Predicción del precio de ARK - Pronóstico de ARK
$0.2807
2.1389%
Add to portfolio
Add to favorites
Sentiment
Alcista 58.82%
Bajista 41.18%
SMA 50
$0.273557
SMA 200
$0.372619
RSI (14)
58.73
Momentum (10)
0.03
MACD (12, 26)
0
Hull Moving Average (9)
0.282440
Predicción de precio de ARK hasta $0.289552 para el año 2026
| Año | Precio min. | Precio max. |
|---|---|---|
| 2026 | $0.0970018 | $0.289552 |
| 2027 | $0.093381 | $0.245313 |
| 2028 | $0.168525 | $0.412772 |
| 2029 | $0.3702024 | $1.21 |
| 2030 | $0.314841 | $0.910298 |
| 2031 | $0.37224 | $0.830999 |
| 2032 | $0.568196 | $1.54 |
| 2033 | $1.32 | $4.10 |
| 2034 | $1.06 | $2.37 |
| 2035 | $1.25 | $2.80 |
Calculadora de ganancias de inversión
Si abres una posición corta de $10,000.00 en ARK 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 Ark para 2027, 2028, 2029, 2030, 2031, 2032 y 2037
[
'name' => 'ARK'
'name_with_ticker' => 'ARK <small>ARK</small>'
'name_lang' => 'Ark'
'name_lang_with_ticker' => 'Ark <small>ARK</small>'
'name_with_lang' => 'Ark/ARK'
'name_with_lang_with_ticker' => 'Ark/ARK <small>ARK</small>'
'image' => '/uploads/coins/ark.png?1717131519'
'price_for_sd' => 0.2807
'ticker' => 'ARK'
'marketcap' => '$53.93M'
'low24h' => '$0.2734'
'high24h' => '$0.2837'
'volume24h' => '$2.65M'
'current_supply' => '192.13M'
'max_supply' => '192.41M'
'algo' => 'Delegated Proof-of-Stake'
'proof' => null
'ico_price_and_roi' => '0.01 USD 28.07x'
'price' => '$0.2807'
'change_24h_pct' => '2.1389%'
'ath_price' => '$10.22'
'ath_days' => 2918
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '10 ene. 2018'
'ath_pct' => '-97.26%'
'fdv' => '$54.01M'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$13.84'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.28316'
'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' => '$0.248139'
'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' => '$0.0970018'
'current_year_max_price_prediction' => '$0.289552'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.314841'
'grand_prediction_max_price' => '$0.910298'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.28607821642129
107 => 0.28714632863502
108 => 0.2895528399917
109 => 0.26898946393299
110 => 0.27822181607435
111 => 0.28364495800299
112 => 0.25914300547381
113 => 0.28316063318127
114 => 0.26863150130519
115 => 0.26370009572622
116 => 0.27033958367503
117 => 0.26775216876426
118 => 0.26552766136209
119 => 0.26428634800978
120 => 0.26916165518585
121 => 0.26893421627883
122 => 0.26095726748245
123 => 0.25055166295959
124 => 0.25404412538979
125 => 0.25277528104689
126 => 0.24817682546404
127 => 0.25127562930723
128 => 0.23763006545054
129 => 0.2141535820698
130 => 0.22966286609525
131 => 0.22906577553113
201 => 0.22876469539279
202 => 0.2404194936928
203 => 0.2392991537582
204 => 0.2372657258065
205 => 0.24813947996507
206 => 0.24417041342456
207 => 0.25640214127273
208 => 0.26445874833209
209 => 0.2624153321779
210 => 0.2699926100582
211 => 0.2541245846704
212 => 0.25939530618954
213 => 0.26048159458974
214 => 0.24800529952665
215 => 0.23948245522697
216 => 0.23891407867972
217 => 0.22413664118438
218 => 0.23203062901509
219 => 0.23897701163069
220 => 0.23565023341888
221 => 0.2345970748217
222 => 0.23997743369249
223 => 0.24039553365641
224 => 0.23086281017083
225 => 0.23284496524557
226 => 0.24111088141312
227 => 0.23263668536631
228 => 0.21617270669941
301 => 0.2120894123577
302 => 0.21154462562248
303 => 0.20047040751761
304 => 0.21236227761065
305 => 0.20717115763274
306 => 0.2235698434438
307 => 0.21420300205644
308 => 0.21379921624549
309 => 0.21318883476976
310 => 0.20365679777672
311 => 0.20574370808564
312 => 0.21268091579791
313 => 0.21515618966289
314 => 0.21489799831945
315 => 0.21264691969554
316 => 0.21367745196218
317 => 0.2103577484701
318 => 0.20918549207339
319 => 0.20548552843085
320 => 0.20004760401736
321 => 0.20080378075979
322 => 0.19002982958635
323 => 0.18415960917019
324 => 0.18253480952726
325 => 0.18036205953968
326 => 0.18278022741983
327 => 0.18999930833635
328 => 0.18129156513757
329 => 0.16636275020042
330 => 0.16725999741561
331 => 0.16927584551304
401 => 0.16551932591964
402 => 0.16196409538529
403 => 0.16505507988994
404 => 0.15872954419798
405 => 0.17004025628081
406 => 0.16973433321687
407 => 0.17395026723161
408 => 0.1765865772907
409 => 0.17051073612001
410 => 0.16898267849641
411 => 0.16985312956516
412 => 0.1554665123524
413 => 0.17277457367608
414 => 0.17292425450914
415 => 0.17164259634261
416 => 0.18085860467103
417 => 0.20030725678908
418 => 0.19298989154205
419 => 0.19015638654987
420 => 0.18476989148845
421 => 0.19194707633936
422 => 0.19139598052434
423 => 0.18890371625191
424 => 0.18739638704361
425 => 0.19017368732714
426 => 0.18705224880346
427 => 0.18649155267321
428 => 0.18309434416732
429 => 0.18188169529385
430 => 0.18098389834488
501 => 0.17999551211977
502 => 0.18217564584186
503 => 0.17723517600712
504 => 0.17127745370665
505 => 0.17078213356081
506 => 0.17214975603246
507 => 0.17154468489627
508 => 0.170779236713
509 => 0.16931778767373
510 => 0.16888420696269
511 => 0.1702931339301
512 => 0.16870253752944
513 => 0.17104954916288
514 => 0.17041129186466
515 => 0.1668460384805
516 => 0.16240241273798
517 => 0.16236285514805
518 => 0.16140548327083
519 => 0.16018612624336
520 => 0.15984692901343
521 => 0.16479476579641
522 => 0.17503663986089
523 => 0.17302591491476
524 => 0.17447886975572
525 => 0.18162596953099
526 => 0.18389781762876
527 => 0.18228531366064
528 => 0.18007801877415
529 => 0.18017512854695
530 => 0.18771812336766
531 => 0.18818857070221
601 => 0.18937723934453
602 => 0.19090501446764
603 => 0.18254550037039
604 => 0.17978139618472
605 => 0.1784716102749
606 => 0.17443797662356
607 => 0.17878790469891
608 => 0.1762533878919
609 => 0.17659538080059
610 => 0.17637265747015
611 => 0.17649427946906
612 => 0.17003709470627
613 => 0.17238975345419
614 => 0.1684780019801
615 => 0.16324060587101
616 => 0.16322304828279
617 => 0.16450489356067
618 => 0.16374240183078
619 => 0.16169055619108
620 => 0.16198201117976
621 => 0.15942855879556
622 => 0.16229204653095
623 => 0.16237416111315
624 => 0.16127156235979
625 => 0.16568316030131
626 => 0.16749059557748
627 => 0.16676484145806
628 => 0.16743967473375
629 => 0.17310946961415
630 => 0.17403389357015
701 => 0.17444446162739
702 => 0.17389435482054
703 => 0.16754330817597
704 => 0.16782500410139
705 => 0.16575810630883
706 => 0.16401179547843
707 => 0.16408163875346
708 => 0.1649794695248
709 => 0.16890034916031
710 => 0.17715160920478
711 => 0.17746473849188
712 => 0.17784426032246
713 => 0.17630055430509
714 => 0.17583495779897
715 => 0.17644919977119
716 => 0.17954793921325
717 => 0.18751873835778
718 => 0.18470132558833
719 => 0.18241072515112
720 => 0.184420199276
721 => 0.18411085648525
722 => 0.18149969201978
723 => 0.18142640532999
724 => 0.17641474588096
725 => 0.17456204949262
726 => 0.1730137977186
727 => 0.17132314719951
728 => 0.17032087290068
729 => 0.17186082174921
730 => 0.17221302627101
731 => 0.16884590119999
801 => 0.16838697449477
802 => 0.1711366415122
803 => 0.16992661557575
804 => 0.17117115725859
805 => 0.17145990160449
806 => 0.17141340711446
807 => 0.1701500010662
808 => 0.17095525840605
809 => 0.16905058473855
810 => 0.16697953819787
811 => 0.16565833953568
812 => 0.16450541847135
813 => 0.16514512608601
814 => 0.16286468524575
815 => 0.16213512632474
816 => 0.17068245533817
817 => 0.17699645917967
818 => 0.17690465106319
819 => 0.17634579276528
820 => 0.17551544269485
821 => 0.17948719393367
822 => 0.17810351521974
823 => 0.17911025709435
824 => 0.17936651515426
825 => 0.18014213112162
826 => 0.18041934716351
827 => 0.17958140774601
828 => 0.17676918071518
829 => 0.16976137833288
830 => 0.16649922740672
831 => 0.16542266326567
901 => 0.16546179432751
902 => 0.16438238495318
903 => 0.16470031938966
904 => 0.16427182033099
905 => 0.16346034677894
906 => 0.16509501988084
907 => 0.1652834007278
908 => 0.16490184849293
909 => 0.16499171785663
910 => 0.16183262831499
911 => 0.16207280703166
912 => 0.1607354614168
913 => 0.16048472523596
914 => 0.15710403197762
915 => 0.15111464383114
916 => 0.15443334626827
917 => 0.1504248204044
918 => 0.14890673092068
919 => 0.15609313042527
920 => 0.15537181523471
921 => 0.15413723717663
922 => 0.15231103892013
923 => 0.15163368422268
924 => 0.1475182915054
925 => 0.1472751321489
926 => 0.14931483190453
927 => 0.14837358064909
928 => 0.14705170740673
929 => 0.14226401651902
930 => 0.13688106681126
1001 => 0.13704354422692
1002 => 0.13875576037562
1003 => 0.14373425975177
1004 => 0.14178907391659
1005 => 0.14037781927474
1006 => 0.14011353370248
1007 => 0.14342162095864
1008 => 0.14810325749182
1009 => 0.15029977660748
1010 => 0.14812309287314
1011 => 0.14562263580011
1012 => 0.14577482703614
1013 => 0.1467872871466
1014 => 0.14689368238879
1015 => 0.14526614188539
1016 => 0.14572428500372
1017 => 0.14502832371349
1018 => 0.14075721055996
1019 => 0.14067995966685
1020 => 0.13963175961798
1021 => 0.13960002053708
1022 => 0.13781677076818
1023 => 0.13756728179848
1024 => 0.13402653114681
1025 => 0.13635706394812
1026 => 0.13479386490346
1027 => 0.13243775522179
1028 => 0.1320315610246
1029 => 0.13201935033653
1030 => 0.13443854816313
1031 => 0.13632879421299
1101 => 0.13482105742011
1102 => 0.13447777497862
1103 => 0.13814313335362
1104 => 0.13767668308992
1105 => 0.13727274016984
1106 => 0.14768406828892
1107 => 0.1394426896766
1108 => 0.13584897820019
1109 => 0.13140107782082
1110 => 0.1328493366126
1111 => 0.13315450601938
1112 => 0.12245810740132
1113 => 0.11811857981412
1114 => 0.11662941747784
1115 => 0.11577238349965
1116 => 0.11616294464546
1117 => 0.11225686084117
1118 => 0.11488181375832
1119 => 0.11149947535684
1120 => 0.11093241531675
1121 => 0.11698045536992
1122 => 0.11782200481118
1123 => 0.11423169344584
1124 => 0.116537254561
1125 => 0.11570122605095
1126 => 0.11155745584084
1127 => 0.11139919429832
1128 => 0.10931999606745
1129 => 0.10606645344826
1130 => 0.10457949716708
1201 => 0.1038050774255
1202 => 0.10412461810401
1203 => 0.10396304855885
1204 => 0.1029086979868
1205 => 0.10402348269946
1206 => 0.10117566841946
1207 => 0.10004164582677
1208 => 0.09952943413077
1209 => 0.097001835043196
1210 => 0.10102436921994
1211 => 0.10181685912731
1212 => 0.10261091048461
1213 => 0.10952258542802
1214 => 0.10917729768003
1215 => 0.11229853075984
1216 => 0.11217724538193
1217 => 0.11128701914695
1218 => 0.10753130109666
1219 => 0.10902826337227
1220 => 0.10442084616754
1221 => 0.10787303641124
1222 => 0.10629760095093
1223 => 0.10734038009736
1224 => 0.10546536916847
1225 => 0.10650307763382
1226 => 0.10200478788379
1227 => 0.097804348207846
1228 => 0.099494727751923
1229 => 0.10133236363468
1230 => 0.10531682644942
1231 => 0.10294371326807
]
'min_raw' => 0.097001835043196
'max_raw' => 0.2895528399917
'avg_raw' => 0.19327733751745
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.0970018'
'max' => '$0.289552'
'avg' => '$0.193277'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.1837561649568
'max_diff' => 0.0087948399916997
'year' => 2026
]
1 => [
'items' => [
101 => 0.10379717450543
102 => 0.10093822222796
103 => 0.095039387060199
104 => 0.095072773826637
105 => 0.094165366549187
106 => 0.093381234177838
107 => 0.10321629386409
108 => 0.10199314872282
109 => 0.10004422702148
110 => 0.10265293616579
111 => 0.10334272026932
112 => 0.10336235745303
113 => 0.10526560430419
114 => 0.10628136748983
115 => 0.10646040015387
116 => 0.10945520019653
117 => 0.11045901766847
118 => 0.1145935997698
119 => 0.10619518708027
120 => 0.10602222729766
121 => 0.10268964605324
122 => 0.10057607034201
123 => 0.10283436439043
124 => 0.10483490462946
125 => 0.10275180841495
126 => 0.10302381680401
127 => 0.10022743033125
128 => 0.10122700691305
129 => 0.1020879769228
130 => 0.10161259988889
131 => 0.10090093746062
201 => 0.10467088314372
202 => 0.10445816803374
203 => 0.10796882812451
204 => 0.11070563871498
205 => 0.11561049255651
206 => 0.11049202187706
207 => 0.11030548446142
208 => 0.11212891762082
209 => 0.11045873851035
210 => 0.11151423405555
211 => 0.11544043590628
212 => 0.11552339036456
213 => 0.11413379630762
214 => 0.11404923938297
215 => 0.1143161261221
216 => 0.11587929008923
217 => 0.11533307256794
218 => 0.11596516931212
219 => 0.11675561596972
220 => 0.120025238488
221 => 0.1208135334079
222 => 0.11889838543659
223 => 0.1190713018554
224 => 0.11835498394214
225 => 0.11766302981337
226 => 0.11921844164306
227 => 0.12206098733351
228 => 0.1220433040043
301 => 0.12270271935329
302 => 0.12311352965282
303 => 0.12135003111572
304 => 0.1202020584137
305 => 0.12064226419506
306 => 0.12134616282588
307 => 0.12041399935599
308 => 0.11466025459974
309 => 0.11640557320815
310 => 0.11611506684999
311 => 0.11570135046919
312 => 0.11745628182609
313 => 0.11728701441554
314 => 0.11221679830599
315 => 0.11254137709105
316 => 0.11223653701695
317 => 0.11322153766078
318 => 0.11040554524309
319 => 0.11127172554477
320 => 0.11181498571005
321 => 0.11213497012092
322 => 0.11329097322835
323 => 0.11315532960623
324 => 0.11328254143035
325 => 0.11499658886516
326 => 0.1236656526004
327 => 0.1241374906123
328 => 0.12181398767507
329 => 0.12274218126942
330 => 0.12096025254189
331 => 0.12215647323457
401 => 0.12297489705179
402 => 0.11927659719562
403 => 0.1190576078799
404 => 0.11726832449864
405 => 0.11822978403754
406 => 0.11670003277976
407 => 0.11707538022999
408 => 0.11602587603695
409 => 0.11791477463023
410 => 0.12002685676269
411 => 0.120560452118
412 => 0.11915679246543
413 => 0.11814045037128
414 => 0.11635608845786
415 => 0.11932352208698
416 => 0.12019129011103
417 => 0.11931896407097
418 => 0.11911682706678
419 => 0.11873377780911
420 => 0.11919809277759
421 => 0.12018656406001
422 => 0.11972041925742
423 => 0.12002831611195
424 => 0.11885493080435
425 => 0.12135061490711
426 => 0.12531436188139
427 => 0.12532710597605
428 => 0.12486095866076
429 => 0.12467022122263
430 => 0.1251485166563
501 => 0.12540797230836
502 => 0.12695469203646
503 => 0.12861438392874
504 => 0.13635944180971
505 => 0.13418466054908
506 => 0.14105653665663
507 => 0.14649129845627
508 => 0.14812094588665
509 => 0.14662174693154
510 => 0.14149306829123
511 => 0.14124143084948
512 => 0.14890584201037
513 => 0.14674029480515
514 => 0.1464827098558
515 => 0.14374244119139
516 => 0.14536227936093
517 => 0.14500799699166
518 => 0.14444874493968
519 => 0.14753928332827
520 => 0.15332449529743
521 => 0.15242281575866
522 => 0.15174975381068
523 => 0.14880059228002
524 => 0.15057664624055
525 => 0.14994422744328
526 => 0.15266149993925
527 => 0.15105184790759
528 => 0.14672388865519
529 => 0.14741313043128
530 => 0.14730895292339
531 => 0.14945291865373
601 => 0.14880935335798
602 => 0.14718328647054
603 => 0.15330472207185
604 => 0.15290723009312
605 => 0.15347078283965
606 => 0.15371887618712
607 => 0.15744488616585
608 => 0.15897131323511
609 => 0.1593178389037
610 => 0.16076782656139
611 => 0.15928176188987
612 => 0.16522708012213
613 => 0.16918036982764
614 => 0.17377231925503
615 => 0.18048239156808
616 => 0.18300544082943
617 => 0.18254967456331
618 => 0.18763717481007
619 => 0.19677929966473
620 => 0.18439755937979
621 => 0.19743556196504
622 => 0.19330788087753
623 => 0.18352122327284
624 => 0.18289107790022
625 => 0.18951871605554
626 => 0.20421817959751
627 => 0.20053613070018
628 => 0.20422420211045
629 => 0.19992187090693
630 => 0.19970822389978
701 => 0.20401524748688
702 => 0.21407884286177
703 => 0.20929800592739
704 => 0.20244350387265
705 => 0.20750476152201
706 => 0.20312023174885
707 => 0.19324065901731
708 => 0.20053331510678
709 => 0.19565692366264
710 => 0.19708011392927
711 => 0.20732956343637
712 => 0.206096322555
713 => 0.20769225045053
714 => 0.20487547948762
715 => 0.20224417124426
716 => 0.19733263900451
717 => 0.19587857644393
718 => 0.19628042702398
719 => 0.19587837730674
720 => 0.19313042015791
721 => 0.19253699907325
722 => 0.19154793793379
723 => 0.19185448933818
724 => 0.18999476503594
725 => 0.19350444903291
726 => 0.19415587730998
727 => 0.19670993263961
728 => 0.19697510313669
729 => 0.20408811087503
730 => 0.20017038574199
731 => 0.20279873400135
801 => 0.20256362979406
802 => 0.18373332981888
803 => 0.18632797901432
