Predicción del precio de Arkham - Pronóstico de ARKM
$0.2321
8.4491%
Add to portfolio
Add to favorites
Sentiment
Alcista 61.76%
Bajista 38.24%
SMA 50
$0.217592
SMA 200
$0.413948
RSI (14)
63.36
Momentum (10)
0.05
MACD (12, 26)
0.01
Hull Moving Average (9)
0.224032
Predicción de precio de Arkham hasta $0.239371 para el año 2026
| Año | Precio min. | Precio max. |
|---|---|---|
| 2026 | $0.08019 | $0.239371 |
| 2027 | $0.077197 | $0.202798 |
| 2028 | $0.139319 | $0.341236 |
| 2029 | $0.306044 | $1.00 |
| 2030 | $0.260277 | $0.752538 |
| 2031 | $0.307728 | $0.686982 |
| 2032 | $0.469724 | $1.27 |
| 2033 | $1.09 | $3.39 |
| 2034 | $0.877543 | $1.96 |
| 2035 | $1.03 | $2.31 |
Calculadora de ganancias de inversión
Si abres una posición corta de $10,000.00 en Arkham hoy y la cierras el Apr 06, 2026, nuestra previsión indica que podrías obtener una ganancia de alrededor de $3,954.44, equivalente a un ROI del 39.54% en los próximos 90 días.
$
≈ $3,954.44
(39.54% ROI)
Predicción del precio a largo plazo de Arkham para 2027, 2028, 2029, 2030, 2031, 2032 y 2037
[
'name' => 'Arkham'
'name_with_ticker' => 'Arkham <small>ARKM</small>'
'name_lang' => 'Arkham'
'name_lang_with_ticker' => 'Arkham <small>ARKM</small>'
'name_with_lang' => 'Arkham'
'name_with_lang_with_ticker' => 'Arkham <small>ARKM</small>'
'image' => '/uploads/coins/arkham.png?1717103399'
'price_for_sd' => 0.2321
'ticker' => 'ARKM'
'marketcap' => '$127.95M'
'low24h' => '$0.214'
'high24h' => '$0.2353'
'volume24h' => '$42.07M'
'current_supply' => '550.46M'
'max_supply' => '1B'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.2321'
'change_24h_pct' => '8.4491%'
'ath_price' => '$3.98'
'ath_days' => 667
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '10 mar. 2024'
'ath_pct' => '-94.09%'
'fdv' => '$232.45M'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => '-82.79%'
'change_30d_pct_is_increased' => false
'max_price' => '$11.44'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.2340872'
'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' => '$0.205135'
'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' => '$0.08019'
'current_year_max_price_prediction' => '$0.239371'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.260277'
'grand_prediction_max_price' => '$0.752538'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.23649919186487
107 => 0.23738219399809
108 => 0.23937164289143
109 => 0.22237201991862
110 => 0.2300043515507
111 => 0.23448763133179
112 => 0.21423201017772
113 => 0.23408724282836
114 => 0.22207609430341
115 => 0.21799933009264
116 => 0.2234881560296
117 => 0.22134915522391
118 => 0.21951016793752
119 => 0.2184839814339
120 => 0.22251436942239
121 => 0.22232634700537
122 => 0.21573184999161
123 => 0.20712959746324
124 => 0.21001679577107
125 => 0.20896784955821
126 => 0.20516633316603
127 => 0.20772809621752
128 => 0.19644738821738
129 => 0.17703951642333
130 => 0.18986095100967
131 => 0.18936733972514
201 => 0.18911843853198
202 => 0.19875339226519
203 => 0.19782721377995
204 => 0.19614619076006
205 => 0.20513545986
206 => 0.20185425571579
207 => 0.21196615373931
208 => 0.21862650377417
209 => 0.21693722356558
210 => 0.22320131496562
211 => 0.21008331098876
212 => 0.21444058570691
213 => 0.21533861398739
214 => 0.20502453367467
215 => 0.19797874803438
216 => 0.19750887446001
217 => 0.1852924531288
218 => 0.19181836679643
219 => 0.19756090076328
220 => 0.19481067263179
221 => 0.19394003256609
222 => 0.19838794384296
223 => 0.19873358464296
224 => 0.19085293777367
225 => 0.19249157380542
226 => 0.19932495845841
227 => 0.19231939004483
228 => 0.17870871497033
301 => 0.17533307936955
302 => 0.1748827073551
303 => 0.16572771588074
304 => 0.17555865548162
305 => 0.17126718689304
306 => 0.18482388474469
307 => 0.17708037163785
308 => 0.17674656426458
309 => 0.17624196546099
310 => 0.16836188611108
311 => 0.17008712268354
312 => 0.17582207181135
313 => 0.17786836626898
314 => 0.17765492099225
315 => 0.17579396743194
316 => 0.17664590244223
317 => 0.17390152294025
318 => 0.17293242541878
319 => 0.16987368706975
320 => 0.16537818669471
321 => 0.16600331359437
322 => 0.15709655103976
323 => 0.15224367408234
324 => 0.15090046170042
325 => 0.1491042619666
326 => 0.15110334723986
327 => 0.15707131930052
328 => 0.14987267881946
329 => 0.13753111464061
330 => 0.13827286367676
331 => 0.13993935353373
401 => 0.1368338607102
402 => 0.13389477237699
403 => 0.13645007122695
404 => 0.1312207877884
405 => 0.14057128745408
406 => 0.14031838264259
407 => 0.14380367068694
408 => 0.14598309282638
409 => 0.14096023039127
410 => 0.1396969940721
411 => 0.14041659089039
412 => 0.12852325840583
413 => 0.14283173168634
414 => 0.14295547195744
415 => 0.14189593263137
416 => 0.14951475292868
417 => 0.16559284012567
418 => 0.1595436169826
419 => 0.15720117494287
420 => 0.15274819091303
421 => 0.15868152774077
422 => 0.15822594004687
423 => 0.15616559971856
424 => 0.15491949945935
425 => 0.15721547739447
426 => 0.15463500238473
427 => 0.15417147816627
428 => 0.15136302572172
429 => 0.15036053597546
430 => 0.1496183324776
501 => 0.14880123935386
502 => 0.1506035431779
503 => 0.1465192855998
504 => 0.14159407134531
505 => 0.14118459307161
506 => 0.142315198587
507 => 0.14181498981012
508 => 0.14118219826443
509 => 0.13997402687318
510 => 0.13961558822989
511 => 0.14078033993086
512 => 0.13946540316971
513 => 0.14140566398911
514 => 0.14087802040576
515 => 0.13793064624112
516 => 0.13425712677429
517 => 0.13422442474557
518 => 0.13343297100222
519 => 0.13242493566421
520 => 0.13214452329389
521 => 0.13623487108511
522 => 0.14470176859912
523 => 0.14303951402144
524 => 0.14424066330852
525 => 0.15014912897981
526 => 0.15202725254295
527 => 0.15069420492363
528 => 0.1488694471235
529 => 0.1489497272059
530 => 0.15518547700068
531 => 0.15557439306646
601 => 0.15655705849559
602 => 0.15782006127324
603 => 0.15090929975804
604 => 0.14862423096001
605 => 0.14754143859272
606 => 0.14420685719483
607 => 0.14780291734705
608 => 0.145707647095
609 => 0.14599037063662
610 => 0.14580624655924
611 => 0.14590679075591
612 => 0.14056867379886
613 => 0.14251360305484
614 => 0.13927978094154
615 => 0.13495005614539
616 => 0.13493554138968
617 => 0.13599523539962
618 => 0.13536488793667
619 => 0.13366863912161
620 => 0.13390958325972
621 => 0.13179865907653
622 => 0.13416588767508
623 => 0.13423377132093
624 => 0.13332225936668
625 => 0.13696930163734
626 => 0.13846349783133
627 => 0.13786352113656
628 => 0.13842140186701
629 => 0.14310858820377
630 => 0.14387280409294
701 => 0.14421221830964
702 => 0.14375744822303
703 => 0.13850707502885
704 => 0.13873995140633
705 => 0.13703125906434
706 => 0.13558759409292
707 => 0.13564533312075
708 => 0.13638756457937
709 => 0.13962893289045
710 => 0.14645020141203
711 => 0.14670906356614
712 => 0.14702281204847
713 => 0.1457466392935
714 => 0.14536173337927
715 => 0.14586952363278
716 => 0.14843123344423
717 => 0.15502064657669
718 => 0.15269150788358
719 => 0.15079788187087
720 => 0.15245910240192
721 => 0.15220337052224
722 => 0.15004473609829
723 => 0.14998415041956
724 => 0.14584104080282
725 => 0.14430942751155
726 => 0.1430294968061
727 => 0.14163184588918
728 => 0.14080327157595
729 => 0.14207633830136
730 => 0.14236750372395
731 => 0.13958392107943
801 => 0.13920452905068
802 => 0.14147766272599
803 => 0.14047734134645
804 => 0.14150619669208
805 => 0.14174489995763
806 => 0.14170646323407
807 => 0.14066201282765
808 => 0.14132771437075
809 => 0.13975313176615
810 => 0.13804100967831
811 => 0.13694878245525
812 => 0.13599566934021
813 => 0.13652451189169
814 => 0.13463928475849
815 => 0.13403616265645
816 => 0.14110218966671
817 => 0.14632193979178
818 => 0.14624604255771
819 => 0.14578403766451
820 => 0.1450975921075
821 => 0.14838101567613
822 => 0.14723713655894
823 => 0.14806940419099
824 => 0.14828125123351
825 => 0.14892244842697
826 => 0.14915162131087
827 => 0.14845890168492
828 => 0.14613405001166
829 => 0.14034074068215
830 => 0.13764393955053
831 => 0.13675395025832
901 => 0.13678629967876
902 => 0.13589395824881
903 => 0.13615679279186
904 => 0.13580255512094
905 => 0.13513171467149
906 => 0.13648308938432
907 => 0.13663882273105
908 => 0.13632339572535
909 => 0.13639769020381
910 => 0.13378608931726
911 => 0.13398464366057
912 => 0.13287906784598
913 => 0.13267178570866
914 => 0.12987698632287
915 => 0.12492559409831
916 => 0.12766914603399
917 => 0.12435532109747
918 => 0.12310032538136
919 => 0.12904127990952
920 => 0.12844497285132
921 => 0.12742435437613
922 => 0.1259146469358
923 => 0.12535468176069
924 => 0.12195251062016
925 => 0.1217514921993
926 => 0.1234377000829
927 => 0.12265957316349
928 => 0.12156678826893
929 => 0.11760883215467
930 => 0.11315877904801
1001 => 0.11329309817926
1002 => 0.11470857727631
1003 => 0.11882427365434
1004 => 0.11721619987717
1005 => 0.11604952390132
1006 => 0.11583104056119
1007 => 0.11856581698873
1008 => 0.12243609858707
1009 => 0.12425194812035
1010 => 0.12245249638104
1011 => 0.12038538311229
1012 => 0.12051119871888
1013 => 0.12134819358313
1014 => 0.12143614990889
1015 => 0.12009067167361
1016 => 0.12046941591566
1017 => 0.11989406877889
1018 => 0.11636316446255
1019 => 0.11629930160008
1020 => 0.11543276073733
1021 => 0.11540652222439
1022 => 0.1139323200481
1023 => 0.11372606897296
1024 => 0.11079895107425
1025 => 0.11272558893931
1026 => 0.11143330141246
1027 => 0.10948551928968
1028 => 0.10914972091755
1029 => 0.109139626413
1030 => 0.11113956313697
1031 => 0.11270221851427
1101 => 0.11145578130726
1102 => 0.1111719917164
1103 => 0.11420212209273
1104 => 0.11381651038209
1105 => 0.1134825731276
1106 => 0.12208955731956
1107 => 0.11527645772027
1108 => 0.11230555741685
1109 => 0.10862850413271
1110 => 0.10982577122334
1111 => 0.11007805299085
1112 => 0.10123540268114
1113 => 0.09764794055178
1114 => 0.096416858739641
1115 => 0.095708353751813
1116 => 0.096031228371611
1117 => 0.092802091687845
1118 => 0.094972124944327
1119 => 0.092175965528315
1120 => 0.09170718030273
1121 => 0.096707059716244
1122 => 0.097402763727762
1123 => 0.09443467427633
1124 => 0.096340668194184
1125 => 0.095649528304273
1126 => 0.092223897656038
1127 => 0.092093063762509
1128 => 0.090374202719964
1129 => 0.087684518025465
1130 => 0.086455259946204
1201 => 0.085815051665616
1202 => 0.086079214079597
1203 => 0.085945645479585
1204 => 0.085074020015224
1205 => 0.085995606030914
1206 => 0.08364133458646
1207 => 0.082703844727624
1208 => 0.082280402307987
1209 => 0.080190850894225
1210 => 0.083516256421252
1211 => 0.084171403202431
1212 => 0.084827840825154
1213 => 0.09054168216196
1214 => 0.090256234795921
1215 => 0.092836539966407
1216 => 0.092736274052359
1217 => 0.092000329219564
1218 => 0.088895499027051
1219 => 0.09013302900351
1220 => 0.086324104090828
1221 => 0.089178009617128
1222 => 0.087875606316868
1223 => 0.08873766575121
1224 => 0.087187605159498
1225 => 0.088045472691385
1226 => 0.084326762808592
1227 => 0.080854283843699
1228 => 0.082251710747152
1229 => 0.083770873606356
1230 => 0.087064805760609
1231 => 0.085102966943886
]
'min_raw' => 0.080190850894225
'max_raw' => 0.23937164289143
'avg_raw' => 0.15978124689283
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.08019'
'max' => '$0.239371'
'avg' => '$0.159781'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.15191014910577
'max_diff' => 0.0072706428914349
'year' => 2026
]
1 => [
'items' => [
101 => 0.085808518367719
102 => 0.083445039205763
103 => 0.078568506600201
104 => 0.078596107245159
105 => 0.077845958944831
106 => 0.077197721289902
107 => 0.085328307731741
108 => 0.084317140782147
109 => 0.082705978586229
110 => 0.084862583210507
111 => 0.085432823703083
112 => 0.085449057648243
113 => 0.087022460712094
114 => 0.08786218620932
115 => 0.088010191467784
116 => 0.090485975184377
117 => 0.091315825229802
118 => 0.094733860122134
119 => 0.087790941367716
120 => 0.087647956524883
121 => 0.084892931060214
122 => 0.083145650355292
123 => 0.085012568864944
124 => 0.086666403804705
125 => 0.084944320321839
126 => 0.085169188069535
127 => 0.082857431693178
128 => 0.083683775819478
129 => 0.084395534701623
130 => 0.084002543282156
131 => 0.083414216106214
201 => 0.08653080819973
202 => 0.086354957859791
203 => 0.089257200067416
204 => 0.09151970540959
205 => 0.095574519453975
206 => 0.091343109616423
207 => 0.091188900223612
208 => 0.092696321774306
209 => 0.091315594451417
210 => 0.092188166458395
211 => 0.09543393461374
212 => 0.095502512580248
213 => 0.09435374328352
214 => 0.094283840567414
215 => 0.09450447427701
216 => 0.095796732805479
217 => 0.095345177968538
218 => 0.095867728657816
219 => 0.096521186296338
220 => 0.099224164149563
221 => 0.099875842959087
222 => 0.098292601308667
223 => 0.098435550302895
224 => 0.097843374464683
225 => 0.097271340024911
226 => 0.098557189906597
227 => 0.10090710583882
228 => 0.10089248713377
301 => 0.1014376219542
302 => 0.10177723643119
303 => 0.10031936248295
304 => 0.099370340150161
305 => 0.099734255700414
306 => 0.10031616459032
307 => 0.09954555049019
308 => 0.094788963281025
309 => 0.096231807988318
310 => 0.095991648077523
311 => 0.095649631160108
312 => 0.097100422670479
313 => 0.096960490290075
314 => 0.092768972223835
315 => 0.093037299611089
316 => 0.092785290100982
317 => 0.093599584384431
318 => 0.091271619887825
319 => 0.091987686087901
320 => 0.092436796095885
321 => 0.092701325340813
322 => 0.093656986362895
323 => 0.093544850572152
324 => 0.093650015844697
325 => 0.095067008855288
326 => 0.10223367324958
327 => 0.10262373898021
328 => 0.10070291266276
329 => 0.10147024488996
330 => 0.09999713481085
331 => 0.10098604347593
401 => 0.10166262966903
402 => 0.098605266762479
403 => 0.098424229573274
404 => 0.096945039444856
405 => 0.097739872434257
406 => 0.096475235997606
407 => 0.096785533544056
408 => 0.095917914552929
409 => 0.097479455995739
410 => 0.099225501967808
411 => 0.099666622133798
412 => 0.098506224891251
413 => 0.097666020813743
414 => 0.096190899234066
415 => 0.098644059296296
416 => 0.09936143805719
417 => 0.098640291211063
418 => 0.098473185729445
419 => 0.098156521143733
420 => 0.098540367618274
421 => 0.099357531058394
422 => 0.098972171870673
423 => 0.099226708403317
424 => 0.098256677617808
425 => 0.10031984509989
426 => 0.10359665158974
427 => 0.10360718705842
428 => 0.10322182579347
429 => 0.10306414426657
430 => 0.10345954831009
501 => 0.10367403878337
502 => 0.1049527029554
503 => 0.10632476055622
504 => 0.1127275547036
505 => 0.11092967572821
506 => 0.1166106155997
507 => 0.12110350146033
508 => 0.12245072147984
509 => 0.12121134245349
510 => 0.11697149375427
511 => 0.11676346654982
512 => 0.1230995905244
513 => 0.12130934528872
514 => 0.12109640131445
515 => 0.11883103720273
516 => 0.12017014796356
517 => 0.11987726479659
518 => 0.11941493438921
519 => 0.12196986443761
520 => 0.12675246540804
521 => 0.12600705219585
522 => 0.12545063581167
523 => 0.12301258118659
524 => 0.1244808346301
525 => 0.12395801770141
526 => 0.1262043710149
527 => 0.12487368107481
528 => 0.1212957824203
529 => 0.12186557457394
530 => 0.12177945163618
531 => 0.12355185559254
601 => 0.12301982391861
602 => 0.12167556391304
603 => 0.12673611899785
604 => 0.12640751469893
605 => 0.1268734004654
606 => 0.1270784977878
607 => 0.13015876849094
608 => 0.13142065684035
609 => 0.13170712758813
610 => 0.13290582392212
611 => 0.13167730293135
612 => 0.13659226281504
613 => 0.13986042434184
614 => 0.14365656213326
615 => 0.14920373975218
616 => 0.15128952985116
617 => 0.15091275053896
618 => 0.15511855730056
619 => 0.16267629856133
620 => 0.15244038613186
621 => 0.16321882677483
622 => 0.15980649691035
623 => 0.15171592418685
624 => 0.15119498668504
625 => 0.15667401646687
626 => 0.16882597718591
627 => 0.16578204885219
628 => 0.16883095596221
629 => 0.16527424386614
630 => 0.16509762313224
701 => 0.16865821439443
702 => 0.17697772995626
703 => 0.17302543996521
704 => 0.16735886312178
705 => 0.17154297528127
706 => 0.16791831010742
707 => 0.15975092499083
708 => 0.16577972121756
709 => 0.16174843687098
710 => 0.16292497995817
711 => 0.17139814004639
712 => 0.17037862700738
713 => 0.17169797128423
714 => 0.16936936316884
715 => 0.16719407600127
716 => 0.16313374096405
717 => 0.16193167593163
718 => 0.16226388346082
719 => 0.16193151130608
720 => 0.15965979116916
721 => 0.15916921342188
