Predicción del precio de AiMalls - Pronóstico de AIT
$0.5279
-2.2561%
Add to portfolio
Add to favorites
Sentiment
Alcista 0%
Bajista 100%
SMA 50
$0.597536
SMA 200
$0.833091
RSI (14)
36.77
Momentum (10)
-0.02
MACD (12, 26)
0
Hull Moving Average (9)
0.556443
Predicción de precio de AiMalls hasta $0.544466 para el año 2026
| Año | Precio min. | Precio max. |
|---|---|---|
| 2026 | $0.182399 | $0.544466 |
| 2027 | $0.175591 | $0.461279 |
| 2028 | $0.31689 | $0.776164 |
| 2029 | $0.696117 | $2.28 |
| 2030 | $0.592018 | $1.71 |
| 2031 | $0.699949 | $1.56 |
| 2032 | $1.06 | $2.89 |
| 2033 | $2.48 | $7.72 |
| 2034 | $1.99 | $4.47 |
| 2035 | $2.35 | $5.26 |
Calculadora de ganancias de inversión
Si abres una posición corta de $10,000.00 en AiMalls hoy y la cierras el Apr 06, 2026, nuestra previsión indica que podrías obtener una ganancia de alrededor de $3,954.43, equivalente a un ROI del 39.54% en los próximos 90 días.
$
≈ $3,954.43
(39.54% ROI)
Predicción del precio a largo plazo de AiMalls para 2027, 2028, 2029, 2030, 2031, 2032 y 2037
[
'name' => 'AiMalls'
'name_with_ticker' => 'AiMalls <small>AIT</small>'
'name_lang' => 'AiMalls'
'name_lang_with_ticker' => 'AiMalls <small>AIT</small>'
'name_with_lang' => 'AiMalls'
'name_with_lang_with_ticker' => 'AiMalls <small>AIT</small>'
'image' => '/uploads/coins/aimalls.png?1717098391'
'price_for_sd' => 0.5279
'ticker' => 'AIT'
'marketcap' => '$271.97K'
'low24h' => '$0.518'
'high24h' => '$0.5401'
'volume24h' => '$1.28K'
'current_supply' => '515.16K'
'max_supply' => '822.54K'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.5279'
'change_24h_pct' => '-2.2561%'
'ath_price' => '$18.41'
'ath_days' => 393
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '9 dic. 2024'
'ath_pct' => '-97.14%'
'fdv' => '$434.24K'
'new_prediction' => true
'change_24h_pct_is_increased' => false
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$26.03'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.532446'
'next_week_prediction_price_date' => '13 de enero de 2026'
'next_week_prediction_price_change_pct' => '0.86%'
'next_week_prediction_price_is_increased' => true
'next_month_prediction_price' => '$0.466594'
'next_month_prediction_price_date' => '5 de febrero de 2026'
'next_month_prediction_price_change_pct' => '-11.62%'
'next_month_prediction_price_is_increased' => false
'current_year' => '2026'
'current_year_min_price_prediction' => '$0.182399'
'current_year_max_price_prediction' => '$0.544466'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.592018'
'grand_prediction_max_price' => '$1.71'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.53793297685935
107 => 0.53994142332527
108 => 0.54446655576681
109 => 0.5057997945016
110 => 0.52316003511321
111 => 0.53335755003797
112 => 0.48728480661917
113 => 0.53244684003574
114 => 0.50512669221375
115 => 0.49585382370812
116 => 0.50833851954343
117 => 0.50347322143464
118 => 0.4992903238206
119 => 0.49695619508066
120 => 0.50612357781651
121 => 0.5056959084545
122 => 0.49069629098633
123 => 0.47112990146174
124 => 0.47769702403103
125 => 0.4753111268345
126 => 0.46666432760742
127 => 0.47249122626796
128 => 0.4468325134929
129 => 0.40268803178725
130 => 0.43185122858405
131 => 0.43072847723082
201 => 0.43016233508581
202 => 0.45207767146704
203 => 0.44997101754682
204 => 0.44614742005321
205 => 0.46659410424095
206 => 0.45913078946571
207 => 0.48213096702488
208 => 0.49728037152357
209 => 0.49343799251081
210 => 0.50768608066525
211 => 0.47784831727131
212 => 0.48775922538749
213 => 0.48980184981431
214 => 0.46634179533193
215 => 0.4503156921816
216 => 0.44924693381242
217 => 0.4214598794828
218 => 0.43630349961642
219 => 0.44936527106327
220 => 0.44310969617464
221 => 0.44112936804488
222 => 0.45124643497904
223 => 0.45203261772664
224 => 0.43410756776539
225 => 0.43783475326484
226 => 0.45337773639059
227 => 0.43744310996926
228 => 0.40648473373907
301 => 0.39880662840094
302 => 0.39778222761327
303 => 0.37695859697806
304 => 0.39931971611392
305 => 0.38955848837038
306 => 0.42039408985476
307 => 0.40278095966153
308 => 0.40202169282182
309 => 0.40087394963336
310 => 0.38295019053229
311 => 0.38687435466111
312 => 0.39991887389238
313 => 0.40457330531112
314 => 0.40408780998152
315 => 0.39985494863173
316 => 0.40179273088191
317 => 0.39555045908601
318 => 0.39334618299322
319 => 0.38638888131049
320 => 0.37616356984051
321 => 0.37758546211589
322 => 0.35732644449559
323 => 0.3462882564686
324 => 0.34323303150371
325 => 0.33914745699401
326 => 0.34369450801588
327 => 0.35726905324408
328 => 0.34089527169844
329 => 0.31282357172568
330 => 0.31451072872589
331 => 0.31830126958396
401 => 0.31123762177189
402 => 0.30455247192478
403 => 0.31036466733349
404 => 0.29847031799235
405 => 0.31973864487591
406 => 0.31916339623751
407 => 0.32709091327519
408 => 0.33204815236788
409 => 0.32062332118444
410 => 0.31775000703784
411 => 0.31938677736059
412 => 0.29233460987644
413 => 0.32488017405111
414 => 0.32516162944157
415 => 0.32275163751188
416 => 0.34008114570332
417 => 0.37665181319643
418 => 0.36289245703383
419 => 0.35756441844893
420 => 0.34743581320427
421 => 0.36093157831571
422 => 0.35989531412189
423 => 0.35520893444588
424 => 0.35237459739543
425 => 0.3575969503164
426 => 0.3517274900753
427 => 0.35067317373402
428 => 0.34428516381335
429 => 0.3420049349076
430 => 0.34031674420431
501 => 0.33845821211818
502 => 0.34255767078284
503 => 0.33326775812003
504 => 0.32206503415004
505 => 0.32113364886709
506 => 0.32370528552155
507 => 0.32256752773779
508 => 0.32112820172055
509 => 0.31838013637653
510 => 0.31756484409209
511 => 0.32021414849295
512 => 0.31722323828842
513 => 0.32163648921851
514 => 0.32043632916184
515 => 0.31373233264582
516 => 0.30537667084944
517 => 0.30530228793286
518 => 0.30350207430487
519 => 0.30120923158568
520 => 0.30057141519434
521 => 0.3098751804477
522 => 0.32913369608389
523 => 0.32535278864729
524 => 0.32808488175321
525 => 0.34152407578244
526 => 0.34579599143367
527 => 0.3427638868903
528 => 0.33861335517926
529 => 0.33879595751024
530 => 0.35297958081824
531 => 0.35386419600597
601 => 0.3560993331977
602 => 0.35897211613876
603 => 0.34325313424742
604 => 0.33805559487675
605 => 0.33559271237441
606 => 0.32800798752271
607 => 0.33618746301011
608 => 0.33142163292366
609 => 0.33206470622626
610 => 0.33164590389432
611 => 0.33187459828685
612 => 0.3197326999451
613 => 0.32415656954144
614 => 0.3168010283139
615 => 0.30695278430847
616 => 0.30691976954132
617 => 0.30933011330966
618 => 0.30789634651949
619 => 0.30403811695267
620 => 0.30458616025231
621 => 0.29978472426924
622 => 0.30516914151346
623 => 0.30532354733365
624 => 0.30325025340344
625 => 0.31154569107456
626 => 0.31494433865685
627 => 0.31357965217773
628 => 0.3148485886155
629 => 0.32550990242105
630 => 0.32724816175709
701 => 0.32802018173119
702 => 0.32698577723894
703 => 0.31504345786062
704 => 0.31557315050771
705 => 0.31168661731994
706 => 0.30840290632906
707 => 0.3085342375479
708 => 0.31022249184976
709 => 0.31759519740081
710 => 0.33311062158824
711 => 0.33369942059453
712 => 0.33441306216663
713 => 0.33151032324539
714 => 0.33063482941128
715 => 0.3317898317626
716 => 0.33761660932516
717 => 0.35260466317072
718 => 0.34730688392324
719 => 0.34299970693019
720 => 0.34677826235968
721 => 0.3461965833686
722 => 0.34128662730291
723 => 0.34114882118926
724 => 0.33172504569127
725 => 0.32824129045865
726 => 0.32533000383172
727 => 0.32215095483616
728 => 0.32026630802891
729 => 0.32316198208151
730 => 0.32382425699794
731 => 0.31749281507423
801 => 0.31662986293551
802 => 0.32180025508408
803 => 0.31952495827114
804 => 0.32186515746789
805 => 0.3224081037554
806 => 0.322320676898
807 => 0.31994500570911
808 => 0.32145918768137
809 => 0.31787769591761
810 => 0.31398336154718
811 => 0.31149901884446
812 => 0.30933110033609
813 => 0.3105339875247
814 => 0.30624591433584
815 => 0.30487407342086
816 => 0.32094621689934
817 => 0.33281888209156
818 => 0.33264624883757
819 => 0.3315953883016
820 => 0.33003402270442
821 => 0.33750238570658
822 => 0.33490055737126
823 => 0.33679360487524
824 => 0.33727546491595
825 => 0.33873391013224
826 => 0.33925517893946
827 => 0.33767954255957
828 => 0.3323915144209
829 => 0.31921425106996
830 => 0.31308019940875
831 => 0.31105586018984
901 => 0.31112944107568
902 => 0.30909975176468
903 => 0.30969758623107
904 => 0.30889184933473
905 => 0.30736597858177
906 => 0.31043976930549
907 => 0.31079399505206
908 => 0.31007653556808
909 => 0.31024552324897
910 => 0.30430526515256
911 => 0.30475689007407
912 => 0.30224218512139
913 => 0.30177070825799
914 => 0.29541375311803
915 => 0.28415148563222
916 => 0.29039187507412
917 => 0.28285436215985
918 => 0.27999979180726
919 => 0.29351288387966
920 => 0.29215654423042
921 => 0.2898350803376
922 => 0.28640115140465
923 => 0.2851274737603
924 => 0.27738901159061
925 => 0.27693178196253
926 => 0.28076717276989
927 => 0.27899727188003
928 => 0.27651166071679
929 => 0.2675090290459
930 => 0.25738709037891
1001 => 0.25769260808303
1002 => 0.26091220844763
1003 => 0.27027363072999
1004 => 0.26661596109002
1005 => 0.2639622797993
1006 => 0.26346532506292
1007 => 0.26968575403399
1008 => 0.27848896424822
1009 => 0.28261923352
1010 => 0.2785262621098
1011 => 0.273824476935
1012 => 0.27411065281262
1013 => 0.27601445271734
1014 => 0.27621451516905
1015 => 0.27315413637157
1016 => 0.27401561507679
1017 => 0.2727069501483
1018 => 0.26467567589777
1019 => 0.26453041561403
1020 => 0.26255941139116
1021 => 0.26249973016661
1022 => 0.25914656029346
1023 => 0.25867742864884
1024 => 0.25201950634284
1025 => 0.2564017709667
1026 => 0.25346237793623
1027 => 0.2490320193066
1028 => 0.24826822380895
1029 => 0.24824526319398
1030 => 0.25279425089655
1031 => 0.25634861339684
1101 => 0.25351350993646
1102 => 0.2528680118347
1103 => 0.25976024280072
1104 => 0.25888314358622
1105 => 0.25812358132314
1106 => 0.27770073332799
1107 => 0.26220388989193
1108 => 0.25544638162491
1109 => 0.24708268192845
1110 => 0.24980594472305
1111 => 0.25037977620693
1112 => 0.23026658610714
1113 => 0.2221066673886
1114 => 0.21930649078444
1115 => 0.21769494956007
1116 => 0.21842934913247
1117 => 0.21108446522278
1118 => 0.21602034868326
1119 => 0.20966030006505
1120 => 0.20859401721682
1121 => 0.21996657200502
1122 => 0.2215489965663
1123 => 0.21479788176711
1124 => 0.21913319037439
1125 => 0.2175611472081
1126 => 0.20976932484416
1127 => 0.20947173454262
1128 => 0.2055620719762
1129 => 0.1994442071196
1130 => 0.1966481787159
1201 => 0.19519198284702
1202 => 0.19579283764321
1203 => 0.1954890270718
1204 => 0.19350645758793
1205 => 0.1956026656339
1206 => 0.19024772028942
1207 => 0.18811533790552
1208 => 0.18715219025361
1209 => 0.18239936804123
1210 => 0.18996322177076
1211 => 0.19145339624239
1212 => 0.19294650681808
1213 => 0.20594301498952
1214 => 0.20529374616902
1215 => 0.21116282009955
1216 => 0.21093475867914
1217 => 0.20926080372146
1218 => 0.20219866310723
1219 => 0.20501350648551
1220 => 0.19634985609095
1221 => 0.20284125203752
1222 => 0.19987885001468
1223 => 0.20183966093369
1224 => 0.19831394610212
1225 => 0.20026522226311
1226 => 0.19180677189145
1227 => 0.183908389948
1228 => 0.18708692941019
1229 => 0.19054236531566
1230 => 0.19803463078743
1231 => 0.19357229928229
]
'min_raw' => 0.18239936804123
'max_raw' => 0.54446655576681
'avg_raw' => 0.36343296190402
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.182399'
'max' => '$0.544466'
'avg' => '$0.363432'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.34552963195877
'max_diff' => 0.01653755576681
'year' => 2026
]
1 => [
'items' => [
101 => 0.19517712243097
102 => 0.18980123352704
103 => 0.17870923917147
104 => 0.17877201865494
105 => 0.17706575697557
106 => 0.1755912977663
107 => 0.19408485173485
108 => 0.19178488595904
109 => 0.18812019150736
110 => 0.1930255306601
111 => 0.19432258019028
112 => 0.19435950536697
113 => 0.19793831418768
114 => 0.19984832509683
115 => 0.20018497279803
116 => 0.2058163058027
117 => 0.20770385434679
118 => 0.21547839966402
119 => 0.1996862740157
120 => 0.19936104558026
121 => 0.19309455884157
122 => 0.18912025388266
123 => 0.19336668290228
124 => 0.19712843931829
125 => 0.19321144709927
126 => 0.19372292359086
127 => 0.18846468156685
128 => 0.19034425566715
129 => 0.1919631980883
130 => 0.19106931324038
131 => 0.18973112435852
201 => 0.19682001819068
202 => 0.19642003501907
203 => 0.20302137592854
204 => 0.20816759323389
205 => 0.21739053464146
206 => 0.20776591447985
207 => 0.20741515506677
208 => 0.21084388459329
209 => 0.20770332942616
210 => 0.20968805188351
211 => 0.21707076516989
212 => 0.21722675026811
213 => 0.21461379889757
214 => 0.21445480056921
215 => 0.21495664646248
216 => 0.21789597353421
217 => 0.21686888233895
218 => 0.21805745827287
219 => 0.21954379067837
220 => 0.22569189169937
221 => 0.22717417804123
222 => 0.22357299070785
223 => 0.22389813760327
224 => 0.22255119468579
225 => 0.22125006470464
226 => 0.22417481488748
227 => 0.22951985333274
228 => 0.22948660212598
301 => 0.23072654715258
302 => 0.23149902263189
303 => 0.22818299238807
304 => 0.22602437863316
305 => 0.22685212850295
306 => 0.2281757185708
307 => 0.22642290608285
308 => 0.21560373542547
309 => 0.21888558067163
310 => 0.21833932114863
311 => 0.21756138116046
312 => 0.22086130193323
313 => 0.22054301652448
314 => 0.21100913282216
315 => 0.21161946112418
316 => 0.21104624890768
317 => 0.21289841484737
318 => 0.20760330638713
319 => 0.2092320460864
320 => 0.21025357635729
321 => 0.21085526553462
322 => 0.21302897942524
323 => 0.21277391918908
324 => 0.21301312452284
325 => 0.21623616838343
326 => 0.23253721821525
327 => 0.23342444839136
328 => 0.22905540251502
329 => 0.230800750167
330 => 0.22745006434077
331 => 0.22969940218356
401 => 0.23123834200861
402 => 0.22428416886032
403 => 0.22387238785869
404 => 0.22050787256015
405 => 0.2223157725057
406 => 0.21943927369973
407 => 0.22014506589105
408 => 0.21817160939424
409 => 0.22172343817723
410 => 0.22569493465501
411 => 0.22669829150445
412 => 0.22405889160587
413 => 0.22214779213437
414 => 0.21879253101771
415 => 0.22437240503158
416 => 0.22600413023681
417 => 0.22436383427372
418 => 0.2239837418579
419 => 0.22326346741673
420 => 0.22413655148555
421 => 0.22599524351091
422 => 0.22511871867641
423 => 0.22569767877198
424 => 0.22349127990871
425 => 0.22818409013206
426 => 0.23563740215303
427 => 0.23566136576991
428 => 0.23478483621061
429 => 0.23442617920003
430 => 0.23532555172014
501 => 0.23581342441811
502 => 0.23872183023142
503 => 0.24184266554511
504 => 0.25640624222696
505 => 0.25231684817179
506 => 0.26523851979498
507 => 0.27545788437985
508 => 0.27852222498021
509 => 0.27570317581625
510 => 0.2660593609084
511 => 0.26558618934077
512 => 0.27999812032673
513 => 0.27592608971494
514 => 0.27544173463076
515 => 0.27028901486593
516 => 0.27333491042371
517 => 0.27266872838463
518 => 0.2716171274452
519 => 0.27742848399051
520 => 0.28830682465995
521 => 0.28661133325018
522 => 0.28534572756438
523 => 0.27980021186145
524 => 0.28313985095039
525 => 0.28195066943739
526 => 0.28706014789046
527 => 0.28403340604367
528 => 0.2758952400781
529 => 0.27719126983187
530 => 0.27699537754183
531 => 0.2810268269896
601 => 0.27981668593211
602 => 0.27675907807829
603 => 0.28826964367417
604 => 0.2875222115695
605 => 0.28858189940715
606 => 0.28904840676522
607 => 0.29605468520451
608 => 0.29892493330519
609 => 0.29957652987481
610 => 0.30230304357749
611 => 0.29950869173009
612 => 0.31068809145881
613 => 0.31812173994236
614 => 0.32675630518805
615 => 0.33937372576434
616 => 0.3441179926187
617 => 0.34326098327574
618 => 0.35282736755606
619 => 0.37001794745902
620 => 0.34673569097162
621 => 0.37125196358658
622 => 0.36349039473067
623 => 0.34508785459794
624 => 0.34390294796509
625 => 0.35636536180086
626 => 0.3840057962257
627 => 0.37708218089749
628 => 0.38401712078006
629 => 0.37592714503602
630 => 0.37552540955266
701 => 0.38362420871533
702 => 0.40254749440149
703 => 0.39355775070075
704 => 0.38066874873016
705 => 0.39018578721016
706 => 0.38194124771845
707 => 0.36336399274233
708 => 0.37707688653933
709 => 0.367907464978
710 => 0.37058358966286
711 => 0.38985634993625