804 => 0.19036443891664
805 => 0.18854601920194
806 => 0.18597519917002
807 => 0.18389912415561
808 => 0.18075365821919
809 => 0.18518084112137
810 => 0.19100211585932
811 => 0.19712274027061
812 => 0.20447626946157
813 => 0.20283504735067
814 => 0.19698527115739
815 => 0.19724768784416
816 => 0.19886984454459
817 => 0.19676900422906
818 => 0.19614942540673
819 => 0.19878472392868
820 => 0.19880287178127
821 => 0.19638560110321
822 => 0.19369924710042
823 => 0.19368799117906
824 => 0.19320998043137
825 => 0.20000690795703
826 => 0.20374453084927
827 => 0.20417304329038
828 => 0.20371568854777
829 => 0.20389170623644
830 => 0.20171686582835
831 => 0.20668790607236
901 => 0.21124982418518
902 => 0.21002713267978
903 => 0.20819414429734
904 => 0.20673408076205
905 => 0.20968318811235
906 => 0.20955186900437
907 => 0.2112099798102
908 => 0.21113475832633
909 => 0.21057719802703
910 => 0.21002715259201
911 => 0.21220802056755
912 => 0.21157996561426
913 => 0.21095093511816
914 => 0.20968931815848
915 => 0.20986079285654
916 => 0.20802812096539
917 => 0.20718024309118
918 => 0.1944301942066
919 => 0.19102296452478
920 => 0.19209494834324
921 => 0.19244787325032
922 => 0.19096504252631
923 => 0.19309104087658
924 => 0.19275970628568
925 => 0.19404873535462
926 => 0.19324340595548
927 => 0.19327645695494
928 => 0.19564475900347
929 => 0.19633228716364
930 => 0.19598260479235
1001 => 0.19622751033879
1002 => 0.20187125528843
1003 => 0.20106889523339
1004 => 0.20064265744579
1005 => 0.20076072822592
1006 => 0.2022028260638
1007 => 0.20260653472279
1008 => 0.20089599276656
1009 => 0.20170269424164
1010 => 0.20513752673688
1011 => 0.20633952371554
1012 => 0.21017572108011
1013 => 0.20854603625667
1014 => 0.2115373932812
1015 => 0.22073180494586
1016 => 0.22807693718849
1017 => 0.22132205002774
1018 => 0.23481044999437
1019 => 0.24531310416445
1020 => 0.24490999480432
1021 => 0.243078614119
1022 => 0.23112162157387
1023 => 0.22011861876513
1024 => 0.22932309782682
1025 => 0.22934656193686
1026 => 0.22855588902242
1027 => 0.22364508745712
1028 => 0.22838500377272
1029 => 0.22876124111701
1030 => 0.22855064825379
1031 => 0.22478554820766
1101 => 0.21903693634403
1102 => 0.22016020134195
1103 => 0.22200013232253
1104 => 0.21851675912648
1105 => 0.21740361032531
1106 => 0.2194731657319
1107 => 0.22614170446092
1108 => 0.22488105584242
1109 => 0.22484813521231
1110 => 0.23024172460049
1111 => 0.22638107860799
1112 => 0.22017436931076
1113 => 0.21860709335678
1114 => 0.21304431956371
1115 => 0.2168865472365
1116 => 0.21702482217026
1117 => 0.21492047334049
1118 => 0.22034512562057
1119 => 0.22029513649482
1120 => 0.22544503648182
1121 => 0.23528971104287
1122 => 0.23237815634815
1123 => 0.22899233501445
1124 => 0.22936046767206
1125 => 0.23339797429729
1126 => 0.23095680562437
1127 => 0.23183466689958
1128 => 0.23339664554911
1129 => 0.23433902605012
1130 => 0.22922487362038
1201 => 0.22803252005082
1202 => 0.22559338310674
1203 => 0.22495705780668
1204 => 0.22694368395337
1205 => 0.22642027815225
1206 => 0.21701320069751
1207 => 0.216030108763
1208 => 0.2160602587891
1209 => 0.21358822737631
1210 => 0.20981778611629
1211 => 0.21972628062628
1212 => 0.21893048984783
1213 => 0.21805199841774
1214 => 0.21815960860533
1215 => 0.22246055024208
1216 => 0.21996578689
1217 => 0.22659852414516
1218 => 0.22523503276383
1219 => 0.2238365729735
1220 => 0.22364326323235
1221 => 0.22310497552405
1222 => 0.22125898668427
1223 => 0.2190298442335
1224 => 0.21755797130249
1225 => 0.20068572845569
1226 => 0.20381711858674
1227 => 0.20741949749731
1228 => 0.20866302426161
1229 => 0.20653588568184
1230 => 0.22134297908046
1231 => 0.22404837772909
]
'min_raw' => 0.093381234177838
'max_raw' => 0.24531310416445
'avg_raw' => 0.16934716917114
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.093381'
'max' => '$0.245313'
'avg' => '$0.169347'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.003620600865358
'max_diff' => -0.044239735827248
'year' => 2027
]
2 => [
'items' => [
101 => 0.2158535487536
102 => 0.21432063084495
103 => 0.22144347692335
104 => 0.21714753000555
105 => 0.21908199463959
106 => 0.21490074019638
107 => 0.22339672641795
108 => 0.22333200123761
109 => 0.22002687070687
110 => 0.2228203443989
111 => 0.2223349096009
112 => 0.21860342537187
113 => 0.22351502112374
114 => 0.22351745721396
115 => 0.22033634093785
116 => 0.21662149356326
117 => 0.21595736659346
118 => 0.21545703613462
119 => 0.21895894401753
120 => 0.22209874367517
121 => 0.22794113241568
122 => 0.22941004775678
123 => 0.23514332212432
124 => 0.23172943638651
125 => 0.23324276771686
126 => 0.23488570294974
127 => 0.23567338651733
128 => 0.23438989841338
129 => 0.24329603341604
130 => 0.24404798408719
131 => 0.24430010664288
201 => 0.24129700802978
202 => 0.2439644624822
203 => 0.24271644888072
204 => 0.2459634335636
205 => 0.24647260222145
206 => 0.24604135448245
207 => 0.24620297265113
208 => 0.23860315757624
209 => 0.23820906707238
210 => 0.23283561508898
211 => 0.23502533649077
212 => 0.2309317572862
213 => 0.23222987342051
214 => 0.23280207064361
215 => 0.23250318728617
216 => 0.23514914005339
217 => 0.23289953966881
218 => 0.22696247438536
219 => 0.22102379155243
220 => 0.22094923622701
221 => 0.21938568586356
222 => 0.21825552532932
223 => 0.21847323434281
224 => 0.2192404693026
225 => 0.2182109322387
226 => 0.21843063617014
227 => 0.22207918531163
228 => 0.22281087582169
229 => 0.22032430557856
301 => 0.210340367242
302 => 0.2078902837314
303 => 0.20965135517156
304 => 0.20880967645069
305 => 0.16852570582276
306 => 0.17798982718121
307 => 0.17236656764121
308 => 0.17495802435098
309 => 0.16921813249664
310 => 0.17195750974304
311 => 0.17145164679167
312 => 0.18666967387234
313 => 0.18643206531119
314 => 0.18654579595545
315 => 0.18111713598136
316 => 0.18976513872426
317 => 0.19402545584753
318 => 0.19323698453268
319 => 0.19343542577568
320 => 0.19002554775365
321 => 0.18657881102832
322 => 0.18275584955096
323 => 0.18985843944359
324 => 0.18906875269278
325 => 0.19088000997881
326 => 0.19548654722779
327 => 0.19616487733623
328 => 0.19707655988093
329 => 0.19674978658664
330 => 0.20453485218522
331 => 0.20359202937371
401 => 0.20586396108081
402 => 0.20119042518744
403 => 0.19590187570801
404 => 0.19690705606834
405 => 0.19681024911649
406 => 0.19557778550959
407 => 0.19446517247246
408 => 0.1926129852424
409 => 0.19847357971042
410 => 0.19823565027772
411 => 0.20208745123041
412 => 0.20140660799763
413 => 0.19685977025848
414 => 0.19702216145784
415 => 0.19811432031612
416 => 0.20189429459465
417 => 0.2030164483208
418 => 0.20249662200475
419 => 0.20372701233721
420 => 0.20469946268892
421 => 0.20384913712927
422 => 0.215887953876
423 => 0.21088859781938
424 => 0.21332524917608
425 => 0.21390637616707
426 => 0.21241783159944
427 => 0.21274064361537
428 => 0.21322961585851
429 => 0.21619855956823
430 => 0.22398992693332
501 => 0.22744067050169
502 => 0.23782240278382
503 => 0.22715413428501
504 => 0.22652112338197
505 => 0.22839118686426
506 => 0.23448636273184
507 => 0.23942593028176
508 => 0.24106466980855
509 => 0.24128125628966
510 => 0.24435564058327
511 => 0.24611782032649
512 => 0.24398232946569
513 => 0.24217272455637
514 => 0.23569094438762
515 => 0.23644122809146
516 => 0.24160993879033
517 => 0.24891104708802
518 => 0.25517615755828
519 => 0.25298233423274
520 => 0.26971965760873
521 => 0.27137909485562
522 => 0.27114981428413
523 => 0.27493025928993
524 => 0.26742684582766
525 => 0.26421899120075
526 => 0.24256398167766
527 => 0.24864815605728
528 => 0.25749186082911
529 => 0.25632136334037
530 => 0.24989882854216
531 => 0.25517128548972
601 => 0.25342804633788
602 => 0.25205308129177
603 => 0.25835206271809
604 => 0.25142607389196
605 => 0.25742276879246
606 => 0.2497319455547
607 => 0.2529923554329
608 => 0.25114158909775
609 => 0.25233926173798
610 => 0.24533769195566
611 => 0.2491155690567
612 => 0.24518051984775
613 => 0.24517865412207
614 => 0.24509178769268
615 => 0.24972135563633
616 => 0.24987232568077
617 => 0.24645106797552
618 => 0.24595801129011
619 => 0.24778110027756
620 => 0.24564674054101
621 => 0.24664539402824
622 => 0.2456769887378
623 => 0.24545898030918
624 => 0.2437218520589
625 => 0.24297344944534
626 => 0.24326691739408
627 => 0.24226515999194
628 => 0.24166156492201
629 => 0.24497171744101
630 => 0.24320323648128
701 => 0.24470067237034
702 => 0.24299415518328
703 => 0.23707862311878
704 => 0.23367653807287
705 => 0.22250264637314
706 => 0.22567154819801
707 => 0.22777253338637
708 => 0.22707815779415
709 => 0.22856994525392
710 => 0.22866152888815
711 => 0.22817653357801
712 => 0.22761497114061
713 => 0.22734163360243
714 => 0.22937886767075
715 => 0.23056155061755
716 => 0.22798339535758
717 => 0.22737936965239
718 => 0.22998602696408
719 => 0.23157608641839
720 => 0.24331619205182
721 => 0.24244644710645
722 => 0.24462933624049
723 => 0.24438357642317
724 => 0.24667159199715
725 => 0.25041153047309
726 => 0.24280718984826
727 => 0.24412704044242
728 => 0.24380344355653
729 => 0.24733638950497
730 => 0.24734741897659
731 => 0.24522924139676
801 => 0.24637753982629
802 => 0.24573659114485
803 => 0.24689487204163
804 => 0.24243483113245
805 => 0.24786667952816
806 => 0.25094618754796
807 => 0.2509889465198
808 => 0.25244860888069
809 => 0.2539317103773
810 => 0.25677839454913
811 => 0.25385231790079
812 => 0.24858859085825
813 => 0.24896861494898
814 => 0.24588249370986
815 => 0.24593437196545
816 => 0.24565744177137
817 => 0.24648853013012
818 => 0.24261720829104
819 => 0.24352579978878
820 => 0.24225376637124
821 => 0.24412427529019
822 => 0.2421119168996
823 => 0.24380328750832
824 => 0.24453322699321
825 => 0.24722671940696
826 => 0.24171408588008
827 => 0.23047345294628
828 => 0.23283637026846
829 => 0.2293414299458
830 => 0.22966489997884
831 => 0.23031836092545
901 => 0.22820028019836
902 => 0.2286043432527
903 => 0.22858990727705
904 => 0.22846550583785
905 => 0.22791451123658
906 => 0.22711546005377
907 => 0.23029863403109
908 => 0.23083951731805
909 => 0.23204183386371
910 => 0.23561911236447
911 => 0.23526165788421
912 => 0.23584468097216
913 => 0.2345719448447
914 => 0.2297239385575
915 => 0.22998720862335
916 => 0.2267042266835
917 => 0.23195788063436
918 => 0.23071374603395
919 => 0.22991164436349
920 => 0.22969278349129
921 => 0.23327892937353
922 => 0.23435196042745
923 => 0.23368331948308
924 => 0.23231191739882
925 => 0.23494541481924
926 => 0.23565002763061
927 => 0.23580776445395
928 => 0.2404738169599
929 => 0.23606854495566
930 => 0.23712893771172
1001 => 0.24540181929202
1002 => 0.2378994572783
1003 => 0.24187362575961
1004 => 0.24167911089302
1005 => 0.24371216100953
1006 => 0.24151234144318
1007 => 0.24153961084317
1008 => 0.24334482161588
1009 => 0.24080972865708
1010 => 0.24018200398939
1011 => 0.23931480685683
1012 => 0.24120830007001
1013 => 0.24234336361598
1014 => 0.2514911421842
1015 => 0.25740102432865
1016 => 0.25714446075856
1017 => 0.25948897152236
1018 => 0.25843274795001
1019 => 0.25502192341719
1020 => 0.26084378498897
1021 => 0.25900150439062
1022 => 0.25915337976478
1023 => 0.25914772695577
1024 => 0.2603726824987
1025 => 0.25950468923101
1026 => 0.2577937854027
1027 => 0.25892956320847
1028 => 0.26230241724361
1029 => 0.27277185966048
1030 => 0.27863069833863
1031 => 0.27241915021548
1101 => 0.27670379293489
1102 => 0.27413453407755
1103 => 0.27366762331434
1104 => 0.27635869557473
1105 => 0.27905447820088
1106 => 0.27888276850178
1107 => 0.27692576874517
1108 => 0.27582030923969
1109 => 0.28419121897129
1110 => 0.2903587626668
1111 => 0.28993817753451
1112 => 0.29179450352685
1113 => 0.29724473405438
1114 => 0.2977430348293
1115 => 0.29768026038497
1116 => 0.29644516992202
1117 => 0.30181162967823
1118 => 0.30628842482075
1119 => 0.29615928216504
1120 => 0.30001632708812
1121 => 0.30174787882031
1122 => 0.30429031049143
1123 => 0.30857981888162
1124 => 0.31323936272928
1125 => 0.31389827331864
1126 => 0.31343074472372
1127 => 0.31035765030092
1128 => 0.31545617877895
1129 => 0.31844277718617
1130 => 0.32022122819059
1201 => 0.32473108403175
1202 => 0.30175857229432
1203 => 0.28549748667866
1204 => 0.28295808334685
1205 => 0.28812205987919
1206 => 0.28948375930882
1207 => 0.28893485997616
1208 => 0.27063152972251
1209 => 0.28286172010102
1210 => 0.29602037660469
1211 => 0.29652585419131
1212 => 0.30311335277158
1213 => 0.30525851234001
1214 => 0.3105623121403
1215 => 0.31023055801873
1216 => 0.31152194886821
1217 => 0.31122508047569
1218 => 0.32104925275892
1219 => 0.33188677369102
1220 => 0.33151150480235
1221 => 0.32995348294463
1222 => 0.33226741108555
1223 => 0.3434528941068
1224 => 0.34242311407392
1225 => 0.34342345765941
1226 => 0.35661177252767
1227 => 0.37375845787233
1228 => 0.36579210103067
1229 => 0.38307680311963
1230 => 0.39395660686194
1231 => 0.41277210244157
]
'min_raw' => 0.16852570582276
'max_raw' => 0.41277210244157
'avg_raw' => 0.29064890413216
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.168525'
'max' => '$0.412772'
'avg' => '$0.290648'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.075144471644923
'max_diff' => 0.16745899827712
'year' => 2028
]
3 => [
'items' => [
101 => 0.41041630972673
102 => 0.41774104408139
103 => 0.40619894909839
104 => 0.37969596597517
105 => 0.37550176744657
106 => 0.38389865911484
107 => 0.40454159792457
108 => 0.38324853950974
109 => 0.38755609749492
110 => 0.3863155205054
111 => 0.38624941542974
112 => 0.38877237729886
113 => 0.38511268951887
114 => 0.37020246313791
115 => 0.37703573202179
116 => 0.3743970787452
117 => 0.37732486128021
118 => 0.39312489611228
119 => 0.38613932408723
120 => 0.37878059142064
121 => 0.38801007521805
122 => 0.39976237968689
123 => 0.39902694159415
124 => 0.39759988430496
125 => 0.40564413152582
126 => 0.41893087119138
127 => 0.42252222353254
128 => 0.42517328640882
129 => 0.42553882318938
130 => 0.42930407920904
131 => 0.40905734862466
201 => 0.44118943003498
202 => 0.44673775286371
203 => 0.44569489812633
204 => 0.45186162544135
205 => 0.4500472178305
206 => 0.44741842587421
207 => 0.45719400036902
208 => 0.4459870930589
209 => 0.43008029904258
210 => 0.42135351724452
211 => 0.43284564748561
212 => 0.43986349040378
213 => 0.44450183815405
214 => 0.44590539938071
215 => 0.41062904468487
216 => 0.39161704602014
217 => 0.40380351919123
218 => 0.4186718575254
219 => 0.40897475425449
220 => 0.40935486234367
221 => 0.39552934143326
222 => 0.41989510934864
223 => 0.41634522191173
224 => 0.43476204421404
225 => 0.43036672176736
226 => 0.44538492541797
227 => 0.44143012908195
228 => 0.45784626756308
301 => 0.46439510965241
302 => 0.47539163476628
303 => 0.48348072340395
304 => 0.48823079097159
305 => 0.48794561473189
306 => 0.50676774890918
307 => 0.49566899398011
308 => 0.48172634201351
309 => 0.48147416342794
310 => 0.48869526045035
311 => 0.50382869879809
312 => 0.50775257917909
313 => 0.50994549300646
314 => 0.50658696914396
315 => 0.49454006612339
316 => 0.4893382744783
317 => 0.49377035167033
318 => 0.48835030211721
319 => 0.49770682824321
320 => 0.51055533706035
321 => 0.50790217079812
322 => 0.51677130782783
323 => 0.52594993159316
324 => 0.53907577581537
325 => 0.54250735754366
326 => 0.54817963164916
327 => 0.55401826494869
328 => 0.55589347660892
329 => 0.55947383751231
330 => 0.55945496724303
331 => 0.57024462581147
401 => 0.58214595334037
402 => 0.58663842896616
403 => 0.59696862895112
404 => 0.57927852349026
405 => 0.59269667169161
406 => 0.60480017724726
407 => 0.59036987895485
408 => 0.61025868332266
409 => 0.61103092052726
410 => 0.62269078547451
411 => 0.61087127859063
412 => 0.60385289313219
413 => 0.62411470897524
414 => 0.63391876342048
415 => 0.63096570243354
416 => 0.60849276251226
417 => 0.59541254756835
418 => 0.56117910207509
419 => 0.60173009703665
420 => 0.62148130379368
421 => 0.6084416116583
422 => 0.61501807389779
423 => 0.6508971194514
424 => 0.66455753700205
425 => 0.66171626564505
426 => 0.66219639373307
427 => 0.66956730708929
428 => 0.70225399614687
429 => 0.68266737439204
430 => 0.69764061282689
501 => 0.70558236450271
502 => 0.71295910605783
503 => 0.69484416024155
504 => 0.67127688189598
505 => 0.66381213555689
506 => 0.60714507125968
507 => 0.60419530447043
508 => 0.60253951098454
509 => 0.59209996727263
