Predicción del precio de ARK - Pronóstico de ARK
$0.2787
1.6403%
Add to portfolio
Add to favorites
Sentiment
Alcista 55.88%
Bajista 44.12%
SMA 50
$0.273516
SMA 200
$0.3726092
RSI (14)
57.42
Momentum (10)
0.03
MACD (12, 26)
0
Hull Moving Average (9)
0.281823
Predicción de precio de ARK hasta $0.287432 para el año 2026
| Año | Precio min. | Precio max. |
|---|---|---|
| 2026 | $0.096291 | $0.287432 |
| 2027 | $0.092697 | $0.243516 |
| 2028 | $0.167291 | $0.409749 |
| 2029 | $0.367491 | $1.20 |
| 2030 | $0.312535 | $0.903632 |
| 2031 | $0.369514 | $0.824914 |
| 2032 | $0.564035 | $1.53 |
| 2033 | $1.31 | $4.07 |
| 2034 | $1.05 | $2.36 |
| 2035 | $1.24 | $2.78 |
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' => 0.2787
'ticker' => 'ARK'
'marketcap' => '$53.55M'
'low24h' => '$0.2734'
'high24h' => '$0.2837'
'volume24h' => '$2.49M'
'current_supply' => '192.13M'
'max_supply' => '192.41M'
'algo' => 'Delegated Proof-of-Stake'
'proof' => null
'ico_price_and_roi' => '0.01 USD 27.87x'
'price' => '$0.2787'
'change_24h_pct' => '1.6403%'
'ath_price' => '$10.22'
'ath_days' => 2918
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '10 ene. 2018'
'ath_pct' => '-97.27%'
'fdv' => '$53.63M'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$13.74'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.281087'
'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' => '$0.246322'
'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' => '$0.096291'
'current_year_max_price_prediction' => '$0.287432'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.312535'
'grand_prediction_max_price' => '$0.903632'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.28398325630275
107 => 0.28504354669586
108 => 0.28743243509131
109 => 0.26701964530682
110 => 0.27618438863204
111 => 0.28156781671528
112 => 0.2572452927844
113 => 0.28108703862004
114 => 0.26666430405103
115 => 0.26176901131611
116 => 0.26835987807791
117 => 0.26579141089101
118 => 0.26358319362916
119 => 0.26235097045506
120 => 0.26719057559751
121 => 0.26696480223304
122 => 0.25904626889311
123 => 0.24871686495189
124 => 0.25218375196569
125 => 0.25092419941134
126 => 0.24635941846886
127 => 0.24943552967034
128 => 0.23588989272326
129 => 0.21258532839675
130 => 0.22798103742895
131 => 0.22738831937852
201 => 0.22708944405987
202 => 0.23865889389143
203 => 0.23754675824275
204 => 0.23552822115032
205 => 0.2463223464522
206 => 0.24238234551554
207 => 0.25452450002135
208 => 0.26252210828419
209 => 0.2604936561332
210 => 0.2680154453602
211 => 0.25226362204036
212 => 0.25749574589375
213 => 0.25857407936853
214 => 0.2461891486215
215 => 0.23772871738888
216 => 0.23716450308165
217 => 0.22249528124353
218 => 0.23033146114363
219 => 0.23722697517256
220 => 0.23392455906621
221 => 0.23287911278381
222 => 0.23822007111094
223 => 0.23863510931517
224 => 0.22917219427489
225 => 0.23113983396331
226 => 0.23934521855691
227 => 0.2309330793244
228 => 0.21458966691079
301 => 0.21053627466686
302 => 0.20999547742267
303 => 0.19900235617854
304 => 0.21080714171864
305 => 0.2056540364818
306 => 0.2219326341813
307 => 0.21263438647922
308 => 0.21223355760495
