0.028885289896468
212 => 0.029484390999738
213 => 0.029607864906804
214 => 0.028189736077597
215 => 0.027220979636115
216 => 0.0271563746261
217 => 0.025476684459431
218 => 0.02637396138848
219 => 0.027163527954201
220 => 0.026785386842062
221 => 0.026665678662602
222 => 0.027277241789923
223 => 0.027324765482599
224 => 0.026241220253234
225 => 0.026466523617834
226 => 0.027406076101783
227 => 0.026442849305882
228 => 0.02457145698365
301 => 0.024107325813713
302 => 0.024045402160009
303 => 0.022786641616433
304 => 0.024138341277818
305 => 0.023548288152325
306 => 0.025412258905836
307 => 0.024347568808106
308 => 0.024301672145962
309 => 0.024232292609555
310 => 0.023148825410956
311 => 0.023386035869517
312 => 0.024174559561945
313 => 0.024455913698758
314 => 0.024426566157222
315 => 0.024170695365674
316 => 0.024287831703774
317 => 0.023910494745748
318 => 0.02377724921228
319 => 0.023356689656581
320 => 0.022738583292246
321 => 0.022824534773274
322 => 0.021599904329199
323 => 0.02093266066721
324 => 0.020747976415702
325 => 0.020501008916099
326 => 0.020775872051938
327 => 0.021596435105018
328 => 0.02060666197084
329 => 0.018909765356805
330 => 0.01901175173468
331 => 0.019240884845737
401 => 0.01881389680915
402 => 0.018409788466909
403 => 0.018761127884141
404 => 0.018042130418982
405 => 0.01932777225435
406 => 0.019292999245673
407 => 0.019772207018341
408 => 0.020071865472924
409 => 0.019381249750688
410 => 0.019207561764169
411 => 0.019306502334969
412 => 0.017671235092489
413 => 0.019638570797254
414 => 0.019655584398124
415 => 0.019509903618217
416 => 0.020557449146328
417 => 0.022768096948287
418 => 0.021936362322089
419 => 0.021614289535512
420 => 0.021002028932797
421 => 0.021817829833478
422 => 0.021755189052782
423 => 0.021471903686665
424 => 0.021300571813334
425 => 0.021616256043269
426 => 0.021261455043722
427 => 0.021197723034924
428 => 0.020811576402717
429 => 0.020673739623571
430 => 0.020571690759732
501 => 0.020459344987759
502 => 0.020707151765909
503 => 0.020145589004925
504 => 0.019468399365855
505 => 0.01941209837466
506 => 0.019567550361384
507 => 0.019498774429298
508 => 0.019411769101957
509 => 0.019245652237573
510 => 0.019196368912436
511 => 0.019356515810262
512 => 0.01917571929976
513 => 0.019442494399502
514 => 0.019369946333712
515 => 0.018964698735612
516 => 0.018459610186502
517 => 0.018455113838956
518 => 0.018346293339562
519 => 0.018207694072311
520 => 0.018169138926884
521 => 0.018731539058387
522 => 0.019895690499379
523 => 0.01966713971573
524 => 0.019832291079743
525 => 0.020644672334376
526 => 0.020902903906067
527 => 0.020719617253031
528 => 0.020468723177726
529 => 0.020479761243731
530 => 0.021337142249848
531 => 0.021390616051515
601 => 0.021525727097024
602 => 0.021699382972881
603 => 0.020749191599598
604 => 0.020435007315498
605 => 0.020286129371411
606 => 0.019827642926638
607 => 0.020322081249669
608 => 0.020033993212799
609 => 0.020072866131461
610 => 0.020047550092186
611 => 0.020061374361493
612 => 0.019327412891256
613 => 0.019594829875131
614 => 0.019150197273062
615 => 0.018554884131242
616 => 0.018552888432847
617 => 0.018698590480928
618 => 0.018611921201408
619 => 0.01837869639869
620 => 0.018411824881126
621 => 0.018121584515559
622 => 0.018447065316477
623 => 0.018456398941221
624 => 0.018331071103809
625 => 0.018832519185319
626 => 0.019037962873456
627 => 0.018955469406089
628 => 0.019032174911875
629 => 0.019676637032635
630 => 0.019781712478173
701 => 0.019828380050186
702 => 0.019765851685957
703 => 0.019043954496386
704 => 0.019075973706488
705 => 0.018841037987844
706 => 0.018642542062506
707 => 0.018650480858546
708 => 0.018752533566833
709 => 0.019198203729238
710 => 0.020136090312328
711 => 0.02017168242257
712 => 0.020214821098479
713 => 0.020039354423797
714 => 0.019986431995723
715 => 0.02005625033879
716 => 0.020408471227665
717 => 0.021314478980889
718 => 0.020994235330677
719 => 0.020733872258164
720 => 0.020962280866138
721 => 0.020927119151266
722 => 0.02063031889225
723 => 0.020621988697504
724 => 0.020052334107669
725 => 0.019841745776214
726 => 0.019665762404187
727 => 0.019473593156096
728 => 0.019359668784256
729 => 0.019534708397103
730 => 0.019574742027569
731 => 0.01919201485491
801 => 0.019139850555502
802 => 0.019452393826435
803 => 0.019314855185685
804 => 0.019456317088491
805 => 0.01948913746338
806 => 0.019483852627105
807 => 0.01934024648995
808 => 0.019431776759376
809 => 0.019215280385696
810 => 0.018979873096024
811 => 0.018829697911605
812 => 0.018698650145352
813 => 0.01877136306261
814 => 0.018512154789439
815 => 0.01842922884602
816 => 0.019400768363591
817 => 0.02011845505103
818 => 0.020108019602359
819 => 0.020044496492357
820 => 0.019950114036086
821 => 0.020401566563117
822 => 0.020244289529778
823 => 0.020358721712468
824 => 0.020387849505666
825 => 0.020476010562947
826 => 0.020507520563226
827 => 0.020412275457281
828 => 0.020092621248517
829 => 0.019296073352089
830 => 0.018925278156062
831 => 0.018802909565291
901 => 0.018807357431154
902 => 0.018684665434491
903 => 0.018720803726178
904 => 0.018672098011436
905 => 0.018579861170893
906 => 0.018765667697623
907 => 0.018787080168921
908 => 0.01874371070536
909 => 0.018753925784026
910 => 0.018394845149078
911 => 0.018422145269871
912 => 0.018270134728164
913 => 0.018241634584108
914 => 0.017857365171746
915 => 0.017176576207003
916 => 0.017553799379254
917 => 0.01709816683278
918 => 0.01692561188347
919 => 0.017742460175701
920 => 0.017660471263006
921 => 0.017520141884196
922 => 0.01731256548573
923 => 0.017235573380366
924 => 0.01676779372091
925 => 0.016740154803122
926 => 0.016971999033462
927 => 0.016865010898433
928 => 0.016714759037277
929 => 0.016170562026959
930 => 0.015558704409922
1001 => 0.015577172545381
1002 => 0.015771793069344
1003 => 0.016337678490922
1004 => 0.016116577266794
1005 => 0.015956165791846
1006 => 0.015926125544539
1007 => 0.0163021421331
1008 => 0.016834284383824
1009 => 0.017083953621852
1010 => 0.016836538989533
1011 => 0.016552322381676
1012 => 0.016569621329663
1013 => 0.016684703480558
1014 => 0.016696796987443
1015 => 0.016511801193667
1016 => 0.016563876425996
1017 => 0.016484769386229
1018 => 0.015999289629203
1019 => 0.015990508839871
1020 => 0.015871364278078
1021 => 0.015867756628098
1022 => 0.015665062006484
1023 => 0.015636703627759
1024 => 0.015234241153861
1025 => 0.015499143172949
1026 => 0.015321460806525
1027 => 0.01505365156929
1028 => 0.015007481155848
1029 => 0.015006093217467
1030 => 0.015281073423057
1031 => 0.015495929869145
1101 => 0.015324551667361
1102 => 0.015285532172842
1103 => 0.015702158290987
1104 => 0.015649138819821
1105 => 0.015603224299731
1106 => 0.016786636881859
1107 => 0.015849873480269
1108 => 0.015441391168591
1109 => 0.014935816739202
1110 => 0.015100434322738
1111 => 0.015135121666325
1112 => 0.013919306300284
1113 => 0.013426050157702
1114 => 0.013256783237533
1115 => 0.013159367731893
1116 => 0.01320376120108
1117 => 0.012759772819581
1118 => 0.013058140354838
1119 => 0.012673683945864
1120 => 0.01260922857777
1121 => 0.013296684262026
1122 => 0.013392339704433
1123 => 0.01298424386931
1124 => 0.013246307460173
1125 => 0.01315127955917
1126 => 0.012680274347539
1127 => 0.012662285412934
1128 => 0.012425951554371
1129 => 0.012056134828973
1130 => 0.011887118661958
1201 => 0.011799093574712
1202 => 0.011835414441284
1203 => 0.011817049499708
1204 => 0.011697205833399
1205 => 0.011823918798377
1206 => 0.011500219534271
1207 => 0.011371319879082
1208 => 0.011313098895282
1209 => 0.011025797166953
1210 => 0.011483021980383
1211 => 0.011573101028595
1212 => 0.011663357560359
1213 => 0.012448979048612
1214 => 0.012409731619202
1215 => 0.012764509266793
1216 => 0.012750723259802
1217 => 0.012649534927692
1218 => 0.012222637999193
1219 => 0.012392791506187
1220 => 0.011869085459386
1221 => 0.012261481638199
1222 => 0.012082408409045
1223 => 0.01220093679929
1224 => 0.011987812066355
1225 => 0.012105764093266
1226 => 0.011594462112638
1227 => 0.011117015517341
1228 => 0.011309153964824
1229 => 0.011518030430934
1230 => 0.011970927830195
1231 => 0.011701185875517
]
'min_raw' => 0.011025797166953
'max_raw' => 0.032912273066196
'avg_raw' => 0.021969035116575
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.011025'
'max' => '$0.032912'
'avg' => '$0.021969'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.020886802833047
'max_diff' => 0.00099967306619621
'year' => 2026
]
1 => [
'items' => [
101 => 0.011798195282492
102 => 0.011473230008306
103 => 0.010802733825919
104 => 0.010806528761495
105 => 0.010703387531389
106 => 0.01061425844971
107 => 0.011732168983847
108 => 0.011593139137377
109 => 0.011371613272803
110 => 0.011668134445623
111 => 0.011746539350141
112 => 0.011748771427548
113 => 0.011965105620918
114 => 0.0120805632187
115 => 0.012100913120731
116 => 0.012441319648209
117 => 0.012555419426149
118 => 0.013025380263478
119 => 0.012070767448186
120 => 0.012051107825455
121 => 0.011672307106614
122 => 0.011432065702122
123 => 0.011688756641115
124 => 0.011916149771255
125 => 0.011679372845023
126 => 0.011710290912955
127 => 0.011392437234875
128 => 0.011506054968383
129 => 0.011603917866442
130 => 0.011549883726249
131 => 0.011468992003098
201 => 0.011897506127741
202 => 0.011873327681468
203 => 0.012272369885832
204 => 0.012583451819915
205 => 0.01314096625834
206 => 0.012559170877959
207 => 0.01253796794187
208 => 0.012745230043191
209 => 0.012555387695401
210 => 0.012675361506069
211 => 0.013121636622653
212 => 0.013131065712635
213 => 0.012973116306736
214 => 0.012963505071032
215 => 0.012993840982213
216 => 0.01317151936152
217 => 0.013109433076285
218 => 0.013181280897391
219 => 0.013271127697858
220 => 0.013642772158842
221 => 0.013732374380189
222 => 0.013514687435741
223 => 0.013534342129487
224 => 0.013452921236624
225 => 0.013374269674318
226 => 0.013551066900243
227 => 0.013874167305578
228 => 0.013872157314725
301 => 0.013947110328588
302 => 0.013993805435281
303 => 0.013793355854449
304 => 0.013662870548063
305 => 0.013712906917527
306 => 0.013792916161951
307 => 0.013686960997899
308 => 0.01303295664216
309 => 0.013231339785731
310 => 0.013198319130201
311 => 0.013151293701277
312 => 0.013350769486189
313 => 0.01333152956011
314 => 0.012755219076998
315 => 0.012792112604292
316 => 0.012757462694588
317 => 0.012869423641547
318 => 0.012549341436841
319 => 0.012647796567222
320 => 0.012709546702037
321 => 0.01274591800583
322 => 0.012877316095168
323 => 0.012861898045975
324 => 0.012876357687582
325 => 0.01307118636626
326 => 0.014056562965884
327 => 0.01411019484009
328 => 0.013846091876561
329 => 0.01395159580129
330 => 0.013749051336981
331 => 0.013885020792802
401 => 0.013978047641224
402 => 0.013557677201237
403 => 0.013532785591962
404 => 0.0133294051546
405 => 0.013438690281582
406 => 0.013264809786676
407 => 0.013307473978044
408 => 0.01318818117958
409 => 0.013402884465856
410 => 0.013642956101429
411 => 0.013703607677292
412 => 0.013544059493344
413 => 0.013428536093428
414 => 0.013225715058949
415 => 0.013563010959449
416 => 0.013661646559661
417 => 0.013562492868631
418 => 0.013539516791869
419 => 0.01349597716792
420 => 0.013548753928914
421 => 0.013661109368999
422 => 0.013608124618334
423 => 0.01364312197962
424 => 0.013509748127522
425 => 0.013793422211601
426 => 0.014243964927005
427 => 0.014245413495506
428 => 0.014192428459234
429 => 0.014170748123969
430 => 0.014225113986586
501 => 0.014254605236851
502 => 0.014430414467558
503 => 0.014619064776655
504 => 0.015499413454635
505 => 0.01525221506863
506 => 0.016033312787911
507 => 0.016651059671017
508 => 0.016836294950464
509 => 0.016665887209366
510 => 0.016082931532318
511 => 0.016054328945666
512 => 0.016925510844714
513 => 0.016679362055574
514 => 0.016650083440345
515 => 0.016338608441307
516 => 0.016522728742667
517 => 0.016482458931878
518 => 0.01641889106548
519 => 0.016770179774545
520 => 0.017427760878154
521 => 0.0173252706964
522 => 0.017248766530103
523 => 0.016913547543419
524 => 0.017115424247274
525 => 0.017043539819725
526 => 0.017352400939462
527 => 0.017169438454241
528 => 0.016677497236402
529 => 0.016755840496802
530 => 0.016743999070598
531 => 0.016987694782799
601 => 0.016914543378896
602 => 0.016729715084947
603 => 0.01742551333743
604 => 0.017380332069147
605 => 0.017444388777697
606 => 0.01747258852182
607 => 0.017896108656766
608 => 0.01806961130492
609 => 0.018108999443643
610 => 0.018273813540213
611 => 0.018104898718778
612 => 0.018780678438746
613 => 0.019230032519684
614 => 0.019751980408245
615 => 0.020514686559797
616 => 0.020801471128208
617 => 0.020749666062833
618 => 0.021327941162296
619 => 0.022367088661696
620 => 0.020959707482826
621 => 0.022441683281565
622 => 0.021972506853918
623 => 0.020860097984089
624 => 0.020788471967312
625 => 0.021541808169292
626 => 0.023212635359361
627 => 0.022794112098614
628 => 0.023213319913484
629 => 0.022724291729904
630 => 0.022700007358736
701 => 0.023189568906139
702 => 0.024333456146256
703 => 0.023790038196448
704 => 0.023010915313851
705 => 0.023586207525866
706 => 0.023087836171038
707 => 0.021964866023251
708 => 0.022793792061764
709 => 0.022239512826265
710 => 0.022401280974288
711 => 0.023566293484494
712 => 0.023426116097025
713 => 0.023607518616487
714 => 0.023287347917768
715 => 0.02298825799888
716 => 0.022429984454567
717 => 0.022264707180648
718 => 0.022310383873106
719 => 0.022264684545548
720 => 0.021952335628303
721 => 0.021884883909363
722 => 0.021772461422669
723 => 0.021807305852205
724 => 0.021595918686862
725 => 0.021994849942682
726 => 0.022068895099133
727 => 0.022359203999013
728 => 0.022389344832061
729 => 0.02319785098594
730 => 0.022752539382778
731 => 0.023051292852533
801 => 0.023024569530221
802 => 0.020884207257417
803 => 0.021179130294033
804 => 0.021637937987061
805 => 0.021431245743251
806 => 0.021139031269041
807 => 0.020903052413567
808 => 0.020545520317447
809 => 0.02104873987694
810 => 0.021710420086239
811 => 0.022406126134108
812 => 0.023241971366157
813 => 0.023055420440674
814 => 0.022390500588897
815 => 0.022420328407723
816 => 0.022604712246894
817 => 0.022365918422129
818 => 0.022295493461397
819 => 0.022595036938739
820 => 0.022597099730041
821 => 0.022322338575451
822 => 0.022016991832884
823 => 0.022015712418884
824 => 0.021961378915344
825 => 0.022733957539481
826 => 0.023158797666248
827 => 0.023207504902117
828 => 0.023155519281195
829 => 0.023175526483452
830 => 0.0229283213744
831 => 0.023493358947295
901 => 0.024011893300608
902 => 0.023872915017049
903 => 0.023664566813068
904 => 0.023498607433188
905 => 0.023833820261414
906 => 0.023818893761847
907 => 0.024007364355391
908 => 0.023998814240609
909 => 0.023935438668738
910 => 0.023872917280391
911 => 0.02412080751809
912 => 0.024049419110628
913 => 0.023977919817251
914 => 0.02383451703839
915 => 0.023854007857705
916 => 0.023645695627979
917 => 0.023549320858788
918 => 0.022100075565568
919 => 0.021712789867763
920 => 0.02183463783222
921 => 0.0218747533459
922 => 0.021706206113895
923 => 0.021947859548358
924 => 0.021910198116572
925 => 0.022056716716453
926 => 0.021965178256345
927 => 0.021968935026678
928 => 0.022238130119798
929 => 0.022316278600569
930 => 0.022276531652513
1001 => 0.022304369052486
1002 => 0.022945870185418
1003 => 0.022854669238366
1004 => 0.022806220552947
1005 => 0.022819641169913
1006 => 0.022983558463316
1007 => 0.023029446355917
1008 => 0.022835016130483
1009 => 0.022926710548785
1010 => 0.023317133744162
1011 => 0.023453759766505
1012 => 0.023889804445612
1013 => 0.023704564915851
1014 => 0.024044580089706
1015 => 0.025089670814421
1016 => 0.025924561600102
1017 => 0.025156761530269
1018 => 0.02668993213547
1019 => 0.027883725371881
1020 => 0.027837905599101
1021 => 0.027629740135397
1022 => 0.02627063827438
1023 => 0.025019972478804
1024 => 0.026066207522878
1025 => 0.026068874591165
1026 => 0.025979002073019
1027 => 0.025420811581448
1028 => 0.025959578253861
1029 => 0.026002343595804
1030 => 0.025978406376538
1031 => 0.025550443035397
1101 => 0.02489702211432
1102 => 0.02502469899823
1103 => 0.025233836338612
1104 => 0.024837895722649
1105 => 0.024711368704961
1106 => 0.024946606503593
1107 => 0.025704591704527
1108 => 0.025561298993
1109 => 0.025557557041211
1110 => 0.02617062402669
1111 => 0.025731800373223
1112 => 0.025026309412614
1113 => 0.024848163640778
1114 => 0.02421586616413
1115 => 0.024652596283417