510 => 0.58389734554676
511 => 0.57737431620652
512 => 0.5602559392763
513 => 0.56603288897503
514 => 0.53874976903118
515 => 0.55620454231685
516 => 0.51266002411251
517 => 0.54892519280543
518 => 0.52918771026076
519 => 0.54244089895162
520 => 0.5423946598248
521 => 0.51799133751763
522 => 0.5039160104952
523 => 0.51288535669382
524 => 0.52250120780632
525 => 0.52406134729772
526 => 0.53652854926447
527 => 0.54000787735178
528 => 0.52946535081293
529 => 0.51175766075966
530 => 0.51587075328963
531 => 0.50383265880636
601 => 0.48273636126306
602 => 0.49788809046468
603 => 0.50306155698862
604 => 0.50534645453148
605 => 0.48460066882378
606 => 0.4780818925415
607 => 0.47461135074665
608 => 0.50907964033922
609 => 0.51096789105087
610 => 0.50130733343834
611 => 0.54497396989861
612 => 0.53509086521058
613 => 0.54613271456655
614 => 0.51549753325393
615 => 0.51666783843581
616 => 0.50216465265186
617 => 0.51028546758765
618 => 0.50454593733712
619 => 0.5096293859923
620 => 0.51267638415637
621 => 0.52717719011024
622 => 0.54909076871646
623 => 0.52501125326
624 => 0.5145194635506
625 => 0.52102851087825
626 => 0.53836296166398
627 => 0.56462554193859
628 => 0.54907756583234
629 => 0.55597749360654
630 => 0.55748482086878
701 => 0.54602031890539
702 => 0.56504825447877
703 => 0.57524547973522
704 => 0.58570572282989
705 => 0.59478805881963
706 => 0.5815276717122
707 => 0.59571818671898
708 => 0.58428313658662
709 => 0.57402471448415
710 => 0.57404027227599
711 => 0.56760501423947
712 => 0.55513589089903
713 => 0.55283639324437
714 => 0.56479867043841
715 => 0.57439128391617
716 => 0.57518137750772
717 => 0.58049234121528
718 => 0.58363531483013
719 => 0.61444072892118
720 => 0.62683092130435
721 => 0.64198141401615
722 => 0.64788338476238
723 => 0.66564620073491
724 => 0.65130128421171
725 => 0.64819767128816
726 => 0.60511088991163
727 => 0.61216634794827
728 => 0.62346281701537
729 => 0.6052971645258
730 => 0.6168190898736
731 => 0.61909376200501
801 => 0.60467990260537
802 => 0.61237896769682
803 => 0.59193253342765
804 => 0.54953644510987
805 => 0.56509545344463
806 => 0.5765521206846
807 => 0.56020204393629
808 => 0.58950892367228
809 => 0.57238844954731
810 => 0.56696208117738
811 => 0.54579188352629
812 => 0.55578340190197
813 => 0.56929707356984
814 => 0.56094719561205
815 => 0.57827444611495
816 => 0.60281445383597
817 => 0.62030312472069
818 => 0.62164568771353
819 => 0.6104016439846
820 => 0.62842029581874
821 => 0.62855154202594
822 => 0.60822642914868
823 => 0.59577741068206
824 => 0.59294896749349
825 => 0.6000149731275
826 => 0.60859440842379
827 => 0.62212178666264
828 => 0.63029609802117
829 => 0.65161036672446
830 => 0.6573773967076
831 => 0.66371361420483
901 => 0.67218075479823
902 => 0.68234772801091
903 => 0.66010296942769
904 => 0.66098679515562
905 => 0.64027278396257
906 => 0.61813689231311
907 => 0.6349352747972
908 => 0.65689692529998
909 => 0.65185889840917
910 => 0.65129201746641
911 => 0.65224535397248
912 => 0.64844684622339
913 => 0.63126633645352
914 => 0.62263839200277
915 => 0.63377064156762
916 => 0.63968693677191
917 => 0.6488625946786
918 => 0.64773150116696
919 => 0.67136701054088
920 => 0.68055105478288
921 => 0.67820138325836
922 => 0.67863377936688
923 => 0.69526105277989
924 => 0.71375400047475
925 => 0.73107508635036
926 => 0.74869483886098
927 => 0.72745353949878
928 => 0.71666851766387
929 => 0.7277959072368
930 => 0.72189155770006
1001 => 0.75581970148204
1002 => 0.75816881254466
1003 => 0.79209450293567
1004 => 0.82429402291281
1005 => 0.80407008132949
1006 => 0.82314034733623
1007 => 0.84376639484411
1008 => 0.88355738694243
1009 => 0.8701571806677
1010 => 0.85989283266926
1011 => 0.8501930734077
1012 => 0.87037673263758
1013 => 0.89634268779499
1014 => 0.90193550583707
1015 => 0.91099800768617
1016 => 0.90146989510185
1017 => 0.91294545722249
1018 => 0.95345923412587
1019 => 0.94251205398158
1020 => 0.92696529832966
1021 => 0.95894703421038
1022 => 0.97052110009976
1023 => 1.0517539558968
1024 => 1.1543137919025
1025 => 1.111853346352
1026 => 1.0854967776087
1027 => 1.0916911964496
1028 => 1.1291425766893
1029 => 1.1411707713749
1030 => 1.1084739918521
1031 => 1.1200230471393
1101 => 1.1836594772503
1102 => 1.2177983803037
1103 => 1.1714331644908
1104 => 1.0435133729341
1105 => 0.92556548308394
1106 => 0.95685057473489
1107 => 0.9533038162311
1108 => 1.021673221579
1109 => 0.94225096735561
1110 => 0.94358823442701
1111 => 1.0133714466731
1112 => 0.99475448203294
1113 => 0.96459738359663
1114 => 0.92578566327637
1115 => 0.85403860861475
1116 => 0.79049024148631
1117 => 0.91512322374008
1118 => 0.90974882291492
1119 => 0.90196589407852
1120 => 0.91928596000308
1121 => 1.0033872837462
1122 => 1.0014484760245
1123 => 0.98911477048746
1124 => 0.99846977743303
1125 => 0.96295740564828
1126 => 0.97210975245889
1127 => 0.92554679953557
1128 => 0.94659519889759
1129 => 0.96453268000763
1130 => 0.96813389490942
1201 => 0.97624761596573
1202 => 0.90691675789473
1203 => 0.93804427772156
1204 => 0.95632877936564
1205 => 0.87371873574182
1206 => 0.95469584441474
1207 => 0.90570986190295
1208 => 0.88908328369368
1209 => 0.91146878086735
1210 => 0.90274513084816
1211 => 0.89524504883158
1212 => 0.89105987419856
1213 => 0.90749731272574
1214 => 0.90673048657146
1215 => 0.87983564677166
1216 => 0.84475242462675
1217 => 0.85652750554609
1218 => 0.85224950825612
1219 => 0.83674549420464
1220 => 0.84719332771355
1221 => 0.80118635646787
1222 => 0.72203375367395
1223 => 0.7743243875894
1224 => 0.77231125506492
1225 => 0.77129614235779
1226 => 0.81059110853828
1227 => 0.80681380422914
1228 => 0.79995795992058
1229 => 0.8366195812475
1230 => 0.82323759629478
1231 => 0.86447772072686
]
'min_raw' => 0.37020246313791
'max_raw' => 1.2177983803037
'avg_raw' => 0.79400042172083
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.3702024'
'max' => '$1.21'
'avg' => '$0.79400042'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.20167675731515
'max_diff' => 0.80502627786218
'year' => 2029
]
4 => [
'items' => [
101 => 0.89164113392184
102 => 0.88475161369123
103 => 0.91029893509328
104 => 0.85679877962815
105 => 0.87456938521999
106 => 0.87823188240347
107 => 0.83616718253116
108 => 0.80743181792883
109 => 0.80551549671699
110 => 0.75569233447372
111 => 0.78230746558556
112 => 0.80572767955502
113 => 0.79451121454567
114 => 0.79096041680607
115 => 0.80910067238362
116 => 0.81051032560278
117 => 0.77837008281763
118 => 0.78505305704178
119 => 0.81292217050851
120 => 0.7843508268872
121 => 0.72884137333347
122 => 0.71507426137391
123 => 0.71323747486029
124 => 0.67589997534253
125 => 0.71599424562505
126 => 0.69849202218709
127 => 0.75378133631878
128 => 0.7222003766093
129 => 0.72083898455629
130 => 0.71878104079537
131 => 0.68664311256775
201 => 0.69367927637771
202 => 0.71706855652002
203 => 0.7254141151739
204 => 0.72454360503315
205 => 0.71695393628735
206 => 0.72042844777379
207 => 0.70923583567592
208 => 0.70528349139009
209 => 0.69280880564606
210 => 0.67447446382224
211 => 0.67702396650389
212 => 0.6406988379094
213 => 0.62090697993062
214 => 0.61542885449459
215 => 0.60810327621491
216 => 0.6162562980539
217 => 0.6405959333841
218 => 0.61123716923419
219 => 0.56090362737702
220 => 0.56392875900682
221 => 0.57072533160934
222 => 0.55805996352838
223 => 0.54607325556352
224 => 0.55649472562661
225 => 0.53516774040637
226 => 0.57330259588233
227 => 0.5722711549134
228 => 0.58648547079119
301 => 0.5953739742167
302 => 0.57488885150806
303 => 0.5697368985445
304 => 0.57267168509575
305 => 0.52416620072138
306 => 0.58252153788444
307 => 0.58302619726348
308 => 0.57870499727251
309 => 0.60977741279293
310 => 0.67534990127047
311 => 0.65067889345798
312 => 0.64112553354783
313 => 0.62296458937516
314 => 0.64716296919507
315 => 0.64530491117843
316 => 0.63690206817962
317 => 0.63182000251546
318 => 0.6411838643263
319 => 0.63065971641183
320 => 0.62876929026215
321 => 0.617315364599
322 => 0.61322683425767
323 => 0.61019984916203
324 => 0.60686743599714
325 => 0.61421790905326
326 => 0.59756077007284
327 => 0.57747389338192
328 => 0.57580388692808
329 => 0.58041492157558
330 => 0.57837488199522
331 => 0.57579412000343
401 => 0.5708667425324
402 => 0.56940489489351
403 => 0.57415519053226
404 => 0.56879238371555
405 => 0.57670549730081
406 => 0.57455356825816
407 => 0.56253306755543
408 => 0.54755107312047
409 => 0.5474177019442
410 => 0.54418985581858
411 => 0.54007870846769
412 => 0.53893508132498
413 => 0.55561705848574
414 => 0.59014825195894
415 => 0.58336895241872
416 => 0.58826769110709
417 => 0.61236463699399
418 => 0.62002433147099
419 => 0.61458766176102
420 => 0.60714561294283
421 => 0.6074730253218
422 => 0.63290475899492
423 => 0.63449090502892
424 => 0.63849858434671
425 => 0.64364958484012
426 => 0.6154648994186
427 => 0.60614552917305
428 => 0.60172949453173
429 => 0.58812981705695
430 => 0.60279590326527
501 => 0.59425060289611
502 => 0.59540365586494
503 => 0.59465272860633
504 => 0.59506278566701
505 => 0.57329193641303
506 => 0.58122408963903
507 => 0.56803534643438
508 => 0.55037709978927
509 => 0.55031790315473
510 => 0.5546397340047
511 => 0.55206893990188
512 => 0.54515099907235
513 => 0.54613365991543
514 => 0.53752451692576
515 => 0.54717896574794
516 => 0.54745582079488
517 => 0.54373833211696
518 => 0.55861234258473
519 => 0.56470623680941
520 => 0.56225930612528
521 => 0.5645345536296
522 => 0.58365066292132
523 => 0.5867674228302
524 => 0.58815168170012
525 => 0.58629695819358
526 => 0.56488396101551
527 => 0.56583371849545
528 => 0.55886502828163
529 => 0.55297721939343
530 => 0.55321270087147
531 => 0.55623980000158
601 => 0.5694593194398
602 => 0.59727901876431
603 => 0.59833475601774
604 => 0.59961434036693
605 => 0.59440962775122
606 => 0.59283983662394
607 => 0.5949107963183
608 => 0.60535841269428
609 => 0.63223251851349
610 => 0.62273341465581
611 => 0.61501049535715
612 => 0.62178557766616
613 => 0.62074260684954
614 => 0.61193888354851
615 => 0.61169179235717
616 => 0.5947946326219
617 => 0.58854813739748
618 => 0.58332809844589
619 => 0.57762795218332
620 => 0.57424871440824
621 => 0.57944075946687
622 => 0.58062824160225
623 => 0.56927574434014
624 => 0.56772844091223
625 => 0.57699913523715
626 => 0.57291944831107
627 => 0.57711550748591
628 => 0.5780890292076
629 => 0.5779322697883
630 => 0.57367260808842
701 => 0.57638758943098
702 => 0.56996584918093
703 => 0.56298317117319
704 => 0.55852865764047
705 => 0.55464150377769
706 => 0.55679832266347
707 => 0.54910965715524
708 => 0.5466498983169
709 => 0.57546781484113
710 => 0.5967559196224
711 => 0.59644638214787
712 => 0.59456215237821
713 => 0.59176256914256
714 => 0.60515360574307
715 => 0.60048843635368
716 => 0.60388273687241
717 => 0.60474672881277
718 => 0.60736177219851
719 => 0.60829642543834
720 => 0.60547125418916
721 => 0.59598963441131
722 => 0.57236233941025
723 => 0.5613637698066
724 => 0.55773405864172
725 => 0.55786599174876
726 => 0.55422668768127
727 => 0.55529862583132
728 => 0.55385391133819
729 => 0.55111797160217
730 => 0.55662938609445
731 => 0.5572645252723
801 => 0.55597809527331
802 => 0.55628109610752
803 => 0.54563000515727
804 => 0.54643978446926
805 => 0.5419308303583
806 => 0.54108545581875
807 => 0.52968721246578
808 => 0.50949357216422
809 => 0.52068280913538
810 => 0.50716778431902
811 => 0.50204943963503
812 => 0.52627888730316
813 => 0.52384692277755
814 => 0.51968445665926
815 => 0.51352730173638
816 => 0.51124355308252
817 => 0.49736821920868
818 => 0.49654839046139
819 => 0.50342538059479
820 => 0.50025188627101
821 => 0.49579509834413
822 => 0.47965306425032
823 => 0.46150407348506
824 => 0.46205187743578
825 => 0.46782473372423
826 => 0.48461009195864
827 => 0.47805176210681
828 => 0.47329361855114
829 => 0.47240256129243
830 => 0.48355600843987
831 => 0.49934047287291
901 => 0.50674619042741
902 => 0.49940734924589
903 => 0.49097688364783
904 => 0.49149000702577
905 => 0.49490358697587
906 => 0.4952623059632
907 => 0.48977493952473
908 => 0.49131960103473
909 => 0.48897311895423
910 => 0.47457276275751
911 => 0.47431230597793
912 => 0.47077822633014
913 => 0.47067121580294
914 => 0.46465886470457
915 => 0.46381769522449
916 => 0.45187980719505
917 => 0.45973736124728
918 => 0.45446692652914
919 => 0.44652313823905
920 => 0.44515362614364
921 => 0.44511245695632
922 => 0.45326895133169
923 => 0.45964204786156
924 => 0.45455860799753
925 => 0.45340120727884
926 => 0.46575921894732
927 => 0.46418654931673
928 => 0.46282462755927
929 => 0.49792714720846
930 => 0.47014076382236
1001 => 0.4580243146747
1002 => 0.44302790800319
1003 => 0.44791081363388
1004 => 0.44893971359507
1005 => 0.41287605885557
1006 => 0.39824503861919
1007 => 0.39322422383243
1008 => 0.39033467393875
1009 => 0.39165147810999
1010 => 0.37848184384974
1011 => 0.38733205587827
1012 => 0.37592826581037
1013 => 0.37401638329434
1014 => 0.39440777259426
1015 => 0.39724511529057
1016 => 0.38514012985481
1017 => 0.3929134901237
1018 => 0.39009476163241
1019 => 0.37612375106022
1020 => 0.37559016122016
1021 => 0.36857999921981
1022 => 0.35761045312409
1023 => 0.35259707620613
1024 => 0.34998606597913
1025 => 0.35106341968637
1026 => 0.35051867668442
1027 => 0.34696386011835
1028 => 0.35072243460887
1029 => 0.3411208299358
1030 => 0.3372973935896
1031 => 0.33557043609508
1101 => 0.32704845929999
1102 => 0.34061071412125
1103 => 0.34328264917383
1104 => 0.34595984876386
1105 => 0.36926304339328
1106 => 0.36809888164374
1107 => 0.37862233688983
1108 => 0.37821341477036
1109 => 0.3752119548655
1110 => 0.3625492892431
1111 => 0.36759640206988
1112 => 0.35206217328454
1113 => 0.36370147371539
1114 => 0.35838978306756
1115 => 0.36190558576428
1116 => 0.35558385550842
1117 => 0.35908256204986
1118 => 0.34391626409705
1119 => 0.32975418846429
1120 => 0.33545342111567
1121 => 0.34164913879404
1122 => 0.35508303336024
1123 => 0.34708191658383
1124 => 0.34995942073235
1125 => 0.34032026352319
1126 => 0.32043192891157
1127 => 0.32054449472561
1128 => 0.31748510773653
1129 => 0.31484135070015
1130 => 0.34800094109428
1201 => 0.34387702185322
1202 => 0.33730609626779
1203 => 0.34610154128208
1204 => 0.34842719654635
1205 => 0.34849340468223
1206 => 0.35491033432137
1207 => 0.35833505082007
1208 => 0.35893867194654
1209 => 0.36903584938065
1210 => 0.37242029007158
1211 => 0.38636032229352
1212 => 0.35804448755232
1213 => 0.35746134156957
1214 => 0.34622531123064
1215 => 0.33909924315508
1216 => 0.34671323920839
1217 => 0.35345820029752
1218 => 0.34643489597319
1219 => 0.3473519912479
1220 => 0.33792377901753
1221 => 0.34129392125127
1222 => 0.34419674175015
1223 => 0.34259397489057
1224 => 0.34019455532699
1225 => 0.35290519040673
1226 => 0.35218800656215
1227 => 0.36402444216465
1228 => 0.37325179014843
1229 => 0.38978884732111
1230 => 0.37253156606513
1231 => 0.37190264214468
]
'min_raw' => 0.31484135070015
'max_raw' => 0.91029893509328
'avg_raw' => 0.61257014289672
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.314841'
'max' => '$0.910298'
'avg' => '$0.61257'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.055361112437755
'max_diff' => -0.30749944521047
'year' => 2030
]
5 => [
'items' => [
101 => 0.37805047434963
102 => 0.3724193488705
103 => 0.37597802579347
104 => 0.38921548945189
105 => 0.38949517619967
106 => 0.38481006281833
107 => 0.38452497324329
108 => 0.3854248005177
109 => 0.39069511696952
110 => 0.38885350646079
111 => 0.39098466476537
112 => 0.3936497108587
113 => 0.40467347145684
114 => 0.40733126281628
115 => 0.40087420771966
116 => 0.4014572074983
117 => 0.39904209164204
118 => 0.3967091199862
119 => 0.40195329956537
120 => 0.41153714082093
121 => 0.41147752024188
122 => 0.41370078512991
123 => 0.41508586073664
124 => 0.40914010229526
125 => 0.40526963218152
126 => 0.40675381670754
127 => 0.40912706008598
128 => 0.40598420586569
129 => 0.38658505370635
130 => 0.39246951724886
131 => 0.39149005477982
201 => 0.3900951811172
202 => 0.3960120547124
203 => 0.39544135781984
204 => 0.37834677021532
205 => 0.37944111025051
206 => 0.37841332065743
207 => 0.38173431909864
208 => 0.37224000405608
209 => 0.37516039141799
210 => 0.37699203099444
211 => 0.37807088077629
212 => 0.38196842596255
213 => 0.38151109402024
214 => 0.38193999756689