722 => 0.15835156235039
723 => 0.15860498660726
724 => 0.15706756338059
725 => 0.15996899865716
726 => 0.16050753061185
727 => 0.16261895324652
728 => 0.16283816814883
729 => 0.16871845013216
730 => 0.16547968962987
731 => 0.16765252979593
801 => 0.16745817051992
802 => 0.15189127143053
803 => 0.15403625277713
804 => 0.15737317062022
805 => 0.15586989365499
806 => 0.1537446117388
807 => 0.15202833264106
808 => 0.14942799430945
809 => 0.15308792057612
810 => 0.15790033442703
811 => 0.16296021890578
812 => 0.16903933857023
813 => 0.16768254982988
814 => 0.1628465739922
815 => 0.1630635123356
816 => 0.16440453981238
817 => 0.16266778738475
818 => 0.16215558518841
819 => 0.164334171096
820 => 0.16434917381981
821 => 0.16235083025829
822 => 0.16013003708267
823 => 0.16012073187817
824 => 0.15972556318289
825 => 0.16534454349915
826 => 0.16843441453011
827 => 0.16878866326424
828 => 0.1684105707678
829 => 0.16855608356373
830 => 0.16675815569147
831 => 0.17086768564849
901 => 0.17463899672745
902 => 0.17362820479598
903 => 0.17211288399817
904 => 0.17090585799497
905 => 0.17334386782946
906 => 0.17323530708932
907 => 0.17460605761519
908 => 0.1745438724535
909 => 0.17408294060818
910 => 0.17362822125731
911 => 0.17543113208439
912 => 0.17491192272005
913 => 0.17439190688016
914 => 0.17334893550282
915 => 0.17349069263492
916 => 0.17197563347861
917 => 0.17127469778851
918 => 0.16073430678929
919 => 0.15791756989708
920 => 0.15880377266334
921 => 0.15909553362423
922 => 0.157869686119
923 => 0.15962723654712
924 => 0.1593533241746
925 => 0.16041895698268
926 => 0.15975319586859
927 => 0.15978051893694
928 => 0.16173838041824
929 => 0.16230675593561
930 => 0.16201767556012
1001 => 0.16222013754602
1002 => 0.16688578855705
1003 => 0.1662224821824
1004 => 0.16587011389105
1005 => 0.16596772231588
1006 => 0.16715989618189
1007 => 0.16749363977409
1008 => 0.16607954472219
1009 => 0.16674644012345
1010 => 0.1695859961004
1011 => 0.17057967998739
1012 => 0.17375104195932
1013 => 0.17240379102718
1014 => 0.17487672842078
1015 => 0.18247769488221
1016 => 0.18854987283848
1017 => 0.18296564704653
1018 => 0.19411642857601
1019 => 0.20279891148132
1020 => 0.20246566332598
1021 => 0.200951671602
1022 => 0.19106689565005
1023 => 0.18197077744536
1024 => 0.18958006656516
1025 => 0.18959946420799
1026 => 0.18894581952426
1027 => 0.18488608853135
1028 => 0.18880454968568
1029 => 0.18911558290235
1030 => 0.18894148701143
1031 => 0.18582890077771
1101 => 0.18107655690091
1102 => 0.18200515351893
1103 => 0.18352621372211
1104 => 0.18064652943109
1105 => 0.17972629581389
1106 => 0.18143718518988
1107 => 0.18695002723728
1108 => 0.18590785638194
1109 => 0.18588064108916
1110 => 0.19033948995754
1111 => 0.18714791644759
1112 => 0.18201686609606
1113 => 0.18072120821206
1114 => 0.17612249558359
1115 => 0.17929884277613
1116 => 0.17941315385684
1117 => 0.17767350096097
1118 => 0.18215802934079
1119 => 0.18211670362228
1120 => 0.18637409588495
1121 => 0.19451263088767
1122 => 0.19210566561438
1123 => 0.18930662687862
1124 => 0.18961095999813
1125 => 0.19294874316092
1126 => 0.19093064326652
1127 => 0.19165636605924
1128 => 0.19294764469256
1129 => 0.19372670515269
1130 => 0.18949886518697
1201 => 0.18851315345
1202 => 0.18649673317397
1203 => 0.18597068676222
1204 => 0.18761301900306
1205 => 0.18718032248205
1206 => 0.17940354645314
1207 => 0.17859083008855
1208 => 0.17861575493916
1209 => 0.17657214099783
1210 => 0.17345513921376
1211 => 0.18164643379579
1212 => 0.18098855820376
1213 => 0.18026231446569
1214 => 0.18035127517971
1215 => 0.18390683852904
1216 => 0.18184443222618
1217 => 0.18732767740409
1218 => 0.18620048703694
1219 => 0.18504438849017
1220 => 0.18488458045538
1221 => 0.18443958114856
1222 => 0.18291351294854
1223 => 0.18107069389452
1224 => 0.17985390513281
1225 => 0.16590572044357
1226 => 0.16849442238903
1227 => 0.17147248800968
1228 => 0.17250050432808
1229 => 0.1707420112789
1230 => 0.18298294897226
1231 => 0.18521948624545
]
'min_raw' => 0.077197721289902
'max_raw' => 0.20279891148132
'avg_raw' => 0.13999831638561
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.077197'
'max' => '$0.202798'
'avg' => '$0.139998'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.0029931296043228
'max_diff' => -0.036572731410112
'year' => 2027
]
2 => [
'items' => [
101 => 0.17844486895924
102 => 0.1771776146708
103 => 0.18306602995243
104 => 0.17951459570811
105 => 0.18111380633087
106 => 0.17765718768591
107 => 0.18468076990979
108 => 0.18462726198096
109 => 0.18189492986108
110 => 0.1842042782586
111 => 0.18380297214426
112 => 0.18071817591034
113 => 0.18477856345266
114 => 0.18478057735422
115 => 0.18215076709485
116 => 0.1790797244514
117 => 0.17853069456154
118 => 0.17811707429132
119 => 0.18101208109978
120 => 0.1836077351518
121 => 0.1884376038254
122 => 0.1896519475648
123 => 0.19439161202308
124 => 0.19156937260825
125 => 0.19282043478672
126 => 0.19417863975501
127 => 0.19482981316314
128 => 0.19376876103849
129 => 0.20113141086593
130 => 0.20175304409713
131 => 0.20196147234244
201 => 0.19947882824611
202 => 0.20168399727374
203 => 0.20065227171323
204 => 0.20333653500005
205 => 0.20375746175782
206 => 0.20340095176889
207 => 0.20353456056568
208 => 0.1972518377984
209 => 0.19692604547891
210 => 0.19248384408554
211 => 0.19429407398843
212 => 0.19090993595155
213 => 0.19198308098353
214 => 0.19245611308832
215 => 0.19220902796111
216 => 0.19439642167109
217 => 0.1925366901626
218 => 0.18762855294351
219 => 0.18271907850573
220 => 0.18265744405333
221 => 0.18136486609328
222 => 0.18043056897563
223 => 0.18061054774646
224 => 0.18124481640987
225 => 0.18039370412788
226 => 0.18057533208573
227 => 0.18359156636681
228 => 0.18419645064108
229 => 0.18214081753356
301 => 0.17388715398043
302 => 0.17186168424174
303 => 0.1733175517231
304 => 0.17262174083688
305 => 0.13931921742985
306 => 0.14714315132102
307 => 0.14249443547857
308 => 0.1446367776159
309 => 0.1398916425199
310 => 0.14215626970155
311 => 0.14173807575204
312 => 0.15431872992201
313 => 0.15412230031127
314 => 0.15421632077111
315 => 0.14972847925406
316 => 0.1568777326489
317 => 0.16039971195003
318 => 0.15974788731584
319 => 0.15991193753325
320 => 0.15709301127366
321 => 0.15424361413917
322 => 0.15108319419795
323 => 0.15695486380903
324 => 0.15630203438102
325 => 0.15779939020826
326 => 0.16160758766666
327 => 0.16216835920834
328 => 0.16292204184715
329 => 0.16265190027192
330 => 0.16908776856596
331 => 0.16830834245033
401 => 0.17018653513281
402 => 0.16632295028612
403 => 0.16195093729726
404 => 0.16278191403457
405 => 0.16270188429247
406 => 0.16168301382173
407 => 0.16076322311752
408 => 0.15923203074444
409 => 0.16407694998671
410 => 0.16388025511333
411 => 0.16706451648049
412 => 0.16650166735358
413 => 0.16274282313153
414 => 0.16287707098828
415 => 0.1637799523422
416 => 0.16690483501704
417 => 0.16783251295317
418 => 0.16740277557158
419 => 0.16841993207844
420 => 0.16922385110865
421 => 0.16852089193128
422 => 0.17847331147313
423 => 0.17434037299908
424 => 0.17635473845453
425 => 0.17683515274633
426 => 0.17560458163992
427 => 0.17587144844945
428 => 0.17627567894904
429 => 0.1787300873861
430 => 0.18517116531373
501 => 0.18802387488197
502 => 0.19660639236826
503 => 0.18778699706397
504 => 0.1872636906449
505 => 0.18880966121137
506 => 0.19384850752756
507 => 0.19793201919207
508 => 0.19928675559462
509 => 0.19946580637448
510 => 0.20200738192685
511 => 0.20346416563588
512 => 0.20169876780472
513 => 0.20020277798766
514 => 0.19484432815205
515 => 0.19546458331109
516 => 0.19973752627948
517 => 0.2057733098974
518 => 0.21095264015784
519 => 0.20913901921852
520 => 0.22297566676869
521 => 0.22434751385565
522 => 0.22415796894536
523 => 0.22728324076768
524 => 0.22108021265091
525 => 0.21842829795299
526 => 0.20052622796631
527 => 0.20555597941662
528 => 0.21286701853659
529 => 0.21189937509408
530 => 0.20658990306052
531 => 0.21094861244719
601 => 0.20950748681451
602 => 0.20837081123566
603 => 0.21357814241778
604 => 0.20785246787766
605 => 0.21280990055314
606 => 0.20645194186877
607 => 0.2091473036862
608 => 0.20761728595864
609 => 0.20860739494029
610 => 0.20281923806482
611 => 0.20594238701526
612 => 0.20268930480052
613 => 0.20268776241598
614 => 0.20261595044579
615 => 0.20644318724506
616 => 0.20656799329968
617 => 0.20373965952239
618 => 0.2033320524382
619 => 0.20483918946396
620 => 0.20307472672661
621 => 0.20390030773602
622 => 0.20309973273435
623 => 0.20291950643879
624 => 0.20148343265276
625 => 0.20086473258006
626 => 0.2011073408205
627 => 0.20027919382276
628 => 0.19978020530123
629 => 0.2025166890695
630 => 0.20105469618155
701 => 0.20229261769149
702 => 0.20088184989277
703 => 0.19599151406012
704 => 0.1931790302084
705 => 0.1839416391549
706 => 0.18656135179873
707 => 0.18829822399187
708 => 0.1877241877424
709 => 0.1889574397288
710 => 0.18903315138471
711 => 0.18863220859242
712 => 0.18816796820289
713 => 0.18794200165537
714 => 0.18962617116965
715 => 0.19060388825923
716 => 0.1884725423528
717 => 0.18797319782763
718 => 0.19012810621385
719 => 0.1914425990846
720 => 0.20114807589247
721 => 0.20042906282227
722 => 0.20223364452929
723 => 0.20203047632264
724 => 0.20392196544402
725 => 0.20701375075451
726 => 0.2007272867415
727 => 0.20181839952459
728 => 0.20155088386765
729 => 0.20447154966374
730 => 0.20448066766356
731 => 0.20272958262072
801 => 0.20367887423055
802 => 0.2031490056964
803 => 0.20410654975364
804 => 0.20041945996435
805 => 0.20490993733096
806 => 0.20745574863786
807 => 0.20749109723032
808 => 0.20869779158499
809 => 0.20992386293635
810 => 0.21227720012697
811 => 0.20985822963937
812 => 0.20550673721422
813 => 0.20582090091208
814 => 0.20326962249536
815 => 0.20331250994647
816 => 0.20308357337129
817 => 0.20377062926695
818 => 0.20057023009695
819 => 0.20132135738528
820 => 0.20026977478302
821 => 0.20181611358939
822 => 0.2001525086527
823 => 0.2015507548635
824 => 0.20215419157549
825 => 0.20438088603379
826 => 0.19982362407074
827 => 0.19053105842855
828 => 0.19248446838801
829 => 0.18959522162093
830 => 0.18986263240936
831 => 0.19040284476011
901 => 0.18865183978487
902 => 0.18898587635364
903 => 0.18897394221682
904 => 0.18887110027309
905 => 0.18841559625201
906 => 0.18775502530272
907 => 0.19038653665167
908 => 0.19083368170822
909 => 0.19182762977938
910 => 0.19478494503774
911 => 0.19448943950513
912 => 0.19497142128922
913 => 0.19391925776077
914 => 0.18991143925777
915 => 0.19012908308468
916 => 0.18741506107561
917 => 0.19175822613466
918 => 0.1907297073217
919 => 0.19006661455207
920 => 0.18988568354637
921 => 0.19285032941724
922 => 0.19373739792694
923 => 0.19318463636065
924 => 0.19205090626156
925 => 0.19422800320903
926 => 0.19481050250782
927 => 0.19494090261908
928 => 0.19879830099306
929 => 0.19515648833783
930 => 0.19603310884045
1001 => 0.20287225175951
1002 => 0.19667009286913
1003 => 0.19995551475801
1004 => 0.19979471045306
1005 => 0.2014754211188
1006 => 0.1996568431222
1007 => 0.19967938657602
1008 => 0.20117174378599
1009 => 0.19907599723263
1010 => 0.19855706091346
1011 => 0.19784015410523
1012 => 0.19940549389349
1013 => 0.20034384430233
1014 => 0.2079062594551
1015 => 0.21279192453182
1016 => 0.21257982492581
1017 => 0.21451801829088
1018 => 0.2136448444281
1019 => 0.21082513569356
1020 => 0.21563803467657
1021 => 0.2141150320581
1022 => 0.21424058654352
1023 => 0.2142359133993
1024 => 0.21524857699738
1025 => 0.21453101202889
1026 => 0.21311661781945
1027 => 0.21405555870269
1028 => 0.2168438774484
1029 => 0.22549890439118
1030 => 0.23034237213221
1031 => 0.22520732155153
1101 => 0.22874941068101
1102 => 0.22662541937873
1103 => 0.22623942697583
1104 => 0.22846412070748
1105 => 0.230692708471
1106 => 0.23055075706492
1107 => 0.22893291678785
1108 => 0.22801903986651
1109 => 0.23493922208612
1110 => 0.2400378944633
1111 => 0.23969019918911
1112 => 0.24122481305283
1113 => 0.24573048682052
1114 => 0.24614242916289
1115 => 0.24609053389614
1116 => 0.24506949181883
1117 => 0.24950591277879
1118 => 0.25320685319499
1119 => 0.24483315007867
1120 => 0.24802174660554
1121 => 0.24945321031662
1122 => 0.25155502374063
1123 => 0.25510113529176
1124 => 0.25895315299592
1125 => 0.25949787053451
1126 => 0.25911136737375
1127 => 0.25657085815006
1128 => 0.26078578188608
1129 => 0.26325478535852
1130 => 0.26472502042422
1201 => 0.26845329192704
1202 => 0.24946205054917
1203 => 0.23601910597598
1204 => 0.2339197960624
1205 => 0.23818882532294
1206 => 0.23931453429408
1207 => 0.23886076241933
1208 => 0.22372950612315
1209 => 0.23384013312948
1210 => 0.24471831766263
1211 => 0.24513619303335
1212 => 0.25058203966276
1213 => 0.25235543055809
1214 => 0.2567400508982
1215 => 0.25646579170212
1216 => 0.25753337698039
1217 => 0.25728795761292
1218 => 0.26540954350222
1219 => 0.27436885880531
1220 => 0.27405862620524
1221 => 0.27277061862861
1222 => 0.27468352951783
1223 => 0.28393050304919
1224 => 0.28307918990615
1225 => 0.28390616810993
1226 => 0.29480887103999
1227 => 0.30898393574048
1228 => 0.30239819503387
1229 => 0.31668735737136
1230 => 0.32568162762687
1231 => 0.34123628800885
]
'min_raw' => 0.13931921742985
'max_raw' => 0.34123628800885
'avg_raw' => 0.24027775271935
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.139319'
'max' => '$0.341236'
'avg' => '$0.240277'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.062121496139944
'max_diff' => 0.13843737652753
'year' => 2028
]
3 => [
'items' => [
101 => 0.33928876792071
102 => 0.34534408306205
103 => 0.33580230050323
104 => 0.31389243903576
105 => 0.31042511959095
106 => 0.31736678092597
107 => 0.3344321779607
108 => 0.31682933084275
109 => 0.32039036388872
110 => 0.31936478613192
111 => 0.31931013745168
112 => 0.32139585530401
113 => 0.31837041277548
114 => 0.30604421564754
115 => 0.31169323915254
116 => 0.30951187988887
117 => 0.31193226062302
118 => 0.32499405720427
119 => 0.31921912558136
120 => 0.31313570423397
121 => 0.32076566462286
122 => 0.33048122613676
123 => 0.32987324375777
124 => 0.32869350382559
125 => 0.33534363605409
126 => 0.34632770618964
127 => 0.34929665620971
128 => 0.35148827441702
129 => 0.35179046154011
130 => 0.35490317671623
131 => 0.338165322709
201 => 0.36472872687706
202 => 0.36931549297765
203 => 0.36845337105272
204 => 0.37355136853291
205 => 0.37205140835052
206 => 0.36987820138279
207 => 0.37795961176405
208 => 0.36869492689813
209 => 0.35554487312234
210 => 0.34833049354237
211 => 0.35783097054067
212 => 0.36363258032258
213 => 0.36746707533674
214 => 0.36862739121116
215 => 0.33946463466902
216 => 0.32374752633343
217 => 0.33382201257953
218 => 0.34611358110367
219 => 0.33809704242523
220 => 0.33841127556411
221 => 0.32698179811796
222 => 0.34712483624662
223 => 0.34419016502089
224 => 0.35941524453132
225 => 0.35578165711726
226 => 0.36819711842383
227 => 0.36492771137439
228 => 0.37849883724652
301 => 0.38391272678048
302 => 0.39300348991262
303 => 0.39969069227869
304 => 0.40361754541384
305 => 0.40338179188086
306 => 0.41894194035279
307 => 0.40976666442907
308 => 0.39824035542238
309 => 0.39803188085749
310 => 0.40400151962112
311 => 0.41651224477926
312 => 0.41975609378912
313 => 0.42156896285161
314 => 0.41879249077598
315 => 0.40883338635874
316 => 0.40453309556517
317 => 0.40819706791271
318 => 0.40371634458041
319 => 0.41145133012088
320 => 0.4220731173717
321 => 0.4198797603075
322 => 0.42721182412664
323 => 0.43479973882384
324 => 0.44565079763541
325 => 0.4484876662223
326 => 0.45317690211998
327 => 0.45800366619244
328 => 0.45955389272757
329 => 0.46251375619019
330 => 0.46249815624871
331 => 0.47141790401509
401 => 0.481256662023
402 => 0.48497056540321
403 => 0.49351048144019
404 => 0.47888617450122
405 => 0.48997887930636
406 => 0.49998477670901
407 => 0.48805533333084
408 => 0.50449729182382
409 => 0.50513569581382
410 => 0.51477483811474
411 => 0.50500372075654
412 => 0.49920166245975
413 => 0.51595198736229
414 => 0.52405694195235
415 => 0.52161566366952
416 => 0.50303741539639
417 => 0.49222407804287
418 => 0.46392348845173
419 => 0.49744675931693
420 => 0.51377496666815
421 => 0.50299512928395
422 => 0.50843185223485
423 => 0.5380928497916
424 => 0.54938583725384
425 => 0.54703697480564
426 => 0.54743389389382
427 => 0.55352738494622
428 => 0.58054928001939
429 => 0.56435713412892
