Asia Coin (ASIA) Price Prediction
Asia Coin Price Prediction up to $0.04545 by 2026
| Year | Min. Price | Max. Price |
|---|---|---|
| 2026 | $0.015226 | $0.04545 |
| 2027 | $0.014657 | $0.0385061 |
| 2028 | $0.026453 | $0.064791 |
| 2029 | $0.0581096 | $0.191154 |
| 2030 | $0.049419 | $0.142887 |
| 2031 | $0.058429 | $0.130439 |
| 2032 | $0.089188 | $0.241959 |
| 2033 | $0.207253 | $0.64449 |
| 2034 | $0.166622 | $0.373254 |
| 2035 | $0.196999 | $0.439786 |
Investment Profit Calculator
If you open a short on $10,000.00 of Asia Coin today and close it on Apr 06, 2026, our forecast suggests you could make around $3,954.59 in profit, equal to a 39.55% ROI over the next 90 days.
Long-term Asia Coin price prediction for 2027, 2028, 2029, 2030, 2031, 2032 and 2037
[
'name' => 'Asia Coin'
'name_with_ticker' => 'Asia Coin <small>ASIA</small>'
'name_lang' => 'Asia Coin'
'name_lang_with_ticker' => 'Asia Coin <small>ASIA</small>'
'name_with_lang' => 'Asia Coin'
'name_with_lang_with_ticker' => 'Asia Coin <small>ASIA</small>'
'image' => '/uploads/coins/asia-coin.png?1717233001'
'price_for_sd' => 0.04406
'ticker' => 'ASIA'
'marketcap' => '$2.2M'
'low24h' => '$0.04392'
'high24h' => '$0.04442'
'volume24h' => '$6.35K'
'current_supply' => '50M'
'max_supply' => '100M'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.04406'
'change_24h_pct' => '-0.25%'
'ath_price' => '$1.32'
'ath_days' => 706
'ath_exchange' => null
'ath_pair' => null
'ath_date' => 'Jan 31, 2024'
'ath_pct' => '-96.67%'
'fdv' => '$4.39M'
'new_prediction' => true
'change_24h_pct_is_increased' => false
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$2.17'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.044446'
'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' => '$0.038949'
'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' => '$0.015226'
'current_year_max_price_prediction' => '$0.04545'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.049419'
'grand_prediction_max_price' => '$0.142887'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.044904919908275
107 => 0.045072578578726
108 => 0.045450322124118
109 => 0.042222544887139
110 => 0.043671722103982
111 => 0.044522977949334
112 => 0.040676973071079
113 => 0.04444695479874
114 => 0.0421663564666
115 => 0.041392287139234
116 => 0.042434469512653
117 => 0.042028330028176
118 => 0.041679155148733
119 => 0.041484309566419
120 => 0.042249573279986
121 => 0.04221387281306
122 => 0.040961752846377
123 => 0.039328413392779
124 => 0.039876615725947
125 => 0.039677448678883
126 => 0.038955641607262
127 => 0.039442052422216
128 => 0.037300145360038
129 => 0.033615105586203
130 => 0.036049555736619
131 => 0.035955832054001
201 => 0.035908572323194
202 => 0.037737994327972
203 => 0.037562137614159
204 => 0.037242955956595
205 => 0.038949779585816
206 => 0.038326766001133
207 => 0.040246747068664
208 => 0.041511370776329
209 => 0.041190621297774
210 => 0.042380006007291
211 => 0.03988924520049
212 => 0.04071657602853
213 => 0.040887087765558
214 => 0.038928717647174
215 => 0.037590909947395
216 => 0.037501693425944
217 => 0.035182119235785
218 => 0.036421217045219
219 => 0.03751157184017
220 => 0.036989376508339
221 => 0.036824065066423
222 => 0.037668605371495
223 => 0.037734233386197
224 => 0.036237907696032
225 => 0.036549041189489
226 => 0.037846519578846
227 => 0.036516348063064
228 => 0.033932042090184
301 => 0.033291098478084
302 => 0.033205584785295
303 => 0.031467294875401
304 => 0.033333929395035
305 => 0.03251909340452
306 => 0.035093150535324
307 => 0.033622862907154
308 => 0.03355948174613
309 => 0.033463671825248
310 => 0.031967453891951
311 => 0.032295030529733
312 => 0.03338394516505
313 => 0.033772482174433
314 => 0.033731954581165
315 => 0.033378608889282
316 => 0.033540368737603
317 => 0.033019283905293
318 => 0.032835278005562
319 => 0.032254504771199
320 => 0.031400928559387
321 => 0.031519623566927
322 => 0.029828465740962
323 => 0.028907033200837
324 => 0.028651992818017
325 => 0.028310942159237
326 => 0.028690515397427
327 => 0.029823674903324
328 => 0.028456844126012
329 => 0.026113508630342
330 => 0.026254347086481
331 => 0.026570769282113
401 => 0.025981118613895
402 => 0.025423063742057
403 => 0.025908247176698
404 => 0.024915345035536
405 => 0.026690756762226
406 => 0.026642736850553
407 => 0.027304500551538
408 => 0.027718314974523
409 => 0.026764606703554
410 => 0.026524751652507
411 => 0.026661383990388
412 => 0.024403155797512
413 => 0.027119955130332
414 => 0.02714345012378
415 => 0.026942271725656
416 => 0.028388883498613
417 => 0.03144168554908
418 => 0.030293098619017
419 => 0.029848331043472
420 => 0.029002827557239
421 => 0.030129410751615
422 => 0.030042906739723
423 => 0.029651702792272
424 => 0.029415101424224
425 => 0.029851046699447
426 => 0.029361082980231
427 => 0.029273072032957
428 => 0.028739821449333
429 => 0.028549475252334
430 => 0.028408550505977
501 => 0.028253406207218
502 => 0.028595615870731
503 => 0.027820123751779
504 => 0.026884956278754
505 => 0.026807207222024
506 => 0.027021879203422
507 => 0.026926902832103
508 => 0.026806752511698
509 => 0.026577352829053
510 => 0.026509294843561
511 => 0.02673045027937
512 => 0.026480778686505
513 => 0.026849182722093
514 => 0.026748997209138
515 => 0.026189369077814
516 => 0.025491865225313
517 => 0.025485655977962
518 => 0.025335379917076
519 => 0.025143980759381
520 => 0.02509073789233
521 => 0.025867386381119
522 => 0.027475025509778
523 => 0.027159407481279
524 => 0.027387473852706
525 => 0.028509334674546
526 => 0.028865940494278
527 => 0.028612830130104
528 => 0.028266357052456
529 => 0.028281600109492
530 => 0.029465603500348
531 => 0.029539448339508
601 => 0.029726030424816
602 => 0.029965841132528
603 => 0.028653670930598
604 => 0.028219797010983
605 => 0.02801420347746
606 => 0.027381054968922
607 => 0.02806385135333
608 => 0.027666015140392
609 => 0.027719696837537
610 => 0.027684736561848
611 => 0.027703827236378
612 => 0.026690260498466
613 => 0.027059550946261
614 => 0.026445533951741
615 => 0.025623434122719
616 => 0.025620678155827
617 => 0.025821885924312
618 => 0.025702199670356
619 => 0.025380127038377
620 => 0.02542587593561
621 => 0.025025067456599
622 => 0.025474541341833
623 => 0.025487430644567
624 => 0.025314358715744
625 => 0.026006835251391
626 => 0.026290543453053
627 => 0.026176623801941
628 => 0.026282550546644
629 => 0.027172522835293
630 => 0.027317627150556
701 => 0.027382072902343
702 => 0.027295724132374
703 => 0.026298817606335
704 => 0.026343034649939
705 => 0.026018599322445
706 => 0.025744485658864
707 => 0.025755448767871
708 => 0.025896378823233
709 => 0.026511828640438
710 => 0.027807006497999
711 => 0.027856157550931
712 => 0.027915730060921
713 => 0.027673418724045
714 => 0.027600335306236
715 => 0.027696751198756
716 => 0.02818315190484
717 => 0.029434306577389
718 => 0.028992064954299
719 => 0.028632515630826
720 => 0.028947937321314
721 => 0.02889938062442
722 => 0.028489513236905
723 => 0.028478009624443
724 => 0.027691343065272
725 => 0.027400530349878
726 => 0.027157505477939
727 => 0.026892128662108
728 => 0.026734804390171
729 => 0.026976525974469
730 => 0.027031810560763
731 => 0.026503282092127
801 => 0.026431245614832
802 => 0.026862853371399
803 => 0.026672918889693
804 => 0.026868271214276
805 => 0.026913594629281
806 => 0.026906296515579
807 => 0.026707983102841
808 => 0.026834382158329
809 => 0.026535410710728
810 => 0.026210324165521
811 => 0.026002939203287
812 => 0.025821968318114
813 => 0.025922381483297
814 => 0.025564426884138
815 => 0.025449910003664
816 => 0.026791561002398
817 => 0.027782653020342
818 => 0.027768242149886
819 => 0.027680519682157
820 => 0.027550181888966
821 => 0.028173616883444
822 => 0.027956424597344
823 => 0.028114450132504
824 => 0.028154674263513
825 => 0.028276420593345
826 => 0.028319934441809
827 => 0.028188405369439
828 => 0.027746977737644
829 => 0.026646982048889
830 => 0.026134931086392
831 => 0.025965945739885
901 => 0.025972088036281
902 => 0.025802656081242
903 => 0.025852561385409
904 => 0.025785301053075
905 => 0.025657926255656
906 => 0.025914516448489
907 => 0.02594408607791
908 => 0.025884194860879
909 => 0.025898301410583
910 => 0.025402427713434
911 => 0.025440127913647
912 => 0.02523020840815
913 => 0.025190851031487
914 => 0.024660192801373
915 => 0.023720054826586
916 => 0.024240982526019
917 => 0.023611775118623
918 => 0.023373484739394
919 => 0.024501514332907
920 => 0.024388291448389
921 => 0.024194503086899
922 => 0.023907849711222
923 => 0.023801527185798
924 => 0.023155545178947
925 => 0.023117377115802
926 => 0.023437543241379
927 => 0.023289797590669
928 => 0.023082306741418
929 => 0.022330795918443
930 => 0.021485848936736
1001 => 0.021511352574967
1002 => 0.02178011448905
1003 => 0.02256157600173
1004 => 0.022256245469304
1005 => 0.022034724664766
1006 => 0.021993240476966
1007 => 0.022512501940303
1008 => 0.023247365699564
1009 => 0.02359214733376
1010 => 0.023250479205446
1011 => 0.022857989256358
1012 => 0.022881878300935
1013 => 0.02304080141203
1014 => 0.023057501983955
1015 => 0.022802031375717
1016 => 0.022873944855508
1017 => 0.022764701703798
1018 => 0.022094276683405
1019 => 0.022082150820727
1020 => 0.021917617708658
1021 => 0.021912635711414
1022 => 0.021632723843078
1023 => 0.021593562237758
1024 => 0.021037780233739
1025 => 0.021403597631847
1026 => 0.021158226527472
1027 => 0.020788394395986
1028 => 0.02072463519712
1029 => 0.02072271851861
1030 => 0.021102453424695
1031 => 0.021399160208377
1101 => 0.021162494862885
1102 => 0.021108610751281
1103 => 0.021683952090876
1104 => 0.02161073466106
1105 => 0.021547328839041
1106 => 0.023181566709979
1107 => 0.02188793991396
1108 => 0.02132384479326
1109 => 0.020625669962636
1110 => 0.02085299920799
1111 => 0.020900900820148
1112 => 0.019221916207968
1113 => 0.018540752359911
1114 => 0.018307002596376
1115 => 0.018172476302725
1116 => 0.018233781624016
1117 => 0.017620654268214
1118 => 0.018032685991504
1119 => 0.017501769527745
1120 => 0.017412759654844
1121 => 0.018362104059974
1122 => 0.018494199787959
1123 => 0.017930638373452
1124 => 0.018292536033871
1125 => 0.018161306911449
1126 => 0.017510870566693
1127 => 0.017486028682609
1128 => 0.017159662588754
1129 => 0.016648962848799
1130 => 0.016415559363736
1201 => 0.016294000802213
1202 => 0.016344158233826
1203 => 0.01631879710156
1204 => 0.01615329855859
1205 => 0.016328283284317
1206 => 0.015881269618765
1207 => 0.015703265175309
1208 => 0.015622864697871
1209 => 0.015226114340547
1210 => 0.015857520594734
1211 => 0.015981915581055
1212 => 0.016106555663927
1213 => 0.017191462489928
1214 => 0.017137263610816
1215 => 0.017627195082065
1216 => 0.017608157246018
1217 => 0.017468420854055
1218 => 0.01687889600188
1219 => 0.017113870100687
1220 => 0.016390656347642
1221 => 0.016932537265178
1222 => 0.016685245443903
1223 => 0.016848927651652
1224 => 0.016554612283489
1225 => 0.016717498560214
1226 => 0.016011414247062
1227 => 0.015352082650315
1228 => 0.015617416931935
1229 => 0.015905865640712
1230 => 0.016531295936704
1231 => 0.016158794812099
]
'min_raw' => 0.015226114340547
'max_raw' => 0.045450322124118
'avg_raw' => 0.030338218232332
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.015226'
'max' => '$0.04545'
'avg' => '$0.030338'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.028843705659453
'max_diff' => 0.0013805021241176
'year' => 2026
]
1 => [
'items' => [
101 => 0.016292760302334
102 => 0.015843998335599
103 => 0.014918074215706
104 => 0.01492331484567
105 => 0.014780881592178
106 => 0.014657798465565
107 => 0.016201581047227
108 => 0.016009587279606
109 => 0.015703670338426
110 => 0.016113152320852
111 => 0.016221425856358
112 => 0.0162245082517
113 => 0.016523255735818
114 => 0.016682697321645
115 => 0.016710799592207
116 => 0.017180885213334
117 => 0.017338451712956
118 => 0.017987445825255
119 => 0.016669169817044
120 => 0.016642020790171
121 => 0.016118914572087
122 => 0.015787152338597
123 => 0.016141630616049
124 => 0.016455649978762
125 => 0.016128672029012
126 => 0.016171368446368
127 => 0.015732427263909
128 => 0.015889328082536
129 => 0.01602447220436
130 => 0.015949853563693
131 => 0.015838145847032
201 => 0.016429903972049
202 => 0.016396514659517
203 => 0.016947573429994
204 => 0.017377163148171
205 => 0.018147064721493
206 => 0.017343632293855
207 => 0.017314352022837
208 => 0.017600571368739
209 => 0.017338407894266
210 => 0.017504086160557
211 => 0.018120371391417
212 => 0.018133392527216
213 => 0.017915271725805
214 => 0.017901999055216
215 => 0.017943891541107
216 => 0.018189257139459
217 => 0.018103518860072
218 => 0.018202737367606
219 => 0.018326811630566
220 => 0.018840035388567
221 => 0.01896377189911
222 => 0.018663156328515
223 => 0.01869029854869
224 => 0.018577860073206
225 => 0.018469245914738
226 => 0.01871339468115
227 => 0.019159581350523
228 => 0.01915680564641
301 => 0.019260312281075
302 => 0.019324796056976
303 => 0.0190479844858
304 => 0.018867790331607
305 => 0.018936888236377
306 => 0.019047377290859
307 => 0.018901058125142
308 => 0.017997908452705
309 => 0.018271866369898
310 => 0.01822626637662
311 => 0.018161326441042
312 => 0.018436793245234
313 => 0.018410223799964
314 => 0.017614365760981
315 => 0.017665314010481
316 => 0.017617464092779
317 => 0.017772076966048
318 => 0.017330058291713
319 => 0.017466020258897
320 => 0.017551294330151
321 => 0.017601521413226
322 => 0.017782976078325
323 => 0.017761684467717
324 => 0.017781652561915
325 => 0.018050701928001
326 => 0.019411461295073
327 => 0.019485524425077
328 => 0.019120810485623
329 => 0.01926650651077
330 => 0.018986802002705
331 => 0.019174569512827
401 => 0.019303035274474
402 => 0.018722523200135
403 => 0.018688149042584
404 => 0.018407290094518
405 => 0.018558207784545
406 => 0.018318086888346
407 => 0.018377004157201
408 => 0.018212266337168
409 => 0.018508761614255
410 => 0.018840289404746
411 => 0.018924046417053
412 => 0.018703717777334
413 => 0.018544185321812
414 => 0.018264098883174
415 => 0.018729888872763
416 => 0.018866100060411
417 => 0.018729173413381
418 => 0.018697444517358
419 => 0.018637318316726
420 => 0.018710200575056
421 => 0.018865358225031
422 => 0.018792188742615
423 => 0.018840518474831
424 => 0.018656335373027
425 => 0.019048076121948
426 => 0.01967025470878
427 => 0.019672255114673
428 => 0.019599085237846
429 => 0.019569145700716
430 => 0.01964422243466
501 => 0.019684948483015
502 => 0.01992773287387
503 => 0.020188250198214
504 => 0.021403970878316
505 => 0.021062601376128
506 => 0.022141261087061
507 => 0.022994340871975
508 => 0.023250142198813
509 => 0.023014817014505
510 => 0.022209782271003
511 => 0.022170283425865
512 => 0.023373345209559
513 => 0.023033425151945
514 => 0.022992992742709
515 => 0.022562860220066
516 => 0.022817121813897
517 => 0.022761511073533
518 => 0.022673726799299
519 => 0.023158840208313
520 => 0.024066929203615
521 => 0.023925395017693
522 => 0.023819746313484
523 => 0.023356824445515
524 => 0.023635606807374
525 => 0.023536337748041
526 => 0.023962860624641
527 => 0.023710197921181
528 => 0.023030849923188
529 => 0.023139038331029
530 => 0.023122685870829
531 => 0.023459218343002
601 => 0.023358199648105
602 => 0.023102960349358
603 => 0.024063825454151
604 => 0.024001432218859
605 => 0.024089891561424
606 => 0.024128834099718
607 => 0.024713695756663
608 => 0.024953294864028
609 => 0.025007688056173
610 => 0.02523528867691
611 => 0.02500202514539
612 => 0.025935245585549
613 => 0.026555782723333
614 => 0.027276568541418
615 => 0.028329830350604
616 => 0.028725866534074
617 => 0.028654326142313
618 => 0.029452897225327
619 => 0.030887911710265
620 => 0.028944383598353
621 => 0.030990923419451
622 => 0.03034301254053
623 => 0.028806827502027
624 => 0.028707915295979
625 => 0.029748237639528
626 => 0.032055572470206
627 => 0.031477611264696
628 => 0.032056517807689
629 => 0.031381192574856
630 => 0.031347656984958
701 => 0.032023718768484
702 => 0.033603373975903
703 => 0.032852938999348
704 => 0.031777006446252
705 => 0.032571458300094
706 => 0.031883230581248
707 => 0.030332460907879
708 => 0.031477169308655
709 => 0.030711735400474
710 => 0.030935129707586
711 => 0.03254395793288
712 => 0.032350379464381
713 => 0.032600887927502
714 => 0.032158747047041
715 => 0.031745717745474
716 => 0.030974767882139
717 => 0.030746527634974
718 => 0.030809605028067
719 => 0.030746496376951
720 => 0.03031515701381
721 => 0.030222009319408
722 => 0.030066759081177
723 => 0.030114877621743
724 => 0.02982296175381
725 => 0.030373867309496
726 => 0.030476120235194
727 => 0.030877023356912
728 => 0.030918646448954
729 => 0.032035155936438
730 => 0.031420201272912
731 => 0.031832765953837
801 => 0.031795862285565