215 => 0.38771902816434
216 => 0.4169473818024
217 => 0.41853821660219
218 => 0.41070436422752
219 => 0.4138338337353
220 => 0.40782593662012
221 => 0.41185907820295
222 => 0.41461845124324
223 => 0.40214937507111
224 => 0.40141103730383
225 => 0.39537834346013
226 => 0.39861997142249
227 => 0.39346230825307
228 => 0.39472781838745
301 => 0.39118934172654
302 => 0.3975578952125
303 => 0.40467892758295
304 => 0.40647798157782
305 => 0.40174544505877
306 => 0.39831877672962
307 => 0.39230267595835
308 => 0.40230758561852
309 => 0.40523332609725
310 => 0.40229221794931
311 => 0.40161069892695
312 => 0.40031922161106
313 => 0.40188469194472
314 => 0.40521739188627
315 => 0.40364575213914
316 => 0.40468384788084
317 => 0.40072769739314
318 => 0.40914207058871
319 => 0.42250612025245
320 => 0.42254908785736
321 => 0.42097743963851
322 => 0.42033435504899
323 => 0.42194696149712
324 => 0.42282173434265
325 => 0.42803660789446
326 => 0.43363237498527
327 => 0.45974537837363
328 => 0.45241295151505
329 => 0.47558196159072
330 => 0.49390564044116
331 => 0.49940011053104
401 => 0.49434545658314
402 => 0.47705375847444
403 => 0.47620534527082
404 => 0.50204644261186
405 => 0.49474514901578
406 => 0.49387668337505
407 => 0.48463767625353
408 => 0.49009907373564
409 => 0.48890458599244
410 => 0.48701902865345
411 => 0.49743899460506
412 => 0.51694424066971
413 => 0.51390416515149
414 => 0.51163488980219
415 => 0.50169158579767
416 => 0.50767967572575
417 => 0.50554743159667
418 => 0.51470890553075
419 => 0.50928185132369
420 => 0.49468983453577
421 => 0.49701366130516
422 => 0.49666241956386
423 => 0.50389094971062
424 => 0.50172112438371
425 => 0.49623872634433
426 => 0.51687757385915
427 => 0.51553740190084
428 => 0.51743745933176
429 => 0.51827392337408
430 => 0.53083642615907
501 => 0.53598288159483
502 => 0.53715121708013
503 => 0.54203995170295
504 => 0.53702958090918
505 => 0.5570746364181
506 => 0.57040342867012
507 => 0.58588550676421
508 => 0.60850898404997
509 => 0.61701562078828
510 => 0.61547897300146
511 => 0.63263183528135
512 => 0.66345514751159
513 => 0.62170924567542
514 => 0.66566778167588
515 => 0.65175101670384
516 => 0.61875461730703
517 => 0.61663003818787
518 => 0.63897558295546
519 => 0.68853585057099
520 => 0.67612156564121
521 => 0.68855615589384
522 => 0.67405054586199
523 => 0.67333022006103
524 => 0.68785165079173
525 => 0.72178176521597
526 => 0.70566283970433
527 => 0.68255240746071
528 => 0.69961679099125
529 => 0.68483404274295
530 => 0.65152437350884
531 => 0.67611207267148
601 => 0.65967097845878
602 => 0.66446936380668
603 => 0.6990260984136
604 => 0.69486814067992
605 => 0.70024892300382
606 => 0.69075198304172
607 => 0.68188034358715
608 => 0.66532076972858
609 => 0.66041829628619
610 => 0.66177316357315
611 => 0.66041762488125
612 => 0.65115269549772
613 => 0.64915193487947
614 => 0.64581724619372
615 => 0.64685080565636
616 => 0.64058061532956
617 => 0.65241375996365
618 => 0.65461009588105
619 => 0.66322127174338
620 => 0.66411531258788
621 => 0.68809731479204
622 => 0.67488843097916
623 => 0.683750090641
624 => 0.68295742039167
625 => 0.6194697493358
626 => 0.62821779025083
627 => 0.64182699662816
628 => 0.63569606760202
629 => 0.6270283683755
630 => 0.62002873651746
701 => 0.60942357850342
702 => 0.62435013475416
703 => 0.64397696896159
704 => 0.66461308149259
705 => 0.68940601856694
706 => 0.68387252363355
707 => 0.66414959477959
708 => 0.66503435096037
709 => 0.67050356553123
710 => 0.66342043573143
711 => 0.66133148247435
712 => 0.67021657543177
713 => 0.6702777621838
714 => 0.6621277653243
715 => 0.65307053524865
716 => 0.65303258512392
717 => 0.65142093851442
718 => 0.67433725421353
719 => 0.68693891074719
720 => 0.68838367036019
721 => 0.68684166691399
722 => 0.68743512284051
723 => 0.68010249656212
724 => 0.69686270581173
725 => 0.71224353123207
726 => 0.70812114145601
727 => 0.70194109314946
728 => 0.69701838700184
729 => 0.70696150833349
730 => 0.70651875679251
731 => 0.71210919313996
801 => 0.71185557865532
802 => 0.70997572517862
803 => 0.7081212085915
804 => 0.71547415723436
805 => 0.71335662610996
806 => 0.71123580587485
807 => 0.70698217621199
808 => 0.70756031512848
809 => 0.7013813338944
810 => 0.69852265444457
811 => 0.65553497445023
812 => 0.64404726169277
813 => 0.64766152998022
814 => 0.64885144094489
815 => 0.64385197363094
816 => 0.65101992550136
817 => 0.6499028077951
818 => 0.65424885929818
819 => 0.65153363500267
820 => 0.65164506875487
821 => 0.65962996446109
822 => 0.66194801365478
823 => 0.66076903512592
824 => 0.66159475127451
825 => 0.6806230314059
826 => 0.67791781846136
827 => 0.67648072800147
828 => 0.67687881188011
829 => 0.68174094542461
830 => 0.68310207735442
831 => 0.67733486572277
901 => 0.68005471606811
902 => 0.69163549363815
903 => 0.69568811037243
904 => 0.70862211762184
905 => 0.70312752145864
906 => 0.71321309051674
907 => 0.74421269137746
908 => 0.76897731755423
909 => 0.74620274388062
910 => 0.79167982609812
911 => 0.82709025790444
912 => 0.82573114655255
913 => 0.81955651870908
914 => 0.77924268353262
915 => 0.74214529135783
916 => 0.77317883515052
917 => 0.77325794603575
918 => 0.77059213710167
919 => 0.75403502676306
920 => 0.7700159855515
921 => 0.77128449602581
922 => 0.77057446748436
923 => 0.75788016980794
924 => 0.73849832355442
925 => 0.74228548991878
926 => 0.74848894567969
927 => 0.73674450974784
928 => 0.73299145084715
929 => 0.73996910139221
930 => 0.76245254529961
1001 => 0.75820218046664
1002 => 0.75809118626378
1003 => 0.77627604945442
1004 => 0.76325961194902
1005 => 0.74233325821482
1006 => 0.73704907791224
1007 => 0.71829379768845
1008 => 0.73124813654304
1009 => 0.73171434013625
1010 => 0.72461938113573
1011 => 0.74290897503516
1012 => 0.74274043320756
1013 => 0.76010368056827
1014 => 0.79329568818406
1015 => 0.78347917825257
1016 => 0.77206364523549
1017 => 0.77330483019285
1018 => 0.7869175656695
1019 => 0.77868699505179
1020 => 0.78164676563149
1021 => 0.78691308570224
1022 => 0.79009038735629
1023 => 0.77284766538073
1024 => 0.76882756207349
1025 => 0.76060384157141
1026 => 0.75845842639543
1027 => 0.76515647515082
1028 => 0.76339177594933
1029 => 0.73167515752947
1030 => 0.72836059443499
1031 => 0.728462247353
1101 => 0.72012762085306
1102 => 0.70741531490109
1103 => 0.74082249593051
1104 => 0.73813943176065
1105 => 0.7351775365698
1106 => 0.73554035183034
1107 => 0.75004127684079
1108 => 0.74163000802046
1109 => 0.76399274475916
1110 => 0.75939563837108
1111 => 0.75468063355062
1112 => 0.75402887626187
1113 => 0.7522140016713
1114 => 0.74599012141515
1115 => 0.73847441200862
1116 => 0.73351188965883
1117 => 0.67662594491849
1118 => 0.68718364537198
1119 => 0.69932931737904
1120 => 0.70352195468515
1121 => 0.69635015845138
1122 => 0.74627330764307
1123 => 0.75539474807183
1124 => 0.72776531003628
1125 => 0.72259697028235
1126 => 0.7466121431369
1127 => 0.73212805817013
1128 => 0.73865024074379
1129 => 0.72455284946266
1130 => 0.75319766017949
1201 => 0.75297943471501
1202 => 0.74183595637377
1203 => 0.75125434796054
1204 => 0.74961767064711
1205 => 0.73703671104502
1206 => 0.75359649903913
1207 => 0.75360471248737
1208 => 0.74287935686404
1209 => 0.73035448957824
1210 => 0.72811533913169
1211 => 0.72642844005776
1212 => 0.7382353669804
1213 => 0.74882142073993
1214 => 0.76851944228114
1215 => 0.77347199291004
1216 => 0.79280212772463
1217 => 0.78129197360973
1218 => 0.78639427584741
1219 => 0.79193354669114
1220 => 0.79458927683357
1221 => 0.79026190708082
1222 => 0.82028956304879
1223 => 0.8228248172361
1224 => 0.82367486603523
1225 => 0.81354970939154
1226 => 0.82254321831356
1227 => 0.81833545332265
1228 => 0.82928288887821
1229 => 0.83099958655719
1230 => 0.82954560469638
1231 => 0.83009051163592
]
'min_raw' => 0.37224000405608
'max_raw' => 0.83099958655719
'avg_raw' => 0.60161979530664
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.37224'
'max' => '$0.830999'
'avg' => '$0.601619'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.05739865335593
'max_diff' => -0.079299348536088
'year' => 2031
]
6 => [
'items' => [
101 => 0.80446720450876
102 => 0.8031385008605
103 => 0.78502153233602
104 => 0.79240433092362
105 => 0.77860254283085
106 => 0.78297923200924
107 => 0.78490843489644
108 => 0.78390072878947
109 => 0.7928217432787
110 => 0.78523705852
111 => 0.76521982840416
112 => 0.74519714460737
113 => 0.74494577612242
114 => 0.73967415690845
115 => 0.73586374176197
116 => 0.73659776290092
117 => 0.73918454913447
118 => 0.73571339304355
119 => 0.73645414018763
120 => 0.74875547835173
121 => 0.7512224239914
122 => 0.74283877880989
123 => 0.7091772336519
124 => 0.70091660603653
125 => 0.70685418135109
126 => 0.70401640277955
127 => 0.56819618327048
128 => 0.60010512919435
129 => 0.58114591705181
130 => 0.5898831942785
131 => 0.57053074814514
201 => 0.57976674978859
202 => 0.57806119752982
203 => 0.62936983832104
204 => 0.62856872446781
205 => 0.62895217527535
206 => 0.61064906915579
207 => 0.63980641418773
208 => 0.65417037081468
209 => 0.65151198472736
210 => 0.65218104323286
211 => 0.64068440141151
212 => 0.62906348789859
213 => 0.616174106367
214 => 0.64012098407699
215 => 0.63745850006247
216 => 0.64356528046026
217 => 0.65909654241336
218 => 0.66138357973348
219 => 0.66445738108456
220 => 0.66335564210828
221 => 0.68960353430983
222 => 0.68642474137505
223 => 0.69408471774672
224 => 0.67832756518639
225 => 0.66049685138173
226 => 0.66388588714604
227 => 0.66355949574904
228 => 0.65940415865052
229 => 0.65565290611565
301 => 0.64940812755395
302 => 0.66916753097651
303 => 0.66836533528246
304 => 0.68135195111862
305 => 0.67905644062432
306 => 0.66372645973671
307 => 0.66427397300316
308 => 0.66795626284592
309 => 0.68070071003539
310 => 0.68448412966936
311 => 0.6827314989517
312 => 0.68687984586067
313 => 0.6901585301158
314 => 0.68729159812361
315 => 0.72788130930854
316 => 0.71102563131977
317 => 0.71924097149044
318 => 0.72120028171356
319 => 0.71618154977691
320 => 0.71726993302665
321 => 0.71891853708333
322 => 0.72892853808568
323 => 0.755197677133
324 => 0.76683209999698
325 => 0.80183483521558
326 => 0.76586602313711
327 => 0.76373178268212
328 => 0.77003683227633
329 => 0.79058714326545
330 => 0.80724124012958
331 => 0.81276636485731
401 => 0.81349660129995
402 => 0.82386210259251
403 => 0.82980341462826
404 => 0.82260345809585
405 => 0.8165022488015
406 => 0.79464847441913
407 => 0.79717810830974
408 => 0.81460477729883
409 => 0.83922097367159
410 => 0.86034423103814
411 => 0.85294760252822
412 => 0.90937865685297
413 => 0.91497356538908
414 => 0.91420052993444
415 => 0.92694656421373
416 => 0.90164828185408
417 => 0.8908327760142
418 => 0.81782139950261
419 => 0.83833461820702
420 => 0.86815178629297
421 => 0.86420537228815
422 => 0.84255134780894
423 => 0.86032780451881
424 => 0.85445035200933
425 => 0.84981456135938
426 => 0.87105201701905
427 => 0.84770056213464
428 => 0.86791883766757
429 => 0.84198869016531
430 => 0.85298138970421
501 => 0.84674140178888
502 => 0.85077943871425
503 => 0.82717315735918
504 => 0.83991053376829
505 => 0.82664324062396
506 => 0.82663695019955
507 => 0.82634407396805
508 => 0.84195298551618
509 => 0.84246199156138
510 => 0.83092698234356
511 => 0.82926460730456
512 => 0.83541127910977
513 => 0.82821513624177
514 => 0.83158216619772
515 => 0.82831712014909
516 => 0.82758208951115
517 => 0.8217252403329
518 => 0.81920194866948
519 => 0.82019139634792
520 => 0.81681390132616
521 => 0.81477883840622
522 => 0.82593924873148
523 => 0.81997669170436
524 => 0.82502540135197
525 => 0.81927175951057
526 => 0.79932713014584
527 => 0.78785676288756
528 => 0.75018320688572
529 => 0.76086738063394
530 => 0.76795099888259
531 => 0.76560986309367
601 => 0.77063952866755
602 => 0.77094830928454
603 => 0.7693131137351
604 => 0.76741976677037
605 => 0.76649819017659
606 => 0.77336686707306
607 => 0.77735436520049
608 => 0.76866193474043
609 => 0.76662541990366
610 => 0.77541394702103
611 => 0.78077494348565
612 => 0.82035752929674
613 => 0.81742512348979
614 => 0.82478488660967
615 => 0.82395629022714
616 => 0.83167049447898
617 => 0.84427995816478
618 => 0.81864139283006
619 => 0.82309136125728
620 => 0.8220003317637
621 => 0.83391190569128
622 => 0.83394909232489
623 => 0.82680750872806
624 => 0.83067907705486
625 => 0.82851807382576
626 => 0.83242329873785
627 => 0.81738595942244
628 => 0.83569981552814
629 => 0.84608259182125
630 => 0.84622675668015
701 => 0.85114811024028
702 => 0.85614849048294
703 => 0.86574628491741
704 => 0.85588081320538
705 => 0.83813378997975
706 => 0.83941506773411
707 => 0.82900999451031
708 => 0.82918490567103
709 => 0.82825121618706
710 => 0.83105328861332
711 => 0.8180008567458
712 => 0.82106423641627
713 => 0.81677548693848
714 => 0.82308203835349
715 => 0.81629723154123
716 => 0.82199980563625
717 => 0.82446084757233
718 => 0.83354214529891
719 => 0.81495591648324
720 => 0.777057337751
721 => 0.78502407847637
722 => 0.77324064316957
723 => 0.77433124496992
724 => 0.77653443417461
725 => 0.76939317712356
726 => 0.77075550392203
727 => 0.77070683202224
728 => 0.77028740388456
729 => 0.76842968711715
730 => 0.76573563026635
731 => 0.77646792357299
801 => 0.77829154933824
802 => 0.78234524351498
803 => 0.79440628773791
804 => 0.79320110500103
805 => 0.79516680804744
806 => 0.79087568933409
807 => 0.77453029765981
808 => 0.77541793106777
809 => 0.76434912824708
810 => 0.78206218934079
811 => 0.77786750267282
812 => 0.77516316088993
813 => 0.77442525617891
814 => 0.78651619739761
815 => 0.79013399651252
816 => 0.78787962688557
817 => 0.78325584901023
818 => 0.7921348694281
819 => 0.79451052071613
820 => 0.79504234142887
821 => 0.81077426322604
822 => 0.79592158109748
823 => 0.79949676930879
824 => 0.82738936715092
825 => 0.8020946298235
826 => 0.81549381632579
827 => 0.81483799587251
828 => 0.82169256628333
829 => 0.8142757210289
830 => 0.81436766171484
831 => 0.82045405587083
901 => 0.81190681296571
902 => 0.80979039542226
903 => 0.80686657974404
904 => 0.81325062431177
905 => 0.81707757030461
906 => 0.84791994442487
907 => 0.86784552468968
908 => 0.86698050270041
909 => 0.87488518442907
910 => 0.87132405291172
911 => 0.85982421986317
912 => 0.87945303262181
913 => 0.87324165496057
914 => 0.87375371338814
915 => 0.87373465454789
916 => 0.87786467768455
917 => 0.87493817778117
918 => 0.86916974607253
919 => 0.87299910024216
920 => 0.88437091310678
921 => 0.9196693691684
922 => 0.93942285282282
923 => 0.9184801846492
924 => 0.93292615672186
925 => 0.92426372110442
926 => 0.92268949886759
927 => 0.93176263687818
928 => 0.94085165621576
929 => 0.94027272497687
930 => 0.93367456366409
1001 => 0.92994742976065
1002 => 0.95817053635899
1003 => 0.97896484053257
1004 => 0.97754680839471
1005 => 0.98380554108244
1006 => 1.0021813738289
1007 => 1.0038614296819
1008 => 1.00364978126
1009 => 0.9994855875329
1010 => 1.0175789812752
1011 => 1.0326728086581
1012 => 0.99852169700019
1013 => 1.0115259932486
1014 => 1.0173640408068
1015 => 1.0259360266929
1016 => 1.0403984037143
1017 => 1.0561083811157
1018 => 1.0583299441714
1019 => 1.0567536388718
1020 => 1.0463924864687
1021 => 1.0635825312003
1022 => 1.0736520562479
1023 => 1.0796482279768
1024 => 1.0948535218133
1025 => 1.017400094601
1026 => 0.96257470913508
1027 => 0.95401293350641
1028 => 0.97142364092251
1029 => 0.97601470562035
1030 => 0.97416405319735
1031 => 0.91245309734945
1101 => 0.95368803809524
1102 => 0.99805336720542
1103 => 0.99975762018004
1104 => 1.0219678315679
1105 => 1.0292003868231
1106 => 1.0470825181493
1107 => 1.045963985966
1108 => 1.0503180003771
1109 => 1.049317087865
1110 => 1.0824399706197
1111 => 1.1189794290939
1112 => 1.1177141838353
1113 => 1.1124612043644
1114 => 1.1202627746448
1115 => 1.1579754115964
1116 => 1.1545034363186
1117 => 1.1578761645588
1118 => 1.2023414889159
1119 => 1.2601527356988
1120 => 1.2332936074139
1121 => 1.2915701872861
1122 => 1.328252205207
1123 => 1.3916899622096
1124 => 1.3837472425954
1125 => 1.4084430958687
1126 => 1.3695281167902
1127 => 1.2801714588111
1128 => 1.2660304256423
1129 => 1.2943411321541
1130 => 1.3639402415951
1201 => 1.2921492085156
1202 => 1.3066724410068
1203 => 1.3024897490723
1204 => 1.3022668711944
1205 => 1.3107732132837
1206 => 1.2984343204222
1207 => 1.2481634511801