430 => 0.57673542295405
501 => 0.58330082271366
502 => 0.58939913190409
503 => 0.57442361192281
504 => 0.55494068046125
505 => 0.54876961822954
506 => 0.50192328690347
507 => 0.49948473191464
508 => 0.49811589710363
509 => 0.48948558724576
510 => 0.4827045277383
511 => 0.47731197745336
512 => 0.46316031515386
513 => 0.46793608575354
514 => 0.44538128972961
515 => 0.45981104893283
516 => 0.42381304987405
517 => 0.45379325317652
518 => 0.43747639155156
519 => 0.44843272529213
520 => 0.44839449967586
521 => 0.42822041555069
522 => 0.41658442484968
523 => 0.4239993310039
524 => 0.4319486989972
525 => 0.43323845720923
526 => 0.44354502031227
527 => 0.4464213605355
528 => 0.43770591537564
529 => 0.42306707135675
530 => 0.42646734094585
531 => 0.41651551849499
601 => 0.39907533244117
602 => 0.41160117854146
603 => 0.41587805312267
604 => 0.41776696458591
605 => 0.40061654462088
606 => 0.39522751031413
607 => 0.3923584336676
608 => 0.42085316750502
609 => 0.42241417334786
610 => 0.41442784675191
611 => 0.45052680026014
612 => 0.44235649529574
613 => 0.45148472771429
614 => 0.42615880212058
615 => 0.42712628658414
616 => 0.41513658754212
617 => 0.42185001785367
618 => 0.41710518169343
619 => 0.42130763902791
620 => 0.42382657462682
621 => 0.43581430627721
622 => 0.45393013381581
623 => 0.43402373892426
624 => 0.42535023760519
625 => 0.43073122904192
626 => 0.44506151833669
627 => 0.46677264017228
628 => 0.45391921906856
629 => 0.45962334908915
630 => 0.46086944773956
701 => 0.4513918108772
702 => 0.46712209416215
703 => 0.47555208076715
704 => 0.48419950268395
705 => 0.49170781683904
706 => 0.4807455322095
707 => 0.49247674814488
708 => 0.48302345893934
709 => 0.4745428812589
710 => 0.47455574279461
711 => 0.46923575253419
712 => 0.45892760104273
713 => 0.45702661975229
714 => 0.46691576449265
715 => 0.47484592206892
716 => 0.4754990878298
717 => 0.47988963053023
718 => 0.48248790847416
719 => 0.50795456451227
720 => 0.51819746424202
721 => 0.53072228814339
722 => 0.53560141291337
723 => 0.55028582920798
724 => 0.53842697044011
725 => 0.53586123174996
726 => 0.50024164105521
727 => 0.50607434703603
728 => 0.51541307208374
729 => 0.50039563319158
730 => 0.50992074163071
731 => 0.51180119980597
801 => 0.49988534636452
802 => 0.50625011854123
803 => 0.48934717066332
804 => 0.45429857188912
805 => 0.46716111327176
806 => 0.476632273214
807 => 0.46311576019083
808 => 0.48734358662357
809 => 0.47319019058542
810 => 0.46870424352414
811 => 0.45120296468252
812 => 0.45946289460977
813 => 0.47063456810717
814 => 0.46373177273222
815 => 0.47805610959519
816 => 0.49834319075425
817 => 0.51280097290477
818 => 0.51391086189529
819 => 0.50461547656868
820 => 0.51951139087693
821 => 0.51961989135043
822 => 0.50281723915913
823 => 0.49252570824952
824 => 0.49018745077329
825 => 0.49602887639129
826 => 0.5031214454782
827 => 0.51430445011784
828 => 0.52106210560985
829 => 0.53868248714948
830 => 0.54345005717818
831 => 0.5486881712028
901 => 0.55568790691423
902 => 0.5640928843312
903 => 0.5457032722385
904 => 0.54643392580947
905 => 0.52930977365025
906 => 0.5110101612163
907 => 0.52489728597477
908 => 0.54305285426969
909 => 0.53888794684272
910 => 0.53841930967585
911 => 0.53920742740142
912 => 0.53606722321464
913 => 0.52186419605923
914 => 0.51473152473745
915 => 0.52393449048108
916 => 0.52882545719693
917 => 0.53641092003611
918 => 0.53547585163149
919 => 0.55501518928596
920 => 0.56260758505959
921 => 0.56066512532377
922 => 0.56102258466306
923 => 0.57476825455113
924 => 0.59005626647928
925 => 0.60437550708085
926 => 0.61894165364646
927 => 0.60138159543524
928 => 0.59246568082941
929 => 0.60166462884609
930 => 0.59678353754387
1001 => 0.62483173599215
1002 => 0.6267737323974
1003 => 0.65481990264168
1004 => 0.68143905787934
1005 => 0.66472004340627
1006 => 0.68048532101342
1007 => 0.6975367541075
1008 => 0.7304317350413
1009 => 0.71935386272218
1010 => 0.71086838613812
1011 => 0.70284965176772
1012 => 0.7195353650543
1013 => 0.74100126863671
1014 => 0.7456248186705
1015 => 0.75311673605728
1016 => 0.74523990099315
1017 => 0.75472668122297
1018 => 0.78821918413669
1019 => 0.7791692142029
1020 => 0.76631680204166
1021 => 0.79275591643787
1022 => 0.80232412915841
1023 => 0.86947885694302
1024 => 0.95426447479454
1025 => 0.91916267227163
1026 => 0.89737385071757
1027 => 0.90249474062053
1028 => 0.93345557808562
1029 => 0.94339921643154
1030 => 0.91636897962963
1031 => 0.92591651623138
1101 => 0.97852438160009
1102 => 1.006746813508
1103 => 0.96841696019876
1104 => 0.86266641510257
1105 => 0.76515958294783
1106 => 0.79102278562514
1107 => 0.78809070107015
1108 => 0.84461128944397
1109 => 0.77895337541301
1110 => 0.78005888629618
1111 => 0.83774826058123
1112 => 0.82235772456823
1113 => 0.79742702729811
1114 => 0.76534160462786
1115 => 0.70602873327952
1116 => 0.65349366906452
1117 => 0.75652702809286
1118 => 0.75208404229756
1119 => 0.74564994045234
1120 => 0.75996833786633
1121 => 0.82949441136061
1122 => 0.82789161033263
1123 => 0.81769540794888
1124 => 0.82542913759175
1125 => 0.79607126709968
1126 => 0.80363745879177
1127 => 0.76514413736743
1128 => 0.78254472627434
1129 => 0.79737353721871
1130 => 0.80035064056009
1201 => 0.80705820640289
1202 => 0.74974279067426
1203 => 0.77547572964422
1204 => 0.79059142043876
1205 => 0.7222981795155
1206 => 0.78924148264521
1207 => 0.74874505680172
1208 => 0.73499996163453
1209 => 0.75350592149856
1210 => 0.74629413094191
1211 => 0.74009385691186
1212 => 0.73663399746886
1213 => 0.75022273196474
1214 => 0.74958880125846
1215 => 0.72735499416348
1216 => 0.698351899174
1217 => 0.70808628984661
1218 => 0.70454969445485
1219 => 0.69173261652523
1220 => 0.7003697795099
1221 => 0.66233608489357
1222 => 0.59690109012558
1223 => 0.64012945199741
1224 => 0.63846520708875
1225 => 0.63762601933831
1226 => 0.67011093854082
1227 => 0.6669882631141
1228 => 0.66132057663727
1229 => 0.69162852501843
1230 => 0.68056571615988
1231 => 0.71465868633636
]
'min_raw' => 0.30604421564754
'max_raw' => 1.006746813508
'avg_raw' => 0.65639551457777
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.306044'
'max' => '$1.00'
'avg' => '$0.656395'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072434
'min_diff' => 0.16672499821769
'max_diff' => 0.66551052549915
'year' => 2029
]
4 => [
'items' => [
101 => 0.73711452148966
102 => 0.73141899532461
103 => 0.75253881682476
104 => 0.708310550547
105 => 0.72300140647442
106 => 0.72602917152041
107 => 0.69125452963999
108 => 0.66749917143269
109 => 0.66591495987117
110 => 0.62472644242972
111 => 0.64672901598485
112 => 0.666090370185
113 => 0.65681778402491
114 => 0.65388236025726
115 => 0.66887880367046
116 => 0.67004415575952
117 => 0.64347400463052
118 => 0.64899878041749
119 => 0.67203801386674
120 => 0.64841825084716
121 => 0.6025289095665
122 => 0.59114771845912
123 => 0.58962925776843
124 => 0.55876256483155
125 => 0.5919082640702
126 => 0.57743927810302
127 => 0.62314663140828
128 => 0.59703883633376
129 => 0.59591338146909
130 => 0.5942120913728
131 => 0.56764385367501
201 => 0.57346060923124
202 => 0.59279639061702
203 => 0.59969561524864
204 => 0.59897596959588
205 => 0.59270163473963
206 => 0.59557399310703
207 => 0.58632112600965
208 => 0.58305374605579
209 => 0.57274099615775
210 => 0.5575841027775
211 => 0.55969176176465
212 => 0.52966198996149
213 => 0.51330017648251
214 => 0.50877144215677
215 => 0.50271542934754
216 => 0.509455484918
217 => 0.52957691939102
218 => 0.5053062004161
219 => 0.4636957551266
220 => 0.46619661378925
221 => 0.47181530069262
222 => 0.46134491481953
223 => 0.45143557330352
224 => 0.4600509417814
225 => 0.44242004757143
226 => 0.4739459100253
227 => 0.47309322379613
228 => 0.48484411577268
301 => 0.49219218967819
302 => 0.47525725829316
303 => 0.47099816884675
304 => 0.47342433976025
305 => 0.43332513892261
306 => 0.48156715557354
307 => 0.48198435453683
308 => 0.4784120437243
309 => 0.50409942828576
310 => 0.5583078218066
311 => 0.53791244363648
312 => 0.53001473675544
313 => 0.5150011902014
314 => 0.53500584956848
315 => 0.53346980385038
316 => 0.52652322258514
317 => 0.52232190856126
318 => 0.53006295846957
319 => 0.52136270681121
320 => 0.51979990254645
321 => 0.51033100904976
322 => 0.50695104487865
323 => 0.50444865396661
324 => 0.5016937674523
325 => 0.50777036062791
326 => 0.49400000104957
327 => 0.47739429732309
328 => 0.47601371273444
329 => 0.47982562816595
330 => 0.47813913935123
331 => 0.47600563847483
401 => 0.47193220427739
402 => 0.47072370336617
403 => 0.47465074504637
404 => 0.47021734395017
405 => 0.47675906876746
406 => 0.4749800815873
407 => 0.46504280381212
408 => 0.45265727645279
409 => 0.45254701927977
410 => 0.44987857772654
411 => 0.44647991620563
412 => 0.44553448632135
413 => 0.45932537947841
414 => 0.48787211558681
415 => 0.48226770822323
416 => 0.48631746690619
417 => 0.50623827143284
418 => 0.51257049615237
419 => 0.50807603303341
420 => 0.50192373470977
421 => 0.50219440461256
422 => 0.52321867041182
423 => 0.52452992808083
424 => 0.52784305318266
425 => 0.53210135522755
426 => 0.50880124028508
427 => 0.50109697129412
428 => 0.49744626122963
429 => 0.48620348723361
430 => 0.49832785510572
501 => 0.49126350516384
502 => 0.49221672732356
503 => 0.49159594014154
504 => 0.49193493192037
505 => 0.47393709790425
506 => 0.48049456268141
507 => 0.46959150564816
508 => 0.45499353620623
509 => 0.45494459869395
510 => 0.45851743103394
511 => 0.45639217055317
512 => 0.45067314924487
513 => 0.4514855092287
514 => 0.44436838096505
515 => 0.45234965745967
516 => 0.45257853191115
517 => 0.44950530571766
518 => 0.46180156336154
519 => 0.46683935015103
520 => 0.46481648683558
521 => 0.46669742066827
522 => 0.48250059665157
523 => 0.48507720387776
524 => 0.48622156260651
525 => 0.48468827350846
526 => 0.46698627371495
527 => 0.46777143268051
528 => 0.4620104571524
529 => 0.4571430399078
530 => 0.45733771107134
531 => 0.45984019625502
601 => 0.47076869582095
602 => 0.49376707888721
603 => 0.49463985071298
604 => 0.49569767562636
605 => 0.49139497008344
606 => 0.49009723292035
607 => 0.49180928321285
608 => 0.500446266695
609 => 0.52266293312924
610 => 0.51481007941012
611 => 0.50842558709953
612 => 0.51402650810269
613 => 0.51316429021572
614 => 0.50588630354431
615 => 0.50568203469853
616 => 0.49171325136301
617 => 0.48654931021767
618 => 0.48223393448233
619 => 0.47752165683507
620 => 0.4747280606888
621 => 0.47902029403622
622 => 0.48000197858698
623 => 0.47061693535747
624 => 0.46933778864421
625 => 0.47700181753566
626 => 0.47362916416433
627 => 0.47709802179452
628 => 0.47790282652004
629 => 0.477773234423
630 => 0.47425179695656
701 => 0.47649625618689
702 => 0.47118744100166
703 => 0.46541490184597
704 => 0.46173238150653
705 => 0.45851889409494
706 => 0.46030192367987
707 => 0.45394574877791
708 => 0.45191228050225
709 => 0.47573588390159
710 => 0.49333463587958
711 => 0.49307874305595
712 => 0.49152106130239
713 => 0.4892066621808
714 => 0.50027695398376
715 => 0.49642028567708
716 => 0.49922633410561
717 => 0.49994059120015
718 => 0.50210243230486
719 => 0.50287510468327
720 => 0.50053955210024
721 => 0.49270115236787
722 => 0.4731686054875
723 => 0.46407615218758
724 => 0.46107549115182
725 => 0.4611845594814
726 => 0.45817596804903
727 => 0.45906213306148
728 => 0.45786779602186
729 => 0.45560601060998
730 => 0.46016226480424
731 => 0.46068733065568
801 => 0.45962384648356
802 => 0.45987433550478
803 => 0.45106914077963
804 => 0.45173858061071
805 => 0.44801105456298
806 => 0.44731218836502
807 => 0.43788932710919
808 => 0.42119536252889
809 => 0.43044543942873
810 => 0.41927264729137
811 => 0.41504134161352
812 => 0.4350716845894
813 => 0.43306119370985
814 => 0.42962010726345
815 => 0.42453002322397
816 => 0.42264206154057
817 => 0.41117140400827
818 => 0.41049365636769
819 => 0.4161788239745
820 => 0.41355531473863
821 => 0.40987091417082
822 => 0.39652638879592
823 => 0.38152272405401
824 => 0.3819755903829
825 => 0.38674797698419
826 => 0.40062433467147
827 => 0.39520260165962
828 => 0.39126907215231
829 => 0.39053244031705
830 => 0.3997529299785
831 => 0.41280185460174
901 => 0.41892411808174
902 => 0.41285714090897
903 => 0.40588772420214
904 => 0.40631192030392
905 => 0.40913390692584
906 => 0.40943045781906
907 => 0.40489408401053
908 => 0.40617104666567
909 => 0.4042312236246
910 => 0.39232653320219
911 => 0.39211121510263
912 => 0.3891896120839
913 => 0.38910114710562
914 => 0.38413077154274
915 => 0.38343538164291
916 => 0.37356639928258
917 => 0.38006219335818
918 => 0.37570515573676
919 => 0.36913807232001
920 => 0.36800590466368
921 => 0.3679718703368
922 => 0.37471479663282
923 => 0.37998339833848
924 => 0.37578094827159
925 => 0.37482413185243
926 => 0.38504042797317
927 => 0.3837403111682
928 => 0.38261441839995
929 => 0.41163346652359
930 => 0.38866262554917
1001 => 0.37864602775455
1002 => 0.36624858588339
1003 => 0.37028525546997
1004 => 0.37113584106287
1005 => 0.34132222816958
1006 => 0.32922684913183
1007 => 0.32507617085081
1008 => 0.32268739681811
1009 => 0.32377599114115
1010 => 0.3128887313607
1011 => 0.32020514999182
1012 => 0.31077770329912
1013 => 0.30919716118152
1014 => 0.32605460370461
1015 => 0.32840021835195
1016 => 0.31839309754106
1017 => 0.32481928910735
1018 => 0.32248906271467
1019 => 0.31093930981425
1020 => 0.31049819420768
1021 => 0.3047029341957
1022 => 0.29563447446041
1023 => 0.29148994502212
1024 => 0.2893314381062
1025 => 0.29022208012817
1026 => 0.28977174426777
1027 => 0.28683299815973
1028 => 0.28994018975471
1029 => 0.28200259920975
1030 => 0.27884178669723
1031 => 0.27741412101562
1101 => 0.2703690525363
1102 => 0.28158088944307
1103 => 0.2837897625567
1104 => 0.28600298783273
1105 => 0.30526760282743
1106 => 0.30430519710353
1107 => 0.31300487613698
1108 => 0.31266682260742
1109 => 0.31018553322163
1110 => 0.29971738145525
1111 => 0.30388980017246
1112 => 0.29104774389871
1113 => 0.30066988563395
1114 => 0.29627874197623
1115 => 0.29918523554618
1116 => 0.29395909803945
1117 => 0.29685145831761
1118 => 0.28431356831574
1119 => 0.27260586304486
1120 => 0.27731738541508
1121 => 0.28243934905945
1122 => 0.29354507129252
1123 => 0.28693059475072
1124 => 0.2893094106362
1125 => 0.28134077562882
1126 => 0.26489920548054
1127 => 0.26499226298203
1128 => 0.26246308561379
1129 => 0.26027750710169
1130 => 0.28769034694977
1201 => 0.28428112698179
1202 => 0.2788489811505
1203 => 0.28612012421058
1204 => 0.28804272984422
1205 => 0.28809746372374
1206 => 0.29340230200501
1207 => 0.29623349514667
1208 => 0.29673250520898
1209 => 0.30507978286317
1210 => 0.3078776802296
1211 => 0.31940182350867
1212 => 0.29599328818905
1213 => 0.29551120480855
1214 => 0.28622244410469
1215 => 0.2803313652168
1216 => 0.28662581131618
1217 => 0.29220183128265
1218 => 0.28639570658814
1219 => 0.28715386389926
1220 => 0.27935961587469
1221 => 0.28214569279002
1222 => 0.28454543755459
1223 => 0.28322043954607
1224 => 0.28123685339669
1225 => 0.29174466123349
1226 => 0.29115176953491
1227 => 0.300936881766
1228 => 0.30856507649022
1229 => 0.32223616513894
1230 => 0.30796967144403
1231 => 0.30744974370961
]
'min_raw' => 0.26027750710169
'max_raw' => 0.75253881682476
'avg_raw' => 0.50640816196322
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.260277'
'max' => '$0.752538'
'avg' => '$0.5064081'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.045766708545849
'max_diff' => -0.25420799668325
'year' => 2030
]
5 => [
'items' => [
101 => 0.31253212071259
102 => 0.30787690214416
103 => 0.31081883958672
104 => 0.32176217353476
105 => 0.32199338893681
106 => 0.31812023304838
107 => 0.31788455116057
108 => 0.31862843311663
109 => 0.32298537296798
110 => 0.32146292430868
111 => 0.3232247404409
112 => 0.32542791849213
113 => 0.33454119704017
114 => 0.33673837764524
115 => 0.33140036788245
116 => 0.33188233039687
117 => 0.32988576821394
118 => 0.32795711416208
119 => 0.33229244681335
120 => 0.34021535244473
121 => 0.34016606446
122 => 0.3420040245672
123 => 0.3431490584875
124 => 0.3382337346855
125 => 0.33503403963187
126 => 0.33626100631732
127 => 0.33822295276721
128 => 0.33562477352607
129 => 0.31958760765605
130 => 0.3244522593229
131 => 0.32364254341622
201 => 0.32248940950029
202 => 0.32738085436854
203 => 0.32690906257824
204 => 0.31277706677547
205 => 0.31368175129561
206 => 0.31283208363755