1116 => 0.024668313422915
1117 => 0.024429120799855
1118 => 0.02504571857571
1119 => 0.025040036518655
1120 => 0.025625404338362
1121 => 0.026744407755528
1122 => 0.026413463382258
1123 => 0.026028611082791
1124 => 0.026070455198539
1125 => 0.026529381868227
1126 => 0.026251904327457
1127 => 0.02635168718576
1128 => 0.02652923083492
1129 => 0.026636347326619
1130 => 0.026055042783813
1201 => 0.025919512887875
1202 => 0.025642266285314
1203 => 0.025569937821759
1204 => 0.025795749394604
1205 => 0.0257362560232
1206 => 0.0246669924582
1207 => 0.024555248466331
1208 => 0.024558675495028
1209 => 0.024277689914336
1210 => 0.023849119459515
1211 => 0.024975377026172
1212 => 0.024884922781605
1213 => 0.024785068296206
1214 => 0.024797299900905
1215 => 0.02528617013818
1216 => 0.025002600712022
1217 => 0.025756516507579
1218 => 0.025601534084796
1219 => 0.02544257694767
1220 => 0.025420604229367
1221 => 0.025359419293159
1222 => 0.025149593380991
1223 => 0.024896215983466
1224 => 0.024728914278445
1225 => 0.022811116256403
1226 => 0.023167048413976
1227 => 0.023576515917027
1228 => 0.023717862458242
1229 => 0.023476079418611
1230 => 0.025159140449081
1231 => 0.025466651917727
]
'min_raw' => 0.01061425844971
'max_raw' => 0.027883725371881
'avg_raw' => 0.019248991910795
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.010614'
'max' => '$0.027883'
'avg' => '$0.019248'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.00041153871724341
'max_diff' => -0.0050285476943156
'year' => 2027
]
2 => [
'items' => [
101 => 0.02453517962072
102 => 0.024360939185713
103 => 0.025170563622992
104 => 0.024682261114751
105 => 0.024902143704313
106 => 0.024426877815026
107 => 0.025392581409917
108 => 0.02538522436652
109 => 0.025009543856703
110 => 0.025327066451051
111 => 0.025271889086436
112 => 0.024847746716112
113 => 0.025406027479586
114 => 0.025406304379879
115 => 0.025044720057178
116 => 0.02462246872925
117 => 0.024546980164948
118 => 0.024490109672208
119 => 0.024888157049323
120 => 0.025245045082983
121 => 0.025909125233577
122 => 0.026076090761592
123 => 0.026727768332958
124 => 0.026339726068815
125 => 0.026511740178521
126 => 0.026698485827488
127 => 0.026788018558947
128 => 0.026642129777626
129 => 0.027654453287147
130 => 0.027739924408141
131 => 0.027768582135688
201 => 0.027427232344052
202 => 0.027730430852938
203 => 0.02758857431151
204 => 0.027957645623425
205 => 0.028015520717673
206 => 0.027966502571811
207 => 0.027984873040222
208 => 0.02712103351095
209 => 0.027076238874241
210 => 0.026465460824228
211 => 0.026714357394252
212 => 0.026249057186515
213 => 0.026396608675512
214 => 0.026461647965939
215 => 0.026427675131567
216 => 0.026728429632879
217 => 0.026472726866678
218 => 0.025797885225248
219 => 0.025122859723663
220 => 0.025114385328354
221 => 0.024936663028977
222 => 0.02480820235799
223 => 0.024832948440609
224 => 0.024920156863441
225 => 0.024803133645918
226 => 0.024828106482605
227 => 0.025242821964737
228 => 0.025325990197064
229 => 0.025043352047693
301 => 0.02390851909348
302 => 0.023630028240003
303 => 0.023830201942768
304 => 0.023734531805684
305 => 0.019155619571444
306 => 0.020231367080913
307 => 0.01959219443972
308 => 0.019886754599701
309 => 0.019234324845996
310 => 0.019545698521237
311 => 0.019488199172966
312 => 0.02121796933451
313 => 0.021190961352659
314 => 0.021203888644341
315 => 0.020586835330494
316 => 0.021569818014275
317 => 0.022054070631219
318 => 0.021964448359789
319 => 0.021987004354672
320 => 0.021599417630996
321 => 0.021207641331048
322 => 0.020773101120466
323 => 0.021580423120935
324 => 0.021490662695929
325 => 0.021696540816111
326 => 0.022220146841983
327 => 0.022297249818278
328 => 0.022400877000321
329 => 0.022363734032244
330 => 0.023248630221921
331 => 0.023141463454618
401 => 0.023399704529835
402 => 0.022868483045316
403 => 0.022267355511577
404 => 0.022381610203401
405 => 0.0223706065578
406 => 0.022230517519905
407 => 0.022104051400297
408 => 0.021893520942757
409 => 0.022559670463056
410 => 0.022532626009064
411 => 0.02297044428346
412 => 0.022893055650721
413 => 0.022376235421077
414 => 0.022394693756686
415 => 0.022518834934428
416 => 0.022948488968013
417 => 0.023076039538258
418 => 0.023016953032109
419 => 0.023156806409478
420 => 0.02326734081667
421 => 0.023170687829204
422 => 0.024539090308605
423 => 0.02397083419447
424 => 0.024247798270598
425 => 0.024313852570788
426 => 0.024144655869825
427 => 0.024181348575784
428 => 0.024236928027149
429 => 0.024574395572262
430 => 0.02546000805766
501 => 0.025852239798874
502 => 0.027032288344692
503 => 0.025819670412896
504 => 0.025747718683135
505 => 0.025960281060289
506 => 0.026653094477508
507 => 0.027214554679509
508 => 0.027400823419929
509 => 0.027425441908937
510 => 0.027774894448876
511 => 0.027975194127866
512 => 0.027732461719013
513 => 0.027526771417654
514 => 0.026790014289404
515 => 0.026875295933122
516 => 0.027462801888602
517 => 0.028292688654646
518 => 0.029004817834913
519 => 0.028755455016191
520 => 0.030657917300324
521 => 0.030846538664934
522 => 0.030820477291204
523 => 0.031250184830409
524 => 0.030397302873506
525 => 0.03003267931312
526 => 0.027571243995492
527 => 0.028262806919104
528 => 0.02926803424264
529 => 0.029134988636961
530 => 0.028404965684805
531 => 0.029004264047041
601 => 0.028806117266693
602 => 0.028649830679916
603 => 0.029365809831589
604 => 0.028578561343522
605 => 0.029260180836757
606 => 0.028385996786232
607 => 0.028756594084542
608 => 0.028546225134247
609 => 0.028682359626937
610 => 0.027886520164356
611 => 0.028315935820454
612 => 0.027868655061275
613 => 0.027868442991957
614 => 0.027858569244408
615 => 0.028384793074035
616 => 0.028401953214227
617 => 0.028013073009053
618 => 0.027957029296037
619 => 0.028164252276756
620 => 0.027921648438118
621 => 0.028035161247287
622 => 0.02792508662547
623 => 0.027900306509573
624 => 0.027702854330116
625 => 0.027617786502145
626 => 0.027651143789421
627 => 0.02753727817109
628 => 0.027468670017346
629 => 0.027844921355786
630 => 0.027643905443593
701 => 0.027814112784269
702 => 0.02762014003769
703 => 0.026947745988147
704 => 0.026561045059817
705 => 0.025290955031192
706 => 0.025651150987768
707 => 0.025889961279628
708 => 0.025811034479593
709 => 0.025980599786685
710 => 0.025991009719388
711 => 0.025935882309539
712 => 0.025872051831192
713 => 0.025840982684379
714 => 0.026072546650245
715 => 0.026206977326515
716 => 0.025913929087286
717 => 0.025845271985015
718 => 0.026141559934512
719 => 0.026322295412546
720 => 0.027656744635853
721 => 0.027557884327176
722 => 0.027806004301599
723 => 0.027778069800191
724 => 0.028038139061997
725 => 0.028463242391581
726 => 0.027598888461777
727 => 0.027748910416881
728 => 0.027712128498002
729 => 0.028113703843582
730 => 0.028114957517977
731 => 0.027874193038126
801 => 0.028004715368611
802 => 0.027931861384427
803 => 0.028063518380654
804 => 0.027556563987482
805 => 0.02817397971602
806 => 0.028524014648711
807 => 0.028528874884091
808 => 0.028694788664138
809 => 0.028863366673743
810 => 0.02918693748313
811 => 0.028854342459488
812 => 0.028256036389428
813 => 0.028299232155169
814 => 0.027948445525205
815 => 0.027954342311829
816 => 0.027922864802688
817 => 0.028017331177136
818 => 0.027577294044368
819 => 0.027680569879895
820 => 0.027535983105375
821 => 0.02774859611347
822 => 0.027519859662949
823 => 0.027712110760647
824 => 0.027795079961189
825 => 0.028101238097388
826 => 0.027474639857302
827 => 0.026196963628795
828 => 0.026465546662355
829 => 0.026068291258979
830 => 0.026105058759019
831 => 0.026179334960605
901 => 0.025938581489604
902 => 0.025984509664857
903 => 0.025982868787246
904 => 0.025968728590462
905 => 0.025906099314315
906 => 0.025815274473076
907 => 0.026177092686159
908 => 0.026238572651052
909 => 0.026375234997254
910 => 0.026781849440594
911 => 0.026741219069076
912 => 0.026807488890761
913 => 0.026662822242112
914 => 0.026111769429936
915 => 0.026141694248832
916 => 0.025768531277684
917 => 0.026365692381097
918 => 0.026224276749667
919 => 0.026133105172121
920 => 0.026108228162489
921 => 0.026515850524387
922 => 0.026637817523764
923 => 0.026561815874653
924 => 0.026405934275004
925 => 0.026705273028589
926 => 0.02678536345096
927 => 0.026803292742907
928 => 0.027333663621747
929 => 0.026832934583349
930 => 0.02695346503971
1001 => 0.027893809253302
1002 => 0.027041046810205
1003 => 0.027492774095185
1004 => 0.027470664395261
1005 => 0.027701752788639
1006 => 0.027451708402039
1007 => 0.027454808001886
1008 => 0.027659998839922
1009 => 0.027371845314264
1010 => 0.027300494448998
1011 => 0.027201923739659
1012 => 0.027417149277364
1013 => 0.027546167253405
1014 => 0.028585957387029
1015 => 0.029257709233541
1016 => 0.029228546714265
1017 => 0.029495037550504
1018 => 0.029374980988002
1019 => 0.028987286678362
1020 => 0.029649033590633
1021 => 0.029439629178924
1022 => 0.029456892224199
1023 => 0.029456249692791
1024 => 0.029595485320127
1025 => 0.029496824117402
1026 => 0.029302352759466
1027 => 0.029431451922462
1028 => 0.029814830282764
1029 => 0.031004848476628
1030 => 0.031670798423558
1031 => 0.030964757453631
1101 => 0.031451775060422
1102 => 0.031159738038464
1103 => 0.031106666224226
1104 => 0.031412549271608
1105 => 0.031718967726773
1106 => 0.031699450195862
1107 => 0.031477006132175
1108 => 0.031351353124906
1109 => 0.032302839792786
1110 => 0.033003878961528
1111 => 0.032956072790046
1112 => 0.033167073683567
1113 => 0.033786578832958
1114 => 0.033843218619927
1115 => 0.03383608330862
1116 => 0.033695695686867
1117 => 0.034305678959351
1118 => 0.034814537736893
1119 => 0.033663200008619
1120 => 0.034101614343428
1121 => 0.034298432663152
1122 => 0.03458742034987
1123 => 0.035074991017323
1124 => 0.03560462208391
1125 => 0.035679517723835
1126 => 0.035626375683222
1127 => 0.035277069757561
1128 => 0.035856598390433
1129 => 0.03619607267195
1130 => 0.036398221837863
1201 => 0.036910838488205
1202 => 0.034299648146089
1203 => 0.032451317837359
1204 => 0.032162674369438
1205 => 0.0327496422118
1206 => 0.03290442095085
1207 => 0.032842029835215
1208 => 0.030761566029899
1209 => 0.032151721158065
1210 => 0.033647411188408
1211 => 0.033704866733862
1212 => 0.034453640436456
1213 => 0.034697471847291
1214 => 0.035300332821892
1215 => 0.035262623703789
1216 => 0.035409410757491
1217 => 0.035375666955842
1218 => 0.036492339963934
1219 => 0.037724196119406
1220 => 0.037681540857804
1221 => 0.037504446960795
1222 => 0.037767461596851
1223 => 0.039038869163026
1224 => 0.038921818328223
1225 => 0.039035523243868
1226 => 0.040534584417778
1227 => 0.042483577182828
1228 => 0.041578074367788
1229 => 0.043542754925009
1230 => 0.044779417192537
1231 => 0.046918096710964
]
'min_raw' => 0.019155619571444
'max_raw' => 0.046918096710964
'avg_raw' => 0.033036858141204
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.019155'
'max' => '$0.046918'
'avg' => '$0.033036'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.0085413611217339
'max_diff' => 0.019034371339083
'year' => 2028
]
3 => [
'items' => [
101 => 0.046650323502038
102 => 0.047482895744206
103 => 0.046170953572106
104 => 0.043158469157705
105 => 0.042681731967799
106 => 0.0436361718949
107 => 0.045982569322789
108 => 0.043562275489776
109 => 0.044051897779997
110 => 0.043910886527475
111 => 0.043903372637087
112 => 0.044190147271984
113 => 0.043774165706907
114 => 0.042079381977129
115 => 0.042856091373063
116 => 0.042556166574644
117 => 0.042888955499365
118 => 0.044684880073489
119 => 0.043890859009774
120 => 0.043054422320184
121 => 0.044103499549091
122 => 0.045439335363536
123 => 0.045355741158996
124 => 0.045193533462521
125 => 0.046107889754631
126 => 0.047618138467941
127 => 0.048026352626477
128 => 0.048327687972738
129 => 0.048369237025885
130 => 0.048797218095891
131 => 0.04649585601735
201 => 0.050148176739165
202 => 0.050778831634498
203 => 0.050660294652143
204 => 0.051361241026291
205 => 0.051155004821724
206 => 0.050856200918774
207 => 0.051967350017369
208 => 0.050693507240939
209 => 0.048885447792142
210 => 0.047893510619171
211 => 0.049199773505829
212 => 0.049997462668418
213 => 0.05052468446233
214 => 0.050684221458611
215 => 0.04667450420437
216 => 0.044513488993448
217 => 0.045898674967559
218 => 0.047588697456404
219 => 0.046486467857094
220 => 0.04652967317059
221 => 0.044958183422816
222 => 0.047727739428972
223 => 0.047324238414507
224 => 0.04941760239133
225 => 0.048918004277966
226 => 0.050625061337143
227 => 0.050175536003749
228 => 0.052041490530042
301 => 0.052785870309282
302 => 0.054035799812088
303 => 0.05495525304248
304 => 0.055495173565705
305 => 0.055462758762681
306 => 0.057602192863031
307 => 0.056340643320189
308 => 0.054755839769981
309 => 0.054727175673749
310 => 0.055547967889242
311 => 0.057268123199567
312 => 0.057714134444292
313 => 0.057963393884121
314 => 0.05758164437524
315 => 0.056212322762555
316 => 0.055621056632816
317 => 0.056124832505982
318 => 0.055508757903054
319 => 0.056572275507712
320 => 0.05803271233401
321 => 0.057731137904573
322 => 0.058739256007617
323 => 0.05978255218715
324 => 0.061274512581246
325 => 0.061664566275397
326 => 0.062309310199413
327 => 0.062972963484572
328 => 0.063186111033808
329 => 0.063593075841099
330 => 0.063590930935681
331 => 0.064817346774343
401 => 0.066170121423325
402 => 0.06668076253651
403 => 0.067854953619365
404 => 0.06584419253854
405 => 0.067369377916304
406 => 0.068745133304914
407 => 0.067104901014876
408 => 0.069365579101584
409 => 0.069453356108884
410 => 0.070778684705454
411 => 0.069435210270594
412 => 0.068637459439696
413 => 0.070940536197164
414 => 0.072054922493865
415 => 0.071719260272122
416 => 0.069164854190972
417 => 0.067678080288112
418 => 0.063786906207059
419 => 0.068396169992277
420 => 0.070641207927988
421 => 0.06915904008508
422 => 0.069906559332488
423 => 0.073984781962419
424 => 0.075537505094536
425 => 0.07521454953741
426 => 0.075269123710263
427 => 0.076106944928435
428 => 0.079822305606382
429 => 0.07759597536677
430 => 0.07929792141595
501 => 0.080200627463613
502 => 0.081039111149036
503 => 0.078980060223127
504 => 0.076301265221983
505 => 0.075452778396957
506 => 0.069011667703438
507 => 0.068676379919514
508 => 0.068488172726138
509 => 0.067301552994339
510 => 0.066369194927644
511 => 0.065627749176773
512 => 0.063681974112043
513 => 0.064338616077563
514 => 0.061237456739201
515 => 0.063221468585546
516 => 0.058271943401409
517 => 0.062394055050693
518 => 0.060150577089406
519 => 0.061657012202264
520 => 0.06165175639207
521 => 0.058877931733611
522 => 0.057278047558856
523 => 0.058297556023434
524 => 0.059390550026144
525 => 0.05956788462581
526 => 0.060984979880386
527 => 0.061380460705577
528 => 0.060182135342013
529 => 0.058169375493339
530 => 0.058636893700021
531 => 0.057268573317319
601 => 0.054870644478318
602 => 0.05659287883431
603 => 0.057180925364745
604 => 0.057440640212856
605 => 0.055082552603686
606 => 0.054341590280312
607 => 0.053947108156624
608 => 0.057864975994591
609 => 0.058079605638841
610 => 0.056981530033283
611 => 0.061944935894209
612 => 0.060821564283544
613 => 0.062076645605384
614 => 0.058594471323059
615 => 0.058727495070013
616 => 0.057078977960442
617 => 0.058002037387849
618 => 0.057349648736152
619 => 0.057927463307965
620 => 0.058273802979892
621 => 0.059922049584026
622 => 0.062412875379298
623 => 0.059675856505549
624 => 0.058483298187425
625 => 0.059223154660786
626 => 0.061193489946495
627 => 0.064178648763951
628 => 0.062411374662097
629 => 0.063195660898239
630 => 0.06336699255037
701 => 0.062063870055707
702 => 0.064226696749084
703 => 0.065385773144837
704 => 0.066574745689815
705 => 0.067607097236365
706 => 0.066099843909284
707 => 0.067712821025538
708 => 0.066413046198627
709 => 0.065247013810637
710 => 0.065248782200452
711 => 0.064517313050451
712 => 0.063099999401279
713 => 0.062838625018879
714 => 0.064198327564069
715 => 0.065288680241001
716 => 0.065378486909911
717 => 0.065982162176204
718 => 0.066339410980446
719 => 0.069840934918221
720 => 0.07124927681212
721 => 0.072971370621431
722 => 0.073642223212047
723 => 0.075661248995836
724 => 0.07403072169817
725 => 0.073677946860822
726 => 0.068780450727651
727 => 0.069582415445095
728 => 0.070866438335808
729 => 0.068801623792184
730 => 0.07011127336532
731 => 0.070369825933227
801 => 0.068731462184102
802 => 0.069606583052029
803 => 0.067282521482071
804 => 0.062463533570595
805 => 0.06423206166021