309 => 0.21162764597269
310 => 0.20216541239775
311 => 0.20423704019434
312 => 0.21112344650806
313 => 0.21358059386171
314 => 0.21332429326191
315 => 0.21108969936026
316 => 0.21211268500546
317 => 0.20881729181043
318 => 0.20765361988559
319 => 0.2039807511976
320 => 0.19858264888212
321 => 0.19933328811758
322 => 0.18863823494032
323 => 0.18281100233992
324 => 0.18119810115782
325 => 0.17904126228933
326 => 0.18144172184714
327 => 0.18860793719843
328 => 0.17996396108738
329 => 0.1651444703494
330 => 0.16603514699394
331 => 0.16803623296994
401 => 0.16430722249217
402 => 0.16077802702708
403 => 0.1638463761513
404 => 0.15756716256372
405 => 0.1687950459327
406 => 0.16849136315335
407 => 0.17267642374566
408 => 0.17529342802012
409 => 0.16926208043269
410 => 0.16774521282494
411 => 0.1686092895521
412 => 0.15432802600687
413 => 0.17150933983242
414 => 0.17165792454786
415 => 0.17038565200592
416 => 0.17953417120448
417 => 0.19884040020812
418 => 0.19157662026569
419 => 0.18876386512307
420 => 0.18341681554083
421 => 0.19054144163277
422 => 0.18999438151039
423 => 0.1875203681706
424 => 0.1860240771833
425 => 0.18878103920618
426 => 0.18568245907871
427 => 0.18512586894453
428 => 0.18175353830744
429 => 0.18054976970126
430 => 0.17965854734866
501 => 0.17867739910814
502 => 0.18084156763981
503 => 0.17593727702696
504 => 0.1700231833214
505 => 0.16953149042117
506 => 0.1708890977488
507 => 0.1702884575683
508 => 0.16952861478707
509 => 0.16807786798682
510 => 0.16764746240148
511 => 0.16904607175071
512 => 0.16746712333943
513 => 0.16979694773005
514 => 0.16916336441086
515 => 0.16562421949363
516 => 0.16121313456749
517 => 0.16117386665909
518 => 0.16022350564738
519 => 0.15901307801123
520 => 0.15867636473369
521 => 0.16358796834638
522 => 0.17375484083271
523 => 0.17175884049101
524 => 0.17320115529623
525 => 0.18029591662651
526 => 0.18255112790649
527 => 0.18095043235757
528 => 0.1787593015636
529 => 0.17885570019836
530 => 0.18634345742175
531 => 0.1868104596551
601 => 0.18799042363815
602 => 0.18950701081415
603 => 0.18120871371155
604 => 0.17846485115108
605 => 0.17716465684623
606 => 0.17316056162581
607 => 0.17747863503585
608 => 0.17496267857816
609 => 0.17530216706162
610 => 0.1750810747414
611 => 0.17520180609844
612 => 0.16879190751048
613 => 0.17112733766158
614 => 0.16724423207125
615 => 0.16204518958485
616 => 0.16202776057141
617 => 0.16330021885448
618 => 0.16254331087642
619 => 0.16050649096932
620 => 0.16079581162361
621 => 0.15826105825458
622 => 0.1611035765758
623 => 0.16118508983023
624 => 0.16009056544354
625 => 0.16446985710931
626 => 0.16626405647794
627 => 0.16554361707964
628 => 0.16621350852921
629 => 0.1718417833166
630 => 0.17275943768579
701 => 0.17316699913974
702 => 0.172620920783
703 => 0.16631638306035
704 => 0.16659601611732
705 => 0.16454425428477
706 => 0.1628107317456
707 => 0.16288006355604
708 => 0.16377131948333
709 => 0.16766348638927
710 => 0.17585432218705
711 => 0.17616515841815
712 => 0.17654190099798
713 => 0.17500949959017
714 => 0.17454731266246
715 => 0.17515705652067
716 => 0.17823310379263
717 => 0.1861455325148
718 => 0.18334875175104