712 => 0.38753740043075
713 => 0.39053833581981
714 => 0.38524176340628
715 => 0.38029392957925
716 => 0.37105843031012
717 => 0.36832425428115
718 => 0.36907988217021
719 => 0.36832387982949
720 => 0.36315670286704
721 => 0.36204085149397
722 => 0.36018105031894
723 => 0.36075748047006
724 => 0.357260510157
725 => 0.36386001564869
726 => 0.36508494202259
727 => 0.36988751176636
728 => 0.37038613048907
729 => 0.38376121886516
730 => 0.37639444494683
731 => 0.3813367129079
801 => 0.38089462994304
802 => 0.345486693444
803 => 0.3503655946867
804 => 0.35795563393679
805 => 0.35453633154268
806 => 0.34970223795095
807 => 0.34579844818792
808 => 0.33988380751394
809 => 0.34820855068195
810 => 0.35915470271015
811 => 0.3706637429684
812 => 0.3844911007365
813 => 0.38140499545085
814 => 0.37040525013304
815 => 0.37089869067268
816 => 0.37394894592702
817 => 0.36999858822773
818 => 0.36883355062207
819 => 0.37378888765037
820 => 0.37382301233308
821 => 0.36927764838337
822 => 0.36422630814609
823 => 0.36420514284605
824 => 0.36330630564099
825 => 0.37608704617802
826 => 0.38311516119478
827 => 0.38392092325507
828 => 0.38306092698814
829 => 0.38339190541925
830 => 0.37930240014495
831 => 0.38864979649689
901 => 0.39722789175111
902 => 0.39492877897871
903 => 0.39148208209473
904 => 0.38873662201122
905 => 0.39428203583501
906 => 0.39403510728673
907 => 0.39715296957243
908 => 0.39701152532951
909 => 0.39596310551156
910 => 0.39492881642108
911 => 0.39902965575409
912 => 0.39784867988365
913 => 0.39666586963148
914 => 0.39429356259158
915 => 0.39461599851815
916 => 0.39116989675498
917 => 0.38957557239646
918 => 0.36560075936321
919 => 0.35919390592112
920 => 0.36120963243753
921 => 0.36187326194505
922 => 0.35908499111644
923 => 0.36308265523666
924 => 0.36245962351809
925 => 0.36488347547365
926 => 0.36336915800324
927 => 0.36343130612044
928 => 0.3678845909144
929 => 0.36917739843572
930 => 0.36851986609614
1001 => 0.36898037920789
1002 => 0.37959270949774
1003 => 0.37808397549374
1004 => 0.3772824906243
1005 => 0.37750450741058
1006 => 0.38021618533056
1007 => 0.38097530709603
1008 => 0.3777588548332
1009 => 0.37927575231444
1010 => 0.38573450926661
1011 => 0.38799470866589
1012 => 0.39520818019113
1013 => 0.39214376927798
1014 => 0.39776862813367
1015 => 0.41505752660036
1016 => 0.42886909499634
1017 => 0.41616740591219
1018 => 0.44153059237877
1019 => 0.46127947117601
1020 => 0.46052147631429
1021 => 0.4570778024962
1022 => 0.43459422903665
1023 => 0.41390450952798
1024 => 0.43121233842887
1025 => 0.43125645964413
1026 => 0.42976970179199
1027 => 0.4205355764614
1028 => 0.42944837424661
1029 => 0.43015583976827
1030 => 0.42975984720641
1031 => 0.422680064966
1101 => 0.41187054604736
1102 => 0.41398270016973
1103 => 0.41744245170895
1104 => 0.41089242026543
1105 => 0.40879928833883
1106 => 0.41269081882503
1107 => 0.42523014088414
1108 => 0.42285965468421
1109 => 0.42279775170965
1110 => 0.43293969691553
1111 => 0.42568025291688
1112 => 0.41400934119727
1113 => 0.41106228206765
1114 => 0.40060220753443
1115 => 0.40782701827203
1116 => 0.4080870263484
1117 => 0.40413007134319
1118 => 0.41433042628792
1119 => 0.41423642822137
1120 => 0.42392014711891
1121 => 0.4424317806123
1122 => 0.43695697968615
1123 => 0.43059038186567
1124 => 0.43128260757537
1125 => 0.43887461505208
1126 => 0.43428431402299
1127 => 0.43593501827777
1128 => 0.43887211651349
1129 => 0.44064414080315
1130 => 0.43102764054999
1201 => 0.4287855743306
1202 => 0.42419909370404
1203 => 0.42300256651928
1204 => 0.42673815928956
1205 => 0.42575396257503
1206 => 0.40806517367638
1207 => 0.40621659681698
1208 => 0.4062732900301
1209 => 0.40162495562209
1210 => 0.3945351299218
1211 => 0.41316676855067
1212 => 0.41167038721916
1213 => 0.41001849803988
1214 => 0.41022084503879
1215 => 0.41830820788276
1216 => 0.41361712901165
1217 => 0.42608913104322
1218 => 0.42352526236822
1219 => 0.42089564013608
1220 => 0.42053214624335
1221 => 0.4195199660328
1222 => 0.41604882347516
1223 => 0.41185721025348
1224 => 0.4090895441332
1225 => 0.3773634800714
1226 => 0.38325165301924
1227 => 0.39002545927189
1228 => 0.39236375004598
1229 => 0.3883639418721
1230 => 0.41620676028098
1231 => 0.42129391150435
]
'min_raw' => 0.1755912977663
'max_raw' => 0.46127947117601
'avg_raw' => 0.31843538447116
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.175591'
'max' => '$0.461279'
'avg' => '$0.318435'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.0068080702749257
'max_diff' => -0.083187084590799
'year' => 2027
]
2 => [
'items' => [
101 => 0.40588459862209
102 => 0.40300214533991
103 => 0.41639573343828
104 => 0.40831776251541
105 => 0.41195527232736
106 => 0.40409296572542
107 => 0.42006856574382
108 => 0.41994685843813
109 => 0.41373198920568
110 => 0.41898475412336
111 => 0.41807195695472
112 => 0.41105538489783
113 => 0.42029100359326
114 => 0.4202955843449
115 => 0.41431390783158
116 => 0.40732861922138
117 => 0.40607981460303
118 => 0.4051390080764
119 => 0.4117238915943
120 => 0.41762787756605
121 => 0.42861373173722
122 => 0.43137583649331
123 => 0.44215651524006
124 => 0.4357371459481
125 => 0.43858276921048
126 => 0.44167209579978
127 => 0.44315323257291
128 => 0.44073979968327
129 => 0.45748663128138
130 => 0.45890057697792
131 => 0.45937466073939
201 => 0.45372772334949
202 => 0.45874352543387
203 => 0.45639679774449
204 => 0.46250233125252
205 => 0.46345975686595
206 => 0.46264885143278
207 => 0.46295275343442
208 => 0.44866228700897
209 => 0.44792125093659
210 => 0.43781717150824
211 => 0.44193465856088
212 => 0.43423721387226
213 => 0.43667815287548
214 => 0.43775409552999
215 => 0.43719208414648
216 => 0.44216745510101
217 => 0.43793737338853
218 => 0.42677349225948
219 => 0.41560656953848
220 => 0.41546637792009
221 => 0.41252632428021
222 => 0.41040120399626
223 => 0.41081057755564
224 => 0.41225326337434
225 => 0.41031735247382
226 => 0.41073047721762
227 => 0.41759110060045
228 => 0.41896694969215
229 => 0.41429127689961
301 => 0.39551777594122
302 => 0.39091071171627
303 => 0.39422217811911
304 => 0.3926395104643
305 => 0.31689072920203
306 => 0.33468678176205
307 => 0.32411297162773
308 => 0.32898586981524
309 => 0.31819274774296
310 => 0.32334379131184
311 => 0.32239258165066
312 => 0.35100810754369
313 => 0.35056131546624
314 => 0.35077517119
315 => 0.34056728029657
316 => 0.35682872766425
317 => 0.3648397013803
318 => 0.36335708335062
319 => 0.36373022636694
320 => 0.35731839306462
321 => 0.35083725175194
322 => 0.34364866859568
323 => 0.35700416756428
324 => 0.35551926406494
325 => 0.35892509844101
326 => 0.36758709419293
327 => 0.36886260597112
328 => 0.37057690673597
329 => 0.36996245194401
330 => 0.38460125794916
331 => 0.38282840195199
401 => 0.3871004748197
402 => 0.37831249680786
403 => 0.36836806552494
404 => 0.37025817680387
405 => 0.3700761438884
406 => 0.36775865594673
407 => 0.36566653145489
408 => 0.36218373362838
409 => 0.37320382130854
410 => 0.37275642587377
411 => 0.37999923792241
412 => 0.37871900053989
413 => 0.37016926197219
414 => 0.37047461755774
415 => 0.37252828061949
416 => 0.37963603192451
417 => 0.38174609644445
418 => 0.38076863048728
419 => 0.38308221990529
420 => 0.38491078664865
421 => 0.38331185973515
422 => 0.40594929299184
423 => 0.39654865242732
424 => 0.40113045922923
425 => 0.40222319315392
426 => 0.39942417818356
427 => 0.40003118430542
428 => 0.40095063318077
429 => 0.40653334670533
430 => 0.42118400236496
501 => 0.42767267802623
502 => 0.44719417889877
503 => 0.42713388383929
504 => 0.42594358894821
505 => 0.4294600007482
506 => 0.44092118832111
507 => 0.45020940435435
508 => 0.45329084146261
509 => 0.45369810424545
510 => 0.45947908511061
511 => 0.46279263553361
512 => 0.45877712197869
513 => 0.45537439468268
514 => 0.44318624787046
515 => 0.44459705905119
516 => 0.45431614905234
517 => 0.46804493613051
518 => 0.47982566368042
519 => 0.47570046349225
520 => 0.50717282899051
521 => 0.51029318547658
522 => 0.50986205310341
523 => 0.51697068954998
524 => 0.50286149385218
525 => 0.49682953933857
526 => 0.45611010294668
527 => 0.46755060364857
528 => 0.48418004329583
529 => 0.48197907460132
530 => 0.46990233102328
531 => 0.47981650238747
601 => 0.47653856728966
602 => 0.47395312387638
603 => 0.48579754136551
604 => 0.47277411779435
605 => 0.48405012468331
606 => 0.46958852921287
607 => 0.47571930705922
608 => 0.47223918104127
609 => 0.47449124908309
610 => 0.46132570532794
611 => 0.46842951316271
612 => 0.46103016356686
613 => 0.46102665531173
614 => 0.46086331425929
615 => 0.46956861624507
616 => 0.4698524958303
617 => 0.46341926450982
618 => 0.46249213537058
619 => 0.46592021772641
620 => 0.46190683110393
621 => 0.46378466944463
622 => 0.46196370891428
623 => 0.46155377234361
624 => 0.45828732800348
625 => 0.456880053969
626 => 0.45743188237891
627 => 0.45554820752886
628 => 0.4544132252962
629 => 0.46063753772613
630 => 0.45731213868287
701 => 0.46012787262981
702 => 0.45691898842331
703 => 0.44579559771929
704 => 0.43939841809769
705 => 0.41838736419665
706 => 0.42434607301885
707 => 0.4282967031327
708 => 0.42699101990364
709 => 0.429796132712
710 => 0.42996834385625
711 => 0.42905637308751
712 => 0.42800042776801
713 => 0.42748645198391
714 => 0.43131720638611
715 => 0.43354108825385
716 => 0.42869320171724
717 => 0.42755740973086
718 => 0.43245889067852
719 => 0.4354487912251
720 => 0.45752453698104
721 => 0.45588909443172
722 => 0.45999373429113
723 => 0.45953161483379
724 => 0.46383393132685
725 => 0.4708664004984
726 => 0.45656742436334
727 => 0.45904923219899
728 => 0.458440750231
729 => 0.46508399680497
730 => 0.46510473629564
731 => 0.46112177811977
801 => 0.46328100436303
802 => 0.46207578350931
803 => 0.46425378048734
804 => 0.4558672520994
805 => 0.46608113840611
806 => 0.47187175377373
807 => 0.47195215647373
808 => 0.47469686220081
809 => 0.47748564218216
810 => 0.48283846250482
811 => 0.47733635492861
812 => 0.46743859901839
813 => 0.46815318502555
814 => 0.46235013435683
815 => 0.46244768468698
816 => 0.46192695337949
817 => 0.46348970723208
818 => 0.45621018868877
819 => 0.45791867714079
820 => 0.45552678330306
821 => 0.45904403268892
822 => 0.45526005377189
823 => 0.45844045680257
824 => 0.45981301331859
825 => 0.46487777641171
826 => 0.454511984145
827 => 0.43337543201075
828 => 0.4378185915253
829 => 0.43124680960064
830 => 0.4318550530383
831 => 0.43308380158361
901 => 0.42910102552676
902 => 0.42986081368671
903 => 0.42983366870709
904 => 0.42959974793762
905 => 0.42856367406313
906 => 0.42706116196414
907 => 0.43304670771768
908 => 0.43406376857722
909 => 0.43632456888079
910 => 0.44305117706873
911 => 0.44237903028641
912 => 0.44347532957548
913 => 0.4410821143829
914 => 0.43196606742718
915 => 0.4324611126355
916 => 0.42628789095518
917 => 0.43616670572313
918 => 0.4338272719921
919 => 0.43231902384678
920 => 0.43190748436651
921 => 0.43865076651508
922 => 0.44066846222192
923 => 0.43941116965994
924 => 0.43683242593422
925 => 0.44178437622474
926 => 0.44310930921647
927 => 0.44340591285168
928 => 0.45217981932419
929 => 0.44389627675755
930 => 0.44589020778467
1001 => 0.46144628846557
1002 => 0.44733906988039
1003 => 0.45481197819347
1004 => 0.45444621821869
1005 => 0.45826910524223
1006 => 0.45413262990104
1007 => 0.45418390647042
1008 => 0.45757837116253
1009 => 0.45281145769739
1010 => 0.45163110288617
1011 => 0.45000045116833
1012 => 0.45356091953804
1013 => 0.45569525929955
1014 => 0.47289647027747
1015 => 0.48400923703973
1016 => 0.48352680252675
1017 => 0.48793535089588
1018 => 0.48594925947791
1019 => 0.47953564638484
1020 => 0.49048290187792
1021 => 0.48701873218729
1022 => 0.48730431412762
1023 => 0.48729368475353
1024 => 0.48959705475483
1025 => 0.48796490600815
1026 => 0.48474777329181
1027 => 0.48688345612621
1028 => 0.49322567062382
1029 => 0.51291209902727
1030 => 0.52392888517233
1031 => 0.51224887466826
1101 => 0.5203055895124
1102 => 0.51547443150694
1103 => 0.51459646638285
1104 => 0.51965667869152
1105 => 0.52472574823197
1106 => 0.52440287041643
1107 => 0.52072298622966
1108 => 0.51864431302616
1109 => 0.53438472292969
1110 => 0.54598198881572
1111 => 0.54519113303135
1112 => 0.54868171326348
1113 => 0.5589301647846
1114 => 0.55986715475391
1115 => 0.55974911555425
1116 => 0.55742668815051
1117 => 0.56751761960265
1118 => 0.57593565215307
1119 => 0.55688911330792
1120 => 0.56414178596265
1121 => 0.56739774438388
1122 => 0.57217845734558
1123 => 0.58024432145248
1124 => 0.58900598923737
1125 => 0.59024498512896
1126 => 0.58936585825247
1127 => 0.58358730282206
1128 => 0.59317442426072
1129 => 0.59879033515383
1130 => 0.60213448157284
1201 => 0.61061468047854
1202 => 0.56741785207463
1203 => 0.53684098990866
1204 => 0.53206597134621
1205 => 0.54177615936129
1206 => 0.54433665850358
1207 => 0.54330452450991
1208 => 0.50888748621544
1209 => 0.53188477276236
1210 => 0.55662791942007
1211 => 0.55757840445283
1212 => 0.56996534102447
1213 => 0.57399903532989
1214 => 0.58397214286296
1215 => 0.58334832227138
1216 => 0.58577661524888
1217 => 0.58521839274553
1218 => 0.60369147436498
1219 => 0.6240700266704
1220 => 0.62336438220389
1221 => 0.6204347242019
1222 => 0.62478576591578
1223 => 0.64581861579336
1224 => 0.64388224802118
1225 => 0.64576326437243
1226 => 0.67056217973757
1227 => 0.70280429731683
1228 => 0.68782459664559
1229 => 0.72032623680944
1230 => 0.74078429645466
1231 => 0.77616439520824
]
'min_raw' => 0.31689072920203
'max_raw' => 0.77616439520824
'avg_raw' => 0.54652756220513
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.31689'
'max' => '$0.776164'
'avg' => '$0.546527'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.14129943143573
'max_diff' => 0.31488492403222
'year' => 2028
]
3 => [
'items' => [
101 => 0.77173463259363
102 => 0.78550784540724
103 => 0.76380443299413
104 => 0.71396901111029
105 => 0.70608236483484
106 => 0.72187163039998
107 => 0.76068799909788
108 => 0.72064916481396
109 => 0.7287489688429
110 => 0.72641622473767
111 => 0.72629192271782
112 => 0.73103602524242
113 => 0.72415445709474
114 => 0.69611771049065
115 => 0.70896678623772
116 => 0.70400514102848
117 => 0.70951045630328
118 => 0.73922037227669
119 => 0.72608491022891
120 => 0.71224776799986
121 => 0.72960261506276
122 => 0.7517012991463
123 => 0.75031840321151
124 => 0.74763500709235
125 => 0.762761170518
126 => 0.78774516094713
127 => 0.79449823316632
128 => 0.79948321301805
129 => 0.80017055751767
130 => 0.80725063304606
131 => 0.76917928252113
201 => 0.82959949354583
202 => 0.84003239491515
203 => 0.83807144185717
204 => 0.84966717264557
205 => 0.84625541449232
206 => 0.84131231221673
207 => 0.85969401199901
208 => 0.83862087652531
209 => 0.80871021375437
210 => 0.79230063259241
211 => 0.81391009278964
212 => 0.82710623606585
213 => 0.83582804733909
214 => 0.8384672621605
215 => 0.77213465308715
216 => 0.73638505577176
217 => 0.75930013778096
218 => 0.78725811934665
219 => 0.7690239745219
220 => 0.76973871847723
221 => 0.7437416198061
222 => 0.78955828572406
223 => 0.78288318287863
224 => 0.81751362824879
225 => 0.80924879453451
226 => 0.83748857838774
227 => 0.83005209688097
228 => 0.86092051584749
301 => 0.87323476390232
302 => 0.89391230294604
303 => 0.90912278483933
304 => 0.91805467073723
305 => 0.91751843381058
306 => 0.95291101558592
307 => 0.93204124663563
308 => 0.90582389820717
309 => 0.90534970908878
310 => 0.91892804534257
311 => 0.9473845130959
312 => 0.95476286115957
313 => 0.95888635115441
314 => 0.95257108268759
315 => 0.92991844424186
316 => 0.92013714981248
317 => 0.9284710960577
318 => 0.91827939594396
319 => 0.93587312962626
320 => 0.96003308379078
321 => 0.95504414879462
322 => 0.97172141050385
323 => 0.98898062187381
324 => 1.0136620692925
325 => 1.0201147135991
326 => 1.0307806892659
327 => 1.0417594818174
328 => 1.0452855740982
329 => 1.0520179783445
330 => 1.0519824952509
331 => 1.07227104859
401 => 1.0946499512072
402 => 1.1030974688724
403 => 1.1225220699447
404 => 1.0892581213276
405 => 1.1144892084624
406 => 1.137248280633
407 => 1.1101139765448
408 => 1.1475122932484
409 => 1.1489643851396
410 => 1.1708892486938
411 => 1.148664199186
412 => 1.1354670357332
413 => 1.1735667521303
414 => 1.192002004765