806 => 0.065534293614285
807 => 0.063675848051778
808 => 0.067007039790795
809 => 0.065061026346617
810 => 0.064444233509931
811 => 0.062037904751497
812 => 0.06317359929739
813 => 0.06470964243229
814 => 0.063760546359103
815 => 0.065730063218458
816 => 0.068519424342265
817 => 0.070507289188417
818 => 0.070659892767888
819 => 0.069381828848414
820 => 0.071429934435866
821 => 0.071444852649103
822 => 0.0691345811797
823 => 0.067719552768335
824 => 0.067398055336028
825 => 0.068201218955216
826 => 0.069176407861093
827 => 0.070714008965195
828 => 0.07164314910959
829 => 0.074065853828319
830 => 0.074721368260819
831 => 0.075441579882579
901 => 0.076404004714288
902 => 0.077559642485417
903 => 0.075031172832682
904 => 0.075131633645642
905 => 0.072777157714059
906 => 0.07026106251516
907 => 0.07217046513543
908 => 0.074666755064248
909 => 0.074094103396422
910 => 0.074029668385579
911 => 0.074138030201035
912 => 0.073706269544549
913 => 0.071753432097061
914 => 0.070772729356341
915 => 0.072038086095822
916 => 0.072710566888307
917 => 0.073753525950962
918 => 0.073624959232295
919 => 0.07631150977207
920 => 0.077355422074755
921 => 0.077088344636202
922 => 0.077137493312473
923 => 0.079027446672734
924 => 0.081129463507898
925 => 0.08309827965958
926 => 0.085101044011692
927 => 0.082686633415998
928 => 0.081460744615648
929 => 0.08272554893996
930 => 0.08205442596207
1001 => 0.085910897661031
1002 => 0.086177911394199
1003 => 0.090034104226362
1004 => 0.093694090410985
1005 => 0.091395318663887
1006 => 0.093562956882447
1007 => 0.095907434345957
1008 => 0.10043031175083
1009 => 0.098907165757613
1010 => 0.097740459797551
1011 => 0.096637928302775
1012 => 0.098932121321458
1013 => 0.10188356398937
1014 => 0.10251927647147
1015 => 0.10354937355333
1016 => 0.10246635242603
1017 => 0.103770732083
1018 => 0.10837576544556
1019 => 0.10713144478124
1020 => 0.10536430940338
1021 => 0.10899954097102
1022 => 0.11031511714375
1023 => 0.11954851969651
1024 => 0.13120607183221
1025 => 0.12637976870042
1026 => 0.12338392660268
1027 => 0.12408802055798
1028 => 0.12834496396489
1029 => 0.12971215907856
1030 => 0.12599565145919
1031 => 0.12730838478027
1101 => 0.13454167444453
1102 => 0.1384221022777
1103 => 0.13315196006927
1104 => 0.11861184673311
1105 => 0.10520519819725
1106 => 0.10876124509821
1107 => 0.10835809973663
1108 => 0.11612936710962
1109 => 0.10710176814492
1110 => 0.10725376975892
1111 => 0.11518573871127
1112 => 0.11306962538316
1113 => 0.10964179280293
1114 => 0.10523022516856
1115 => 0.097075034375793
1116 => 0.089851754466324
1117 => 0.10401826979081
1118 => 0.10340738388988
1119 => 0.10252273057712
1120 => 0.10449143079518
1121 => 0.11405088022881
1122 => 0.11383050397844
1123 => 0.11242858271058
1124 => 0.11349192763629
1125 => 0.10945538329626
1126 => 0.11049569268309
1127 => 0.10520307451563
1128 => 0.10759555896658
1129 => 0.10963443821373
1130 => 0.11004377340872
1201 => 0.11096602650421
1202 => 0.10308547477896
1203 => 0.10662361114275
1204 => 0.10870193477794
1205 => 0.099311992984116
1206 => 0.10851632581964
1207 => 0.10294829190607
1208 => 0.10105841756674
1209 => 0.10360288439263
1210 => 0.10261130319601
1211 => 0.10175879991075
1212 => 0.10128308842971
1213 => 0.10315146404409
1214 => 0.10306430208849
1215 => 0.10000727694728
1216 => 0.096019512270865
1217 => 0.097357936990184
1218 => 0.096871674741857
1219 => 0.095109397624841
1220 => 0.096296959623559
1221 => 0.091067537592576
1222 => 0.082070588789973
1223 => 0.088014248752967
1224 => 0.08778542430985
1225 => 0.087670040649268
1226 => 0.092136536840762
1227 => 0.09170718629155
1228 => 0.090927910840516
1229 => 0.095095085620067
1230 => 0.093574010769121
1231 => 0.09826160504943
]
'min_raw' => 0.042079381977129
'max_raw' => 0.1384221022777
'avg_raw' => 0.090250742127412
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.042079'
'max' => '$0.138422'
'avg' => '$0.09025'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072434
'min_diff' => 0.022923762405685
'max_diff' => 0.091504005566732
'year' => 2029
]
4 => [
'items' => [
101 => 0.10134915781703
102 => 0.1005660545633
103 => 0.10346991286467
104 => 0.09738877159248
105 => 0.099408682790059
106 => 0.099824983688404
107 => 0.095043663330141
108 => 0.091777433351269
109 => 0.091559613049426
110 => 0.085896420380277
111 => 0.088921652192442
112 => 0.091583730994549
113 => 0.090308801834
114 => 0.089905197349196
115 => 0.091967125130929
116 => 0.092127354578787
117 => 0.088474106187271
118 => 0.089233732211198
119 => 0.092401499008292
120 => 0.089153912615564
121 => 0.082844382744719
122 => 0.081279532100674
123 => 0.081070752178839
124 => 0.076826753122319
125 => 0.081384102903333
126 => 0.07939469759454
127 => 0.085679205128283
128 => 0.082089528129499
129 => 0.081934784328678
130 => 0.081700866377757
131 => 0.078047881072417
201 => 0.078847652694959
202 => 0.081506215376947
203 => 0.082454820492732
204 => 0.082355873207463
205 => 0.081493186969431
206 => 0.081888120311534
207 => 0.080615902412723
208 => 0.080166655793728
209 => 0.078748709889159
210 => 0.076664721126997
211 => 0.076954512546222
212 => 0.072825585503057
213 => 0.070575926911197
214 => 0.069953251062994
215 => 0.069120582895362
216 => 0.070047303148174
217 => 0.072813888771516
218 => 0.069476799545883
219 => 0.063755594138126
220 => 0.064099448331592
221 => 0.064871986613083
222 => 0.063432366636376
223 => 0.062069887146569
224 => 0.063254452521501
225 => 0.060830302368917
226 => 0.065164933577509
227 => 0.06504769395098
228 => 0.066663376413748
301 => 0.067673695814858
302 => 0.065345236690089
303 => 0.064759635517033
304 => 0.065093220559295
305 => 0.059579802880563
306 => 0.066212812564169
307 => 0.066270175107354
308 => 0.06577900218679
309 => 0.069310875072111
310 => 0.076764228478917
311 => 0.073959977116831
312 => 0.072874086230485
313 => 0.070809806861759
314 => 0.073560336555805
315 => 0.07334913879025
316 => 0.072394022400034
317 => 0.071816365027087
318 => 0.072880716448684
319 => 0.071684480107296
320 => 0.071469603190006
321 => 0.070167682859623
322 => 0.069702956535277
323 => 0.069358891666019
324 => 0.068980110052082
325 => 0.06981560790593
326 => 0.067922259850214
327 => 0.065639067702219
328 => 0.065449244979595
329 => 0.065973362206145
330 => 0.065741479349335
331 => 0.065448134813688
401 => 0.064888060207508
402 => 0.064721898035955
403 => 0.065261844483077
404 => 0.064652276425109
405 => 0.065551727299531
406 => 0.065307126430575
407 => 0.063940805860098
408 => 0.062237864552619
409 => 0.062222704802942
410 => 0.061855808891629
411 => 0.061388511785403
412 => 0.06125852042076
413 => 0.063154691729646
414 => 0.067079709591409
415 => 0.066309134667428
416 => 0.066865954021699
417 => 0.069604954140343
418 => 0.070475599913452
419 => 0.069857636166074
420 => 0.06901172927432
421 => 0.069048944884507
422 => 0.071939664807063
423 => 0.072119955462803
424 => 0.07257549178589
425 => 0.073160984695606
426 => 0.069957348140342
427 => 0.068898053890852
428 => 0.068396101508036
429 => 0.066850282448983
430 => 0.068517315775662
501 => 0.06754600684569
502 => 0.067677069604981
503 => 0.067591714811056
504 => 0.067638324300205
505 => 0.065163721959746
506 => 0.066065336991339
507 => 0.064566227130204
508 => 0.062559087309123
509 => 0.062552358672649
510 => 0.063043603300346
511 => 0.062751391773388
512 => 0.061965058067789
513 => 0.062076753059279
514 => 0.061098187402834
515 => 0.062195568647474
516 => 0.062227037614952
517 => 0.061804486061005
518 => 0.063495153277803
519 => 0.064187821015978
520 => 0.063909688531239
521 => 0.064168306499405
522 => 0.066341155534457
523 => 0.06669542473522
524 => 0.066852767712489
525 => 0.066641948966898
526 => 0.06420802219101
527 => 0.064315977193377
528 => 0.063523875015281
529 => 0.062854632144461
530 => 0.062881398349578
531 => 0.063225476180662
601 => 0.064728084248907
602 => 0.067890234344945
603 => 0.068010235629588
604 => 0.068155680687259
605 => 0.067564082542879
606 => 0.067385650881703
607 => 0.067621048299914
608 => 0.068808585618032
609 => 0.07186325401347
610 => 0.07078353018808
611 => 0.069905697911135
612 => 0.070675793479898
613 => 0.070557243303296
614 => 0.06955656050809
615 => 0.069528474674906
616 => 0.067607844453264
617 => 0.066897831190957
618 => 0.066304490965402
619 => 0.065656578928634
620 => 0.06527247495503
621 => 0.06586263323062
622 => 0.065997609410795
623 => 0.064707218027017
624 => 0.064531342449568
625 => 0.065585103908594
626 => 0.065121382778663
627 => 0.065598331460527
628 => 0.06570898764591
629 => 0.065691169451435
630 => 0.065206991333755
701 => 0.065515592027565
702 => 0.06478565938841
703 => 0.063991967275667
704 => 0.063485641156502
705 => 0.063043804463118
706 => 0.063288961140307
707 => 0.062415022349968
708 => 0.062135431742026
709 => 0.065411045056238
710 => 0.067830775830223
711 => 0.067795591986451
712 => 0.067581419386037
713 => 0.067263202345147
714 => 0.06878530605944
715 => 0.068255035560805
716 => 0.068640851654145
717 => 0.06873905804255
718 => 0.069036299202381
719 => 0.06914253736828
720 => 0.068821411843784
721 => 0.067743675361394
722 => 0.065058058515389
723 => 0.06380789662389
724 => 0.063395322376602
725 => 0.0634103186669
726 => 0.06299665403407
727 => 0.063118496807587
728 => 0.06295428208981
729 => 0.062643299142149
730 => 0.063269758819616
731 => 0.063341952461568
801 => 0.063195729287212
802 => 0.063230170138129
803 => 0.062019504707192
804 => 0.062111548970479
805 => 0.061599034816078
806 => 0.061502944590578
807 => 0.060207353437963
808 => 0.057912025912166
809 => 0.059183860174291
810 => 0.057647663232603
811 => 0.057065882173604
812 => 0.059819943221389
813 => 0.059543511877954
814 => 0.05907038157981
815 => 0.058370523259862
816 => 0.058110939001209
817 => 0.056533787220022
818 => 0.056440600679012
819 => 0.057222279688448
820 => 0.056861561721526
821 => 0.05635497708139
822 => 0.054520178866479
823 => 0.052457258192106
824 => 0.052519524800208
825 => 0.053175701484723
826 => 0.05508362369243
827 => 0.054338165478489
828 => 0.053797326991128
829 => 0.053696044199991
830 => 0.054963810380962
831 => 0.056757965132264
901 => 0.057599742399625
902 => 0.056765566692826
903 => 0.055807310556065
904 => 0.055865635166979
905 => 0.056253642673498
906 => 0.056294416776303
907 => 0.055670690541594
908 => 0.055846265823167
909 => 0.055579550915517
910 => 0.053942722019587
911 => 0.0539131169753
912 => 0.053511412766807
913 => 0.053499249323022
914 => 0.052815850254565
915 => 0.052720238000773
916 => 0.051363307670993
917 => 0.052256443323218
918 => 0.051657374819432
919 => 0.050754437278252
920 => 0.050598770505815
921 => 0.050594090974662
922 => 0.051521205936314
923 => 0.052245609445098
924 => 0.051667795872538
925 => 0.051536238922512
926 => 0.052940922967745
927 => 0.05276216411901
928 => 0.052607360108876
929 => 0.056597318252747
930 => 0.053438955041557
1001 => 0.052061728408408
1002 => 0.050357148921643
1003 => 0.050912168597769
1004 => 0.051029119398465
1005 => 0.046929913006341
1006 => 0.045266865483579
1007 => 0.044696170244392
1008 => 0.044367727065793
1009 => 0.04451740274661
1010 => 0.043020464920106
1011 => 0.044026431896583
1012 => 0.042730210271836
1013 => 0.042512894498177
1014 => 0.044830699334272
1015 => 0.045153208336795
1016 => 0.043777284736338
1017 => 0.044660850429628
1018 => 0.044340457226759
1019 => 0.04275243027121
1020 => 0.042691779322244
1021 => 0.041894963217796
1022 => 0.040648100308336
1023 => 0.040078250500915
1024 => 0.039781467773547
1025 => 0.039903926111039
1026 => 0.039842007428316
1027 => 0.039437946140138
1028 => 0.039865167748377
1029 => 0.038773793079482
1030 => 0.038339198892525
1031 => 0.038142902780785
1101 => 0.037174244944959
1102 => 0.038715810325853
1103 => 0.039019518126019
1104 => 0.03932382432437
1105 => 0.041972602022355
1106 => 0.041840276573932
1107 => 0.043036434182571
1108 => 0.042989953697492
1109 => 0.04264879017104
1110 => 0.041209477371613
1111 => 0.041783161800181
1112 => 0.040017450299404
1113 => 0.041340441412497
1114 => 0.040736683517911
1115 => 0.041136310261012
1116 => 0.040417745344026
1117 => 0.040815428837904
1118 => 0.039091538512254
1119 => 0.037481793981954
1120 => 0.038129602172319
1121 => 0.038833843761099
1122 => 0.040360818962992
1123 => 0.039451365130016
1124 => 0.039778439118611
1125 => 0.038682796008343
1126 => 0.036422171316876
1127 => 0.036434966207126
1128 => 0.03608721834873
1129 => 0.035786713427057
1130 => 0.039555826842922
1201 => 0.039087078008794
1202 => 0.038340188089941
1203 => 0.039339929926551
1204 => 0.039604277536187
1205 => 0.039611803141005
1206 => 0.040341188977924
1207 => 0.040730462329837
1208 => 0.040799073445319
1209 => 0.041946777819136
1210 => 0.042331473186652
1211 => 0.043915978961327
1212 => 0.040697435205629
1213 => 0.040631151415002
1214 => 0.039353998344407
1215 => 0.038544007676044
1216 => 0.039409459098447
1217 => 0.040176130912795
1218 => 0.039377820974768
1219 => 0.039482063399432
1220 => 0.038410397531948
1221 => 0.038793467653008
1222 => 0.039123419246382
1223 => 0.038941239370179
1224 => 0.038668507277898
1225 => 0.040113272567029
1226 => 0.040031753247335
1227 => 0.041377151899585
1228 => 0.042425986359394
1229 => 0.044305685212958
1230 => 0.042344121468347
1231 => 0.042272634288983
]
'min_raw' => 0.035786713427057
'max_raw' => 0.10346991286467
'avg_raw' => 0.069628313145861
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.035786'
'max' => '$0.103469'
'avg' => '$0.069628'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.0062926685500719
'max_diff' => -0.03495218941303
'year' => 2030
]
5 => [
'items' => [
101 => 0.042971432934164
102 => 0.042331366204221
103 => 0.042735866283193
104 => 0.044240513996689
105 => 0.044272304831882
106 => 0.043739767382216
107 => 0.043707362430007
108 => 0.043809642072536
109 => 0.04440869713348
110 => 0.044199368888083
111 => 0.044441608833199
112 => 0.044744533593875
113 => 0.04599755884147
114 => 0.046299658986568
115 => 0.045565712254947
116 => 0.045631979427159
117 => 0.045357463202244
118 => 0.045092283968655
119 => 0.045688368159447
120 => 0.046777723734183
121 => 0.046770946909691
122 => 0.047023656228983
123 => 0.047181092041345
124 => 0.046505262284629
125 => 0.046065321963955
126 => 0.046234023077031
127 => 0.046503779830672
128 => 0.046146544597516
129 => 0.043941523251018
130 => 0.044610385870237
131 => 0.044499054424688
201 => 0.04434050490786
202 => 0.045013051443645
203 => 0.044948182689581
204 => 0.043005111659057
205 => 0.043129500762153
206 => 0.043012676172406
207 => 0.04339016032194
208 => 0.042310980821349
209 => 0.042642929167346
210 => 0.042851124058132
211 => 0.042973752448234
212 => 0.043416770280357
213 => 0.04336478725105
214 => 0.043413538942268
215 => 0.044070417434934
216 => 0.047392683437363
217 => 0.047573507045709
218 => 0.046683065465088
219 => 0.047038779313363
220 => 0.046355886510743
221 => 0.046814317024126
222 => 0.04712796353851
223 => 0.045710655250765
224 => 0.045626731452219
225 => 0.044941020108085
226 => 0.045309482543747
227 => 0.044723232315222
228 => 0.044867077615139
301 => 0.044464873616362
302 => 0.045188760736144
303 => 0.045998179016747
304 => 0.046202670039323
305 => 0.045664742197845
306 => 0.045275246989442
307 => 0.044591421711184
308 => 0.045728638388967
309 => 0.046061195201601
310 => 0.045726891609604
311 => 0.04564942616266
312 => 0.045502629280679
313 => 0.045680569815126
314 => 0.046059384025779
315 => 0.045880742239635
316 => 0.045998738286646
317 => 0.045549059032435
318 => 0.046505486012399
319 => 0.04802452223327
320 => 0.048029406183108
321 => 0.047850763434018
322 => 0.047777666670002
323 => 0.047960964971517
324 => 0.048060396780798
325 => 0.048653149876736
326 => 0.049289197565002
327 => 0.052257354596792
328 => 0.051423907979538
329 => 0.054057433474594
330 => 0.056140210220697
331 => 0.056764743898064
401 => 0.056190202301467
402 => 0.054224726535633
403 => 0.054128290917764
404 => 0.057065541514383
405 => 0.056235633686238
406 => 0.056136918790825
407 => 0.055086759085079
408 => 0.055707533535985
409 => 0.05557176105736
410 => 0.055357437557634
411 => 0.056541831966439
412 => 0.058758912568105
413 => 0.058413359764686
414 => 0.058155420626666
415 => 0.057025206408818
416 => 0.057705847810447
417 => 0.057463484444154
418 => 0.058504831273341
419 => 0.057887960480387
420 => 0.056229346318203
421 => 0.056493486090395
422 => 0.056453561895203
423 => 0.057275199003181
424 => 0.057028563937653
425 => 0.056405402440308