207 => 0.31557753366641
208 => 0.30772863883281
209 => 0.31014290602051
210 => 0.31165711176829
211 => 0.3125489905864
212 => 0.31577106844448
213 => 0.31539299479691
214 => 0.3157475668557
215 => 0.32052505772221
216 => 0.34468796708809
217 => 0.34600310093242
218 => 0.33952690089533
219 => 0.34211401507275
220 => 0.33714732159178
221 => 0.34048149619951
222 => 0.34276265378727
223 => 0.33245454128958
224 => 0.33184416176656
225 => 0.32685696897484
226 => 0.32953680389207
227 => 0.32527299385181
228 => 0.32631918369395
301 => 0.32339394569014
302 => 0.32865879168792
303 => 0.33454570758778
304 => 0.33603297502545
305 => 0.33212061470585
306 => 0.32928780799736
307 => 0.32431433260178
308 => 0.33258533302575
309 => 0.33500402560389
310 => 0.33257262866331
311 => 0.3320092208651
312 => 0.33094156410556
313 => 0.33223572929378
314 => 0.33499085288467
315 => 0.33369158747835
316 => 0.33454977516933
317 => 0.3312792486506
318 => 0.33823536186221
319 => 0.34928334372205
320 => 0.34931886479025
321 => 0.34801959238041
322 => 0.34748795810351
323 => 0.34882109044246
324 => 0.34954426004838
325 => 0.35385536557787
326 => 0.35848135357303
327 => 0.38006882106974
328 => 0.37400714658031
329 => 0.39316083198758
330 => 0.40830891034996
331 => 0.41285115670565
401 => 0.40867250378762
402 => 0.39437755788143
403 => 0.39367617963764
404 => 0.41503886399196
405 => 0.40900292718894
406 => 0.40828497171241
407 => 0.40064713844707
408 => 0.40516204387094
409 => 0.40417456782507
410 => 0.40261578857769
411 => 0.41122991361539
412 => 0.42735478669773
413 => 0.42484157400974
414 => 0.42296557732274
415 => 0.41474550593474
416 => 0.41969582492973
417 => 0.41793311115273
418 => 0.42550684818453
419 => 0.42102033414571
420 => 0.40895719903114
421 => 0.41087829305875
422 => 0.41058792356118
423 => 0.41656370724533
424 => 0.41476992531142
425 => 0.41023765884942
426 => 0.42729967363453
427 => 0.4261917612983
428 => 0.42776252768705
429 => 0.42845402762895
430 => 0.43883937536222
501 => 0.44309392003448
502 => 0.44405977616137
503 => 0.44810126454173
504 => 0.44395922024876
505 => 0.46053035064816
506 => 0.4715491854115
507 => 0.48434812901317
508 => 0.50305082564694
509 => 0.51008321259085
510 => 0.50881287483389
511 => 0.52299304597068
512 => 0.548474498296
513 => 0.51396340489144
514 => 0.55030367004592
515 => 0.53879876166655
516 => 0.51152083086352
517 => 0.50976445370548
518 => 0.52823738514858
519 => 0.56920856913562
520 => 0.55894575223819
521 => 0.56922535542751
522 => 0.5572336522739
523 => 0.55663816313831
524 => 0.56864294517132
525 => 0.59669277273806
526 => 0.58336735109317
527 => 0.56426209163778
528 => 0.57836911790888
529 => 0.5661483062092
530 => 0.53861139706001
531 => 0.55893790445552
601 => 0.54534614782575
602 => 0.54931294498784
603 => 0.57788079580242
604 => 0.57444343641125
605 => 0.57889169775433
606 => 0.57104063291506
607 => 0.56370650035589
608 => 0.55001679729438
609 => 0.54596395111206
610 => 0.54708401199073
611 => 0.54596339606552
612 => 0.53830413301747
613 => 0.53665011589148
614 => 0.53389334821736
615 => 0.53474778579291
616 => 0.52956425604473
617 => 0.53934664765144
618 => 0.54116234573579
619 => 0.5482811545634
620 => 0.54902025291162
621 => 0.5688460341666
622 => 0.55792632701008
623 => 0.56525220933283
624 => 0.56459691346401
625 => 0.51211202633794
626 => 0.51934398070583
627 => 0.53059463218997
628 => 0.52552622894627
629 => 0.51836069258337
630 => 0.51257413777858
701 => 0.50380691554372
702 => 0.5161466124797
703 => 0.53237200177004
704 => 0.54943175555999
705 => 0.56992793193927
706 => 0.56535342397321
707 => 0.54904859379942
708 => 0.54978001657033
709 => 0.55430138433585
710 => 0.54844580226993
711 => 0.54671887680415
712 => 0.55406413129559
713 => 0.5541147140264
714 => 0.54737715918882
715 => 0.53988959994638
716 => 0.53985822679976
717 => 0.53852588795381
718 => 0.55747067239478
719 => 0.56788838830357
720 => 0.56908276264352
721 => 0.56780799739421
722 => 0.56829860394505
723 => 0.56223676459643
724 => 0.57609233176475
725 => 0.58880757037198
726 => 0.58539961480379
727 => 0.58029060493765
728 => 0.57622103249601
729 => 0.58444095286941
730 => 0.58407493275454
731 => 0.58869651385527
801 => 0.588486852241
802 => 0.58693278834328
803 => 0.58539967030431
804 => 0.59147831003303
805 => 0.58972775941113
806 => 0.58797448970059
807 => 0.58445803888394
808 => 0.58493598295199
809 => 0.57982785522843
810 => 0.57746460161149
811 => 0.54192693745102
812 => 0.53243011236066
813 => 0.53541800685979
814 => 0.53640169930955
815 => 0.53226866885971
816 => 0.53819437283636
817 => 0.53727085814848
818 => 0.54086371356103
819 => 0.53861905348291
820 => 0.53871117511549
821 => 0.54531224179323
822 => 0.54722855953272
823 => 0.54625390486384
824 => 0.54693651958472
825 => 0.56266708771376
826 => 0.56043070396107
827 => 0.55924266966523
828 => 0.55957176328434
829 => 0.5635912607085
830 => 0.56471650053084
831 => 0.55994878033438
901 => 0.5621972647409
902 => 0.57177102596866
903 => 0.57512130057042
904 => 0.58581376887621
905 => 0.58127141829644
906 => 0.58960909937393
907 => 0.61523628848119
908 => 0.63570906040667
909 => 0.61688145327091
910 => 0.65447709172027
911 => 0.68375068902713
912 => 0.68262711960476
913 => 0.67752259080381
914 => 0.6441953785488
915 => 0.61352718095101
916 => 0.63918243048202
917 => 0.63924783098912
918 => 0.63704402230189
919 => 0.62335635581794
920 => 0.63656772117799
921 => 0.63761639138364
922 => 0.63702941493239
923 => 0.62653511313157
924 => 0.61051225395289
925 => 0.6136430822831
926 => 0.61877144295515
927 => 0.60906238631485
928 => 0.60595975442579
929 => 0.61172813740742
930 => 0.63031506926458
1001 => 0.62680131746375
1002 => 0.62670955920404
1003 => 0.64174287947065
1004 => 0.63098226655333
1005 => 0.61368257205464
1006 => 0.60931417103879
1007 => 0.59380929034003
1008 => 0.60451856666515
1009 => 0.60490397445474
1010 => 0.59903861325762
1011 => 0.61415851378994
1012 => 0.61401918124473
1013 => 0.62837327649996
1014 => 0.65581291547599
1015 => 0.64769766400815
1016 => 0.6382605094879
1017 => 0.63928658984816
1018 => 0.65054015881811
1019 => 0.64373599412489
1020 => 0.64618281918889
1021 => 0.65053645525533
1022 => 0.65316311198891
1023 => 0.63890865436615
1024 => 0.63558525842476
1025 => 0.62878675668215
1026 => 0.62701315447754
1027 => 0.63255039229151
1028 => 0.63109152576103
1029 => 0.6048715824224
1030 => 0.60213145245712
1031 => 0.60221548833115
1101 => 0.59532530124739
1102 => 0.58481611211028
1103 => 0.61243363369153
1104 => 0.61021556020159
1105 => 0.60776697873395
1106 => 0.60806691599232
1107 => 0.62005474606609
1108 => 0.61310119922338
1109 => 0.63158834316865
1110 => 0.62778794214792
1111 => 0.62389007518123
1112 => 0.6233512712345
1113 => 0.62185092500271
1114 => 0.61670567951965
1115 => 0.61049248641753
1116 => 0.60638999815394
1117 => 0.55936271964299
1118 => 0.56809070898953
1119 => 0.57813146515146
1120 => 0.58159749394275
1121 => 0.57566861185335
1122 => 0.6169397879215
1123 => 0.6244804294881
1124 => 0.60163933431899
1125 => 0.59736669800862
1126 => 0.61721990124669
1127 => 0.60524599273874
1128 => 0.6106378430067
1129 => 0.5989836119118
1130 => 0.62266410975046
1201 => 0.62248370403262
1202 => 0.61327145552507
1203 => 0.62105758488089
1204 => 0.61970455329809
1205 => 0.60930394742184
1206 => 0.62299382750796
1207 => 0.62300061751769
1208 => 0.61413402862074
1209 => 0.60377979393498
1210 => 0.60192870132928
1211 => 0.60053415171018
1212 => 0.61029486928785
1213 => 0.61904629814701
1214 => 0.63533053759072
1215 => 0.63942478229085
1216 => 0.65540489192477
1217 => 0.64588951469519
1218 => 0.6501075581763
1219 => 0.65468684105372
1220 => 0.65688231766271
1221 => 0.65330490634413
1222 => 0.67812859428115
1223 => 0.68022447412118
1224 => 0.68092720450225
1225 => 0.6725567965988
1226 => 0.67999167793543
1227 => 0.67651314317541
1228 => 0.6855633242562
1229 => 0.68698250820818
1230 => 0.68578050988978
1231 => 0.68623098127644
]
'min_raw' => 0.30772863883281
'max_raw' => 0.68698250820818
'avg_raw' => 0.49735557352049
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.307728'
'max' => '$0.686982'
'avg' => '$0.497355'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.047451131731117
'max_diff' => -0.065556308616583
'year' => 2031
]
6 => [
'items' => [
101 => 0.66504834282082
102 => 0.66394991126958
103 => 0.64897271912723
104 => 0.65507603563105
105 => 0.64366617796673
106 => 0.64728436136664
107 => 0.64887922213401
108 => 0.64804615737669
109 => 0.65542110798884
110 => 0.64915089336564
111 => 0.6326027660563
112 => 0.61605013022074
113 => 0.61584232536131
114 => 0.6114843085241
115 => 0.60833426056139
116 => 0.60894107155296
117 => 0.61107955263487
118 => 0.60820996815336
119 => 0.60882233949412
120 => 0.61899178395954
121 => 0.62103119352193
122 => 0.6141004829802
123 => 0.58627268005841
124 => 0.57944366742064
125 => 0.58435222627946
126 => 0.58200625129662
127 => 0.46972446852187
128 => 0.49610340788557
129 => 0.4804299378598
130 => 0.48765299394936
131 => 0.47165443967843
201 => 0.47928978833259
202 => 0.47787981823445
203 => 0.52029637212172
204 => 0.51963409597484
205 => 0.51995109251948
206 => 0.50482002151365
207 => 0.52892422847928
208 => 0.5407988275898
209 => 0.53860115532667
210 => 0.53915426208831
211 => 0.52965005539294
212 => 0.52004311401546
213 => 0.50938753753014
214 => 0.5291842815708
215 => 0.52698322157517
216 => 0.53203166128875
217 => 0.5448712648996
218 => 0.54676194530421
219 => 0.5493030389414
220 => 0.54839223775983
221 => 0.57009121705115
222 => 0.56746332748449
223 => 0.5737957852447
224 => 0.56076943918722
225 => 0.54602889215107
226 => 0.54883058823786
227 => 0.54856076237488
228 => 0.54512556944751
229 => 0.54202443087054
301 => 0.53686190888024
302 => 0.55319689236702
303 => 0.55253372186864
304 => 0.56326968138604
305 => 0.56137199625779
306 => 0.54869879052903
307 => 0.54915141655093
308 => 0.55219554407284
309 => 0.56273130418341
310 => 0.56585903511347
311 => 0.56441014552814
312 => 0.56783955970661
313 => 0.5705500288448
314 => 0.56817995289925
315 => 0.60173523024036
316 => 0.58780073962256
317 => 0.59459231339411
318 => 0.59621206372035
319 => 0.59206310731937
320 => 0.59296286739975
321 => 0.59432575875159
322 => 0.60260096815843
323 => 0.62431751209315
324 => 0.63393562157231
325 => 0.66287217848956
326 => 0.63313697147062
327 => 0.63137260734263
328 => 0.63658495504373
329 => 0.65357377719978
330 => 0.66734162187833
331 => 0.67190921024422
401 => 0.67251289244944
402 => 0.68108199187138
403 => 0.6859936398558
404 => 0.68004147781187
405 => 0.67499764369698
406 => 0.6569312559612
407 => 0.65902248953476
408 => 0.67342901508002
409 => 0.69377908095282
410 => 0.71124155453517
411 => 0.70512680491527
412 => 0.75177802817456
413 => 0.75640330640755
414 => 0.7557642425089
415 => 0.76630131465736
416 => 0.7453873722801
417 => 0.73644625672526
418 => 0.67608817788257
419 => 0.69304633606332
420 => 0.71769601489676
421 => 0.7144335374716
422 => 0.69653228181496
423 => 0.71122797482751
424 => 0.70636911914075
425 => 0.7025367380665
426 => 0.72009361871127
427 => 0.70078910724543
428 => 0.71750343762771
429 => 0.69606713602483
430 => 0.70515473657647
501 => 0.69999617498558
502 => 0.70333439654442
503 => 0.68381922152253
504 => 0.69434913626025
505 => 0.6833811424503
506 => 0.68337594219316
507 => 0.6831338231219
508 => 0.69603761919978
509 => 0.69645841152661
510 => 0.68692248672851
511 => 0.68554821098596
512 => 0.69062962869324
513 => 0.68468061938342
514 => 0.68746412339687
515 => 0.68476492888439
516 => 0.6841572833459
517 => 0.67931546031282
518 => 0.67722946982147
519 => 0.67804744044248
520 => 0.67525528502021
521 => 0.67357291038162
522 => 0.68279915646153
523 => 0.67786994536674
524 => 0.68204368416642
525 => 0.67728718203636
526 => 0.66079907334424
527 => 0.65131658767681
528 => 0.62017207880589
529 => 0.62900462288704
530 => 0.63486060875077
531 => 0.63292520545774
601 => 0.63708320063282
602 => 0.63733846776673
603 => 0.63598666114957
604 => 0.63442144226405
605 => 0.63365958027261
606 => 0.63933787537497
607 => 0.64263431680451
608 => 0.63544833527518
609 => 0.63376476034542
610 => 0.64103018442049
611 => 0.64546208890918
612 => 0.67818478158166
613 => 0.67576057881558
614 => 0.68184485203268
615 => 0.68115985623922
616 => 0.68753714387147
617 => 0.69796131390736
618 => 0.67676606158061
619 => 0.68044482450785
620 => 0.67954287679314
621 => 0.68939010543903
622 => 0.689420847412
623 => 0.68351694193324
624 => 0.6867175448732
625 => 0.68493105611606
626 => 0.68815948275865
627 => 0.67572820210967
628 => 0.69086816006631
629 => 0.69945154063038
630 => 0.69957072087784
701 => 0.70363917514329
702 => 0.70777296030597
703 => 0.71570740094891
704 => 0.70755167306286
705 => 0.69288031253995
706 => 0.6939395373815
707 => 0.68533772407496
708 => 0.68548232211069
709 => 0.68471044646362
710 => 0.68702690338455
711 => 0.67623653413814
712 => 0.67876901223279
713 => 0.67522352807011
714 => 0.6804371173177
715 => 0.67482815712447
716 => 0.67954244184664
717 => 0.68157697085171
718 => 0.68908442668071
719 => 0.6737192997944
720 => 0.64238876594557
721 => 0.6489748240066
722 => 0.63923352681064
723 => 0.64013512095386
724 => 0.64195648461081
725 => 0.63605284908553
726 => 0.63717907669882
727 => 0.63713883992333
728 => 0.63679210112984
729 => 0.63525633752049
730 => 0.63302917644537
731 => 0.64190150068463
801 => 0.64340908146146
802 => 0.64676024677862
803 => 0.65673104164532
804 => 0.65573472411061
805 => 0.65735975934655
806 => 0.65381231655067
807 => 0.64029967665085
808 => 0.64103347800868
809 => 0.63188296331815
810 => 0.64652624754482
811 => 0.64305852455803
812 => 0.64082286098958
813 => 0.64021283947165
814 => 0.65020835001027
815 => 0.65319916342385
816 => 0.65133548921053
817 => 0.64751303902694
818 => 0.65485327338538
819 => 0.65681721044008
820 => 0.65725686351941
821 => 0.67026235145224
822 => 0.65798372582191
823 => 0.66093931305017
824 => 0.68399796089549
825 => 0.66308694917568
826 => 0.67416397845487
827 => 0.67362181551374
828 => 0.67928844886674
829 => 0.67315698618216
830 => 0.67323299301062
831 => 0.6782645795371
901 => 0.67119862371208
902 => 0.66944899368104
903 => 0.66703189232425
904 => 0.67230954470892
905 => 0.67547325862583
906 => 0.70097046930437
907 => 0.71744283021677
908 => 0.71672772158681
909 => 0.72326247583746
910 => 0.72031850919605
911 => 0.71081166433178
912 => 0.72703868927886
913 => 0.72190377961805
914 => 0.72232709533157
915 => 0.72231133949957
916 => 0.72572560552242
917 => 0.72330628513235
918 => 0.71853755630536
919 => 0.72170326104797
920 => 0.73110427237335
921 => 0.7602852999856
922 => 0.7766153896346
923 => 0.75930220808406
924 => 0.77124460888488
925 => 0.76408342391689
926 => 0.7627820235814
927 => 0.77028273382081
928 => 0.77779657306056
929 => 0.7773179739842
930 => 0.77186331253606
1001 => 0.76878211269092
1002 => 0.79211399019603
1003 => 0.80930452009364
1004 => 0.8081322412014
1005 => 0.81330629898624
1006 => 0.8284974926701
1007 => 0.82988638503832
1008 => 0.82971141652325
1009 => 0.8262689018727
1010 => 0.84122660488024
1011 => 0.85370458388488
1012 => 0.8254720591949
1013 => 0.83622263500596
1014 => 0.84104891484946
1015 => 0.84813532555243
1016 => 0.86009128822867
1017 => 0.87307863485754
1018 => 0.87491518806988
1019 => 0.87361206567856
1020 => 0.86504656145821
1021 => 0.87925747111079
1022 => 0.88758188869843
1023 => 0.89253888887097
1024 => 0.90510901654233
1025 => 0.84107872031071
1026 => 0.79575489412577
1027 => 0.788676924183
1028 => 0.80307025438903
1029 => 0.80686566077971
1030 => 0.80533573722266
1031 => 0.7543196501895
1101 => 0.78840833504279
1102 => 0.8250848936869
1103 => 0.82649378967441
1104 => 0.84485484180232
1105 => 0.85083395302013
1106 => 0.86561700662122
1107 => 0.86469232259348
1108 => 0.86829176089559
1109 => 0.86746431236351
1110 => 0.89484680622033
1111 => 0.92505376328409
1112 => 0.92400779241322
1113 => 0.91966518494281
1114 => 0.92611469756097
1115 => 0.95729151442502
1116 => 0.95442125272649
1117 => 0.9572094674783
1118 => 0.99396869160941
1119 => 1.0417609119185
1120 => 1.0195566273245
1121 => 1.0677335357828
1122 => 1.0980583459091
1123 => 1.1505019693787
1124 => 1.14393576943
1125 => 1.1643516871976
1126 => 1.1321809011146
1127 => 1.0583102734793
1128 => 1.0466199638906
1129 => 1.070024259733
1130 => 1.1275614373035
1201 => 1.0682122092538