415 => 1.1864491566404
416 => 1.1441917082339
417 => 1.1195960607541
418 => 1.0552245071535
419 => 1.1314753930376
420 => 1.168614975283
421 => 1.1440955256882
422 => 1.1564617098526
423 => 1.2239276009049
424 => 1.2496142441247
425 => 1.2442716018982
426 => 1.2451744204871
427 => 1.2590344669229
428 => 1.3204975456864
429 => 1.2836674441883
430 => 1.311822676786
501 => 1.3267561106346
502 => 1.3406271162425
503 => 1.3065643104459
504 => 1.2622491005865
505 => 1.2482126133981
506 => 1.1416575496515
507 => 1.1361108958383
508 => 1.1329973909721
509 => 1.113367183205
510 => 1.0979432170665
511 => 1.085677506538
512 => 1.05348861926
513 => 1.0643514238016
514 => 1.0130490558234
515 => 1.0458704928116
516 => 0.96399067477932
517 => 1.0321826203085
518 => 0.99506884466428
519 => 1.0199897468376
520 => 1.0199028001576
521 => 0.9740155180773
522 => 0.94754869141653
523 => 0.96441438346908
524 => 0.98249574414971
525 => 0.98542938408714
526 => 1.0088723401814
527 => 1.0154147653226
528 => 0.99559091170802
529 => 0.96229389754589
530 => 0.97002803451172
531 => 0.94739195937777
601 => 0.9077231083896
602 => 0.936213969721
603 => 0.94594200243428
604 => 0.95023845587427
605 => 0.91122869692571
606 => 0.89897098372101
607 => 0.892445080063
608 => 0.9572582275292
609 => 0.96080883805481
610 => 0.94264341260007
611 => 1.0247528581718
612 => 1.0061689618097
613 => 1.0269317272113
614 => 0.96932624264745
615 => 0.97152684973387
616 => 0.94425549017248
617 => 0.95952562925395
618 => 0.94873318713073
619 => 0.95829195291862
620 => 0.96402143771962
621 => 0.99128832231926
622 => 1.0324939643312
623 => 0.98721555903054
624 => 0.96748710944232
625 => 0.97972652860984
626 => 1.0123217147447
627 => 1.061705090256
628 => 1.0324691380203
629 => 1.0454435571638
630 => 1.048277890555
701 => 1.0267203817501
702 => 1.062499946355
703 => 1.0816745056993
704 => 1.1013436359707
705 => 1.1184217906688
706 => 1.0934873528069
707 => 1.1201707755304
708 => 1.0986686470734
709 => 1.0793790149983
710 => 1.0794082694078
711 => 1.0673076014305
712 => 1.0438610324423
713 => 1.039537125386
714 => 1.0620306359423
715 => 1.0800683012651
716 => 1.0815539697756
717 => 1.0915405481071
718 => 1.0974505022936
719 => 1.1553760875153
720 => 1.1786742370771
721 => 1.2071627733498
722 => 1.2182606637539
723 => 1.2516613350565
724 => 1.2246875803098
725 => 1.2188516387974
726 => 1.1378325354938
727 => 1.151099409121
728 => 1.172340953861
729 => 1.1381828007428
730 => 1.1598482867732
731 => 1.1641255126534
801 => 1.1370221197706
802 => 1.1514992129778
803 => 1.1130523455785
804 => 1.0333320009774
805 => 1.0625886978878
806 => 1.0841314745115
807 => 1.0533872760642
808 => 1.1084950618162
809 => 1.0763022310355
810 => 1.0660986492064
811 => 1.0262908386516
812 => 1.0450785928903
813 => 1.0704892995129
814 => 1.0547884371319
815 => 1.0873700840689
816 => 1.1335143853396
817 => 1.1663995623657
818 => 1.1689240779209
819 => 1.1477811122288
820 => 1.181662849683
821 => 1.1819096411508
822 => 1.1436909028916
823 => 1.1202821385106
824 => 1.1149636179908
825 => 1.1282503250067
826 => 1.1443828401854
827 => 1.1698193202367
828 => 1.1851900524018
829 => 1.2252687698818
830 => 1.236112921685
831 => 1.2480273567754
901 => 1.2639487163318
902 => 1.283066390632
903 => 1.2412380076329
904 => 1.2428999272673
905 => 1.2039499161718
906 => 1.1623262433198
907 => 1.1939134225504
908 => 1.2352094575282
909 => 1.2257361014762
910 => 1.2246701553973
911 => 1.2264627810333
912 => 1.219320179941
913 => 1.1870144599177
914 => 1.1707907295665
915 => 1.1917234808346
916 => 1.202848306524
917 => 1.2201019409815
918 => 1.2179750663546
919 => 1.262418575812
920 => 1.2796879796852
921 => 1.275269727175
922 => 1.2760827919681
923 => 1.3073482227863
924 => 1.3421218120824
925 => 1.3746918672375
926 => 1.4078235262576
927 => 1.3678820181582
928 => 1.347602183595
929 => 1.3685257962787
930 => 1.3574234328676
1001 => 1.4212209062029
1002 => 1.4256381048372
1003 => 1.4894309648891
1004 => 1.5499779853908
1005 => 1.5119494866262
1006 => 1.54780864812
1007 => 1.5865932549158
1008 => 1.6614150540007
1009 => 1.6362177043315
1010 => 1.6169169293778
1011 => 1.5986777903071
1012 => 1.6366305433314
1013 => 1.685456153787
1014 => 1.6959727226332
1015 => 1.7130135818027
1016 => 1.6950972020431
1017 => 1.716675508039
1018 => 1.7928564101925
1019 => 1.7722716579632
1020 => 1.7430380006336
1021 => 1.8031755063922
1022 => 1.8249390359476
1023 => 1.9776868840163
1024 => 2.170537351902
1025 => 2.0906959918729
1026 => 2.0411358832382
1027 => 2.0527836843489
1028 => 2.1232061468204
1029 => 2.145823606669
1030 => 2.0843415540945
1031 => 2.106058054457
1101 => 2.2257181065732
1102 => 2.2899118853795
1103 => 2.2027281113859
1104 => 1.962191536696
1105 => 1.7404058296434
1106 => 1.7992333862943
1107 => 1.7925641670017
1108 => 1.9211239651051
1109 => 1.7717807184304
1110 => 1.7742952756923
1111 => 1.9055135542733
1112 => 1.8705067671987
1113 => 1.8138002554684
1114 => 1.7408198499342
1115 => 1.6059088204339
1116 => 1.4864143593331
1117 => 1.7207705154826
1118 => 1.7106646518805
1119 => 1.6960298637794
1120 => 1.7285980010488
1121 => 1.886739631002
1122 => 1.8830939545771
1123 => 1.8599020212022
1124 => 1.8774928982627
1125 => 1.810716489669
1126 => 1.8279262906342
1127 => 1.7403706976543
1128 => 1.7799494823257
1129 => 1.8136785887624
1130 => 1.8204502062475
1201 => 1.8357070062088
1202 => 1.7053393209761
1203 => 1.7638705842514
1204 => 1.798252217788
1205 => 1.6429147466553
1206 => 1.7951816954317
1207 => 1.7030699096181
1208 => 1.6718057860404
1209 => 1.7138988097027
1210 => 1.6974951174447
1211 => 1.6833921860984
1212 => 1.675522508088
1213 => 1.7064309790282
1214 => 1.7049890619152
1215 => 1.6544168043814
1216 => 1.5884473560176
1217 => 1.6105888682618
1218 => 1.6025446492857
1219 => 1.5733913619913
1220 => 1.5930371576464
1221 => 1.5065270160912
1222 => 1.3576908139513
1223 => 1.4560165680611
1224 => 1.4522311334857
1225 => 1.450322345717
1226 => 1.5242114324062
1227 => 1.5171087016323
1228 => 1.5042171757275
1229 => 1.5731545990084
1230 => 1.5479915121717
1231 => 1.6255382166336
]
'min_raw' => 0.69611771049065
'max_raw' => 2.2899118853795
'avg_raw' => 1.4930147979351
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.696117'
'max' => '$2.28'
'avg' => '$1.49'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.37922698128861
'max_diff' => 1.5137474901713
'year' => 2029
]
4 => [
'items' => [
101 => 1.6766154915985
102 => 1.6636606424907
103 => 1.7116990664731
104 => 1.6110989639843
105 => 1.6445142826555
106 => 1.651401133522
107 => 1.572303921906
108 => 1.5182707962279
109 => 1.5146674027679
110 => 1.4209814090654
111 => 1.4710277106943
112 => 1.5150663850711
113 => 1.4939752775838
114 => 1.4872984630323
115 => 1.5214088605518
116 => 1.5240595305749
117 => 1.4636239731435
118 => 1.4761904392787
119 => 1.5285946920636
120 => 1.474869986564
121 => 1.3704916596591
122 => 1.3446043914434
123 => 1.3411505526664
124 => 1.2709422281203
125 => 1.3463343024904
126 => 1.3134236416459
127 => 1.4173880249234
128 => 1.3580041267674
129 => 1.355444205607
130 => 1.3515745093143
131 => 1.2911433041081
201 => 1.3043738974448
202 => 1.3483544047723
203 => 1.3640471452626
204 => 1.3624102638626
205 => 1.3481388762929
206 => 1.354672244441
207 => 1.3336259892596
208 => 1.3261941185152
209 => 1.3027370901485
210 => 1.2682617386191
211 => 1.2730557476989
212 => 1.2047510553525
213 => 1.1675350337579
214 => 1.1572341294798
215 => 1.1434593297746
216 => 1.1587900297598
217 => 1.2045575567412
218 => 1.1493522090791
219 => 1.0547065127174
220 => 1.0603948803372
221 => 1.0731749534873
222 => 1.0493593717207
223 => 1.026819922269
224 => 1.046416144884
225 => 1.0063135156433
226 => 1.0780211646384
227 => 1.0760816736915
228 => 1.1028098508656
301 => 1.11952352857
302 => 1.0810039125788
303 => 1.0713163333251
304 => 1.0768348187439
305 => 0.9856265473491
306 => 1.0953561892227
307 => 1.0963051357223
308 => 1.088179679671
309 => 1.1466073264461
310 => 1.2699078851816
311 => 1.2235172552318
312 => 1.2055534011511
313 => 1.171404101412
314 => 1.2169060157295
315 => 1.2134121786504
316 => 1.1976117223801
317 => 1.1880555571274
318 => 1.2056630846135
319 => 1.185873789618
320 => 1.1823190884634
321 => 1.1607814670192
322 => 1.153093516063
323 => 1.1474016632412
324 => 1.1411354925542
325 => 1.1549571036572
326 => 1.1236355145135
327 => 1.0858647484995
328 => 1.0827245179908
329 => 1.0913949705172
330 => 1.0875589407136
331 => 1.0827061525559
401 => 1.0734408583848
402 => 1.0706920435259
403 => 1.0796243582819
404 => 1.0695402957086
405 => 1.0844198793428
406 => 1.0803734559192
407 => 1.0577704636073
408 => 1.0295987664872
409 => 1.0293479792907
410 => 1.023278433357
411 => 1.0155479540481
412 => 1.0133975115538
413 => 1.0447658056736
414 => 1.1096972357277
415 => 1.0969496423306
416 => 1.1061610849859
417 => 1.15147226595
418 => 1.1658753278238
419 => 1.155652375661
420 => 1.1416585682164
421 => 1.1422742247242
422 => 1.190095300976
423 => 1.1930778428433
424 => 1.2006137639375
425 => 1.2102995521946
426 => 1.1573019072837
427 => 1.1397780404149
428 => 1.1314742601053
429 => 1.1059018307192
430 => 1.1334795033977
501 => 1.1174111745216
502 => 1.1195793410593
503 => 1.1181673197573
504 => 1.1189383788686
505 => 1.0780011208891
506 => 1.0929165060979
507 => 1.0681167853018
508 => 1.034912743055
509 => 1.0348014314626
510 => 1.0429280737623
511 => 1.0380940289269
512 => 1.0250857385694
513 => 1.0269335048173
514 => 1.0107451281748
515 => 1.0288990668417
516 => 1.0294196568448
517 => 1.0224294016063
518 => 1.0503980488834
519 => 1.0618568264931
520 => 1.0572556907494
521 => 1.0615339985437
522 => 1.0974793623882
523 => 1.1033400251011
524 => 1.1059429443445
525 => 1.102455377379
526 => 1.0621910138089
527 => 1.0639769095505
528 => 1.0508731915589
529 => 1.0398019306917
530 => 1.0402447230653
531 => 1.0459367903142
601 => 1.0707943818254
602 => 1.1231057177257
603 => 1.125090894684
604 => 1.1274969870692
605 => 1.1177102001335
606 => 1.1147584115467
607 => 1.1186525826139
608 => 1.1382979699787
609 => 1.1888312399515
610 => 1.1709694073395
611 => 1.15644745939
612 => 1.1691871228308
613 => 1.1672259515008
614 => 1.1506716918231
615 => 1.1502070688897
616 => 1.1184341518512
617 => 1.1066884278564
618 => 1.0968728217342
619 => 1.0861544360915
620 => 1.0798002177991
621 => 1.0895631850369
622 => 1.0917960911562
623 => 1.0704491926632
624 => 1.0675396892782
625 => 1.0849720273923
626 => 1.0773007053313
627 => 1.0851908503107
628 => 1.0870214316263
629 => 1.0867266658726
630 => 1.0787169245952
701 => 1.0838220948315
702 => 1.0717468452982
703 => 1.0586168250746
704 => 1.0502406902011
705 => 1.0429314015909
706 => 1.0469870197302
707 => 1.0325294815902
708 => 1.0279042241665
709 => 1.0820925780254
710 => 1.122122097644
711 => 1.1215400525753
712 => 1.1179970029095
713 => 1.1127327497876
714 => 1.1379128570738
715 => 1.1291406111874
716 => 1.1355231530155
717 => 1.1371477777851
718 => 1.1420650276572
719 => 1.1438225218346
720 => 1.1385101537724
721 => 1.1206811977045
722 => 1.0762531343097
723 => 1.0555717508681
724 => 1.0487465498567
725 => 1.0489946329506
726 => 1.0421513937301
727 => 1.044167034373
728 => 1.0414504361723
729 => 1.0363058563958
730 => 1.046669356426
731 => 1.0478636532618
801 => 1.0454446885202
802 => 1.0460144422846
803 => 1.025986447377
804 => 1.0275091323313
805 => 1.0190306290123
806 => 1.0174410118498
807 => 0.99600809376705
808 => 0.95803657263224
809 => 0.97907648132567
810 => 0.95366323028287
811 => 0.94403884703937
812 => 0.98959918041541
813 => 0.9850261865914
814 => 0.97719920899732
815 => 0.96562147785062
816 => 0.96132718474737
817 => 0.93523641926008
818 => 0.93369483764627
819 => 0.9466261255317
820 => 0.94065878111102
821 => 0.93227836953433
822 => 0.90192536831224
823 => 0.86779854540528
824 => 0.86882861967528
825 => 0.87968372708987
826 => 0.91124641590848
827 => 0.89891432734699
828 => 0.88996725560121
829 => 0.88829173801122
830 => 0.90926434858367
831 => 0.93894498644144
901 => 0.95287047765746
902 => 0.93907073878584
903 => 0.92321834180082
904 => 0.92418320375237
905 => 0.93060199805021
906 => 0.93127652257405
907 => 0.92095824178955
908 => 0.92386277739071
909 => 0.91945052221624
910 => 0.89237252035492
911 => 0.89188276516653
912 => 0.88523738681799
913 => 0.88503616740264
914 => 0.87373072106447
915 => 0.8721490109709
916 => 0.84970136107492
917 => 0.8644764722142
918 => 0.85456610339012
919 => 0.83962883995257
920 => 0.83705365010574
921 => 0.83697623678931
922 => 0.85231346642869
923 => 0.86429724775609
924 => 0.85473849849882
925 => 0.8525621565815
926 => 0.87579979448364
927 => 0.87284259324482
928 => 0.87028167604391
929 => 0.93628741086136
930 => 0.88403872126163
1001 => 0.86125531034521
1002 => 0.83305651288375
1003 => 0.84223818352788
1004 => 0.8441728964394
1005 => 0.77635987175988
1006 => 0.74884813609297
1007 => 0.73940714516998
1008 => 0.73397372141778
1009 => 0.7364498008503
1010 => 0.71168601194534
1011 => 0.72832768764473
1012 => 0.70688433968401
1013 => 0.7032892926157
1014 => 0.74163265509055
1015 => 0.74696790998025
1016 => 0.72420605508702
1017 => 0.73882285073805
1018 => 0.73352259744633
1019 => 0.70725192433866
1020 => 0.70624857785993
1021 => 0.69306687755331
1022 => 0.67244006905359
1023 => 0.66301306407806
1024 => 0.65810339803779
1025 => 0.66012922193349
1026 => 0.65910490338059
1027 => 0.65242053194716
1028 => 0.65948804372671
1029 => 0.64143347162745
1030 => 0.63424399554195
1031 => 0.63099667598871
1101 => 0.61497220406821
1102 => 0.64047426500872
1103 => 0.64549849228051
1104 => 0.65053261883207
1105 => 0.6943512535193
1106 => 0.6921621983605
1107 => 0.71195019088293
1108 => 0.71118126588129
1109 => 0.70553740986967
1110 => 0.68172690972588
1111 => 0.69121735070184
1112 => 0.66200724851983
1113 => 0.68389344316847
1114 => 0.67390549792017
1115 => 0.68051650883305
1116 => 0.66862931512087
1117 => 0.67520817893139
1118 => 0.64668992295319
1119 => 0.62005997678343
1120 => 0.63077664449873
1121 => 0.64242688790487
1122 => 0.6676875840362
1123 => 0.6526425218166
1124 => 0.65805329510756
1125 => 0.63992811033536
1126 => 0.60253067694725
1127 => 0.60274234235888
1128 => 0.59698956197949
1129 => 0.59201831981201
1130 => 0.65437062819567
1201 => 0.64661613300403
1202 => 0.6342603597994
1203 => 0.65079905323271
1204 => 0.65517214628084
1205 => 0.65529664209207
1206 => 0.66736284589555
1207 => 0.67380258102846
1208 => 0.67493761225704
1209 => 0.6939240446494
1210 => 0.70028804635023
1211 => 0.72650046868868
1212 => 0.67325621449436
1213 => 0.67215968411758
1214 => 0.65103178656594
1215 => 0.63763213991985
1216 => 0.6519492718357
1217 => 0.66463229622974
1218 => 0.65142588348766
1219 => 0.65315036218919
1220 => 0.63542183208651
1221 => 0.64175894739335
1222 => 0.64721732479721
1223 => 0.64420352962339
1224 => 0.63969173237885
1225 => 0.66359243286473
1226 => 0.66224386167572
1227 => 0.6845007434429
1228 => 0.70185157438531
1229 => 0.73294736526613
1230 => 0.70049728642175
1231 => 0.69931467657128
]
'min_raw' => 0.59201831981201
'max_raw' => 1.7116990664731
'avg_raw' => 1.1518586931426
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.592018'
'max' => '$1.71'
'avg' => '$1.15'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.10409939067863
'max_diff' => -0.57821281890638
'year' => 2030
]
5 => [
'items' => [
101 => 0.71087487755622
102 => 0.70028627654369
103 => 0.70697790687752
104 => 0.73186924016714
105 => 0.7323951548163
106 => 0.72358540684011
107 => 0.72304933287513
108 => 0.72474134134204
109 => 0.73465148778165
110 => 0.73118857810761
111 => 0.73519594485256
112 => 0.74020721833009
113 => 0.7609359701691
114 => 0.76593360206063
115 => 0.75379194753927
116 => 0.75488820299821
117 => 0.75034689091135
118 => 0.74596004033792
119 => 0.75582103977892
120 => 0.77384221007576
121 => 0.77373010131065
122 => 0.77791066253802
123 => 0.78051511754904
124 => 0.76933489006417
125 => 0.76205697307987
126 => 0.76484778955754
127 => 0.76931036588141
128 => 0.76340063620081
129 => 0.7269230469591
130 => 0.73798801733761
131 => 0.73614626521722
201 => 0.73352338623307
202 => 0.74464929951155
203 => 0.74357617803399
204 => 0.71143202349712
205 => 0.71348978797912
206 => 0.7115571629708