426 => 0.058751334827636
427 => 0.058599003027165
428 => 0.058814974692336
429 => 0.05891005209849
430 => 0.060337979802691
501 => 0.060922956094512
502 => 0.061055755954207
503 => 0.061611438187747
504 => 0.061041930074022
505 => 0.063320368581327
506 => 0.064835397238112
507 => 0.06659518098563
508 => 0.069166698026034
509 => 0.070133612221088
510 => 0.069958947826265
511 => 0.07190864269798
512 => 0.075412201043171
513 => 0.070667117138394
514 => 0.075663702012087
515 => 0.074081840929423
516 => 0.07033127675889
517 => 0.070089784642555
518 => 0.072629710243785
519 => 0.078263020768533
520 => 0.076851940374563
521 => 0.078265328790552
522 => 0.076616536126755
523 => 0.076534659673882
524 => 0.078185250611046
525 => 0.082041946304758
526 => 0.080209774746752
527 => 0.077582907551452
528 => 0.079522545409881
529 => 0.0778422515919
530 => 0.074056079335364
531 => 0.076850861347979
601 => 0.074982070206952
602 => 0.075527482812305
603 => 0.079455403829041
604 => 0.078982785980317
605 => 0.0795943972398
606 => 0.078514919375466
607 => 0.077506516832144
608 => 0.075624258600077
609 => 0.075067014731771
610 => 0.075221016889437
611 => 0.07506693841595
612 => 0.074013832233955
613 => 0.07378641405422
614 => 0.073407373791243
615 => 0.073524854218185
616 => 0.072812147631648
617 => 0.074157172213138
618 => 0.074406820627778
619 => 0.075385617352445
620 => 0.075487239275433
621 => 0.078213174221331
622 => 0.076711775060606
623 => 0.077719043242187
624 => 0.077628943695251
625 => 0.070412562857171
626 => 0.071406916465991
627 => 0.072953818635963
628 => 0.072256941305167
629 => 0.071271719803603
630 => 0.070476100616855
701 => 0.069270656192693
702 => 0.070967296071191
703 => 0.07319819709388
704 => 0.075543818606916
705 => 0.078361929163619
706 => 0.077732959693786
707 => 0.075491135990295
708 => 0.075591702563981
709 => 0.076213365551015
710 => 0.075408255498767
711 => 0.075170812826744
712 => 0.076180744574059
713 => 0.076187699418955
714 => 0.075261323003043
715 => 0.074231825141851
716 => 0.074227511508223
717 => 0.074044322307594
718 => 0.07664912507859
719 => 0.078081503227373
720 => 0.078245723073738
721 => 0.078070449923277
722 => 0.078137905602547
723 => 0.077304436318069
724 => 0.079209499944748
725 => 0.080957774719854
726 => 0.080489199733682
727 => 0.079786739217552
728 => 0.079227195581372
729 => 0.080357389035551
730 => 0.080307063300126
731 => 0.080942505064855
801 => 0.080913677755917
802 => 0.080700002590612
803 => 0.080489207364695
804 => 0.081324986608244
805 => 0.081084295608306
806 => 0.080843230748764
807 => 0.08035973826777
808 => 0.080425452925897
809 => 0.079723113699479
810 => 0.079398179436482
811 => 0.074511947747314
812 => 0.073206186977742
813 => 0.07361700589706
814 => 0.073752258152209
815 => 0.073183989391913
816 => 0.07399874081791
817 => 0.073871762671204
818 => 0.074365760360307
819 => 0.074057132051042
820 => 0.074069798264508
821 => 0.074977408315563
822 => 0.075240891374634
823 => 0.075106881764222
824 => 0.075200737501774
825 => 0.077363603359633
826 => 0.077056112999202
827 => 0.076892764873734
828 => 0.076938013420829
829 => 0.07749067201988
830 => 0.077645386253573
831 => 0.076989851173838
901 => 0.077299005307044
902 => 0.078615344368734
903 => 0.079075988541987
904 => 0.080546143621263
905 => 0.079921595613664
906 => 0.081067980511417
907 => 0.084591576855699
908 => 0.087406469429833
909 => 0.084817777888304
910 => 0.089986969626294
911 => 0.094011926870833
912 => 0.09385744230787
913 => 0.093155597913346
914 => 0.088573291099463
915 => 0.084356584050982
916 => 0.087884038547875
917 => 0.087893030754816
918 => 0.087590019285188
919 => 0.085708041071238
920 => 0.087524530522767
921 => 0.087668716858908
922 => 0.087588010852911
923 => 0.086145102568807
924 => 0.083942048313006
925 => 0.084372519841223
926 => 0.085077640985823
927 => 0.083742699555414
928 => 0.083316104881445
929 => 0.084109225543311
930 => 0.086664825569096
1001 => 0.086181704187804
1002 => 0.086169087936092
1003 => 0.088236086080608
1004 => 0.086756561495253
1005 => 0.084377949465754
1006 => 0.083777318558268
1007 => 0.08164548347015
1008 => 0.083117949558849
1009 => 0.083170940992
1010 => 0.082364486363459
1011 => 0.084443388814235
1012 => 0.084424231362168
1013 => 0.086397839835385
1014 => 0.090170637982684
1015 => 0.089054835922406
1016 => 0.087757279525222
1017 => 0.087898359882932
1018 => 0.08944566319102
1019 => 0.088510128289451
1020 => 0.088846553162836
1021 => 0.089445153971681
1022 => 0.089806304702079
1023 => 0.087846395850622
1024 => 0.08738944734407
1025 => 0.086454691066797
1026 => 0.086210830602109
1027 => 0.086972170085618
1028 => 0.086771584030234
1029 => 0.083166487267237
1030 => 0.082789734596935
1031 => 0.082801289063454
1101 => 0.081853926560366
1102 => 0.080408971350104
1103 => 0.08420622736888
1104 => 0.083901254568008
1105 => 0.083564588198866
1106 => 0.083605827908094
1107 => 0.085254088044898
1108 => 0.08429801392642
1109 => 0.08683989366786
1110 => 0.086317359608919
1111 => 0.085781424523068
1112 => 0.085707341969221
1113 => 0.085501052685001
1114 => 0.084793609972549
1115 => 0.083939330386547
1116 => 0.083375261007438
1117 => 0.07690927107974
1118 => 0.078109321199388
1119 => 0.079489869474032
1120 => 0.07996642920624
1121 => 0.079151240807369
1122 => 0.084825798579168
1123 => 0.085862594965475
1124 => 0.082722071082797
1125 => 0.082134607291093
1126 => 0.084864312607551
1127 => 0.083217966608823
1128 => 0.083959316111243
1129 => 0.082356923983509
1130 => 0.085612861076956
1201 => 0.085588056291491
1202 => 0.084321423223465
1203 => 0.085391972819031
1204 => 0.08520593848187
1205 => 0.083775912867649
1206 => 0.085658195439617
1207 => 0.08565912902829
1208 => 0.084440022239293
1209 => 0.083016372406537
1210 => 0.082761857441548
1211 => 0.082570114604704
1212 => 0.083912159127429
1213 => 0.08511543205004
1214 => 0.087354424642365
1215 => 0.087917360577227
1216 => 0.090114537007761
1217 => 0.088806225421957
1218 => 0.089386183002472
1219 => 0.090015808996131
1220 => 0.09031767485122
1221 => 0.089825800639367
1222 => 0.093238920029886
1223 => 0.093527091881722
1224 => 0.093623713410966
1225 => 0.092472828756183
1226 => 0.093495083697538
1227 => 0.093016804464003
1228 => 0.094261154159862
1229 => 0.094456284080828
1230 => 0.094291015979718
1231 => 0.094352953296549
]
'min_raw' => 0.042310980821349
'max_raw' => 0.094456284080828
'avg_raw' => 0.068383632451088
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.04231'
'max' => '$0.094456'
'avg' => '$0.068383'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.0065242673942914
'max_diff' => -0.0090136287838377
'year' => 2031
]
6 => [
'items' => [
101 => 0.091440458012261
102 => 0.091289429767134
103 => 0.089230148928353
104 => 0.090069321091591
105 => 0.088500528954985
106 => 0.088998009101853
107 => 0.089217293610427
108 => 0.089102751827434
109 => 0.090116766626617
110 => 0.089254646897774
111 => 0.086979371187751
112 => 0.084703475580383
113 => 0.084674903564936
114 => 0.08407570042441
115 => 0.08364258630334
116 => 0.083726019448607
117 => 0.084020048734884
118 => 0.083625496786705
119 => 0.083709694449141
120 => 0.085107936651662
121 => 0.08538834415357
122 => 0.084435409899802
123 => 0.080609241363165
124 => 0.079670290007057
125 => 0.080345189621613
126 => 0.080022631074957
127 => 0.064584508787773
128 => 0.068211466622242
129 => 0.066056451436851
130 => 0.067049581581761
131 => 0.064849869115953
201 => 0.065899687201445
202 => 0.065705824134272
203 => 0.071537865002614
204 => 0.071446805706165
205 => 0.071490390972624
206 => 0.069409952643704
207 => 0.07272414739173
208 => 0.074356838899196
209 => 0.074054671153842
210 => 0.074130720265399
211 => 0.072823944566085
212 => 0.071503043417864
213 => 0.070037960759258
214 => 0.072759903249259
215 => 0.072457269709478
216 => 0.073151402165624
217 => 0.074916776438857
218 => 0.075176734506595
219 => 0.07552612078587
220 => 0.075400890675759
221 => 0.078384379960734
222 => 0.078023059722627
223 => 0.078893737537537
224 => 0.077102687213783
225 => 0.075075943764397
226 => 0.07546116143489
227 => 0.075424061875497
228 => 0.074951741903528
229 => 0.074525352551687
301 => 0.073815534415326
302 => 0.076061504032088
303 => 0.07597032176727
304 => 0.077446456646891
305 => 0.077185535468509
306 => 0.075443039981029
307 => 0.075505273548254
308 => 0.075923824196272
309 => 0.07737243276799
310 => 0.077802478420869
311 => 0.077603264140099
312 => 0.078074789566151
313 => 0.078447464037262
314 => 0.078121591741925
315 => 0.082735256240035
316 => 0.080819341076853
317 => 0.081753144796536
318 => 0.08197585148139
319 => 0.081405392991155
320 => 0.0815291050111
321 => 0.081716495011809
322 => 0.082854290401389
323 => 0.085840194727397
324 => 0.087162631427648
325 => 0.091141247488231
326 => 0.0870528214689
327 => 0.086810231188502
328 => 0.087526900083707
329 => 0.08986276889055
330 => 0.091755771161496
331 => 0.09238378922469
401 => 0.092466792179189
402 => 0.093644995815592
403 => 0.094320320167781
404 => 0.0935019309043
405 => 0.092808431692428
406 => 0.090324403595794
407 => 0.090611936611763
408 => 0.09259275395902
409 => 0.09539077513158
410 => 0.097791768382122
411 => 0.096951024228845
412 => 0.10336530864547
413 => 0.10400125874538
414 => 0.1039133910043
415 => 0.10536217997395
416 => 0.10248662890994
417 => 0.10125727511889
418 => 0.092958374093585
419 => 0.095290026773923
420 => 0.098679220877955
421 => 0.098230648329461
422 => 0.095769324977695
423 => 0.097789901247647
424 => 0.097121835543539
425 => 0.096594904404638
426 => 0.099008878102573
427 => 0.096354614861119
428 => 0.098652742571716
429 => 0.095705370011788
430 => 0.096954864677318
501 => 0.096245591073907
502 => 0.096704578020617
503 => 0.09402134970879
504 => 0.095469154574167
505 => 0.09396111626645
506 => 0.09396040125994
507 => 0.093927111230714
508 => 0.095701311612077
509 => 0.095759168222818
510 => 0.094448031460322
511 => 0.094259076169041
512 => 0.094957742916385
513 => 0.094139787136356
514 => 0.094522503497679
515 => 0.094151379225061
516 => 0.094067831334222
517 => 0.093402107525512
518 => 0.093115295404262
519 => 0.093227761827242
520 => 0.092843855945196
521 => 0.092612538764781
522 => 0.093881096421361
523 => 0.09320335723892
524 => 0.093777223171503
525 => 0.09312323051367
526 => 0.090856207030582
527 => 0.08955241785212
528 => 0.085270220645756
529 => 0.086484646461432
530 => 0.087289812033639
531 => 0.087023704816828
601 => 0.087595406088361
602 => 0.087630503903268
603 => 0.087444637992088
604 => 0.087229429077839
605 => 0.087124677280182
606 => 0.087905411358379
607 => 0.088358653769072
608 => 0.087370621170536
609 => 0.087139138956744
610 => 0.088138094464639
611 => 0.088747456747377
612 => 0.093246645472027
613 => 0.092913331039117
614 => 0.093749884856067
615 => 0.093655701734243
616 => 0.094532543407881
617 => 0.09596580896334
618 => 0.093051579341741
619 => 0.093557388837572
620 => 0.093433376030041
621 => 0.094787315344757
622 => 0.094791542195511
623 => 0.093979787942053
624 => 0.094419853092061
625 => 0.094174220797883
626 => 0.094618111552659
627 => 0.092908879421653
628 => 0.094990539657011
629 => 0.096170706871237
630 => 0.096187093494151
701 => 0.096746483387308
702 => 0.097314855916433
703 => 0.098405797491274
704 => 0.09728443014802
705 => 0.095267199460417
706 => 0.095412837000447
707 => 0.094230135386381
708 => 0.094250016814186
709 => 0.094143888194428
710 => 0.094462388171312
711 => 0.092978772255771
712 => 0.09332697394574
713 => 0.092839489540718
714 => 0.093556329141679
715 => 0.092785128228876
716 => 0.09343331622731
717 => 0.093713052679662
718 => 0.094745286211136
719 => 0.092632666496994
720 => 0.088324891888077
721 => 0.08923043833759
722 => 0.087891064009622
723 => 0.088015028203033
724 => 0.088265455602478
725 => 0.087453738466129
726 => 0.087608588515598
727 => 0.087603056182167
728 => 0.087555381521475
729 => 0.087344222544308
730 => 0.087038000250884
731 => 0.088257895617633
801 => 0.088465179611664
802 => 0.088925946253343
803 => 0.09029687523798
804 => 0.090159887103683
805 => 0.090383320434305
806 => 0.089895566728083
807 => 0.088037653698553
808 => 0.088138547314746
809 => 0.086880402304112
810 => 0.088893772656726
811 => 0.088416979982037
812 => 0.088109588642945
813 => 0.088025714068113
814 => 0.089400041320535
815 => 0.0898112615744
816 => 0.089555016708156
817 => 0.089029451011633
818 => 0.090038692518508
819 => 0.090308722969267
820 => 0.090369172828852
821 => 0.092157355276171
822 => 0.090469112363428
823 => 0.090875489212217
824 => 0.094045925381078
825 => 0.091170777266206
826 => 0.092693807346108
827 => 0.092619262949162
828 => 0.093398393601512
829 => 0.09255535149455
830 => 0.092565802011843
831 => 0.093257617248247
901 => 0.092286087518253
902 => 0.092045523094452
903 => 0.091713185065928
904 => 0.092438832992868
905 => 0.092873826106836
906 => 0.096379551138179
907 => 0.098644409388912
908 => 0.098546085919109
909 => 0.099444578379285
910 => 0.099039799296728
911 => 0.097732660863824
912 => 0.09996378678024
913 => 0.099257765186013
914 => 0.099315968748425
915 => 0.099313802408925
916 => 0.099783245047607
917 => 0.099450601914315
918 => 0.098794928153478
919 => 0.099230194994935
920 => 0.10052278190332
921 => 0.10453501132834
922 => 0.10678030806956
923 => 0.10439984164525
924 => 0.10604185550902
925 => 0.10505723230012
926 => 0.10487829697306
927 => 0.10590960302338
928 => 0.10694271423842
929 => 0.10687690952029
930 => 0.10612692382902
1001 => 0.1057032759422
1002 => 0.10891127967363
1003 => 0.11127488217604
1004 => 0.11111370033116
1005 => 0.11182510457528
1006 => 0.11391380943892
1007 => 0.11410477443515
1008 => 0.11408071723491
1009 => 0.11360739056662
1010 => 0.11566399175747
1011 => 0.11737964465334
1012 => 0.11349782911863
1013 => 0.11497597365755
1014 => 0.11563956036391
1015 => 0.11661390252616
1016 => 0.11825778107258
1017 => 0.12004346919123
1018 => 0.12029598507029
1019 => 0.1201168129701
1020 => 0.11893910365397
1021 => 0.1208930249011
1022 => 0.12203758614257
1023 => 0.12271914616905
1024 => 0.12444746899543
1025 => 0.1156436584495
1026 => 0.10941188376732
1027 => 0.10843870216278
1028 => 0.11041770522409
1029 => 0.1109395525491
1030 => 0.11072919654673
1031 => 0.10371476757376
1101 => 0.1084017726459
1102 => 0.11344459600895
1103 => 0.11363831139187
1104 => 0.11616285420787
1105 => 0.11698494883327
1106 => 0.11901753669954
1107 => 0.11889039777509
1108 => 0.11938530057499
1109 => 0.11927153099182
1110 => 0.12303647200222
1111 => 0.12718976103584
1112 => 0.12704594584326
1113 => 0.12644886140519
1114 => 0.12733563361375
1115 => 0.13162227298995
1116 => 0.13122762792818
1117 => 0.1316109919899
1118 => 0.13666518139885
1119 => 0.14323634658054
1120 => 0.14018338061945
1121 => 0.14680743828773
1122 => 0.15097693146371
1123 => 0.15818763877792
1124 => 0.1572848227087
1125 => 0.16009189815151
1126 => 0.15566859352139
1127 => 0.1455117919933
1128 => 0.1439044392728
1129 => 0.14712240012389
1130 => 0.15503344287225
1201 => 0.14687325323473
1202 => 0.14852404897055
1203 => 0.14804861968758
1204 => 0.14802328608153
1205 => 0.14899016678505
1206 => 0.14758765589549
1207 => 0.14187357422452
1208 => 0.14449230418103
1209 => 0.14348108678308
1210 => 0.14460310787736
1211 => 0.15065819296647
1212 => 0.14798109551337
1213 => 0.14516099081627
1214 => 0.14869802793777
1215 => 0.15320189165125
1216 => 0.15292004795428
1217 => 0.15237315338063
1218 => 0.1554559694578
1219 => 0.16054787843692
1220 => 0.16192420097303
1221 => 0.16294017413151
1222 => 0.16308025966506
1223 => 0.16452322772327
1224 => 0.1567640247995
1225 => 0.16907807910999
1226 => 0.17120437612052
1227 => 0.17080472040852
1228 => 0.17316801004748
1229 => 0.17247267028482
1230 => 0.17146523206421
1231 => 0.17521154882807
]
'min_raw' => 0.064584508787773
'max_raw' => 0.17521154882807
'avg_raw' => 0.11989802880792
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.064584'
'max' => '$0.175211'
'avg' => '$0.119898'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.022273527966425
'max_diff' => 0.080755264747245
'year' => 2032
]
7 => [
'items' => [
101 => 0.17091669897048
102 => 0.16482070030418
103 => 0.16147631487067
104 => 0.16588047139339
105 => 0.16856993609794
106 => 0.17034750118557
107 => 0.17088539130705
108 => 0.15736634963485
109 => 0.15008033597397
110 => 0.15475058719628
111 => 0.16044861601102
112 => 0.15673237196173
113 => 0.15687804169268
114 => 0.15157965429016
115 => 0.16091740572913
116 => 0.15955697388733
117 => 0.16661489668919