1208 => 1.2712022943056
1209 => 1.2623058905587
1210 => 1.2721771137868
1211 => 1.3254480343463
1212 => 1.3018956905468
1213 => 1.2770852095911
1214 => 1.308203058596
1215 => 1.3478267736324
1216 => 1.3453471927561
1217 => 1.3405357694716
1218 => 1.3676575106081
1219 => 1.4124546810411
1220 => 1.4245631761996
1221 => 1.4335014197782
1222 => 1.4347338525549
1223 => 1.4474286761069
1224 => 1.3791654103601
1225 => 1.4875009662253
1226 => 1.5062075240139
1227 => 1.502691466457
1228 => 1.5234830181467
1229 => 1.5173656162089
1230 => 1.5085024605918
1231 => 1.5414614925099
]
'min_raw' => 0.56819618327048
'max_raw' => 1.5414614925099
'avg_raw' => 1.0548288378902
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.568196'
'max' => '$1.54'
'avg' => '$1.05'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.1959561792144
'max_diff' => 0.71046190595273
'year' => 2032
]
7 => [
'items' => [
101 => 1.5036766220726
102 => 1.4500457554697
103 => 1.420622801353
104 => 1.4593693208158
105 => 1.4830304681845
106 => 1.4986689814637
107 => 1.5034011861329
108 => 1.3844644933594
109 => 1.3203642124859
110 => 1.3614517576146
111 => 1.4115813983825
112 => 1.3788869376745
113 => 1.3801684986355
114 => 1.333554789619
115 => 1.4157056773093
116 => 1.4037369839705
117 => 1.4658305861842
118 => 1.4510114496836
119 => 1.5016463718292
120 => 1.4883124998672
121 => 1.5436606568945
122 => 1.5657405352243
123 => 1.6028160873985
124 => 1.6300890145026
125 => 1.646104198946
126 => 1.6451427073435
127 => 1.7086028468417
128 => 1.671182619708
129 => 1.6241739951577
130 => 1.6233237574499
131 => 1.6476701902219
201 => 1.6986936341942
202 => 1.7119232708553
203 => 1.7193168329287
204 => 1.7079933352416
205 => 1.6673763606198
206 => 1.6498381569109
207 => 1.6647812146016
208 => 1.6465071391175
209 => 1.6780533202031
210 => 1.7213729647343
211 => 1.712427629443
212 => 1.7423305441621
213 => 1.7732769150179
214 => 1.8175316152303
215 => 1.8291014326126
216 => 1.8482259007848
217 => 1.8679112605946
218 => 1.8742336676301
219 => 1.8863051043887
220 => 1.8862414819584
221 => 1.9226195691318
222 => 1.9627457258196
223 => 1.9778924210466
224 => 2.0127214115274
225 => 1.9530779858824
226 => 1.9983182093684
227 => 2.0391260233891
228 => 1.990473265205
301 => 2.057529757723
302 => 2.0601334093742
303 => 2.0994454581096
304 => 2.059595165439
305 => 2.0359321888578
306 => 2.1042463156075
307 => 2.1373013696669
308 => 2.1273449183732
309 => 2.0515758324181
310 => 2.0074749745033
311 => 1.8920545229199
312 => 2.0287750336128
313 => 2.0953676061794
314 => 2.0514033737427
315 => 2.0735763753371
316 => 2.1945450824161
317 => 2.240602133928
318 => 2.2310225891766
319 => 2.2326413745469
320 => 2.2574929235481
321 => 2.3676983778175
322 => 2.3016607150768
323 => 2.352144033858
324 => 2.3789202041084
325 => 2.4037914032892
326 => 2.3427155987245
327 => 2.2632568743675
328 => 2.2380889609134
329 => 2.0470319972672
330 => 2.0370866525911
331 => 2.0315040292496
401 => 1.9963063787593
402 => 1.9686506669217
403 => 1.9466578180778
404 => 1.8889420150906
405 => 1.9084194043336
406 => 1.8164324605963
407 => 1.8752824473823
408 => 1.7284690640752
409 => 1.8507396122766
410 => 1.7841933118502
411 => 1.8288773628295
412 => 1.8287214643852
413 => 1.746443959441
414 => 1.6989880116769
415 => 1.7292287886053
416 => 1.7616493019884
417 => 1.7669094212091
418 => 1.8089434630723
419 => 1.8206742606376
420 => 1.7851293963561
421 => 1.7254266830301
422 => 1.7392942616618
423 => 1.6987069856386
424 => 1.6275793455749
425 => 1.6786644584381
426 => 1.6961071620234
427 => 1.7038108536156
428 => 1.6338649886776
429 => 1.6118864793155
430 => 1.6001853053487
501 => 1.7163975502091
502 => 1.7227639193169
503 => 1.6901926748477
504 => 1.8374177883807
505 => 1.8040962109087
506 => 1.8413245769296
507 => 1.7380359242541
508 => 1.7419816898829
509 => 1.6930831864322
510 => 1.7204630809654
511 => 1.7011118540045
512 => 1.7182510560605
513 => 1.7285242231053
514 => 1.7774147027927
515 => 1.8512978630208
516 => 1.7701120954812
517 => 1.7347382939627
518 => 1.756684001475
519 => 1.8151283125518
520 => 1.9036744355424
521 => 1.8512533485752
522 => 1.8745169368035
523 => 1.8795989959063
524 => 1.8409456271108
525 => 1.9050996403845
526 => 1.9394802972842
527 => 1.9747477371887
528 => 2.0053694670865
529 => 1.9606611461432
530 => 2.0085054582386
531 => 1.9699513883477
601 => 1.9353644020091
602 => 1.9354168561904
603 => 1.913719934425
604 => 1.8716794145163
605 => 1.8639264976278
606 => 1.904258150367
607 => 1.9366003164422
608 => 1.9392641721486
609 => 1.9571704570883
610 => 1.9677672120662
611 => 2.0716298164395
612 => 2.113404215115
613 => 2.1644851590664
614 => 2.1843840654998
615 => 2.2442726397114
616 => 2.1959077521233
617 => 2.1854437044643
618 => 2.0401736128303
619 => 2.0639615821971
620 => 2.1020484163512
621 => 2.0408016506972
622 => 2.0796486264425
623 => 2.0873178423461
624 => 2.0387205090366
625 => 2.064678444524
626 => 1.9957418638611
627 => 1.8528004920973
628 => 1.9052587749932
629 => 1.9438857284717
630 => 1.8887603031889
701 => 1.9875704943598
702 => 1.9298476205341
703 => 1.911552240718
704 => 1.8401754412813
705 => 1.8738625430705
706 => 1.9194248305931
707 => 1.8912726340886
708 => 1.9496926689091
709 => 2.0324310182691
710 => 2.091395293177
711 => 2.0959218380421
712 => 2.0580117595759
713 => 2.1187629022568
714 => 2.1192054080077
715 => 2.050677870888
716 => 2.0087051359651
717 => 1.9991688422792
718 => 2.022992373607
719 => 2.0519185387055
720 => 2.0975270388892
721 => 2.1250873003467
722 => 2.1969498453945
723 => 2.2163937896239
724 => 2.2377567892963
725 => 2.2663043449639
726 => 2.3005830049858
727 => 2.225583248343
728 => 2.2285631284915
729 => 2.1587243935481
730 => 2.0840916893733
731 => 2.140728608744
801 => 2.2147738467276
802 => 2.1977877873215
803 => 2.1958765086446
804 => 2.1990907492346
805 => 2.1862838151552
806 => 2.1283585269612
807 => 2.0992688098617
808 => 2.1368019664984
809 => 2.1567491688422
810 => 2.1876855400986
811 => 2.1838719793537
812 => 2.2635607493864
813 => 2.2945253957578
814 => 2.2866033141641
815 => 2.2880611678329
816 => 2.344121181024
817 => 2.4064714453136
818 => 2.4648706956628
819 => 2.5242769214242
820 => 2.4526603976044
821 => 2.4162979435018
822 => 2.4538147143365
823 => 2.4339077876448
824 => 2.5482988931931
825 => 2.5562190851504
826 => 2.6706019189198
827 => 2.7791648486214
828 => 2.7109784175827
829 => 2.7752751508679
830 => 2.8448173101054
831 => 2.9789754180832
901 => 2.9337956870554
902 => 2.8991887211448
903 => 2.8664853055789
904 => 2.9345359218505
905 => 3.0220819525488
906 => 3.0409385290558
907 => 3.0714933867637
908 => 3.0393686899541
909 => 3.078059348842
910 => 3.2146543762533
911 => 3.1777451940891
912 => 3.1253282219688
913 => 3.2331568773842
914 => 3.2721796486057
915 => 3.5460618934224
916 => 3.8918495410147
917 => 3.7486911843474
918 => 3.6598281726727
919 => 3.680713088275
920 => 3.8069830315252
921 => 3.8475369296894
922 => 3.737297454712
923 => 3.7762359009423
924 => 3.9907905680151
925 => 4.1058922631618
926 => 3.9495687009325
927 => 3.5182781926243
928 => 3.1206086471359
929 => 3.2260885178925
930 => 3.2141303739701
1001 => 3.4446425975001
1002 => 3.1768649223012
1003 => 3.1813736115974
1004 => 3.4166525837933
1005 => 3.3538841877141
1006 => 3.2522074248347
1007 => 3.1213510000272
1008 => 2.8794507960161
1009 => 2.6651930394373
1010 => 3.0854018407028
1011 => 3.0672816730921
1012 => 3.0410409851335
1013 => 3.0994367966465
1014 => 3.3829902814134
1015 => 3.3764534558165
1016 => 3.3348695064865
1017 => 3.3664105655492
1018 => 3.2466781246823
1019 => 3.2775359009507
1020 => 3.1205456542482
1021 => 3.1915118022495
1022 => 3.251989272167
1023 => 3.2641310196371
1024 => 3.2914869966604
1025 => 3.0577331681481
1026 => 3.1626817744983
1027 => 3.2243292483744
1028 => 2.9458037186477
1029 => 3.2188236941796
1030 => 3.053664034049
1031 => 2.9976063647859
1101 => 3.0730806314124
1102 => 3.0436682363069
1103 => 3.018381186149
1104 => 3.0042705776742
1105 => 3.0596905492939
1106 => 3.0571051413766
1107 => 2.9664273112539
1108 => 2.84814177836
1109 => 2.8878422857894
1110 => 2.8734187192461
1111 => 2.8211458534158
1112 => 2.8563714535355
1113 => 2.7012557378765
1114 => 2.4343872112986
1115 => 2.61068873436
1116 => 2.6039013175013
1117 => 2.6004787941363
1118 => 2.7329645161008
1119 => 2.7202290708995
1120 => 2.6971141131535
1121 => 2.8207213290898
1122 => 2.7756030325214
1123 => 2.9146469913377
1124 => 3.0062303354135
1125 => 2.983001836945
1126 => 3.0691364147091
1127 => 2.8887569052968
1128 => 2.9486717427538
1129 => 2.9610201077153
1130 => 2.8191960352322
1201 => 2.7223127472364
1202 => 2.7158517364774
1203 => 2.5478694664321
1204 => 2.6376042391848
1205 => 2.7165671257299
1206 => 2.6787500308423
1207 => 2.6667782683545
1208 => 2.7279394065464
1209 => 2.7326921507936
1210 => 2.6243290782834
1211 => 2.6468611924705
1212 => 2.7408238542829
1213 => 2.6444935744762
1214 => 2.4573395762735
1215 => 2.4109227971128
1216 => 2.4047299431417
1217 => 2.2788439566967
1218 => 2.4140245882468
1219 => 2.3550146199594
1220 => 2.5414264027311
1221 => 2.4349489921584
1222 => 2.4303589638023
1223 => 2.4234204627313
1224 => 2.3150651939134
1225 => 2.3387881114479
1226 => 2.4176467024351
1227 => 2.445784336105
1228 => 2.4428493503884
1229 => 2.4172602523181
1230 => 2.4289748103773
1231 => 2.3912381372461
]
'min_raw' => 1.3203642124859
'max_raw' => 4.1058922631618
'avg_raw' => 2.7131282378239
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$1.32'
'max' => '$4.10'
'avg' => '$2.71'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.75216802921545
'max_diff' => 2.5644307706519
'year' => 2033
]
8 => [
'items' => [
101 => 2.3779125325426
102 => 2.3358532586019
103 => 2.27403774508
104 => 2.2826335713718
105 => 2.1601608641759
106 => 2.0934312331771
107 => 2.074961350799
108 => 2.0502626521735
109 => 2.0777511345295
110 => 2.1598139143843
111 => 2.0608287912894
112 => 1.8911257407423
113 => 1.9013251832401
114 => 1.9242403022911
115 => 1.8815381295384
116 => 1.8411241067496
117 => 1.8762608206711
118 => 1.8043554009985
119 => 1.9329297287263
120 => 1.9294521534866
121 => 1.9773767118805
122 => 2.0073449217551
123 => 1.9382779003173
124 => 1.9209077312028
125 => 1.9308025689606
126 => 1.7672629418476
127 => 1.9640120353324
128 => 1.965713529663
129 => 1.9511443021969
130 => 2.0559071205308
131 => 2.2769893435578
201 => 2.1938093182432
202 => 2.1615994983118
203 => 2.1003686070771
204 => 2.1819551341168
205 => 2.1756905617883
206 => 2.14735978995
207 => 2.1302252507448
208 => 2.161796164604
209 => 2.1263132651378
210 => 2.1199395613888
211 => 2.0813218513279
212 => 2.0675370858301
213 => 2.0573313942428
214 => 2.0460959305957
215 => 2.070878563698
216 => 2.0147178566612
217 => 1.9469935494769
218 => 1.9413630061216
219 => 1.9569094313678
220 => 1.9500312954916
221 => 1.9413300762533
222 => 1.9247170790912
223 => 1.9197883577137
224 => 1.9358043111148
225 => 1.9177232335131
226 => 1.9444028484417
227 => 1.9371474694315
228 => 1.8966195120677
301 => 1.8461066718208
302 => 1.8456570015883
303 => 1.8347740930148
304 => 1.8209130726901
305 => 1.817057253933
306 => 1.8733017046289
307 => 1.9897260343148
308 => 1.9668691525993
309 => 1.9833855921062
310 => 2.0646301275589
311 => 2.0904553222709
312 => 2.0721252107676
313 => 2.0470338235898
314 => 2.0481377172847
315 => 2.1338825829506
316 => 2.1392303850453
317 => 2.1527425556725
318 => 2.1701095134674
319 => 2.0750828787769
320 => 2.0436619713363
321 => 2.0287730022254
322 => 1.9829207401201
323 => 2.0323684737249
324 => 2.0035573969164
325 => 2.0074449955044
326 => 2.004913191824
327 => 2.0062957278333
328 => 1.9328937895813
329 => 1.9596375979881
330 => 1.9151708294649
331 => 1.8556348180415
401 => 1.8554352324552
402 => 1.8700065869065
403 => 1.8613389751017
404 => 1.8380146545997
405 => 1.8413277642394
406 => 1.8123014375785
407 => 1.8448520858346
408 => 1.8457855219548
409 => 1.8332517493304
410 => 1.8834005140927
411 => 1.9039465039333
412 => 1.8956965062925
413 => 1.9033676621061
414 => 1.9678189592272
415 => 1.9783273328652
416 => 1.982994458291
417 => 1.9767411284961
418 => 1.9045457135025
419 => 1.9077478871561
420 => 1.8842524615618
421 => 1.8644013028215
422 => 1.8651952450655
423 => 1.875401321128
424 => 1.9199718538713
425 => 2.0137679124533
426 => 2.0173274043125
427 => 2.0216416122835
428 => 2.0040935603182
429 => 1.9988008999332
430 => 2.0057832851326
501 => 2.0410081531735
502 => 2.1316160772331
503 => 2.0995891853706
504 => 2.0735508237582
505 => 2.0963934867842
506 => 2.0928770378581
507 => 2.0631946700923
508 => 2.0623615848893
509 => 2.0053916311198
510 => 1.9843311363543
511 => 1.9667314105776
512 => 1.9475129694818
513 => 1.9361196333923
514 => 1.9536249758045
515 => 1.9576286547313
516 => 1.919352917606
517 => 1.9141360760696
518 => 1.9453928692452
519 => 1.9316379199393
520 => 1.9457852264068
521 => 1.9490675228605
522 => 1.9485389975338
523 => 1.9341772507126
524 => 1.943330999863
525 => 1.9216796542583
526 => 1.8981370678402
527 => 1.8831183644605
528 => 1.8700125538197
529 => 1.8772844192774
530 => 1.8513615467109
531 => 1.8430682980525
601 => 1.9402299156167
602 => 2.0120042471747
603 => 2.0109606199681
604 => 2.004607807747
605 => 1.9951688174074
606 => 2.0403176322383
607 => 2.0245886879302
608 => 2.0360328091116
609 => 2.0389458182605
610 => 2.0477626196121
611 => 2.0509138682656
612 => 2.0413886061518
613 => 2.0094206630852
614 => 1.9297595883841
615 => 1.8926771430698
616 => 1.8804393184591
617 => 1.8808841401407
618 => 1.8686139723891
619 => 1.8722280867023
620 => 1.8673571309219
621 => 1.8581327190847
622 => 1.8767148378401
623 => 1.8788562539223
624 => 1.874518965365
625 => 1.8755405538324
626 => 1.8396296570582
627 => 1.8423598845456
628 => 1.8271576309553
629 => 1.8243073916731
630 => 1.7858774184086
701 => 1.7177931502569
702 => 1.7555184439128
703 => 1.7099515941555
704 => 1.692694737702
705 => 1.7743860121611
706 => 1.7661864739687
707 => 1.7521524288368
708 => 1.7313931511355
709 => 1.7236933331028
710 => 1.6769116762022
711 => 1.6741475663421
712 => 1.697333818713
713 => 1.6866341610341
714 => 1.6716077893756
715 => 1.6171837944275
716 => 1.5559932049403
717 => 1.5578401642066
718 => 1.5773037522311
719 => 1.6338967594347
720 => 1.6117848924513
721 => 1.5957424792504
722 => 1.592738217491
723 => 1.6303428432574
724 => 1.6835612671295
725 => 1.7085301609152
726 => 1.6837867454902
727 => 1.65536284213
728 => 1.6570928734239
729 => 1.6686019965542
730 => 1.6698114426649
731 => 1.6513104036019
801 => 1.6565183377277
802 => 1.6486070095672
803 => 1.6000552032491
804 => 1.5991770550323
805 => 1.5872616587582
806 => 1.5869008652945
807 => 1.5666298037974
808 => 1.5637937421667
809 => 1.5235443191987
810 => 1.5500366112828
811 => 1.5322669726606
812 => 1.5054839358229
813 => 1.500866530177
814 => 1.5007277253876
815 => 1.5282279156424
816 => 1.5497152555482
817 => 1.5325760831322
818 => 1.528673825802
819 => 1.5703397249511
820 => 1.5650373594913
821 => 1.5604455451997
822 => 1.6787961409766
823 => 1.585112409407
824 => 1.5442609551622
825 => 1.4936995230535
826 => 1.510162580301
827 => 1.5136315883557
828 => 1.3920404585174
829 => 1.3427109522853
830 => 1.3257829246896
831 => 1.3160406054812
901 => 1.3204803026808
902 => 1.2760779612979
903 => 1.3059170690542
904 => 1.267468394653
905 => 1.2610223492669
906 => 1.3297733419729
907 => 1.3393396409704
908 => 1.2985268374307
909 => 1.3247352642959
910 => 1.3152317243902
911 => 1.2681274868213
912 => 1.2663284514214
913 => 1.2426932008034
914 => 1.2057086102724
915 => 1.1888056599707
916 => 1.1800024566954
917 => 1.1836348299378
918 => 1.181798190874
919 => 1.1698128786322
920 => 1.1824851749422
921 => 1.1501126944244
922 => 1.1372217118393
923 => 1.1313991540742
924 => 1.1026667143242
925 => 1.1483928033405
926 => 1.1574014189188
927 => 1.1664277842527
928 => 1.2449961319228
929 => 1.2410710793051
930 => 1.2765516433915
1001 => 1.2751729339156
1002 => 1.2650533022912
1003 => 1.2223602410662
1004 => 1.2393769343398
1005 => 1.1870021974248
1006 => 1.2262449114575
1007 => 1.2083361755879
1008 => 1.2201899498454
1009 => 1.1988757949186
1010 => 1.210671928295
1011 => 1.15953769587
1012 => 1.1117892691096
1013 => 1.1310046299014
1014 => 1.1518939246252
1015 => 1.1971872380797