207 => 0.71780186975055
208 => 0.6999490418842
209 => 0.70544045149526
210 => 0.70888461212455
211 => 0.71091324919449
212 => 0.71824207734057
213 => 0.71738212394664
214 => 0.71818862143017
215 => 0.72905533883192
216 => 0.78401546644284
217 => 0.78700682492602
218 => 0.77227628171689
219 => 0.77816084318182
220 => 0.76686377198129
221 => 0.774447571562
222 => 0.77963621462751
223 => 0.75618973433318
224 => 0.75480138593655
225 => 0.74345768770458
226 => 0.74955314859453
227 => 0.73985483203947
228 => 0.74223445968937
301 => 0.73558081332803
302 => 0.74755605205066
303 => 0.76094622970651
304 => 0.76432911737652
305 => 0.75543019634144
306 => 0.74898679104457
307 => 0.73767429393292
308 => 0.75648722874504
309 => 0.7619887041979
310 => 0.75645833183653
311 => 0.75517682371938
312 => 0.75274836815301
313 => 0.75569203204783
314 => 0.76195874198108
315 => 0.75900347730452
316 => 0.76095548168845
317 => 0.7535164538751
318 => 0.76933859118467
319 => 0.79446795303698
320 => 0.7945487480444
321 => 0.79159346743787
322 => 0.79038423028608
323 => 0.79341652752981
324 => 0.79506142439319
325 => 0.80486731765119
326 => 0.81538943180104
327 => 0.86449154738034
328 => 0.85070386981097
329 => 0.89427018785085
330 => 0.92872548904202
331 => 0.93905712732153
401 => 0.92955250624552
402 => 0.89703771097405
403 => 0.89544237999801
404 => 0.94403321152607
405 => 0.93030407601832
406 => 0.92867103903542
407 => 0.91129828459688
408 => 0.92156773412755
409 => 0.91932165487146
410 => 0.91577610888376
411 => 0.93536950321222
412 => 0.97204658828072
413 => 0.96633012061727
414 => 0.96206304268581
415 => 0.94336594931785
416 => 0.95462577567235
417 => 0.95061636717528
418 => 0.9678433305122
419 => 0.95763845905537
420 => 0.93020006431387
421 => 0.93456971911458
422 => 0.93390925458198
423 => 0.94750156786193
424 => 0.94342149279724
425 => 0.93311255444274
426 => 0.97192122999126
427 => 0.96940121046634
428 => 0.97297402199602
429 => 0.97454688412425
430 => 0.99816904104507
501 => 1.0078462829108
502 => 1.0100431862383
503 => 1.019235817546
504 => 1.0098144651971
505 => 1.0475065919032
506 => 1.0725696567663
507 => 1.1016816963382
508 => 1.1442222107314
509 => 1.160217837665
510 => 1.1573283708307
511 => 1.1895821033354
512 => 1.2475413436862
513 => 1.1690435904237
514 => 1.2517019152165
515 => 1.2255332439234
516 => 1.1634877950416
517 => 1.1594927996014
518 => 1.2015106979466
519 => 1.2947023524035
520 => 1.271358899933
521 => 1.2947405339292
522 => 1.2674646158841
523 => 1.2661101366536
524 => 1.2934158034707
525 => 1.3572169823432
526 => 1.3269074338123
527 => 1.2834512637871
528 => 1.3155386234808
529 => 1.2877415829691
530 => 1.2251070707946
531 => 1.2713410496349
601 => 1.2404257046523
602 => 1.2494484458683
603 => 1.3144279027112
604 => 1.3066094025496
605 => 1.3167272657324
606 => 1.2988695020453
607 => 1.2821875348507
608 => 1.2510494042629
609 => 1.2418309388871
610 => 1.2443785910713
611 => 1.2418296763972
612 => 1.2244081785075
613 => 1.220646007697
614 => 1.2143755581882
615 => 1.2163190326878
616 => 1.2045287531266
617 => 1.2267794466546
618 => 1.2309093714458
619 => 1.2471015706417
620 => 1.2487826984777
621 => 1.2938777427566
622 => 1.2690401501592
623 => 1.2857033516481
624 => 1.2842128380668
625 => 1.1648325080571
626 => 1.1812820642309
627 => 1.2068724114822
628 => 1.1953439947323
629 => 1.1790455106822
630 => 1.1658836109423
701 => 1.1459419869629
702 => 1.1740094397689
703 => 1.2109151555679
704 => 1.2497186883341
705 => 1.2963385904445
706 => 1.285933571009
707 => 1.2488471616923
708 => 1.2505108309226
709 => 1.2607949794746
710 => 1.2474760726863
711 => 1.2435480670585
712 => 1.26025533182
713 => 1.2603703855703
714 => 1.2450453736666
715 => 1.2280144273833
716 => 1.2279430670965
717 => 1.2249125747048
718 => 1.2680037337483
719 => 1.2916995142146
720 => 1.2944161972574
721 => 1.2915166598004
722 => 1.2926325766891
723 => 1.2788445241366
724 => 1.3103599235515
725 => 1.3392815706046
726 => 1.3315299513735
727 => 1.3199091721885
728 => 1.3106526618351
729 => 1.3293494117104
730 => 1.3285168748699
731 => 1.3390289652483
801 => 1.338552076108
802 => 1.3350172554934
803 => 1.3315300776131
804 => 1.3453563437358
805 => 1.3413746011355
806 => 1.3373866737892
807 => 1.329388274975
808 => 1.3304753902131
809 => 1.3188566175195
810 => 1.3134812416325
811 => 1.232648485623
812 => 1.2110473319307
813 => 1.2178434946143
814 => 1.2200809678321
815 => 1.2106801180626
816 => 1.2241585217519
817 => 1.222057926814
818 => 1.2302301129101
819 => 1.2251244858324
820 => 1.2253340225486
821 => 1.2403485831498
822 => 1.2447073739689
823 => 1.2424904577785
824 => 1.2440431098868
825 => 1.2798233223883
826 => 1.2747365203573
827 => 1.2720342581621
828 => 1.2727828032578
829 => 1.2819254146883
830 => 1.2844848467208
831 => 1.2736403533511
901 => 1.2787546791155
902 => 1.3005308291158
903 => 1.3081512491926
904 => 1.3324719720684
905 => 1.3221400967244
906 => 1.3411047010714
907 => 1.3993954293242
908 => 1.4459620964642
909 => 1.4031374649134
910 => 1.4886512188866
911 => 1.5552359425742
912 => 1.5526803099764
913 => 1.541069723269
914 => 1.4652647855972
915 => 1.3955079517636
916 => 1.453862505297
917 => 1.4540112630547
918 => 1.4489985551541
919 => 1.4178650568959
920 => 1.4479151769005
921 => 1.4503004463004
922 => 1.4489653297308
923 => 1.4250953496126
924 => 1.3886503018819
925 => 1.3957715769714
926 => 1.407436370838
927 => 1.3853524825176
928 => 1.3782953420892
929 => 1.3914159088214
930 => 1.4336931086112
1001 => 1.4257008488861
1002 => 1.4254921386854
1003 => 1.4596864150351
1004 => 1.4352106927554
1005 => 1.3958613990557
1006 => 1.3859251834431
1007 => 1.3506583118553
1008 => 1.3750172656773
1009 => 1.3758939010599
1010 => 1.3625527509941
1011 => 1.3969439598563
1012 => 1.3966270388122
1013 => 1.4292763731709
1014 => 1.4916896379349
1015 => 1.4732309643739
1016 => 1.4517655353206
1017 => 1.4540994226305
1018 => 1.4796964058952
1019 => 1.4642198854911
1020 => 1.4697853501345
1021 => 1.4796879818979
1022 => 1.4856624855093
1023 => 1.4532397835032
1024 => 1.4456805007084
1025 => 1.4302168610581
1026 => 1.4261826861158
1027 => 1.4387774979516
1028 => 1.4354592100141
1029 => 1.3758202232505
1030 => 1.3695876173056
1031 => 1.3697787624318
1101 => 1.3541065784388
1102 => 1.3302027360945
1103 => 1.3930206065512
1104 => 1.387975452418
1105 => 1.3824059927188
1106 => 1.3830882197531
1107 => 1.4103553282232
1108 => 1.3945390282885
1109 => 1.4365892539053
1110 => 1.427944991664
1111 => 1.419079036714
1112 => 1.4178534916763
1113 => 1.4144408554283
1114 => 1.4027376559477
1115 => 1.3886053393218
1116 => 1.379273959765
1117 => 1.2723073197375
1118 => 1.2921597059303
1119 => 1.3149980666432
1120 => 1.3228817772422
1121 => 1.3093961447263
1122 => 1.4032701509154
1123 => 1.4204218364385
1124 => 1.3684682622121
1125 => 1.3587498697248
1126 => 1.4039072871089
1127 => 1.3766718441565
1128 => 1.3889359624503
1129 => 1.3624276468132
1130 => 1.416290497656
1201 => 1.4158801529775
1202 => 1.394926287452
1203 => 1.4126363511083
1204 => 1.4095587917247
1205 => 1.3859019291535
1206 => 1.4170404623955
1207 => 1.4170559067195
1208 => 1.3968882667275
1209 => 1.3733368784809
1210 => 1.3691264465214
1211 => 1.3659544516318
1212 => 1.3881558461543
1213 => 1.4080615470612
1214 => 1.4451011214072
1215 => 1.4544137504363
1216 => 1.490761561514
1217 => 1.46911820976
1218 => 1.4787124272642
1219 => 1.4891283075499
1220 => 1.4941220635902
1221 => 1.4859850061023
1222 => 1.5424481180618
1223 => 1.5472153346962
1224 => 1.5488137411975
1225 => 1.5297746975308
1226 => 1.5466858244504
1227 => 1.5387736682024
1228 => 1.5593589006995
1229 => 1.5625869280005
1230 => 1.5598529037169
1231 => 1.5608775305332
]
'min_raw' => 0.6999490418842
'max_raw' => 1.5625869280005
'avg_raw' => 1.1312679849423
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.699949'
'max' => '$1.56'
'avg' => '$1.13'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.10793072207219
'max_diff' => -0.14911213847267
'year' => 2031
]
6 => [
'items' => [
101 => 1.5126962252513
102 => 1.5101977703958
103 => 1.4761311611588
104 => 1.4900135562305
105 => 1.4640610840444
106 => 1.4722908803147
107 => 1.4759184960943
108 => 1.4740236354764
109 => 1.4907984460189
110 => 1.4765364301904
111 => 1.4388966255265
112 => 1.401246565923
113 => 1.4007739000938
114 => 1.3908613039789
115 => 1.3836963125704
116 => 1.3850765441075
117 => 1.3899406600703
118 => 1.3834136013082
119 => 1.3848064802254
120 => 1.407937550954
121 => 1.4125763222254
122 => 1.3968119649603
123 => 1.3335157957551
124 => 1.3179827570657
125 => 1.3291475972421
126 => 1.3238115227456
127 => 1.0684192181088
128 => 1.1284198517956
129 => 1.0927695126879
130 => 1.109198829142
131 => 1.0728090645236
201 => 1.0901761675505
202 => 1.0869690977665
203 => 1.183448341187
204 => 1.1819419505039
205 => 1.1826629800075
206 => 1.1482463631681
207 => 1.2030729683062
208 => 1.2300825254982
209 => 1.225083775298
210 => 1.2263418530296
211 => 1.2047239093909
212 => 1.1828722889564
213 => 1.1586354789542
214 => 1.203664476178
215 => 1.1986580203573
216 => 1.210141028744
217 => 1.2393455521828
218 => 1.2436460291964
219 => 1.2494259139137
220 => 1.2473542366828
221 => 1.2967099931779
222 => 1.2907326854066
223 => 1.3051362773467
224 => 1.2755069959228
225 => 1.2419786515544
226 => 1.2483512936947
227 => 1.247737557011
228 => 1.2399239846138
229 => 1.2328702408221
301 => 1.2211277447889
302 => 1.2582827398005
303 => 1.256774314856
304 => 1.281193961355
305 => 1.2768775516365
306 => 1.2480515111318
307 => 1.2490810388077
308 => 1.2560051072026
309 => 1.2799693869748
310 => 1.2870836168238
311 => 1.2837880221047
312 => 1.2915884503572
313 => 1.2977535907989
314 => 1.2923626970765
315 => 1.3686863837965
316 => 1.3369914678015
317 => 1.3524393493257
318 => 1.356123578045
319 => 1.3466865036515
320 => 1.3487330671711
321 => 1.3518330532482
322 => 1.3706555616689
323 => 1.4200512701015
324 => 1.4419282931183
325 => 1.5077463962577
326 => 1.4401117108996
327 => 1.4360985485706
328 => 1.4479543764623
329 => 1.4865965705589
330 => 1.5179124393975
331 => 1.5283017197471
401 => 1.5296748346536
402 => 1.5491658152557
403 => 1.5603376818516
404 => 1.5467990975469
405 => 1.5353265648976
406 => 1.494233376971
407 => 1.4989900253665
408 => 1.5317586158706
409 => 1.5780461800179
410 => 1.6177657254566
411 => 1.6038573250099
412 => 1.7099686026177
413 => 1.7204891023668
414 => 1.7190355094699
415 => 1.7430027735587
416 => 1.695432635191
417 => 1.6750954794107
418 => 1.5378070566752
419 => 1.5763795035419
420 => 1.632446820343
421 => 1.6250261007227
422 => 1.5843085165781
423 => 1.6177348375178
424 => 1.6066830504774
425 => 1.5979660474996
426 => 1.6379003280151
427 => 1.5939909461785
428 => 1.6320087906703
429 => 1.5832505118653
430 => 1.6039208574116
501 => 1.5921873695674
502 => 1.5997803742047
503 => 1.5553918242453
504 => 1.5793428083323
505 => 1.5543953845638
506 => 1.5543835562367
507 => 1.5538328404743
508 => 1.5831833739041
509 => 1.5841404937455
510 => 1.5624504051947
511 => 1.5593245245717
512 => 1.5708825435754
513 => 1.557351130372
514 => 1.5636823934442
515 => 1.5575428978807
516 => 1.5561607681118
517 => 1.5451477229632
518 => 1.5404030003032
519 => 1.5422635283146
520 => 1.5359125870437
521 => 1.5320859152044
522 => 1.5530716191295
523 => 1.5418598040832
524 => 1.5513532476736
525 => 1.5405342705342
526 => 1.5030309821653
527 => 1.4814624444342
528 => 1.410622209262
529 => 1.4307124120798
530 => 1.4440322373328
531 => 1.4396300351661
601 => 1.4490876688462
602 => 1.4496682907425
603 => 1.4465935176239
604 => 1.4430333242555
605 => 1.4413004190147
606 => 1.4542160749365
607 => 1.46171404792
608 => 1.4453690599932
609 => 1.4415396580127
610 => 1.4580653432382
611 => 1.4681460016792
612 => 1.5425759197747
613 => 1.5370619110367
614 => 1.5509009908995
615 => 1.5493429228849
616 => 1.5638484833194
617 => 1.5875589441226
618 => 1.5393489477606
619 => 1.5477165361528
620 => 1.5456649967149
621 => 1.5680631663557
622 => 1.5681330909965
623 => 1.5547042694253
624 => 1.5619842514568
625 => 1.5579207652026
626 => 1.5652640340769
627 => 1.5369882680883
628 => 1.5714250988821
629 => 1.5909485628819
630 => 1.5912196461985
701 => 1.6004736131866
702 => 1.6098761796001
703 => 1.6279235870399
704 => 1.6093728472019
705 => 1.5760018721113
706 => 1.5784111487252
707 => 1.5588457582396
708 => 1.5591746559884
709 => 1.5574189740289
710 => 1.5626879077509
711 => 1.5381445027424
712 => 1.5439047908412
713 => 1.5358403537707
714 => 1.5476990056416
715 => 1.5349410565339
716 => 1.5456640074005
717 => 1.550291677523
718 => 1.5673678799019
719 => 1.5324188875582
720 => 1.4611555263307
721 => 1.4761359488455
722 => 1.4539787272593
723 => 1.4560294624756
724 => 1.4601722739846
725 => 1.4467440664404
726 => 1.4493057452684
727 => 1.4492142240744
728 => 1.4484255438683
729 => 1.4449323484641
730 => 1.4398665240203
731 => 1.4600472094258
801 => 1.4634763011226
802 => 1.4710987471902
803 => 1.4937779763326
804 => 1.4915117865282
805 => 1.4952080361225
806 => 1.4871391440118
807 => 1.4564037552385
808 => 1.4580728347213
809 => 1.4372593868255
810 => 1.4705665005325
811 => 1.4626789363742
812 => 1.4575937724498
813 => 1.4562062383593
814 => 1.4789416849241
815 => 1.4857444868708
816 => 1.4815054372167
817 => 1.4728110227033
818 => 1.4895068688419
819 => 1.4939739729274
820 => 1.4949739927917
821 => 1.5245558310383
822 => 1.4966272889364
823 => 1.5033499666062
824 => 1.5557983787127
825 => 1.5082349063182
826 => 1.5334303384376
827 => 1.532197153146
828 => 1.5450862836514
829 => 1.5311398682391
830 => 1.5313127507727
831 => 1.5427574254761
901 => 1.5266854439132
902 => 1.5227057952574
903 => 1.5172079391422
904 => 1.5292123068347
905 => 1.5364083823554
906 => 1.5944034661177
907 => 1.6318709351253
908 => 1.6302443734822
909 => 1.6451081021038
910 => 1.6384118562236
911 => 1.6167879118962
912 => 1.6536973481041
913 => 1.6420176581315
914 => 1.642980517582
915 => 1.6429446799052
916 => 1.6507106526807
917 => 1.6452077492283
918 => 1.6343609616621
919 => 1.6415615654469
920 => 1.6629447844248
921 => 1.7293189522496
922 => 1.7664628159052
923 => 1.7270828450184
924 => 1.7542466216173
925 => 1.7379580351012
926 => 1.7349979143877
927 => 1.7520587734791
928 => 1.7691494953459
929 => 1.7680608902482
930 => 1.7556539037912
1001 => 1.7486455119573
1002 => 1.8017154029074
1003 => 1.8408163945374
1004 => 1.8381499690446
1005 => 1.8499187040017
1006 => 1.8844720738292
1007 => 1.8876312009293
1008 => 1.8872332235264
1009 => 1.879402997388
1010 => 1.9134252773052
1011 => 1.9418072617772
1012 => 1.8775905262739
1013 => 1.9020434184948
1014 => 1.9130211096357
1015 => 1.9291396171648
1016 => 1.9563342411419
1017 => 1.9858748157988
1018 => 1.9900521769512
1019 => 1.9870881393084
1020 => 1.9676053362289
1021 => 1.9999289855108
1022 => 2.0188634211773
1023 => 2.0301384443098
1024 => 2.058730026989
1025 => 1.913088904119
1026 => 1.8099968785181
1027 => 1.7938975700536
1028 => 1.8266361468901
1029 => 1.8352690485167
1030 => 1.8317891366957
1031 => 1.715749689165
1101 => 1.7932866463772
1102 => 1.8767098928451
1103 => 1.8799145194937
1104 => 1.9216779409734
1105 => 1.9352778229476
1106 => 1.9689028512955
1107 => 1.9667995966172
1108 => 1.9749867559289
1109 => 1.9731046697849
1110 => 2.0353879542143
1111 => 2.1040956660971
1112 => 2.1017165365118
1113 => 2.0918389900159
1114 => 2.1065088309342
1115 => 2.1774225527632
1116 => 2.1708939536264
1117 => 2.177235931583
1118 => 2.2608472061416
1119 => 2.3695537566328
1120 => 2.3190486499704
1121 => 2.4286301989749
1122 => 2.4976059754049
1123 => 2.6168924485121
1124 => 2.6019571945808
1125 => 2.6483945431969
1126 => 2.5752199729623
1127 => 2.4071963686829
1128 => 2.3806059901371
1129 => 2.4338406013613
1130 => 2.5647126984986
1201 => 2.4297189732882
1202 => 2.4570280280821
1203 => 2.4491630184643
1204 => 2.4487439255259
1205 => 2.4647389984102
1206 => 2.4415373109446
1207 => 2.3470094623057
1208 => 2.3903310182808
1209 => 2.3736024850468
1210 => 2.3921640398647
1211 => 2.4923330958491
1212 => 2.4480459684664
1213 => 2.4013930773627
1214 => 2.459906155912
1215 => 2.5344134121805
1216 => 2.5297508819856
1217 => 2.5207036246212
1218 => 2.5717025406857