118 => 0.16493046676915
119 => 0.17068592882709
120 => 0.1691703227807
121 => 0.17546151874288
122 => 0.17797124713952
123 => 0.18218547172552
124 => 0.18528547248596
125 => 0.18710585222606
126 => 0.18699656345454
127 => 0.19420981489439
128 => 0.18995641253212
129 => 0.18461313671514
130 => 0.18451649371343
131 => 0.18728385197385
201 => 0.19308347570002
202 => 0.19458723375112
203 => 0.19542762935524
204 => 0.19414053423315
205 => 0.189523770813
206 => 0.1875302757757
207 => 0.18922879130459
208 => 0.18715165276786
209 => 0.1907373766244
210 => 0.1956613413487
211 => 0.1946445621046
212 => 0.19804350267357
213 => 0.20156104858348
214 => 0.20659129721753
215 => 0.20790639048003
216 => 0.21008018963444
217 => 0.21231774302015
218 => 0.21303638486388
219 => 0.21440849512504
220 => 0.21440126342667
221 => 0.21853621005234
222 => 0.22309718422909
223 => 0.22481884639402
224 => 0.22877771360926
225 => 0.22199829223841
226 => 0.22714056122458
227 => 0.23177901656945
228 => 0.22624885888623
301 => 0.23387089289107
302 => 0.23416683919958
303 => 0.2386352770944
304 => 0.23410565923888
305 => 0.23141598661532
306 => 0.23918097069881
307 => 0.2429382019021
308 => 0.24180649328631
309 => 0.23319413484077
310 => 0.22818137282404
311 => 0.21506200773667
312 => 0.23060246239706
313 => 0.23817176454085
314 => 0.23317453217683
315 => 0.2356948455096
316 => 0.24944485783882
317 => 0.25467997228642
318 => 0.25359110507753
319 => 0.25377510571155
320 => 0.25659987844343
321 => 0.26912647636733
322 => 0.26162024852706
323 => 0.26735847845795
324 => 0.27040201492257
325 => 0.27322902120904
326 => 0.26628678725399
327 => 0.25725504288014
328 => 0.2543943103101
329 => 0.23267765590291
330 => 0.23154720973037
331 => 0.2309126560377
401 => 0.22691188476479
402 => 0.22376837444777
403 => 0.22126853833262
404 => 0.2147082218522
405 => 0.21692213608423
406 => 0.20646636085891
407 => 0.21315559531815
408 => 0.19646792559502
409 => 0.21036591281723
410 => 0.20280187023612
411 => 0.20788092139506
412 => 0.20786320106404
413 => 0.19851105756579
414 => 0.19311693637026
415 => 0.19655428033839
416 => 0.20023938592893
417 => 0.20083728191281
418 => 0.20561511750205
419 => 0.20694850871577
420 => 0.20290827108811
421 => 0.1961221107319
422 => 0.19769838100681
423 => 0.19308499330345
424 => 0.18500020880471
425 => 0.1908068421785
426 => 0.19278948211196
427 => 0.19366512885508
428 => 0.18571467184434
429 => 0.18321646563875
430 => 0.18188644161687
501 => 0.19509580656937
502 => 0.19581944539993
503 => 0.1921172068306
504 => 0.20885167622464
505 => 0.20506415040798
506 => 0.20929574471154
507 => 0.19755535100104
508 => 0.19800384985132
509 => 0.19244575932061
510 => 0.19555791862606
511 => 0.19335834473855
512 => 0.19530648690914
513 => 0.1964741952937
514 => 0.20203137379645
515 => 0.21042936686911
516 => 0.20120131664371
517 => 0.19718052301239
518 => 0.19967500076746
519 => 0.20631812374764
520 => 0.21638279511783
521 => 0.21042430709629
522 => 0.21306858289856
523 => 0.21364623952571
524 => 0.20925267105385
525 => 0.21654479225431
526 => 0.22045269924672
527 => 0.22446140319352
528 => 0.2279420485092
529 => 0.22286023868388
530 => 0.2282985036458
531 => 0.22391622206949
601 => 0.2199848624636
602 => 0.21999082471332
603 => 0.21752462540455
604 => 0.21274605348268
605 => 0.21186481150385
606 => 0.21644914356636
607 => 0.22012534374263
608 => 0.22042813319696
609 => 0.22246346650452
610 => 0.22366795579034
611 => 0.23547358821515
612 => 0.24022191123772
613 => 0.24602807074856
614 => 0.24828989709525
615 => 0.25509718348917
616 => 0.24959974686531
617 => 0.24841034187124
618 => 0.23189809172599
619 => 0.23460197176225
620 => 0.2389311445859
621 => 0.23196947819132
622 => 0.23638505316396
623 => 0.23725678119823
624 => 0.23173292343115
625 => 0.23468345453635
626 => 0.22684771869244
627 => 0.21060016449791
628 => 0.21656288042673
629 => 0.22095344637883
630 => 0.21468756741231
701 => 0.22591891293679
702 => 0.21935779274342
703 => 0.21727823263144
704 => 0.20916512721787
705 => 0.21299420067101
706 => 0.21817307734343
707 => 0.21497313366891
708 => 0.2216134972675
709 => 0.23101802304339
710 => 0.23772024816048
711 => 0.23823476178311
712 => 0.23392568004703
713 => 0.24083101102929
714 => 0.24088130882677
715 => 0.23309206726968
716 => 0.22832120018663
717 => 0.22723724914738
718 => 0.22994517136456
719 => 0.23323308884624
720 => 0.2384172183206
721 => 0.24154987918792
722 => 0.24971819729496
723 => 0.25192830997069
724 => 0.25435655373702
725 => 0.25760143625148
726 => 0.2614977496809
727 => 0.25297283771459
728 => 0.25331154835943
729 => 0.24537326837184
730 => 0.2368900777406
731 => 0.24332776198507
801 => 0.25174417776548
802 => 0.24981344268614
803 => 0.24959619554837
804 => 0.24996154497476
805 => 0.24850583377685
806 => 0.24192170597989
807 => 0.23861519821908
808 => 0.24288143681062
809 => 0.24514875275359
810 => 0.24866516205041
811 => 0.24823169038219
812 => 0.25728958309601
813 => 0.26080920630814
814 => 0.25990873607731
815 => 0.26007444427081
816 => 0.26644655397725
817 => 0.27353365049514
818 => 0.28017165160889
819 => 0.28692411145058
820 => 0.27878375755843
821 => 0.27465058787922
822 => 0.27891496396446
823 => 0.27665222598819
824 => 0.2896545895715
825 => 0.29055484501518
826 => 0.3035562683796
827 => 0.31589616733313
828 => 0.30814569789267
829 => 0.31545404148622
830 => 0.32335861094063
831 => 0.33860780788837
901 => 0.33347241482959
902 => 0.32953878422843
903 => 0.3258215223175
904 => 0.33355655425543
905 => 0.34350754927343
906 => 0.34565089829086
907 => 0.34912394252144
908 => 0.34547246117663
909 => 0.34987026825898
910 => 0.36539645975403
911 => 0.36120114575858
912 => 0.35524312545467
913 => 0.36749956248873
914 => 0.37193511940566
915 => 0.40306618076789
916 => 0.44237043169771
917 => 0.42609821372714
918 => 0.41599752293161
919 => 0.41837142486015
920 => 0.43272400676686
921 => 0.43733360054712
922 => 0.42480313563012
923 => 0.42922910767427
924 => 0.45361664878949
925 => 0.46669978215181
926 => 0.44893112974654
927 => 0.39990812247538
928 => 0.35470667091442
929 => 0.36669613131628
930 => 0.36533689858298
1001 => 0.39153826910357
1002 => 0.36110108890728
1003 => 0.36161357296128
1004 => 0.38835676007651
1005 => 0.38122213624846
1006 => 0.36966495938061
1007 => 0.35479105109549
1008 => 0.32729525596045
1009 => 0.30294146343238
1010 => 0.35070485892339
1011 => 0.34864521445772
1012 => 0.34566254404922
1013 => 0.35230015428469
1014 => 0.3845305054696
1015 => 0.38378749155532
1016 => 0.37906081612171
1017 => 0.3826459577791
1018 => 0.36903646671416
1019 => 0.37254394244395
1020 => 0.35469951077355
1021 => 0.36276593913786
1022 => 0.36964016286964
1023 => 0.37102026505842
1024 => 0.3741297057595
1025 => 0.34755987541528
1026 => 0.3594889491906
1027 => 0.36649616243054
1028 => 0.33483731808788
1029 => 0.36587036886883
1030 => 0.34709735378152
1031 => 0.34072551049967
1101 => 0.34930435805217
1102 => 0.34596117281776
1103 => 0.34308689847163
1104 => 0.34148300400019
1105 => 0.3477823628299
1106 => 0.34748849021113
1107 => 0.33718151651287
1108 => 0.32373648948949
1109 => 0.3282490818765
1110 => 0.32660961475652
1111 => 0.32066797441824
1112 => 0.32467192260985
1113 => 0.3070405611258
1114 => 0.27670672009092
1115 => 0.29674618462924
1116 => 0.29597468704326
1117 => 0.29558566297578
1118 => 0.31064476672621
1119 => 0.30919718137324
1120 => 0.30656979978281
1121 => 0.32061972049491
1122 => 0.31549131043689
1123 => 0.33129586183034
1124 => 0.34170576155236
1125 => 0.33906547425787
1126 => 0.34885603526184
1127 => 0.32835304289094
1128 => 0.33516331451928
1129 => 0.33656690206325
1130 => 0.32044634665424
1201 => 0.30943402423958
1202 => 0.30869962788419
1203 => 0.28960577840867
1204 => 0.29980555867832
1205 => 0.30878094322003
1206 => 0.30448243054253
1207 => 0.30312164984324
1208 => 0.31007358331856
1209 => 0.31061380808888
1210 => 0.29829662607522
1211 => 0.30085775825029
1212 => 0.3115381051731
1213 => 0.30058864091078
1214 => 0.27931562043392
1215 => 0.27403961723314
1216 => 0.27333570115012
1217 => 0.25902676202451
1218 => 0.2743921849952
1219 => 0.26768476610076
1220 => 0.28887342202108
1221 => 0.27677057539644
1222 => 0.2762488458681
1223 => 0.27546017516494
1224 => 0.2631438801647
1225 => 0.26584036602837
1226 => 0.27480389572561
1227 => 0.27800218410298
1228 => 0.27766857642241
1229 => 0.27475996954006
1230 => 0.27609151487632
1231 => 0.27180214340707
]
'min_raw' => 0.15008033597397
'max_raw' => 0.46669978215181
'avg_raw' => 0.30839005906289
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.15008'
'max' => '$0.466699'
'avg' => '$0.30839'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.085495827186193
'max_diff' => 0.29148823332374
'year' => 2033
]
8 => [
'items' => [
101 => 0.27028747706572
102 => 0.26550677345065
103 => 0.25848045983957
104 => 0.25945751184208
105 => 0.24553654604357
106 => 0.23795166503497
107 => 0.23585226993891
108 => 0.2330448710767
109 => 0.2361693731106
110 => 0.24549710969654
111 => 0.23424588038419
112 => 0.21495643691013
113 => 0.21611576533053
114 => 0.21872043208348
115 => 0.21386665282096
116 => 0.20927295809579
117 => 0.21326680296109
118 => 0.20509361147289
119 => 0.21970812322695
120 => 0.21931284164069
121 => 0.22476022786726
122 => 0.22816659026635
123 => 0.22031602775937
124 => 0.21834163251904
125 => 0.21946633777919
126 => 0.20087746514082
127 => 0.22324112039104
128 => 0.22343452221032
129 => 0.22177849841604
130 => 0.23368645443639
131 => 0.25881595582395
201 => 0.2493612265701
202 => 0.2457000696323
203 => 0.23874020761726
204 => 0.24801381051659
205 => 0.24730174250466
206 => 0.24408150091095
207 => 0.24213388874731
208 => 0.24572242387587
209 => 0.24168922953232
210 => 0.24096475700346
211 => 0.23657524171239
212 => 0.2350083844637
213 => 0.23384834573516
214 => 0.23257125707808
215 => 0.23538819642493
216 => 0.22900464126574
217 => 0.22130669953139
218 => 0.22066669896907
219 => 0.22243379679108
220 => 0.2216519875498
221 => 0.2206629559672
222 => 0.2187746253293
223 => 0.21821439796684
224 => 0.22003486511117
225 => 0.21797966384505
226 => 0.22101222526582
227 => 0.22018753635865
228 => 0.21558089116183
301 => 0.20983930564809
302 => 0.20978819349364
303 => 0.20855117831279
304 => 0.20697565349351
305 => 0.20653737853191
306 => 0.21293045248627
307 => 0.2261639242432
308 => 0.22356587708718
309 => 0.22544323241599
310 => 0.23467796254688
311 => 0.23761340555746
312 => 0.23552989763833
313 => 0.23267786349344
314 => 0.2328033385215
315 => 0.24254960256402
316 => 0.24315746509734
317 => 0.24469333761515
318 => 0.24666736783807
319 => 0.23586608352124
320 => 0.23229459900152
321 => 0.23060223149766
322 => 0.22539039461442
323 => 0.23101091386387
324 => 0.22773607799185
325 => 0.2281779652353
326 => 0.2278901855883
327 => 0.22804733273514
328 => 0.21970403817307
329 => 0.22274389620083
330 => 0.21768954263951
331 => 0.21092233059871
401 => 0.21089964453106
402 => 0.21255591009094
403 => 0.21157069852624
404 => 0.20891951953775
405 => 0.20929610699985
406 => 0.20599680456788
407 => 0.20969670205089
408 => 0.20980280187184
409 => 0.2083781398061
410 => 0.21407834236615
411 => 0.21641372000592
412 => 0.21547597691504
413 => 0.21634792545084
414 => 0.22367383767599
415 => 0.22486828102065
416 => 0.22539877385385
417 => 0.22468798373419
418 => 0.21648182967794
419 => 0.2168458075056
420 => 0.21417517970934
421 => 0.21191878064533
422 => 0.21200902477464
423 => 0.21316910720489
424 => 0.21823525521572
425 => 0.22889666503878
426 => 0.22930125774817
427 => 0.22979163591476
428 => 0.22779702146692
429 => 0.22719542666356
430 => 0.22798908549399
501 => 0.23199295047323
502 => 0.24229197823858
503 => 0.23865161397737
504 => 0.23569194116736
505 => 0.2382883721438
506 => 0.23788867194648
507 => 0.234514800037
508 => 0.23442010668953
509 => 0.22794456780314
510 => 0.22555070851773
511 => 0.22355022052158
512 => 0.22136573985385
513 => 0.22007070648956
514 => 0.22206046631924
515 => 0.22251554793444
516 => 0.21816490329178
517 => 0.21757192650317
518 => 0.22112475683355
519 => 0.21956128866802
520 => 0.22116935444841
521 => 0.2215424395032
522 => 0.2214823642165
523 => 0.21984992388851
524 => 0.2208903926735
525 => 0.21842937381832
526 => 0.21575338544639
527 => 0.21404627158507
528 => 0.21255658832527
529 => 0.21338315117871
530 => 0.21043660553062
531 => 0.20949394627555
601 => 0.22053790526043
602 => 0.22869619650513
603 => 0.2285775717194
604 => 0.22785547384405
605 => 0.22678258287348
606 => 0.23191446181611
607 => 0.23012661780766
608 => 0.23142742370317
609 => 0.23175853339823
610 => 0.23276070272132
611 => 0.23311889211496
612 => 0.23203619498885
613 => 0.22840253119332
614 => 0.21934778649323
615 => 0.21513277839252
616 => 0.21374175551278
617 => 0.21379231655253
618 => 0.2123976173618
619 => 0.2128084187795
620 => 0.21225475739341
621 => 0.21120625667323
622 => 0.21331840921383
623 => 0.21356181511807
624 => 0.21306881347675
625 => 0.2131849332102
626 => 0.20910309018384
627 => 0.20941342384384
628 => 0.20768544658968
629 => 0.2073614716856
630 => 0.20299329565927
701 => 0.1952544386514
702 => 0.19954251666279
703 => 0.19436312142004
704 => 0.19240160596097
705 => 0.20168711506598
706 => 0.20075510749177
707 => 0.19915991565867
708 => 0.19680029447042
709 => 0.19592508801877
710 => 0.19060761067528
711 => 0.19029342574619
712 => 0.19292891110159
713 => 0.19171272529159
714 => 0.19000473980876
715 => 0.18381858952567
716 => 0.1768633084435
717 => 0.17707324466003
718 => 0.17928559016466
719 => 0.18571828309482
720 => 0.18320491868029
721 => 0.18138144396001
722 => 0.18103996195836
723 => 0.18531432415011
724 => 0.19136344215801
725 => 0.19420155298593
726 => 0.19138907135017
727 => 0.18815824388177
728 => 0.18835488937956
729 => 0.18966308377761
730 => 0.18980055651197
731 => 0.18769761996448
801 => 0.18828958428458
802 => 0.18739033635199
803 => 0.18187165344962
804 => 0.18177183797585
805 => 0.18041746419082
806 => 0.18037645429088
807 => 0.17807232661817
808 => 0.17774996322908
809 => 0.17317497788438
810 => 0.17618624709259
811 => 0.17416644580645
812 => 0.17112212884528
813 => 0.1705972874537
814 => 0.1705815100877
815 => 0.17370734291001
816 => 0.17614971991611
817 => 0.17420158111457
818 => 0.17375802767255
819 => 0.17849401800296
820 => 0.1778913200639
821 => 0.17736938753567
822 => 0.19082180998771
823 => 0.1801731679113
824 => 0.17552975216275
825 => 0.16978264341318
826 => 0.17165393100148
827 => 0.17204823879127
828 => 0.15822747824277
829 => 0.15262039740951
830 => 0.15069625856592
831 => 0.1495888894581
901 => 0.150093531466
902 => 0.14504650107108
903 => 0.14843818896665
904 => 0.14406788725951
905 => 0.14333519195611
906 => 0.15114983278497
907 => 0.15223719440384
908 => 0.14759817192098
909 => 0.15057717534449
910 => 0.14949694729188
911 => 0.14414280353875
912 => 0.14393831462979
913 => 0.14125179350172
914 => 0.13704790814929
915 => 0.13512661973793
916 => 0.1341259960519
917 => 0.13453887288652
918 => 0.1343301097247
919 => 0.13296778888095
920 => 0.13440819636078
921 => 0.13072855046726
922 => 0.12926328582354
923 => 0.12860145977785
924 => 0.12533556225483
925 => 0.13053305756517
926 => 0.13155702961763
927 => 0.13258301921135
928 => 0.14151355815186
929 => 0.14106741366384
930 => 0.14510034255442
1001 => 0.14494363035381
1002 => 0.1437933737051
1003 => 0.13894063011222
1004 => 0.14087484721651
1005 => 0.1349216276136
1006 => 0.13938218451968
1007 => 0.13734657262506
1008 => 0.13869394209047
1009 => 0.13627125030425
1010 => 0.13761206796924
1011 => 0.13179985137813
1012 => 0.12637248530544
1013 => 0.12855661584778
1014 => 0.13093101553293
1015 => 0.13607931903612
1016 => 0.1330130319422
1017 => 0.13411578473033
1018 => 0.1304217474887
1019 => 0.12279989350964
1020 => 0.12284303237543
1021 => 0.12167057619187
1022 => 0.12065740286787
1023 => 0.13336523190055
1024 => 0.13178481247929
1025 => 0.12926662097169
1026 => 0.13263732037356
1027 => 0.13352858679561
1028 => 0.13355395989768
1029 => 0.13601313517094
1030 => 0.13732559745512
1031 => 0.13755692462124
1101 => 0.14142649004772
1102 => 0.14272351733788
1103 => 0.14806578918385
1104 => 0.13721424419997
1105 => 0.13699076377208
1106 => 0.13268475302659
1107 => 0.12995381293646
1108 => 0.13287174283098
1109 => 0.13545663038038
1110 => 0.1327650726881
1111 => 0.13311653330082
1112 => 0.12950333700728
1113 => 0.13079488466554
1114 => 0.13190733949908
1115 => 0.13129310732707
1116 => 0.1303735720364
1117 => 0.13524469907899
1118 => 0.13496985100115