1016 => 1.170210914248
1017 => 1.1799126203856
1018 => 1.1474135288705
1019 => 1.0803586201682
1020 => 1.0807381436693
1021 => 1.0704232068361
1022 => 1.0615095954067
1023 => 1.1733094695492
1024 => 1.1594053879051
1025 => 1.1372510535265
1026 => 1.1669055104705
1027 => 1.174746619566
1028 => 1.1749698449187
1029 => 1.1966049712127
1030 => 1.2081516419942
1031 => 1.2101867927655
1101 => 1.2442301314471
1102 => 1.2556410095306
1103 => 1.3026408014289
1104 => 1.2071719876505
1105 => 1.2052058702557
1106 => 1.1673228094934
1107 => 1.1432967734505
1108 => 1.1689678927364
1109 => 1.1917089999666
1110 => 1.1680294390856
1111 => 1.1711214898339
1112 => 1.1393336140424
1113 => 1.1506962838793
1114 => 1.1604833458597
1115 => 1.155079505491
1116 => 1.1469896949103
1117 => 1.1898444885099
1118 => 1.1874264531057
1119 => 1.2273338221331
1120 => 1.2584444700932
1121 => 1.3142003129314
1122 => 1.256016184312
1123 => 1.2538957234041
1124 => 1.274623568911
1125 => 1.2556378362055
1126 => 1.2676361639102
1127 => 1.3122671968447
1128 => 1.313210180242
1129 => 1.2974139933726
1130 => 1.2964527939661
1201 => 1.2994866244457
1202 => 1.3172558643247
1203 => 1.3110467459174
1204 => 1.318232094934
1205 => 1.3272174839052
1206 => 1.3643848624163
1207 => 1.3733457915457
1208 => 1.3515753794702
1209 => 1.3535410039277
1210 => 1.3453982722003
1211 => 1.3375324953797
1212 => 1.3552136129679
1213 => 1.3875262028834
1214 => 1.3873251879385
1215 => 1.3948210807319
1216 => 1.3994909598429
1217 => 1.3794444201382
1218 => 1.3663948599222
1219 => 1.3713988916741
1220 => 1.3794004474191
1221 => 1.3688040949883
1222 => 1.3033984990775
1223 => 1.3232383787512
1224 => 1.3199360526529
1225 => 1.3152331387125
1226 => 1.3351822911416
1227 => 1.3332581467235
1228 => 1.2756225511089
1229 => 1.2793121949419
1230 => 1.2758469305709
1231 => 1.2870439086801
]
'min_raw' => 1.0615095954067
'max_raw' => 2.3779125325426
'avg_raw' => 1.7197110639747
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$1.06'
'max' => '$2.37'
'avg' => '$1.71'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.25885461707922
'max_diff' => -1.7279797306193
'year' => 2034
]
9 => [
'items' => [
101 => 1.2550331626422
102 => 1.2648794525278
103 => 1.2710549532408
104 => 1.2746923706032
105 => 1.2878332163166
106 => 1.2862912897432
107 => 1.2877373679959
108 => 1.3072217731342
109 => 1.4057672080834
110 => 1.4111308186794
111 => 1.3847184384561
112 => 1.3952696633942
113 => 1.3750136188123
114 => 1.3886116372438
115 => 1.3979150561024
116 => 1.355874695225
117 => 1.3533853378935
118 => 1.3330456894102
119 => 1.3439750644086
120 => 1.3265856429363
121 => 1.3308523987095
122 => 1.3189221775987
123 => 1.3403942003148
124 => 1.3644032581264
125 => 1.370468894276
126 => 1.3545128169869
127 => 1.3429595654728
128 => 1.3226758616918
129 => 1.3564081131315
130 => 1.3662724514242
131 => 1.3563562999618
201 => 1.3540585109958
202 => 1.3497042050572
203 => 1.3549822975848
204 => 1.3662187281194
205 => 1.3609198349836
206 => 1.3644198472543
207 => 1.3510814096754
208 => 1.379451056377
209 => 1.4245088828665
210 => 1.4246537511463
211 => 1.4193548294475
212 => 1.4171866248552
213 => 1.4226236400836
214 => 1.425572997807
215 => 1.4431553080778
216 => 1.4620218275084
217 => 1.550063641584
218 => 1.5253418524966
219 => 1.6034577875753
220 => 1.665237350138
221 => 1.6837623396577
222 => 1.6667202209677
223 => 1.6084200535264
224 => 1.6055595691761
225 => 1.6926846330292
226 => 1.6680678119099
227 => 1.6651397193679
228 => 1.6339897618108
301 => 1.6524032447243
302 => 1.6483759459017
303 => 1.6420186576878
304 => 1.6771503003925
305 => 1.7429135993122
306 => 1.7326637724513
307 => 1.7250127521754
308 => 1.6914882085048
309 => 1.7116774717724
310 => 1.7044884618227
311 => 1.7353770108251
312 => 1.7170793186612
313 => 1.6678813152786
314 => 1.6757162594761
315 => 1.6745320234223
316 => 1.698903517492
317 => 1.69158779991
318 => 1.6731035121514
319 => 1.7426888275059
320 => 1.7381703441807
321 => 1.7445765204668
322 => 1.7473967173855
323 => 1.789752072611
324 => 1.8071037064267
325 => 1.811042831086
326 => 1.8275255411874
327 => 1.8106327262433
328 => 1.8782160303927
329 => 1.9231549840569
330 => 1.9753538912754
331 => 2.051630524465
401 => 2.0803112441427
402 => 2.0751303288441
403 => 2.1329624015953
404 => 2.2368853507945
405 => 2.0961361281481
406 => 2.2443454013606
407 => 2.1974240566199
408 => 2.0861743923185
409 => 2.0790112254849
410 => 2.1543507897849
411 => 2.3214466922381
412 => 2.2795910638596
413 => 2.3215151530517
414 => 2.27260847608
415 => 2.2701798473505
416 => 2.319139864913
417 => 2.4335376146192
418 => 2.3791915318693
419 => 2.3012730960411
420 => 2.3588068565115
421 => 2.3089657886939
422 => 2.1966599132642
423 => 2.2795590576494
424 => 2.2241267606307
425 => 2.2403048518437
426 => 2.3568152952451
427 => 2.3427964504467
428 => 2.3609381337259
429 => 2.3289185375885
430 => 2.2990071857694
501 => 2.2431754263527
502 => 2.2266463948619
503 => 2.2312144245137
504 => 2.2266441311733
505 => 2.1954067749
506 => 2.1886610707869
507 => 2.1774179350624
508 => 2.1809026529515
509 => 2.159762268494
510 => 2.1996585417916
511 => 2.2070636416804
512 => 2.2360968223133
513 => 2.2391111434405
514 => 2.3199681382417
515 => 2.2754334642518
516 => 2.305311168503
517 => 2.3026386254149
518 => 2.0885855098824
519 => 2.1180801405961
520 => 2.1639645300617
521 => 2.1432936748023
522 => 2.1140699217007
523 => 2.0904701741926
524 => 2.0547141435198
525 => 2.105040070058
526 => 2.1712133118902
527 => 2.2407894060558
528 => 2.3243805243896
529 => 2.3057239598854
530 => 2.2392267282434
531 => 2.2422097454786
601 => 2.2606495842526
602 => 2.2367683176042
603 => 2.2297252658519
604 => 2.2596819770952
605 => 2.2598882725016
606 => 2.2324099890752
607 => 2.2018729055195
608 => 2.2017449540244
609 => 2.1963111749589
610 => 2.2735751333045
611 => 2.3160624981273
612 => 2.3209336060325
613 => 2.3157346337544
614 => 2.3177355118444
615 => 2.2930130503992
616 => 2.3495212660447
617 => 2.4013787928043
618 => 2.3874798678582
619 => 2.3666434035155
620 => 2.3500461560464
621 => 2.3835700838226
622 => 2.3820773160903
623 => 2.4009258625476
624 => 2.4000707836058
625 => 2.3937327263619
626 => 2.3874800942102
627 => 2.4122710739261
628 => 2.4051316698989
629 => 2.3979811764053
630 => 2.383639767018
701 => 2.3855890027393
702 => 2.3647561361059
703 => 2.3551178987542
704 => 2.2101819343493
705 => 2.1714503087411
706 => 2.1836360666124
707 => 2.1876479345066
708 => 2.170791881406
709 => 2.1949591315876
710 => 2.1911926912462
711 => 2.2058457073205
712 => 2.1966911390373
713 => 2.1970668457129
714 => 2.223988479074
715 => 2.2318039437716
716 => 2.2278289353478
717 => 2.2306128949925
718 => 2.2947680699676
719 => 2.2856472556531
720 => 2.2808020048331
721 => 2.2821441724233
722 => 2.2985371951319
723 => 2.3031263464644
724 => 2.2836817897945
725 => 2.2928519551277
726 => 2.3318973552492
727 => 2.3455610355134
728 => 2.3891689439784
729 => 2.3706435293937
730 => 2.404647729625
731 => 2.50916504825
801 => 2.5926607144159
802 => 2.5158746492054
803 => 2.6692038070102
804 => 2.7885925501226
805 => 2.7840102113096
806 => 2.7631920224365
807 => 2.627271112517
808 => 2.5021946647425
809 => 2.6068264243324
810 => 2.6070931522053
811 => 2.5981051912632
812 => 2.542281737776
813 => 2.5961626560862
814 => 2.6004395277149
815 => 2.5980456169148
816 => 2.5552459060112
817 => 2.4898986581702
818 => 2.5026673539791
819 => 2.5235827381885
820 => 2.4839855524739
821 => 2.47133185236
822 => 2.4948574883367
823 => 2.5706619892144
824 => 2.5563315874291
825 => 2.5559573627247
826 => 2.6172688985986
827 => 2.5733830707705
828 => 2.5028284081243
829 => 2.4850124253044
830 => 2.4217776885781
831 => 2.4654541464694
901 => 2.4670259844332
902 => 2.4431048348087
903 => 2.5047694775793
904 => 2.5042012270403
905 => 2.5627426277802
906 => 2.6746517988488
907 => 2.641554750248
908 => 2.6030664836738
909 => 2.6072512254143
910 => 2.6531475134847
911 => 2.625397570007
912 => 2.635376643161
913 => 2.6531324089623
914 => 2.663844903321
915 => 2.605709862332
916 => 2.592155803357
917 => 2.5644289555224
918 => 2.5571955384685
919 => 2.5797784774901
920 => 2.5738286709249
921 => 2.4668938775388
922 => 2.4557185966504
923 => 2.4560613265606
924 => 2.427960551411
925 => 2.3851001243491
926 => 2.4977347676047
927 => 2.4886886294304
928 => 2.4787023930015
929 => 2.4799256499834
930 => 2.5288165310784
1001 => 2.5004573509946
1002 => 2.5758548792256
1003 => 2.5603554140784
1004 => 2.5444584461351
1005 => 2.5422610009319
1006 => 2.5361420245393
1007 => 2.5151577777182
1008 => 2.489818038724
1009 => 2.4730865481495
1010 => 2.2812916138076
1011 => 2.3168876380016
1012 => 2.3578376191572
1013 => 2.3719733885553
1014 => 2.3477931768343
1015 => 2.5161125598571
1016 => 2.5468661331013
1017 => 2.4537115537387
1018 => 2.4362861354163
1019 => 2.5172549673813
1020 => 2.4684208636693
1021 => 2.4904108575806
1022 => 2.4428805186279
1023 => 2.5394584978765
1024 => 2.538722735487
1025 => 2.5011517202467
1026 => 2.5329064850526
1027 => 2.5273883132212
1028 => 2.4849707295482
1029 => 2.5408032109378
1030 => 2.540830903152
1031 => 2.5046696178475
1101 => 2.4624411533351
1102 => 2.4548917012721
1103 => 2.4492042032688
1104 => 2.4890120817218
1105 => 2.5247037010667
1106 => 2.5911169559649
1107 => 2.6078148261863
1108 => 2.6729877253006
1109 => 2.6341804370889
1110 => 2.6513832053146
1111 => 2.6700592437038
1112 => 2.6790132232961
1113 => 2.6644231940474
1114 => 2.7656635326074
1115 => 2.7742113191057
1116 => 2.7770773179805
1117 => 2.7429396454404
1118 => 2.7732618886778
1119 => 2.7590751152342
1120 => 2.7959851585352
1121 => 2.8017731246159
1122 => 2.7968709232585
1123 => 2.7987081150493
1124 => 2.7123173461079
1125 => 2.7078375289907
1126 => 2.646754904724
1127 => 2.6716465256126
1128 => 2.6251128334478
1129 => 2.6398691465834
1130 => 2.6463735888103
1201 => 2.6429760373148
1202 => 2.6730538605106
1203 => 2.6474815663009
1204 => 2.5799920774069
1205 => 2.5124842010469
1206 => 2.5116366946499
1207 => 2.4938630624173
1208 => 2.4810159817163
1209 => 2.483490785234
1210 => 2.492212315624
1211 => 2.4805090705151
1212 => 2.4830065512287
1213 => 2.5244813717009
1214 => 2.5327988511618
1215 => 2.5045328061049
1216 => 2.3910405564307
1217 => 2.3631892736869
1218 => 2.3832082234082
1219 => 2.3736404548269
1220 => 1.9157131020871
1221 => 2.0232963410809
1222 => 1.9593740336524
1223 => 1.9888323738394
1224 => 1.9235842505562
1225 => 1.9547240749341
1226 => 1.9489736864158
1227 => 2.1219643510983
1228 => 2.1192633398101
1229 => 2.1205561709794
1230 => 2.0588459708153
1231 => 2.1571519952913
]
'min_raw' => 1.2550331626422
'max_raw' => 2.8017731246159
'avg_raw' => 2.0284031436291
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$1.25'
'max' => '$2.80'
'avg' => '$2.02'
'bar_min_pct' => 61.631153054958
'bar_max_pct' => 60.119598047091
'min_diff' => 0.19352356723552
'max_diff' => 0.42386059207335
'year' => 2035
]
10 => [
'items' => [
101 => 2.2055810779185
102 => 2.1966181436225
103 => 2.1988739210859
104 => 2.1601121905154
105 => 2.1209314692603
106 => 2.0774740195187
107 => 2.1582125896355
108 => 2.1492358388919
109 => 2.1698252753648
110 => 2.2221900093977
111 => 2.2299009153984
112 => 2.2402644512595
113 => 2.23654986138
114 => 2.3250464625068
115 => 2.314328940191
116 => 2.3401550853306
117 => 2.2870287453442
118 => 2.2269112488511
119 => 2.2383376195454
120 => 2.2372371681624
121 => 2.2232271590184
122 => 2.210579549193
123 => 2.1895248422757
124 => 2.2561450504724
125 => 2.2534403916824
126 => 2.2972256736705
127 => 2.2894861997716
128 => 2.2378000989039
129 => 2.2396460781079
130 => 2.2520611754021
131 => 2.2950299688902
201 => 2.3077860323361
202 => 2.3018769155067
203 => 2.3158633567387
204 => 2.3269176696152
205 => 2.3172516082408
206 => 2.4541026533839
207 => 2.3972725582189
208 => 2.4249711511811
209 => 2.431577102393
210 => 2.4146560972719
211 => 2.4183256573869
212 => 2.4238840410658
213 => 2.4576334583212
214 => 2.546201694672
215 => 2.5854279636474
216 => 2.7034421292498
217 => 2.582170768065
218 => 2.574975027363
219 => 2.5962329422744
220 => 2.6655197505512
221 => 2.7216702008805
222 => 2.7402985446519
223 => 2.7427605878017
224 => 2.7777085991058
225 => 2.7977401474435
226 => 2.7734649913096
227 => 2.7528943382008
228 => 2.6792128120889
229 => 2.6877416493645
301 => 2.7464968805523
302 => 2.8294921052711
303 => 2.9007106422611
304 => 2.8757723928238
305 => 3.0660336323701
306 => 3.0848972571236
307 => 3.0822909141167
308 => 3.125265058589
309 => 3.0399701333438
310 => 3.0035049002901
311 => 2.7573419468898
312 => 2.8265036959389
313 => 2.9270343599089
314 => 2.9137287495618
315 => 2.8407206941944
316 => 2.9006552591043
317 => 2.880839017618
318 => 2.8652091257811
319 => 2.9368126902895
320 => 2.8580816298002
321 => 2.9262489573544
322 => 2.8388236546654
323 => 2.8758863086466
324 => 2.854847753728
325 => 2.8684622771487
326 => 2.7888720514221
327 => 2.8318170052806
328 => 2.7870854001517
329 => 2.7870641915466
330 => 2.7860767388841
331 => 2.8387032739481
401 => 2.8404194233671
402 => 2.8015283344406
403 => 2.7959235209333
404 => 2.8166474540715
405 => 2.7923851559734
406 => 2.8037373325484
407 => 2.7927290018372
408 => 2.7902507947232
409 => 2.7705040188066
410 => 2.7619965647928
411 => 2.7653325567217
412 => 2.7539450964466
413 => 2.7470837397285
414 => 2.7847118423351
415 => 2.7646086650257
416 => 2.7816307420923
417 => 2.7622319369175
418 => 2.6949872265248
419 => 2.656314082478
420 => 2.5292950581341
421 => 2.5653174958715
422 => 2.5892004093592
423 => 2.581307106594
424 => 2.5982649752364
425 => 2.5993060506449
426 => 2.5937928746843
427 => 2.5874093232034
428 => 2.5843021633751
429 => 2.6074603870872
430 => 2.6209045154221
501 => 2.5915973792399
502 => 2.5847311272828
503 => 2.6143622600543
504 => 2.6324372339276
505 => 2.7658926855576
506 => 2.7560058746455
507 => 2.7808198298464
508 => 2.7780261592919
509 => 2.8040351375156
510 => 2.8465488246969
511 => 2.7601066116434
512 => 2.7751099908826
513 => 2.7714315087718
514 => 2.8115922119081
515 => 2.8117175892396
516 => 2.7876392415335
517 => 2.8006925044516
518 => 2.7934065311882
519 => 2.8065732696334
520 => 2.755873830258
521 => 2.817620274751
522 => 2.8526265299255
523 => 2.8531125918126
524 => 2.8697052789385
525 => 2.886564410042
526 => 2.9189240440744
527 => 2.8856619174121
528 => 2.8258265895493
529 => 2.8301465069541
530 => 2.795065076121
531 => 2.7956548013113
601 => 2.792506802028
602 => 2.8019541848475
603 => 2.7579469995145
604 => 2.7682753979518
605 => 2.7538155796565
606 => 2.7750785580616
607 => 2.752203108194
608 => 2.7714297348963
609 => 2.7797273096083
610 => 2.8103455389294
611 => 2.7476807708283
612 => 2.6199030666383
613 => 2.646763489214
614 => 2.6070348143839
615 => 2.6107118544972
616 => 2.6181400607226
617 => 2.5940628139883
618 => 2.598655993904
619 => 2.5984918931957
620 => 2.5970777619459
621 => 2.590814340163
622 => 2.5817311393974
623 => 2.6179158155856
624 => 2.6240642971746
625 => 2.6377316101114
626 => 2.6783962627842
627 => 2.6743329050436
628 => 2.6809604101056
629 => 2.6664926037672
630 => 2.6113829745386
701 => 2.6143756925461
702 => 2.577056451037
703 => 2.6367772732009
704 => 2.6226345942361
705 => 2.613516717104
706 => 2.611028819852
707 => 2.6517942723333
708 => 2.663991934636
709 => 2.6563911700436
710 => 2.6408017801151
711 => 2.6707380173673
712 => 2.6787476915476
713 => 2.6805407622111
714 => 2.733582034918
715 => 2.6835051801404
716 => 2.6955591768065
717 => 2.7896010178302
718 => 2.7043180449087
719 => 2.7494943377025
720 => 2.7472831932563
721 => 2.7703938559672
722 => 2.7453874443643
723 => 2.745697428806
724 => 2.7662181316414
725 => 2.7374005054374
726 => 2.7302648559261
727 => 2.7204070072327
728 => 2.7419312592125
729 => 2.7548340748162
730 => 2.8588212925085
731 => 2.9260017775309
801 => 2.9230852955001
802 => 2.9497364818356
803 => 2.9377298782946
804 => 2.8989573882787
805 => 2.9651373009344
806 => 2.944195207485
807 => 2.9459216482243
808 => 2.9458573900137
809 => 2.959782051368
810 => 2.949915152622
811 => 2.9304664823773
812 => 2.9433774173172
813 => 2.9817182783449
814 => 3.1007294874162
815 => 3.1673297367012
816 => 3.0967200687835
817 => 3.145425672212
818 => 3.1162196657359
819 => 3.1109120655557