802 => 0.028840121289932
803 => 0.029247396320406
804 => 0.02988098845788
805 => 0.029595556058762
806 => 0.029192021427304
807 => 0.028866145576244
808 => 0.028372410339372
809 => 0.029067333203924
810 => 0.029981082874004
811 => 0.030941820648503
812 => 0.032096084134532
813 => 0.031838465961559
814 => 0.030920242495521
815 => 0.030961433329445
816 => 0.031216058856766
817 => 0.030886295663717
818 => 0.030789042060344
819 => 0.031202697705093
820 => 0.031205546324178
821 => 0.030826113917361
822 => 0.030404444232582
823 => 0.030402677421206
824 => 0.030327645373645
825 => 0.031394540609433
826 => 0.031981225113841
827 => 0.032048487546782
828 => 0.031976697816185
829 => 0.032004326834259
830 => 0.031662948047855
831 => 0.03244323872084
901 => 0.033159310605121
902 => 0.032967388043489
903 => 0.032679668840204
904 => 0.032450486636352
905 => 0.032913399999777
906 => 0.032892787196397
907 => 0.033153056341899
908 => 0.033141249030072
909 => 0.033053730305657
910 => 0.032967391169059
911 => 0.033309716086339
912 => 0.033211132007732
913 => 0.033112394800822
914 => 0.032914362216453
915 => 0.032941278133641
916 => 0.032653608609133
917 => 0.032520519524233
918 => 0.030519179012709
919 => 0.029984355432341
920 => 0.030152621818063
921 => 0.030208019481277
922 => 0.029975263573706
923 => 0.030308975755076
924 => 0.030256967065098
925 => 0.030459302453736
926 => 0.030332892087296
927 => 0.030338080012829
928 => 0.030709825946995
929 => 0.030817745373204
930 => 0.030762856682018
1001 => 0.03080129883985
1002 => 0.031687182141685
1003 => 0.031561237865117
1004 => 0.031494332478353
1005 => 0.031512865727726
1006 => 0.031739227904897
1007 => 0.031802596955588
1008 => 0.031534097834946
1009 => 0.031660723572416
1010 => 0.032199879891364
1011 => 0.032388554089391
1012 => 0.032990711560741
1013 => 0.032734904364416
1014 => 0.033204449544347
1015 => 0.034647671347706
1016 => 0.035800616787582
1017 => 0.034740320513587
1018 => 0.036857557987202
1019 => 0.038506131060089
1020 => 0.03844285607971
1021 => 0.03815538923227
1022 => 0.036278532618371
1023 => 0.034551421179905
1024 => 0.035996223235207
1025 => 0.035999906332772
1026 => 0.03587579655489
1027 => 0.035104961383538
1028 => 0.035848973161809
1029 => 0.035908030114915
1030 => 0.035874973925687
1031 => 0.03528397640713
1101 => 0.034381632430893
1102 => 0.034557948283944
1103 => 0.034846757247986
1104 => 0.034299981627192
1105 => 0.034125253686045
1106 => 0.034450106171988
1107 => 0.0354968485674
1108 => 0.035298967980913
1109 => 0.035293800519102
1110 => 0.03614041758252
1111 => 0.03553442247651
1112 => 0.034560172191492
1113 => 0.034314161145742
1114 => 0.033440987666229
1115 => 0.034044091698666
1116 => 0.034065796339108
1117 => 0.033735482424116
1118 => 0.03458697534523
1119 => 0.034579128688059
1120 => 0.03538749448866
1121 => 0.03693278629108
1122 => 0.036475767465913
1123 => 0.035944304295751
1124 => 0.036002089078223
1125 => 0.036635845516944
1126 => 0.036252661906841
1127 => 0.036390457404685
1128 => 0.036635636946954
1129 => 0.036783559852271
1130 => 0.035980805248552
1201 => 0.035793644750234
1202 => 0.035410780055083
1203 => 0.035310897802626
1204 => 0.035622733108093
1205 => 0.035540575522406
1206 => 0.034063972148124
1207 => 0.033909658879768
1208 => 0.033914391447399
1209 => 0.033526363396922
1210 => 0.032934527482541
1211 => 0.034489836928848
1212 => 0.034364923813768
1213 => 0.034227029402226
1214 => 0.034243920680826
1215 => 0.034919027797139
1216 => 0.034527431575951
1217 => 0.035568554311339
1218 => 0.035354530775957
1219 => 0.035135018344478
1220 => 0.035104675039935
1221 => 0.035020181481736
1222 => 0.034730421632003
1223 => 0.034380519201584
1224 => 0.034149483308991
1225 => 0.031501093217686
1226 => 0.031992619013656
1227 => 0.032558074637933
1228 => 0.032753267653513
1229 => 0.032419376493419
1230 => 0.034743605690094
1231 => 0.035168264761157
]
'min_raw' => 0.014657798465565
'max_raw' => 0.038506131060089
'avg_raw' => 0.026581964762827
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.014657'
'max' => '$0.0385061'
'avg' => '$0.026581'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.00056831587498191
'max_diff' => -0.0069441910640281
'year' => 2027
]
2 => [
'items' => [
101 => 0.033881944735083
102 => 0.033641326778305
103 => 0.034759380563282
104 => 0.034085057454425
105 => 0.034388705109054
106 => 0.033732384966132
107 => 0.035065976826407
108 => 0.035055817090809
109 => 0.034537019736624
110 => 0.03497550370781
111 => 0.034899306327256
112 => 0.034313585392123
113 => 0.035084545224782
114 => 0.035084927611241
115 => 0.034585596437465
116 => 0.034002486944144
117 => 0.033898240739169
118 => 0.033819705227228
119 => 0.034369390187431
120 => 0.034862236003928
121 => 0.03577929988159
122 => 0.036009871529334
123 => 0.036909808020504
124 => 0.036373939657125
125 => 0.036611483161954
126 => 0.036869370239026
127 => 0.036993010787258
128 => 0.036791545148832
129 => 0.038189516948257
130 => 0.038307548600878
131 => 0.038347123593032
201 => 0.037875735367865
202 => 0.038294438441601
203 => 0.038098541139389
204 => 0.038608211497908
205 => 0.038688134317922
206 => 0.038620442532707
207 => 0.038645811297275
208 => 0.03745288898559
209 => 0.037391029670563
210 => 0.036547573520828
211 => 0.036891288136358
212 => 0.036248730137295
213 => 0.036452491897878
214 => 0.03654230814043
215 => 0.036495393232348
216 => 0.036910721245015
217 => 0.036557607588341
218 => 0.035625682591118
219 => 0.034693503691554
220 => 0.034681800944806
221 => 0.034436374694875
222 => 0.034258976468234
223 => 0.034293149660226
224 => 0.034413580446082
225 => 0.034251976812029
226 => 0.034286463140867
227 => 0.034859165980773
228 => 0.034974017450987
229 => 0.034583707279835
301 => 0.033016555621172
302 => 0.032631972673234
303 => 0.032908403269601
304 => 0.032776287248948
305 => 0.026453021894237
306 => 0.027938579295005
307 => 0.027055911532231
308 => 0.027462685446908
309 => 0.026561710226825
310 => 0.026991702826006
311 => 0.026912298893753
312 => 0.02930103123335
313 => 0.029263734463461
314 => 0.029281586453505
315 => 0.02842946445556
316 => 0.02978691793592
317 => 0.030455648332794
318 => 0.030331884134016
319 => 0.030363032916453
320 => 0.029827793633324
321 => 0.029286768739741
322 => 0.028686688869624
323 => 0.029801563096188
324 => 0.029677608113732
325 => 0.029961916245892
326 => 0.030684991874675
327 => 0.03079146750771
328 => 0.030934571838279
329 => 0.03088327912263
330 => 0.032105279705402
331 => 0.031957287371809
401 => 0.032313906315468
402 => 0.031580314091617
403 => 0.030750184857116
404 => 0.030907965285625
405 => 0.03089276976157
406 => 0.030699313299733
407 => 0.030524669456009
408 => 0.030233936661806
409 => 0.03115385824302
410 => 0.031116511106797
411 => 0.031721117830954
412 => 0.031614247719623
413 => 0.030900542960601
414 => 0.030926033065694
415 => 0.031097466272568
416 => 0.031690798558949
417 => 0.031866939978689
418 => 0.031785344255044
419 => 0.031978475280628
420 => 0.032131118168663
421 => 0.031997644877234
422 => 0.033887345213613
423 => 0.033102609884501
424 => 0.033485084423757
425 => 0.033576302347699
426 => 0.033342649553628
427 => 0.033393320478183
428 => 0.033470073121883
429 => 0.033936100144719
430 => 0.035159089898648
501 => 0.035700743735491
502 => 0.037330336028361
503 => 0.035655766924526
504 => 0.035556404923961
505 => 0.035849943704879
506 => 0.036806686890657
507 => 0.037582037380411
508 => 0.037839265868906
509 => 0.03787326286004
510 => 0.038355840604682
511 => 0.038632445168369
512 => 0.038297242973428
513 => 0.038013194210348
514 => 0.036995766798426
515 => 0.037113536791719
516 => 0.037924855258624
517 => 0.039070890379545
518 => 0.040054307737928
519 => 0.039709949254577
520 => 0.042337161403338
521 => 0.042597638756688
522 => 0.042561649208696
523 => 0.043155055383856
524 => 0.04197726497123
525 => 0.041473736751218
526 => 0.038074608777016
527 => 0.039029625089139
528 => 0.04041779738495
529 => 0.040234067576221
530 => 0.03922593974905
531 => 0.04005354298257
601 => 0.039779911472022
602 => 0.039564086946672
603 => 0.040552820936946
604 => 0.039465667299686
605 => 0.040406952195789
606 => 0.039199744580191
607 => 0.039711522255123
608 => 0.039421012494931
609 => 0.039609007913312
610 => 0.038509990538833
611 => 0.039102993636963
612 => 0.038485319660337
613 => 0.038485026802449
614 => 0.03847139161518
615 => 0.039198082309495
616 => 0.039221779666947
617 => 0.03868475414588
618 => 0.038607360378379
619 => 0.038893525700546
620 => 0.038558501055105
621 => 0.038715256978087
622 => 0.038563249032322
623 => 0.038529028841954
624 => 0.03825635654301
625 => 0.038138881819343
626 => 0.038184946685444
627 => 0.038027703549378
628 => 0.037932958872165
629 => 0.038452544514194
630 => 0.038174950865683
701 => 0.038409999306306
702 => 0.038142131942738
703 => 0.037213586956355
704 => 0.036679570915501
705 => 0.034925635512391
706 => 0.035423049416963
707 => 0.035752835350306
708 => 0.035643841101303
709 => 0.035878002923336
710 => 0.035892378557425
711 => 0.035816250162085
712 => 0.035728103232933
713 => 0.035685198182653
714 => 0.036004977275995
715 => 0.036190619802949
716 => 0.035785933780684
717 => 0.035691121507826
718 => 0.036100281419664
719 => 0.036349868729521
720 => 0.038192681194513
721 => 0.0380561596949
722 => 0.038398801867936
723 => 0.038360225617525
724 => 0.038719369202045
725 => 0.039306417177333
726 => 0.038112784502378
727 => 0.038319957862038
728 => 0.038269163738581
729 => 0.03882372065955
730 => 0.038825451925725
731 => 0.038492967349432
801 => 0.038673212632187
802 => 0.038572604660124
803 => 0.038754416863625
804 => 0.03805433636704
805 => 0.038906958842861
806 => 0.039390340844872
807 => 0.039397052604439
808 => 0.039626171837036
809 => 0.039858970247045
810 => 0.04030580652259
811 => 0.039846508225841
812 => 0.039020275301778
813 => 0.039079926650179
814 => 0.038595506589108
815 => 0.038603649777852
816 => 0.038560180798142
817 => 0.038690634478444
818 => 0.038082963613819
819 => 0.038225582751151
820 => 0.03802591512371
821 => 0.03831952382361
822 => 0.038003649397774
823 => 0.038269139244117
824 => 0.03838371586067
825 => 0.038806506042411
826 => 0.037941202944171
827 => 0.036176791350989
828 => 0.036547692059298
829 => 0.035999100778086
830 => 0.036049874989797
831 => 0.036152446978108
901 => 0.035819977604526
902 => 0.035883402283691
903 => 0.035881136307839
904 => 0.035861609352122
905 => 0.035775121227477
906 => 0.035649696335588
907 => 0.036149350501129
908 => 0.036234251480255
909 => 0.036422975839846
910 => 0.036984491521032
911 => 0.03692838286303
912 => 0.037019898412158
913 => 0.03682012048225
914 => 0.036059142114988
915 => 0.036100466901508
916 => 0.035585146151423
917 => 0.036409797929667
918 => 0.036214509503707
919 => 0.036088605785064
920 => 0.036054251788943
921 => 0.036617159358894
922 => 0.036785590126318
923 => 0.036680635375028
924 => 0.036465370118112
925 => 0.036878743048851
926 => 0.036989344206313
927 => 0.037014103726655
928 => 0.037746521303527
929 => 0.037055037733057
930 => 0.037221484701225
1001 => 0.038520056432485
1002 => 0.037342431062882
1003 => 0.03796624548534
1004 => 0.037935713015535
1005 => 0.038254835365335
1006 => 0.037909535668368
1007 => 0.037913816071949
1008 => 0.038197175099352
1009 => 0.037799248449435
1010 => 0.03770071621486
1011 => 0.037564594638497
1012 => 0.037861811120578
1013 => 0.038039978959641
1014 => 0.039475880892627
1015 => 0.040403539026419
1016 => 0.040363266940307
1017 => 0.040731278421186
1018 => 0.040565485878451
1019 => 0.040030098024097
1020 => 0.040943939807886
1021 => 0.040654762030731
1022 => 0.040678601495329
1023 => 0.040677714189266
1024 => 0.040869992130714
1025 => 0.040733745587183
1026 => 0.040465189664464
1027 => 0.040643469618945
1028 => 0.041172897347505
1029 => 0.04281625726178
1030 => 0.043735903241431
1031 => 0.042760893419063
1101 => 0.043433442138631
1102 => 0.043030152560502
1103 => 0.04295686284733
1104 => 0.043379273144178
1105 => 0.043802422814333
1106 => 0.043775470009671
1107 => 0.043468285078114
1108 => 0.043294764104807
1109 => 0.04460872304848
1110 => 0.045576825615472
1111 => 0.045510807510645
1112 => 0.045802189955113
1113 => 0.046657697824191
1114 => 0.046735914742166
1115 => 0.046726061208297
1116 => 0.046532192416005
1117 => 0.047374551014847
1118 => 0.048077261377891
1119 => 0.046487317391997
1120 => 0.04709274724793
1121 => 0.04736454421599
1122 => 0.047763622803629
1123 => 0.048436935274313
1124 => 0.049168331204789
1125 => 0.049271758608706
1126 => 0.04919837191617
1127 => 0.048715996639043
1128 => 0.049516298793538
1129 => 0.049985097026246
1130 => 0.050264255645567
1201 => 0.050972155456599
1202 => 0.047366222741534
1203 => 0.044813764339327
1204 => 0.044415161101876
1205 => 0.045225736459531
1206 => 0.045439478717127
1207 => 0.0453533194811
1208 => 0.04248029549005
1209 => 0.044400035225149
1210 => 0.046465513763814
1211 => 0.046544857206411
1212 => 0.047578878949986
1213 => 0.047915598815678
1214 => 0.048748121851584
1215 => 0.048696047309016
1216 => 0.048898753419925
1217 => 0.048852154795407
1218 => 0.050394228411016
1219 => 0.05209536460918
1220 => 0.052036459671919
1221 => 0.051791901216503
1222 => 0.052155112226209
1223 => 0.053910867087548
1224 => 0.053749225315315
1225 => 0.053906246528426
1226 => 0.055976380459953
1227 => 0.058667849044056
1228 => 0.057417391667712
1229 => 0.06013052436496
1230 => 0.061838297580894
1231 => 0.064791714770804
]
'min_raw' => 0.026453021894237
'max_raw' => 0.064791714770804
'avg_raw' => 0.04562236833252
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.026453'
'max' => '$0.064791'
'avg' => '$0.045622'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.011795223428671
'max_diff' => 0.026285583710714
'year' => 2028
]
3 => [
'items' => [
101 => 0.064421932392741
102 => 0.065571676031596
103 => 0.063759944760097
104 => 0.059599843549433
105 => 0.058941491608617
106 => 0.060259528866256
107 => 0.063499794851966
108 => 0.060157481359238
109 => 0.060833627025779
110 => 0.060638897028328
111 => 0.060628520694313
112 => 0.061024543160063
113 => 0.060450091918351
114 => 0.058109674217811
115 => 0.0591822738578
116 => 0.058768091626335
117 => 0.059227657691477
118 => 0.061707746205582
119 => 0.06061123995557
120 => 0.059456159694117
121 => 0.060904886674809
122 => 0.062749613957831
123 => 0.062634174239753
124 => 0.062410172936623
125 => 0.06367285655404
126 => 0.065758439958425
127 => 0.066322164772077
128 => 0.066738294904669
129 => 0.066795672219377
130 => 0.067386694220674
131 => 0.064208619962979
201 => 0.069252305428676
202 => 0.070123210579603
203 => 0.069959516506549
204 => 0.070927490928513
205 => 0.07064268829843
206 => 0.070230053971604
207 => 0.071764499324481
208 => 0.070005381550762
209 => 0.067508535337738
210 => 0.066138716123255
211 => 0.067942604565051
212 => 0.069044176289424
213 => 0.069772245126115
214 => 0.069992558316187
215 => 0.064455324820786
216 => 0.061471063075814
217 => 0.063383940639711
218 => 0.065717783287422
219 => 0.064195655349232
220 => 0.06425531988264
221 => 0.062085165450966
222 => 0.065909793800621
223 => 0.065352577620264
224 => 0.068243416149655
225 => 0.067553494334187
226 => 0.0699108609332
227 => 0.069290087303722
228 => 0.071866883932699
301 => 0.072894837871982
302 => 0.074620932524293
303 => 0.075890654777002
304 => 0.07663625996971
305 => 0.076591496630634
306 => 0.079545955863172
307 => 0.077803814474688
308 => 0.075615274299553
309 => 0.07557569051254
310 => 0.076709166481097
311 => 0.079084621157246
312 => 0.079700541993312
313 => 0.080044757715207
314 => 0.079517579354889
315 => 0.077626609738088
316 => 0.076810098644986
317 => 0.077505789752912
318 => 0.076655019309337
319 => 0.078123687778974
320 => 0.080140483278442
321 => 0.079724022983076
322 => 0.081116187311269
323 => 0.08255693093099
324 => 0.084617259015037
325 => 0.085155905069935
326 => 0.086046266515806
327 => 0.086962740912106
328 => 0.08725708778852
329 => 0.087819087306067
330 => 0.087816125291199
331 => 0.089509748664255
401 => 0.091377867691886
402 => 0.092083039377762
403 => 0.093704542786039
404 => 0.09092777502362
405 => 0.093033985268624
406 => 0.09493383963148
407 => 0.092668754938282
408 => 0.095790646490808
409 => 0.095911862465435
410 => 0.097742079768057
411 => 0.09588680390464
412 => 0.094785147019193
413 => 0.097965589168933
414 => 0.099504504942204
415 => 0.099040970987183
416 => 0.095513454701979
417 => 0.0934602889217
418 => 0.088086758048607
419 => 0.094451937487044
420 => 0.097552230716677
421 => 0.09550542569149
422 => 0.096537715090656
423 => 0.10216955133154
424 => 0.10431378993768
425 => 0.10386780329697
426 => 0.10394316769768
427 => 0.10510015992887
428 => 0.11023090064922
429 => 0.10715644187995
430 => 0.10950675041128
501 => 0.11075334558163