1202 => 1.0802184807917
1203 => 1.0767606737811
1204 => 1.0765764219402
1205 => 1.0836085652995
1206 => 1.0734080745849
1207 => 1.0318494403805
1208 => 1.0508955175298
1209 => 1.0435409124747
1210 => 1.0517013951055
1211 => 1.0957401542247
1212 => 1.0762695690652
1213 => 1.0557588892616
1214 => 1.0814838334195
1215 => 1.1142405273825
1216 => 1.1121906723437
1217 => 1.1082130967956
1218 => 1.1306344819014
1219 => 1.1676680412467
1220 => 1.1776780635248
1221 => 1.1850672573246
1222 => 1.1860861023082
1223 => 1.1965808388473
1224 => 1.1401479954623
1225 => 1.2297083672125
1226 => 1.2451729693585
1227 => 1.2422662650971
1228 => 1.2594545195324
1229 => 1.2543972990536
1230 => 1.2470701800334
1231 => 1.2743172193599
]
'min_raw' => 0.46972446852187
'max_raw' => 1.2743172193599
'avg_raw' => 0.87202084394088
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.469724'
'max' => '$1.27'
'avg' => '$0.87202'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.16199582968906
'max_diff' => 0.58733471115173
'year' => 2032
]
7 => [
'items' => [
101 => 1.2430806874948
102 => 1.1987443630823
103 => 1.1744205786366
104 => 1.2064521001384
105 => 1.2260126325736
106 => 1.2389409002297
107 => 1.242852986211
108 => 1.1445287164505
109 => 1.0915373883636
110 => 1.1255042221205
111 => 1.1669461035696
112 => 1.1399177837184
113 => 1.1409772426851
114 => 1.1024419614948
115 => 1.1703556208876
116 => 1.1604611719579
117 => 1.2117935905084
118 => 1.1995426968529
119 => 1.2414022914678
120 => 1.2303792573379
121 => 1.2761352557216
122 => 1.294388562271
123 => 1.3250387048678
124 => 1.3475850745306
125 => 1.3608247340399
126 => 1.3600298745437
127 => 1.4124920014917
128 => 1.3815569181175
129 => 1.3426951625603
130 => 1.3419922760095
131 => 1.362119329888
201 => 1.4043001132296
202 => 1.4152369766446
203 => 1.4213491912593
204 => 1.4119881218092
205 => 1.378410305944
206 => 1.3639115752968
207 => 1.3762649138769
208 => 1.3611578423279
209 => 1.3872368861171
210 => 1.4230489834227
211 => 1.4156539269455
212 => 1.4403744920201
213 => 1.465957676193
214 => 1.5025427785729
215 => 1.5121074790774
216 => 1.5279175652984
217 => 1.5441913373626
218 => 1.5494180343592
219 => 1.5593974206745
220 => 1.5593448243826
221 => 1.5894183767339
222 => 1.6225904362777
223 => 1.6351121208206
224 => 1.6639050439771
225 => 1.6145981720959
226 => 1.6519980008143
227 => 1.6857335824968
228 => 1.6455126312602
301 => 1.7009478422601
302 => 1.7031002658844
303 => 1.7355993071353
304 => 1.7026553027645
305 => 1.6830932581301
306 => 1.7395681480094
307 => 1.7668945682796
308 => 1.7586636281044
309 => 1.6960257669597
310 => 1.6595678451092
311 => 1.5641504314186
312 => 1.6771764796607
313 => 1.7322281707444
314 => 1.6958831963793
315 => 1.7142134873881
316 => 1.8142176115155
317 => 1.8522927071956
318 => 1.8443733534591
319 => 1.8457115938769
320 => 1.8662562243941
321 => 1.9573624302418
322 => 1.9027694798725
323 => 1.944503744871
324 => 1.9666394485421
325 => 1.9872003237479
326 => 1.9367093125736
327 => 1.8710212488961
328 => 1.8502150817321
329 => 1.6922694049599
330 => 1.6840476465606
331 => 1.6794325244263
401 => 1.6503348321915
402 => 1.6274720166236
403 => 1.6092906568421
404 => 1.5615773393618
405 => 1.5776791833723
406 => 1.501634113852
407 => 1.5502850544593
408 => 1.4289152873326
409 => 1.5299956359178
410 => 1.4749821977424
411 => 1.5119222418955
412 => 1.5117933615614
413 => 1.4437750284238
414 => 1.4045434733765
415 => 1.4295433471676
416 => 1.4563451963642
417 => 1.4606937062241
418 => 1.4954430033072
419 => 1.5051407851895
420 => 1.4757560533401
421 => 1.426400168679
422 => 1.4378644149979
423 => 1.4043111507907
424 => 1.3455103458754
425 => 1.3877421105291
426 => 1.4021618917815
427 => 1.4085304886594
428 => 1.3507066503432
429 => 1.3325371449277
430 => 1.3228638527014
501 => 1.418935837273
502 => 1.4241988774581
503 => 1.3972724197523
504 => 1.5189825618538
505 => 1.4914358082338
506 => 1.5222122811458
507 => 1.436824154807
508 => 1.4400860962235
509 => 1.3996619888092
510 => 1.4222967878214
511 => 1.4062992414332
512 => 1.4204681197426
513 => 1.4289608869808
514 => 1.4693783611968
515 => 1.5304571385499
516 => 1.4633413383529
517 => 1.4340980230912
518 => 1.4522404114089
519 => 1.5005559822751
520 => 1.5737565453659
521 => 1.5304203387175
522 => 1.5496522113315
523 => 1.5538535199312
524 => 1.5218990055423
525 => 1.5749347538908
526 => 1.6033570422925
527 => 1.6325124290287
528 => 1.6578272344163
529 => 1.6208671264255
530 => 1.660419739999
531 => 1.628547315435
601 => 1.5999544556903
602 => 1.5999978192559
603 => 1.5820611006631
604 => 1.5473064482175
605 => 1.5408971570745
606 => 1.5742390990046
607 => 1.600976178939
608 => 1.6031783729043
609 => 1.6179813941567
610 => 1.6267416696507
611 => 1.7126042785083
612 => 1.7471389300836
613 => 1.7893672483223
614 => 1.8058175581339
615 => 1.8553270929044
616 => 1.8153441226094
617 => 1.8066935554815
618 => 1.6865996185737
619 => 1.7062649940146
620 => 1.7377511575219
621 => 1.6871188138129
622 => 1.7192333819372
623 => 1.7255734779645
624 => 1.6853983461483
625 => 1.7068576199163
626 => 1.6498681510198
627 => 1.5316993532376
628 => 1.5750663095431
629 => 1.6069989865436
630 => 1.5614271191932
701 => 1.643112927544
702 => 1.5953937646428
703 => 1.5802690809269
704 => 1.5212622974121
705 => 1.5491112278517
706 => 1.5867773050296
707 => 1.5635040484851
708 => 1.6117995503119
709 => 1.6801988608385
710 => 1.728944282769
711 => 1.7326863509906
712 => 1.7013463103788
713 => 1.7515689254686
714 => 1.7519347423903
715 => 1.6952834274036
716 => 1.6605848124101
717 => 1.652701214077
718 => 1.6723959883835
719 => 1.6963090802474
720 => 1.7340133611624
721 => 1.7567972684581
722 => 1.8162056150347
723 => 1.8322798102476
724 => 1.849940477395
725 => 1.8735405750521
726 => 1.9018785432302
727 => 1.8398766821379
728 => 1.842340131665
729 => 1.7846048570901
730 => 1.7229064361309
731 => 1.7697278468222
801 => 1.8309406129098
802 => 1.8168983367352
803 => 1.8153182938079
804 => 1.8179754877443
805 => 1.8073880700865
806 => 1.7595015724084
807 => 1.7354532730597
808 => 1.7664817145949
809 => 1.7829719503538
810 => 1.8085468679162
811 => 1.8053942195056
812 => 1.8712724606007
813 => 1.8968707530356
814 => 1.8903216144181
815 => 1.8915268135376
816 => 1.9378712992572
817 => 1.9894158988479
818 => 2.0376942182735
819 => 2.0868049983953
820 => 2.0276000361321
821 => 1.9975394075492
822 => 2.0285543030375
823 => 2.0120973629252
824 => 2.1066638222562
825 => 2.1132113987224
826 => 2.2077710198221
827 => 2.2975193601959
828 => 2.2411500356156
829 => 2.2943037697647
830 => 2.3517938669344
831 => 2.4627015918069
901 => 2.4253517718507
902 => 2.3967423951105
903 => 2.3697066723305
904 => 2.4259637196355
905 => 2.4983375122652
906 => 2.51392613401
907 => 2.5391856565485
908 => 2.5126283571867
909 => 2.5446136990774
910 => 2.6575360110229
911 => 2.6270234055424
912 => 2.583690600614
913 => 2.6728319207209
914 => 2.7050918179394
915 => 2.9315086712587
916 => 3.2173693013879
917 => 3.0990211234523
918 => 3.0255585903358
919 => 3.0428240281728
920 => 3.1472106533029
921 => 3.1807363242289
922 => 3.0896019936604
923 => 3.1217921799009
924 => 3.2991632709554
925 => 3.3943171705602
926 => 3.2650853940231
927 => 2.9085400479641
928 => 2.5797889556447
929 => 2.6669885491824
930 => 2.6571028213937
1001 => 2.8476659312375
1002 => 2.6262956899929
1003 => 2.6300229971198
1004 => 2.8245267502654
1005 => 2.7726364835646
1006 => 2.6885808971127
1007 => 2.5804026544473
1008 => 2.3804251676039
1009 => 2.203299530722
1010 => 2.5506836942455
1011 => 2.5357038574372
1012 => 2.5140108338515
1013 => 2.5622863104113
1014 => 2.7966983213527
1015 => 2.7912943657829
1016 => 2.7569171575699
1017 => 2.7829919670126
1018 => 2.6840098569476
1019 => 2.7095198004921
1020 => 2.5797368797921
1021 => 2.638404180162
1022 => 2.6884005515755
1023 => 2.6984380633457
1024 => 2.7210530898919
1025 => 2.5278101641283
1026 => 2.614570564482
1027 => 2.6655341713396
1028 => 2.435278741485
1029 => 2.660982761819
1030 => 2.5244462347175
1031 => 2.4781036867094
1101 => 2.5404978224359
1102 => 2.516182767063
1103 => 2.4952781102813
1104 => 2.4836129526096
1105 => 2.5294283196976
1106 => 2.5272909780618
1107 => 2.4523281451262
1108 => 2.3545421854377
1109 => 2.3873623632239
1110 => 2.3754384849434
1111 => 2.3322248118439
1112 => 2.3613456098741
1113 => 2.2331123530474
1114 => 2.0124936996617
1115 => 2.1582411398204
1116 => 2.152630021917
1117 => 2.1498006418262
1118 => 2.2593258149421
1119 => 2.2487974967226
1120 => 2.2296884960608
1121 => 2.3318738600613
1122 => 2.294574827614
1123 => 2.4095216568592
1124 => 2.4852330728948
1125 => 2.4660302087805
1126 => 2.537237161507
1127 => 2.3881184738326
1128 => 2.4376497202747
1129 => 2.4478580415191
1130 => 2.3306129085313
1201 => 2.2505200597892
1202 => 2.2451787799035
1203 => 2.1063088176592
1204 => 2.1804920305709
1205 => 2.2457701880233
1206 => 2.2145070163933
1207 => 2.2046100302159
1208 => 2.2551715862017
1209 => 2.2591006521323
1210 => 2.1695175325321
1211 => 2.1881446998255
1212 => 2.2658230839475
1213 => 2.1861874038478
1214 => 2.0314682858286
1215 => 1.9930958054006
1216 => 1.9879762091664
1217 => 1.8839069988861
1218 => 1.995660038028
1219 => 1.9468768416473
1220 => 2.1009823745015
1221 => 2.0129581206197
1222 => 2.0091635709667
1223 => 2.0034275526268
1224 => 1.9138508842936
1225 => 1.9334624817643
1226 => 1.9986544186876
1227 => 2.0219156362216
1228 => 2.0194893006593
1229 => 1.9983349426314
1230 => 2.0080192994087
1231 => 1.9768226119753
]
'min_raw' => 1.0915373883636
'max_raw' => 3.3943171705602
'avg_raw' => 2.2429272794619
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$1.09'
'max' => '$3.39'
'avg' => '$2.24'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.62181291984177
'max_diff' => 2.1199999512003
'year' => 2033
]
8 => [
'items' => [
101 => 1.9658064123397
102 => 1.9310362560453
103 => 1.8799337317932
104 => 1.8870398512205
105 => 1.7857923789744
106 => 1.7306273824847
107 => 1.7153584385193
108 => 1.6949401685157
109 => 1.7176647364472
110 => 1.7855055576066
111 => 1.7036751340552
112 => 1.5633826126131
113 => 1.5718144321986
114 => 1.5907582273775
115 => 1.5554565903874
116 => 1.5220465536181
117 => 1.551093869947
118 => 1.4916500791684
119 => 1.5979417254971
120 => 1.5950668343428
121 => 1.6346857870628
122 => 1.6594603312614
123 => 1.6023630277376
124 => 1.5880032103089
125 => 1.5961832149336
126 => 1.4609859596727
127 => 1.6236372869613
128 => 1.625043902394
129 => 1.6129996070787
130 => 1.6996064175636
131 => 1.8823738010283
201 => 1.8136093595679
202 => 1.7869816894182
203 => 1.7363624689989
204 => 1.8038095747357
205 => 1.7986306893539
206 => 1.7752098056233
207 => 1.7610447820654
208 => 1.7871442722941
209 => 1.7578107663958
210 => 1.7525416627056
211 => 1.7206166271845
212 => 1.709220842
213 => 1.7007838563287
214 => 1.6914955641057
215 => 1.7119832222515
216 => 1.6655554935173
217 => 1.6095682040303
218 => 1.6049134667003
219 => 1.6177656057171
220 => 1.6120794909314
221 => 1.6048862437703
222 => 1.5911523759755
223 => 1.5870778307785
224 => 1.6003181259806
225 => 1.5853706046546
226 => 1.6074264866047
227 => 1.6014285071219
228 => 1.5679242813043
301 => 1.5261656110824
302 => 1.5257938713257
303 => 1.5167970343243
304 => 1.5053382097196
305 => 1.5021506268569
306 => 1.5486475859854
307 => 1.6448948998443
308 => 1.6259992491308
309 => 1.6396532932755
310 => 1.7068176765633
311 => 1.728167214307
312 => 1.713013818108
313 => 1.6922709147701
314 => 1.6931834972449
315 => 1.7640682772545
316 => 1.7684892740346
317 => 1.7796597066305
318 => 1.79401686928
319 => 1.7154589049893
320 => 1.6894834241914
321 => 1.6771748003246
322 => 1.6392690028516
323 => 1.6801471556287
324 => 1.6563292065825
325 => 1.6595430616459
326 => 1.6574500343197
327 => 1.6585929687697
328 => 1.5979120148157
329 => 1.6200209651395
330 => 1.5832605471247
331 => 1.5340424739536
401 => 1.5338774777142
402 => 1.5459235313957
403 => 1.5387580673038
404 => 1.5194759876736
405 => 1.5222149160762
406 => 1.4982190212333
407 => 1.5251284521698
408 => 1.5259001183625
409 => 1.5155385216853
410 => 1.556996212829
411 => 1.5739814627168
412 => 1.5671612378169
413 => 1.5735029375565
414 => 1.6267844487267
415 => 1.6354716598827
416 => 1.6393299452333
417 => 1.6341603539884
418 => 1.5744768257704
419 => 1.5771240440408
420 => 1.5577005128294
421 => 1.541289675757
422 => 1.5419460231764
423 => 1.5503833266911
424 => 1.5872295259811
425 => 1.6647701801848
426 => 1.6677127913304
427 => 1.6712793218808
428 => 1.6567724497376
429 => 1.6523970382871
430 => 1.6581693353798
501 => 1.6872895282048
502 => 1.7621945702059
503 => 1.7357181256232
504 => 1.714192364047
505 => 1.733076260253
506 => 1.7301692324489
507 => 1.7056309922535
508 => 1.7049422855783
509 => 1.6578455572933
510 => 1.6404349691869
511 => 1.6258853786053
512 => 1.6099976055169
513 => 1.6005788010671
514 => 1.615050365472
515 => 1.618360183474
516 => 1.5867178549829
517 => 1.5824051225319
518 => 1.6082449310249
519 => 1.5968737947123
520 => 1.6085692904004
521 => 1.6112827457221
522 => 1.6108458169192
523 => 1.5989730446421
524 => 1.6065403956404
525 => 1.5886413545937
526 => 1.5691788358045
527 => 1.5567629613747
528 => 1.545928464208
529 => 1.5519400729407
530 => 1.5305097854848
531 => 1.5236538052212
601 => 1.6039767473929
602 => 1.6633121683924
603 => 1.6624494078716
604 => 1.6571975750856
605 => 1.649394416861
606 => 1.6867186785778
607 => 1.6737156521178
608 => 1.6831764403067
609 => 1.6855846079687
610 => 1.6928734061882
611 => 1.6954785250583
612 => 1.6876040464615
613 => 1.6611763345042
614 => 1.5953209889782
615 => 1.5646651478627
616 => 1.5545482096812
617 => 1.5549159411693
618 => 1.5447722651019
619 => 1.5477600323114
620 => 1.5437332415964
621 => 1.5361074741674
622 => 1.5514692032909
623 => 1.5532394994679
624 => 1.5496538883315
625 => 1.5504984295552
626 => 1.5208111007803
627 => 1.5230681639095
628 => 1.510500549592
629 => 1.5081442734124
630 => 1.4763744388052
701 => 1.4200895716873
702 => 1.4512768517748
703 => 1.4136070030243
704 => 1.3993408605111
705 => 1.4668745603282
706 => 1.4600960499598
707 => 1.4484941867568
708 => 1.4313326130393
709 => 1.4249672184105
710 => 1.3862930956846
711 => 1.3840080221955
712 => 1.4031759617076
713 => 1.3943306171513
714 => 1.3819084034003
715 => 1.3369164044138
716 => 1.2863305012141
717 => 1.28785737166
718 => 1.3039478062837
719 => 1.3507329150427
720 => 1.3324531636599
721 => 1.3191909942958
722 => 1.3167073886332
723 => 1.3477949132808
724 => 1.3917902736949
725 => 1.4124319124605
726 => 1.3919766753397
727 => 1.3684788003235
728 => 1.3699090070971
729 => 1.3794235320177
730 => 1.3804233740587
731 => 1.3651286730437
801 => 1.3694340417902
802 => 1.3628937929731
803 => 1.322756298055
804 => 1.3220303380493
805 => 1.3121799494919
806 => 1.3118816836412
807 => 1.2951237154104
808 => 1.2927791598125
809 => 1.2595051967543
810 => 1.2814062200021
811 => 1.2667161634628
812 => 1.2445747832241
813 => 1.2407576009254
814 => 1.2406428518161
815 => 1.2633770985992
816 => 1.2811405570919
817 => 1.2669717032857
818 => 1.2637457299257
819 => 1.2981906855758
820 => 1.2938072509966
821 => 1.2900112249211
822 => 1.3878509717152
823 => 1.310403177597
824 => 1.2766315187959
825 => 1.2348326779655
826 => 1.248442591308
827 => 1.2513104000204
828 => 1.1507917226307
829 => 1.1100113077325
830 => 1.096017006117
831 => 1.0879630876869
901 => 1.0916333594502
902 => 1.0549262029762
903 => 1.0795940192071
904 => 1.0478087244793
905 => 1.0424798163799
906 => 1.0993158607956
907 => 1.1072242643447
908 => 1.0734845578559
909 => 1.095150911384
910 => 1.0872943904099
911 => 1.0483535921281
912 => 1.0468663400629
913 => 1.0273272163203
914 => 0.99675227118314
915 => 0.98277870082015
916 => 0.975501144051
917 => 0.9785040058107
918 => 0.97698566701591
919 => 0.96707747933595
920 => 0.97755359273562
921 => 0.9507914520284
922 => 0.94013455196157
923 => 0.93532107743958
924 => 0.91156813719059
925 => 0.94936962810721
926 => 0.95681699802843
927 => 0.96427904156899
928 => 1.0292310360361
929 => 1.025986217945
930 => 1.0553177931984
1001 => 1.0541780221214
1002 => 1.0458121817191
1003 => 1.0105180771757
1004 => 1.0245856781898
1005 => 0.98128778885908
1006 => 1.0137295115159
1007 => 0.99892446409407
1008 => 1.0087239100901
1009 => 0.99110362260884
1010 => 1.0008554172248
1011 => 0.95858304571595