820 => 3.1415027838247
821 => 3.1721470470964
822 => 3.1701951400048
823 => 3.1479489784698
824 => 3.1353826862942
825 => 3.2305388606649
826 => 3.3006483089981
827 => 3.2958673146414
828 => 3.3169690688689
829 => 3.3789244719334
830 => 3.3845888975392
831 => 3.3838753101082
901 => 3.3698354402225
902 => 3.4308385804652
903 => 3.4817284733038
904 => 3.3665856159948
905 => 3.4104305087274
906 => 3.4301138936693
907 => 3.4590149425611
908 => 3.5077758564198
909 => 3.5607431420641
910 => 3.5682332970109
911 => 3.5629186736392
912 => 3.5279853249198
913 => 3.5859427609028
914 => 3.6198928676326
915 => 3.6401093792558
916 => 3.6913750890254
917 => 3.4302354515536
918 => 3.245387836669
919 => 3.2165212123728
920 => 3.275222628003
921 => 3.2907017231697
922 => 3.2844621193171
923 => 3.0763993231546
924 => 3.2154258048106
925 => 3.365006609394
926 => 3.370752617285
927 => 3.4456358956466
928 => 3.4700209606504
929 => 3.5303118149071
930 => 3.5265406055579
1001 => 3.5412204691324
1002 => 3.5378458227164
1003 => 3.6495219344898
1004 => 3.7727172698389
1005 => 3.7684514071129
1006 => 3.7507406200754
1007 => 3.777044158964
1008 => 3.9041949474588
1009 => 3.892488940404
1010 => 3.9038603291424
1011 => 4.0537782746821
1012 => 4.2486929294628
1013 => 4.1581355032058
1014 => 4.3546190609861
1015 => 4.4782950454629
1016 => 4.6921798722801
1017 => 4.6654004385576
1018 => 4.7486642320782
1019 => 4.6174596631579
1020 => 4.3161874520985
1021 => 4.2685099714747
1022 => 4.3639614950697
1023 => 4.5986197518046
1024 => 4.3565712714873
1025 => 4.4055373638109
1026 => 4.3914351259276
1027 => 4.3906836776014
1028 => 4.4193634038493
1029 => 4.3777619650928
1030 => 4.2082702196428
1031 => 4.2859472877614
1101 => 4.2559524414017
1102 => 4.2892339597018
1103 => 4.4688405876251
1104 => 4.389432216133
1105 => 4.3057819473782
1106 => 4.4106979478773
1107 => 4.5442920695619
1108 => 4.5359319895186
1109 => 4.5197099399922
1110 => 4.6111527838135
1111 => 4.7621895715669
1112 => 4.8030142083817
1113 => 4.8331501206554
1114 => 4.8373053538075
1115 => 4.8801068377375
1116 => 4.6499524712831
1117 => 5.0152133616296
1118 => 5.078283827264
1119 => 5.0664291937277
1120 => 5.1365293618694
1121 => 5.1159041141324
1122 => 5.0860213661639
1123 => 5.1971450434018
1124 => 5.0697507146669
1125 => 4.8889305035276
1126 => 4.7897289594784
1127 => 4.9203655550427
1128 => 5.000140765365
1129 => 5.0528671047317
1130 => 5.0688220631659
1201 => 4.6678186995855
1202 => 4.4517001272818
1203 => 4.590229654324
1204 => 4.7592452381127
1205 => 4.6490135811814
1206 => 4.6533344534369
1207 => 4.4961730790226
1208 => 4.7731505324623
1209 => 4.7327972472432
1210 => 4.9421501623435
1211 => 4.8921864089927
1212 => 5.0629055842237
1213 => 5.0179495039628
1214 => 5.2045596796653
1215 => 5.2790035310219
1216 => 5.4040063437098
1217 => 5.495958921576
1218 => 5.5499552340716
1219 => 5.5467134980044
1220 => 5.760673788968
1221 => 5.63450888059
1222 => 5.4760160208814
1223 => 5.4731493850878
1224 => 5.5552350829921
1225 => 5.727264186688
1226 => 5.7718688303547
1227 => 5.7967967410869
1228 => 5.7586187780536
1229 => 5.6216758123298
1230 => 5.5625445340468
1231 => 5.6129260963419
]
'min_raw' => 2.0774740195187
'max_raw' => 5.7967967410869
'avg_raw' => 3.9371353803028
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$2.07'
'max' => '$5.79'
'avg' => '$3.93'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.82244085687642
'max_diff' => 2.995023616471
'year' => 2036
]
11 => [
'items' => [
101 => 5.551313774992
102 => 5.6576739270061
103 => 5.8037291330241
104 => 5.7735693105463
105 => 5.8743890752764
106 => 5.9787269252236
107 => 6.127934736754
108 => 6.1669431838373
109 => 6.2314226635077
110 => 6.2977932284942
111 => 6.3191096652309
112 => 6.3598093570633
113 => 6.3595948495974
114 => 6.4822461103394
115 => 6.6175342491313
116 => 6.6686023895976
117 => 6.7860307626861
118 => 6.584938788953
119 => 6.7374693610077
120 => 6.8750557550889
121 => 6.711019584044
122 => 6.9371052303034
123 => 6.9458836236265
124 => 7.0784269406177
125 => 6.9440688966201
126 => 6.8642875189804
127 => 7.094613366857
128 => 7.2060607894482
129 => 7.1724919187745
130 => 6.9170311554482
131 => 6.7683420339647
201 => 6.3791939230528
202 => 6.8401566703753
203 => 7.0646781781284
204 => 6.9164496989835
205 => 6.9912075219285
206 => 7.3990619636106
207 => 7.5543465283837
208 => 7.5220484244319
209 => 7.5275062723277
210 => 7.611295004865
211 => 7.9828603882334
212 => 7.7602097977009
213 => 7.9304178316045
214 => 8.0206955590563
215 => 8.1045505435459
216 => 7.8986292042794
217 => 7.630728567479
218 => 7.5458731901007
219 => 6.9017112979966
220 => 6.8681798740592
221 => 6.8493576696971
222 => 6.7306863336474
223 => 6.637443170327
224 => 6.5632927449579
225 => 6.368699885598
226 => 6.4343692632986
227 => 6.1242288601651
228 => 6.3226456993889
301 => 5.8276541273859
302 => 6.239897817304
303 => 6.0155323193021
304 => 6.1661877169197
305 => 6.16566209443
306 => 5.8882577420788
307 => 5.7282567009237
308 => 5.8302155916814
309 => 5.9395236160805
310 => 5.9572584752829
311 => 6.0989791821476
312 => 6.1385303851571
313 => 6.0186883935691
314 => 5.81739652728
315 => 5.8641520368403
316 => 5.7273092020148
317 => 5.4874973975668
318 => 5.6597344222338
319 => 5.7185437151825
320 => 5.7445172492401
321 => 5.5086898821373
322 => 5.4345878033324
323 => 5.3951364783533
324 => 5.7869541755803
325 => 5.8084188335128
326 => 5.6986026087332
327 => 6.1949823579389
328 => 6.0826363330537
329 => 6.2081543682948
330 => 5.8599094644158
331 => 5.8732128887179
401 => 5.7083481703494
402 => 5.8006613963713
403 => 5.7354173836132
404 => 5.7932033999658
405 => 5.8278400999069
406 => 5.9926777655974
407 => 6.2417799986638
408 => 5.9680565151949
409 => 5.8487912736551
410 => 5.9227827587332
411 => 6.1198318339802
412 => 6.418371269736
413 => 6.2416299151025
414 => 6.320064727026
415 => 6.3371992441094
416 => 6.2068767125233
417 => 6.4231764473657
418 => 6.5390932324837
419 => 6.6579998684158
420 => 6.7612431687074
421 => 6.6105059432116
422 => 6.7718163818246
423 => 6.6418286434281
424 => 6.5252162042011
425 => 6.5253930571358
426 => 6.4522403705728
427 => 6.3104978225253
428 => 6.2843583219445
429 => 6.4203393050208
430 => 6.5293831760011
501 => 6.5383645514999
502 => 6.598736841351
503 => 6.6344645406008
504 => 6.9846445627008
505 => 7.1254898644305
506 => 7.2977128333205
507 => 7.3648033856578
508 => 7.5667218948989
509 => 7.4036562996672
510 => 7.3683760324081
511 => 6.8785877760302
512 => 6.9587905755736
513 => 7.0872029960618
514 => 6.8807052495468
515 => 7.0116805404812
516 => 7.0375378373477
517 => 6.8736885351375
518 => 6.9612075269584
519 => 6.7287830322549
520 => 6.2468462175055
521 => 6.4237129808095
522 => 6.55394645131
523 => 6.3680872312346
524 => 6.7012326894746
525 => 6.506615990289
526 => 6.4449318398962
527 => 6.2042799772265
528 => 6.3178583928669
529 => 6.4714748263069
530 => 6.3765577302682
531 => 6.5735249564221
601 => 6.8524830778966
602 => 7.0512852475027
603 => 7.0665468095487
604 => 6.9387303332029
605 => 7.1435570522608
606 => 7.1450489912947
607 => 6.9140036154557
608 => 6.7724896092203
609 => 6.7403373292556
610 => 6.8206600284332
611 => 6.9181866136231
612 => 7.0719588562762
613 => 7.164880201976
614 => 7.4071697898876
615 => 7.4727264053896
616 => 7.5447532503024
617 => 7.6410033273622
618 => 7.7565762228858
619 => 7.5037093070489
620 => 7.513756181018
621 => 7.2782900101714
622 => 7.0266606373572
623 => 7.2176159652791
624 => 7.4672646548142
625 => 7.4099949695975
626 => 7.4035509600971
627 => 7.4143879966576
628 => 7.3712085242573
629 => 7.1759093708968
630 => 7.0778313587165
701 => 7.2043770167985
702 => 7.2716304021698
703 => 7.3759345377692
704 => 7.3630768514634
705 => 7.631753103321
706 => 7.7361525704448
707 => 7.7094427192494
708 => 7.7143579746778
709 => 7.9033682231369
710 => 8.1135864923456
711 => 8.3104836422035
712 => 8.5107758799682
713 => 8.2693157698037
714 => 8.1467172170514
715 => 8.2732076292578
716 => 8.2060900360596
717 => 8.5917676349477
718 => 8.6184711151019
719 => 9.0041208251098
720 => 9.3701483222205
721 => 9.1402530093491
722 => 9.3570339346745
723 => 9.5915001798222
724 => 10.043823607489
725 => 9.8914969899812
726 => 9.7748171882323
727 => 9.6645553393722
728 => 9.8939927432744
729 => 10.189160298042
730 => 10.25273656226
731 => 10.355754398294
801 => 10.247443740126
802 => 10.377891997862
803 => 10.838431669539
804 => 10.713989784956
805 => 10.537262303816
806 => 10.900814143906
807 => 11.032382141562
808 => 11.955795251809
809 => 13.121642447789
810 => 12.638974053288
811 => 12.339366205209
812 => 12.409781156301
813 => 12.835509085854
814 => 12.972239384898
815 => 12.600559298337
816 => 12.731842988398
817 => 13.455229028163
818 => 13.843302429494
819 => 13.316246625275
820 => 11.862120564772
821 => 10.521349927757
822 => 10.876982676382
823 => 10.836664959257
824 => 11.613853014738
825 => 10.711021887164
826 => 10.726223247913
827 => 11.519482729325
828 => 11.307854699595
829 => 10.965044394702
830 => 10.523852822359
831 => 9.7082693956031
901 => 8.9858844102988
902 => 10.402647721807
903 => 10.341554311598
904 => 10.253082000079
905 => 10.44996755566
906 => 11.405987926624
907 => 11.383948562738
908 => 11.243745374273
909 => 11.350088257029
910 => 10.946401973194
911 => 11.050441120304
912 => 10.521137542838
913 => 10.760404865523
914 => 10.964308877751
915 => 11.005245627057
916 => 11.097478213524
917 => 10.309360860524
918 => 10.663202414111
919 => 10.871051176374
920 => 9.9319829068685
921 => 10.85248881602
922 => 10.295641490811
923 => 10.106639145069
924 => 10.361105904445
925 => 10.261939960839
926 => 10.176682905746
927 => 10.129108004102
928 => 10.315960307717
929 => 10.307243424416
930 => 10.001516789234
1001 => 9.6027088566495
1002 => 9.7365618892488
1003 => 9.6879318276266
1004 => 9.5116902109049
1005 => 9.6304557810814
1006 => 9.1074723159037
1007 => 8.2077064463807
1008 => 8.8021193403615
1009 => 8.7792350905401
1010 => 8.767695814062
1011 => 9.2143806755229
1012 => 9.1714422328666
1013 => 9.0935085389909
1014 => 9.5102588975005
1015 => 9.3581394105612
1016 => 9.8269358254495
1017 => 10.135715464146
1018 => 10.057398959798
1019 => 10.347807702453
1020 => 9.7396455927748
1021 => 9.9416526503812
1022 => 9.9832860249842
1023 => 9.505116262767
1024 => 9.1784674931138
1025 => 9.1566837442466
1026 => 8.5903197926412
1027 => 8.8928668440587
1028 => 9.1590957290584
1029 => 9.0315927533396
1030 => 8.9912291202701
1031 => 9.1974381678184
1101 => 9.213462376874
1102 => 8.8481087122377
1103 => 8.9240773083614
1104 => 9.2408789829256
1105 => 8.9160947189917
1106 => 8.2850919473765
1107 => 8.1285945357201
1108 => 8.1077148961856
1109 => 7.6832815038071
1110 => 8.1390524410885
1111 => 7.9400962130634
1112 => 8.568596553533
1113 => 8.2096005297717
1114 => 8.1941249287036
1115 => 8.1707312879121
1116 => 7.8054039339693
1117 => 7.8853874067182
1118 => 8.1512646519625
1119 => 8.2461326483872
1120 => 8.2362371391296
1121 => 8.149961708412
1122 => 8.1894581587928
1123 => 8.0622263306407
1124 => 8.0172981240187
1125 => 7.8754923454428
1126 => 7.6670770257823
1127 => 7.6960584542666
1128 => 7.2831331711844
1129 => 7.0581495613578
1130 => 6.9958770633941
1201 => 6.9126036765702
1202 => 7.0052830140179
1203 => 7.2819634057388
1204 => 6.9482281523038
1205 => 6.3760624690956
1206 => 6.4104506015793
1207 => 6.487710525342
1208 => 6.3437371685358
1209 => 6.2074784690866
1210 => 6.3259443532399
1211 => 6.0835102105377
1212 => 6.5170075332448
1213 => 6.5052826455278
1214 => 6.6668636401384
1215 => 6.7679035520442
1216 => 6.5350392671612
1217 => 6.4764745292451
1218 => 6.5098356655811
1219 => 5.9584503947976
1220 => 6.6218037000646
1221 => 6.6275404069949
1222 => 6.5784192394019
1223 => 6.931634395721
1224 => 7.6770285461243
1225 => 7.3965812833323
1226 => 7.2879836266159
1227 => 7.0815394018136
1228 => 7.3566140739175
1229 => 7.3354926309333
1230 => 7.2399734556892
1231 => 7.1822031604636
]
'min_raw' => 5.3951364783533
'max_raw' => 13.843302429494
'avg_raw' => 9.6192194539235
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$5.39'
'max' => '$13.84'
'avg' => '$9.61'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 3.3176624588347
'max_diff' => 8.0465056884067
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.16934716917114
]
1 => [
'year' => 2028
'avg' => 0.29064890413216
]
2 => [
'year' => 2029
'avg' => 0.79400042172083
]
3 => [
'year' => 2030
'avg' => 0.61257014289672
]
4 => [
'year' => 2031
'avg' => 0.60161979530664
]
5 => [
'year' => 2032
'avg' => 1.0548288378902
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.16934716917114
'min' => '$0.169347'
'max_raw' => 1.0548288378902
'max' => '$1.05'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 1.0548288378902
]
1 => [
'year' => 2033
'avg' => 2.7131282378239
]
2 => [
'year' => 2034
'avg' => 1.7197110639747
]
3 => [
'year' => 2035
'avg' => 2.0284031436291
]
4 => [
'year' => 2036
'avg' => 3.9371353803028
]
5 => [
'year' => 2037
'avg' => 9.6192194539235
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 1.0548288378902
'min' => '$1.05'
'max_raw' => 9.6192194539235
'max' => '$9.61'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 9.6192194539235
]
]
]
]
'prediction_2025_max_price' => '$0.289552'
'last_price' => 0.280758
'sma_50day_nextmonth' => '$0.259577'
'sma_200day_nextmonth' => '$0.351964'
'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' => '$0.278792'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.275675'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.2689076'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.261551'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.273557'
'daily_sma50_action' => 'BUY'
'daily_sma100' => '$0.310838'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.372619'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.27839'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.275639'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.27078'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.268654'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$0.279659'
'daily_ema50_action' => 'BUY'
'daily_ema100' => '$0.308821'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.349822'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.3467063'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.383523'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '$0.502424'
'weekly_sma100_action' => 'SELL'
'weekly_sma200' => '$0.516272'
'weekly_sma200_action' => 'SELL'
'weekly_ema3' => '$0.276412'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$0.27734'
'weekly_ema5_action' => 'BUY'
'weekly_ema10' => '$0.291533'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.327671'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.388866'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.459242'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$0.582397'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '58.73'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 105.43
'stoch_rsi_14_action' => 'SELL'
'momentum_10' => 0.03
'momentum_10_action' => 'BUY'
'vwma_10' => '0.2664013'
'vwma_10_action' => 'BUY'
'hma_9' => '0.282440'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 100
'stochastic_fast_14_action' => 'SELL'
'cci_20' => 167.74
'cci_20_action' => 'SELL'
'adx_14' => 14.1
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '0.004746'
'ao_5_34_action' => 'NEUTRAL'
'macd_12_26' => 0
'macd_12_26_action' => 'BUY'
'williams_percent_r_14' => -0
'williams_percent_r_14_action' => 'SELL'
'ultimate_oscillator' => 72.86
'ultimate_oscillator_action' => 'SELL'
'ichimoku_cloud' => '-0.012547'
'ichimoku_cloud_action' => 'SELL'
'sell_signals' => 14
'buy_signals' => 20
'sell_pct' => 41.18
'buy_pct' => 58.82
'overall_action' => 'bullish'
'overall_action_label' => 'Alcista'
'overall_action_dir' => 1
'last_updated' => 1767695329
'last_updated_date' => '6 de enero de 2026'
]
Predicción de precio de Ark para 2026
La previsión del precio de Ark para 2026 sugiere que el precio medio podría oscilar entre $0.0970018 en el extremo inferior y $0.289552 en el extremo superior. En el mercado de criptomonedas, en comparación con el precio medio de hoy, Ark podría potencialmente ganar 3.13% para 2026 si ARK alcanza el objetivo de precio previsto.