1219 => 2.6559378087441
1220 => 2.6787062632155
1221 => 2.6955134708258
1222 => 2.6978309007951
1223 => 2.7217018697542
1224 => 2.5933416534026
1225 => 2.7970526132768
1226 => 2.8322278686453
1227 => 2.825616378501
1228 => 2.8647121944421
1229 => 2.8532092136271
1230 => 2.8365431991886
1231 => 2.8985183833738
]
'min_raw' => 1.0684192181088
'max_raw' => 2.8985183833738
'avg_raw' => 1.9834688007413
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$1.06'
'max' => '$2.89'
'avg' => '$1.98'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.36847017622465
'max_diff' => 1.3359314553734
'year' => 2032
]
7 => [
'items' => [
101 => 2.8274688358449
102 => 2.7266229480169
103 => 2.671296899449
104 => 2.7441547032283
105 => 2.7886464216093
106 => 2.8180526172545
107 => 2.826950914289
108 => 2.6033058916033
109 => 2.4827736282973
110 => 2.5600334271712
111 => 2.6542957139839
112 => 2.5928180216399
113 => 2.5952278307871
114 => 2.5075767975579
115 => 2.6620508855178
116 => 2.6395453102336
117 => 2.7563042746196
118 => 2.7284388107197
119 => 2.8236512136196
120 => 2.7985785970209
121 => 2.9026536267308
122 => 2.944171973801
123 => 3.0138877403465
124 => 3.0651709420117
125 => 3.0952854189208
126 => 3.0934774586838
127 => 3.2128060191705
128 => 3.1424421360738
129 => 3.0540485154105
130 => 3.052449753691
131 => 3.0982300623798
201 => 3.1941730301773
202 => 3.2190496458138
203 => 3.2329522802242
204 => 3.2116599116704
205 => 3.1352849595939
206 => 3.1023066425171
207 => 3.1304051241404
208 => 3.0960430956451
209 => 3.1553615971103
210 => 3.2368185693701
211 => 3.2199980267142
212 => 3.2762265789361
213 => 3.3344172150696
214 => 3.4176324382454
215 => 3.4393879790344
216 => 3.4753490606694
217 => 3.5123648262718
218 => 3.5242532925805
219 => 3.5469520635381
220 => 3.5468324298107
221 => 3.615236703895
222 => 3.690688736514
223 => 3.7191701321092
224 => 3.7846615308068
225 => 3.6725098056294
226 => 3.7575781774826
227 => 3.8343119782937
228 => 3.7428267776035
301 => 3.868917813437
302 => 3.87381364263
303 => 3.9477348508479
304 => 3.8728015447291
305 => 3.8283063867513
306 => 3.9567622406213
307 => 4.0189179819875
308 => 4.0001961668478
309 => 3.8577222292247
310 => 3.7747962865333
311 => 3.5577630992904
312 => 3.8148482847156
313 => 3.9400669792586
314 => 3.8573979430564
315 => 3.8990913963461
316 => 4.1265573583472
317 => 4.2131616693468
318 => 4.1951485780687
319 => 4.198192493974
320 => 4.24492260821
321 => 4.4521496694762
322 => 4.3279744108798
323 => 4.4229017433186
324 => 4.4732508581581
325 => 4.5200179220078
326 => 4.4051727940754
327 => 4.2557609700453
328 => 4.2084359734933
329 => 3.8491781366347
330 => 3.8304772060485
331 => 3.8199798070143
401 => 3.7537951909901
402 => 3.7017922122872
403 => 3.6604375128758
404 => 3.5519104320617
405 => 3.5885351359906
406 => 3.415565620535
407 => 3.5262253868602
408 => 3.2501618636981
409 => 3.4800757690594
410 => 3.3549440832738
411 => 3.4389666448729
412 => 3.4386734980709
413 => 3.2839613227895
414 => 3.1947265688479
415 => 3.251590427128
416 => 3.3125529970631
417 => 3.3224439689323
418 => 3.401483532139
419 => 3.4235417752802
420 => 3.3567042687613
421 => 3.2444410607904
422 => 3.2705172435509
423 => 3.1941981358365
424 => 3.0604518351391
425 => 3.1565107632864
426 => 3.1893095047688
427 => 3.2037952975105
428 => 3.072271171641
429 => 3.0309434357652
430 => 3.0089408959581
501 => 3.2274629477499
502 => 3.2394340790327
503 => 3.1781880788425
504 => 3.4550258072861
505 => 3.3923689032149
506 => 3.4623720163766
507 => 3.268151103283
508 => 3.2755706037163
509 => 3.1836233109296
510 => 3.2351076509698
511 => 3.1987201788471
512 => 3.2309482250727
513 => 3.2502655830992
514 => 3.3421977882399
515 => 3.4811254871694
516 => 3.3284661824607
517 => 3.2619503372777
518 => 3.3032163935299
519 => 3.413113339307
520 => 3.5796128376804
521 => 3.4810417835287
522 => 3.5247859435162
523 => 3.5343420964312
524 => 3.4616594503985
525 => 3.5822927505131
526 => 3.6469411160677
527 => 3.7132569620324
528 => 3.7708371529557
529 => 3.6867689548374
530 => 3.7767339775268
531 => 3.7042380502034
601 => 3.6392017089032
602 => 3.6393003421871
603 => 3.5985020952601
604 => 3.5194503509291
605 => 3.5048719964031
606 => 3.5807104376905
607 => 3.6415256856759
608 => 3.6465347207854
609 => 3.6802051668703
610 => 3.7001309900303
611 => 3.8954311448404
612 => 3.9739824827127
613 => 4.0700335717621
614 => 4.1074508840896
615 => 4.2200635793466
616 => 4.1291196819707
617 => 4.1094433977095
618 => 3.836281834348
619 => 3.8810120250456
620 => 3.952629376174
621 => 3.8374627780898
622 => 3.9105094768774
623 => 3.9249304425587
624 => 3.8335494611559
625 => 3.8823599916623
626 => 3.752733693951
627 => 3.4839509862317
628 => 3.5825919825024
629 => 3.6552249579579
630 => 3.5515687464016
701 => 3.737368493567
702 => 3.6288281169582
703 => 3.5944260284302
704 => 3.4602112158521
705 => 3.5235554409871
706 => 3.609229412484
707 => 3.5562928587671
708 => 3.6661441561932
709 => 3.8217228896195
710 => 3.9325975599329
711 => 3.9411091403833
712 => 3.8698241553978
713 => 3.9840587987717
714 => 3.9848908734359
715 => 3.8560337290479
716 => 3.7771094455898
717 => 3.75917768233
718 => 3.8039747426822
719 => 3.8583666439434
720 => 3.9441275123549
721 => 3.9959510089996
722 => 4.1310792031903
723 => 4.1676410181093
724 => 4.2078113678557
725 => 4.2614913431939
726 => 4.3259479168506
727 => 4.1849206032045
728 => 4.1905238812835
729 => 4.0592011994723
730 => 3.9188640803794
731 => 4.025362460502
801 => 4.1645949256266
802 => 4.1326548442888
803 => 4.1290609326616
804 => 4.1351048951506
805 => 4.1110231168874
806 => 4.0021021263156
807 => 3.9474026867319
808 => 4.0179789191102
809 => 4.0554870456325
810 => 4.1136588788163
811 => 4.106487972518
812 => 4.2563323676006
813 => 4.3145573684704
814 => 4.2996609216597
815 => 4.3024022263759
816 => 4.4078158092621
817 => 4.5250573933884
818 => 4.6348696083124
819 => 4.7465753098773
820 => 4.611909726693
821 => 4.5435348485705
822 => 4.6140802695736
823 => 4.5766478761906
824 => 4.791745511738
825 => 4.8066384053326
826 => 5.0217204868727
827 => 5.2258589937521
828 => 5.0976432551024
829 => 5.2185449216854
830 => 5.3493099313524
831 => 5.6015768508582
901 => 5.5166222272259
902 => 5.4515483169322
903 => 5.3900537861395
904 => 5.5180141427372
905 => 5.6826330972836
906 => 5.7180904433922
907 => 5.7755448898367
908 => 5.7151385645957
909 => 5.78789132981
910 => 6.0447405602015
911 => 5.9753376308788
912 => 5.8767743141631
913 => 6.0795321134948
914 => 6.1529093728719
915 => 6.6679094071499
916 => 7.3181182240162
917 => 7.0489275043323
918 => 6.8818321378942
919 => 6.9211035125623
920 => 7.1585377615243
921 => 7.2347941065046
922 => 7.0275030737098
923 => 7.1007217708794
924 => 7.5041639909875
925 => 7.7205977980993
926 => 7.426651617103
927 => 6.6156657618089
928 => 5.8678997658974
929 => 6.0662409803548
930 => 6.0437552418798
1001 => 6.4772035769439
1002 => 5.9736823939676
1003 => 5.9821603993368
1004 => 6.4245719869403
1005 => 6.3065441602225
1006 => 6.1153541968015
1007 => 5.8692956642139
1008 => 5.4144337090662
1009 => 5.0115497906279
1010 => 5.8016979333106
1011 => 5.7676253086069
1012 => 5.718283098756
1013 => 5.8280888473945
1014 => 6.3612743938777
1015 => 6.348982741278
1016 => 6.2707895186955
1017 => 6.3300983888609
1018 => 6.1049570651073
1019 => 6.1629811106112
1020 => 5.8677813159432
1021 => 6.0012239517656
1022 => 6.1149439890077
1023 => 6.137774970138
1024 => 6.1892143364034
1025 => 5.7496705836602
1026 => 5.9470128243153
1027 => 6.0629329022328
1028 => 5.5392017729929
1029 => 6.0525804217317
1030 => 5.7420191048215
1031 => 5.6366099293877
1101 => 5.7785294975064
1102 => 5.7232233037892
1103 => 5.6756742861199
1104 => 5.6491411172646
1105 => 5.7533511849998
1106 => 5.748489660782
1107 => 5.5779817636646
1108 => 5.355561162666
1109 => 5.4302128170685
1110 => 5.4030911711611
1111 => 5.3047988276307
1112 => 5.3710359993074
1113 => 5.0793610171087
1114 => 4.5775493701823
1115 => 4.9090615150484
1116 => 4.8962986580868
1117 => 4.8898630468574
1118 => 5.1389852614015
1119 => 5.1150379087004
1120 => 5.0715732290549
1121 => 5.3040005647036
1122 => 5.219161460603
1123 => 5.4806155888342
1124 => 5.65282618748
1125 => 5.6091480092341
1126 => 5.7711129096266
1127 => 5.4319326404108
1128 => 5.5445947202938
1129 => 5.5678142188148
1130 => 5.3011324474604
1201 => 5.1189559917642
1202 => 5.1068068991329
1203 => 4.7909380304177
1204 => 4.959672630481
1205 => 5.1081520958244
1206 => 5.0370419543969
1207 => 5.014530607976
1208 => 5.1295361947251
1209 => 5.1384731137717
1210 => 4.934710412416
1211 => 4.9770791303534
1212 => 5.1537637273657
1213 => 4.9726271318347
1214 => 4.6207083152127
1215 => 4.5334275830322
1216 => 4.5217827244562
1217 => 4.2850704564604
1218 => 4.5392600989055
1219 => 4.4282995081193
1220 => 4.7788226849009
1221 => 4.5786057262168
1222 => 4.5699747732965
1223 => 4.5569278220719
1224 => 4.3531797945473
1225 => 4.3977876637125
1226 => 4.5460710147881
1227 => 4.5989801849834
1228 => 4.59346132506
1229 => 4.5453443454721
1230 => 4.5673720523286
1231 => 4.496413133582
]
'min_raw' => 2.4827736282973
'max_raw' => 7.7205977980993
'avg_raw' => 5.1016857131983
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$2.48'
'max' => '$7.72'
'avg' => '$5.10'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 1.4143544101884
'max_diff' => 4.8220794147255
'year' => 2033
]
8 => [
'items' => [
101 => 4.4713560624904
102 => 4.3922690536349
103 => 4.2760329989611
104 => 4.2921963352806
105 => 4.0619022961537
106 => 3.9364258810076
107 => 3.9016956630478
108 => 3.8552529641161
109 => 3.9069414894714
110 => 4.0612499020758
111 => 3.875121218119
112 => 3.5560166448841
113 => 3.5751953734632
114 => 3.618284282365
115 => 3.5379883856882
116 => 3.4619950582075
117 => 3.5280650909185
118 => 3.3928562765576
119 => 3.6346236216127
120 => 3.6280844924741
121 => 3.7182004079184
122 => 3.7745517392104
123 => 3.6446801645424
124 => 3.6120178147235
125 => 3.6306237736014
126 => 3.3231087186355
127 => 3.6930698672914
128 => 3.6962693066679
129 => 3.66887376429
130 => 3.8658666546802
131 => 4.281583097027
201 => 4.125173849261
202 => 4.0646074610314
203 => 3.9494707127333
204 => 4.1028835936969
205 => 4.0911038780527
206 => 4.0378315365849
207 => 4.0056122582453
208 => 4.0649772664829
209 => 3.9982562767612
210 => 3.986271353637
211 => 3.9136557592293
212 => 3.8877352958248
213 => 3.8685448166435
214 => 3.8474179846824
215 => 3.8940185115101
216 => 3.7884155869087
217 => 3.6610688122218
218 => 3.6504813058178
219 => 3.6797143418624
220 => 3.6667808995562
221 => 3.6504193854719
222 => 3.6191807992916
223 => 3.6099129780788
224 => 3.640028900913
225 => 3.6060297799005
226 => 3.6561973349824
227 => 3.6425545358975
228 => 3.5663469692276
301 => 3.4713641255019
302 => 3.4705185789595
303 => 3.4500546810819
304 => 3.4239908303671
305 => 3.4167404633584
306 => 3.5225008570478
307 => 3.7414217068427
308 => 3.6984423056961
309 => 3.7294993277307
310 => 3.8822691378769
311 => 3.9308300665739
312 => 3.8963626696134
313 => 3.8491815707974
314 => 3.8512572996972
315 => 4.0124893970412
316 => 4.0225452451813
317 => 4.0479531292916
318 => 4.0806094406405
319 => 3.901924180646
320 => 3.8428412400203
321 => 3.8148444649551
322 => 3.7286252338699
323 => 3.8216052827171
324 => 3.7674297900565
325 => 3.7747399149148
326 => 3.7699791865109
327 => 3.7725788661385
328 => 3.6345560427125
329 => 3.6848443053029
330 => 3.6012303151775
331 => 3.4892805685104
401 => 3.4889052737049
402 => 3.5163048156026
403 => 3.5000064959377
404 => 3.4561481367875
405 => 3.4623780096992
406 => 3.4077977676126
407 => 3.4690050392957
408 => 3.4707602448374
409 => 3.4471921112568
410 => 3.5414903582603
411 => 3.5801244269977
412 => 3.5646113765966
413 => 3.579035990027
414 => 3.7002282938541
415 => 3.7199879273688
416 => 3.7287638513279
417 => 3.7170052758098
418 => 3.5812511628651
419 => 3.5872724350452
420 => 3.5430923349641
421 => 3.5057648059797
422 => 3.507257711382
423 => 3.526448913519
424 => 3.6102580188007
425 => 3.7866293400493
426 => 3.7933225027649
427 => 3.8014348112296
428 => 3.7684379757842
429 => 3.7584858144767
430 => 3.7716152841121
501 => 3.8378510792096
502 => 4.0082275270432
503 => 3.9480051113184
504 => 3.8990433499165
505 => 3.9419960146621
506 => 3.9353837885986
507 => 3.8795699463138
508 => 3.8780034376546
509 => 3.7708788295453
510 => 3.7312773010365
511 => 3.6981832996916
512 => 3.6620455141637
513 => 3.6406218235533
514 => 3.6735383492242
515 => 3.681066748102
516 => 3.6090941894401
517 => 3.5992845956422
518 => 3.6580589406811
519 => 3.632194542758
520 => 3.6587967174281
521 => 3.6649686501409
522 => 3.6639748268224
523 => 3.6369694248835
524 => 3.6541818627667
525 => 3.6134693158982
526 => 3.5692005360055
527 => 3.5409598124764
528 => 3.5163160356088
529 => 3.5299898353197
530 => 3.4812452360878
531 => 3.4656508577585
601 => 3.648350676104
602 => 3.7833129962698
603 => 3.7813505906836
604 => 3.7694049513676
605 => 3.7516561544285
606 => 3.836552644163
607 => 3.8069764046984
608 => 3.8284955900864
609 => 3.833973125925
610 => 3.8505519771803
611 => 3.8564774915036
612 => 3.8385664716842
613 => 3.7784549015234
614 => 3.6286625839193
615 => 3.558933855718
616 => 3.5359222139877
617 => 3.5367586434593
618 => 3.5136861846479
619 => 3.5204820578029
620 => 3.5113228573023
621 => 3.4939775474027
622 => 3.5289188113112
623 => 3.5329454664762
624 => 3.524789757963
625 => 3.5267107225588
626 => 3.4591849394178
627 => 3.4643187780517
628 => 3.4357329121614
629 => 3.4303734069147
630 => 3.3581108272001
701 => 3.2300871926071
702 => 3.3010247137265
703 => 3.2153421635392
704 => 3.1828928834808
705 => 3.336502728379
706 => 3.3210845604251
707 => 3.2946953590045
708 => 3.255660230112
709 => 3.2411817210965
710 => 3.153214883657
711 => 3.1480173336162
712 => 3.1916160735556
713 => 3.1714967552146
714 => 3.1432416124822
715 => 3.040904349683
716 => 2.9258433835935
717 => 2.9293163509123
718 => 2.96591510344
719 => 3.0723309124285
720 => 3.0307524148445
721 => 3.000586737789
722 => 2.9949376132535
723 => 3.0656482340594
724 => 3.1657185768328
725 => 3.2126693427144
726 => 3.1661425596417
727 => 3.1126950964277
728 => 3.1159481958619
729 => 3.137589608983
730 => 3.1398638155089
731 => 3.1050750114446
801 => 3.1148678560121
802 => 3.0999916296376
803 => 3.0086962558364
804 => 3.0070450120251
805 => 2.9846396549575
806 => 2.98396122965
807 => 2.9458441279998
808 => 2.9405112819878
809 => 2.8648274631187
810 => 2.9146427818901
811 => 2.8812292814798
812 => 2.8308672549137
813 => 2.8221848225511
814 => 2.8219238181499
815 => 2.8736343586903
816 => 2.9140385141165
817 => 2.881810523625
818 => 2.8744728349035
819 => 2.9528201534906
820 => 2.9428497430487
821 => 2.9342154319083
822 => 3.1567583752186
823 => 2.9805982703461
824 => 2.9037824097544
825 => 2.8087081953359
826 => 2.8396648389564
827 => 2.8461878586149
828 => 2.6175515113537
829 => 2.5247937737447
830 => 2.4929628136989
831 => 2.4746436461688
901 => 2.4829919208499
902 => 2.3994990776043
903 => 2.4556076491095
904 => 2.3833099043332
905 => 2.3711889521442
906 => 2.5004662757763
907 => 2.5184544601325
908 => 2.441711277178
909 => 2.4909928242275
910 => 2.4731226502026
911 => 2.3845492416603
912 => 2.3811663889559
913 => 2.3367233660552
914 => 2.2671786410806
915 => 2.2353948356331
916 => 2.2188415537964
917 => 2.2256717604992
918 => 2.2222181989825
919 => 2.1996813740068
920 => 2.2235099834095
921 => 2.1626377330468
922 => 2.1383979124714
923 => 2.127449347877
924 => 2.0734217220042
925 => 2.1594037009621
926 => 2.1763432339893
927 => 2.1933161431294
928 => 2.3410537292967
929 => 2.3336731769939
930 => 2.4003897753368
1001 => 2.3977972910091
1002 => 2.3787686364245
1003 => 2.2984898727937
1004 => 2.3304875571456
1005 => 2.2320036582547
1006 => 2.3057944915579
1007 => 2.2721194368172
1008 => 2.294408921676
1009 => 2.2543304181381
1010 => 2.2765115167968
1011 => 2.1803602256853
1012 => 2.0905755029305
1013 => 2.1267074963464
1014 => 2.1659871053843
1015 => 2.2511553060365
1016 => 2.2004298283504
1017 => 2.218672628269
1018 => 2.1575623023496
1019 => 2.0314742446761
1020 => 2.0321878893895
1021 => 2.0127919886941
1022 => 1.9960310986454
1023 => 2.20625625966
1024 => 2.1801114377198