1012 => 0.91910969998932
1013 => 0.93499492660852
1014 => 0.95226398463959
1015 => 0.98970770252512
1016 => 0.96740653305647
1017 => 0.97542687689798
1018 => 0.94856006761826
1019 => 0.89312616594955
1020 => 0.89343991581289
1021 => 0.88491261773436
1022 => 0.8775437871886
1023 => 0.96996809063975
1024 => 0.95847366749358
1025 => 0.94015880856306
1026 => 0.96467397504512
1027 => 0.97115617417098
1028 => 0.9713407132672
1029 => 0.98922634590447
1030 => 0.99877191124916
1031 => 1.000454358514
1101 => 1.0285977879134
1102 => 1.0380310942273
1103 => 1.0768855478827
1104 => 0.99796203672082
1105 => 0.9963366589455
1106 => 0.96501895371185
1107 => 0.94515676993934
1108 => 0.96637893442759
1109 => 0.98517887504984
1110 => 0.96560312027161
1111 => 0.96815930057891
1112 => 0.94188044918707
1113 => 0.95127390202477
1114 => 0.95936480904334
1115 => 0.95489748574922
1116 => 0.94820968655703
1117 => 0.98363749431052
1118 => 0.98163851855436
1119 => 1.0146297076162
1120 => 1.0403486987125
1121 => 1.0864417285765
1122 => 1.0383412490294
1123 => 1.0365882763726
1124 => 1.0537238652784
1125 => 1.0380284708579
1126 => 1.047947418345
1127 => 1.08484363279
1128 => 1.085623191661
1129 => 1.072564576168
1130 => 1.0717699582285
1201 => 1.0742780081795
1202 => 1.0889677350802
1203 => 1.0838346931314
1204 => 1.0897747792272
1205 => 1.0972029478479
1206 => 1.1279290027414
1207 => 1.1353369505537
1208 => 1.1173394779505
1209 => 1.1189644482174
1210 => 1.1122328994221
1211 => 1.105730307632
1212 => 1.120347184349
1213 => 1.1470598138448
1214 => 1.1468936359631
1215 => 1.1530904467868
1216 => 1.1569510085928
1217 => 1.1403786512174
1218 => 1.1295906559485
1219 => 1.1337274597926
1220 => 1.1403422992271
1221 => 1.1315823565165
1222 => 1.0775119321066
1223 => 1.0939134448405
1224 => 1.0911834311286
1225 => 1.0872955596218
1226 => 1.1037874075049
1227 => 1.1021967285444
1228 => 1.0545497180309
1229 => 1.0575999250537
1230 => 1.0547352112226
1231 => 1.0639916876761
]
'min_raw' => 0.8775437871886
'max_raw' => 1.9658064123397
'avg_raw' => 1.4216750997641
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.877543'
'max' => '$1.96'
'avg' => '$1.42'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.21399360117505
'max_diff' => -1.4285107582205
'year' => 2034
]
9 => [
'items' => [
101 => 1.0375285907523
102 => 1.0456684611344
103 => 1.0507737115315
104 => 1.0537807432357
105 => 1.0646442036925
106 => 1.0633695019935
107 => 1.0645649664452
108 => 1.0806726104553
109 => 1.1621395463829
110 => 1.1665736119587
111 => 1.1447386513799
112 => 1.1534612874556
113 => 1.136715733621
114 => 1.1479571360956
115 => 1.1556482181681
116 => 1.1208936971927
117 => 1.1188357600155
118 => 1.1020210913235
119 => 1.1110563418471
120 => 1.0966806086066
121 => 1.100207910702
122 => 1.0903452665386
123 => 1.1080960623999
124 => 1.1279442103676
125 => 1.1329586363714
126 => 1.1197678404016
127 => 1.1102168348037
128 => 1.0934484152705
129 => 1.1213346706628
130 => 1.1294894615577
131 => 1.1212918370178
201 => 1.1193922682903
202 => 1.115792588984
203 => 1.1201559572719
204 => 1.1294450488151
205 => 1.1250644847859
206 => 1.1279579245028
207 => 1.116931116004
208 => 1.1403841373573
209 => 1.1776331795432
210 => 1.1777529413047
211 => 1.1733723536626
212 => 1.1715799115805
213 => 1.1760746603376
214 => 1.178512877154
215 => 1.1930480704385
216 => 1.2086449119403
217 => 1.2814285657943
218 => 1.2609912070406
219 => 1.3255691946588
220 => 1.3766419984627
221 => 1.3919564991804
222 => 1.377867879123
223 => 1.3296714709591
224 => 1.3273067252414
225 => 1.399332507037
226 => 1.37898192469
227 => 1.3765612876748
228 => 1.3508097995642
301 => 1.3660321184214
302 => 1.3627027739894
303 => 1.3574472409264
304 => 1.38649036491
305 => 1.4408565003098
306 => 1.4323830282653
307 => 1.4260579744572
308 => 1.3983434298655
309 => 1.4150337759774
310 => 1.4090906634095
311 => 1.4346260465936
312 => 1.4194994512733
313 => 1.3788277490134
314 => 1.3853048516539
315 => 1.3843258506199
316 => 1.4044736225269
317 => 1.3984257614989
318 => 1.3831449086895
319 => 1.4406706827693
320 => 1.4369352789758
321 => 1.4422312275229
322 => 1.4445626678559
323 => 1.4795775928205
324 => 1.4939220872259
325 => 1.4971785385916
326 => 1.5108046988337
327 => 1.4968395073116
328 => 1.5527102304126
329 => 1.5898610011277
330 => 1.6330135330744
331 => 1.6960709805557
401 => 1.7197811641227
402 => 1.7154981316829
403 => 1.7633075686986
404 => 1.8492200642716
405 => 1.7328635033705
406 => 1.8553872445351
407 => 1.816597642687
408 => 1.7246281945003
409 => 1.7187064462857
410 => 1.780989224385
411 => 1.919126431714
412 => 1.8845246280173
413 => 1.9191830278691
414 => 1.8787521634527
415 => 1.8767444302563
416 => 1.9172193910277
417 => 2.0117913430454
418 => 1.9668637536184
419 => 1.9024490374779
420 => 1.9500118614721
421 => 1.9088085415968
422 => 1.8159659298347
423 => 1.8844981686701
424 => 1.8386726122467
425 => 1.8520469458316
426 => 1.9483654493966
427 => 1.9367761522205
428 => 1.9517737759064
429 => 1.925303362657
430 => 1.9005758226809
501 => 1.8544200330245
502 => 1.8407555791601
503 => 1.8445319426127
504 => 1.840753707782
505 => 1.8149299676628
506 => 1.8093533334427
507 => 1.8000586987581
508 => 1.802939494699
509 => 1.7854628622505
510 => 1.8184448785373
511 => 1.8245666313966
512 => 1.8485681923783
513 => 1.8510601140615
514 => 1.9179041197545
515 => 1.8810875646867
516 => 1.9057872884146
517 => 1.9035779126416
518 => 1.7266214513183
519 => 1.7510044903886
520 => 1.7889368473627
521 => 1.771848371962
522 => 1.7476892658327
523 => 1.728179492304
524 => 1.6986201904312
525 => 1.740224340181
526 => 1.7949293729939
527 => 1.8524475239707
528 => 1.9215518136308
529 => 1.9061285406413
530 => 1.8511556673435
531 => 1.8536217102819
601 => 1.8688658173751
602 => 1.8491233136162
603 => 1.8433008638382
604 => 1.8680659021854
605 => 1.8682364453939
606 => 1.845520308858
607 => 1.8202754801074
608 => 1.8201697033532
609 => 1.8156776299131
610 => 1.8795512933385
611 => 1.9146753498666
612 => 1.9187022663423
613 => 1.914404306303
614 => 1.9160584205422
615 => 1.8956205059542
616 => 1.942335518027
617 => 1.9852058327409
618 => 1.9737156726069
619 => 1.9564902891435
620 => 1.9427694415281
621 => 1.9704834769635
622 => 1.9692494145915
623 => 1.9848313979411
624 => 1.9841245091705
625 => 1.9788848742381
626 => 1.9737158597308
627 => 1.9942104179732
628 => 1.9883083143319
629 => 1.9823970430935
630 => 1.9705410836544
701 => 1.9721525054488
702 => 1.9549300961908
703 => 1.9469622216241
704 => 1.8271445057466
705 => 1.7951252969073
706 => 1.8051991918193
707 => 1.8085157795929
708 => 1.7945809788723
709 => 1.814559903549
710 => 1.811446209301
711 => 1.8235597721696
712 => 1.8159917439991
713 => 1.816302338515
714 => 1.8385582956908
715 => 1.8450192947425
716 => 1.8417331784782
717 => 1.8440346616682
718 => 1.8970713703885
719 => 1.889531246427
720 => 1.8855257058526
721 => 1.8866352679661
722 => 1.900187284164
723 => 1.9039811087867
724 => 1.8879064072728
725 => 1.8954873294335
726 => 1.9277659338316
727 => 1.9390616185601
728 => 1.9751120219774
729 => 1.9597971698609
730 => 1.987908243732
731 => 2.0743121010403
801 => 2.1433374809503
802 => 2.0798588889906
803 => 2.2066152088663
804 => 2.3053131860036
805 => 2.301524993251
806 => 2.2843147180118
807 => 2.1719496950624
808 => 2.0685497256762
809 => 2.1550481906623
810 => 2.1552686930382
811 => 2.1478383981842
812 => 2.1016894749911
813 => 2.1462325156906
814 => 2.1497681805048
815 => 2.147789148418
816 => 2.1124068772078
817 => 2.0583846888066
818 => 2.0689404951093
819 => 2.0862311211659
820 => 2.0534963588384
821 => 2.0430356188056
822 => 2.0624841247638
823 => 2.1251512632183
824 => 2.1133044036995
825 => 2.1129950343206
826 => 2.1636809231924
827 => 2.1274007654596
828 => 2.0690736376312
829 => 2.0543452686142
830 => 2.0020694808221
831 => 2.0381765536501
901 => 2.039475982921
902 => 2.0197005081385
903 => 2.0706783084209
904 => 2.0702085390169
905 => 2.1186043733408
906 => 2.2111190319229
907 => 2.1837578950103
908 => 2.1519398696642
909 => 2.1553993712375
910 => 2.1933415647188
911 => 2.1704008484039
912 => 2.1786504899391
913 => 2.1933290778983
914 => 2.2021850344628
915 => 2.1541251353733
916 => 2.1429200739248
917 => 2.1199984506433
918 => 2.1140186269815
919 => 2.1326878108689
920 => 2.1277691405066
921 => 2.0393667709224
922 => 2.0301282314347
923 => 2.0304115642512
924 => 2.0071808174408
925 => 1.9717483525369
926 => 2.0648627547419
927 => 2.0573843651096
928 => 2.0491288017369
929 => 2.0501400611445
930 => 2.0905578672018
1001 => 2.0671134985404
1002 => 2.1294441950831
1003 => 2.1166308777062
1004 => 2.1034889470876
1005 => 2.1016723319631
1006 => 2.0966138098918
1007 => 2.0792662555161
1008 => 2.058318041181
1009 => 2.0444862155737
1010 => 1.8859304627343
1011 => 1.9153574881849
1012 => 1.9492105986081
1013 => 1.9608965566683
1014 => 1.9409069167626
1015 => 2.0800555683378
1016 => 2.1054793678504
1017 => 2.0284690207734
1018 => 2.0140635291471
1019 => 2.0809999899706
1020 => 2.0406291214445
1021 => 2.0588081210698
1022 => 2.0195150672609
1023 => 2.0993555190436
1024 => 2.0987472685703
1025 => 2.0676875295485
1026 => 2.0939390082818
1027 => 2.0893771678348
1028 => 2.0543107989759
1029 => 2.1004671854831
1030 => 2.100490078475
1031 => 2.0705957549634
1101 => 2.0356857298109
1102 => 2.0294446418516
1103 => 2.0247428204464
1104 => 2.0576517612311
1105 => 2.087157814635
1106 => 2.1420612648487
1107 => 2.1558652967063
1108 => 2.2097433520327
1109 => 2.1776615933607
1110 => 2.1918830214517
1111 => 2.2073223933882
1112 => 2.2147245960587
1113 => 2.2026631040312
1114 => 2.2863579010454
1115 => 2.2934243062558
1116 => 2.2957936107986
1117 => 2.2675721961489
1118 => 2.2926394176622
1119 => 2.2809112948552
1120 => 2.3114246122326
1121 => 2.3162094900109
1122 => 2.3121568687596
1123 => 2.3136756644906
1124 => 2.2422569200129
1125 => 2.2385534813479
1126 => 2.1880568323658
1127 => 2.2086345900784
1128 => 2.1701654583523
1129 => 2.1823644162986
1130 => 2.1877416007254
1201 => 2.1849328647334
1202 => 2.2097980256248
1203 => 2.1886575592503
1204 => 2.1328643926735
1205 => 2.0770560252858
1206 => 2.0763553966938
1207 => 2.0616620386601
1208 => 2.0510414320245
1209 => 2.0530873376488
1210 => 2.0602973759204
1211 => 2.050622371493
1212 => 2.0526870242228
1213 => 2.0869740162459
1214 => 2.0938500279725
1215 => 2.0704826534943
1216 => 1.9766592730683
1217 => 1.9536347801737
1218 => 1.9701843290708
1219 => 1.9622747106254
1220 => 1.5837088407366
1221 => 1.6726472765201
1222 => 1.6198030780414
1223 => 1.6441561159451
1224 => 1.5902158732372
1225 => 1.6159589843077
1226 => 1.6112051716809
1227 => 1.7542155445411
1228 => 1.7519826342732
1229 => 1.7530514102554
1230 => 1.7020359479416
1231 => 1.7833049646283
]
'min_raw' => 1.0375285907523
'max_raw' => 2.3162094900109
'avg_raw' => 1.6768690403816
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$1.03'
'max' => '$2.31'
'avg' => '$1.67'
'bar_min_pct' => 61.631153054957
'bar_max_pct' => 60.119598047091
'min_diff' => 0.15998480356368
'max_diff' => 0.35040307767123
'year' => 2035
]
10 => [
'items' => [
101 => 1.8233410045874
102 => 1.8159313991157
103 => 1.8177962371792
104 => 1.7857521407433
105 => 1.7533616671539
106 => 1.717435647085
107 => 1.7841817517826
108 => 1.7767607243343
109 => 1.7937818912994
110 => 1.8370715113059
111 => 1.8434460722931
112 => 1.8520135469044
113 => 1.8489427171306
114 => 1.9221023407857
115 => 1.9132422276383
116 => 1.9345925510949
117 => 1.8906733158917
118 => 1.8409745324072
119 => 1.850420646372
120 => 1.8495109096363
121 => 1.8379289168442
122 => 1.8274732116173
123 => 1.8100674082913
124 => 1.8651419455891
125 => 1.8629060199527
126 => 1.8991030570264
127 => 1.8927048791243
128 => 1.8499762811948
129 => 1.851502341429
130 => 1.8617658299033
131 => 1.8972878806994
201 => 1.9078332439013
202 => 1.9029482115061
203 => 1.9145107208429
204 => 1.9236492567812
205 => 1.9156583802574
206 => 2.0287923405675
207 => 1.9818112325746
208 => 2.0047094977179
209 => 2.0101705990302
210 => 1.9961821028534
211 => 1.9992157067836
212 => 2.0038107901304
213 => 2.0317112364022
214 => 2.1049300804788
215 => 2.1373582081028
216 => 2.2349198300351
217 => 2.1346655035249
218 => 2.1287168266835
219 => 2.1462906208722
220 => 2.203569620893
221 => 2.249988870467
222 => 2.2653888135414
223 => 2.267424170244
224 => 2.2963154872205
225 => 2.3128754513203
226 => 2.2928073214225
227 => 2.2758016825549
228 => 2.2148895949488
229 => 2.2219403349473
301 => 2.2705129416547
302 => 2.339124609541
303 => 2.3980005584149
304 => 2.3773842531533
305 => 2.5346721094563
306 => 2.5502665579455
307 => 2.5481119093932
308 => 2.5836383838166
309 => 2.5131255669268
310 => 2.4829799715849
311 => 2.2794784947003
312 => 2.3366541089875
313 => 2.4197622221601
314 => 2.4087625517422
315 => 2.3484072184701
316 => 2.3979547734824
317 => 2.3815728023
318 => 2.3686516619399
319 => 2.427845910816
320 => 2.362759402611
321 => 2.4191129344521
322 => 2.3468389469632
323 => 2.3774784266991
324 => 2.3600859761361
325 => 2.3713410231889
326 => 2.3055442480967
327 => 2.34104659081
328 => 2.3040672339189
329 => 2.3040497008889
330 => 2.3032333795359
331 => 2.3467394289268
401 => 2.3481581596355
402 => 2.3160071234017
403 => 2.3113736567868
404 => 2.3285060113601
405 => 2.3084485111255
406 => 2.3178332892449
407 => 2.3087327664943
408 => 2.3066840471369
409 => 2.2903595027355
410 => 2.2833264401548
411 => 2.2860842852124
412 => 2.2766703382641
413 => 2.2709980947105
414 => 2.3021050275248
415 => 2.2854858481722
416 => 2.2995578999364
417 => 2.2835210209166
418 => 2.2279302112981
419 => 2.1959593488244
420 => 2.0909534627259
421 => 2.120733001764
422 => 2.1404768669555
423 => 2.1339515196275
424 => 2.1479704906622
425 => 2.1488311416264
426 => 2.1442734312365
427 => 2.1389961864839
428 => 2.1364275155882
429 => 2.1555722839717
430 => 2.1666864664016
501 => 2.1424584279663
502 => 2.1367821375472
503 => 2.1612780220719
504 => 2.1762204974813
505 => 2.286547340452
506 => 2.2783739715737
507 => 2.2988875235155
508 => 2.296578012373
509 => 2.3180794828732
510 => 2.3532252999415
511 => 2.2817640269166
512 => 2.2941672329688
513 => 2.2911262532766
514 => 2.3243268721678
515 => 2.324430520876
516 => 2.3045250913569
517 => 2.3153161476279
518 => 2.3092928760546
519 => 2.3201777418816
520 => 2.2782648112493
521 => 2.3293102365382
522 => 2.3582497033824
523 => 2.3586515279076
524 => 2.372368605514
525 => 2.3863059508016
526 => 2.4130574713943
527 => 2.3855598654117
528 => 2.3360943490871
529 => 2.3396655995931
530 => 2.3106639854706
531 => 2.3111515078436
601 => 2.3085490752089
602 => 2.3163591714477
603 => 2.2799786881739
604 => 2.2885171148819
605 => 2.2765632674897
606 => 2.2941412476391
607 => 2.2752302467425
608 => 2.2911247868242
609 => 2.297984343411
610 => 2.3232962548923
611 => 2.2714916568362
612 => 2.1658585745369
613 => 2.1880639291135
614 => 2.1552204655017
615 => 2.1582602531029
616 => 2.1644011078358
617 => 2.1444965884837
618 => 2.1482937435126
619 => 2.1481580824148
620 => 2.146989028364
621 => 2.1418110941315
622 => 2.1343020650713
623 => 2.1642157256898
624 => 2.1692986395349
625 => 2.1805973273726
626 => 2.2142145584043
627 => 2.2108554042754
628 => 2.2163343240297
629 => 2.2043738729688
630 => 2.1588150641242
701 => 2.1612891266345
702 => 2.1304375274868
703 => 2.1798083826185
704 => 2.1681167124599
705 => 2.1605790166498
706 => 2.1585222865117
707 => 2.1922228481569
708 => 2.2023065843928
709 => 2.196023076665
710 => 2.183135418996
711 => 2.2078835316143
712 => 2.2145050825119
713 => 2.2159874035645
714 => 2.2598363141442
715 => 2.2184380705653
716 => 2.2284030392579
717 => 2.3061468803718
718 => 2.2356439443982
719 => 2.2729909219865
720 => 2.2711629817778
721 => 2.2902684317592
722 => 2.2695957772331
723 => 2.2698520395619
724 => 2.28681638483
725 => 2.2629930214367
726 => 2.2570940216318
727 => 2.2489445956508
728 => 2.2667385691396
729 => 2.2774052514939
730 => 2.363370877455
731 => 2.4189085923347
801 => 2.4164975536615
802 => 2.4385299338595
803 => 2.4286041447868
804 => 2.3965511535802
805 => 2.451261701124
806 => 2.4339489946946
807 => 2.4353762331777
808 => 2.4353231112901
809 => 2.4468345475626
810 => 2.4386776399559
811 => 2.4225995377737
812 => 2.4332729323358
813 => 2.464969098377
814 => 2.563354970326
815 => 2.6184130077081
816 => 2.5600404073427