502 => 0.11191125264936
503 => 0.10906779885131
504 => 0.10536850723868
505 => 0.10419678629926
506 => 0.095301911269853
507 => 0.094838894396088
508 => 0.094578988993997
509 => 0.092940322198159
510 => 0.091652778965242
511 => 0.090628876783011
512 => 0.087941851693763
513 => 0.088848643782935
514 => 0.084566086616395
515 => 0.08730591492704
516 => 0.080470850283283
517 => 0.086163295223647
518 => 0.083065156246318
519 => 0.085145473245414
520 => 0.085138215215382
521 => 0.081307692054942
522 => 0.079098326236979
523 => 0.080506220125989
524 => 0.082015594133764
525 => 0.082260484988381
526 => 0.084217427788154
527 => 0.084763568459225
528 => 0.083108736729008
529 => 0.080329208760924
530 => 0.080974829713626
531 => 0.079085242748979
601 => 0.075773814275348
602 => 0.078152140017104
603 => 0.078964204992941
604 => 0.079322859148592
605 => 0.076066449564905
606 => 0.075043214973619
607 => 0.074498453462988
608 => 0.07990884717591
609 => 0.080205240756777
610 => 0.078688849291232
611 => 0.085543082505635
612 => 0.083991758430658
613 => 0.085724967506034
614 => 0.080916246379247
615 => 0.081099946002092
616 => 0.078823420357497
617 => 0.080098122600972
618 => 0.079197204140855
619 => 0.079995139256552
620 => 0.080473418274891
621 => 0.082749570364029
622 => 0.086189285224271
623 => 0.082409589144895
624 => 0.080762721436866
625 => 0.081784428900592
626 => 0.084505370515528
627 => 0.088627736344596
628 => 0.086187212803444
629 => 0.08727027570823
630 => 0.087506876770811
701 => 0.085707325064658
702 => 0.088694088382855
703 => 0.090294719109499
704 => 0.091936635031177
705 => 0.093362264620529
706 => 0.091280817705554
707 => 0.093508264268273
708 => 0.09171333553597
709 => 0.090103098906773
710 => 0.090105540971063
711 => 0.089095416011764
712 => 0.087138171619187
713 => 0.086777225723679
714 => 0.088654911854552
715 => 0.090160638313973
716 => 0.090284657157114
717 => 0.091118304692069
718 => 0.091611648716002
719 => 0.096447090819229
720 => 0.098391945634022
721 => 0.10077007728733
722 => 0.10169649359045
723 => 0.10448467452422
724 => 0.10223299197522
725 => 0.101745826292
726 => 0.094982611353711
727 => 0.096090087420973
728 => 0.097863263460206
729 => 0.095011850373497
730 => 0.096820415672193
731 => 0.097177464772807
801 => 0.094914960447917
802 => 0.096123461764882
803 => 0.092914040562693
804 => 0.086259241836143
805 => 0.088701497076213
806 => 0.09049981898713
807 => 0.087933391888759
808 => 0.092533613128143
809 => 0.089846258847937
810 => 0.088994496556866
811 => 0.085671468184217
812 => 0.087239809661015
813 => 0.089361013964872
814 => 0.088050356321557
815 => 0.090770167727671
816 => 0.094622146025935
817 => 0.097367295150551
818 => 0.097578033613687
819 => 0.095813086637266
820 => 0.098641425430721
821 => 0.098662026791064
822 => 0.095471649077943
823 => 0.093517560492754
824 => 0.093073587454761
825 => 0.094182719149708
826 => 0.095529409784379
827 => 0.097652765571421
828 => 0.098935865002939
829 => 0.10228150781698
830 => 0.10318674283537
831 => 0.10418132167046
901 => 0.10551038571091
902 => 0.10710626785648
903 => 0.10361456857558
904 => 0.10375330029736
905 => 0.10050187827285
906 => 0.097027267538585
907 => 0.099664063969551
908 => 0.10311132454471
909 => 0.10232051915988
910 => 0.1022315373994
911 => 0.10238118003905
912 => 0.10178493860418
913 => 0.099088160692005
914 => 0.097733855707234
915 => 0.099481254657639
916 => 0.100409919432
917 => 0.10185019750895
918 => 0.10167265283539
919 => 0.10538265448705
920 => 0.10682424894426
921 => 0.1064554273928
922 => 0.10652329943445
923 => 0.1091332373397
924 => 0.11203602506501
925 => 0.11475486882634
926 => 0.11752059347742
927 => 0.11418640446247
928 => 0.11249350890487
929 => 0.11424014499556
930 => 0.11331335530016
1001 => 0.11863896379361
1002 => 0.11900769737089
1003 => 0.12433292076224
1004 => 0.12938719187643
1005 => 0.12621269474628
1006 => 0.12920610255752
1007 => 0.1324437171615
1008 => 0.13868960101662
1009 => 0.13658620706706
1010 => 0.13497504026608
1011 => 0.13345249542426
1012 => 0.1366206695429
1013 => 0.14069647493372
1014 => 0.14157436437732
1015 => 0.14299688065554
1016 => 0.14150127872601
1017 => 0.14330256651498
1018 => 0.14966190393601
1019 => 0.14794355482942
1020 => 0.14550322285967
1021 => 0.15052330899631
1022 => 0.15234005865407
1023 => 0.16509095919141
1024 => 0.18118949783323
1025 => 0.17452459712681
1026 => 0.17038747818333
1027 => 0.17135979926882
1028 => 0.17723844061089
1029 => 0.17912647363122
1030 => 0.17399414903797
1031 => 0.17580697284951
1101 => 0.185795810284
1102 => 0.19115450108733
1103 => 0.18387667920822
1104 => 0.16379745728633
1105 => 0.14528349766604
1106 => 0.15019423345181
1107 => 0.14963750841158
1108 => 0.16036926810209
1109 => 0.14790257277152
1110 => 0.14811247994827
1111 => 0.15906616106405
1112 => 0.156143906736
1113 => 0.1514102289786
1114 => 0.14531805875227
1115 => 0.13405611863136
1116 => 0.12408110420383
1117 => 0.14364440460484
1118 => 0.14280079951799
1119 => 0.14157913433697
1120 => 0.14429781799935
1121 => 0.15749897415206
1122 => 0.15719464477477
1123 => 0.15525865654665
1124 => 0.15672708655466
1125 => 0.15115280609844
1126 => 0.15258942509602
1127 => 0.14528056496025
1128 => 0.14858447498658
1129 => 0.15140007263214
1130 => 0.15196534554512
1201 => 0.15323893428162
1202 => 0.14235625797094
1203 => 0.14724226013584
1204 => 0.15011232865123
1205 => 0.13714525468471
1206 => 0.14985601129124
1207 => 0.14216681478814
1208 => 0.13955698600713
1209 => 0.14307077664196
1210 => 0.14170144901429
1211 => 0.14052418152964
1212 => 0.13986724604518
1213 => 0.14244738608448
1214 => 0.14232701946771
1215 => 0.13810540957982
1216 => 0.13259849157589
1217 => 0.13444679401643
1218 => 0.13377528841186
1219 => 0.13134166547493
1220 => 0.13298163349766
1221 => 0.12576004429436
1222 => 0.11333567541561
1223 => 0.12154359406562
1224 => 0.12122759812609
1225 => 0.12106825864411
1226 => 0.12723628265938
1227 => 0.12664336947084
1228 => 0.12556722622781
1229 => 0.13132190126035
1230 => 0.12922136746217
1231 => 0.13569471768015
]
'min_raw' => 0.058109674217811
'max_raw' => 0.19115450108733
'avg_raw' => 0.12463208765257
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.0581096'
'max' => '$0.191154'
'avg' => '$0.124632'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.031656652323575
'max_diff' => 0.12636278631653
'year' => 2029
]
4 => [
'items' => [
101 => 0.13995848480375
102 => 0.13887705554279
103 => 0.14288714913111
104 => 0.13448937517162
105 => 0.13727877882075
106 => 0.13785367104689
107 => 0.13125088946372
108 => 0.12674037740116
109 => 0.12643957767019
110 => 0.11861897134057
111 => 0.12279667611613
112 => 0.12647288343345
113 => 0.12471226541366
114 => 0.12415490634557
115 => 0.12700233294804
116 => 0.12722360238161
117 => 0.12217863584709
118 => 0.12322764414293
119 => 0.1276021831197
120 => 0.12311741698463
121 => 0.11440424896658
122 => 0.11224326282913
123 => 0.11195494744352
124 => 0.10609418164879
125 => 0.11238767025599
126 => 0.10964039382394
127 => 0.11831900715537
128 => 0.11336182976479
129 => 0.11314813575527
130 => 0.11282510591778
131 => 0.10778050269307
201 => 0.10888495019802
202 => 0.11255630191659
203 => 0.11386628157051
204 => 0.11372963996026
205 => 0.11253831029027
206 => 0.11308369491259
207 => 0.11132682101948
208 => 0.11070643228165
209 => 0.10874831477371
210 => 0.1058704229808
211 => 0.10627061148574
212 => 0.10056875480263
213 => 0.097462080661232
214 => 0.0966021942042
215 => 0.095452318096729
216 => 0.096732075770243
217 => 0.10055260215905
218 => 0.095944236764261
219 => 0.088043517534149
220 => 0.088518364222049
221 => 0.089585203746514
222 => 0.087597155350523
223 => 0.085715634387973
224 => 0.08735146421229
225 => 0.08400382532115
226 => 0.089989749912974
227 => 0.089827847428125
228 => 0.092059029948864
301 => 0.093454234167556
302 => 0.0902387401462
303 => 0.089430052095449
304 => 0.08989071756198
305 => 0.082276943545243
306 => 0.091436822176716
307 => 0.091516037187493
308 => 0.090837750172391
309 => 0.095715102764125
310 => 0.10600783801711
311 => 0.10213529699062
312 => 0.10063573205699
313 => 0.097785058021988
314 => 0.10158341191735
315 => 0.10129175760174
316 => 0.099972786179925
317 => 0.099175068148569
318 => 0.10064488808071
319 => 0.0989929411932
320 => 0.098696206139738
321 => 0.096898314566681
322 => 0.096256549073954
323 => 0.09578141145256
324 => 0.095258331617463
325 => 0.096412115390313
326 => 0.093797489568138
327 => 0.090644507141525
328 => 0.090382370768495
329 => 0.091106152341697
330 => 0.090785932874756
331 => 0.090380837680884
401 => 0.089607400634672
402 => 0.089377938384929
403 => 0.090123579377337
404 => 0.089281794170479
405 => 0.090523894097611
406 => 0.090186111645955
407 => 0.088299286329208
408 => 0.085947603392337
409 => 0.085926668481377
410 => 0.085420002250161
411 => 0.08477468662693
412 => 0.084595174583369
413 => 0.087213699187186
414 => 0.092633966751242
415 => 0.091569838532408
416 => 0.092338780226762
417 => 0.096121212313417
418 => 0.097323533732064
419 => 0.096470154467652
420 => 0.095301996296384
421 => 0.095353389327417
422 => 0.099345339424165
423 => 0.099594312455073
424 => 0.10022338698244
425 => 0.10103192552654
426 => 0.096607852077932
427 => 0.095145015865838
428 => 0.094451842913485
429 => 0.092317138511931
430 => 0.094619234193284
501 => 0.093277901625325
502 => 0.093458893215188
503 => 0.093341022204853
504 => 0.093405387746898
505 => 0.089988076725057
506 => 0.091233165252837
507 => 0.089162964086512
508 => 0.08639119711579
509 => 0.086381905180997
510 => 0.087060291220322
511 => 0.086656760658883
512 => 0.085570870293771
513 => 0.085725115894878
514 => 0.084373762124339
515 => 0.085889194709671
516 => 0.08593265189374
517 => 0.085349127802216
518 => 0.087683860789318
519 => 0.088640402799095
520 => 0.088256314741756
521 => 0.088613454157091
522 => 0.091614057864151
523 => 0.09210328719392
524 => 0.092320570545528
525 => 0.092029439638901
526 => 0.088668299684571
527 => 0.088817380534216
528 => 0.087723524176217
529 => 0.086799330821451
530 => 0.086836293708886
531 => 0.087311449229962
601 => 0.089386481258004
602 => 0.093753263831199
603 => 0.093918980037776
604 => 0.094119832914429
605 => 0.093302863324512
606 => 0.093056457478848
607 => 0.093381530392025
608 => 0.095021464331997
609 => 0.099239819663327
610 => 0.097748771154755
611 => 0.096536525507734
612 => 0.097599991759251
613 => 0.097436279465554
614 => 0.096054382952521
615 => 0.09601559771995
616 => 0.093363296492399
617 => 0.092382801118551
618 => 0.091563425795356
619 => 0.090668689332762
620 => 0.090138259565899
621 => 0.090953240763819
622 => 0.091139636606357
623 => 0.089357665973671
624 => 0.089114789961044
625 => 0.090569985646203
626 => 0.089929608280328
627 => 0.090588252281725
628 => 0.090741063339793
629 => 0.090716457239907
630 => 0.090047829723061
701 => 0.090473992963539
702 => 0.089465989854432
703 => 0.08836993787045
704 => 0.087670724991121
705 => 0.087060569016777
706 => 0.087399119013816
707 => 0.086192250091157
708 => 0.085806148433326
709 => 0.090329618446641
710 => 0.093671154380975
711 => 0.093622567125096
712 => 0.093326804700562
713 => 0.092887361730922
714 => 0.094989316341646
715 => 0.094257037385179
716 => 0.094789831509963
717 => 0.09492544997602
718 => 0.095335926227104
719 => 0.095482636205241
720 => 0.095039176754681
721 => 0.093550872674589
722 => 0.089842160410705
723 => 0.08811574484039
724 => 0.08754599894646
725 => 0.087566708127603
726 => 0.086995456461828
727 => 0.087163715679102
728 => 0.086936942772672
729 => 0.086507489750151
730 => 0.087372601499843
731 => 0.087472297569921
801 => 0.087270370150227
802 => 0.087317931367444
803 => 0.08564605857671
804 => 0.085773167433873
805 => 0.085065409164978
806 => 0.084932713021713
807 => 0.08314356174951
808 => 0.079973820929178
809 => 0.081730165037828
810 => 0.079608748333932
811 => 0.078805335683459
812 => 0.0826085662145
813 => 0.082226827354378
814 => 0.081573456363742
815 => 0.080606984494147
816 => 0.08024851067648
817 => 0.078070537239356
818 => 0.077941850949654
819 => 0.079021313395323
820 => 0.078523178618682
821 => 0.077823608733885
822 => 0.075289837525414
823 => 0.072441039784275
824 => 0.072527027081176
825 => 0.073433176638866
826 => 0.076067928688766
827 => 0.075038485481197
828 => 0.074291612622605
829 => 0.074151745787107
830 => 0.075902472064424
831 => 0.078380116535323
901 => 0.079542571886898
902 => 0.078390613937781
903 => 0.077067306671656
904 => 0.07714785025333
905 => 0.077683670618044
906 => 0.077739977762283
907 => 0.076878640770221
908 => 0.077121102088176
909 => 0.076752781175074
910 => 0.074492396411237
911 => 0.074451513218617
912 => 0.073896778343943
913 => 0.073879981192403
914 => 0.072936238785483
915 => 0.072804202698972
916 => 0.070930344868963
917 => 0.072163723767239
918 => 0.071336437957574
919 => 0.070089523105415
920 => 0.069874554514912
921 => 0.069868092299499
922 => 0.071148395047608
923 => 0.072148762684199
924 => 0.071350828948425
925 => 0.071169154904085
926 => 0.073108958399579
927 => 0.072862100723076
928 => 0.072648323567285
929 => 0.078158270647997
930 => 0.073796717587081
1001 => 0.071894831503777
1002 => 0.069540886317316
1003 => 0.07030734273965
1004 => 0.070468846369423
1005 => 0.064808032526497
1006 => 0.062511441055431
1007 => 0.061723337407785
1008 => 0.061269772616415
1009 => 0.061476467787351
1010 => 0.05940926610008
1011 => 0.060798459822286
1012 => 0.059008437897318
1013 => 0.058708334896362
1014 => 0.06190911583937
1015 => 0.062354485808898
1016 => 0.060454399153286
1017 => 0.061674562382277
1018 => 0.061232114233907
1019 => 0.059039122685547
1020 => 0.058955366538954
1021 => 0.057855000467367
1022 => 0.056133140638191
1023 => 0.05534620449259
1024 => 0.054936361315468
1025 => 0.055105470598033
1026 => 0.055019963769939
1027 => 0.054461973877577
1028 => 0.05505194709741
1029 => 0.053544809314504
1030 => 0.052944654905517
1031 => 0.052673579082454
1101 => 0.051335907552511
1102 => 0.053464737821879
1103 => 0.053884144203242
1104 => 0.054304376944737
1105 => 0.057962216054374
1106 => 0.057779480749403
1107 => 0.059431318910642
1108 => 0.059367131517232
1109 => 0.058896000515642
1110 => 0.056908376317224
1111 => 0.057700607896719
1112 => 0.055262242235157
1113 => 0.057089231581548
1114 => 0.056255469940754
1115 => 0.056807335932107
1116 => 0.055815031119905
1117 => 0.056364213574239
1118 => 0.053983601015214
1119 => 0.051760618503719
1120 => 0.05265521155925
1121 => 0.053627736519736
1122 => 0.055736418428823
1123 => 0.054480504880019
1124 => 0.054932178883518
1125 => 0.053419146581111
1126 => 0.050297328764935
1127 => 0.050314997914747
1128 => 0.049834774256226
1129 => 0.049419790901462
1130 => 0.054624761658992
1201 => 0.053977441266882
1202 => 0.052946020941253
1203 => 0.054326618034122
1204 => 0.054691669818499
1205 => 0.054702062329598
1206 => 0.055709310330186
1207 => 0.056246878768659
1208 => 0.056341627535895
1209 => 0.057926554027855
1210 => 0.058457800482273
1211 => 0.060645929443212
1212 => 0.056201269842437
1213 => 0.056109735002848
1214 => 0.05434604586647
1215 => 0.053227486333357
1216 => 0.054422634594672
1217 => 0.05548137280019
1218 => 0.054378943813737
1219 => 0.054522897765821
1220 => 0.053042976923266
1221 => 0.053571978987732
1222 => 0.054027626829923
1223 => 0.053776044873207
1224 => 0.053399414507299
1225 => 0.055394568341028
1226 => 0.055281993942658
1227 => 0.057139927061016
1228 => 0.058588318788847
1229 => 0.061184095696111
1230 => 0.05847526717247
1231 => 0.058376546694451
]
'min_raw' => 0.049419790901462
'max_raw' => 0.14288714913111
'avg_raw' => 0.096153470016287
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.049419'
'max' => '$0.142887'
'avg' => '$0.096153'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.0086898833163494
'max_diff' => -0.048267351956223
'year' => 2030
]
5 => [
'items' => [
101 => 0.059341555202356
102 => 0.058457652744499
103 => 0.059016248586589
104 => 0.061094097270093
105 => 0.061137998938544
106 => 0.060402589427879
107 => 0.060357839692321
108 => 0.060499083133342
109 => 0.061326350379066
110 => 0.061037277784055
111 => 0.061371799909424
112 => 0.061790124949582
113 => 0.063520494681818
114 => 0.063937680966121
115 => 0.062924134581554
116 => 0.063015646471883
117 => 0.062636552301584
118 => 0.062270352083111
119 => 0.06309351669499
120 => 0.064597866202541
121 => 0.06458850772233
122 => 0.064937487567706
123 => 0.06515489912027
124 => 0.064221609581682
125 => 0.063614072410068
126 => 0.063847040820259
127 => 0.064219562381547
128 => 0.063726237098654
129 => 0.060681204922137
130 => 0.061604873167084
131 => 0.061451129606055
201 => 0.061232180079294
202 => 0.062160935642103
203 => 0.062071354902356
204 => 0.059388063958892
205 => 0.059559839539177
206 => 0.059398510200868