1025 => 2.1384530857079
1026 => 2.194214445313
1027 => 2.2089586338444
1028 => 2.209378380164
1029 => 2.2500604287228
1030 => 2.2717724453314
1031 => 2.2755992823639
1101 => 2.3396133647651
1102 => 2.3610700408199
1103 => 2.4494470528268
1104 => 2.2699303324156
1105 => 2.2662333036929
1106 => 2.1949991219949
1107 => 2.1498212777942
1108 => 2.1980924876387
1109 => 2.2408541898837
1110 => 2.1963278472814
1111 => 2.2021420476229
1112 => 2.1423690706153
1113 => 2.1637350973155
1114 => 2.1821383978244
1115 => 2.1719771769794
1116 => 2.1567653375658
1117 => 2.2373482179476
1118 => 2.2328014160296
1119 => 2.3078420468335
1120 => 2.3663415847522
1121 => 2.4711832147456
1122 => 2.3617755083297
1123 => 2.3577882566516
1124 => 2.3967642813798
1125 => 2.3610640737935
1126 => 2.3836253726588
1127 => 2.4675482407021
1128 => 2.46932139866
1129 => 2.4396187182813
1130 => 2.4378113074808
1201 => 2.4435160321593
1202 => 2.4769287827848
1203 => 2.4652533410461
1204 => 2.4787644578121
1205 => 2.4956603162176
1206 => 2.565548750278
1207 => 2.5823986151238
1208 => 2.5414621792018
1209 => 2.5451582810197
1210 => 2.5298469302546
1211 => 2.5150563572662
1212 => 2.5483034053545
1213 => 2.6090630392082
1214 => 2.6086850566794
1215 => 2.622780110735
1216 => 2.6315612126419
1217 => 2.5938662950981
1218 => 2.5693282898576
1219 => 2.5787377224606
1220 => 2.5937836101037
1221 => 2.5738585438814
1222 => 2.450871804969
1223 => 2.4881781251317
1224 => 2.4819685292708
1225 => 2.4731253096522
1226 => 2.510637103057
1227 => 2.5070189990725
1228 => 2.3986427378183
1229 => 2.4055806344378
1230 => 2.3990646542907
1231 => 2.4201191191901
]
'min_raw' => 1.9960310986454
'max_raw' => 4.4713560624904
'avg_raw' => 3.2336935805679
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$1.99'
'max' => '$4.47'
'avg' => '$3.23'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.48674252965192
'max_diff' => -3.2492417356089
'year' => 2034
]
9 => [
'items' => [
101 => 2.3599270635941
102 => 2.3784417344958
103 => 2.390053962521
104 => 2.3968936540372
105 => 2.4216033098142
106 => 2.4187039169066
107 => 2.4214230794801
108 => 2.4580609758901
109 => 2.6433628833239
110 => 2.6534484572999
111 => 2.6037834024167
112 => 2.6236236122426
113 => 2.5855347479537
114 => 2.6111040577241
115 => 2.6285979300789
116 => 2.5495464847856
117 => 2.544865571235
118 => 2.5066195006542
119 => 2.5271707726161
120 => 2.4944722212359
121 => 2.5024953019978
122 => 2.4800620687478
123 => 2.5204374221856
124 => 2.5655833410247
125 => 2.5769889829898
126 => 2.5469856494172
127 => 2.5252612585946
128 => 2.4871203847693
129 => 2.5505495079656
130 => 2.5690981165556
131 => 2.550452080021
201 => 2.546131385932
202 => 2.5379436784406
203 => 2.5478684467821
204 => 2.5689970968497
205 => 2.5590332156627
206 => 2.5656145347278
207 => 2.5405333330787
208 => 2.5938787736843
209 => 2.6786041716454
210 => 2.6788765776538
211 => 2.6689126427578
212 => 2.6648356152743
213 => 2.6750592171397
214 => 2.6806051017577
215 => 2.7136663555026
216 => 2.7491423979894
217 => 2.9146936088652
218 => 2.8682074913152
219 => 3.0150943742898
220 => 3.1312628278482
221 => 3.1660966676395
222 => 3.1340511740903
223 => 3.024425271722
224 => 3.0190465019538
225 => 3.1828738829542
226 => 3.1365851440522
227 => 3.1310792458493
228 => 3.0725057913328
301 => 3.1071299574156
302 => 3.0995571443874
303 => 3.0876030885477
304 => 3.1536635854933
305 => 3.277322938514
306 => 3.2580494686757
307 => 3.2436627175119
308 => 3.1806241618324
309 => 3.2185874525226
310 => 3.2050694518468
311 => 3.2631513614853
312 => 3.2287449248873
313 => 3.1362344613288
314 => 3.1509670575689
315 => 3.1487402552851
316 => 3.1945676884934
317 => 3.1808114305511
318 => 3.1460541251418
319 => 3.2769002842889
320 => 3.2684038625184
321 => 3.2804498460365
322 => 3.2857528605155
323 => 3.3653966118204
324 => 3.3980241084142
325 => 3.4054311213658
326 => 3.4364247196287
327 => 3.4046599724065
328 => 3.5317416091766
329 => 3.6162434822096
330 => 3.7143967561641
331 => 3.8578250705245
401 => 3.9117554435101
402 => 3.9020134043423
403 => 4.0107591153656
404 => 4.2061727407932
405 => 3.9415120851305
406 => 4.2202003981895
407 => 4.1319708958864
408 => 3.9227803331065
409 => 3.9093109270582
410 => 4.0509772049251
411 => 4.3651793743599
412 => 4.286475294568
413 => 4.3653081060395
414 => 4.2733454440067
415 => 4.2687787227146
416 => 4.3608416848091
417 => 4.5759518138337
418 => 4.4737610548167
419 => 4.3272455435638
420 => 4.4354303170391
421 => 4.3417106542266
422 => 4.1305340234282
423 => 4.2864151110415
424 => 4.1821818669922
425 => 4.2126026689498
426 => 4.4316854444164
427 => 4.4053248252511
428 => 4.4394379073786
429 => 4.3792292103184
430 => 4.3229847932242
501 => 4.2180004119525
502 => 4.1869197123254
503 => 4.1955092995359
504 => 4.1869154557525
505 => 4.1281776592873
506 => 4.1154932377331
507 => 4.0943519794255
508 => 4.1009045393899
509 => 4.0611527886783
510 => 4.1361725554018
511 => 4.1500968851776
512 => 4.2046900152695
513 => 4.2103580551414
514 => 4.362399145363
515 => 4.2786574678157
516 => 4.334838615023
517 => 4.3298132444193
518 => 3.9273141269232
519 => 3.9827749540344
520 => 4.0690545964531
521 => 4.0301857344927
522 => 3.9752342575938
523 => 3.9308579936861
524 => 3.86362341616
525 => 3.9582547929023
526 => 4.0826849903934
527 => 4.2135138102909
528 => 4.3706960651539
529 => 4.3356148156716
530 => 4.2105753973699
531 => 4.2161845743336
601 => 4.2508582991931
602 => 4.2059526750599
603 => 4.1927091298411
604 => 4.2490388394486
605 => 4.2494267512004
606 => 4.1977574036091
607 => 4.1403363791522
608 => 4.1400957829631
609 => 4.1298782662823
610 => 4.2751631175259
611 => 4.3550550957546
612 => 4.3642145823061
613 => 4.3544385893307
614 => 4.3582009810317
615 => 4.3117135992
616 => 4.4179699686623
617 => 4.5154813209468
618 => 4.4893461955084
619 => 4.4501659271492
620 => 4.4189569562237
621 => 4.4819943537937
622 => 4.47918739771
623 => 4.5146296443516
624 => 4.5130217793196
625 => 4.5011038848244
626 => 4.4893466211339
627 => 4.5359628426857
628 => 4.5225381195124
629 => 4.509092544036
630 => 4.4821253840035
701 => 4.485790668929
702 => 4.4466171655955
703 => 4.4284937104959
704 => 4.1559604300469
705 => 4.083130632229
706 => 4.1060443692098
707 => 4.1135881663787
708 => 4.0818925450345
709 => 4.1273359241051
710 => 4.1202536216134
711 => 4.1478067176002
712 => 4.130592739444
713 => 4.131299207112
714 => 4.1819218464623
715 => 4.1966178140298
716 => 4.1891433263139
717 => 4.1943782012997
718 => 4.315013685843
719 => 4.2978631776466
720 => 4.2887523119895
721 => 4.2912760840413
722 => 4.3221010367961
723 => 4.3307303405874
724 => 4.2941673740532
725 => 4.3114106804387
726 => 4.3848304905268
727 => 4.4105232688563
728 => 4.4925222840509
729 => 4.45768764498
730 => 4.5216281326025
731 => 4.7181593926355
801 => 4.8751621620787
802 => 4.7307759268849
803 => 5.0190915187851
804 => 5.2435865634948
805 => 5.2349700697628
806 => 5.1958241660537
807 => 4.9402425261613
808 => 4.7050524906248
809 => 4.9017989420475
810 => 4.9023004892135
811 => 4.8853997945505
812 => 4.7804310315018
813 => 4.8817471091294
814 => 4.8897892114455
815 => 4.8852877727161
816 => 4.8048084681989
817 => 4.6819314452629
818 => 4.7059413214186
819 => 4.7452699883497
820 => 4.6708126170296
821 => 4.6470189753616
822 => 4.691255882148
823 => 4.8337964129392
824 => 4.8068499512742
825 => 4.8061462702609
826 => 4.9214346603419
827 => 4.8389130538357
828 => 4.7062441628472
829 => 4.6727435181849
830 => 4.5538387983721
831 => 4.6359667118708
901 => 4.6389223492682
902 => 4.5939417303718
903 => 4.7098940921682
904 => 4.7088255707413
905 => 4.8189050810355
906 => 5.0293357607422
907 => 4.967101054088
908 => 4.8947288613661
909 => 4.9025977253783
910 => 4.9888997415798
911 => 4.9367195725009
912 => 4.9554839251147
913 => 4.9888713394847
914 => 5.009014795537
915 => 4.8996993920425
916 => 4.8742127423278
917 => 4.8220760016099
918 => 4.808474499135
919 => 4.8509387865809
920 => 4.8397509471243
921 => 4.6386739393897
922 => 4.6176602732995
923 => 4.6183047324379
924 => 4.5654648699088
925 => 4.4848713965318
926 => 4.6966662325803
927 => 4.6796561431787
928 => 4.6608783209558
929 => 4.6631784970334
930 => 4.755111456969
1001 => 4.7017856974806
1002 => 4.8435609690006
1003 => 4.8144162353309
1004 => 4.7845240492156
1005 => 4.7803920385562
1006 => 4.7688860971833
1007 => 4.7294279430435
1008 => 4.6817798508521
1009 => 4.6503184531803
1010 => 4.2896729581555
1011 => 4.3566066642538
1012 => 4.4336077919206
1013 => 4.4601882726285
1014 => 4.4147205210643
1015 => 4.7312232870044
1016 => 4.7890513922382
1017 => 4.6138862894511
1018 => 4.5811200506636
1019 => 4.7333714361644
1020 => 4.6415452387325
1021 => 4.6828945698135
1022 => 4.5935199328913
1023 => 4.775122295092
1024 => 4.7737387893592
1025 => 4.7030913687877
1026 => 4.7628020848821
1027 => 4.7524258785521
1028 => 4.6726651147239
1029 => 4.7776508535721
1030 => 4.7777029251887
1031 => 4.7097063188961
1101 => 4.6303011691174
1102 => 4.6161054038029
1103 => 4.6054108015711
1104 => 4.6802643532555
1105 => 4.7473778136347
1106 => 4.8722593245627
1107 => 4.9036575035215
1108 => 5.0262066862928
1109 => 4.9532346147639
1110 => 4.9855821889261
1111 => 5.020700056523
1112 => 5.0375368536657
1113 => 5.010102196234
1114 => 5.2004715203339
1115 => 5.2165445240533
1116 => 5.2219336631695
1117 => 5.1577421981839
1118 => 5.2147592432905
1119 => 5.1880828560912
1120 => 5.2574874046701
1121 => 5.268370924089
1122 => 5.2591529703336
1123 => 5.2626075711818
1124 => 5.1001609365126
1125 => 5.0917372215307
1126 => 4.9768792700334
1127 => 5.0236847342557
1128 => 4.9361841623365
1129 => 4.9639314950478
1130 => 4.9761622549207
1201 => 4.9697736000526
1202 => 5.0263310449765
1203 => 4.9782456628686
1204 => 4.851340433517
1205 => 4.7244006289206
1206 => 4.7228070030768
1207 => 4.6893859932003
1208 => 4.6652287244228
1209 => 4.6698822714145
1210 => 4.6862819779849
1211 => 4.6642755436639
1212 => 4.6689717321808
1213 => 4.7469597521022
1214 => 4.7625996933123
1215 => 4.7094490621608
1216 => 4.496041608488
1217 => 4.4436708840647
1218 => 4.4813139222236
1219 => 4.4633229745058
1220 => 3.6022499885017
1221 => 3.8045463140872
1222 => 3.6843487067584
1223 => 3.7397412942415
1224 => 3.6170506621783
1225 => 3.6756050625659
1226 => 3.6647922028786
1227 => 3.9900787080367
1228 => 3.9849998066756
1229 => 3.9874308079877
1230 => 3.8713927814222
1231 => 4.0562445085167
]
'min_raw' => 2.3599270635941
'max_raw' => 5.268370924089
'avg_raw' => 3.8141489938415
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$2.35'
'max' => '$5.26'
'avg' => '$3.81'
'bar_min_pct' => 61.631153054957
'bar_max_pct' => 60.119598047091
'min_diff' => 0.36389596494875
'max_diff' => 0.79701486159858
'year' => 2035
]
10 => [
'items' => [
101 => 4.1473091163366
102 => 4.1304554810352
103 => 4.1346971779432
104 => 4.0618107716488
105 => 3.9881365077224
106 => 3.90642041064
107 => 4.0582388186042
108 => 4.0413592032652
109 => 4.0800749677589
110 => 4.1785400575276
111 => 4.1930394160286
112 => 4.2125267008918
113 => 4.2055418964677
114 => 4.3719482754001
115 => 4.3517953649267
116 => 4.4003580807794
117 => 4.3004608898083
118 => 4.187417735896
119 => 4.2089035437956
120 => 4.2068342877169
121 => 4.1804902828537
122 => 4.1567080931832
123 => 4.1171174479722
124 => 4.2423881077327
125 => 4.2373023477176
126 => 4.3196348908142
127 => 4.3050818140862
128 => 4.2078928059548
129 => 4.2113639303935
130 => 4.2347089104098
131 => 4.3155061527944
201 => 4.3394922754299
202 => 4.3283809477434
203 => 4.3546806362052
204 => 4.3754668376406
205 => 4.3572910630755
206 => 4.6146217016018
207 => 4.5077600794561
208 => 4.5598436905516
209 => 4.5722653249034
210 => 4.5404475697101
211 => 4.5473477015031
212 => 4.5577995209962
213 => 4.6212609222821
214 => 4.7878020019607
215 => 4.8615619124669
216 => 5.0834722424747
217 => 4.8554371786869
218 => 4.8419065217046
219 => 4.881879273189
220 => 5.0121641284976
221 => 5.117747766691
222 => 5.152775950746
223 => 5.1574055035211
224 => 5.2231207054379
225 => 5.2607874336606
226 => 5.2151411514438
227 => 5.17646070663
228 => 5.0379121545005
229 => 5.0539495266647
301 => 5.1644311173791
302 => 5.3204928715964
303 => 5.4544100921729
304 => 5.4075169490133
305 => 5.7652785299208
306 => 5.8007491293428
307 => 5.7958482394045
308 => 5.8766555436207
309 => 5.7162695008729
310 => 5.6477013602649
311 => 5.1848238578405
312 => 5.3148735554938
313 => 5.5039084285838
314 => 5.4788889542859
315 => 5.3416067765313
316 => 5.4543059513307
317 => 5.417044079713
318 => 5.3876540955716
319 => 5.5222953104519
320 => 5.3742517639348
321 => 5.5024315809599
322 => 5.3380396397747
323 => 5.4077311529413
324 => 5.3681708794687
325 => 5.3937712247302
326 => 5.2441121294325
327 => 5.324864544486
328 => 5.240752563477
329 => 5.2407126834463
330 => 5.2388559068036
331 => 5.3378132794511
401 => 5.3410402758204
402 => 5.2679106279177
403 => 5.2573715031551
404 => 5.2963401711813
405 => 5.2507180668329
406 => 5.2720643623154
407 => 5.2513646243773
408 => 5.2467046773642
409 => 5.2095734267395
410 => 5.1935762630254
411 => 5.1998491631138
412 => 5.1784365212103
413 => 5.1655346299344
414 => 5.2362893958929
415 => 5.1984879786804
416 => 5.2304957865565
417 => 5.1940188497743
418 => 5.0675738946424
419 => 4.9948540638149
420 => 4.7560112650243
421 => 4.8237467864778
422 => 4.8686555072788
423 => 4.853813175322
424 => 4.8857002475853
425 => 4.8876578548462
426 => 4.8772910426032
427 => 4.8652876020966
428 => 4.85944499109
429 => 4.9029910267724
430 => 4.9282709661782
501 => 4.8731626982124
502 => 4.8602516020746
503 => 4.9159691035989
504 => 4.9499567473418
505 => 5.2009024127318
506 => 5.1823115472959
507 => 5.228970971267
508 => 5.223717836175
509 => 5.2726243459258
510 => 5.3525658199353
511 => 5.1900224512864
512 => 5.2182343597571
513 => 5.2113174513082
514 => 5.2868344440424
515 => 5.2870701998508
516 => 5.241793990353
517 => 5.2663389580444
518 => 5.252638630435
519 => 5.2773969741354
520 => 5.1820632549537
521 => 5.298169434278
522 => 5.3639941562379
523 => 5.3649081325662
524 => 5.3961085283579
525 => 5.4278099374873
526 => 5.4886580317005
527 => 5.4261129171651
528 => 5.3136003447601
529 => 5.3217233890744
530 => 5.2557573090401
531 => 5.2568662107632
601 => 5.250946806459
602 => 5.2687113843679
603 => 5.1859615808158
604 => 5.2053827943115
605 => 5.1781929816871
606 => 5.2181752544145
607 => 5.1751609382662
608 => 5.2113141157655
609 => 5.2269166286774
610 => 5.2844902372202
611 => 5.1666572694728
612 => 4.926387871645
613 => 4.9768954120533
614 => 4.9021907925078
615 => 4.9091049894673
616 => 4.9230727677117
617 => 4.8777986284488
618 => 4.8864355074681
619 => 4.8861269373727
620 => 4.8834678469941
621 => 4.8716902948016
622 => 4.8546105140048
623 => 4.9226511038199
624 => 4.9342125258874
625 => 4.9599121349863
626 => 5.0363767394532
627 => 5.0287361223074
628 => 5.0411982858784
629 => 5.0139934527751
630 => 4.9103669436496
701 => 4.9159943616573
702 => 4.8458203689281
703 => 4.9581176282196
704 => 4.931524154968
705 => 4.9143791697619
706 => 4.9097010017012
707 => 4.9863551471327
708 => 5.0092912688523
709 => 4.9949990169825
710 => 4.965685191426
711 => 5.0219764023491
712 => 5.0370375556565
713 => 5.0404091924481
714 => 5.1401464254348
715 => 5.0459833958296
716 => 5.0686493729556
717 => 5.2454828562039
718 => 5.0851192882504
719 => 5.1700674467297
720 => 5.165909676421
721 => 5.2093662798101
722 => 5.1623449665399
723 => 5.1629278520724
724 => 5.2015143718766
725 => 5.1473265639271
726 => 5.133908900634
727 => 5.1153724948936
728 => 5.1558460586869
729 => 5.1801081297191
730 => 5.375642603711
731 => 5.5019667913652
801 => 5.4964827252228
802 => 5.5465968240228
803 => 5.5240199635208
804 => 5.4511133254852
805 => 5.5755560665947
806 => 5.5361771764022
807 => 5.5394235242643
808 => 5.5393026950348
809 => 5.5654862144504
810 => 5.5469327912601
811 => 5.5103620896822
812 => 5.5346394280728
813 => 5.6067344437856
814 => 5.8305195847033
815 => 5.9557527143196
816 => 5.822980393053
817 => 5.9145649623705
818 => 5.8596468556987
819 => 5.8496666020443
820 => 5.9071884796222
821 => 5.9648110416321
822 => 5.9611407335413
823 => 5.9193097124734
824 => 5.895680430095
825 => 6.0746092726546