719 => 0.18107492545562
720 => 0.18306968413587
721 => 0.18276260667248
722 => 0.18017056384964
723 => 0.18009781384067
724 => 0.1751228549374
725 => 0.1732837259052
726 => 0.17174681202947
727 => 0.17006854219933
728 => 0.1690736075879
729 => 0.17060227934074
730 => 0.17095190465733
731 => 0.16760943715314
801 => 0.16715387118315
802 => 0.16988340229925
803 => 0.16868223742224
804 => 0.1699176652857
805 => 0.17020429514733
806 => 0.17015814113797
807 => 0.16890398705345
808 => 0.16970334746751
809 => 0.16781262178746
810 => 0.16575674158821
811 => 0.16444521810696
812 => 0.16330073992122
813 => 0.16393576293613
814 => 0.16167202183859
815 => 0.16094780550139
816 => 0.1694325421454
817 => 0.17570030833063
818 => 0.17560917252799
819 => 0.17505440676764
820 => 0.17423013737788
821 => 0.17817280335271
822 => 0.17679925736318
823 => 0.17779862683417
824 => 0.17805300830795
825 => 0.17882294441426
826 => 0.17909813039402
827 => 0.17826632723423
828 => 0.17547469423376
829 => 0.16851821021709
830 => 0.16527994812867
831 => 0.16421126770196
901 => 0.16425011220576
902 => 0.16317860738152
903 => 0.16349421357374
904 => 0.16306885242767
905 => 0.16226332132294
906 => 0.16388602366034
907 => 0.16407302498821
908 => 0.16369426687281
909 => 0.16378347812023
910 => 0.16064752269443
911 => 0.16088594257452
912 => 0.15955839038526
913 => 0.15930949035366
914 => 0.15595355402242
915 => 0.15000802636088
916 => 0.15330242583171
917 => 0.14932325453361
918 => 0.14781628206874
919 => 0.15495005533514
920 => 0.15423402235927
921 => 0.15300848515662
922 => 0.15119566020957
923 => 0.15052326580268
924 => 0.14643801024063
925 => 0.14619663154803
926 => 0.14822139451577
927 => 0.147287036074
928 => 0.14597484295254
929 => 0.14122221248151
930 => 0.1358786822902
1001 => 0.13603996987844
1002 => 0.13773964741238
1003 => 0.14268168907507
1004 => 0.14075074789927
1005 => 0.13934982792123
1006 => 0.13908747772084
1007 => 0.14237133974603
1008 => 0.14701869250203
1009 => 0.14919912643649
1010 => 0.14703838262821
1011 => 0.14455623648396
1012 => 0.1447073132186
1013 => 0.14571235905061
1014 => 0.14581797515697
1015 => 0.14420235318581
1016 => 0.14465714130713
1017 => 0.14396627656414
1018 => 0.13972644091168
1019 => 0.13964975572939
1020 => 0.13860923168369
1021 => 0.13857772502911
1022 => 0.13680753405649
1023 => 0.13655987210267
1024 => 0.13304505048361
1025 => 0.13535851671713
1026 => 0.13380676503011
1027 => 0.13146790921656
1028 => 0.13106468959273
1029 => 0.13105256832394
1030 => 0.13345405028587
1031 => 0.1353304540022
1101 => 0.13383375841507
1102 => 0.13349298984211
1103 => 0.13713150667807
1104 => 0.13666847224488
1105 => 0.13626748741198
1106 => 0.14660257303534
1107 => 0.13842154630767
1108 => 0.13485415169772
1109 => 0.13043882343805
1110 => 0.13187647658341
1111 => 0.13217941122466
1112 => 0.12156134268289
1113 => 0.11725359359788
1114 => 0.11577533644601
1115 => 0.11492457855562
1116 => 0.11531227960942
1117 => 0.11143480018434
1118 => 0.11404053048558
1119 => 0.11068296105864
1120 => 0.11012005361774
1121 => 0.11612380367614
1122 => 0.11695919042337
1123 => 0.11339517102538
1124 => 0.11568384844122