207 => 0.059919798297821
208 => 0.058429501476542
209 => 0.058887906741465
210 => 0.059175414226342
211 => 0.059344758343672
212 => 0.059956545415813
213 => 0.059884759264118
214 => 0.059952083087832
215 => 0.060859201810019
216 => 0.065447097021289
217 => 0.065696806035018
218 => 0.064467147524635
219 => 0.064958371845591
220 => 0.064015328568304
221 => 0.064648399838188
222 => 0.065081531122775
223 => 0.063124294134081
224 => 0.063008399261973
225 => 0.062061463709622
226 => 0.062570293238284
227 => 0.061760708872044
228 => 0.061959352557461
301 => 0.061403927495591
302 => 0.062403582022929
303 => 0.063521351115102
304 => 0.063803743729824
305 => 0.063060890338155
306 => 0.062523015526163
307 => 0.061578684543283
308 => 0.063149128013601
309 => 0.06360837354272
310 => 0.063146715792344
311 => 0.06303973960416
312 => 0.062837019920855
313 => 0.063082747543291
314 => 0.06360587239294
315 => 0.063359176374445
316 => 0.063522123440886
317 => 0.062901137253899
318 => 0.064221918539353
319 => 0.06631963708398
320 => 0.066326381592112
321 => 0.066079684243833
322 => 0.065978741004086
323 => 0.066231867454267
324 => 0.0663691781697
325 => 0.067187742694133
326 => 0.068066095041898
327 => 0.072164982193767
328 => 0.071014031083484
329 => 0.07465080760851
330 => 0.077527025663477
331 => 0.078389477696389
401 => 0.077596062407614
402 => 0.074881831564165
403 => 0.074748658450064
404 => 0.07880486524888
405 => 0.077658801042173
406 => 0.077522480351532
407 => 0.076072258520546
408 => 0.076929519236127
409 => 0.076742023742373
410 => 0.07644605293289
411 => 0.078081646660918
412 => 0.081143332109328
413 => 0.080666139719889
414 => 0.080309937737491
415 => 0.07874916433946
416 => 0.079689098536434
417 => 0.079354405972145
418 => 0.080792457629479
419 => 0.079940587684419
420 => 0.077650118478622
421 => 0.078014883249131
422 => 0.077959749787873
423 => 0.079094392513753
424 => 0.078753800931007
425 => 0.077893243815042
426 => 0.081132867601313
427 => 0.080922504452367
428 => 0.081220751301862
429 => 0.081352048788599
430 => 0.083323950698728
501 => 0.084131775817485
502 => 0.084315166262412
503 => 0.085082537645793
504 => 0.084296073363334
505 => 0.087442491232702
506 => 0.08953467551726
507 => 0.091964855226592
508 => 0.095516000952654
509 => 0.096851264595587
510 => 0.096610061169973
511 => 0.099302499330806
512 => 0.10414075085629
513 => 0.097588010134178
514 => 0.10448806202586
515 => 0.10230358526188
516 => 0.097124230151553
517 => 0.096790740743034
518 => 0.1002982601573
519 => 0.1080776006319
520 => 0.10612896407556
521 => 0.10808078790322
522 => 0.10580388173103
523 => 0.10569081414831
524 => 0.10797020365259
525 => 0.11329612147241
526 => 0.11076597755526
527 => 0.10713839583328
528 => 0.10981694572536
529 => 0.10749653792075
530 => 0.10226800969571
531 => 0.10612747398991
601 => 0.10354676012759
602 => 0.10429994963091
603 => 0.10972422631729
604 => 0.10907156299553
605 => 0.10991616976888
606 => 0.10842546092112
607 => 0.1070329037941
608 => 0.10443359250387
609 => 0.10366406457532
610 => 0.10387673441006
611 => 0.10366395918672
612 => 0.10220966840873
613 => 0.10189561445369
614 => 0.10137217743627
615 => 0.10153441245532
616 => 0.10055019772567
617 => 0.10240761426966
618 => 0.10275236714772
619 => 0.10410404001276
620 => 0.10424437517361
621 => 0.10800876486287
622 => 0.10593540228002
623 => 0.10732639290611
624 => 0.107201969612
625 => 0.097236482481973
626 => 0.098609638682253
627 => 0.10074583880973
628 => 0.099783483547855
629 => 0.098422938364007
630 => 0.097324225180233
701 => 0.095659562357623
702 => 0.098002543313428
703 => 0.10108331412207
704 => 0.10432250860536
705 => 0.10821418853661
706 => 0.1073456108801
707 => 0.10424975635604
708 => 0.10438863412847
709 => 0.10524712187122
710 => 0.10413530224252
711 => 0.10380740492872
712 => 0.10520207381551
713 => 0.10521167813363
714 => 0.10393239528293
715 => 0.10251070650066
716 => 0.10250474957275
717 => 0.10225177378583
718 => 0.10584888556153
719 => 0.10782693332915
720 => 0.10805371331792
721 => 0.10781166922901
722 => 0.10790482239245
723 => 0.10675383997978
724 => 0.10938464446191
725 => 0.1117989308143
726 => 0.11115185049816
727 => 0.11018178511636
728 => 0.10940908131509
729 => 0.11096982603945
730 => 0.11090032853372
731 => 0.11177784412919
801 => 0.111738034953
802 => 0.11144295946328
803 => 0.11115186103623
804 => 0.1123060333952
805 => 0.11197365029126
806 => 0.11164075090455
807 => 0.11097307022016
808 => 0.11106381911417
809 => 0.11009392122784
810 => 0.10964520208612
811 => 0.10289754282238
812 => 0.10109434778098
813 => 0.10166166964843
814 => 0.1018484467377
815 => 0.10106369394482
816 => 0.10218882786335
817 => 0.10201347693396
818 => 0.10269566482336
819 => 0.10226946344722
820 => 0.10228695490036
821 => 0.10354032227187
822 => 0.10390418015203
823 => 0.10371911909749
824 => 0.10384872951657
825 => 0.1068355469191
826 => 0.1064109169975
827 => 0.10618534081484
828 => 0.10624782695906
829 => 0.10701102284349
830 => 0.10722467602218
831 => 0.10631941249092
901 => 0.10674634000553
902 => 0.10856414317756
903 => 0.10920027140902
904 => 0.11123048736497
905 => 0.11036801554267
906 => 0.1119511198994
907 => 0.11681704297196
908 => 0.12070427901858
909 => 0.11712941610328
910 => 0.12426783006638
911 => 0.12982610928131
912 => 0.12961277326724
913 => 0.1286435587208
914 => 0.1223156056091
915 => 0.11649252881124
916 => 0.12136377981355
917 => 0.12137619763414
918 => 0.12095775285294
919 => 0.11835882825474
920 => 0.12086731591042
921 => 0.12106643055104
922 => 0.12095497930115
923 => 0.1189623899052
924 => 0.11592007418968
925 => 0.11651453539822
926 => 0.11748827498448
927 => 0.11564478280432
928 => 0.11505567535163
929 => 0.11615093818846
930 => 0.11968010325581
1001 => 0.11901293504289
1002 => 0.11899551258461
1003 => 0.12184994112284
1004 => 0.1198067863137
1005 => 0.11652203345778
1006 => 0.1156925900411
1007 => 0.11274862469189
1008 => 0.11478203204463
1009 => 0.11485521075525
1010 => 0.11374153432908
1011 => 0.11661240216195
1012 => 0.11658594660946
1013 => 0.11931140834449
1014 => 0.12452146754517
1015 => 0.12298059666809
1016 => 0.12118873148431
1017 => 0.12138355691282
1018 => 0.12352031099343
1019 => 0.12222838069894
1020 => 0.1226929678405
1021 => 0.12351960778515
1022 => 0.12401834018807
1023 => 0.12131179699509
1024 => 0.12068077230789
1025 => 0.11938991725743
1026 => 0.11905315726971
1027 => 0.12010453177374
1028 => 0.11982753173754
1029 => 0.11484906036799
1030 => 0.11432878240992
1031 => 0.1143447385921
1101 => 0.11303647492867
1102 => 0.11104105882267
1103 => 0.11628489320913
1104 => 0.11586373992048
1105 => 0.11539881928449
1106 => 0.1154557694096
1107 => 0.11773194018672
1108 => 0.11641164618661
1109 => 0.11992186417784
1110 => 0.11920026888565
1111 => 0.11846016739705
1112 => 0.11835786282729
1113 => 0.11807298689667
1114 => 0.1170960413329
1115 => 0.11591632085934
1116 => 0.11513736721705
1117 => 0.10620813511953
1118 => 0.10786534865787
1119 => 0.10977182177397
1120 => 0.11042992865394
1121 => 0.10930419129615
1122 => 0.11714049230524
1123 => 0.11857226001208
1124 => 0.11423534223617
1125 => 0.11342408199549
1126 => 0.11719367839156
1127 => 0.11492015095031
1128 => 0.11594392021789
1129 => 0.11373109103323
1130 => 0.11822738909855
1201 => 0.11819313484065
1202 => 0.11644397333974
1203 => 0.11792235266257
1204 => 0.1176654478741
1205 => 0.11569064884757
1206 => 0.11828999375008
1207 => 0.11829128299272
1208 => 0.11660775307815
1209 => 0.11464175871001
1210 => 0.1142902853517
1211 => 0.11402549739002
1212 => 0.11587879861112
1213 => 0.11754046269083
1214 => 0.12063240758173
1215 => 0.12140979599009
1216 => 0.12444399470163
1217 => 0.12263727710137
1218 => 0.12343817161266
1219 => 0.12430765589811
1220 => 0.12472451863878
1221 => 0.12404526317294
1222 => 0.12875862269798
1223 => 0.1291565746555
1224 => 0.12929000450458
1225 => 0.12770068619216
1226 => 0.12911237283817
1227 => 0.12845189140665
1228 => 0.13017028060444
1229 => 0.13043974597215
1230 => 0.13021151839221
1231 => 0.13029705095314
]
'min_raw' => 0.058429501476542
'max_raw' => 0.13043974597215
'avg_raw' => 0.094434623724348
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.058429'
'max' => '$0.130439'
'avg' => '$0.094434'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.0090097105750798
'max_diff' => -0.012447403158958
'year' => 2031
]
6 => [
'items' => [
101 => 0.12627503009212
102 => 0.12606646709263
103 => 0.12322269579557
104 => 0.12438155361922
105 => 0.12221512446341
106 => 0.12290212146541
107 => 0.12320494319794
108 => 0.12304676630985
109 => 0.12444707370183
110 => 0.12325652635475
111 => 0.12011447616168
112 => 0.11697156991915
113 => 0.11693211329143
114 => 0.11610464155467
115 => 0.11550653104801
116 => 0.1156217483507
117 => 0.11602778915342
118 => 0.11548293121841
119 => 0.11559920428385
120 => 0.11753011189343
121 => 0.11791734164392
122 => 0.1166013836513
123 => 0.11131762241908
124 => 0.11002097415939
125 => 0.1109529792148
126 => 0.11050754082713
127 => 0.089188210207429
128 => 0.094196870702426
129 => 0.091220894714338
130 => 0.09259236136772
131 => 0.089554660509128
201 => 0.091004410578391
202 => 0.090736694676994
203 => 0.098790472535911
204 => 0.098664723872253
205 => 0.098724913103075
206 => 0.095851924293745
207 => 0.10042867347715
208 => 0.10268334469948
209 => 0.10226606506236
210 => 0.10237108535708
211 => 0.1005664887448
212 => 0.098742385542934
213 => 0.096719174364594
214 => 0.10047805065749
215 => 0.10006012777988
216 => 0.10101869249722
217 => 0.10345659246319
218 => 0.10381558249386
219 => 0.10429806873559
220 => 0.10412513176364
221 => 0.10824519204581
222 => 0.10774622556061
223 => 0.10894859122749
224 => 0.10647523382701
225 => 0.10367639515511
226 => 0.10420836288571
227 => 0.10415713011544
228 => 0.10350487814766
229 => 0.1029160542353
301 => 0.10193582832133
302 => 0.10503740815927
303 => 0.104911489682
304 => 0.10694996346479
305 => 0.106589643423
306 => 0.10418333799868
307 => 0.10426927966766
308 => 0.10484727869372
309 => 0.1068477399224
310 => 0.10744161301685
311 => 0.10716650733775
312 => 0.10781766207448
313 => 0.10833230822868
314 => 0.10788229370782
315 => 0.11425355032659
316 => 0.11160776037601
317 => 0.11289729998863
318 => 0.11320484758784
319 => 0.11241707087951
320 => 0.11258791143938
321 => 0.11284668833631
322 => 0.11441793098077
323 => 0.11854132632256
324 => 0.12036755005054
325 => 0.12586183424045
326 => 0.12021590759219
327 => 0.11988090167005
328 => 0.12087058816414
329 => 0.12409631461267
330 => 0.12671046292212
331 => 0.12757772673019
401 => 0.1276923499594
402 => 0.12931939451796
403 => 0.13025198611634
404 => 0.12912182851303
405 => 0.12816413827666
406 => 0.12473381072285
407 => 0.12513088047767
408 => 0.12786629733329
409 => 0.13173023475709
410 => 0.13504589504089
411 => 0.13388486637193
412 => 0.14274269555757
413 => 0.14362091314034
414 => 0.14349957186657
415 => 0.14550028221642
416 => 0.14152927960955
417 => 0.13983159906056
418 => 0.12837120177601
419 => 0.13159110594944
420 => 0.13627142576386
421 => 0.13565196788612
422 => 0.13225299453158
423 => 0.1350433166148
424 => 0.13412074887265
425 => 0.13339308141704
426 => 0.13672666709646
427 => 0.13306125270579
428 => 0.13623486045142
429 => 0.13216467569088
430 => 0.13389016985309
501 => 0.13291069591386
502 => 0.13354453559235
503 => 0.12983912178335
504 => 0.13183847313085
505 => 0.12975594219404
506 => 0.12975495480322
507 => 0.12970898281737
508 => 0.13215907122917
509 => 0.13223896852432
510 => 0.13042834948612
511 => 0.13016741099553
512 => 0.13113223735864
513 => 0.13000267837586
514 => 0.13053119191454
515 => 0.13001868651254
516 => 0.12990331075154
517 => 0.12898397705828
518 => 0.12858790282561
519 => 0.12874321373782
520 => 0.1282130575262
521 => 0.12789361923212
522 => 0.12964543850053
523 => 0.12870951213361
524 => 0.12950199436172
525 => 0.12859886084355
526 => 0.12546820659302
527 => 0.12366773422748
528 => 0.11775421856003
529 => 0.11943128426762
530 => 0.12054318056681
531 => 0.12017569884656
601 => 0.1209651917782
602 => 0.12101366023221
603 => 0.1207569880322
604 => 0.12045979450634
605 => 0.12031513713379
606 => 0.12139329467325
607 => 0.12201920141403
608 => 0.12065477423568
609 => 0.12033510803816
610 => 0.12171461924756
611 => 0.12255612028837
612 => 0.12876929117515
613 => 0.12830899940758
614 => 0.12946424141648
615 => 0.12933417889491
616 => 0.13054505656473
617 => 0.13252432979979
618 => 0.12849991389941
619 => 0.12919841334588
620 => 0.12902715741231
621 => 0.13089688478929
622 => 0.13090272187407
623 => 0.12978172691177
624 => 0.1303894364669
625 => 0.13005022966486
626 => 0.13066322220269
627 => 0.1283028519304
628 => 0.13117752813583
629 => 0.13280728430426
630 => 0.13282991347024
701 => 0.13360240495954
702 => 0.13438730105235
703 => 0.13589384075246
704 => 0.13434528447779
705 => 0.13155958248857
706 => 0.13176070117443
707 => 0.1301274451174
708 => 0.13015490044679
709 => 0.13000834174679
710 => 0.13044817543791
711 => 0.1283993706916
712 => 0.12888022107047
713 => 0.1282070277242
714 => 0.12919694995502
715 => 0.12813195727467
716 => 0.12902707482752
717 => 0.12941337788971
718 => 0.13083884450572
719 => 0.12792141469647
720 => 0.12197257782277
721 => 0.1232230954563
722 => 0.12137348165027
723 => 0.12154467045
724 => 0.12189049906994
725 => 0.12076955536463
726 => 0.12098339609861
727 => 0.12097575620282
728 => 0.12090991970829
729 => 0.12061831895764
730 => 0.12019544017775
731 => 0.12188005908161
801 => 0.12216630866033
802 => 0.12280260601501
803 => 0.1246957953379
804 => 0.12450662108006
805 => 0.12481517214336
806 => 0.12414160690463
807 => 0.12157591520959
808 => 0.12171524461255
809 => 0.11997780472509
810 => 0.12275817577079
811 => 0.12209974720806
812 => 0.12167525403034
813 => 0.1215594271339
814 => 0.12345730930694
815 => 0.12402518539877
816 => 0.12367132312709
817 => 0.12294554128405
818 => 0.12433925698082
819 => 0.12471215650513
820 => 0.12479563495661
821 => 0.1272650319528
822 => 0.12493364681712
823 => 0.12549483439125
824 => 0.12987305964658
825 => 0.12590261349379
826 => 0.12800584737244
827 => 0.12790290501878
828 => 0.12897884830154
829 => 0.12781464626516
830 => 0.12782907794468
831 => 0.12878444268907
901 => 0.12744280520652
902 => 0.12711059689835
903 => 0.12665165349994
904 => 0.12765373962027
905 => 0.12825444492895
906 => 0.13309568854748
907 => 0.13622335271259
908 => 0.13608757256255
909 => 0.13732834896408
910 => 0.13676936783098
911 => 0.13496427030044
912 => 0.13804535167688
913 => 0.13707036861145
914 => 0.13715074503076
915 => 0.13714775341642
916 => 0.13779603192043
917 => 0.13733666718649
918 => 0.13643121214306
919 => 0.13703229545671
920 => 0.13881729800701
921 => 0.14435800069371
922 => 0.14745865132174
923 => 0.14417133763261
924 => 0.14643888259649
925 => 0.14507916362705
926 => 0.14483206224216
927 => 0.14625624804973
928 => 0.14768292670603
929 => 0.14759205344332
930 => 0.14655635799961
1001 => 0.14597131992326
1002 => 0.15040142423954
1003 => 0.15366544963491
1004 => 0.15344286498525
1005 => 0.15442528124045
1006 => 0.1573096857507
1007 => 0.15757339955058
1008 => 0.15754017767319
1009 => 0.15688653550449
1010 => 0.15972660633208
1011 => 0.16209584338276
1012 => 0.15673523622797
1013 => 0.15877648525701
1014 => 0.15969286771109
1015 => 0.16103838903209
1016 => 0.16330850903618
1017 => 0.16577446148021
1018 => 0.16612317419359
1019 => 0.165875745836
1020 => 0.16424938391081
1021 => 0.1669476585
1022 => 0.16852824447202
1023 => 0.16946944724729
1024 => 0.17185618088417
1025 => 0.15969852697715
1026 => 0.15109273526715
1027 => 0.1497488166225
1028 => 0.15248172803339
1029 => 0.15320237497789
1030 => 0.15291188309818
1031 => 0.14322528212422
1101 => 0.14969781867306
1102 => 0.15666172377327
1103 => 0.15692923572957
1104 => 0.16041551223113
1105 => 0.16155078676734
1106 => 0.1643576963078
1107 => 0.1641821233518
1108 => 0.16486556115722
1109 => 0.16470845064125
1110 => 0.16990765950041
1111 => 0.17564315896206
1112 => 0.17544455685347
1113 => 0.17462001094651
1114 => 0.17584460222432
1115 => 0.18176425232221
1116 => 0.18121926580166
1117 => 0.18174867378454
1118 => 0.18872827486681
1119 => 0.19780274911045
1120 => 0.19358674476196
1121 => 0.20273426107561
1122 => 0.20849213770605
1123 => 0.21844978996283
1124 => 0.21720304285781
1125 => 0.22107948380875
1126 => 0.21497110533585
1127 => 0.20094503365511
1128 => 0.19872535412198
1129 => 0.20316920875854
1130 => 0.2140939917575
1201 => 0.2028251484639
1202 => 0.20510482078562
1203 => 0.2044482750036
1204 => 0.20441329046902
1205 => 0.2057485078617
1206 => 0.20381170539336
1207 => 0.19592082371325
1208 => 0.19953716828599
1209 => 0.19814072397532
1210 => 0.19969018304982
1211 => 0.20805197462938
1212 => 0.20435502725184