1119 => 0.13950595648994
1120 => 0.14304217509847
1121 => 0.14937971101965
1122 => 0.14276616190268
1123 => 0.14252513788638
1124 => 0.14488118630718
1125 => 0.14272315663914
1126 => 0.14408695689669
1127 => 0.14915998171389
1128 => 0.14926716673431
1129 => 0.14747167954218
1130 => 0.14736242398336
1201 => 0.14770726693909
1202 => 0.14972702290175
1203 => 0.14902125810756
1204 => 0.14983798699517
1205 => 0.15085931897533
1206 => 0.15508398108102
1207 => 0.15610253281218
1208 => 0.15362798016399
1209 => 0.15385140456173
1210 => 0.15292585394332
1211 => 0.15203178364305
1212 => 0.15404152310958
1213 => 0.15771436148618
1214 => 0.15769151294926
1215 => 0.15854354006285
1216 => 0.15907434589605
1217 => 0.15679573868635
1218 => 0.15531244917955
1219 => 0.15588123676062
1220 => 0.15679074048934
1221 => 0.15558629695938
1222 => 0.14815191353999
1223 => 0.15040703055918
1224 => 0.1500316688176
1225 => 0.14949710805204
1226 => 0.15176464565314
1227 => 0.15154593611982
1228 => 0.14499473647952
1229 => 0.14541412302518
1230 => 0.14502024076442
1231 => 0.14629295492967
]
'min_raw' => 0.12065740286787
'max_raw' => 0.27028747706572
'avg_raw' => 0.1954724399668
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.120657'
'max' => '$0.270287'
'avg' => '$0.195472'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.0294229331061
'max_diff' => -0.19641230508609
'year' => 2034
]
9 => [
'items' => [
101 => 0.14265442589752
102 => 0.14377361292195
103 => 0.14447555653194
104 => 0.14488900671081
105 => 0.14638267226232
106 => 0.14620740784968
107 => 0.14637177758035
108 => 0.14858648928017
109 => 0.15978774106056
110 => 0.1603974004808
111 => 0.15739521452309
112 => 0.1585945285977
113 => 0.15629210783561
114 => 0.15783773831808
115 => 0.15889521943942
116 => 0.15411666559399
117 => 0.15383371064782
118 => 0.15152178697623
119 => 0.15276408380329
120 => 0.15078750022714
121 => 0.15127248469877
122 => 0.1499164258359
123 => 0.15235706180043
124 => 0.15508607204526
125 => 0.15577552780499
126 => 0.15396186653052
127 => 0.1526486562417
128 => 0.1503430915729
129 => 0.15417729699998
130 => 0.15529853551215
131 => 0.1541714076114
201 => 0.15391022744857
202 => 0.15341529151194
203 => 0.15401523044723
204 => 0.15529242900641
205 => 0.15469012575206
206 => 0.15508795766278
207 => 0.1535718326616
208 => 0.15679649300015
209 => 0.16191802967454
210 => 0.1619344962524
211 => 0.16133218975141
212 => 0.16108573890808
213 => 0.16170374192911
214 => 0.16203898321621
215 => 0.16403749166386
216 => 0.16618197085229
217 => 0.17618931951507
218 => 0.17337929605561
219 => 0.18225841112908
220 => 0.18928063834339
221 => 0.19138629724018
222 => 0.18944919013404
223 => 0.1828224513644
224 => 0.18249731194583
225 => 0.19240045740462
226 => 0.18960236521972
227 => 0.18926954105778
228 => 0.18572885429004
301 => 0.18782183869236
302 => 0.18736407230135
303 => 0.18664146565843
304 => 0.19063473409949
305 => 0.19810977613964
306 => 0.19694472073718
307 => 0.19607506092461
308 => 0.1922644647801
309 => 0.19455929478656
310 => 0.19374214977583
311 => 0.19725312331495
312 => 0.19517330036796
313 => 0.18958116691942
314 => 0.19047173260301
315 => 0.1903371253915
316 => 0.19310733226592
317 => 0.19227578492298
318 => 0.19017475242694
319 => 0.19808422725858
320 => 0.19757062995783
321 => 0.19829879350561
322 => 0.19861935361855
323 => 0.203433711568
324 => 0.20540599997761
325 => 0.20585374397636
326 => 0.20772726542324
327 => 0.20580712905603
328 => 0.2134890435589
329 => 0.21859706845118
330 => 0.22453030222011
331 => 0.23320035145942
401 => 0.23646037017584
402 => 0.23587147697401
403 => 0.24244500935735
404 => 0.25425750092879
405 => 0.23825911925266
406 => 0.25510545400473
407 => 0.24977209892251
408 => 0.23712680996553
409 => 0.23631260243487
410 => 0.24487613893136
411 => 0.26386923867073
412 => 0.25911168260397
413 => 0.26387702032811
414 => 0.25831800074709
415 => 0.25804194856979
416 => 0.26360703115502
417 => 0.27661014995227
418 => 0.27043285562631
419 => 0.26157618947535
420 => 0.26811581393623
421 => 0.26245058601454
422 => 0.24968524190953
423 => 0.25910804459051
424 => 0.25280728478371
425 => 0.25464618146214
426 => 0.26788944140876
427 => 0.26629597733466
428 => 0.26835806739734
429 => 0.264718532411
430 => 0.26131863283177
501 => 0.25497246778729
502 => 0.25309368117977
503 => 0.25361291020643
504 => 0.25309342387565
505 => 0.24954280285753
506 => 0.24877604658672
507 => 0.24749808587635
508 => 0.247894179338
509 => 0.24549123932191
510 => 0.25002608360502
511 => 0.25086779066488
512 => 0.25416787215949
513 => 0.25451049756787
514 => 0.26370117755666
515 => 0.25863910546194
516 => 0.26203518046135
517 => 0.26173140354831
518 => 0.2374008717211
519 => 0.24075340433679
520 => 0.24596889300411
521 => 0.24361932242891
522 => 0.24029757935042
523 => 0.23761509371394
524 => 0.23355085367644
525 => 0.23927119348241
526 => 0.24679283203694
527 => 0.2547012587342
528 => 0.26420271523032
529 => 0.26208210074953
530 => 0.25452363561408
531 => 0.2548627028386
601 => 0.25695868300251
602 => 0.25424419825036
603 => 0.25344364370392
604 => 0.25684869910118
605 => 0.25687214784631
606 => 0.25374880508253
607 => 0.25027778116628
608 => 0.25026323744933
609 => 0.24964560226955
610 => 0.25842787667348
611 => 0.26325723960756
612 => 0.26381091828504
613 => 0.26321997262108
614 => 0.26344740415334
615 => 0.26063730426976
616 => 0.2670603592944
617 => 0.27295478975932
618 => 0.27137495647858
619 => 0.26900656180422
620 => 0.26712002136875
621 => 0.2709305475071
622 => 0.27076087077648
623 => 0.27290330705139
624 => 0.27280611376665
625 => 0.2720856930285
626 => 0.27137498220707
627 => 0.27419287027894
628 => 0.27338136376814
629 => 0.27256859676359
630 => 0.27093846810755
701 => 0.27116002966547
702 => 0.26879204392785
703 => 0.26769650537396
704 => 0.25122223408813
705 => 0.24681977048821
706 => 0.24820487515716
707 => 0.2486608875784
708 => 0.24674492977781
709 => 0.24949192109468
710 => 0.24906380540773
711 => 0.25072935310636
712 => 0.24968879121393
713 => 0.24973149623696
714 => 0.2527915668914
715 => 0.25367991842086
716 => 0.2532280956631
717 => 0.25354453683506
718 => 0.2608367900813
719 => 0.25980006486282
720 => 0.2592493252532
721 => 0.25940188388889
722 => 0.26126521094097
723 => 0.26178684078167
724 => 0.25957665849235
725 => 0.26061899323691
726 => 0.26505712228725
727 => 0.26661021627852
728 => 0.27156694677125
729 => 0.26946123955908
730 => 0.2733263562799
731 => 0.28520640736428
801 => 0.2946970142075
802 => 0.28596905993856
803 => 0.30339735078464
804 => 0.31696777514814
805 => 0.31644691965835
806 => 0.314080602281
807 => 0.29863103493155
808 => 0.28441411271651
809 => 0.29630717183179
810 => 0.29633748968531
811 => 0.29531586535987
812 => 0.28897064441602
813 => 0.29509506542509
814 => 0.29558119972416
815 => 0.29530909379022
816 => 0.29044422776973
817 => 0.28301647653396
818 => 0.2844678413459
819 => 0.28684520651491
820 => 0.28234435827965
821 => 0.28090606455248
822 => 0.28358012623787
823 => 0.2921965101511
824 => 0.29056763268362
825 => 0.29052509611014
826 => 0.29749412466757
827 => 0.29250580423094
828 => 0.2844861477041
829 => 0.28246107866479
830 => 0.27527344782523
831 => 0.28023797004758
901 => 0.28041663436419
902 => 0.2776976162792
903 => 0.28470678103633
904 => 0.28464219034915
905 => 0.29129634910955
906 => 0.30401660147152
907 => 0.30025459692248
908 => 0.29587979493688
909 => 0.29635545721282
910 => 0.3015722983453
911 => 0.2984180771077
912 => 0.29955235705676
913 => 0.30157058147675
914 => 0.30278822637903
915 => 0.29618025684987
916 => 0.29463962305691
917 => 0.29148802700548
918 => 0.29066583442299
919 => 0.29323274364667
920 => 0.29255645375647
921 => 0.28040161832021
922 => 0.27913137038825
923 => 0.27917032707883
924 => 0.27597622825693
925 => 0.27110446088198
926 => 0.28390717466523
927 => 0.28287893757457
928 => 0.28174384340571
929 => 0.28188288596464
930 => 0.28744011009372
1001 => 0.28421663945231
1002 => 0.29278676446895
1003 => 0.29102500440707
1004 => 0.28921806184733
1005 => 0.28896828734476
1006 => 0.28827276862035
1007 => 0.28588757612325
1008 => 0.28300731285514
1009 => 0.28110551356141
1010 => 0.25930497707918
1011 => 0.26335102984239
1012 => 0.26800564473716
1013 => 0.26961239914663
1014 => 0.26686393454521
1015 => 0.2859961022578
1016 => 0.28949173366104
1017 => 0.27890323812622
1018 => 0.27692256293708
1019 => 0.28612595499345
1020 => 0.28057518451454
1021 => 0.28307469612131
1022 => 0.27767211918721
1023 => 0.28864973842004
1024 => 0.28856610735403
1025 => 0.28429556553168
1026 => 0.28790499823652
1027 => 0.28727777048028
1028 => 0.28245633928073
1029 => 0.2888025863889
1030 => 0.28880573404828
1031 => 0.28469543039386
1101 => 0.27989549558667
1102 => 0.27903738061254
1103 => 0.27839090625106
1104 => 0.28291570305799
1105 => 0.28697262172641
1106 => 0.2945215415729
1107 => 0.29641951938022
1108 => 0.30382745311773
1109 => 0.29941638926279
1110 => 0.30137175673684
1111 => 0.30349458473354
1112 => 0.30451234653958
1113 => 0.30285395829276
1114 => 0.31436152861428
1115 => 0.31533312013226
1116 => 0.315658886364
1117 => 0.3117785983982
1118 => 0.31522520230454
1119 => 0.31361265047629
1120 => 0.3178080623536
1121 => 0.31846595650567
1122 => 0.31790874356413
1123 => 0.31811756955215
1124 => 0.30829788835724
1125 => 0.30778868608434
1126 => 0.300845676962
1127 => 0.30367500449948
1128 => 0.29838571228135
1129 => 0.30006300132946
1130 => 0.30080233436008
1201 => 0.30041614874167
1202 => 0.30383497043336
1203 => 0.30092827357629
1204 => 0.29325702266527
1205 => 0.28558368172707
1206 => 0.28548734918216
1207 => 0.28346709395885
1208 => 0.2820068194606
1209 => 0.28228812013498
1210 => 0.28327946040214
1211 => 0.28194920096211
1212 => 0.28223307925951
1213 => 0.28694735046746
1214 => 0.28789276393757
1215 => 0.28467987956925
1216 => 0.27177968521342
1217 => 0.26861394516081
1218 => 0.27088941633127
1219 => 0.2698018876709
1220 => 0.21775118052439
1221 => 0.22997972208941
1222 => 0.22271393793351
1223 => 0.2260623455552
1224 => 0.21864586139771
1225 => 0.2221853963689
1226 => 0.22153177350285
1227 => 0.24119490647055
1228 => 0.24088789369501
1229 => 0.24103484446391
1230 => 0.23402050138639
1231 => 0.24519454036905
]
'min_raw' => 0.14265442589752
'max_raw' => 0.31846595650567
'avg_raw' => 0.2305601912016
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.142654'
'max' => '$0.318465'
'avg' => '$0.23056'
'bar_min_pct' => 61.631153054957
'bar_max_pct' => 60.119598047091
'min_diff' => 0.021997023029657
'max_diff' => 0.048178479439945
'year' => 2035
]
10 => [
'items' => [
101 => 0.25069927377735
102 => 0.24968049412721
103 => 0.2499368990164
104 => 0.24553101351
105 => 0.2410775030664
106 => 0.2361378745941
107 => 0.2453150937391
108 => 0.24429474363053
109 => 0.2466350596692
110 => 0.2525871422859
111 => 0.25346360906098
112 => 0.25464158929492
113 => 0.2542193672354
114 => 0.26427840966026
115 => 0.26306019325091
116 => 0.26599574429266
117 => 0.25995709307898
118 => 0.25312378603667
119 => 0.25442257430778
120 => 0.25429749055307
121 => 0.25270503079125
122 => 0.25126742932197
123 => 0.24887422791731
124 => 0.25644667128881
125 => 0.25613924391684
126 => 0.26111613572393
127 => 0.26023642175407
128 => 0.25436147656089
129 => 0.25457130137779
130 => 0.25598247410986
131 => 0.26086655904803
201 => 0.26231648799154
202 => 0.26164482313523
203 => 0.26323460403001
204 => 0.26449110202866
205 => 0.26339240083326
206 => 0.27894769280441
207 => 0.27248805106681
208 => 0.27563643550382
209 => 0.27638730664069
210 => 0.27446396601272
211 => 0.27488106972526
212 => 0.2755128681958
213 => 0.27934902479011
214 => 0.28941620969443
215 => 0.29387489735891
216 => 0.30728907918526
217 => 0.2935046654163
218 => 0.29268675534883
219 => 0.29510305456524
220 => 0.30297859933266
221 => 0.30936098865435
222 => 0.31147839540123
223 => 0.3117582456574
224 => 0.31573064147709
225 => 0.31800754468013
226 => 0.3152482881402
227 => 0.3129101071288
228 => 0.30453503297169
229 => 0.30550447060995
301 => 0.31218293459248
302 => 0.32161665832736
303 => 0.32971177470356
304 => 0.3268771470919
305 => 0.34850335483361
306 => 0.35064750499606
307 => 0.35035125277228
308 => 0.35523594593468
309 => 0.34554082475779
310 => 0.34139597262054
311 => 0.31341564840295
312 => 0.3212769782055
313 => 0.33270388275322
314 => 0.33119148908763
315 => 0.32289296556305
316 => 0.32970547952932
317 => 0.32745304936506
318 => 0.3256764642411
319 => 0.33381534510195
320 => 0.32486631126864
321 => 0.33261460929508
322 => 0.3226773369303
323 => 0.32689009543206
324 => 0.32449872995826
325 => 0.32604623649454
326 => 0.3169995449042
327 => 0.32188092009032
328 => 0.31679646364798
329 => 0.31679405295361
330 => 0.31668181329584
331 => 0.32266365375232
401 => 0.32285872135485
402 => 0.31843813221945
403 => 0.31780105626246
404 => 0.32015665998049
405 => 0.31739886496027
406 => 0.31868921989288
407 => 0.31743794849668
408 => 0.31715626094958
409 => 0.31491172664916
410 => 0.31394471955779
411 => 0.31432390795502
412 => 0.31302954247025
413 => 0.31224964044643
414 => 0.31652667115346
415 => 0.31424162618162
416 => 0.31617645523936
417 => 0.31397147333317
418 => 0.30632804538141
419 => 0.30193222913858
420 => 0.28749450228386
421 => 0.29158902370991
422 => 0.29430369565147
423 => 0.29340649659098
424 => 0.29533402734286
425 => 0.29545236207627
426 => 0.29482570217999
427 => 0.29410011030019
428 => 0.29374693230085
429 => 0.2963792317546
430 => 0.29790737018663
501 => 0.29457614929843
502 => 0.29379569085306
503 => 0.29716373909278
504 => 0.29921824657335
505 => 0.31438757548183
506 => 0.3132637826
507 => 0.31608428220017
508 => 0.31576673722928
509 => 0.31872307015109
510 => 0.32355542503872
511 => 0.31372989640448
512 => 0.31543526843417
513 => 0.31501715059528
514 => 0.31958205152387
515 => 0.3195963026463
516 => 0.31685941650589
517 => 0.31834312688351
518 => 0.31751496045419
519 => 0.31901156912538
520 => 0.31324877366092
521 => 0.32026723648131
522 => 0.32424625264071
523 => 0.32430150128394
524 => 0.32618752336408
525 => 0.32810383102853
526 => 0.33178201671521
527 => 0.32800124842606
528 => 0.32120001432426
529 => 0.32169104145856
530 => 0.31770348039315
531 => 0.31777051201507
601 => 0.31741269196389
602 => 0.31848653687291
603 => 0.31348442223091
604 => 0.3146584085393
605 => 0.3130148208327
606 => 0.31543169559548
607 => 0.31283153787444
608 => 0.3150169489662
609 => 0.31596009994588
610 => 0.31944034736549
611 => 0.31231750250086
612 => 0.29779353964768
613 => 0.30084665272544
614 => 0.29633085866657
615 => 0.29674881259956
616 => 0.29759314606107
617 => 0.29485638506359
618 => 0.29537847281666
619 => 0.29535982016824
620 => 0.29519908172118
621 => 0.29448714448701
622 => 0.29345469464498
623 => 0.29756765704434
624 => 0.29826652950233
625 => 0.29982003640445
626 => 0.30444221919136
627 => 0.30398035413237
628 => 0.30473367520618
629 => 0.30308917953177
630 => 0.29682509603737
701 => 0.29716526590853
702 => 0.2929233421643
703 => 0.29971156087716
704 => 0.29810402108585
705 => 0.29706762972472
706 => 0.29678484073974
707 => 0.30141848102375
708 => 0.30280493882014
709 => 0.30194099136315
710 => 0.30016900992349
711 => 0.30357173812692
712 => 0.30448216464457
713 => 0.30468597556664
714 => 0.31071495753469
715 => 0.30502292868502
716 => 0.30639305660303
717 => 0.31708240349913
718 => 0.30738864089341
719 => 0.31252364314237
720 => 0.31227231150354
721 => 0.3148992048951
722 => 0.31205682957216
723 => 0.31209206422084
724 => 0.31442456759138
725 => 0.31114898727666
726 => 0.31033790752615
727 => 0.30921740665988
728 => 0.31166397930868
729 => 0.31313058896267
730 => 0.32495038566775
731 => 0.33258651338745
801 => 0.33225500894428
802 => 0.3352843390045
803 => 0.33391959806689
804 => 0.32951248957886
805 => 0.3370348863783
806 => 0.33465448528051
807 => 0.33485072265482
808 => 0.33484341868995
809 => 0.3364261773217
810 => 0.33530464777341
811 => 0.33309399791107
812 => 0.3345615304564
813 => 0.33891957746354
814 => 0.35244708909494
815 => 0.36001726381956
816 => 0.35199135507113
817 => 0.3575275194546
818 => 0.35420779356158
819 => 0.35360450061353
820 => 0.35708162096568
821 => 0.36056482755672
822 => 0.36034296235518
823 => 0.35781433323473
824 => 0.35638597480617
825 => 0.36720198336238
826 => 0.37517103422069
827 => 0.37462759837734
828 => 0.37702614745505
829 => 0.38406836173153
830 => 0.38471221354907
831 => 0.38463110301883
901 => 0.38303524911007
902 => 0.38996922361234
903 => 0.39575366713381