817 => 2.6003050454344
818 => 2.5761606103369
819 => 2.5717728482449
820 => 2.5970620164999
821 => 2.6223954500963
822 => 2.6207818198956
823 => 2.6023910479909
824 => 2.5920025675905
825 => 2.6706676215787
826 => 2.7286266933329
827 => 2.7246742732018
828 => 2.7421189702646
829 => 2.793337140385
830 => 2.7980198879738
831 => 2.7974299694094
901 => 2.7858232909163
902 => 2.8362542309197
903 => 2.8783246083185
904 => 2.7831366801944
905 => 2.8193829971226
906 => 2.835655136575
907 => 2.8595474650175
908 => 2.8998578279191
909 => 2.9436455738259
910 => 2.9498376412054
911 => 2.9454440730819
912 => 2.9165648775786
913 => 2.9644779516463
914 => 2.9925443067353
915 => 3.0092571789037
916 => 3.051638241966
917 => 2.8357556277686
918 => 2.6829431833775
919 => 2.6590793135474
920 => 2.7076074312473
921 => 2.7204039088803
922 => 2.7152456647918
923 => 2.5432413655301
924 => 2.6581737465089
925 => 2.7818313246531
926 => 2.786581515841
927 => 2.8484870850179
928 => 2.868646075937
929 => 2.9184881732729
930 => 2.915370536514
1001 => 2.9275062940543
1002 => 2.9247164935578
1003 => 3.0170384833808
1004 => 3.1188833481036
1005 => 3.1153567842851
1006 => 3.1007153800074
1007 => 3.1224603620902
1008 => 3.2275751768432
1009 => 3.2178978891313
1010 => 3.227298549834
1011 => 3.3512348404391
1012 => 3.5123696479575
1013 => 3.437506352195
1014 => 3.5999381626665
1015 => 3.7021803772181
1016 => 3.8789977152426
1017 => 3.8568593136782
1018 => 3.9256930058256
1019 => 3.817226954454
1020 => 3.5681669758993
1021 => 3.5287522809297
1022 => 3.6076614983978
1023 => 3.8016521096945
1024 => 3.6015520436941
1025 => 3.6420320264351
1026 => 3.6303737886825
1027 => 3.629752570737
1028 => 3.6534619330414
1029 => 3.6190702664217
1030 => 3.4789524296701
1031 => 3.5431676085338
1101 => 3.5183710441084
1102 => 3.5458846810447
1103 => 3.694364432103
1104 => 3.628717994845
1105 => 3.5595648058771
1106 => 3.6462982511639
1107 => 3.7567397318594
1108 => 3.7498285024799
1109 => 3.7364178288139
1110 => 3.8120130941092
1111 => 3.9368743250424
1112 => 3.9706238140306
1113 => 3.9955369968237
1114 => 3.9989721038192
1115 => 4.03435584078
1116 => 3.844088569292
1117 => 4.1460476155536
1118 => 4.1981876013927
1119 => 4.1883874450359
1120 => 4.24633884491
1121 => 4.2292880729819
1122 => 4.2045841796423
1123 => 4.296449475059
1124 => 4.1911333270108
1125 => 4.0416503137908
1126 => 3.9596409762995
1127 => 4.0676374874126
1128 => 4.1335871881905
1129 => 4.1771757452159
1130 => 4.1903656162349
1201 => 3.8588584759562
1202 => 3.6801945135748
1203 => 3.7947160650748
1204 => 3.93444026176
1205 => 3.8433123943246
1206 => 3.8468844342002
1207 => 3.7169600432196
1208 => 3.9459356874427
1209 => 3.9125758620677
1210 => 4.0856466951257
1211 => 4.0443419518362
1212 => 4.185474497624
1213 => 4.1483095684514
1214 => 4.3025791115837
1215 => 4.3641214090203
1216 => 4.4674605047101
1217 => 4.5434771641653
1218 => 4.5881156005644
1219 => 4.5854356762775
1220 => 4.7623154000715
1221 => 4.658015606657
1222 => 4.5269904845547
1223 => 4.5246206534748
1224 => 4.592480420852
1225 => 4.7346958768565
1226 => 4.7715702754477
1227 => 4.7921780337623
1228 => 4.7606165345423
1229 => 4.6474065840245
1230 => 4.5985231013784
1231 => 4.6401732448837
]
'min_raw' => 1.717435647085
'max_raw' => 4.7921780337623
'avg_raw' => 3.2548068404237
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$1.71'
'max' => '$4.79'
'avg' => '$3.25'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.67990705633277
'max_diff' => 2.4759685437513
'year' => 2036
]
11 => [
'items' => [
101 => 4.5892386984144
102 => 4.6771660153301
103 => 4.7979090017169
104 => 4.7729760524976
105 => 4.8563231635813
106 => 4.9425786551811
107 => 5.0659278821453
108 => 5.0981759376824
109 => 5.1514807472015
110 => 5.2063489059145
111 => 5.2239710797547
112 => 5.2576172774552
113 => 5.257439945385
114 => 5.3588350268057
115 => 5.4706769415569
116 => 5.5128946752292
117 => 5.6099720259092
118 => 5.4437304648658
119 => 5.5698265985627
120 => 5.6835684675482
121 => 5.5479607223168
122 => 5.734864406566
123 => 5.7421214530925
124 => 5.8516942396808
125 => 5.7406212288677
126 => 5.6746664296044
127 => 5.8650754637833
128 => 5.9572083975941
129 => 5.9294572081276
130 => 5.7182692860424
131 => 5.5953488571127
201 => 5.2736423850237
202 => 5.6547175978985
203 => 5.8403282179734
204 => 5.7177885993766
205 => 5.7795904552929
206 => 6.1167613418531
207 => 6.245134185257
208 => 6.2184335312229
209 => 6.2229455022245
210 => 6.2922131583933
211 => 6.5993840922409
212 => 6.4153201485129
213 => 6.5560301367486
214 => 6.6306622071411
215 => 6.6999846334122
216 => 6.5297506640683
217 => 6.3082787711854
218 => 6.2381293259518
219 => 5.7056044492991
220 => 5.677884216831
221 => 5.6623240103376
222 => 5.564219109432
223 => 5.4871355305141
224 => 5.4258358066288
225 => 5.2649670255066
226 => 5.3192555167827
227 => 5.062864255598
228 => 5.2268942985556
301 => 4.8176876549213
302 => 5.158487107381
303 => 4.9730054596569
304 => 5.0975513975907
305 => 5.0971168685462
306 => 4.8677883094845
307 => 4.7355163825825
308 => 4.8198052025049
309 => 4.9101695083164
310 => 4.9248308129123
311 => 5.0419904941467
312 => 5.0746872428403
313 => 4.9756145678335
314 => 4.8092077567807
315 => 4.847860263653
316 => 4.7347330907645
317 => 4.5364820716512
318 => 4.6788694147091
319 => 4.7274867139586
320 => 4.7489588829736
321 => 4.5540017749591
322 => 4.4927420188962
323 => 4.4601278387875
324 => 4.7840412423025
325 => 4.8017859497402
326 => 4.7110015176401
327 => 5.1213557592659
328 => 5.0284799561833
329 => 5.1322449833508
330 => 4.8443529537907
331 => 4.8553508170179
401 => 4.7190581165498
402 => 4.7953729217304
403 => 4.7414360771697
404 => 4.7892074396294
405 => 4.817841397319
406 => 4.9541117334962
407 => 5.1600430957261
408 => 4.9337574894866
409 => 4.8351616103784
410 => 4.8963299392528
411 => 5.0592292597135
412 => 5.3060300688743
413 => 5.159919022522
414 => 5.2247606237667
415 => 5.2389256290366
416 => 5.1311887527813
417 => 5.3100024811761
418 => 5.405830210903
419 => 5.5041296328482
420 => 5.5894802666359
421 => 5.4648666820727
422 => 5.598221080211
423 => 5.4907609755317
424 => 5.3943581526129
425 => 5.3945043559019
426 => 5.3340294568644
427 => 5.2168517196516
428 => 5.1952423470806
429 => 5.3076570321581
430 => 5.3978029638801
501 => 5.4052278145866
502 => 5.455137234253
503 => 5.4846731147038
504 => 5.7741648952031
505 => 5.8906008841216
506 => 6.0329766073506
507 => 6.0884399754043
508 => 6.2553648285283
509 => 6.120559452657
510 => 6.0913934616217
511 => 5.6864883686463
512 => 5.7527915549378
513 => 5.8589493534964
514 => 5.6882388716442
515 => 5.7965153802429
516 => 5.8178914566504
517 => 5.682438194794
518 => 5.7547896345414
519 => 5.5626456612791
520 => 5.1642313092744
521 => 5.3104460302427
522 => 5.4181092802183
523 => 5.2644605477201
524 => 5.5398699536959
525 => 5.378981464329
526 => 5.3279875372091
527 => 5.1290420468669
528 => 5.2229366601942
529 => 5.3499304691608
530 => 5.2714630598344
531 => 5.4342947161276
601 => 5.6649077670552
602 => 5.8292563603909
603 => 5.8418730046626
604 => 5.7362078696484
605 => 5.9055369228546
606 => 5.9067703001464
607 => 5.7157664364003
608 => 5.5987776333698
609 => 5.5721975311748
610 => 5.6385998377941
611 => 5.7192244965719
612 => 5.8463471121057
613 => 5.9231646462749
614 => 6.1234640345163
615 => 6.1776593059409
616 => 6.2372034782569
617 => 6.3167728552138
618 => 6.41231629342
619 => 6.2032726899157
620 => 6.211578381989
621 => 6.0169198728115
622 => 5.8088993389013
623 => 5.9667609940135
624 => 6.1731441086168
625 => 6.1257995940937
626 => 6.1204723690492
627 => 6.1294312839251
628 => 6.093735066102
629 => 5.9322823958517
630 => 5.8512018755991
701 => 5.9558164325717
702 => 6.0114144137443
703 => 6.0976420338896
704 => 6.0870126596625
705 => 6.3091257489864
706 => 6.3954321791465
707 => 6.3733513010512
708 => 6.3774147140267
709 => 6.5336683832991
710 => 6.7074545995481
711 => 6.8702283241763
712 => 7.0358087481622
713 => 6.8361950843332
714 => 6.7348435763001
715 => 6.8394124618297
716 => 6.7839267392541
717 => 7.1027641593081
718 => 7.1248397705009
719 => 7.4436541349804
720 => 7.7462469305798
721 => 7.5561938171768
722 => 7.7354053429356
723 => 7.9292372193737
724 => 8.3031703571115
725 => 8.1772428314478
726 => 8.0807843203254
727 => 7.9896314933988
728 => 8.1793060561293
729 => 8.4233193509569
730 => 8.4758774775325
731 => 8.5610417213346
801 => 8.471501932365
802 => 8.5793427456946
803 => 8.960068204403
804 => 8.8571928247034
805 => 8.7110932474875
806 => 9.0116394318759
807 => 9.1204059276624
808 => 9.883786156548
809 => 10.84758522918
810 => 10.448566084465
811 => 10.200882025072
812 => 10.259093654174
813 => 10.611040448842
814 => 10.724074589056
815 => 10.416808830749
816 => 10.525340291106
817 => 11.12335930825
818 => 11.444177324201
819 => 11.008463366932
820 => 9.8063458394923
821 => 8.6979385790693
822 => 8.9919380967629
823 => 8.9586076753236
824 => 9.6011045048534
825 => 8.8547392809207
826 => 8.8673061571314
827 => 9.5230891406799
828 => 9.3481374836357
829 => 9.0647382053394
830 => 8.7000077074292
831 => 8.0257696485546
901 => 7.4285781972901
902 => 8.5998081581973
903 => 8.5493025925395
904 => 8.4761630489615
905 => 8.6389271886691
906 => 9.429263649682
907 => 9.4110438361862
908 => 9.2951386785563
909 => 9.3830517190774
910 => 9.0493266242828
911 => 9.1353351799905
912 => 8.6977630016962
913 => 8.8955639009136
914 => 9.0641301577693
915 => 9.0979723294992
916 => 9.1742204704307
917 => 8.5226884544285
918 => 8.8152072016385
919 => 8.9870345603243
920 => 8.2107123026489
921 => 8.9716891653564
922 => 8.5113467315578
923 => 8.3550995954152
924 => 8.5654657802363
925 => 8.4834858734237
926 => 8.4130043635679
927 => 8.3736744700422
928 => 8.5281441789063
929 => 8.5209379823565
930 => 8.2681955573765
1001 => 7.9385033670891
1002 => 8.0491588879268
1003 => 8.0089566998054
1004 => 7.8632587838681
1005 => 7.9614415875764
1006 => 7.529094209225
1007 => 6.7852630162325
1008 => 7.2766606864889
1009 => 7.2577424107219
1010 => 7.2482029582046
1011 => 7.6174747261683
1012 => 7.5819777662278
1013 => 7.5175504363485
1014 => 7.8620755254304
1015 => 7.7363192333991
1016 => 8.1238704935306
1017 => 8.3791368186971
1018 => 8.3143930216343
1019 => 8.5544722342627
1020 => 8.0517081676341
1021 => 8.2187062231749
1022 => 8.2531242909725
1023 => 7.8578241393103
1024 => 7.5877855078724
1025 => 7.5697770098212
1026 => 7.1015672365234
1027 => 7.3516811181619
1028 => 7.571770983588
1029 => 7.4663650177124
1030 => 7.4329966378298
1031 => 7.6034684539312
1101 => 7.6167155740347
1102 => 7.3146798318092
1103 => 7.3774826268459
1104 => 7.6393807222449
1105 => 7.3708834668031
1106 => 6.8492371582575
1107 => 6.7198616614137
1108 => 6.7026005852712
1109 => 6.3517239769308
1110 => 6.7285071507458
1111 => 6.5640311982143
1112 => 7.0836087615369
1113 => 6.7868288439173
1114 => 6.7740352548353
1115 => 6.7546958685262
1116 => 6.4526818771975
1117 => 6.518803747308
1118 => 6.7386029142007
1119 => 6.8170297331629
1120 => 6.8088491734131
1121 => 6.7375257783719
1122 => 6.7701772633869
1123 => 6.6649954536221
1124 => 6.6278535674241
1125 => 6.5106235579026
1126 => 6.3383278295226
1127 => 6.362286607305
1128 => 6.0209236857546
1129 => 5.8349310485924
1130 => 5.7834507379695
1201 => 5.7146091150943
1202 => 5.7912265824538
1203 => 6.0199566474878
1204 => 5.7440596612666
1205 => 5.2710536303136
1206 => 5.2994820987369
1207 => 5.3633524267961
1208 => 5.2443304930023
1209 => 5.1316862214201
1210 => 5.2296212764422
1211 => 5.0292023855991
1212 => 5.3875720922419
1213 => 5.3778791959967
1214 => 5.5114572611992
1215 => 5.5949863666681
1216 => 5.4024788214312
1217 => 5.3540636943999
1218 => 5.3816431511018
1219 => 4.9258161658187
1220 => 5.4742064717255
1221 => 5.4789489738634
1222 => 5.4383407913022
1223 => 5.7303416995464
1224 => 6.3465546933088
1225 => 6.1147105779451
1226 => 6.0249335289508
1227 => 5.8542672931861
1228 => 6.0816699191843
1229 => 6.0642089455412
1230 => 5.9852438008496
1231 => 5.9374854349538
]
'min_raw' => 4.4601278387875
'max_raw' => 11.444177324201
'avg_raw' => 7.9521525814941
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$4.46'
'max' => '$11.44'
'avg' => '$7.95'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 2.7426921917024
'max_diff' => 6.6519992904384
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.13999831638561
]
1 => [
'year' => 2028
'avg' => 0.24027775271935
]
2 => [
'year' => 2029
'avg' => 0.65639551457777
]
3 => [
'year' => 2030
'avg' => 0.50640816196322
]
4 => [
'year' => 2031
'avg' => 0.49735557352049
]
5 => [
'year' => 2032
'avg' => 0.87202084394088
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.13999831638561
'min' => '$0.139998'
'max_raw' => 0.87202084394088
'max' => '$0.87202'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.87202084394088
]
1 => [
'year' => 2033
'avg' => 2.2429272794619
]
2 => [
'year' => 2034
'avg' => 1.4216750997641
]
3 => [
'year' => 2035
'avg' => 1.6768690403816
]
4 => [
'year' => 2036
'avg' => 3.2548068404237
]
5 => [
'year' => 2037
'avg' => 7.9521525814941
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.87202084394088
'min' => '$0.87202'
'max_raw' => 7.9521525814941
'max' => '$7.95'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 7.9521525814941
]
]
]
]
'prediction_2025_max_price' => '$0.239371'
'last_price' => 0.232101
'sma_50day_nextmonth' => '$0.204698'
'sma_200day_nextmonth' => '$0.37357'
'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' => '$0.218723'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.209132'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.196582'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.191791'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.217592'
'daily_sma50_action' => 'BUY'
'daily_sma100' => '$0.303254'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.413948'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.2204083'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.212518'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.202863'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.200975'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$0.229698'
'daily_ema50_action' => 'BUY'
'daily_ema100' => '$0.294377'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.411397'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.364826'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.487931'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '$1.13'
'weekly_sma100_action' => 'SELL'
'weekly_sma200' => '—'
'weekly_sma200_action' => '—'
'weekly_ema3' => '$0.217956'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$0.220183'
'weekly_ema5_action' => 'BUY'
'weekly_ema10' => '$0.252325'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.33668'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.546045'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.80965'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$0.639899'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '63.36'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 121.46
'stoch_rsi_14_action' => 'SELL'
'momentum_10' => 0.05
'momentum_10_action' => 'BUY'
'vwma_10' => '0.202673'
'vwma_10_action' => 'BUY'
'hma_9' => '0.224032'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 100
'stochastic_fast_14_action' => 'SELL'
'cci_20' => 272.22
'cci_20_action' => 'SELL'
'adx_14' => 23.39
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '0.006512'
'ao_5_34_action' => 'BUY'
'macd_12_26' => 0.01
'macd_12_26_action' => 'BUY'
'williams_percent_r_14' => -0
'williams_percent_r_14_action' => 'SELL'
'ultimate_oscillator' => 78.41
'ultimate_oscillator_action' => 'SELL'
'ichimoku_cloud' => '-0.054056'
'ichimoku_cloud_action' => 'SELL'
'sell_signals' => 13
'buy_signals' => 21
'sell_pct' => 38.24
'buy_pct' => 61.76
'overall_action' => 'bullish'
'overall_action_label' => 'Alcista'
'overall_action_dir' => 1
'last_updated' => 1767710393
'last_updated_date' => '6 de enero de 2026'
]
Predicción de precio de Arkham para 2026
La previsión del precio de Arkham para 2026 sugiere que el precio medio podría oscilar entre $0.08019 en el extremo inferior y $0.239371 en el extremo superior. En el mercado de criptomonedas, en comparación con el precio medio de hoy, Arkham podría potencialmente ganar 3.13% para 2026 si ARKM alcanza el objetivo de precio previsto.