1125 => 0.11485394219524
1126 => 0.11074051694966
1127 => 0.11058341436159
1128 => 0.10851944216724
1129 => 0.10528972534687
1130 => 0.10381365809508
1201 => 0.10304490945455
1202 => 0.10336211012625
1203 => 0.10320172376014
1204 => 0.10215509423175
1205 => 0.10326171533956
1206 => 0.10043475569651
1207 => 0.099309037588283
1208 => 0.09880057683526
1209 => 0.096291487438324
1210 => 0.10028456446597
1211 => 0.10107125094387
1212 => 0.10185948743716
1213 => 0.10872054795931
1214 => 0.10837778876477
1215 => 0.11147616495283
1216 => 0.11135576775171
1217 => 0.11047206067251
1218 => 0.10674384586812
1219 => 0.10822984584011
1220 => 0.10365616890199
1221 => 0.10708307864383
1222 => 0.10551918014883
1223 => 0.10655432298953
1224 => 0.10469304282688
1225 => 0.10572315211927
1226 => 0.10125780349193
1227 => 0.097088123772869
1228 => 0.098766124612358
1229 => 0.10059030342755
1230 => 0.10454558789102
1231 => 0.10218985309497
]
'min_raw' => 0.096291487438324
'max_raw' => 0.28743243509131
'avg_raw' => 0.19186196126482
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.096291'
'max' => '$0.287432'
'avg' => '$0.191861'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.18241051256168
'max_diff' => 0.0087304350913124
'year' => 2026
]
1 => [
'items' => [
101 => 0.10303706440782
102 => 0.10019904833122
103 => 0.094343410525975
104 => 0.094376552800032
105 => 0.093475790495699
106 => 0.092697400351306
107 => 0.10246043757438
108 => 0.10124624956491
109 => 0.099311599880824
110 => 0.1019012053629
111 => 0.10258593815493
112 => 0.1026054315349
113 => 0.10449474084723
114 => 0.1055030655659
115 => 0.10568078716789
116 => 0.10865365619207
117 => 0.10965012267589
118 => 0.11375442709751
119 => 0.10541751625829
120 => 0.10524582306581
121 => 0.10193764642265
122 => 0.099839548495355
123 => 0.10208130498273
124 => 0.10406719520027
125 => 0.10199935356736
126 => 0.1022693700301
127 => 0.099493461586775
128 => 0.10048571823663
129 => 0.10134038333489
130 => 0.10086848750252
131 => 0.10016203660145
201 => 0.10390437484923
202 => 0.10369321745895
203 => 0.10717816887126
204 => 0.10989493770843
205 => 0.11476387314515
206 => 0.10968288519359
207 => 0.10949771379753
208 => 0.11130779389638
209 => 0.10964984556206
210 => 0.11069761167891
211 => 0.11459506182532
212 => 0.11467740880539
213 => 0.11329799079109
214 => 0.11321405307956
215 => 0.11347898539839
216 => 0.11503070226476
217 => 0.11448848471221
218 => 0.11511595259129
219 => 0.11590061078221
220 => 0.11914628974805
221 => 0.11992881195852
222 => 0.11802768867833
223 => 0.11819933882455
224 => 0.11748826653076
225 => 0.11680137960467
226 => 0.11834540110275
227 => 0.1211671307383
228 => 0.12114957690469
301 => 0.12180416333355
302 => 0.12221196525584
303 => 0.1204613808761
304 => 0.11932181481566
305 => 0.11975879695571
306 => 0.12045754091387
307 => 0.11953220370751
308 => 0.11382059381195
309 => 0.11555313139521
310 => 0.1152647524246
311 => 0.11485406570236
312 => 0.11659614563965
313 => 0.11642811777986
314 => 0.11139503102842
315 => 0.11171723291244
316 => 0.11141462519215
317 => 0.11239241264411
318 => 0.10959704183083
319 => 0.11045687906588