904 => 0.38266585503884
905 => 0.38764952255257
906 => 0.38988685146322
907 => 0.39317191408963
908 => 0.3987143653808
909 => 0.40473493754562
910 => 0.40558631246194
911 => 0.40498222121677
912 => 0.40101149203241
913 => 0.40759927393552
914 => 0.41145824207186
915 => 0.41375616928614
916 => 0.41958333036292
917 => 0.38990066844489
918 => 0.36888980501529
919 => 0.36560865529021
920 => 0.372281002281
921 => 0.3740404469715
922 => 0.37333121702291
923 => 0.34968158000877
924 => 0.36548414484574
925 => 0.38248637589293
926 => 0.38313950083121
927 => 0.39165117319332
928 => 0.39442292261966
929 => 0.40127593452156
930 => 0.40084727676122
1001 => 0.4025158761041
1002 => 0.40213229401128
1003 => 0.41482605548764
1004 => 0.42882915943788
1005 => 0.42834427647523
1006 => 0.42633116460517
1007 => 0.42932097901878
1008 => 0.44377368295925
1009 => 0.44244310958027
1010 => 0.44373564827998
1011 => 0.46077620074448
1012 => 0.48293134293867
1013 => 0.47263805504956
1014 => 0.49497152795512
1015 => 0.50902926530264
1016 => 0.53334066844801
1017 => 0.53029676103802
1018 => 0.5397610118772
1019 => 0.5248475314915
1020 => 0.49060316601429
1021 => 0.48518386409535
1022 => 0.49603344377564
1023 => 0.52270607673313
1024 => 0.49519342764397
1025 => 0.50075920072216
1026 => 0.49915625770121
1027 => 0.49907084367969
1028 => 0.50233074947706
1029 => 0.49760208609272
1030 => 0.47833666079461
1031 => 0.48716589167687
1101 => 0.48375650161874
1102 => 0.48753947407511
1103 => 0.50795461620558
1104 => 0.49892859523349
1105 => 0.4894204153538
1106 => 0.50134578295696
1107 => 0.51653087391669
1108 => 0.51558061821466
1109 => 0.51373672497665
1110 => 0.52413065461617
1111 => 0.54129838124501
1112 => 0.54593874876727
1113 => 0.54936417320407
1114 => 0.54983648136088
1115 => 0.55470154891395
1116 => 0.52854085452621
1117 => 0.57005854837383
1118 => 0.57722750719817
1119 => 0.57588004006209
1120 => 0.58384803607944
1121 => 0.58150364952259
1122 => 0.57810700122469
1123 => 0.59073796975354
1124 => 0.57625758360181
1125 => 0.55570449848936
1126 => 0.54442866950274
1127 => 0.5592775907075
1128 => 0.56834530873131
1129 => 0.57433849352987
1130 => 0.57615202762873
1201 => 0.53057163476158
1202 => 0.50600633101067
1203 => 0.52175240907323
1204 => 0.5409637110458
1205 => 0.52843413477375
1206 => 0.52892527044199
1207 => 0.51106138739277
1208 => 0.54254426831027
1209 => 0.5379574773733
1210 => 0.56175375686821
1211 => 0.55607458378967
1212 => 0.57547952595153
1213 => 0.57036955434988
1214 => 0.59158076077365
1215 => 0.60004248528658
1216 => 0.61425103770604
1217 => 0.62470290670502
1218 => 0.63084044409361
1219 => 0.63047196937012
1220 => 0.65479195021271
1221 => 0.64045130718525
1222 => 0.6224360797127
1223 => 0.62211024108504
1224 => 0.63144058267082
1225 => 0.6509944189804
1226 => 0.65606444423873
1227 => 0.65889789669256
1228 => 0.65455836562632
1229 => 0.63899262542316
1230 => 0.63227141772353
1231 => 0.63799808141574
]
'min_raw' => 0.2361378745941
'max_raw' => 0.65889789669256
'avg_raw' => 0.44751788564333
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.236137'
'max' => '$0.658897'
'avg' => '$0.447517'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.09348344869658
'max_diff' => 0.34043194018689
'year' => 2036
]
11 => [
'items' => [
101 => 0.63099486381798
102 => 0.64308438214753
103 => 0.65968587299577
104 => 0.65625773078502
105 => 0.66771749621976
106 => 0.67957714784223
107 => 0.69653698231266
108 => 0.70097091106408
109 => 0.70830002668296
110 => 0.71584409414386
111 => 0.71826704529398
112 => 0.72289321083715
113 => 0.7228688286612
114 => 0.7368100899024
115 => 0.75218773277637
116 => 0.75799243696804
117 => 0.77134003418353
118 => 0.74848274170759
119 => 0.76582026061624
120 => 0.78145913665808
121 => 0.76281382392582
122 => 0.78851204372656
123 => 0.789509847368
124 => 0.80457549770676
125 => 0.78930357485906
126 => 0.78023515582179
127 => 0.80641534179314
128 => 0.81908310911655
129 => 0.81526747450503
130 => 0.78623030671025
131 => 0.76932942959097
201 => 0.72509657423409
202 => 0.77749230212146
203 => 0.80301273277107
204 => 0.78616421496015
205 => 0.79466162732422
206 => 0.8410207538874
207 => 0.85867130775151
208 => 0.85500011593446
209 => 0.85562048691858
210 => 0.86514440540343
211 => 0.90737870488299
212 => 0.88207093365144
213 => 0.90141777649386
214 => 0.91167927217725
215 => 0.92121072124735
216 => 0.8978044947766
217 => 0.86735333804391
218 => 0.85770817845407
219 => 0.78448896191184
220 => 0.78067758371588
221 => 0.77853814163791
222 => 0.76504926196638
223 => 0.75445069745965
224 => 0.74602232546443
225 => 0.72390376042404
226 => 0.73136812682789
227 => 0.69611575065681
228 => 0.71866897166356
301 => 0.66240532809614
302 => 0.70926336234229
303 => 0.68376066467549
304 => 0.70088504026589
305 => 0.70082529493267
306 => 0.66929389018252
307 => 0.65110723396626
308 => 0.66269647914251
309 => 0.67512106992687
310 => 0.6771369179803
311 => 0.69324572424723
312 => 0.69774134581869
313 => 0.68411940257664
314 => 0.6612393891411
315 => 0.66655389442463
316 => 0.65099953568631
317 => 0.62374112028719
318 => 0.64331859011312
319 => 0.65000319907227
320 => 0.65295550320241
321 => 0.62614998230753
322 => 0.61772710566618
323 => 0.61324283681711
324 => 0.65777913300288
325 => 0.66021893184295
326 => 0.6477365760244
327 => 0.70415800794976
328 => 0.69138810022229
329 => 0.70565521585723
330 => 0.66607165877416
331 => 0.66758380396106
401 => 0.64884431368329
402 => 0.65933717606565
403 => 0.65192115913454
404 => 0.65848945647764
405 => 0.66242646682299
406 => 0.6811628821348
407 => 0.70947730210843
408 => 0.67836428649161
409 => 0.66480790004076
410 => 0.67321820595086
411 => 0.69561595888658
412 => 0.72954970110407
413 => 0.70946024273111
414 => 0.71837560321591
415 => 0.72032321286505
416 => 0.705509990013
417 => 0.73009588575999
418 => 0.74327166702626
419 => 0.75678729226169
420 => 0.76852253095439
421 => 0.75138885432769
422 => 0.76972434433432
423 => 0.75494917603867
424 => 0.74169432264864
425 => 0.74171442478987
426 => 0.7333994616358
427 => 0.717288172772
428 => 0.71431700391399
429 => 0.72977339953059
430 => 0.74216796508898
501 => 0.74318884087434
502 => 0.75005110922324
503 => 0.75411212894513
504 => 0.79391564290829
505 => 0.80992494549621
506 => 0.82950081766013
507 => 0.83712672310368
508 => 0.86007796445035
509 => 0.84154297305423
510 => 0.83753281107512
511 => 0.78186060686193
512 => 0.79097692718302
513 => 0.80557303561117
514 => 0.78210129131383
515 => 0.79698871061969
516 => 0.79992780254932
517 => 0.78130373042418
518 => 0.79125165204487
519 => 0.76483292157352
520 => 0.71005315823865
521 => 0.73015687129621
522 => 0.74495997094322
523 => 0.72383412253791
524 => 0.76170138812119
525 => 0.73958011330647
526 => 0.73256873119865
527 => 0.70521482985788
528 => 0.7181248183425
529 => 0.73558576262119
530 => 0.72479692910961
531 => 0.74718537859764
601 => 0.77889339385408
602 => 0.80149041377077
603 => 0.80322513237166
604 => 0.78869676244798
605 => 0.81197856796949
606 => 0.81214815050539
607 => 0.78588617876816
608 => 0.76980086730638
609 => 0.76614625069847
610 => 0.77527619951481
611 => 0.78636164285936
612 => 0.80384029732652
613 => 0.8144022821561
614 => 0.84194233694772
615 => 0.84939388613909
616 => 0.85758087953184
617 => 0.86852122747983
618 => 0.88165792023901
619 => 0.85291558435424
620 => 0.85405757094136
621 => 0.82729310573019
622 => 0.79869143623949
623 => 0.8203965381345
624 => 0.84877307155352
625 => 0.84226346343391
626 => 0.84153099954123
627 => 0.84276280064018
628 => 0.83785476870192
629 => 0.81565592214534
630 => 0.80450780037675
701 => 0.81889172164741
702 => 0.82653613564809
703 => 0.83839195510017
704 => 0.83693047510672
705 => 0.86746979279323
706 => 0.87933644818518
707 => 0.87630044993311
708 => 0.87685914667687
709 => 0.89834315943866
710 => 0.92223780015398
711 => 0.94461828435943
712 => 0.96738467415737
713 => 0.93993890266863
714 => 0.9260036325265
715 => 0.94038127422711
716 => 0.93275229516081
717 => 0.97659067177795
718 => 0.97962594586015
719 => 1.0234611524637
720 => 1.0650659833298
721 => 1.0389347344907
722 => 1.0635753251686
723 => 1.0902261329636
724 => 1.1416398651378
725 => 1.1243255288985
726 => 1.1110630186893
727 => 1.0985300106257
728 => 1.1246092108471
729 => 1.1581596853066
730 => 1.1653861361627
731 => 1.1770957472663
801 => 1.164784522974
802 => 1.1796120365972
803 => 1.2319596752269
804 => 1.2178148811837
805 => 1.1977269997534
806 => 1.2390504329308
807 => 1.254005222757
808 => 1.358965769641
809 => 1.4914827957861
810 => 1.4366198768083
811 => 1.4025646925835
812 => 1.4105684686761
813 => 1.4589592006398
814 => 1.4745007679015
815 => 1.4322534305848
816 => 1.4471759043431
817 => 1.5294002018968
818 => 1.5735108994631
819 => 1.513602647311
820 => 1.3483181556192
821 => 1.1959183058169
822 => 1.2363416086391
823 => 1.2317588605802
824 => 1.3200986106117
825 => 1.2174775325238
826 => 1.2192054082924
827 => 1.3093719308011
828 => 1.2853170484413
829 => 1.246351219735
830 => 1.1962027994886
831 => 1.1034988064957
901 => 1.0213882946598
902 => 1.1824259172915
903 => 1.1754816821758
904 => 1.1654254006501
905 => 1.1878045669821
906 => 1.2964714462533
907 => 1.2939663229658
908 => 1.2780300067354
909 => 1.2901175621399
910 => 1.2442322128301
911 => 1.2560579121372
912 => 1.195894164902
913 => 1.2230906913124
914 => 1.246267616567
915 => 1.2509207274522
916 => 1.2614044238701
917 => 1.1718223858182
918 => 1.212042090913
919 => 1.2356673995795
920 => 1.1289273955283
921 => 1.2335574928947
922 => 1.1702629618378
923 => 1.1487798473451
924 => 1.1777040308244
925 => 1.1664322483928
926 => 1.1567414317594
927 => 1.1513337895686
928 => 1.1725725176702
929 => 1.1715817056185
930 => 1.1368310241849
1001 => 1.0915001768737
1002 => 1.1067146971657
1003 => 1.1011871193067
1004 => 1.0811544640741
1005 => 1.0946540549489
1006 => 1.0352086887231
1007 => 0.93293602583281
1008 => 1.0005004796345
1009 => 0.99789932165912
1010 => 0.9965876998548
1011 => 1.0473605195424
1012 => 1.0424798844577
1013 => 1.0336214839876
1014 => 1.0809917726027
1015 => 1.0637009800379
1016 => 1.1169871284994
1017 => 1.1520848322082
1018 => 1.1431829192559
1019 => 1.1761924792359
1020 => 1.1070652089842
1021 => 1.1300265152571
1022 => 1.134758808657
1023 => 1.0804072305942
1024 => 1.0432784167174
1025 => 1.0408023481313
1026 => 0.97642610153457
1027 => 1.0108153728396
1028 => 1.0410765084633
1029 => 1.0265837728586
1030 => 1.0219958057243
1031 => 1.0454347348048
1101 => 1.0472561403352
1102 => 1.005727901218
1103 => 1.0143629371587
1104 => 1.050372472487
1105 => 1.0134555892594
1106 => 0.94173211548682
1107 => 0.92394370233661
1108 => 0.92157040011687
1109 => 0.87332681283665
1110 => 0.92513240916191
1111 => 0.90251787806227
1112 => 0.97395691084235
1113 => 0.93315131845359
1114 => 0.93139227092281
1115 => 0.92873321258387
1116 => 0.8872079640943
1117 => 0.89629935444631
1118 => 0.92652052063421
1119 => 0.93730377319586
1120 => 0.9361789916091
1121 => 0.92637242043279
1122 => 0.93086181849953
1123 => 0.91639990311658
1124 => 0.91129309979612
1125 => 0.89517462377983
1126 => 0.87148491687853
1127 => 0.87477911592057
1128 => 0.8278436078001
1129 => 0.80227065192012
1130 => 0.79519239477868
1201 => 0.78572705350841
1202 => 0.79626153026146
1203 => 0.82771064540273
1204 => 0.78977634024039
1205 => 0.72474063482167
1206 => 0.72864939153278
1207 => 0.73743120734237
1208 => 0.72106635167872
1209 => 0.70557838919131
1210 => 0.719043915996
1211 => 0.69148743025953
1212 => 0.74076127699096
1213 => 0.73942855752523
1214 => 0.75779480051247
1215 => 0.76927958916563
1216 => 0.74281086956457
1217 => 0.73615405816393
1218 => 0.73994608047294
1219 => 0.67727239853902
1220 => 0.7526730235957
1221 => 0.75332509133227
1222 => 0.74774169148996
1223 => 0.78789019659951
1224 => 0.87261606501345
1225 => 0.84073878522596
1226 => 0.82839493899637
1227 => 0.80492927829061
1228 => 0.83619587792797
1229 => 0.83379509091076
1230 => 0.82293782154748
1231 => 0.81637131115983
]
'min_raw' => 0.61324283681711
'max_raw' => 1.5735108994631
'avg_raw' => 1.0933768681401
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$0.613242'
'max' => '$1.57'
'avg' => '$1.09'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.37710496222301
'max_diff' => 0.91461300277053
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.019248991910795
]
1 => [
'year' => 2028
'avg' => 0.033036858141204
]
2 => [
'year' => 2029
'avg' => 0.090250742127412
]
3 => [
'year' => 2030
'avg' => 0.069628313145861
]
4 => [
'year' => 2031
'avg' => 0.068383632451088
]
5 => [
'year' => 2032
'avg' => 0.11989802880792
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.019248991910795
'min' => '$0.019248'
'max_raw' => 0.11989802880792
'max' => '$0.119898'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.11989802880792
]
1 => [
'year' => 2033
'avg' => 0.30839005906289
]
2 => [
'year' => 2034
'avg' => 0.1954724399668
]
3 => [
'year' => 2035
'avg' => 0.2305601912016
]
4 => [
'year' => 2036
'avg' => 0.44751788564333
]
5 => [
'year' => 2037
'avg' => 1.0933768681401
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.11989802880792
'min' => '$0.119898'
'max_raw' => 1.0933768681401
'max' => '$1.09'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 1.0933768681401
]
]
]
]
'prediction_2025_max_price' => '$0.032912'
'last_price' => 0.031912596535281
'sma_50day_nextmonth' => '$0.03299'
'sma_200day_nextmonth' => '$0.027616'
'sma_50day_ts_nextmonth' => 1770163200
'sma_200day_ts_nextmonth' => 1770163200
'sma_200day_direction' => 'increase'
'sma_200day_direction_label' => 'INCREASE'
'sma_200day_date_nextmonth' => 'Feb 4, 2026'
'sma_50day_date_nextmonth' => 'Feb 4, 2026'
'daily_sma3' => '$0.032615'
'daily_sma3_action' => 'SELL'
'daily_sma5' => '$0.034062'
'daily_sma5_action' => 'SELL'
'daily_sma10' => '$0.036212'
'daily_sma10_action' => 'SELL'
'daily_sma21' => '$0.038535'
'daily_sma21_action' => 'SELL'
'daily_sma50' => '$0.032811'
'daily_sma50_action' => 'SELL'
'daily_sma100' => '$0.028335'
'daily_sma100_action' => 'BUY'
'daily_sma200' => '$0.02805'
'daily_sma200_action' => 'BUY'
'daily_ema3' => '$0.032882'
'daily_ema3_action' => 'SELL'
'daily_ema5' => '$0.033818'
'daily_ema5_action' => 'SELL'
'daily_ema10' => '$0.0355072'
'daily_ema10_action' => 'SELL'
'daily_ema21' => '$0.036271'
'daily_ema21_action' => 'SELL'
'daily_ema50' => '$0.033837'
'daily_ema50_action' => 'SELL'
'daily_ema100' => '$0.047766'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.184161'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.033575'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.029539'
'weekly_sma50_action' => 'BUY'
'weekly_sma100' => '—'
'weekly_sma100_action' => '—'
'weekly_sma200' => '—'
'weekly_sma200_action' => '—'
'weekly_ema3' => '$0.033611'
'weekly_ema3_action' => 'SELL'
'weekly_ema5' => '$0.0350015'
'weekly_ema5_action' => 'SELL'
'weekly_ema10' => '$0.035917'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.0449016'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.178525'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.142253'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$0.071126'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '37.89'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => -7.39
'stoch_rsi_14_action' => 'BUY'
'momentum_10' => -0.01
'momentum_10_action' => 'SELL'
'vwma_10' => '0.0363044'
'vwma_10_action' => 'SELL'
'hma_9' => '0.032059'
'hma_9_action' => 'SELL'
'stochastic_fast_14' => 0
'stochastic_fast_14_action' => 'BUY'
'cci_20' => -144.9
'cci_20_action' => 'BUY'
'adx_14' => 28.93
'adx_14_action' => 'BUY'
'ao_5_34' => '-0.002235'
'ao_5_34_action' => 'NEUTRAL'
'macd_12_26' => -0
'macd_12_26_action' => 'SELL'
'williams_percent_r_14' => -100
'williams_percent_r_14_action' => 'BUY'
'ultimate_oscillator' => 23.74
'ultimate_oscillator_action' => 'BUY'
'ichimoku_cloud' => '0.001039'
'ichimoku_cloud_action' => 'BUY'
'sell_signals' => 28
'buy_signals' => 4
'sell_pct' => 87.5
'buy_pct' => 12.5
'overall_action' => 'bearish'
'overall_action_label' => 'BEARISH'
'overall_action_dir' => -1
'last_updated' => 1767681651
'last_updated_date' => 'January 6, 2026'
]
AADex Finance price prediction 2026
The AADex Finance price forecast for 2026 suggests that the average price could range between $0.011025 on the lower end and $0.032912 on the high end. In the crypto market, compared to today’s average price, AADex Finance could potentially gain 3.13% by 2026 if ADE reaches the forecast price target.