Predicción de precio de Arkham 2027-2032
La predicción del precio de ARKM para 2027-2032 está actualmente dentro de un rango de precios de $0.139998 en el extremo inferior y $0.87202 en el extremo superior. Considerando la volatilidad de precios en el mercado, si Arkham alcanza el objetivo de precio superior, podría ganar 275.71% para 2032 en comparación con el precio de hoy.
| Predicción de Precio de Arkham | Potencial Mínimo ($) | Precio Medio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2027 | $0.077197 | $0.139998 | $0.202798 |
| 2028 | $0.139319 | $0.240277 | $0.341236 |
| 2029 | $0.306044 | $0.656395 | $1.00 |
| 2030 | $0.260277 | $0.5064081 | $0.752538 |
| 2031 | $0.307728 | $0.497355 | $0.686982 |
| 2032 | $0.469724 | $0.87202 | $1.27 |
Predicción de precio de Arkham 2032-2037
La predicción de precio de Arkham para 2032-2037 se estima actualmente entre $0.87202 en el extremo inferior y $7.95 en el extremo superior. Comparado con el precio actual, Arkham podría potencialmente ganar 3326.16% para 2037 si alcanza el objetivo de precio superior. Tenga en cuenta que esta información es solo para fines generales y no debe considerarse como consejo de inversión a largo plazo.
| Predicción de Precio de Arkham | Potencial Mínimo ($) | Precio Medio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2032 | $0.469724 | $0.87202 | $1.27 |
| 2033 | $1.09 | $2.24 | $3.39 |
| 2034 | $0.877543 | $1.42 | $1.96 |
| 2035 | $1.03 | $1.67 | $2.31 |
| 2036 | $1.71 | $3.25 | $4.79 |
| 2037 | $4.46 | $7.95 | $11.44 |
Arkham Histograma de precios potenciales
Pronóstico de precio de Arkham basado en análisis técnico
Indicador de Sentimiento del Mercado
Alcista 61.76%
Bajista 38.24%
A fecha de 6 de enero de 2026, el sentimiento general de predicción de precio para Arkham es Alcista, con 21 indicadores técnicos mostrando señales alcistas y 13 indicando señales bajistas. La predicción de precio de ARKM 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 Arkham
Según nuestros indicadores técnicos, se proyecta que el SMA de 200 días de Arkham aumentar durante el próximo mes, alcanzando $0.37357 para el 4 feb. 2026. Se espera que el SMA de 50 días a corto plazo para Arkham alcance $0.204698 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 63.36, lo que sugiere que el mercado de ARKM está en un estado NEUTRAL.
Promedios Móviles y Osciladores Populares de ARKM 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 | $0.218723 | BUY |
| SMA 5 | $0.209132 | BUY |
| SMA 10 | $0.196582 | BUY |
| SMA 21 | $0.191791 | BUY |
| SMA 50 | $0.217592 | BUY |
| SMA 100 | $0.303254 | SELL |
| SMA 200 | $0.413948 | SELL |
Promedio Móvil Exponencial Diario (EMA)
| Período | Valor | Acción |
|---|---|---|
| EMA 3 | $0.2204083 | BUY |
| EMA 5 | $0.212518 | BUY |
| EMA 10 | $0.202863 | BUY |
| EMA 21 | $0.200975 | BUY |
| EMA 50 | $0.229698 | BUY |
| EMA 100 | $0.294377 | SELL |
| EMA 200 | $0.411397 | SELL |
Promedio Móvil Simple Semanal (SMA)
| Período | Valor | Acción |
|---|---|---|
| SMA 21 | $0.364826 | SELL |
| SMA 50 | $0.487931 | SELL |
| SMA 100 | $1.13 | SELL |
| SMA 200 | — | — |
Promedio Móvil Exponencial Semanal (EMA)
| Período | Valor | Acción |
|---|---|---|
| EMA 21 | $0.33668 | SELL |
| EMA 50 | $0.546045 | SELL |
| EMA 100 | $0.80965 | SELL |
| EMA 200 | $0.639899 | SELL |
Osciladores de Arkham
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) | 63.36 | NEUTRAL |
| Stoch RSI (14) | 121.46 | SELL |
| Estocástico Rápido (14) | 100 | SELL |
| Índice de Canal de Materias Primas (20) | 272.22 | SELL |
| Índice Direccional Medio (14) | 23.39 | NEUTRAL |
| Oscilador Asombroso (5, 34) | 0.006512 | BUY |
| Momentum (10) | 0.05 | BUY |
| MACD (12, 26) | 0.01 | BUY |
| Rango Percentil de Williams (14) | -0 | SELL |
| Oscilador Ultimate (7, 14, 28) | 78.41 | SELL |
| VWMA (10) | 0.202673 | BUY |
| Promedio Móvil de Hull (9) | 0.224032 | BUY |
| Nube Ichimoku B/L (9, 26, 52, 26) | -0.054056 | SELL |
Predicción de precios de Arkham basada en flujos de dinero globales
Definiciones de flujos de dinero globales utilizadas para la predicción de precios de Arkham
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 Arkham por parte de empresas de Internet o nichos tecnológicos
| Comparación | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook acción | $0.32614 | $0.458282 | $0.643962 | $0.904875 | $1.27 | $1.78 |
| Amazon.com acción | $0.484292 | $1.01 | $2.10 | $4.39 | $9.17 | $19.15 |
| Apple acción | $0.329217 | $0.466969 | $0.662361 | $0.9395088 | $1.33 | $1.89 |
| Netflix acción | $0.366218 | $0.577836 | $0.911734 | $1.43 | $2.26 | $3.58 |
| Google acción | $0.300569 | $0.389236 | $0.504059 | $0.652754 | $0.845314 | $1.09 |
| Tesla acción | $0.526155 | $1.19 | $2.70 | $6.12 | $13.89 | $31.49 |
| Kodak acción | $0.174051 | $0.130519 | $0.097875 | $0.073396 | $0.055039 | $0.041273 |
| Nokia acción | $0.153757 | $0.101857 | $0.067476 | $0.04470038 | $0.029612 | $0.019616 |
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 Arkham
Podría preguntarse cosas como: "¿Debo invertir en Arkham ahora?", "¿Debería comprar ARKM hoy?", "¿Será Arkham una buena o mala inversión a corto plazo?, ¿Lo será a largo plazo?".
Actualizamos el pronóstico de Arkham regularmente con valores actualizados. Aquí hay algunas predicciones similares. Hacemos un pronóstico de precios futuros para una gran cantidad de monedas digitales, como Arkham, 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 Arkham a fin de tomar una decisión responsable sobre la inversión por sus propios medios.
El precio de Arkham es de $0.2321 USD hoy, pero dicho precio puede subir y bajar, y su inversión puede perderse porque estos son activos de criptomonedas conllevan un alto riesgo
Pronóstico a corto plazo de Arkham
basado en el historial de precios de las últimas 4 horas
Pronóstico a largo plazo de Arkham
basado en el historial de precios del último mes
Predicción de precios de Arkham basada en el patrón de crecimiento del Bitcoin
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Si Arkham ofrece un 1 % del crecimiento medio anterior anual del Bitcoin | $0.238134 | $0.244323 | $0.250674 | $0.25719 |
| Si Arkham ofrece un 2 % del crecimiento medio anterior anual del Bitcoin | $0.244167 | $0.25686 | $0.270213 | $0.284261 |
| Si Arkham ofrece un 5 % del crecimiento medio anterior anual del Bitcoin | $0.262266 | $0.296351 | $0.334867 | $0.378389 |
| Si Arkham ofrece un 10 % del crecimiento medio anterior anual del Bitcoin | $0.292431 | $0.368443 | $0.464214 | $0.584878 |
| Si Arkham ofrece un 20 % del crecimiento medio anterior anual del Bitcoin | $0.352762 | $0.53615 | $0.814875 | $1.23 |
| Si Arkham ofrece un 50 % del crecimiento medio anterior anual del Bitcoin | $0.533753 | $1.22 | $2.82 | $6.49 |
| Si Arkham ofrece un 100 % del crecimiento medio anterior anual del Bitcoin | $0.835406 | $3.00 | $10.82 | $38.95 |
Cuadro de preguntas
¿Es ARKM una buena inversión?
La decisión de adquirir Arkham depende completamente de su tolerancia individual al riesgo. Como puede discernir, el valor de Arkham ha experimentado un aumento de 8.4491% durante las últimas 24 horas, y Arkham ha sufrido un declive de -82.79% durante el período previo de 30 días. Por lo tanto, la determinación de si invertir o no en Arkham dependerá de si dicha inversión se alinea con sus aspiraciones comerciales.
¿Puede Arkham subir?
Parece que el valor medio de Arkham podría potencialmente aumentar hasta $0.239371 para el final de este año. Mirando las perspectivas de Arkham en un horizonte de cinco años más extendido, la moneda digital podría potencialmente crecer hasta $0.752538. 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 Arkham la próxima semana?
Basado en nuestro nuevo pronóstico experimental de Arkham, el precio de Arkham aumentará en un 0.86% durante la próxima semana y alcanzará $0.2340872 para el 13 de enero de 2026.
¿Cuál será el precio de Arkham el próximo mes?
Basado en nuestro nuevo pronóstico experimental de Arkham, el precio de Arkham disminuirá en un -11.62% durante el próximo mes y alcanzará $0.205135 para el 5 de febrero de 2026.
¿Hasta qué punto puede subir el precio de Arkham este año en 2026?
Según nuestra predicción más reciente sobre el valor de Arkham en 2026, se anticipa que ARKM fluctúe dentro del rango de $0.08019 y $0.239371. Sin embargo, es crucial tener en cuenta que el mercado de criptomonedas es excepcionalmente inestable, y esta predicción de precios proyectada de Arkham no considera fluctuaciones de precios repentinas y extremas.
¿Dónde estará Arkham en 5 años?
El futuro de Arkham parece estar en una tendencia alcista, con un precio máximo de $0.752538 proyectada después de un período de cinco años. Basado en el pronóstico de Arkham para 2030, el valor de Arkham podría potencialmente alcanzar su punto más alto de aproximadamente $0.752538, mientras que su punto más bajo se anticipa que esté alrededor de $0.260277.
¿Cuánto será Arkham en 2026?
Basado en nuestra nueva simulación experimental de predicción de precios de Arkham, se espera que el valor de ARKM en 2026 crezca en un 3.13% hasta $0.239371 si ocurre lo mejor. El precio estará entre $0.239371 y $0.08019 durante 2026.
¿Cuánto será Arkham en 2027?
Según nuestra última simulación experimental para la predicción de precios de Arkham, el valor de ARKM podría disminuir en un -12.62% hasta $0.202798 en 2027, asumiendo las condiciones más favorables. Se proyecta que el precio fluctúe entre $0.202798 y $0.077197 a lo largo del año.
¿Cuánto será Arkham en 2028?
Nuestro nuevo modelo experimental de predicción de precios de Arkham sugiere que el valor de ARKM en 2028 podría aumentar en un 47.02% , alcanzando $0.341236 en el mejor escenario. Se espera que el precio oscile entre $0.341236 y $0.139319 durante el año.
¿Cuánto será Arkham en 2029?
Basado en nuestro modelo de pronóstico experimental, el valor de Arkham podría experimentar un 333.75% crecimiento en 2029, potencialmente alcanzando $1.00 bajo condiciones óptimas. El rango de precios previsto para 2029 se encuentra entre $1.00 y $0.306044.
¿Cuánto será Arkham en 2030?
Usando nuestra nueva simulación experimental para las predicciones de precios de Arkham, se espera que el valor de ARKM en 2030 aumente en un 224.23% , alcanzando $0.752538 en el mejor escenario. Se pronostica que el precio oscile entre $0.752538 y $0.260277 durante el transcurso de 2030.
¿Cuánto será Arkham en 2031?
Nuestra simulación experimental indica que el precio de Arkham podría crecer en un 195.98% en 2031, potencialmente alcanzando $0.686982 bajo condiciones ideales. Es probable que el precio fluctúe entre $0.686982 y $0.307728 durante el año.
¿Cuánto será Arkham en 2032?
Basado en los hallazgos de nuestra última predicción experimental de precios de Arkham, ARKM podría experimentar un 449.04% aumento en valor, alcanzando $1.27 si se desarrolla el escenario más positivo en 2032. Se espera que el precio se mantenga dentro de un rango de $1.27 y $0.469724 a lo largo del año.
¿Cuánto será Arkham en 2033?
Según nuestra predicción experimental de precios de Arkham, se anticipa que el valor de ARKM aumente en un 1362.43% en 2033, con el precio potencial más alto siendo $3.39. A lo largo del año, el precio de ARKM podría oscilar entre $3.39 y $1.09.
¿Cuánto será Arkham en 2034?
Los resultados de nuestra nueva simulación de predicción de precios de Arkham sugieren que ARKM podría aumentar en un 746.96% en 2034, alcanzando potencialmente $1.96 bajo las mejores circunstancias. El rango de precios previsto para el año está entre $1.96 y $0.877543.
¿Cuánto será Arkham en 2035?
Basado en nuestra predicción experimental para el precio de Arkham, ARKM podría crecer en un 897.93% , con el valor potencialmente alcanzando $2.31 en 2035. El rango de precios esperado para el año está entre $2.31 y $1.03.
¿Cuánto será Arkham en 2036?
Nuestra reciente simulación de predicción de precios de Arkham sugiere que el valor de ARKM podría aumentar en un 1964.7% en 2036, posiblemente alcanzando $4.79 si las condiciones son óptimas. El rango de precios esperado para 2036 está entre $4.79 y $1.71.
¿Cuánto será Arkham en 2037?
Según la simulación experimental, el valor de Arkham podría aumentar en un 4830.69% en 2037, con un máximo de $11.44 bajo condiciones favorables. Se espera que el precio caiga entre $11.44 y $4.46 durante el transcurso del año.
Predicciones relacionadas
Predicción de precios de Chia- Predicción de precios de SPACE ID
- Predicción de precios de SSV Network
- Predicción de precios de Moonbeam
- Predicción de precios de ZelCash
- Predicción de precios de PAAL AI
- Predicción de precios de Aragon
- Predicción de precios de Kusama
- Predicción de precios de GMX
- Predicción de precios de API3
- Predicción de precios de BENQI Liquid Staked AVAX
- Predicción de precios de Blox
- Predicción de precios de DAO Maker
- Predicción de precios de JUST
- Predicción de precios de Rollbit Coin
- Predicción de precios de cat in a dogs world
- Predicción de precios de Harmony
- Predicción de precios de Kadena
- Predicción de precios de OKT Chain
- Predicción de precios de Audius
- Predicción de precios de Decentralized Social
- Predicción de precios de Chromia
- Predicción de precios de Ontology
- Predicción de precios de 0x0.ai: AI Smart Contract
- Predicción de precios de Telcoin
Predicción de precios de Chia
Predicción de precios de SPACE ID
Predicción de precios de SSV Network
Predicción de precios de Moonbeam
Predicción de precios de ZelCash
Predicción de precios de PAAL AI
Predicción de precios de Aragon
Predicción de precios de Kusama
Predicción de precios de GMX
Predicción de precios de API3
Predicción de precios de BENQI Liquid Staked AVAX
Predicción de precios de Blox
Predicción de precios de DAO Maker
Predicción de precios de JUST
Predicción de precios de Rollbit Coin
Predicción de precios de cat in a dogs world
Predicción de precios de Harmony
Predicción de precios de Kadena
Predicción de precios de OKT Chain
Predicción de precios de Audius
Predicción de precios de Decentralized Social
Predicción de precios de Chromia
Predicción de precios de Ontology
Predicción de precios de 0x0.ai: AI Smart Contract
Predicción de precios de Telcoin¿Cómo leer y predecir los movimientos de precio de Arkham?
Los traders de Arkham 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 Arkham
Las medias móviles son herramientas populares para la predicción de precios de Arkham. Una media móvil simple (SMA) calcula el precio de cierre promedio de ARKM 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 ARKM 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 ARKM.
¿Cómo leer gráficos de Arkham 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 Arkham 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 ARKM 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 Arkham?
La acción del precio de Arkham 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 ARKM. La capitalización de mercado de Arkham puede cambiar rápidamente.
Los traders a menudo monitorean la actividad de las "ballenas" de ARKM, grandes poseedores de Arkham, ya que sus acciones pueden influir significativamente en los movimientos de precios en el relativamente pequeño mercado de Arkham.
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