1213 => 0.20046059350523
1214 => 0.20534507766752
1215 => 0.21156470449697
1216 => 0.21117549142773
1217 => 0.21042025539495
1218 => 0.21467748136883
1219 => 0.22170917142749
1220 => 0.22360980899473
1221 => 0.22501282079004
1222 => 0.22520627241254
1223 => 0.22719894435375
1224 => 0.21648384510787
1225 => 0.23348898279435
1226 => 0.23642530031535
1227 => 0.23587339431929
1228 => 0.23913698766476
1229 => 0.23817675571315
1230 => 0.23678553027105
1231 => 0.24195901990983
]
'min_raw' => 0.089188210207429
'max_raw' => 0.24195901990983
'avg_raw' => 0.16557361505863
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.089188'
'max' => '$0.241959'
'avg' => '$0.165573'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.030758708730887
'max_diff' => 0.11151927393768
'year' => 2032
]
7 => [
'items' => [
101 => 0.23602803151806
102 => 0.22760974018661
103 => 0.22299129906725
104 => 0.22907323489224
105 => 0.23278726087025
106 => 0.23524199578529
107 => 0.23598479708739
108 => 0.21731562776035
109 => 0.20725398093268
110 => 0.2137033811922
111 => 0.22157209462265
112 => 0.21644013400746
113 => 0.21664129714749
114 => 0.20932446996576
115 => 0.22221947147365
116 => 0.22034077821798
117 => 0.23008744215172
118 => 0.22776132258207
119 => 0.23570934865672
120 => 0.23361636702391
121 => 0.2423042167647
122 => 0.24577003524045
123 => 0.25158968387279
124 => 0.25587064109698
125 => 0.25838450106068
126 => 0.25823357833771
127 => 0.26819474391397
128 => 0.26232099259027
129 => 0.25494217659081
130 => 0.25480871708924
131 => 0.258630310454
201 => 0.26663932174358
202 => 0.2687159418446
203 => 0.26987648918334
204 => 0.26809907053511
205 => 0.26172353444878
206 => 0.25897061029141
207 => 0.26131618143338
208 => 0.25844774948397
209 => 0.26339946776851
210 => 0.27019923460313
211 => 0.26879510964098
212 => 0.27348888887129
213 => 0.27834645657469
214 => 0.28529299655756
215 => 0.28710907933872
216 => 0.29011099511652
217 => 0.29320095252985
218 => 0.29419336357432
219 => 0.29608818418528
220 => 0.29607819754535
221 => 0.30178836699262
222 => 0.30808686072218
223 => 0.31046439629463
224 => 0.31593140824539
225 => 0.30656934186666
226 => 0.31367057675859
227 => 0.32007606838656
228 => 0.31243917720028
301 => 0.32296485253313
302 => 0.32337354065461
303 => 0.32954424607209
304 => 0.32328905396736
305 => 0.31957474086285
306 => 0.33029782362208
307 => 0.33548638559532
308 => 0.33392354850306
309 => 0.32203028106418
310 => 0.31510788928851
311 => 0.29699065478193
312 => 0.31845130166126
313 => 0.32890415674053
314 => 0.32200321069475
315 => 0.32548364647618
316 => 0.34447177556459
317 => 0.35170122573114
318 => 0.35019755063417
319 => 0.35045164697295
320 => 0.35435252705902
321 => 0.37165117761456
322 => 0.3612854252221
323 => 0.3692096545288
324 => 0.37341263718014
325 => 0.37731660170147
326 => 0.36772969869774
327 => 0.35525727874946
328 => 0.35130673979526
329 => 0.32131704761327
330 => 0.31975595389657
331 => 0.3188796646874
401 => 0.31335478517717
402 => 0.309013743274
403 => 0.30556158558004
404 => 0.29650209288954
405 => 0.29955940572838
406 => 0.2851204652428
407 => 0.29435798768084
408 => 0.27131309002544
409 => 0.29050556557569
410 => 0.28005997370847
411 => 0.28707390771402
412 => 0.28704943675903
413 => 0.27413456048502
414 => 0.26668552937676
415 => 0.27143234191957
416 => 0.27652130176791
417 => 0.27734696838199
418 => 0.2839449376608
419 => 0.28578628906364
420 => 0.28020690834855
421 => 0.27083553574371
422 => 0.27301229186156
423 => 0.26664141748351
424 => 0.25547670518811
425 => 0.26349539647584
426 => 0.26623333023844
427 => 0.26744255776465
428 => 0.25646334549799
429 => 0.25301343863351
430 => 0.25117673716639
501 => 0.26941825731113
502 => 0.27041756896256
503 => 0.26530494926541
504 => 0.28841447509505
505 => 0.28318407766627
506 => 0.2890277130727
507 => 0.27281477405955
508 => 0.27343413016347
509 => 0.26575866501077
510 => 0.27005641262151
511 => 0.26701890313311
512 => 0.26970919708574
513 => 0.27132174818844
514 => 0.27899595387283
515 => 0.29059319267736
516 => 0.27784968345579
517 => 0.27229715399754
518 => 0.27574191204483
519 => 0.28491575666966
520 => 0.29881460087676
521 => 0.29058620536585
522 => 0.29423782756637
523 => 0.29503554456782
524 => 0.28896823034984
525 => 0.2990383114063
526 => 0.30443494965365
527 => 0.30997078381849
528 => 0.31477739351327
529 => 0.30775964991745
530 => 0.31526964151901
531 => 0.30921791398013
601 => 0.30378888876166
602 => 0.30379712235191
603 => 0.30039141552697
604 => 0.29379242940695
605 => 0.29257547511981
606 => 0.29890622500591
607 => 0.30398288689031
608 => 0.30440102507868
609 => 0.30721172594619
610 => 0.30887506976706
611 => 0.32517810041788
612 => 0.33173531421138
613 => 0.33975335111637
614 => 0.34287682836266
615 => 0.35227737504543
616 => 0.34468567012402
617 => 0.34304315701021
618 => 0.32024050565319
619 => 0.32397443853548
620 => 0.32995282535095
621 => 0.3203390870498
622 => 0.32643679122436
623 => 0.32764060719545
624 => 0.32001241590107
625 => 0.32408696246609
626 => 0.31326617480827
627 => 0.2908290562785
628 => 0.29906329033321
629 => 0.3051264582107
630 => 0.29647357006632
701 => 0.3119835371521
702 => 0.3029229345713
703 => 0.30005115853881
704 => 0.28884733637399
705 => 0.29413510916112
706 => 0.30128689756933
707 => 0.2968679238177
708 => 0.30603795786458
709 => 0.31902517163371
710 => 0.32828063356754
711 => 0.3289911530093
712 => 0.32304051105363
713 => 0.33257645276407
714 => 0.33264591168881
715 => 0.32188933048396
716 => 0.31530098438889
717 => 0.31380409829409
718 => 0.31754361324071
719 => 0.32208407473844
720 => 0.32924311702242
721 => 0.33356917633892
722 => 0.3448492446718
723 => 0.34790130773777
724 => 0.35125459971957
725 => 0.35573563192421
726 => 0.36111625999895
727 => 0.34934375209074
728 => 0.34981149577664
729 => 0.33884909941399
730 => 0.32713420673383
731 => 0.33602434999608
801 => 0.34764702970528
802 => 0.34498077413807
803 => 0.3446807659201
804 => 0.34518529652738
805 => 0.34317502690147
806 => 0.33408265188755
807 => 0.32951651807684
808 => 0.33540799563763
809 => 0.33853905376169
810 => 0.34339505185515
811 => 0.34279644759245
812 => 0.35530497718506
813 => 0.36016541354645
814 => 0.35892190593541
815 => 0.35915074126252
816 => 0.36795032913012
817 => 0.37773728061216
818 => 0.38690405217708
819 => 0.39622888593492
820 => 0.38498743488539
821 => 0.37927971931875
822 => 0.38516862484474
823 => 0.3820438886803
824 => 0.39999954953811
825 => 0.40124276053806
826 => 0.41919712299721
827 => 0.43623795093665
828 => 0.42553491222603
829 => 0.4356273956547
830 => 0.44654323933505
831 => 0.46760167282625
901 => 0.46050993327103
902 => 0.45507777191347
903 => 0.44994440567858
904 => 0.46062612591444
905 => 0.47436798835323
906 => 0.47732785390462
907 => 0.48212396685354
908 => 0.47708144052854
909 => 0.48315460807095
910 => 0.5045955581807
911 => 0.49880202419654
912 => 0.49057427458198
913 => 0.50749984548289
914 => 0.51362514379543
915 => 0.55661569519652
916 => 0.61089304219149
917 => 0.5884218641313
918 => 0.57447327876895
919 => 0.57775152719397
920 => 0.59757177691239
921 => 0.60393741205866
922 => 0.58663342136507
923 => 0.59274548341299
924 => 0.62642354622175
925 => 0.64449074639702
926 => 0.61995306181028
927 => 0.55225456321415
928 => 0.48983345575095
929 => 0.50639034430929
930 => 0.50451330696684
1001 => 0.54069618403095
1002 => 0.49866385032707
1003 => 0.49937156702871
1004 => 0.53630266767217
1005 => 0.52645008317985
1006 => 0.51049015812597
1007 => 0.48994998086615
1008 => 0.45197956346494
1009 => 0.41834810588926
1010 => 0.48430713905728
1011 => 0.48146286560835
1012 => 0.4773439361566
1013 => 0.48651016793676
1014 => 0.5310187875809
1015 => 0.52999271983776
1016 => 0.52346540036027
1017 => 0.52841631465479
1018 => 0.50962223891282
1019 => 0.51446590016468
1020 => 0.4898235679286
1021 => 0.50096293125401
1022 => 0.51045591529477
1023 => 0.51236177238698
1024 => 0.51665576573122
1025 => 0.47996406274555
1026 => 0.49643756017431
1027 => 0.50611419655574
1028 => 0.46239480134541
1029 => 0.50525000468101
1030 => 0.47932534182825
1031 => 0.47052612188065
1101 => 0.48237311233101
1102 => 0.47775632863093
1103 => 0.47378708911223
1104 => 0.47157218526061
1105 => 0.48027130754273
1106 => 0.47986548309057
1107 => 0.46563203061014
1108 => 0.44706507207917
1109 => 0.4532967528018
1110 => 0.45103272477295
1111 => 0.44282759513097
1112 => 0.44835686181853
1113 => 0.42400876962432
1114 => 0.38211914250789
1115 => 0.40979271329499
1116 => 0.40872731092274
1117 => 0.4081900867345
1118 => 0.42898601033968
1119 => 0.42698696212863
1120 => 0.42335867005084
1121 => 0.44276095870162
1122 => 0.43567886234647
1123 => 0.45750421456127
1124 => 0.47187980310521
1125 => 0.46823368884889
1126 => 0.48175399935772
1127 => 0.45344031813943
1128 => 0.46284498729242
1129 => 0.46478327657054
1130 => 0.44252153747141
1201 => 0.4273140311386
1202 => 0.42629986384447
1203 => 0.39993214358685
1204 => 0.41401756691567
1205 => 0.42641215655061
1206 => 0.42047610997448
1207 => 0.41859693496283
1208 => 0.42819723255404
1209 => 0.42894325789786
1210 => 0.41193380099843
1211 => 0.41547060570726
1212 => 0.43021966928798
1213 => 0.41509896714723
1214 => 0.38572191284042
1215 => 0.37843599720277
1216 => 0.37746392175064
1217 => 0.3577039406881
1218 => 0.37892287692464
1219 => 0.36966024262526
1220 => 0.39892079339362
1221 => 0.38220732372221
1222 => 0.38148683944946
1223 => 0.38039772179915
1224 => 0.36338948982408
1225 => 0.36711321169709
1226 => 0.37949143034182
1227 => 0.38390811820488
1228 => 0.38344742147591
1229 => 0.37943077031755
1230 => 0.38126957264926
1231 => 0.37534614965761
]
'min_raw' => 0.20725398093268
'max_raw' => 0.64449074639702
'avg_raw' => 0.42587236366485
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.207253'
'max' => '$0.64449'
'avg' => '$0.425872'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.11806577072525
'max_diff' => 0.40253172648719
'year' => 2033
]
8 => [
'items' => [
101 => 0.37325446571388
102 => 0.36665253582444
103 => 0.35694952271665
104 => 0.35829878620132
105 => 0.3390745783033
106 => 0.32860020953452
107 => 0.32570104230928
108 => 0.32182415473116
109 => 0.32613894707723
110 => 0.33902011853772
111 => 0.3234826928634
112 => 0.29684486636848
113 => 0.29844584512947
114 => 0.30204276907056
115 => 0.29533992510237
116 => 0.28899624581354
117 => 0.29451156027621
118 => 0.28322476203005
119 => 0.30340672471529
120 => 0.30286085918396
121 => 0.31038344682881
122 => 0.31508747526218
123 => 0.30424621267056
124 => 0.30151966444666
125 => 0.3030728302297
126 => 0.27740245955554
127 => 0.30828562988386
128 => 0.30855270882331
129 => 0.3062658167954
130 => 0.32271015158432
131 => 0.35741282710558
201 => 0.34435628466259
202 => 0.33930039679259
203 => 0.32968915025587
204 => 0.34249556560669
205 => 0.34151223271895
206 => 0.33706522848265
207 => 0.33437566644504
208 => 0.33933126696581
209 => 0.33376161269932
210 => 0.33276114974919
211 => 0.32669943278585
212 => 0.32453567562048
213 => 0.3229337159569
214 => 0.32117011577261
215 => 0.32506017831738
216 => 0.31624478481057
217 => 0.30561428442504
218 => 0.30473047334159
219 => 0.30717075344846
220 => 0.30609111115866
221 => 0.30472530442968
222 => 0.30211760742872
223 => 0.30134395943317
224 => 0.30385794009807
225 => 0.30101980250158
226 => 0.30520762912656
227 => 0.30406877200758
228 => 0.29770720871823
301 => 0.28977834550731
302 => 0.28970776199338
303 => 0.28799950142053
304 => 0.28582377474231
305 => 0.28521853735431
306 => 0.29404707587563
307 => 0.31232188639884
308 => 0.30873410381398
309 => 0.31132664442229
310 => 0.32407937828342
311 => 0.32813308888979
312 => 0.32525586111879
313 => 0.32131733428616
314 => 0.32149060947843
315 => 0.33494974793867
316 => 0.33578917789512
317 => 0.33791014658471
318 => 0.3406361907365
319 => 0.32572011822559
320 => 0.32078806380455
321 => 0.3184509827999
322 => 0.31125367786976
323 => 0.31901535418663
324 => 0.31449295778491
325 => 0.31510318356656
326 => 0.31470577322572
327 => 0.31492278614459
328 => 0.30340108344541
329 => 0.30759898634613
330 => 0.30061915857703
331 => 0.29127395271665
401 => 0.29124262430976
402 => 0.29352985020474
403 => 0.29216931874325
404 => 0.28850816356283
405 => 0.28902821337604
406 => 0.28447202979016
407 => 0.28958141655573
408 => 0.28972793548591
409 => 0.28776054327098
410 => 0.29563225854285
411 => 0.29885730671244
412 => 0.29756232701095
413 => 0.29876644748443
414 => 0.30888319237825
415 => 0.31053266322046
416 => 0.31126524921065
417 => 0.31028368103285
418 => 0.29895136300952
419 => 0.29945399950259
420 => 0.29576598642099
421 => 0.29265000400028
422 => 0.29277462695593
423 => 0.29437664696954
424 => 0.30137276232619
425 => 0.31609567465074
426 => 0.31665439841115
427 => 0.31733158790789
428 => 0.31457711789649
429 => 0.31374634338432
430 => 0.31484234940696
501 => 0.32037150118211
502 => 0.33459398069785
503 => 0.32956680654952
504 => 0.3254796357143
505 => 0.32906518643014
506 => 0.32851321900191
507 => 0.32385405842729
508 => 0.32372329130777
509 => 0.31478087254133
510 => 0.3114750639324
511 => 0.30871248282329
512 => 0.30569581637115
513 => 0.30390743537874
514 => 0.3066552013877
515 => 0.30728364798456
516 => 0.30127560958324
517 => 0.30045673614961
518 => 0.30536303000064
519 => 0.30320395300187
520 => 0.30542461723764
521 => 0.30593983038884
522 => 0.30585686920513
523 => 0.30360254485
524 => 0.30503938396904
525 => 0.30164083111016
526 => 0.29794541532226
527 => 0.29558797028212
528 => 0.29353078681489
529 => 0.29467223176671
530 => 0.29060318893307
531 => 0.28930142023693
601 => 0.30455261520542
602 => 0.31581883690661
603 => 0.31565502158116
604 => 0.31465783791737
605 => 0.3131762252643
606 => 0.32026311198814
607 => 0.31779418236033
608 => 0.31959053495054
609 => 0.32004778207743
610 => 0.3214317314165
611 => 0.32192637435075
612 => 0.32043121985183
613 => 0.31541329873573
614 => 0.30290911640402
615 => 0.29708838577422
616 => 0.29516744771445
617 => 0.29523727016454
618 => 0.29331125528986
619 => 0.29387855298839
620 => 0.29311397230158
621 => 0.29166604145269
622 => 0.29458282611695
623 => 0.29491895837778
624 => 0.29423814598416
625 => 0.29439850194863
626 => 0.28876166610823
627 => 0.28919022249462
628 => 0.28680396607693
629 => 0.28635657176537
630 => 0.28032432333658
701 => 0.26963732085659
702 => 0.27555895764294
703 => 0.26840645311317
704 => 0.26569769126962
705 => 0.2785205485381
706 => 0.27723348931904
707 => 0.27503060340721
708 => 0.27177207602196
709 => 0.27056345651785
710 => 0.26322026701334
711 => 0.26278639220302
712 => 0.26642587520425
713 => 0.26474637902614
714 => 0.26238773031714
715 => 0.25384494378553
716 => 0.24424002330457
717 => 0.24452993547951
718 => 0.24758508197861
719 => 0.25646833246736
720 => 0.25299749281961
721 => 0.25047935883187
722 => 0.2500077880308
723 => 0.25591048390658
724 => 0.26426403522383
725 => 0.2681833346017
726 => 0.26429942794912
727 => 0.25983780511101
728 => 0.26010936342
729 => 0.26191591918942
730 => 0.26210576265746
731 => 0.25920170485209
801 => 0.26001918011369
802 => 0.25877736043982
803 => 0.25115631539352
804 => 0.25101847485523
805 => 0.24914814749491
806 => 0.24909151472575
807 => 0.24590962131083
808 => 0.2454644524267
809 => 0.23914660992424
810 => 0.24330503299155
811 => 0.24051578112501
812 => 0.23631172064414
813 => 0.23558693903263
814 => 0.23556515122219
815 => 0.23988178132532
816 => 0.24325459065553
817 => 0.24056430135541
818 => 0.23995177463084
819 => 0.24649195754865
820 => 0.24565965965727
821 => 0.24493889505108
822 => 0.26351606632592
823 => 0.24881078566713
824 => 0.24239844395183
825 => 0.23446195340847
826 => 0.23704611474865
827 => 0.23759063551225
828 => 0.21850480641542
829 => 0.21076168792783
830 => 0.20810454145615
831 => 0.20657531609516
901 => 0.20727220329497
902 => 0.20030248847892
903 => 0.20498625210375
904 => 0.19895106820838
905 => 0.19793924998813
906 => 0.20873090640887
907 => 0.21023250235588
908 => 0.20382622753667
909 => 0.20794009305228
910 => 0.20644834822931
911 => 0.19905452411424
912 => 0.19877213441833
913 => 0.19506217338287
914 => 0.18925680275239
915 => 0.18660359259537
916 => 0.18522177770936
917 => 0.18579194146237
918 => 0.18550364922155
919 => 0.18362234734184
920 => 0.18561148324312
921 => 0.18053006298306
922 => 0.17850660049171
923 => 0.17759264942835
924 => 0.1730825964719
925 => 0.18026009635526
926 => 0.18167415425204
927 => 0.1830909982797
928 => 0.19542365822002
929 => 0.19480755338114
930 => 0.20037684106941
1001 => 0.20016042879111
1002 => 0.19857197772593
1003 => 0.19187056396948
1004 => 0.19454162805159
1005 => 0.18632050798238
1006 => 0.19248033012005
1007 => 0.18966924453674
1008 => 0.19152989925664
1009 => 0.18818427430179
1010 => 0.19003588128927
1011 => 0.18200947983746