826 => 6.2064409958791
827 => 6.1974509561663
828 => 6.2371300677412
829 => 6.3536291665538
830 => 6.364280384135
831 => 6.3629385755352
901 => 6.3365384214206
902 => 6.4512469135213
903 => 6.5469387557356
904 => 6.3304275485169
905 => 6.412872181886
906 => 6.4498842340055
907 => 6.5042289074981
908 => 6.5959174809048
909 => 6.6955155908175
910 => 6.7095998555969
911 => 6.6996063957418
912 => 6.6339187649135
913 => 6.7429002052325
914 => 6.8067389770422
915 => 6.8447535047305
916 => 6.9411520219339
917 => 6.450112807839
918 => 6.1025308458702
919 => 6.0482509033644
920 => 6.1586313009033
921 => 6.1877377314671
922 => 6.1760049658032
923 => 5.7847698668379
924 => 6.0461911315363
925 => 6.3274584314276
926 => 6.3382630539136
927 => 6.479071345261
928 => 6.5249242968506
929 => 6.63829342755
930 => 6.6312021575577
1001 => 6.6588057367861
1002 => 6.6524601519488
1003 => 6.8624525938825
1004 => 7.0941054415146
1005 => 7.0860840400121
1006 => 7.0527812023729
1007 => 7.1022415952447
1008 => 7.341332159429
1009 => 7.3193205316271
1010 => 7.3407029530906
1011 => 7.6226042028175
1012 => 7.9891159274477
1013 => 7.8188344341815
1014 => 8.1882962773895
1015 => 8.4208529233581
1016 => 8.8230355957549
1017 => 8.7726803443794
1018 => 8.9292471073907
1019 => 8.6825339349592
1020 => 8.1160306220978
1021 => 8.0263793043499
1022 => 8.2058635128141
1023 => 8.6471079255104
1024 => 8.1919671560027
1025 => 8.2840415408975
1026 => 8.2575241118537
1027 => 8.2561111107517
1028 => 8.3100396157216
1029 => 8.2318135065411
1030 => 7.9131062651316
1031 => 8.0591679157161
1101 => 8.0027664979689
1102 => 8.0653480759636
1103 => 8.4030750417952
1104 => 8.2537578997958
1105 => 8.0964644202389
1106 => 8.2937453498206
1107 => 8.5449517662604
1108 => 8.5292317201809
1109 => 8.4987282603172
1110 => 8.6706746664596
1111 => 8.9546797538369
1112 => 9.0314451877301
1113 => 9.0881118616299
1114 => 9.0959252385693
1115 => 9.1764078770326
1116 => 8.743632445779
1117 => 9.4304581696399
1118 => 9.5490539989729
1119 => 9.5267628983518
1120 => 9.6585771713801
1121 => 9.6197940684498
1122 => 9.5636034371863
1123 => 9.772557097636
1124 => 9.5330085876213
1125 => 9.1929996359742
1126 => 9.006464000486
1127 => 9.2521091726973
1128 => 9.4021161075316
1129 => 9.5012611492242
1130 => 9.5312623789353
1201 => 8.7772275705536
1202 => 8.3708446295235
1203 => 8.6313314355339
1204 => 8.9491433167056
1205 => 8.7418669847324
1206 => 8.7499918245197
1207 => 8.4544702463878
1208 => 8.975290418981
1209 => 8.8994113006213
1210 => 9.2930723008992
1211 => 9.199121943856
1212 => 9.5201372077506
1213 => 9.4356031303741
1214 => 9.7864993593274
1215 => 9.9264813651929
1216 => 10.161532939501
1217 => 10.334437834394
1218 => 10.435970895818
1219 => 10.429875231651
1220 => 10.832199804586
1221 => 10.594963060077
1222 => 10.296937796565
1223 => 10.291547459805
1224 => 10.445898966829
1225 => 10.769377381282
1226 => 10.85325062773
1227 => 10.900124330296
1228 => 10.828335623131
1229 => 10.570832139876
1230 => 10.459643441379
1231 => 10.554379433946
]
'min_raw' => 3.90642041064
'max_raw' => 10.900124330296
'avg_raw' => 7.4032723704681
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$3.90'
'max' => '$10.90'
'avg' => '$7.40'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 1.5464933470459
'max_diff' => 5.6317534062072
'year' => 2036
]
11 => [
'items' => [
101 => 10.438525455794
102 => 10.638521924969
103 => 10.913159794087
104 => 10.85644816015
105 => 11.046026649718
106 => 11.242220442183
107 => 11.522786377022
108 => 11.596136701715
109 => 11.71738199917
110 => 11.842183237257
111 => 11.882266031442
112 => 11.958796522504
113 => 11.958393169039
114 => 12.189022954948
115 => 12.443414750816
116 => 12.539441764573
117 => 12.760250587745
118 => 12.382123216126
119 => 12.668937171113
120 => 12.927650537931
121 => 12.619201796511
122 => 13.044326527219
123 => 13.060833157159
124 => 13.310063671679
125 => 13.057420798423
126 => 12.907402266749
127 => 13.340500146573
128 => 13.550062568164
129 => 13.486940661305
130 => 13.006579833396
131 => 12.726989227908
201 => 11.995246684345
202 => 12.862027336121
203 => 13.284210907262
204 => 13.005486479939
205 => 13.146058868649
206 => 13.912976240702
207 => 14.204968721757
208 => 14.144236326879
209 => 14.154499101873
210 => 14.312052944612
211 => 15.010733449803
212 => 14.592067895805
213 => 14.912122024737
214 => 15.081877580682
215 => 15.239556001623
216 => 14.852347634568
217 => 14.34859523825
218 => 14.189035708249
219 => 12.9777728287
220 => 12.914721335571
221 => 12.879328621822
222 => 12.656182568034
223 => 12.480850894605
224 => 12.341420638247
225 => 11.975514008163
226 => 12.098996754515
227 => 11.51581795681
228 => 11.888915084994
301 => 10.958147642513
302 => 11.733318426515
303 => 11.311428211473
304 => 11.594716144173
305 => 11.593727779263
306 => 11.072104878643
307 => 10.771243675557
308 => 10.962964143856
309 => 11.168503704663
310 => 11.201851806886
311 => 11.468339212603
312 => 11.542710119411
313 => 11.317362799737
314 => 10.938859556096
315 => 11.026777226854
316 => 10.769462026765
317 => 10.318527036095
318 => 10.642396418964
319 => 10.752979665807
320 => 10.801819527401
321 => 10.358376754311
322 => 10.219037407395
323 => 10.144854308268
324 => 10.881616662606
325 => 10.921978167524
326 => 10.715483001823
327 => 11.648860731464
328 => 11.437608604822
329 => 11.673628988308
330 => 11.018799619742
331 => 11.043814983466
401 => 10.733808266281
402 => 10.907391313248
403 => 10.784708410494
404 => 10.893367518434
405 => 10.958497339715
406 => 11.268453187849
407 => 11.736857624412
408 => 11.222156120254
409 => 10.997893304232
410 => 11.13702469399
411 => 11.507549919437
412 => 12.068914602827
413 => 11.736575411743
414 => 11.884061901261
415 => 11.916281138003
416 => 11.671226522363
417 => 12.077950116048
418 => 12.29591659412
419 => 12.519505098814
420 => 12.713640732633
421 => 12.430198933223
422 => 12.733522288377
423 => 12.489097207903
424 => 12.269822642517
425 => 12.27015519152
426 => 12.132601053563
427 => 11.866072578334
428 => 11.816920638222
429 => 12.072615237893
430 => 12.277658092461
501 => 12.294546404052
502 => 12.408068663823
503 => 12.475249967783
504 => 13.133718075147
505 => 13.398559395062
506 => 13.722402347866
507 => 13.848557428771
508 => 14.228238993197
509 => 13.921615293694
510 => 13.855275327553
511 => 12.934292045149
512 => 13.085103006048
513 => 13.326565905541
514 => 12.938273679425
515 => 13.184555724345
516 => 13.233177016979
517 => 12.925079658163
518 => 13.089647769608
519 => 12.652603656656
520 => 11.74638399177
521 => 12.078958997591
522 => 12.323846145412
523 => 11.974361991104
524 => 12.600798810797
525 => 12.234847353013
526 => 12.118858309664
527 => 11.666343698478
528 => 11.879913176073
529 => 12.168768952541
530 => 11.990289665772
531 => 12.360660984617
601 => 12.885205546524
602 => 13.259027238507
603 => 13.287724626255
604 => 13.047382322418
605 => 13.432532398161
606 => 13.435337795985
607 => 13.000886937163
608 => 12.734788205166
609 => 12.67433001338
610 => 12.825366429989
611 => 13.008752522612
612 => 13.297901278094
613 => 13.472627815232
614 => 13.928221956295
615 => 14.051492667959
616 => 14.186929806734
617 => 14.367915591403
618 => 14.585235429701
619 => 14.10975199553
620 => 14.128643838782
621 => 13.685880248398
622 => 13.212723853352
623 => 13.571790577415
624 => 14.041222554482
625 => 13.933534340267
626 => 13.921417216297
627 => 13.941794857804
628 => 13.860601461054
629 => 13.49336673672
630 => 13.308943757171
701 => 13.54689645211
702 => 13.673357719414
703 => 13.86948811642
704 => 13.845310905179
705 => 14.350521745002
706 => 14.546831400574
707 => 14.496606990115
708 => 14.505849490357
709 => 14.8612587448
710 => 15.256546931227
711 => 15.626786480687
712 => 16.003410052557
713 => 15.5493756368
714 => 15.318844961429
715 => 15.556693773664
716 => 15.430487845928
717 => 16.155704541813
718 => 16.205916972356
719 => 16.93108122682
720 => 17.619348455259
721 => 17.187060140664
722 => 17.594688550634
723 => 18.035571910447
724 => 18.886107442275
725 => 18.599676997356
726 => 18.380275765486
727 => 18.172942661507
728 => 18.604369937683
729 => 19.159394236265
730 => 19.278941154223
731 => 19.472652831752
801 => 19.268988688767
802 => 19.514279716123
803 => 20.380264829028
804 => 20.146268007259
805 => 19.813954903481
806 => 20.497566980025
807 => 20.744963533052
808 => 22.481322104774
809 => 24.673546526969
810 => 23.765951221259
811 => 23.202577527087
812 => 23.33498370862
813 => 24.135509856125
814 => 24.392613447274
815 => 23.693717257609
816 => 23.940579207083
817 => 25.300812819613
818 => 26.030534511217
819 => 25.039474439321
820 => 22.305179006972
821 => 19.784033744402
822 => 20.452754996686
823 => 20.376942759514
824 => 21.838344083579
825 => 20.140687260448
826 => 20.169271447466
827 => 21.660893003261
828 => 21.262953945042
829 => 20.618343634912
830 => 19.788740113034
831 => 18.255141273806
901 => 16.896790014335
902 => 19.560829643771
903 => 19.445951410708
904 => 19.279590705233
905 => 19.64980845316
906 => 21.447480748954
907 => 21.406038584039
908 => 21.142404674825
909 => 21.342368671401
910 => 20.5832889795
911 => 20.778921100026
912 => 19.783634382111
913 => 20.233545545454
914 => 20.616960590695
915 => 20.693936837584
916 => 20.86736825233
917 => 19.385415801991
918 => 20.050768944355
919 => 20.441601580335
920 => 18.675805512364
921 => 20.406697469539
922 => 19.359618306877
923 => 19.004223912469
924 => 19.482715644889
925 => 19.296246951416
926 => 19.135932118578
927 => 19.046473687295
928 => 19.397825206379
929 => 19.381434238058
930 => 18.806554958446
1001 => 18.056648373268
1002 => 18.308341638098
1003 => 18.216899115349
1004 => 17.885499616584
1005 => 18.108822865423
1006 => 17.125420298844
1007 => 15.433527295861
1008 => 16.551243637715
1009 => 16.508212774396
1010 => 16.486514661815
1011 => 17.326447601308
1012 => 17.245707429726
1013 => 17.099163227694
1014 => 17.882808217392
1015 => 17.59676725464
1016 => 18.478278102115
1017 => 19.05889815881
1018 => 18.911634131341
1019 => 19.457710101042
1020 => 18.314140142571
1021 => 18.693988210712
1022 => 18.772274371109
1023 => 17.873138159861
1024 => 17.258917520327
1025 => 17.217956006299
1026 => 16.152982062165
1027 => 16.721882546952
1028 => 17.222491430863
1029 => 16.982738624288
1030 => 16.906840048138
1031 => 17.294589413296
1101 => 17.324720859818
1102 => 16.637720685939
1103 => 16.780569776555
1104 => 17.376274231106
1105 => 16.76555955272
1106 => 15.579040692292
1107 => 15.284767609999
1108 => 15.245506156292
1109 => 14.447414218022
1110 => 15.30443234448
1111 => 14.930320965623
1112 => 16.112134328889
1113 => 15.437088873983
1114 => 15.407989013619
1115 => 15.364000306656
1116 => 14.677049606624
1117 => 14.827448151936
1118 => 15.327395822901
1119 => 15.505782784214
1120 => 15.487175562668
1121 => 15.324945806567
1122 => 15.399213758159
1123 => 15.159970809412
1124 => 15.075489144798
1125 => 14.808841772763
1126 => 14.416943799088
1127 => 14.471439615977
1128 => 13.694987184444
1129 => 13.271934690296
1130 => 13.154839335658
1201 => 12.998254533684
1202 => 13.172526005697
1203 => 13.692787592262
1204 => 13.065241739212
1205 => 11.98935839138
1206 => 12.054020813801
1207 => 12.199298078535
1208 => 11.928574856809
1209 => 11.672358047523
1210 => 11.89511777567
1211 => 11.439251818075
1212 => 12.254387301585
1213 => 12.232340171147
1214 => 12.536172271759
1215 => 12.726164719535
1216 => 12.288293638198
1217 => 12.178170245371
1218 => 12.240901534754
1219 => 11.204093056921
1220 => 12.451442899477
1221 => 12.462230032713
1222 => 12.36986404889
1223 => 13.034039332445
1224 => 14.435656342212
1225 => 13.908311643224
1226 => 13.704107836698
1227 => 13.31591625122
1228 => 13.833158490334
1229 => 13.793442356606
1230 => 13.613830937991
1231 => 13.505201391591
]
'min_raw' => 10.144854308268
'max_raw' => 26.030534511217
'avg_raw' => 18.087694409742
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$10.14'
'max' => '$26.03'
'avg' => '$18.08'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 6.2384338976276
'max_diff' => 15.13041018092
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.31843538447116
]
1 => [
'year' => 2028
'avg' => 0.54652756220513
]
2 => [
'year' => 2029
'avg' => 1.4930147979351
]
3 => [
'year' => 2030
'avg' => 1.1518586931426
]
4 => [
'year' => 2031
'avg' => 1.1312679849423
]
5 => [
'year' => 2032
'avg' => 1.9834688007413
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.31843538447116
'min' => '$0.318435'
'max_raw' => 1.9834688007413
'max' => '$1.98'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 1.9834688007413
]
1 => [
'year' => 2033
'avg' => 5.1016857131983
]
2 => [
'year' => 2034
'avg' => 3.2336935805679
]
3 => [
'year' => 2035
'avg' => 3.8141489938415
]
4 => [
'year' => 2036
'avg' => 7.4032723704681
]
5 => [
'year' => 2037
'avg' => 18.087694409742
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 1.9834688007413
'min' => '$1.98'
'max_raw' => 18.087694409742
'max' => '$18.08'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 18.087694409742
]
]
]
]
'prediction_2025_max_price' => '$0.544466'
'last_price' => 0.527929
'sma_50day_nextmonth' => '$0.515344'
'sma_200day_nextmonth' => '$0.7803077'
'sma_50day_ts_nextmonth' => 1770163200
'sma_200day_ts_nextmonth' => 1770163200
'sma_200day_direction' => 'increase'
'sma_200day_direction_label' => 'aumentar'
'sma_200day_date_nextmonth' => '4 feb. 2026'
'sma_50day_date_nextmonth' => '4 feb. 2026'
'daily_sma3' => '$0.552864'
'daily_sma3_action' => 'SELL'
'daily_sma5' => '$0.55783'
'daily_sma5_action' => 'SELL'
'daily_sma10' => '$0.555824'
'daily_sma10_action' => 'SELL'
'daily_sma21' => '$0.561947'
'daily_sma21_action' => 'SELL'
'daily_sma50' => '$0.597536'
'daily_sma50_action' => 'SELL'
'daily_sma100' => '$0.720945'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.833091'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.544872'
'daily_ema3_action' => 'SELL'
'daily_ema5' => '$0.550774'
'daily_ema5_action' => 'SELL'
'daily_ema10' => '$0.555727'
'daily_ema10_action' => 'SELL'
'daily_ema21' => '$0.5662082'
'daily_ema21_action' => 'SELL'
'daily_ema50' => '$0.610846'
'daily_ema50_action' => 'SELL'
'daily_ema100' => '$0.694738'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.871749'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.770871'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$1.06'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '$1.84'
'weekly_sma100_action' => 'SELL'
'weekly_sma200' => '—'
'weekly_sma200_action' => '—'
'weekly_ema3' => '$0.552416'
'weekly_ema3_action' => 'SELL'
'weekly_ema5' => '$0.571688'
'weekly_ema5_action' => 'SELL'
'weekly_ema10' => '$0.627492'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.749983'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$1.17'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$1.97'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$1.26'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '36.77'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 53.67
'stoch_rsi_14_action' => 'NEUTRAL'
'momentum_10' => -0.02
'momentum_10_action' => 'SELL'
'vwma_10' => '0.553874'
'vwma_10_action' => 'SELL'
'hma_9' => '0.556443'
'hma_9_action' => 'SELL'
'stochastic_fast_14' => 0
'stochastic_fast_14_action' => 'BUY'
'cci_20' => -175.5
'cci_20_action' => 'BUY'
'adx_14' => 15.42
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '-0.02490071'
'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' => 32.15
'ultimate_oscillator_action' => 'NEUTRAL'
'ichimoku_cloud' => '-0.077528'
'ichimoku_cloud_action' => 'SELL'
'sell_signals' => 31
'buy_signals' => 0
'sell_pct' => 100
'buy_pct' => 0
'overall_action' => 'bearish'
'overall_action_label' => 'Bajista'
'overall_action_dir' => -1
'last_updated' => 1767714745
'last_updated_date' => '6 de enero de 2026'
]
Predicción de precio de AiMalls para 2026
La previsión del precio de AiMalls para 2026 sugiere que el precio medio podría oscilar entre $0.182399 en el extremo inferior y $0.544466 en el extremo superior. En el mercado de criptomonedas, en comparación con el precio medio de hoy, AiMalls podría potencialmente ganar 3.13% para 2026 si AIT alcanza el objetivo de precio previsto.