320 => 0.11099616091923
321 => 0.11131380207382
322 => 0.11246133973275
323 => 0.11232668943331
324 => 0.11245296968108
325 => 0.11415446509057
326 => 0.12276004498906
327 => 0.12322842771579
328 => 0.12092193986642
329 => 0.12184333626878
330 => 0.12007445666349
331 => 0.12126191739299
401 => 0.12207434786587
402 => 0.11840313078029
403 => 0.11818574513048
404 => 0.11640956472984
405 => 0.11736398346915
406 => 0.11584543462977
407 => 0.11621803339837
408 => 0.11517621475879
409 => 0.11705128088601
410 => 0.11914789617206
411 => 0.11967758399117
412 => 0.11828420338405
413 => 0.11727530399624
414 => 0.11550400902337
415 => 0.11844971203914
416 => 0.11931112536962
417 => 0.11844518740163
418 => 0.11824453065333
419 => 0.11786428647787
420 => 0.11832520125268
421 => 0.11930643392763
422 => 0.11884370271864
423 => 0.11914934483445
424 => 0.11798455226577
425 => 0.12046196039237
426 => 0.12439668071815
427 => 0.12440933148739
428 => 0.12394659778411
429 => 0.12375725712247
430 => 0.12423204998306
501 => 0.12448960563291
502 => 0.12602499868194
503 => 0.12767253659631
504 => 0.13536087716556
505 => 0.13320202189911
506 => 0.14002357503357
507 => 0.14541853789512
508 => 0.14703625136417
509 => 0.14554803109195
510 => 0.14045690993276
511 => 0.14020711524021
512 => 0.14781539966795
513 => 0.14566571083561
514 => 0.14541001218926
515 => 0.14268981060174
516 => 0.14429778664348
517 => 0.14394609869557
518 => 0.14339094206462
519 => 0.14645884833969
520 => 0.15220169501273
521 => 0.15130661850266
522 => 0.1506384854093
523 => 0.14771092068481
524 => 0.14947396854421
525 => 0.14884618097043
526 => 0.15154355479121
527 => 0.14994569029393
528 => 0.14564942482843
529 => 0.14633361926449
530 => 0.14623020465188
531 => 0.14835847005119
601 => 0.14771961760511
602 => 0.14610545845857
603 => 0.15218206658713
604 => 0.15178748545513
605 => 0.1523469112865
606 => 0.15259318783829
607 => 0.1562919121243
608 => 0.1578071611183
609 => 0.15815114916811
610 => 0.15959051851884
611 => 0.15811533634742
612 => 0.16401711682017
613 => 0.16794145645611
614 => 0.17249977888792
615 => 0.17916071312236
616 => 0.1816652860116
617 => 0.18121285733672
618 => 0.18626310165308
619 => 0.19533827842896
620 => 0.18304721003236
621 => 0.19598973489903
622 => 0.19189228095487
623 => 0.18217729136334
624 => 0.18155176056585
625 => 0.18813086431058
626 => 0.20272268320114
627 => 0.1990675980681
628 => 0.20272866161102
629 => 0.19845783651936
630 => 0.19824575405622
701 => 0.20252123716898
702 => 0.21251113650639
703 => 0.20776530979696
704 => 0.20096100348455
705 => 0.2059851973789
706 => 0.20163277566042
707 => 0.19182555136253
708 => 0.19906480309338
709 => 0.19422412162298
710 => 0.19563688982082
711 => 0.20581128227457
712 => 0.20458707245643
713 => 0.20617131331988
714 => 0.2033751696627
715 => 0.20076313057551
716 => 0.19588756564669
717 => 0.19444415123372
718 => 0.19484305904885
719 => 0.19444395355481
720 => 0.1917161197859
721 => 0.19112704434322
722 => 0.19014522613077
723 => 0.19044953264922
724 => 0.18860342716876
725 => 0.19208740963524
726 => 0.19273406748176
727 => 0.19526941938084
728 => 0.19553264802571
729 => 0.20259356697616