1012 => 0.17451453909627
1013 => 0.17753072204148
1014 => 0.18080965784529
1015 => 0.18791922612525
1016 => 0.18368482591037
1017 => 0.18520767634804
1018 => 0.18010638230393
1019 => 0.16958095557833
1020 => 0.16964052835054
1021 => 0.16802142075769
1022 => 0.1666222754039
1023 => 0.18417119771236
1024 => 0.1819887118159
1025 => 0.17851120617657
1026 => 0.18316598566539
1027 => 0.18439678324352
1028 => 0.18443182232027
1029 => 0.18782782927806
1030 => 0.18964027880021
1031 => 0.18995973088409
1101 => 0.19530342120776
1102 => 0.19709455571928
1103 => 0.20447198528137
1104 => 0.18948650512113
1105 => 0.1891778890187
1106 => 0.18323148795856
1107 => 0.17946018639733
1108 => 0.18348971220294
1109 => 0.18705932198159
1110 => 0.18334240568463
1111 => 0.18382775648463
1112 => 0.17883810003918
1113 => 0.18062166743327
1114 => 0.18215791594553
1115 => 0.18130968981357
1116 => 0.18003985423942
1117 => 0.18676665468703
1118 => 0.18638710224324
1119 => 0.19265125346852
1120 => 0.19753460730239
1121 => 0.20628645037659
1122 => 0.19715344588476
1123 => 0.19682060290068
1124 => 0.20007419645982
1125 => 0.19709405761106
1126 => 0.19897740249258
1127 => 0.20598301439978
1128 => 0.20613103194008
1129 => 0.20365154743022
1130 => 0.20350067057246
1201 => 0.20397688269516
1202 => 0.20676607197207
1203 => 0.20579144353559
1204 => 0.20691930823686
1205 => 0.20832972031628
1206 => 0.21416378267907
1207 => 0.21557035536361
1208 => 0.21215311296449
1209 => 0.21246165169189
1210 => 0.21118350922922
1211 => 0.20994883962536
1212 => 0.21272419658583
1213 => 0.21779621598086
1214 => 0.21776466321144
1215 => 0.21894127312512
1216 => 0.21967429135378
1217 => 0.21652764051423
1218 => 0.21447928652325
1219 => 0.21526475578354
1220 => 0.21652073823605
1221 => 0.21485745760191
1222 => 0.20459091902142
1223 => 0.20770513099772
1224 => 0.20718677384767
1225 => 0.20644857023163
1226 => 0.20957993445529
1227 => 0.2092779067369
1228 => 0.20023100397962
1229 => 0.20081015734154
1230 => 0.20026622421378
1231 => 0.20202378342783
]
'min_raw' => 0.1666222754039
'max_raw' => 0.37325446571388
'avg_raw' => 0.26993837055889
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.166622'
'max' => '$0.373254'
'avg' => '$0.269938'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.040631705528783
'max_diff' => -0.27123628068315
'year' => 2034
]
9 => [
'items' => [
101 => 0.19699914364568
102 => 0.1985446890012
103 => 0.1995140405596
104 => 0.2000849960744
105 => 0.20214767890174
106 => 0.20190564687935
107 => 0.2021326338514
108 => 0.20519104795626
109 => 0.22065945697767
110 => 0.22150136835159
111 => 0.21735548883181
112 => 0.2190116859261
113 => 0.21583214967555
114 => 0.21796659366159
115 => 0.21942692602784
116 => 0.21282796487053
117 => 0.2124372172177
118 => 0.20924455789002
119 => 0.21096011217125
120 => 0.20823054195709
121 => 0.20890028301133
122 => 0.2070276286367
123 => 0.21039803366927
124 => 0.21416667020368
125 => 0.21511877662023
126 => 0.21261419454586
127 => 0.210800712064
128 => 0.20761683422414
129 => 0.21291169402918
130 => 0.2144600723941
131 => 0.21290356105679
201 => 0.2125428833695
202 => 0.21185939980379
203 => 0.21268788763899
204 => 0.214451639593
205 => 0.21361988674287
206 => 0.21416927415398
207 => 0.21207557586868
208 => 0.21652868218659
209 => 0.22360128671784
210 => 0.22362402629789
211 => 0.22279226896431
212 => 0.22245193178387
213 => 0.22330536528338
214 => 0.22376831794719
215 => 0.22652816539166
216 => 0.22948959165676
217 => 0.24330927586445
218 => 0.23942876383929
219 => 0.25169040980504
220 => 0.26138777978849
221 => 0.26429559703194
222 => 0.26162054199134
223 => 0.25246932320111
224 => 0.25202032074907
225 => 0.26569610516659
226 => 0.26183206967803
227 => 0.26137245495193
228 => 0.2564829307975
301 => 0.25937324515212
302 => 0.25874109100441
303 => 0.25774320475621
304 => 0.26325772320377
305 => 0.27358040945313
306 => 0.27197152199563
307 => 0.27077056214275
308 => 0.26550830566157
309 => 0.26867735943077
310 => 0.26754892008279
311 => 0.27239741164705
312 => 0.26952527265162
313 => 0.26180279580882
314 => 0.26303262569965
315 => 0.26284673938573
316 => 0.26667226655426
317 => 0.26552393825369
318 => 0.26262250985503
319 => 0.27354512763375
320 => 0.27283587359
321 => 0.273841433666
322 => 0.27428411230943
323 => 0.28093251727322
324 => 0.28365615606166
325 => 0.28427446975064
326 => 0.28686171594587
327 => 0.28421009670838
328 => 0.29481846423084
329 => 0.30187240961786
330 => 0.31006593017761
331 => 0.3220388659261
401 => 0.32654080052338
402 => 0.32572756633364
403 => 0.33480530957292
404 => 0.35111781238701
405 => 0.32902478954467
406 => 0.3522887962437
407 => 0.34492368031866
408 => 0.32746112295317
409 => 0.32633674012886
410 => 0.33816258672123
411 => 0.36439117626756
412 => 0.3578212120684
413 => 0.36440192237536
414 => 0.35672517424729
415 => 0.35634395899801
416 => 0.3640290798536
417 => 0.38198578362682
418 => 0.37345522676114
419 => 0.36122458171583
420 => 0.37025549968738
421 => 0.36243208276842
422 => 0.3448037348135
423 => 0.3578161881406
424 => 0.3491151311741
425 => 0.35165456217055
426 => 0.36994288972959
427 => 0.36774238977277
428 => 0.3705900404777
429 => 0.3655640115195
430 => 0.36086890794051
501 => 0.35210514844737
502 => 0.34951063130957
503 => 0.35022766250551
504 => 0.34951027598452
505 => 0.34460703309121
506 => 0.34354817825525
507 => 0.34178337380581
508 => 0.34233036049941
509 => 0.33901201182271
510 => 0.34527442138147
511 => 0.34643677977973
512 => 0.35099403921498
513 => 0.35146718900767
514 => 0.3641590916663
515 => 0.35716860496069
516 => 0.3618584269724
517 => 0.36143892514936
518 => 0.32783958952238
519 => 0.33246928152233
520 => 0.33967162939687
521 => 0.33642698144194
522 => 0.33183980836437
523 => 0.32813542015557
524 => 0.32252289322609
525 => 0.3304224171003
526 => 0.34080945097416
527 => 0.35173062132793
528 => 0.36485169192456
529 => 0.36192322171349
530 => 0.35148533203995
531 => 0.35195356814583
601 => 0.35484801950821
602 => 0.35109944200529
603 => 0.34999391331875
604 => 0.35469613684322
605 => 0.35472851847234
606 => 0.35041532702451
607 => 0.34562200403594
608 => 0.3456019198376
609 => 0.34474899430979
610 => 0.3568769078039
611 => 0.3635460339553
612 => 0.36431063852072
613 => 0.363494569976
614 => 0.36380864237026
615 => 0.35992802480693
616 => 0.36879796579531
617 => 0.37693790079251
618 => 0.37475622432891
619 => 0.3714855811664
620 => 0.36888035635194
621 => 0.37414251615786
622 => 0.37390820046511
623 => 0.37686680556143
624 => 0.37673258614453
625 => 0.3757377185294
626 => 0.37475625985877
627 => 0.37864763254878
628 => 0.37752697970759
629 => 0.37640458618301
630 => 0.3741534541396
701 => 0.37445942037164
702 => 0.37118934193178
703 => 0.3696764540169
704 => 0.34692624970268
705 => 0.34084665172555
706 => 0.34275941701079
707 => 0.34338914900761
708 => 0.34074330017675
709 => 0.34453676773741
710 => 0.34394555983636
711 => 0.3462456039343
712 => 0.34480863623821
713 => 0.34486760989369
714 => 0.34909342549407
715 => 0.35032019774077
716 => 0.34969625147483
717 => 0.35013324205187
718 => 0.36020350545743
719 => 0.35877183603006
720 => 0.35801129018099
721 => 0.35822196657885
722 => 0.36079513478785
723 => 0.3615154813966
724 => 0.35846332219748
725 => 0.35990273812011
726 => 0.36603158842956
727 => 0.36817633917498
728 => 0.37502135401562
729 => 0.37211347005088
730 => 0.37745101691842
731 => 0.39385681628544
801 => 0.40696290401478
802 => 0.3949100041069
803 => 0.41897766517162
804 => 0.43771779161144
805 => 0.43699851434536
806 => 0.43373073983365
807 => 0.41239560411395
808 => 0.39276269413574
809 => 0.40918645698991
810 => 0.409228324539
811 => 0.40781750874431
812 => 0.39905505301034
813 => 0.40751259427849
814 => 0.40818392319108
815 => 0.4078081575208
816 => 0.40109000325423
817 => 0.39083262341162
818 => 0.39283689088017
819 => 0.3961199218796
820 => 0.38990445928567
821 => 0.38791824237875
822 => 0.39161099750194
823 => 0.40350982392495
824 => 0.40126041971489
825 => 0.40120167868041
826 => 0.41082558378689
827 => 0.40393694469936
828 => 0.3928621711115
829 => 0.39006564472225
830 => 0.38013986000631
831 => 0.38699563486404
901 => 0.38724236199607
902 => 0.38348752417081
903 => 0.39316685550693
904 => 0.39307765876465
905 => 0.40226674328995
906 => 0.41983282163978
907 => 0.41463766789752
908 => 0.40859626932639
909 => 0.40925313686088
910 => 0.41645735242706
911 => 0.4121015192395
912 => 0.4136679072237
913 => 0.41645498151124
914 => 0.41813649262808
915 => 0.40901119328816
916 => 0.4068836494985
917 => 0.40253144157125
918 => 0.40139603176084
919 => 0.40494081430578
920 => 0.40400688934421
921 => 0.387221625536
922 => 0.38546747207572
923 => 0.38552126945799
924 => 0.38111036717666
925 => 0.37438268245978
926 => 0.39206263620655
927 => 0.39064268848989
928 => 0.38907517610593
929 => 0.38926718742886
930 => 0.39694145612111
1001 => 0.39248999271975
1002 => 0.40432493775277
1003 => 0.40189202884499
1004 => 0.39939672500394
1005 => 0.39905179800429
1006 => 0.3980913189148
1007 => 0.39479747873842
1008 => 0.39081996879633
1009 => 0.38819367220656
1010 => 0.35808814277068
1011 => 0.36367555391817
1012 => 0.3701033611348
1013 => 0.37232221442817
1014 => 0.3685267123299
1015 => 0.39494734829512
1016 => 0.39977465308155
1017 => 0.38515243200615
1018 => 0.3824172114643
1019 => 0.39512666889848
1020 => 0.38746131239769
1021 => 0.39091302196064
1022 => 0.38345231386973
1023 => 0.39861189671848
1024 => 0.39849640609642
1025 => 0.39259898597355
1026 => 0.39758344507761
1027 => 0.39671727264677
1028 => 0.39005909985275
1029 => 0.39882297267202
1030 => 0.3988273194436
1031 => 0.3931511807963
1101 => 0.38652269352279
1102 => 0.38533767655616
1103 => 0.38444492545644
1104 => 0.39069345991674
1105 => 0.39629587637519
1106 => 0.40672058444753
1107 => 0.40934160374187
1108 => 0.41957161653882
1109 => 0.41348014200852
1110 => 0.41618041377
1111 => 0.41911194074384
1112 => 0.42051742257844
1113 => 0.41822726535128
1114 => 0.43411868606619
1115 => 0.43546040887508
1116 => 0.43591027692705
1117 => 0.43055177927405
1118 => 0.4353113793619
1119 => 0.43308452010218
1120 => 0.43887818925665
1121 => 0.43978671055736
1122 => 0.43901722533724
1123 => 0.43930560433812
1124 => 0.42574508019666
1125 => 0.42504189548246
1126 => 0.41545392200865
1127 => 0.41936109206995
1128 => 0.41205682491589
1129 => 0.41437308327273
1130 => 0.4153940678863
1201 => 0.41486076346454
1202 => 0.41958199760294
1203 => 0.41556798410089
1204 => 0.40497434250404
1205 => 0.39437781467663
1206 => 0.3942447839015
1207 => 0.3914549051688
1208 => 0.38943833383683
1209 => 0.38982679701707
1210 => 0.39119579193232
1211 => 0.38935876536366
1212 => 0.38975078812169
1213 => 0.39626097793906
1214 => 0.39756655007838
1215 => 0.393129705829
1216 => 0.37531513593415
1217 => 0.37094339579749
1218 => 0.37408571591234
1219 => 0.37258388928878
1220 => 0.30070427763633
1221 => 0.31759132618872
1222 => 0.30755761536888
1223 => 0.3121816109435
1224 => 0.30193979041326
1225 => 0.30682772399009
1226 => 0.30592510113721
1227 => 0.33307897548536
1228 => 0.33265500508634
1229 => 0.33285793728034
1230 => 0.32317145492401
1231 => 0.33860228433429
]
'min_raw' => 0.19699914364568
'max_raw' => 0.43978671055736
'avg_raw' => 0.31839292710152
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.196999'
'max' => '$0.439786'
'avg' => '$0.318392'
'bar_min_pct' => 61.631153054958
'bar_max_pct' => 60.119598047091
'min_diff' => 0.030376868241786
'max_diff' => 0.066532244843481
'year' => 2035
]
10 => [
'items' => [
101 => 0.34620406577648
102 => 0.34479717834639
103 => 0.34515126160235
104 => 0.33906693813112
105 => 0.33291684683121
106 => 0.32609544908734
107 => 0.33876876294521
108 => 0.33735970678489
109 => 0.34059157465425
110 => 0.34881112459825
111 => 0.35002148455054
112 => 0.35164822060068
113 => 0.35106515152566
114 => 0.36495622242042
115 => 0.36327392207883
116 => 0.36732778187123
117 => 0.35898868471118
118 => 0.34955220472023
119 => 0.35134577106473
120 => 0.35117303620281
121 => 0.34897392315465
122 => 0.34698866222376
123 => 0.34368376211762
124 => 0.35414095508662
125 => 0.35371641214915
126 => 0.36058926882952
127 => 0.3593744246519
128 => 0.35126139791093
129 => 0.35155115624816
130 => 0.35349992031913
131 => 0.36024461501933
201 => 0.36224689962019
202 => 0.36131936161583
203 => 0.3635147752729
204 => 0.36524994071322
205 => 0.36373268533713
206 => 0.38521382185424
207 => 0.37629335631272
208 => 0.38064112914945
209 => 0.38167804735245
210 => 0.37902200317952
211 => 0.37959800405481
212 => 0.38047048843005
213 => 0.38576804270651
214 => 0.39967035798762
215 => 0.40582759878937
216 => 0.42435196153433
217 => 0.40531632565371
218 => 0.40418682979785
219 => 0.40752362691038
220 => 0.41839938884461
221 => 0.42721317238393
222 => 0.43013721286329
223 => 0.43052367308328
224 => 0.4360093674091
225 => 0.43915366509452
226 => 0.43534325982987
227 => 0.43211434033413
228 => 0.42054875148865
229 => 0.42188749988956
301 => 0.43111014879898
302 => 0.44413768359483
303 => 0.45531666373365
304 => 0.45140217451583
305 => 0.4812669640491
306 => 0.48422793594459
307 => 0.48381882536832
308 => 0.49056435999796
309 => 0.47717584746236
310 => 0.47145199896318
311 => 0.4328124693789
312 => 0.44366860110615
313 => 0.45944862612997
314 => 0.45736008064601
315 => 0.44590020467244
316 => 0.45530797039009
317 => 0.4521974688358
318 => 0.4497440872051
319 => 0.46098350406676
320 => 0.44862530353757
321 => 0.45932534362616
322 => 0.4456024315348
323 => 0.45142005557284
324 => 0.44811769080204
325 => 0.45025472553135
326 => 0.43776166417058
327 => 0.44450261682893
328 => 0.43748121837779
329 => 0.43747788932071
330 => 0.43732289156074
331 => 0.44558353570086
401 => 0.4458529150097
402 => 0.43974828650901
403 => 0.43886851416985
404 => 0.4421214936151
405 => 0.43831310664137
406 => 0.44009502693668
407 => 0.43836707919185
408 => 0.43797808175834
409 => 0.43487848402568
410 => 0.43354309209723
411 => 0.43406673368119
412 => 0.43227927499941
413 => 0.43120226648844
414 => 0.43710864746
415 => 0.43395310636962
416 => 0.43662501553107
417 => 0.43358003781978
418 => 0.42302481843882
419 => 0.41695440015341
420 => 0.39701656921214
421 => 0.40267091333428
422 => 0.4064197493371
423 => 0.40518075906053
424 => 0.40784258960019
425 => 0.40800600437684
426 => 0.40714061613424
427 => 0.40613860741242
428 => 0.40565088498119
429 => 0.40928596840006
430 => 0.41139625667599
501 => 0.40679599518294
502 => 0.40571821827962
503 => 0.41036933663649
504 => 0.41320651614732
505 => 0.43415465558182
506 => 0.43260274975092
507 => 0.43649772884035
508 => 0.43605921396821
509 => 0.44014177257277
510 => 0.44681503047323
511 => 0.43324643128934
512 => 0.43560147094081
513 => 0.43502406960408
514 => 0.44132798599575
515 => 0.44134766613462
516 => 0.43756815335384
517 => 0.4396170885479
518 => 0.43847342913217
519 => 0.44054017627123
520 => 0.43258202310239
521 => 0.44227419463248
522 => 0.44776903134031
523 => 0.44784532715333
524 => 0.45044983614311
525 => 0.45309616811973
526 => 0.45817557190189
527 => 0.45295450630509
528 => 0.44356231755694
529 => 0.44424040324797
530 => 0.4387337664214
531 => 0.43882633398131
601 => 0.43833220109186
602 => 0.43981513108968
603 => 0.43290744284453
604 => 0.43452866346877
605 => 0.43225894510097
606 => 0.43559653701634
607 => 0.43200583983911
608 => 0.43502379116367
609 => 0.43632623890867
610 => 0.44113229912745
611 => 0.43129598083711
612 => 0.41123906198292
613 => 0.4154552694927
614 => 0.40921916740978
615 => 0.40979634240007
616 => 0.41096232773717
617 => 0.40718298777295
618 => 0.40790396673743
619 => 0.40787820829537
620 => 0.40765623595752
621 => 0.40667308366779
622 => 0.40524731833693
623 => 0.41092712858764
624 => 0.4118922390276
625 => 0.41403755998375
626 => 0.42042057996414
627 => 0.41978276574613
628 => 0.42082306719837
629 => 0.41855209496916
630 => 0.40990168628847
701 => 0.41037144509821
702 => 0.40451354521346
703 => 0.41388776031334
704 => 0.4116678224441
705 => 0.41023661405824
706 => 0.40984609559011
707 => 0.41624493784242
708 => 0.41815957173387
709 => 0.41696650037902
710 => 0.41451947622276
711 => 0.41921848600052
712 => 0.42047574278174
713 => 0.42075719620921
714 => 0.42908294058965
715 => 0.4212225128326
716 => 0.42311459591965
717 => 0.43787608804592
718 => 0.42448945163407
719 => 0.43158065149904
720 => 0.43123357416647
721 => 0.43486119206427
722 => 0.43093600361662
723 => 0.43098466103172
724 => 0.43420573996885
725 => 0.42968231552631
726 => 0.42856225202127
727 => 0.42701489231111
728 => 0.43039349562922
729 => 0.43241881551734
730 => 0.44874140638206
731 => 0.45928654448125
801 => 0.45882875222554
802 => 0.46301211649153
803 => 0.46112747257447
804 => 0.45504146022237
805 => 0.46542954119727
806 => 0.46214231772104