Predicción de precio de AiMalls 2027-2032
La predicción del precio de AIT para 2027-2032 está actualmente dentro de un rango de precios de $0.318435 en el extremo inferior y $1.98 en el extremo superior. Considerando la volatilidad de precios en el mercado, si AiMalls alcanza el objetivo de precio superior, podría ganar 275.71% para 2032 en comparación con el precio de hoy.
| Predicción de Precio de AiMalls | Potencial Mínimo ($) | Precio Medio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2027 | $0.175591 | $0.318435 | $0.461279 |
| 2028 | $0.31689 | $0.546527 | $0.776164 |
| 2029 | $0.696117 | $1.49 | $2.28 |
| 2030 | $0.592018 | $1.15 | $1.71 |
| 2031 | $0.699949 | $1.13 | $1.56 |
| 2032 | $1.06 | $1.98 | $2.89 |
Predicción de precio de AiMalls 2032-2037
La predicción de precio de AiMalls para 2032-2037 se estima actualmente entre $1.98 en el extremo inferior y $18.08 en el extremo superior. Comparado con el precio actual, AiMalls podría potencialmente ganar 3326.16% para 2037 si alcanza el objetivo de precio superior. Tenga en cuenta que esta información es solo para fines generales y no debe considerarse como consejo de inversión a largo plazo.
| Predicción de Precio de AiMalls | Potencial Mínimo ($) | Precio Medio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2032 | $1.06 | $1.98 | $2.89 |
| 2033 | $2.48 | $5.10 | $7.72 |
| 2034 | $1.99 | $3.23 | $4.47 |
| 2035 | $2.35 | $3.81 | $5.26 |
| 2036 | $3.90 | $7.40 | $10.90 |
| 2037 | $10.14 | $18.08 | $26.03 |
AiMalls Histograma de precios potenciales
Pronóstico de precio de AiMalls basado en análisis técnico
Indicador de Sentimiento del Mercado
Alcista 0%
Bajista 100%
A fecha de 6 de enero de 2026, el sentimiento general de predicción de precio para AiMalls es Bajista, con 0 indicadores técnicos mostrando señales alcistas y 31 indicando señales bajistas. La predicción de precio de AIT se actualizó por última vez el 6 de enero de 2026.
Promedios Móviles Simples de 50 y 200 días y el Índice de Fuerza Relativa de 14 días - RSI (14) de AiMalls
Según nuestros indicadores técnicos, se proyecta que el SMA de 200 días de AiMalls aumentar durante el próximo mes, alcanzando $0.7803077 para el 4 feb. 2026. Se espera que el SMA de 50 días a corto plazo para AiMalls alcance $0.515344 para el 4 feb. 2026.
El oscilador de momento del Índice de Fuerza Relativa (RSI) es una herramienta comúnmente utilizada para identificar si una criptomoneda está sobrevendida (por debajo de 30) o sobrecomprada (por encima de 70). Actualmente, el RSI se encuentra en 36.77, lo que sugiere que el mercado de AIT está en un estado NEUTRAL.
Promedios Móviles y Osciladores Populares de AIT para Sáb, 19 de Oct de 2024
Los promedios móviles (MA) son indicadores ampliamente utilizados en los mercados financieros, diseñados para suavizar los movimientos de precios durante un período establecido. Como indicadores rezagados, se basan en datos históricos de precios. La tabla a continuación resalta dos tipos: el promedio móvil simple (SMA) y el promedio móvil exponencial (EMA).
Promedio Móvil Simple Diario (SMA)
| Período | Valor | Acción |
|---|---|---|
| SMA 3 | $0.552864 | SELL |
| SMA 5 | $0.55783 | SELL |
| SMA 10 | $0.555824 | SELL |
| SMA 21 | $0.561947 | SELL |
| SMA 50 | $0.597536 | SELL |
| SMA 100 | $0.720945 | SELL |
| SMA 200 | $0.833091 | SELL |
Promedio Móvil Exponencial Diario (EMA)
| Período | Valor | Acción |
|---|---|---|
| EMA 3 | $0.544872 | SELL |
| EMA 5 | $0.550774 | SELL |
| EMA 10 | $0.555727 | SELL |
| EMA 21 | $0.5662082 | SELL |
| EMA 50 | $0.610846 | SELL |
| EMA 100 | $0.694738 | SELL |
| EMA 200 | $0.871749 | SELL |
Promedio Móvil Simple Semanal (SMA)
| Período | Valor | Acción |
|---|---|---|
| SMA 21 | $0.770871 | SELL |
| SMA 50 | $1.06 | SELL |
| SMA 100 | $1.84 | SELL |
| SMA 200 | — | — |
Promedio Móvil Exponencial Semanal (EMA)
| Período | Valor | Acción |
|---|---|---|
| EMA 21 | $0.749983 | SELL |
| EMA 50 | $1.17 | SELL |
| EMA 100 | $1.97 | SELL |
| EMA 200 | $1.26 | SELL |
Osciladores de AiMalls
Un oscilador es una herramienta de análisis técnico que establece límites altos y bajos entre dos extremos, creando un indicador de tendencia que fluctúa dentro de estos límites. Los traders utilizan este indicador para identificar condiciones de sobrecompra o sobreventa a corto plazo.
| Período | Valor | Acción |
|---|---|---|
| RSI (14) | 36.77 | NEUTRAL |
| Stoch RSI (14) | 53.67 | NEUTRAL |
| Estocástico Rápido (14) | 0 | BUY |
| Índice de Canal de Materias Primas (20) | -175.5 | BUY |
| Índice Direccional Medio (14) | 15.42 | NEUTRAL |
| Oscilador Asombroso (5, 34) | -0.02490071 | NEUTRAL |
| Momentum (10) | -0.02 | SELL |
| MACD (12, 26) | 0 | NEUTRAL |
| Rango Percentil de Williams (14) | -100 | BUY |
| Oscilador Ultimate (7, 14, 28) | 32.15 | NEUTRAL |
| VWMA (10) | 0.553874 | SELL |
| Promedio Móvil de Hull (9) | 0.556443 | SELL |
| Nube Ichimoku B/L (9, 26, 52, 26) | -0.077528 | SELL |
Predicción de precios de AiMalls basada en flujos de dinero globales
Definiciones de flujos de dinero globales utilizadas para la predicción de precios de AiMalls
M0: El total de toda la moneda física, además de cuentas en el banco central que pueden cambiarse por moneda física.
M1: Medir M0 más la cantidad en cuentas a la vista, incluyendo cuentas "de cheques" o "corrientes".
M2: Medir M1 más la mayoría de cuentas de ahorro, cuentas del mercado monetario, y cuentas de certificados de depósito (CD) inferiores a 100 000 $.
Predicciones de precios de AiMalls por parte de empresas de Internet o nichos tecnológicos
| Comparación | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook acción | $0.741828 | $1.04 | $1.46 | $2.05 | $2.89 | $4.06 |
| Amazon.com acción | $1.10 | $2.29 | $4.79 | $10.00 | $20.87 | $43.56 |
| Apple acción | $0.748826 | $1.06 | $1.50 | $2.13 | $3.03 | $4.29 |
| Netflix acción | $0.832989 | $1.31 | $2.07 | $3.27 | $5.16 | $8.14 |
| Google acción | $0.683665 | $0.885344 | $1.14 | $1.48 | $1.92 | $2.48 |
| Tesla acción | $1.19 | $2.71 | $6.15 | $13.94 | $31.60 | $71.64 |
| Kodak acción | $0.39589 | $0.296875 | $0.222625 | $0.166945 | $0.125191 | $0.09388 |
| Nokia acción | $0.34973 | $0.231682 | $0.153479 | $0.101673 | $0.067354 | $0.044619 |
Este cálculo muestra cuánto puede costar la criptomoneda si asumimos que su capitalización se comportará como la capitalización de algunas empresas de Internet o nichos tecnológicos. Si extrapola los datos, puede obtener una imagen potencial del precio futuro en 2024, 2025, 2026, 2027, 2028, 2029 y 2030.
Resumen de pronósticos y predicciones de AiMalls
Podría preguntarse cosas como: "¿Debo invertir en AiMalls ahora?", "¿Debería comprar AIT hoy?", "¿Será AiMalls una buena o mala inversión a corto plazo?, ¿Lo será a largo plazo?".
Actualizamos el pronóstico de AiMalls regularmente con valores actualizados. Aquí hay algunas predicciones similares. Hacemos un pronóstico de precios futuros para una gran cantidad de monedas digitales, como AiMalls, con métodos de análisis técnico.
Si está tratando de encontrar criptomonedas que ofrezcan un buen rendimiento, debería explorar el máximo de fuentes de información disponibles acerca de AiMalls a fin de tomar una decisión responsable sobre la inversión por sus propios medios.
El precio de AiMalls es de $0.5279 USD hoy, pero dicho precio puede subir y bajar, y su inversión puede perderse porque estos son activos de criptomonedas conllevan un alto riesgo
Predicción de precios de AiMalls basada en el patrón de crecimiento del Bitcoin
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Si AiMalls ofrece un 1 % del crecimiento medio anterior anual del Bitcoin | $0.541651 | $0.55573 | $0.570176 | $0.584996 |
| Si AiMalls ofrece un 2 % del crecimiento medio anterior anual del Bitcoin | $0.555374 | $0.584246 | $0.614618 | $0.64657 |
| Si AiMalls ofrece un 5 % del crecimiento medio anterior anual del Bitcoin | $0.596541 | $0.674072 | $0.761678 | $0.86067 |
| Si AiMalls ofrece un 10 % del crecimiento medio anterior anual del Bitcoin | $0.665154 | $0.838049 | $1.05 | $1.33 |
| Si AiMalls ofrece un 20 % del crecimiento medio anterior anual del Bitcoin | $0.80238 | $1.21 | $1.85 | $2.81 |
| Si AiMalls ofrece un 50 % del crecimiento medio anterior anual del Bitcoin | $1.21 | $2.79 | $6.42 | $14.76 |
| Si AiMalls ofrece un 100 % del crecimiento medio anterior anual del Bitcoin | $1.90 | $6.83 | $24.61 | $88.60 |
Cuadro de preguntas
¿Es AIT una buena inversión?
La decisión de adquirir AiMalls depende completamente de su tolerancia individual al riesgo. Como puede discernir, el valor de AiMalls ha experimentado una caída de -2.2561% durante las últimas 24 horas, y AiMalls ha sufrido un declive de durante el período previo de 30 días. Por lo tanto, la determinación de si invertir o no en AiMalls dependerá de si dicha inversión se alinea con sus aspiraciones comerciales.
¿Puede AiMalls subir?
Parece que el valor medio de AiMalls podría potencialmente aumentar hasta $0.544466 para el final de este año. Mirando las perspectivas de AiMalls en un horizonte de cinco años más extendido, la moneda digital podría potencialmente crecer hasta $1.71. Sin embargo, dada la imprevisibilidad del mercado, es vital realizar una investigación exhaustiva antes de invertir cualquier fondo en un proyecto, red o activo en particular.
¿Cuál será el precio de AiMalls la próxima semana?
Basado en nuestro nuevo pronóstico experimental de AiMalls, el precio de AiMalls aumentará en un 0.86% durante la próxima semana y alcanzará $0.532446 para el 13 de enero de 2026.
¿Cuál será el precio de AiMalls el próximo mes?
Basado en nuestro nuevo pronóstico experimental de AiMalls, el precio de AiMalls disminuirá en un -11.62% durante el próximo mes y alcanzará $0.466594 para el 5 de febrero de 2026.
¿Hasta qué punto puede subir el precio de AiMalls este año en 2026?
Según nuestra predicción más reciente sobre el valor de AiMalls en 2026, se anticipa que AIT fluctúe dentro del rango de $0.182399 y $0.544466. Sin embargo, es crucial tener en cuenta que el mercado de criptomonedas es excepcionalmente inestable, y esta predicción de precios proyectada de AiMalls no considera fluctuaciones de precios repentinas y extremas.
¿Dónde estará AiMalls en 5 años?
El futuro de AiMalls parece estar en una tendencia alcista, con un precio máximo de $1.71 proyectada después de un período de cinco años. Basado en el pronóstico de AiMalls para 2030, el valor de AiMalls podría potencialmente alcanzar su punto más alto de aproximadamente $1.71, mientras que su punto más bajo se anticipa que esté alrededor de $0.592018.
¿Cuánto será AiMalls en 2026?
Basado en nuestra nueva simulación experimental de predicción de precios de AiMalls, se espera que el valor de AIT en 2026 crezca en un 3.13% hasta $0.544466 si ocurre lo mejor. El precio estará entre $0.544466 y $0.182399 durante 2026.
¿Cuánto será AiMalls en 2027?
Según nuestra última simulación experimental para la predicción de precios de AiMalls, el valor de AIT podría disminuir en un -12.62% hasta $0.461279 en 2027, asumiendo las condiciones más favorables. Se proyecta que el precio fluctúe entre $0.461279 y $0.175591 a lo largo del año.
¿Cuánto será AiMalls en 2028?
Nuestro nuevo modelo experimental de predicción de precios de AiMalls sugiere que el valor de AIT en 2028 podría aumentar en un 47.02% , alcanzando $0.776164 en el mejor escenario. Se espera que el precio oscile entre $0.776164 y $0.31689 durante el año.
¿Cuánto será AiMalls en 2029?
Basado en nuestro modelo de pronóstico experimental, el valor de AiMalls podría experimentar un 333.75% crecimiento en 2029, potencialmente alcanzando $2.28 bajo condiciones óptimas. El rango de precios previsto para 2029 se encuentra entre $2.28 y $0.696117.
¿Cuánto será AiMalls en 2030?
Usando nuestra nueva simulación experimental para las predicciones de precios de AiMalls, se espera que el valor de AIT en 2030 aumente en un 224.23% , alcanzando $1.71 en el mejor escenario. Se pronostica que el precio oscile entre $1.71 y $0.592018 durante el transcurso de 2030.
¿Cuánto será AiMalls en 2031?
Nuestra simulación experimental indica que el precio de AiMalls podría crecer en un 195.98% en 2031, potencialmente alcanzando $1.56 bajo condiciones ideales. Es probable que el precio fluctúe entre $1.56 y $0.699949 durante el año.
¿Cuánto será AiMalls en 2032?
Basado en los hallazgos de nuestra última predicción experimental de precios de AiMalls, AIT podría experimentar un 449.04% aumento en valor, alcanzando $2.89 si se desarrolla el escenario más positivo en 2032. Se espera que el precio se mantenga dentro de un rango de $2.89 y $1.06 a lo largo del año.
¿Cuánto será AiMalls en 2033?
Según nuestra predicción experimental de precios de AiMalls, se anticipa que el valor de AIT aumente en un 1362.43% en 2033, con el precio potencial más alto siendo $7.72. A lo largo del año, el precio de AIT podría oscilar entre $7.72 y $2.48.
¿Cuánto será AiMalls en 2034?
Los resultados de nuestra nueva simulación de predicción de precios de AiMalls sugieren que AIT podría aumentar en un 746.96% en 2034, alcanzando potencialmente $4.47 bajo las mejores circunstancias. El rango de precios previsto para el año está entre $4.47 y $1.99.
¿Cuánto será AiMalls en 2035?
Basado en nuestra predicción experimental para el precio de AiMalls, AIT podría crecer en un 897.93% , con el valor potencialmente alcanzando $5.26 en 2035. El rango de precios esperado para el año está entre $5.26 y $2.35.
¿Cuánto será AiMalls en 2036?
Nuestra reciente simulación de predicción de precios de AiMalls sugiere que el valor de AIT podría aumentar en un 1964.7% en 2036, posiblemente alcanzando $10.90 si las condiciones son óptimas. El rango de precios esperado para 2036 está entre $10.90 y $3.90.
¿Cuánto será AiMalls en 2037?
Según la simulación experimental, el valor de AiMalls podría aumentar en un 4830.69% en 2037, con un máximo de $26.03 bajo condiciones favorables. Se espera que el precio caiga entre $26.03 y $10.14 durante el transcurso del año.
Predicciones relacionadas
Predicción de precios de PirateCash- Predicción de precios de InsightX
- Predicción de precios de TokenClub
- Predicción de precios de Dor
- Predicción de precios de Cindicator
- Predicción de precios de Pepe Community
- Predicción de precios de Inter Stable Token
- Predicción de precios de BlackCoin
- Predicción de precios de Genius
- Predicción de precios de Blockchain Certified Data Token
- Predicción de precios de HalalChain
- Predicción de precios de Kaching
- Predicción de precios de BitCore
- Predicción de precios de Platypus Finance
- Predicción de precios de Bastion Protocol
- Predicción de precios de Proteo DeFi
- Predicción de precios de DexGame
- Predicción de precios de Chad Coin
- Predicción de precios de Mooncoin
- Predicción de precios de BuzzCoin
- Predicción de precios de Fina.cash
- Predicción de precios de Bit Game Verse Token
- Predicción de precios de Osean
- Predicción de precios de PIRB
- Predicción de precios de Pillar
Predicción de precios de PirateCash
Predicción de precios de InsightX
Predicción de precios de TokenClub
Predicción de precios de Dor
Predicción de precios de Cindicator
Predicción de precios de Pepe Community
Predicción de precios de Inter Stable Token
Predicción de precios de BlackCoin
Predicción de precios de Genius
Predicción de precios de Blockchain Certified Data Token
Predicción de precios de HalalChain
Predicción de precios de Kaching
Predicción de precios de BitCore
Predicción de precios de Platypus Finance
Predicción de precios de Bastion Protocol
Predicción de precios de Proteo DeFi
Predicción de precios de DexGame
Predicción de precios de Chad Coin
Predicción de precios de Mooncoin
Predicción de precios de BuzzCoin
Predicción de precios de Fina.cash
Predicción de precios de Bit Game Verse Token
Predicción de precios de Osean
Predicción de precios de PIRB
Predicción de precios de Pillar¿Cómo leer y predecir los movimientos de precio de AiMalls?
Los traders de AiMalls utilizan indicadores y patrones de gráficos para predecir la dirección del mercado. También identifican niveles clave de soporte y resistencia para estimar cuándo una tendencia bajista podría desacelerar o una tendencia alcista podría estancarse.
Indicadores de predicción de precio de AiMalls
Las medias móviles son herramientas populares para la predicción de precios de AiMalls. Una media móvil simple (SMA) calcula el precio de cierre promedio de AIT durante un período específico, como una SMA de 12 días. Una media móvil exponencial (EMA) da más peso a los precios recientes, reaccionando más rápido a los cambios de precio.
Las medias móviles comúnmente utilizadas en el mercado de criptomonedas incluyen las de 50 días, 100 días y 200 días, que ayudan a identificar niveles clave de resistencia y soporte. Un movimiento de precio de AIT por encima de estas medias se considera alcista, mientras que una caída por debajo indica debilidad.
Los traders también utilizan RSI y niveles de retroceso de Fibonacci para evaluar la dirección futura de AIT.
¿Cómo leer gráficos de AiMalls y predecir movimientos de precio?
La mayoría de los traders prefieren gráficos de velas sobre gráficos lineales simples porque proporcionan información más detallada. Las velas pueden representar la acción del precio de AiMalls en diferentes marcos de tiempo, como 5 minutos para tendencias a corto plazo y semanal para tendencias a largo plazo. Las opciones populares incluyen gráficos de 1 hora, 4 horas y 1 día.
Por ejemplo, un gráfico de velas de 1 hora muestra los precios de apertura, cierre, máximo y mínimo de AIT dentro de cada hora. El color de la vela es crucial: el verde indica que el precio cerró más alto de lo que abrió, mientras que el rojo significa lo contrario. Algunos gráficos usan velas huecas y llenas para transmitir la misma información.
¿Qué afecta el precio de AiMalls?
La acción del precio de AiMalls está impulsada por la oferta y la demanda, influenciada por factores como reducciones a la mitad de recompensas de bloque, hard forks y actualizaciones de protocolo. Los eventos del mundo real, como regulaciones, adopción por empresas y gobiernos y hacks de exchanges de criptomonedas, también impactan el precio de AIT. La capitalización de mercado de AiMalls puede cambiar rápidamente.
Los traders a menudo monitorean la actividad de las "ballenas" de AIT, grandes poseedores de AiMalls, ya que sus acciones pueden influir significativamente en los movimientos de precios en el relativamente pequeño mercado de AiMalls.
Patrones de predicción de precios alcistas y bajistas
Los traders a menudo identifican patrones de velas para obtener una ventaja en las predicciones de precios de criptomonedas. Ciertas formaciones indican tendencias alcistas, mientras que otras sugieren movimientos bajistas.
Patrones de velas alcistas comúnmente seguidos:
- Martillo
- Envolvente Alcista
- Línea Penetrante
- Estrella de la Mañana
- Tres Soldados Blancos
Patrones de velas bajistas comunes:
- Harami Bajista
- Cubierta de Nube Oscura
- Estrella de la Tarde
- Estrella Fugaz
- Hombre Colgado