AADex Finance price prediction 2027-2032
The ADE price prediction for 2027-2032 is currently within a price range of $0.019248 on the lower end and $0.119898 on the high end. Considering the price volatility in the market, if AADex Finance reaches the upper price target, it could gain 275.71% by 2032 compared to today’s price.
| AADex Finance Price Prediction | Potential Low ($) | Average Price ($) | Potential High ($) |
|---|---|---|---|
| 2027 | $0.010614 | $0.019248 | $0.027883 |
| 2028 | $0.019155 | $0.033036 | $0.046918 |
| 2029 | $0.042079 | $0.09025 | $0.138422 |
| 2030 | $0.035786 | $0.069628 | $0.103469 |
| 2031 | $0.04231 | $0.068383 | $0.094456 |
| 2032 | $0.064584 | $0.119898 | $0.175211 |
AADex Finance price prediction 2032-2037
The AADex Finance price prediction for 2032-2037 is currently estimated to be between $0.119898 on the lower end and $1.09 on the high end. Compared to the current price, AADex Finance could potentially gain 3326.16% by 2037 if it reaches the upper price target. Please note that this information is for general purposes only and should not be considered long-term investment advice.
| AADex Finance Price Prediction | Potential Low ($) | Average Price ($) | Potential High ($) |
|---|---|---|---|
| 2032 | $0.064584 | $0.119898 | $0.175211 |
| 2033 | $0.15008 | $0.30839 | $0.466699 |
| 2034 | $0.120657 | $0.195472 | $0.270287 |
| 2035 | $0.142654 | $0.23056 | $0.318465 |
| 2036 | $0.236137 | $0.447517 | $0.658897 |
| 2037 | $0.613242 | $1.09 | $1.57 |
AADex Finance potential price histogram
AADex Finance Price Forecast Based on Technical Analysis
As of January 6, 2026, the overall price prediction sentiment for AADex Finance is BEARISH, with 4 technical indicators showing bullish signals and 28 indicating bearish signals. The ADE price prediction was last updated on January 6, 2026.
AADex Finance's 50-Day, 200-Day Simple Moving Averages and 14-Day Relative Strength Index - RSI (14)
According to our technical indicators, AADex Finance's 200-day SMA is projected to INCREASE over the next month, reaching $0.027616 by Feb 4, 2026. The short-term 50-day SMA for AADex Finance is expected to reach $0.03299 by Feb 4, 2026.
The Relative Strength Index (RSI) momentum oscillator is a commonly used tool to identify if a cryptocurrency is oversold (below 30) or overbought (above 70). Right now, the RSI stands at 37.89, suggesting that the ADE market is in a NEUTRAL state.
Popular ADE Moving Averages and Oscillators for Sat, Oct 19, 2024
Moving averages (MA) are widely used indicators across financial markets, designed to smooth out price movements over a set period. As lagging indicators, they are based on historical price data. The table below highlights two types: the simple moving average (SMA) and the exponential moving average (EMA).
Daily Simple Moving Average (SMA)
| Period | Value | Action |
|---|---|---|
| SMA 3 | $0.032615 | SELL |
| SMA 5 | $0.034062 | SELL |
| SMA 10 | $0.036212 | SELL |
| SMA 21 | $0.038535 | SELL |
| SMA 50 | $0.032811 | SELL |
| SMA 100 | $0.028335 | BUY |
| SMA 200 | $0.02805 | BUY |
Daily Exponential Moving Average (EMA)
| Period | Value | Action |
|---|---|---|
| EMA 3 | $0.032882 | SELL |
| EMA 5 | $0.033818 | SELL |
| EMA 10 | $0.0355072 | SELL |
| EMA 21 | $0.036271 | SELL |
| EMA 50 | $0.033837 | SELL |
| EMA 100 | $0.047766 | SELL |
| EMA 200 | $0.184161 | SELL |
Weekly Simple Moving Average (SMA)
| Period | Value | Action |
|---|---|---|
| SMA 21 | $0.033575 | SELL |
| SMA 50 | $0.029539 | BUY |
| SMA 100 | — | — |
| SMA 200 | — | — |
Weekly Exponential Moving Average (EMA)
| Period | Value | Action |
|---|---|---|
| EMA 21 | $0.0449016 | SELL |
| EMA 50 | $0.178525 | SELL |
| EMA 100 | $0.142253 | SELL |
| EMA 200 | $0.071126 | SELL |
AADex Finance Oscillators
An oscillator is a technical analysis tool that sets high and low boundaries between two extremes, creating a trend indicator that fluctuates within these limits. Traders use this indicator to identify short-term overbought or oversold conditions.
| Period | Value | Action |
|---|---|---|
| RSI (14) | 37.89 | NEUTRAL |
| Stoch RSI (14) | -7.39 | BUY |
| Stochastic Fast (14) | 0 | BUY |
| Commodity Channel Index (20) | -144.9 | BUY |
| Average Directional Index (14) | 28.93 | BUY |
| Awesome Oscillator (5, 34) | -0.002235 | NEUTRAL |
| Momentum (10) | -0.01 | SELL |
| MACD (12, 26) | -0 | SELL |
| Williams Percent Range (14) | -100 | BUY |
| Ultimate Oscillator (7, 14, 28) | 23.74 | BUY |
| VWMA (10) | 0.0363044 | SELL |
| Hull Moving Average (9) | 0.032059 | SELL |
| Ichimoku Cloud B/L (9, 26, 52, 26) | 0.001039 | BUY |
AADex Finance price prediction based on worldwide money flows
Worldwide money flows definitions used for AADex Finance price prediction
M0: The total of all physical currency, plus accounts at the central bank which can be exchanged for physical currency.
M1: Measure M0 plus the amount in demand accounts, including "checking" or "current" accounts.
M2: Measure M1 plus most savings accounts, money market accounts, and certificate of deposit (CD) accounts of under $100,000.
AADex Finance price predictions by Internet companies or technological niches
| Comparison | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook stock | $0.044842 | $0.063011 | $0.088541 | $0.124415 | $0.174824 | $0.245657 |
| Amazon.com stock | $0.066587 | $0.138938 | $0.2899041 | $0.6049022 | $1.26 | $2.63 |
| Apple stock | $0.045265 | $0.0642057 | $0.09107 | $0.129177 | $0.183228 | $0.259895 |
| Netflix stock | $0.050353 | $0.079449 | $0.125358 | $0.197796 | $0.312091 | $0.49243 |
| Google stock | $0.041326 | $0.053517 | $0.0693053 | $0.08975 | $0.116226 | $0.150512 |
| Tesla stock | $0.072343 | $0.163997 | $0.371769 | $0.842772 | $1.91 | $4.33 |
| Kodak stock | $0.023931 | $0.017945 | $0.013457 | $0.010091 | $0.007567 | $0.005674 |
| Nokia stock | $0.02114 | $0.0140048 | $0.009277 | $0.006146 | $0.004071 | $0.002697 |
This calculation shows how much cryptocurrency can cost if we assume that its capitalization will behave like the capitalization of some Internet companies or technological niches. If you extrapolate the data projections, you can get a potential picture of the future AADex Finance price for 2024, 2025, 2026, 2027, 2028, 2029 and 2030.
AADex Finance forecast and prediction overview
You may ask questions like: "Should I invest in AADex Finance now?", "Should I buy ADE today?", "Will AADex Finance be a good or bad investment in short-term, long-term period?".
We update AADex Finance forecast projection regularly with fresh values. Look at our similar predictions. We making a forecast of future prices for huge amounts of digital coins like AADex Finance with technical analysis methods.
If you are trying to find cryptocurrencies with good returns, you should explore the maximum of available sources of information about AADex Finance in order to make such a responsible decision about the investment by yourself.
AADex Finance price equal to $0.03191 USD today, but the price can go both up and down and your investment may be lost because cryptocurrency high-risk assets
AADex Finance price prediction based on Bitcoin's growth pattern
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| If AADex Finance has 1% of Bitcoin's previous average grow per year | $0.032742 | $0.033593 | $0.034466 | $0.035362 |
| If AADex Finance has 2% of Bitcoin's previous average grow per year | $0.033571 | $0.035316 | $0.037152 | $0.039084 |
| If AADex Finance has 5% of Bitcoin's previous average grow per year | $0.03606 | $0.040746 | $0.046042 | $0.052026 |
| If AADex Finance has 10% of Bitcoin's previous average grow per year | $0.0402077 | $0.050658 | $0.063826 | $0.080417 |
| If AADex Finance has 20% of Bitcoin's previous average grow per year | $0.0485028 | $0.073717 | $0.11204 | $0.170286 |
| If AADex Finance has 50% of Bitcoin's previous average grow per year | $0.073388 | $0.168767 | $0.3881087 | $0.892518 |
| If AADex Finance has 100% of Bitcoin's previous average grow per year | $0.114863 | $0.413431 | $1.48 | $5.35 |
Frequently Asked Questions about AADex Finance
Is ADE a good investment?
The determination to procure AADex Finance is entirely contingent on your individualistic risk tolerance. As you may discern, AADex Finance's value has experienced a fall of 0% during the preceding 24 hours, and AADex Finance has incurred a decline of over the prior 30-day duration. Consequently, the determination of whether or not to invest in AADex Finance will hinge on whether such an investment aligns with your trading aspirations.
Can AADex Finance rise?
It appears that the mean value of AADex Finance may potentially surge to $0.032912 by the end of this year. Looking at AADex Finance's prospects in a more extended five-year timeline, the digital currency could potentially growth to as much as $0.103469. However, given the market's unpredictability, it is vital to conduct thorough research before investing any funds into a particular project, network, or asset.
What will the price of AADex Finance be next week?
Based on the our new experimental AADex Finance forecast, the price of AADex Finance will increase by 0.86% over the next week and reach $0.032185 by January 13, 2026.
What will the price of AADex Finance be next month?
Based on the our new experimental AADex Finance forecast, the price of AADex Finance will decrease by -11.62% over the next month and reach $0.028204 by February 5, 2026.
How high can AADex Finance’s price go this year in 2026?
As per our most recent prediction on AADex Finance's value in 2026, ADE is anticipated to fluctuate within the range of $0.011025 and $0.032912. However, it is crucial to bear in mind that the cryptocurrency market is exceptionally unstable, and this projected AADex Finance price forecast fails to consider sudden and extreme price fluctuations.
Where will AADex Finance be in 5 years?
AADex Finance's future appears to be on an upward trend, with an maximum price of $0.103469 projected after a period of five years. Based on the AADex Finance forecast for 2030, AADex Finance's value may potentially reach its highest peak of approximately $0.103469, while its lowest peak is anticipated to be around $0.035786.
How much will be AADex Finance in 2026?
Based on the our new experimental AADex Finance price prediction simulation, ADE’s value in 2026 expected to grow by 3.13% to $0.032912 if the best happened. The price will be between $0.032912 and $0.011025 during 2026.
How much will be AADex Finance in 2027?
According to our latest experimental simulation for AADex Finance price prediction, ADE’s value could down by -12.62% to $0.027883 in 2027, assuming the most favorable conditions. The price is projected to fluctuate between $0.027883 and $0.010614 throughout the year.
How much will be AADex Finance in 2028?
Our new experimental AADex Finance price prediction model suggests that ADE’s value in 2028 could increase by 47.02% , reaching $0.046918 in the best-case scenario. The price is expected to range between $0.046918 and $0.019155 during the year.
How much will be AADex Finance in 2029?
Based on our experimental forecast model, AADex Finance's value may experience a 333.75% growth in 2029, potentially reaching $0.138422 under optimal conditions. The predicted price range for 2029 lies between $0.138422 and $0.042079.
How much will be AADex Finance in 2030?
Using our new experimental simulation for AADex Finance price predictions, ADE’s value in 2030 is expected to rise by 224.23% , reaching $0.103469 in the best scenario. The price is forecasted to range between $0.103469 and $0.035786 over the course of 2030.
How much will be AADex Finance in 2031?
Our experimental simulation indicates that AADex Finance’s price could grow by 195.98% in 2031, potentially hitting $0.094456 under ideal conditions. The price will likely fluctuate between $0.094456 and $0.04231 during the year.
How much will be AADex Finance in 2032?
Based on the findings from our latest experimental AADex Finance price prediction, ADE could see a 449.04% rise in value, reaching $0.175211 if the most positive scenario plays out in 2032. The price is expected to stay within a range of $0.175211 and $0.064584 throughout the year.
How much will be AADex Finance in 2033?
According to our experimental AADex Finance price prediction, ADE’s value is anticipated to rise by 1362.43% in 2033, with the highest potential price being $0.466699. Throughout the year, ADE’s price could range from $0.466699 and $0.15008.
How much will be AADex Finance in 2034?
The results from our new AADex Finance price prediction simulation suggest that ADE may rise by 746.96% in 2034, potentially reaching $0.270287 under the best circumstances. The predicted price range for the year is between $0.270287 and $0.120657.
How much will be AADex Finance in 2035?
Based on our experimental forecast for AADex Finance’s price, ADE could grow by 897.93% , with the value potentially hitting $0.318465 in 2035. The expected price range for the year lies between $0.318465 and $0.142654.
How much will be AADex Finance in 2036?
Our recent AADex Finance price prediction simulation suggests that ADE’s value might rise by 1964.7% in 2036, possibly reaching $0.658897 if conditions are optimal. The expected price range for 2036 is between $0.658897 and $0.236137.
How much will be AADex Finance in 2037?
According to the experimental simulation, AADex Finance’s value could rise by 4830.69% in 2037, with a high of $1.57 under favorable conditions. The price is expected to fall between $1.57 and $0.613242 over the course of the year.
Related Predictions
How to read and predict AADex Finance price movements?
AADex Finance traders use indicators and chart patterns to predict market direction. They also identify key support and resistance levels to gauge when a downtrend might slow or an uptrend might stall.
AADex Finance Price Prediction Indicators
Moving averages are popular tools for AADex Finance price prediction. A simple moving average (SMA) calculates the average closing price of ADE over a specific period, like a 12-day SMA. An exponential moving average (EMA) gives more weight to recent prices, reacting faster to price changes.
Commonly used moving averages in the crypto market include the 50-day, 100-day, and 200-day averages, which help identify key resistance and support levels. A ADE price move above these averages is seen as bullish, while a drop below indicates weakness.
Traders also use RSI and Fibonacci retracement levels to gauge ADE's future direction.
How to read AADex Finance charts and predict price movements?
Most traders prefer candlestick charts over simple line charts because they provide more detailed information. Candlesticks can represent AADex Finance's price action in different time frames, such as 5-minute for short-term and weekly for long-term trends. Popular choices include 1-hour, 4-hour, and 1-day charts.
A 1-hour candlestick chart, for instance, shows ADE's opening, closing, highest, and lowest prices within each hour. The candle's color is crucial: green indicates the price closed higher than it opened, while red means the opposite. Some charts use hollow and filled candlesticks to convey the same information.
What affects the price of AADex Finance?
AADex Finance's price action is driven by supply and demand, influenced by factors like block reward halvings, hard forks, and protocol updates. Real-world events, such as regulations, adoption by companies and governments, and cryptocurrency exchange hacks, also impact ADE's price. AADex Finance's market capitalization can change rapidly.
Traders often monitor the activity of ADE "whales," large holders of AADex Finance, as their actions can significantly influence price movements in the relatively small AADex Finance market.
Bullish and bearish price prediction patterns
Traders often identify candlestick patterns to gain an edge in cryptocurrency price predictions. Certain formations indicate bullish trends, while others suggest bearish movements.
Commonly followed bullish candlestick patterns:
- Hammer
- Bullish Engulfing
- Piercing Line
- Morning Star
- Three White Soldiers
Common bearish candlestick patterns:
- Bearish Harami
- Dark Cloud Cover
- Evening Star
- Shooting Star
- Hanging Man