807 => 0.46241331243045
808 => 0.46240322599383
809 => 0.46458894223146
810 => 0.46304016195915
811 => 0.45998735706339
812 => 0.46201395142163
813 => 0.46803221214487
814 => 0.4867130780926
815 => 0.4971671381655
816 => 0.48608373054971
817 => 0.49372891671034
818 => 0.48914452927232
819 => 0.48831140970112
820 => 0.49311315158482
821 => 0.49792329828204
822 => 0.49761691273227
823 => 0.49412499323385
824 => 0.49215249651337
825 => 0.50708890251571
826 => 0.5180937920232
827 => 0.5173433323365
828 => 0.52065561733101
829 => 0.53038058852
830 => 0.53126971800822
831 => 0.53115770812911
901 => 0.5289539079215
902 => 0.53852940500416
903 => 0.54651745313535
904 => 0.52844379184735
905 => 0.53532600546422
906 => 0.53841565288791
907 => 0.54295217196296
908 => 0.55060604005146
909 => 0.55892017088382
910 => 0.56009588014332
911 => 0.55926165816083
912 => 0.55377826538106
913 => 0.56287568654603
914 => 0.5682047425037
915 => 0.57137807337321
916 => 0.57942511246638
917 => 0.53843473349856
918 => 0.50941970591111
919 => 0.50488859037125
920 => 0.51410279199887
921 => 0.51653250348619
922 => 0.51555308983225
923 => 0.48289403835169
924 => 0.50471664722416
925 => 0.52819593947386
926 => 0.5290978747116
927 => 0.54085209934065
928 => 0.54467975670182
929 => 0.55414344818965
930 => 0.5535514917104
1001 => 0.55585574998746
1002 => 0.55532604091375
1003 => 0.5728555365796
1004 => 0.59219317345433
1005 => 0.59152357257928
1006 => 0.588743558486
1007 => 0.59287235347736
1008 => 0.61283086707918
1009 => 0.61099340697539
1010 => 0.61277834295174
1011 => 0.63631055530083
1012 => 0.66690577877282
1013 => 0.65269122575987
1014 => 0.68353271567052
1015 => 0.70294579873215
1016 => 0.73651871853698
1017 => 0.7323152236273
1018 => 0.74538491493786
1019 => 0.72479009044311
1020 => 0.67750021050243
1021 => 0.67001640598343
1022 => 0.68499917215058
1023 => 0.72183284077559
1024 => 0.68383914884568
1025 => 0.69152522324001
1026 => 0.68931163329738
1027 => 0.68919368049648
1028 => 0.6936954591578
1029 => 0.68716539441258
1030 => 0.6605607359043
1031 => 0.67275349411641
1101 => 0.66804528462638
1102 => 0.67326939407584
1103 => 0.70146175818795
1104 => 0.68899724199197
1105 => 0.67586688671457
1106 => 0.69233526609152
1107 => 0.71330517218751
1108 => 0.71199291315056
1109 => 0.70944658213717
1110 => 0.72380011673811
1111 => 0.74750795070783
1112 => 0.75391608296406
1113 => 0.7586464351871
1114 => 0.75929867083871
1115 => 0.76601710341241
1116 => 0.72989039820059
1117 => 0.78722440717134
1118 => 0.79712440670055
1119 => 0.795263617102
1120 => 0.80626704992306
1121 => 0.80302956085695
1122 => 0.79833894714664
1123 => 0.8157817286653
1124 => 0.79578498721404
1125 => 0.76740213024374
1126 => 0.75183073356057
1127 => 0.77233640482171
1128 => 0.78485850271157
1129 => 0.79313481286177
1130 => 0.79563921931254
1201 => 0.73269481148665
1202 => 0.69877126672539
1203 => 0.72051586998312
1204 => 0.74704578668991
1205 => 0.72974302317376
1206 => 0.73042125874513
1207 => 0.70575206505736
1208 => 0.74922846294145
1209 => 0.7428943174638
1210 => 0.77575587540676
1211 => 0.76791320087319
1212 => 0.79471052569734
1213 => 0.78765389199499
1214 => 0.81694558396237
1215 => 0.82863083292906
1216 => 0.84825218460791
1217 => 0.86268573077614
1218 => 0.87116138515587
1219 => 0.87065253865829
1220 => 0.90423730386502
1221 => 0.88443354118494
1222 => 0.85955534787026
1223 => 0.85910537984289
1224 => 0.87199014868729
1225 => 0.89899308942144
1226 => 0.905994559077
1227 => 0.9099074254564
1228 => 0.90391473438849
1229 => 0.88241916934772
1230 => 0.8731374933481
1231 => 0.88104575021581
]
'min_raw' => 0.32609544908734
'max_raw' => 0.9099074254564
'avg_raw' => 0.61800143727187
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.326095'
'max' => '$0.9099074'
'avg' => '$0.6180014'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.12909630544166
'max_diff' => 0.47012071489904
'year' => 2036
]
11 => [
'items' => [
101 => 0.87137463163086
102 => 0.88806969554511
103 => 0.9109955841726
104 => 0.90626147882981
105 => 0.92208688321401
106 => 0.93846451187057
107 => 0.96188525641477
108 => 0.96800830630628
109 => 0.97812947493822
110 => 0.98854748209118
111 => 0.99189346521555
112 => 0.99828198519755
113 => 0.99824831454379
114 => 1.0175005495065
115 => 1.0387363608626
116 => 1.0467523880393
117 => 1.0651848005259
118 => 1.0336199400914
119 => 1.0575622493219
120 => 1.0791588115627
121 => 1.0534104997375
122 => 1.0888985490014
123 => 1.0902764695366
124 => 1.1110814336766
125 => 1.0899916167719
126 => 1.077468550815
127 => 1.1136221729995
128 => 1.1311157719461
129 => 1.1258465575757
130 => 1.0857475760441
131 => 1.0624082488665
201 => 1.0013247278226
202 => 1.0736807971108
203 => 1.1089233278056
204 => 1.0856563064036
205 => 1.097390838637
206 => 1.1614106415673
207 => 1.185785237548
208 => 1.1807154919753
209 => 1.181572195522
210 => 1.1947242850829
211 => 1.2530478931841
212 => 1.2180990352792
213 => 1.2448161276388
214 => 1.2589867770906
215 => 1.2721492660404
216 => 1.2398263532271
217 => 1.1977747185749
218 => 1.184455200673
219 => 1.083342859668
220 => 1.0780795232101
221 => 1.0751250529608
222 => 1.0564975359573
223 => 1.0418614100989
224 => 1.0302222194117
225 => 0.99967750729213
226 => 1.0099854509831
227 => 0.96130355504128
228 => 0.99244850688438
301 => 0.91475102549581
302 => 0.97945979678934
303 => 0.94424175452107
304 => 0.967889722718
305 => 0.96780721718473
306 => 0.92426381013905
307 => 0.89914888168281
308 => 0.91515309158276
309 => 0.93231087501127
310 => 0.93509466764684
311 => 0.95734018172587
312 => 0.9635484265396
313 => 0.94473715491875
314 => 0.91314091789319
315 => 0.92048000312079
316 => 0.89900015535492
317 => 0.86135754835566
318 => 0.88839312587939
319 => 0.89762426071643
320 => 0.90170125574662
321 => 0.86468407504546
322 => 0.85305247318707
323 => 0.84685990595625
324 => 0.90836246470652
325 => 0.91173171370903
326 => 0.89449415944836
327 => 0.97240953923857
328 => 0.95477488913276
329 => 0.97447711389512
330 => 0.91981405806103
331 => 0.92190226040746
401 => 0.89602389376128
402 => 0.91051404989006
403 => 0.90027287457777
404 => 0.90934338846936
405 => 0.91478021709686
406 => 0.94065433735772
407 => 0.97975523768054
408 => 0.93678960661662
409 => 0.91806886588289
410 => 0.92968310814465
411 => 0.96061336579467
412 => 1.0074742894252
413 => 0.97973167947194
414 => 0.99204337866913
415 => 0.99473293723434
416 => 0.97427656374206
417 => 1.0082285450945
418 => 1.0264236877267
419 => 1.0450881391131
420 => 1.0612939592858
421 => 1.0376331467893
422 => 1.0629536078048
423 => 1.0425497858893
424 => 1.0242454483228
425 => 1.0242732084472
426 => 1.0127906301081
427 => 0.99054168767793
428 => 0.9864386413338
429 => 1.0077832065736
430 => 1.0248995265581
501 => 1.0263093086537
502 => 1.0357857828653
503 => 1.0413938626884
504 => 1.0963606687688
505 => 1.1184687728837
506 => 1.1455021441103
507 => 1.1560331657204
508 => 1.1877277651866
509 => 1.1621318020081
510 => 1.1565939543683
511 => 1.0797132232879
512 => 1.0923024386953
513 => 1.1124589872413
514 => 1.0800455973493
515 => 1.1006044327019
516 => 1.1046631822961
517 => 1.0789442027639
518 => 1.0926818209836
519 => 1.056198779912
520 => 0.98055046827926
521 => 1.0083127632906
522 => 1.0287551571064
523 => 0.99958134060226
524 => 1.0518742775033
525 => 1.021325823311
526 => 1.0116434299165
527 => 0.97386896126192
528 => 0.99169705639424
529 => 1.0158098103344
530 => 1.0009109318079
531 => 1.0318283418283
601 => 1.0756156397892
602 => 1.1068210758949
603 => 1.1092166417996
604 => 1.0891536369856
605 => 1.1213047302405
606 => 1.1215389158547
607 => 1.0852723513221
608 => 1.0630592824789
609 => 1.058012426501
610 => 1.0706204622281
611 => 1.0859289451726
612 => 1.1100661560614
613 => 1.1246517670829
614 => 1.1626833050164
615 => 1.1729735487315
616 => 1.1842794067675
617 => 1.1993875197011
618 => 1.2175286829186
619 => 1.1778368505758
620 => 1.1794138810696
621 => 1.1424533963629
622 => 1.1029558177841
623 => 1.1329295564827
624 => 1.1721162325918
625 => 1.163126765795
626 => 1.1621152671422
627 => 1.1638163273099
628 => 1.1570385629136
629 => 1.1263829857448
630 => 1.1109879468047
701 => 1.1308514747307
702 => 1.1414080557995
703 => 1.1577803924065
704 => 1.1557621563416
705 => 1.1979355371808
706 => 1.214322837718
707 => 1.2101302649885
708 => 1.2109017992706
709 => 1.2405702241338
710 => 1.2735676143586
711 => 1.3044740246933
712 => 1.335913352747
713 => 1.2980120156805
714 => 1.2787680541475
715 => 1.2986229102787
716 => 1.2880876441382
717 => 1.3486264083445
718 => 1.352817981029
719 => 1.4133523675936
720 => 1.470806708744
721 => 1.4347206664689
722 => 1.4687481789833
723 => 1.5055517080715
724 => 1.5765516868399
725 => 1.5526413918001
726 => 1.5343264805217
727 => 1.5170189778606
728 => 1.5530331434097
729 => 1.5993647920482
730 => 1.609344185406
731 => 1.6255146150672
801 => 1.6085133855045
802 => 1.6289894938887
803 => 1.7012791541431
804 => 1.6817458498239
805 => 1.6540054175552
806 => 1.7110711615533
807 => 1.7317230324687
808 => 1.8766686780219
809 => 2.0596685429388
810 => 1.9839053972213
811 => 1.936876767813
812 => 1.947929611258
813 => 2.0147549669893
814 => 2.0362171503194
815 => 1.9778755375699
816 => 1.998482781495
817 => 2.112030721582
818 => 2.1729455483845
819 => 2.0902150316339
820 => 1.8619648170588
821 => 1.6515076951441
822 => 1.7073304008836
823 => 1.701001838433
824 => 1.8229949346624
825 => 1.6812799869759
826 => 1.6836661032467
827 => 1.8081818875133
828 => 1.7749632110119
829 => 1.7211532094064
830 => 1.6519005677055
831 => 1.5238806544274
901 => 1.4104898471377
902 => 1.6328753325763
903 => 1.6232856660624
904 => 1.6093984078413
905 => 1.640302998254
906 => 1.7903669168768
907 => 1.7869074578431
908 => 1.7649001445018
909 => 1.7815924977076
910 => 1.7182269591831
911 => 1.7345577012673
912 => 1.6514743576607
913 => 1.6890314988378
914 => 1.7210377573102
915 => 1.7274634875593
916 => 1.7419409859164
917 => 1.6182323475674
918 => 1.6737738942913
919 => 1.7063993494525
920 => 1.5589963561101
921 => 1.7034856662109
922 => 1.6160788554006
923 => 1.5864116710054
924 => 1.6263546264392
925 => 1.6107888178609
926 => 1.5974062497001
927 => 1.5899385467247
928 => 1.6192682448522
929 => 1.617899979378
930 => 1.5699109005923
1001 => 1.5073111036015
1002 => 1.5283216502399
1003 => 1.5206883216712
1004 => 1.4930241542194
1005 => 1.5116664628976
1006 => 1.4295751701353
1007 => 1.2883413676719
1008 => 1.3816447436876
1009 => 1.3780526652056
1010 => 1.3762413763471
1011 => 1.446356284707
1012 => 1.4396163540944
1013 => 1.4273833140348
1014 => 1.4927994848455
1015 => 1.4689217025279
1016 => 1.5425074013175
1017 => 1.590975701765
1018 => 1.5786825729862
1019 => 1.6242672438247
1020 => 1.5288056907991
1021 => 1.5605141894615
1022 => 1.5670492670897
1023 => 1.491992259452
1024 => 1.4407190900967
1025 => 1.4372997542577
1026 => 1.3483991444737
1027 => 1.3958891326396
1028 => 1.4376783569564
1029 => 1.4176645614835
1030 => 1.4113287917319
1031 => 1.443696865332
1101 => 1.4462121418646
1102 => 1.3888635703657
1103 => 1.4007881543734
1104 => 1.4505156519825
1105 => 1.3995351490213
1106 => 1.3004883593854
1107 => 1.2759233861267
1108 => 1.2726459658717
1109 => 1.2060238101215
1110 => 1.2775649351019
1111 => 1.246335316865
1112 => 1.344989306687
1113 => 1.2886386767926
1114 => 1.2862095137645
1115 => 1.2825374775666
1116 => 1.2251930359859
1117 => 1.2377478242627
1118 => 1.279481852643
1119 => 1.2943730241366
1120 => 1.2928197529501
1121 => 1.279277333136
1122 => 1.2854769835785
1123 => 1.265505749402
1124 => 1.2584534909489
1125 => 1.2361946233947
1126 => 1.203480237259
1127 => 1.2080293733002
1128 => 1.1432136141806
1129 => 1.1078985485796
1130 => 1.0981238038663
1201 => 1.085052606721
1202 => 1.099600230365
1203 => 1.1430299992787
1204 => 1.0906444838294
1205 => 1.0008331920081
1206 => 1.0062310036775
1207 => 1.0183582838741
1208 => 0.99575917745775
1209 => 0.97437101983389
1210 => 0.99296628761175
1211 => 0.95491205930573
1212 => 1.0229569555587
1213 => 1.0211165318086
1214 => 1.0464794612636
1215 => 1.0623394215515
1216 => 1.025787347811
1217 => 1.0165946001126
1218 => 1.0218312069887
1219 => 0.93528176001275
1220 => 1.0394065249688
1221 => 1.04030700026
1222 => 1.0325965841222
1223 => 1.0880398069698
1224 => 1.2050423003532
1225 => 1.161021255928
1226 => 1.1439749769834
1227 => 1.1115699882491
1228 => 1.1547477117197
1229 => 1.1514323362346
1230 => 1.136438950972
1231 => 1.127370904783
]
'min_raw' => 0.84685990595625
'max_raw' => 2.1729455483845
'avg_raw' => 1.5099027271704
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$0.846859'
'max' => '$2.17'
'avg' => '$1.50'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.52076445686891
'max_diff' => 1.2630381229281
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.026581964762827
]
1 => [
'year' => 2028
'avg' => 0.04562236833252
]
2 => [
'year' => 2029
'avg' => 0.12463208765257
]
3 => [
'year' => 2030
'avg' => 0.096153470016287
]
4 => [
'year' => 2031
'avg' => 0.094434623724348
]
5 => [
'year' => 2032
'avg' => 0.16557361505863
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.026581964762827
'min' => '$0.026581'
'max_raw' => 0.16557361505863
'max' => '$0.165573'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.16557361505863
]
1 => [
'year' => 2033
'avg' => 0.42587236366485
]
2 => [
'year' => 2034
'avg' => 0.26993837055889
]
3 => [
'year' => 2035
'avg' => 0.31839292710152
]
4 => [
'year' => 2036
'avg' => 0.61800143727187
]
5 => [
'year' => 2037
'avg' => 1.5099027271704
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.16557361505863
'min' => '$0.165573'
'max_raw' => 1.5099027271704
'max' => '$1.50'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 1.5099027271704
]
]
]
]
'prediction_2025_max_price' => '$0.04545'
'last_price' => 0.04406982
'sma_50day_nextmonth' => '$0.045373'
'sma_200day_nextmonth' => '$0.049765'
'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' => '$0.044171'
'daily_sma3_action' => 'SELL'
'daily_sma5' => '$0.044199'
'daily_sma5_action' => 'SELL'
'daily_sma10' => '$0.045258'
'daily_sma10_action' => 'SELL'
'daily_sma21' => '$0.052448'
'daily_sma21_action' => 'SELL'
'daily_sma50' => '$0.052391'
'daily_sma50_action' => 'SELL'
'daily_sma100' => '$0.052184'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.051979'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.044157'
'daily_ema3_action' => 'SELL'
'daily_ema5' => '$0.044423'
'daily_ema5_action' => 'SELL'
'daily_ema10' => '$0.045888'
'daily_ema10_action' => 'SELL'
'daily_ema21' => '$0.048726'
'daily_ema21_action' => 'SELL'
'daily_ema50' => '$0.051631'
'daily_ema50_action' => 'SELL'
'daily_ema100' => '$0.052515'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.055075'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.0481058'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.053796'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '$0.086539'
'weekly_sma100_action' => 'SELL'
'weekly_sma200' => '$0.091246'
'weekly_sma200_action' => 'SELL'
'weekly_ema3' => '$0.046138'
'weekly_ema3_action' => 'SELL'
'weekly_ema5' => '$0.047572'
'weekly_ema5_action' => 'SELL'
'weekly_ema10' => '$0.048755'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.050179'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.059432'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.072729'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$0.083487'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '43.02'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 0.44
'stoch_rsi_14_action' => 'BUY'
'momentum_10' => -0.01
'momentum_10_action' => 'BUY'
'vwma_10' => '0.045398'
'vwma_10_action' => 'SELL'
'hma_9' => '0.04390036'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 0
'stochastic_fast_14_action' => 'BUY'
'cci_20' => -73.8
'cci_20_action' => 'NEUTRAL'
'adx_14' => 9.97
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '-0.007027'
'ao_5_34_action' => 'NEUTRAL'
'macd_12_26' => -0
'macd_12_26_action' => 'NEUTRAL'
'williams_percent_r_14' => -100
'williams_percent_r_14_action' => 'BUY'
'ultimate_oscillator' => 29.69
'ultimate_oscillator_action' => 'BUY'
'ichimoku_cloud' => '-0.018777'
'ichimoku_cloud_action' => 'SELL'
'sell_signals' => 30
'buy_signals' => 3
'sell_pct' => 90.91
'buy_pct' => 9.09
'overall_action' => 'bearish'
'overall_action_label' => 'BEARISH'
'overall_action_dir' => -1
'last_updated' => 1767674619
'last_updated_date' => 'January 6, 2026'
]
Asia Coin price prediction 2026
The Asia Coin price forecast for 2026 suggests that the average price could range between $0.015226 on the lower end and $0.04545 on the high end. In the crypto market, compared to today’s average price, Asia Coin could potentially gain 3.13% by 2026 if ASIA reaches the forecast price target.