Predicción de precio de Ark 2027-2032
La predicción del precio de ARK para 2027-2032 está actualmente dentro de un rango de precios de $0.169347 en el extremo inferior y $1.05 en el extremo superior. Considerando la volatilidad de precios en el mercado, si Ark alcanza el objetivo de precio superior, podría ganar 275.71% para 2032 en comparación con el precio de hoy.
| Predicción de Precio de Ark | Potencial Mínimo ($) | Precio Medio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2027 | $0.093381 | $0.169347 | $0.245313 |
| 2028 | $0.168525 | $0.290648 | $0.412772 |
| 2029 | $0.3702024 | $0.79400042 | $1.21 |
| 2030 | $0.314841 | $0.61257 | $0.910298 |
| 2031 | $0.37224 | $0.601619 | $0.830999 |
| 2032 | $0.568196 | $1.05 | $1.54 |
Predicción de precio de Ark 2032-2037
La predicción de precio de Ark para 2032-2037 se estima actualmente entre $1.05 en el extremo inferior y $9.61 en el extremo superior. Comparado con el precio actual, Ark podría potencialmente ganar 3326.16% para 2037 si alcanza el objetivo de precio superior. Tenga en cuenta que esta información es solo para fines generales y no debe considerarse como consejo de inversión a largo plazo.
| Predicción de Precio de Ark | Potencial Mínimo ($) | Precio Medio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2032 | $0.568196 | $1.05 | $1.54 |
| 2033 | $1.32 | $2.71 | $4.10 |
| 2034 | $1.06 | $1.71 | $2.37 |
| 2035 | $1.25 | $2.02 | $2.80 |
| 2036 | $2.07 | $3.93 | $5.79 |
| 2037 | $5.39 | $9.61 | $13.84 |
Ark Histograma de precios potenciales
Pronóstico de precio de Ark basado en análisis técnico
Indicador de Sentimiento del Mercado
Alcista 58.82%
Bajista 41.18%
A fecha de 6 de enero de 2026, el sentimiento general de predicción de precio para Ark es Alcista, con 20 indicadores técnicos mostrando señales alcistas y 14 indicando señales bajistas. La predicción de precio de ARK 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 Ark
Según nuestros indicadores técnicos, se proyecta que el SMA de 200 días de Ark aumentar durante el próximo mes, alcanzando $0.351964 para el 4 feb. 2026. Se espera que el SMA de 50 días a corto plazo para Ark alcance $0.259577 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 58.73, lo que sugiere que el mercado de ARK está en un estado NEUTRAL.
Promedios Móviles y Osciladores Populares de ARK 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 | $0.278792 | BUY |
| SMA 5 | $0.275675 | BUY |
| SMA 10 | $0.2689076 | BUY |
| SMA 21 | $0.261551 | BUY |
| SMA 50 | $0.273557 | BUY |
| SMA 100 | $0.310838 | SELL |
| SMA 200 | $0.372619 | SELL |
Promedio Móvil Exponencial Diario (EMA)
| Período | Valor | Acción |
|---|---|---|
| EMA 3 | $0.27839 | BUY |
| EMA 5 | $0.275639 | BUY |
| EMA 10 | $0.27078 | BUY |
| EMA 21 | $0.268654 | BUY |
| EMA 50 | $0.279659 | BUY |
| EMA 100 | $0.308821 | SELL |
| EMA 200 | $0.349822 | SELL |
Promedio Móvil Simple Semanal (SMA)
| Período | Valor | Acción |
|---|---|---|
| SMA 21 | $0.3467063 | SELL |
| SMA 50 | $0.383523 | SELL |
| SMA 100 | $0.502424 | SELL |
| SMA 200 | $0.516272 | SELL |
Promedio Móvil Exponencial Semanal (EMA)
| Período | Valor | Acción |
|---|---|---|
| EMA 21 | $0.327671 | SELL |
| EMA 50 | $0.388866 | SELL |
| EMA 100 | $0.459242 | SELL |
| EMA 200 | $0.582397 | SELL |
Osciladores de Ark
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) | 58.73 | NEUTRAL |
| Stoch RSI (14) | 105.43 | SELL |
| Estocástico Rápido (14) | 100 | SELL |
| Índice de Canal de Materias Primas (20) | 167.74 | SELL |
| Índice Direccional Medio (14) | 14.1 | NEUTRAL |
| Oscilador Asombroso (5, 34) | 0.004746 | NEUTRAL |
| Momentum (10) | 0.03 | BUY |
| MACD (12, 26) | 0 | BUY |
| Rango Percentil de Williams (14) | -0 | SELL |
| Oscilador Ultimate (7, 14, 28) | 72.86 | SELL |
| VWMA (10) | 0.2664013 | BUY |
| Promedio Móvil de Hull (9) | 0.282440 | BUY |
| Nube Ichimoku B/L (9, 26, 52, 26) | -0.012547 | SELL |
Predicción de precios de Ark basada en flujos de dinero globales
Definiciones de flujos de dinero globales utilizadas para la predicción de precios de Ark
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 Ark por parte de empresas de Internet o nichos tecnológicos
| Comparación | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook acción | $0.394511 | $0.554355 | $0.778961 | $1.09 | $1.53 | $2.16 |
| Amazon.com acción | $0.585818 | $1.22 | $2.55 | $5.32 | $11.10 | $23.16 |
| Apple acción | $0.398233 | $0.564864 | $0.801216 | $1.13 | $1.61 | $2.28 |
| Netflix acción | $0.442992 | $0.698972 | $1.10 | $1.74 | $2.74 | $4.33 |
| Google acción | $0.36358 | $0.470834 | $0.609729 | $0.789596 | $1.02 | $1.32 |
| Tesla acción | $0.636457 | $1.44 | $3.27 | $7.41 | $16.80 | $38.10 |
| Kodak acción | $0.210538 | $0.157881 | $0.118394 | $0.088783 | $0.066577 | $0.049926 |
| Nokia acción | $0.18599 | $0.12321 | $0.081622 | $0.054071 | $0.035819 | $0.023729 |
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 Ark
Podría preguntarse cosas como: "¿Debo invertir en Ark ahora?", "¿Debería comprar ARK hoy?", "¿Será Ark una buena o mala inversión a corto plazo?, ¿Lo será a largo plazo?".
Actualizamos el pronóstico de Ark/ARK regularmente con valores actualizados. Aquí hay algunas predicciones similares. Hacemos un pronóstico de precios futuros para una gran cantidad de monedas digitales, como Ark, 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 Ark a fin de tomar una decisión responsable sobre la inversión por sus propios medios.
El precio de Ark es de $0.2807 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 Ark
basado en el historial de precios de las últimas 4 horas
Pronóstico a largo plazo de Ark
basado en el historial de precios del último mes
Predicción de precios de Ark basada en el patrón de crecimiento del Bitcoin
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Si Ark ofrece un 1 % del crecimiento medio anterior anual del Bitcoin | $0.288055 | $0.295543 | $0.303225 | $0.3111072 |
| Si Ark ofrece un 2 % del crecimiento medio anterior anual del Bitcoin | $0.295353 | $0.3107079 | $0.32686 | $0.343852 |
| Si Ark ofrece un 5 % del crecimiento medio anterior anual del Bitcoin | $0.317247 | $0.358478 | $0.405068 | $0.457713 |
| Si Ark ofrece un 10 % del crecimiento medio anterior anual del Bitcoin | $0.353736 | $0.445683 | $0.56153 | $0.70749 |
| Si Ark ofrece un 20 % del crecimiento medio anterior anual del Bitcoin | $0.426714 | $0.648547 | $0.985704 | $1.49 |
| Si Ark ofrece un 50 % del crecimiento medio anterior anual del Bitcoin | $0.645648 | $1.48 | $3.41 | $7.85 |
| Si Ark ofrece un 100 % del crecimiento medio anterior anual del Bitcoin | $1.01 | $3.63 | $13.09 | $47.12 |
Cuadro de preguntas
¿Es ARK una buena inversión?
La decisión de adquirir Ark depende completamente de su tolerancia individual al riesgo. Como puede discernir, el valor de Ark ha experimentado un aumento de 2.1389% durante las últimas 24 horas, y Ark ha sufrido un declive de durante el período previo de 30 días. Por lo tanto, la determinación de si invertir o no en Ark dependerá de si dicha inversión se alinea con sus aspiraciones comerciales.
¿Puede Ark subir?
Parece que el valor medio de Ark podría potencialmente aumentar hasta $0.289552 para el final de este año. Mirando las perspectivas de Ark en un horizonte de cinco años más extendido, la moneda digital podría potencialmente crecer hasta $0.910298. 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 Ark la próxima semana?
Basado en nuestro nuevo pronóstico experimental de Ark, el precio de Ark aumentará en un 0.86% durante la próxima semana y alcanzará $0.28316 para el 13 de enero de 2026.
¿Cuál será el precio de Ark el próximo mes?
Basado en nuestro nuevo pronóstico experimental de Ark, el precio de Ark disminuirá en un -11.62% durante el próximo mes y alcanzará $0.248139 para el 5 de febrero de 2026.
¿Hasta qué punto puede subir el precio de Ark este año en 2026?
Según nuestra predicción más reciente sobre el valor de Ark en 2026, se anticipa que ARK fluctúe dentro del rango de $0.0970018 y $0.289552. Sin embargo, es crucial tener en cuenta que el mercado de criptomonedas es excepcionalmente inestable, y esta predicción de precios proyectada de Ark no considera fluctuaciones de precios repentinas y extremas.
¿Dónde estará Ark en 5 años?
El futuro de Ark parece estar en una tendencia alcista, con un precio máximo de $0.910298 proyectada después de un período de cinco años. Basado en el pronóstico de Ark para 2030, el valor de Ark podría potencialmente alcanzar su punto más alto de aproximadamente $0.910298, mientras que su punto más bajo se anticipa que esté alrededor de $0.314841.
¿Cuánto será Ark en 2026?
Basado en nuestra nueva simulación experimental de predicción de precios de Ark, se espera que el valor de ARK en 2026 crezca en un 3.13% hasta $0.289552 si ocurre lo mejor. El precio estará entre $0.289552 y $0.0970018 durante 2026.
¿Cuánto será Ark en 2027?
Según nuestra última simulación experimental para la predicción de precios de Ark, el valor de ARK podría disminuir en un -12.62% hasta $0.245313 en 2027, asumiendo las condiciones más favorables. Se proyecta que el precio fluctúe entre $0.245313 y $0.093381 a lo largo del año.
¿Cuánto será Ark en 2028?
Nuestro nuevo modelo experimental de predicción de precios de Ark sugiere que el valor de ARK en 2028 podría aumentar en un 47.02% , alcanzando $0.412772 en el mejor escenario. Se espera que el precio oscile entre $0.412772 y $0.168525 durante el año.
¿Cuánto será Ark en 2029?
Basado en nuestro modelo de pronóstico experimental, el valor de Ark podría experimentar un 333.75% crecimiento en 2029, potencialmente alcanzando $1.21 bajo condiciones óptimas. El rango de precios previsto para 2029 se encuentra entre $1.21 y $0.3702024.
¿Cuánto será Ark en 2030?
Usando nuestra nueva simulación experimental para las predicciones de precios de Ark, se espera que el valor de ARK en 2030 aumente en un 224.23% , alcanzando $0.910298 en el mejor escenario. Se pronostica que el precio oscile entre $0.910298 y $0.314841 durante el transcurso de 2030.
¿Cuánto será Ark en 2031?
Nuestra simulación experimental indica que el precio de Ark podría crecer en un 195.98% en 2031, potencialmente alcanzando $0.830999 bajo condiciones ideales. Es probable que el precio fluctúe entre $0.830999 y $0.37224 durante el año.
¿Cuánto será Ark en 2032?
Basado en los hallazgos de nuestra última predicción experimental de precios de Ark, ARK podría experimentar un 449.04% aumento en valor, alcanzando $1.54 si se desarrolla el escenario más positivo en 2032. Se espera que el precio se mantenga dentro de un rango de $1.54 y $0.568196 a lo largo del año.
¿Cuánto será Ark en 2033?
Según nuestra predicción experimental de precios de Ark, se anticipa que el valor de ARK aumente en un 1362.43% en 2033, con el precio potencial más alto siendo $4.10. A lo largo del año, el precio de ARK podría oscilar entre $4.10 y $1.32.
¿Cuánto será Ark en 2034?
Los resultados de nuestra nueva simulación de predicción de precios de Ark sugieren que ARK podría aumentar en un 746.96% en 2034, alcanzando potencialmente $2.37 bajo las mejores circunstancias. El rango de precios previsto para el año está entre $2.37 y $1.06.
¿Cuánto será Ark en 2035?
Basado en nuestra predicción experimental para el precio de Ark, ARK podría crecer en un 897.93% , con el valor potencialmente alcanzando $2.80 en 2035. El rango de precios esperado para el año está entre $2.80 y $1.25.
¿Cuánto será Ark en 2036?
Nuestra reciente simulación de predicción de precios de Ark sugiere que el valor de ARK podría aumentar en un 1964.7% en 2036, posiblemente alcanzando $5.79 si las condiciones son óptimas. El rango de precios esperado para 2036 está entre $5.79 y $2.07.
¿Cuánto será Ark en 2037?
Según la simulación experimental, el valor de Ark podría aumentar en un 4830.69% en 2037, con un máximo de $13.84 bajo condiciones favorables. Se espera que el precio caiga entre $13.84 y $5.39 durante el transcurso del año.
Predicciones relacionadas
Predicción de precios de Escoin Token- Predicción de precios de MVL
- Predicción de precios de Nym
- Predicción de precios de Constellation
- Predicción de precios de Alchemy Pay
- Predicción de precios de Metaplex
- Predicción de precios de Streamr DATAcoin
- Predicción de precios de Hashflow
- Predicción de precios de Moonriver
- Predicción de precios de Origin Ether
- Predicción de precios de My Neighbor Alice
- Predicción de precios de Phala Network
- Predicción de precios de SECRET
- Predicción de precios de Spell Token
- Predicción de precios de Civic
- Predicción de precios de KARMA Coin
- Predicción de precios de Gearbox
- Predicción de precios de Hivemapper
- Predicción de precios de Orca
- Predicción de precios de QANplatform
- Predicción de precios de Gains Network
- Predicción de precios de Humans.ai
- Predicción de precios de Propy
- Predicción de precios de Stargate Finance
- Predicción de precios de TrustToken
Predicción de precios de Escoin Token
Predicción de precios de MVL
Predicción de precios de Nym
Predicción de precios de Constellation
Predicción de precios de Alchemy Pay
Predicción de precios de Metaplex
Predicción de precios de Streamr DATAcoin
Predicción de precios de Hashflow
Predicción de precios de Moonriver
Predicción de precios de Origin Ether
Predicción de precios de My Neighbor Alice
Predicción de precios de Phala Network
Predicción de precios de SECRET
Predicción de precios de Spell Token
Predicción de precios de Civic
Predicción de precios de KARMA Coin
Predicción de precios de Gearbox
Predicción de precios de Hivemapper
Predicción de precios de Orca
Predicción de precios de QANplatform
Predicción de precios de Gains Network
Predicción de precios de Humans.ai
Predicción de precios de Propy
Predicción de precios de Stargate Finance
Predicción de precios de TrustToken¿Cómo leer y predecir los movimientos de precio de Ark?
Los traders de Ark 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 Ark
Las medias móviles son herramientas populares para la predicción de precios de Ark. Una media móvil simple (SMA) calcula el precio de cierre promedio de ARK 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 ARK 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 ARK.
¿Cómo leer gráficos de Ark 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 Ark 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 ARK 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 Ark?
La acción del precio de Ark 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 ARK. La capitalización de mercado de Ark puede cambiar rápidamente.
Los traders a menudo monitorean la actividad de las "ballenas" de ARK, grandes poseedores de Ark, ya que sus acciones pueden influir significativamente en los movimientos de precios en el relativamente pequeño mercado de Ark.
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