Asia Coin price prediction 2027-2032
The ASIA price prediction for 2027-2032 is currently within a price range of $0.026581 on the lower end and $0.165573 on the high end. Considering the price volatility in the market, if Asia Coin reaches the upper price target, it could gain 275.71% by 2032 compared to today’s price.
| Asia Coin Price Prediction | Potential Low ($) | Average Price ($) | Potential High ($) |
|---|---|---|---|
| 2027 | $0.014657 | $0.026581 | $0.0385061 |
| 2028 | $0.026453 | $0.045622 | $0.064791 |
| 2029 | $0.0581096 | $0.124632 | $0.191154 |
| 2030 | $0.049419 | $0.096153 | $0.142887 |
| 2031 | $0.058429 | $0.094434 | $0.130439 |
| 2032 | $0.089188 | $0.165573 | $0.241959 |
Asia Coin price prediction 2032-2037
The Asia Coin price prediction for 2032-2037 is currently estimated to be between $0.165573 on the lower end and $1.50 on the high end. Compared to the current price, Asia Coin could potentially gain 3326.16% by 2037 if it reaches the upper price target. Please note that this information is for general purposes only and should not be considered long-term investment advice.
| Asia Coin Price Prediction | Potential Low ($) | Average Price ($) | Potential High ($) |
|---|---|---|---|
| 2032 | $0.089188 | $0.165573 | $0.241959 |
| 2033 | $0.207253 | $0.425872 | $0.64449 |
| 2034 | $0.166622 | $0.269938 | $0.373254 |
| 2035 | $0.196999 | $0.318392 | $0.439786 |
| 2036 | $0.326095 | $0.6180014 | $0.9099074 |
| 2037 | $0.846859 | $1.50 | $2.17 |
Asia Coin potential price histogram
Asia Coin Price Forecast Based on Technical Analysis
As of January 6, 2026, the overall price prediction sentiment for Asia Coin is BEARISH, with 3 technical indicators showing bullish signals and 30 indicating bearish signals. The ASIA price prediction was last updated on January 6, 2026.
Asia Coin's 50-Day, 200-Day Simple Moving Averages and 14-Day Relative Strength Index - RSI (14)
According to our technical indicators, Asia Coin's 200-day SMA is projected to INCREASE over the next month, reaching $0.049765 by Feb 4, 2026. The short-term 50-day SMA for Asia Coin is expected to reach $0.045373 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 43.02, suggesting that the ASIA market is in a NEUTRAL state.
Popular ASIA 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 | $0.044171 | SELL |
| SMA 5 | $0.044199 | SELL |
| SMA 10 | $0.045258 | SELL |
| SMA 21 | $0.052448 | SELL |
| SMA 50 | $0.052391 | SELL |
| SMA 100 | $0.052184 | SELL |
| SMA 200 | $0.051979 | SELL |
Daily Exponential Moving Average (EMA)
| Period | Value | Action |
|---|---|---|
| EMA 3 | $0.044157 | SELL |
| EMA 5 | $0.044423 | SELL |
| EMA 10 | $0.045888 | SELL |
| EMA 21 | $0.048726 | SELL |
| EMA 50 | $0.051631 | SELL |
| EMA 100 | $0.052515 | SELL |
| EMA 200 | $0.055075 | SELL |
Weekly Simple Moving Average (SMA)
| Period | Value | Action |
|---|---|---|
| SMA 21 | $0.0481058 | SELL |
| SMA 50 | $0.053796 | SELL |
| SMA 100 | $0.086539 | SELL |
| SMA 200 | $0.091246 | SELL |
Weekly Exponential Moving Average (EMA)
| Period | Value | Action |
|---|---|---|
| EMA 21 | $0.050179 | SELL |
| EMA 50 | $0.059432 | SELL |
| EMA 100 | $0.072729 | SELL |
| EMA 200 | $0.083487 | SELL |
Asia Coin 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) | 43.02 | NEUTRAL |
| Stoch RSI (14) | 0.44 | BUY |
| Stochastic Fast (14) | 0 | BUY |
| Commodity Channel Index (20) | -73.8 | NEUTRAL |
| Average Directional Index (14) | 9.97 | NEUTRAL |
| Awesome Oscillator (5, 34) | -0.007027 | NEUTRAL |
| Momentum (10) | -0.01 | BUY |
| MACD (12, 26) | -0 | NEUTRAL |
| Williams Percent Range (14) | -100 | BUY |
| Ultimate Oscillator (7, 14, 28) | 29.69 | BUY |
| VWMA (10) | 0.045398 | SELL |
| Hull Moving Average (9) | 0.04390036 | BUY |
| Ichimoku Cloud B/L (9, 26, 52, 26) | -0.018777 | SELL |
Asia Coin price prediction based on worldwide money flows
Worldwide money flows definitions used for Asia Coin 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.
Asia Coin price predictions by Internet companies or technological niches
| Comparison | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook stock | $0.061925 | $0.087015 | $0.122271 | $0.171811 | $0.241424 | $0.339241 |
| Amazon.com stock | $0.091954 | $0.191868 | $0.400344 | $0.835342 | $1.74 | $3.63 |
| Apple stock | $0.0625096 | $0.088665 | $0.125764 | $0.178387 | $0.253029 | $0.358903 |
| Netflix stock | $0.069535 | $0.109715 | $0.173114 | $0.273147 | $0.430983 | $0.680024 |
| Google stock | $0.05707 | $0.0739056 | $0.0957075 | $0.12394 | $0.1605028 | $0.20785 |
| Tesla stock | $0.0999029 | $0.226472 | $0.513395 | $1.16 | $2.63 | $5.98 |
| Kodak stock | $0.033047 | $0.024782 | $0.018584 | $0.013936 | $0.01045 | $0.007836 |
| Nokia stock | $0.029194 | $0.01934 | $0.012812 | $0.008487 | $0.005622 | $0.003724 |
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 Asia Coin price for 2024, 2025, 2026, 2027, 2028, 2029 and 2030.
Asia Coin forecast and prediction overview
You may ask questions like: "Should I invest in Asia Coin now?", "Should I buy ASIA today?", "Will Asia Coin be a good or bad investment in short-term, long-term period?".
We update Asia Coin 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 Asia Coin 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 Asia Coin in order to make such a responsible decision about the investment by yourself.
Asia Coin price equal to $0.04406 USD today, but the price can go both up and down and your investment may be lost because cryptocurrency high-risk assets
Asia Coin price prediction based on Bitcoin's growth pattern
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| If Asia Coin has 1% of Bitcoin's previous average grow per year | $0.045215 | $0.04639 | $0.047596 | $0.048833 |
| If Asia Coin has 2% of Bitcoin's previous average grow per year | $0.04636 | $0.04877 | $0.0513064 | $0.053973 |
| If Asia Coin has 5% of Bitcoin's previous average grow per year | $0.049797 | $0.056269 | $0.063582 | $0.071846 |
| If Asia Coin has 10% of Bitcoin's previous average grow per year | $0.055524 | $0.069957 | $0.088141 | $0.111052 |
| If Asia Coin has 20% of Bitcoin's previous average grow per year | $0.06698 | $0.10180072 | $0.154723 | $0.235158 |
| If Asia Coin has 50% of Bitcoin's previous average grow per year | $0.101345 | $0.23306 | $0.53596 | $1.23 |
| If Asia Coin has 100% of Bitcoin's previous average grow per year | $0.158621 | $0.570929 | $2.05 | $7.39 |
Frequently Asked Questions about Asia Coin
Is ASIA a good investment?
The determination to procure Asia Coin is entirely contingent on your individualistic risk tolerance. As you may discern, Asia Coin's value has experienced a fall of -0.25% during the preceding 24 hours, and Asia Coin has incurred a decline of over the prior 30-day duration. Consequently, the determination of whether or not to invest in Asia Coin will hinge on whether such an investment aligns with your trading aspirations.
Can Asia Coin rise?
It appears that the mean value of Asia Coin may potentially surge to $0.04545 by the end of this year. Looking at Asia Coin's prospects in a more extended five-year timeline, the digital currency could potentially growth to as much as $0.142887. 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 Asia Coin be next week?
Based on the our new experimental Asia Coin forecast, the price of Asia Coin will increase by 0.86% over the next week and reach $0.044446 by January 13, 2026.
What will the price of Asia Coin be next month?
Based on the our new experimental Asia Coin forecast, the price of Asia Coin will decrease by -11.62% over the next month and reach $0.038949 by February 5, 2026.
How high can Asia Coin’s price go this year in 2026?
As per our most recent prediction on Asia Coin's value in 2026, ASIA is anticipated to fluctuate within the range of $0.015226 and $0.04545. However, it is crucial to bear in mind that the cryptocurrency market is exceptionally unstable, and this projected Asia Coin price forecast fails to consider sudden and extreme price fluctuations.
Where will Asia Coin be in 5 years?
Asia Coin's future appears to be on an upward trend, with an maximum price of $0.142887 projected after a period of five years. Based on the Asia Coin forecast for 2030, Asia Coin's value may potentially reach its highest peak of approximately $0.142887, while its lowest peak is anticipated to be around $0.049419.
How much will be Asia Coin in 2026?
Based on the our new experimental Asia Coin price prediction simulation, ASIA’s value in 2026 expected to grow by 3.13% to $0.04545 if the best happened. The price will be between $0.04545 and $0.015226 during 2026.
How much will be Asia Coin in 2027?
According to our latest experimental simulation for Asia Coin price prediction, ASIA’s value could down by -12.62% to $0.0385061 in 2027, assuming the most favorable conditions. The price is projected to fluctuate between $0.0385061 and $0.014657 throughout the year.
How much will be Asia Coin in 2028?
Our new experimental Asia Coin price prediction model suggests that ASIA’s value in 2028 could increase by 47.02% , reaching $0.064791 in the best-case scenario. The price is expected to range between $0.064791 and $0.026453 during the year.
How much will be Asia Coin in 2029?
Based on our experimental forecast model, Asia Coin's value may experience a 333.75% growth in 2029, potentially reaching $0.191154 under optimal conditions. The predicted price range for 2029 lies between $0.191154 and $0.0581096.
How much will be Asia Coin in 2030?
Using our new experimental simulation for Asia Coin price predictions, ASIA’s value in 2030 is expected to rise by 224.23% , reaching $0.142887 in the best scenario. The price is forecasted to range between $0.142887 and $0.049419 over the course of 2030.
How much will be Asia Coin in 2031?
Our experimental simulation indicates that Asia Coin’s price could grow by 195.98% in 2031, potentially hitting $0.130439 under ideal conditions. The price will likely fluctuate between $0.130439 and $0.058429 during the year.
How much will be Asia Coin in 2032?
Based on the findings from our latest experimental Asia Coin price prediction, ASIA could see a 449.04% rise in value, reaching $0.241959 if the most positive scenario plays out in 2032. The price is expected to stay within a range of $0.241959 and $0.089188 throughout the year.
How much will be Asia Coin in 2033?
According to our experimental Asia Coin price prediction, ASIA’s value is anticipated to rise by 1362.43% in 2033, with the highest potential price being $0.64449. Throughout the year, ASIA’s price could range from $0.64449 and $0.207253.
How much will be Asia Coin in 2034?
The results from our new Asia Coin price prediction simulation suggest that ASIA may rise by 746.96% in 2034, potentially reaching $0.373254 under the best circumstances. The predicted price range for the year is between $0.373254 and $0.166622.
How much will be Asia Coin in 2035?
Based on our experimental forecast for Asia Coin’s price, ASIA could grow by 897.93% , with the value potentially hitting $0.439786 in 2035. The expected price range for the year lies between $0.439786 and $0.196999.
How much will be Asia Coin in 2036?
Our recent Asia Coin price prediction simulation suggests that ASIA’s value might rise by 1964.7% in 2036, possibly reaching $0.9099074 if conditions are optimal. The expected price range for 2036 is between $0.9099074 and $0.326095.
How much will be Asia Coin in 2037?
According to the experimental simulation, Asia Coin’s value could rise by 4830.69% in 2037, with a high of $2.17 under favorable conditions. The price is expected to fall between $2.17 and $0.846859 over the course of the year.
Related Predictions
BoringDAO Price Prediction
XTP Price Prediction
Prism Price Prediction
Napoli Fan Token Price Prediction
Karlsen Price Prediction
Reflexer Ungovernance Price Prediction
Champignons of Arborethia Price Prediction
SANSHU! Price Prediction
Digits DAO Price Prediction
Nash Price Prediction
Inscribe Price Prediction
BigShortBets Price Prediction
UniCoin Price Prediction
AthenaDAO Price Prediction
Codex Multichain Price Prediction
Spheroid Universe Price Prediction
DeFinity Price Prediction
IXO Price Prediction
Mysterium Price Prediction
UFC Fan Token Price Prediction
MEME (Ordinals) Price Prediction
Galaxia Price Prediction
MetaTrace Price Prediction
Yield Yak Price Prediction
Gamestarter Price Prediction
How to read and predict Asia Coin price movements?
Asia Coin 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.
Asia Coin Price Prediction Indicators
Moving averages are popular tools for Asia Coin price prediction. A simple moving average (SMA) calculates the average closing price of ASIA 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 ASIA 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 ASIA's future direction.
How to read Asia Coin charts and predict price movements?
Most traders prefer candlestick charts over simple line charts because they provide more detailed information. Candlesticks can represent Asia Coin'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 ASIA'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 Asia Coin?
Asia Coin'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 ASIA's price. Asia Coin's market capitalization can change rapidly.
Traders often monitor the activity of ASIA "whales," large holders of Asia Coin, as their actions can significantly influence price movements in the relatively small Asia Coin 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