730 => 0.19870453147217
731 => 0.20131363225142
801 => 0.20108024971991
802 => 0.18238784464621
803 => 0.18496349314088
804 => 0.18897039391556
805 => 0.1871652905478
806 => 0.18461329671491
807 => 0.1825524248656
808 => 0.17942999327893
809 => 0.18382475577618
810 => 0.18960340112918
811 => 0.19567920400808
812 => 0.2029788830647
813 => 0.20134967967689
814 => 0.19554274158566
815 => 0.19580323658647
816 => 0.19741351418042
817 => 0.1953280583871
818 => 0.19471301676072
819 => 0.19732901690556
820 => 0.19734703186083
821 => 0.19494746293487
822 => 0.19228078119014
823 => 0.19226960769626
824 => 0.19179509743688
825 => 0.19854225084037
826 => 0.20225250299814
827 => 0.20267787742866
828 => 0.20222387190976
829 => 0.20239860061515
830 => 0.20023968663437
831 => 0.20517432378838
901 => 0.20970283482593
902 => 0.20848909713034
903 => 0.20666953178167
904 => 0.20522016033931
905 => 0.20814767128021
906 => 0.20801731382634
907 => 0.2096632822326
908 => 0.20958861159812
909 => 0.2090351343311
910 => 0.20848911689676
911 => 0.21065401430491
912 => 0.21003055861855
913 => 0.20940613453331
914 => 0.20815375643581
915 => 0.20832397541905
916 => 0.20650472424399
917 => 0.20566305540714
918 => 0.1930063755468
919 => 0.18962409711917
920 => 0.19068823076513
921 => 0.1910385711916
922 => 0.18956659928539
923 => 0.19167702888034
924 => 0.19134812066346
925 => 0.19262771013045
926 => 0.19182827818479
927 => 0.19186108715069
928 => 0.19421204604601
929 => 0.19489453941502
930 => 0.19454741777915
1001 => 0.19479052987428
1002 => 0.20039294549539
1003 => 0.19959646114924
1004 => 0.19917334471486
1005 => 0.19929055085881
1006 => 0.20072208816716
1007 => 0.20112284045445
1008 => 0.19942482485281
1009 => 0.20022561882666
1010 => 0.2036352979314
1011 => 0.20482849264693
1012 => 0.20863659741296
1013 => 0.20701884682469
1014 => 0.20998829804407
1015 => 0.21911537873194
1016 => 0.22640672233135
1017 => 0.21970130142981
1018 => 0.23309092540313
1019 => 0.24351666829384
1020 => 0.24311651091671
1021 => 0.24129854149193
1022 => 0.22942911039358
1023 => 0.21850668293363
1024 => 0.22764375729464
1025 => 0.22766704957625
1026 => 0.22688216678537
1027 => 0.22200732718026
1028 => 0.22671253293393
1029 => 0.22708601507986
1030 => 0.22687696439506
1031 => 0.22313943629949
1101 => 0.21743292170821
1102 => 0.21854796099988
1103 => 0.22037441810582
1104 => 0.2169165537654
1105 => 0.21581155658925
1106 => 0.21786595657403
1107 => 0.22448566137623
1108 => 0.22323424452871
1109 => 0.22320156497745
1110 => 0.22855565693446
1111 => 0.22472328257861
1112 => 0.2185620252162
1113 => 0.21700622647519
1114 => 0.21148418905622
1115 => 0.21529827997032
1116 => 0.21543554231223
1117 => 0.21334660369763
1118 => 0.21873153107197
1119 => 0.21868190801822
1120 => 0.22379409511949
1121 => 0.23356667680732
1122 => 0.23067644352269
1123 => 0.22731541666915
1124 => 0.22768085347929
1125 => 0.23168879331169
1126 => 0.22926550139666
1127 => 0.23013693406509
1128 => 0.23168747429397
1129 => 0.23262295371181
1130 => 0.22754625238728
1201 => 0.22636263046184
1202 => 0.22394135539723
1203 => 0.22330968992811
1204 => 0.22528176794667
1205 => 0.22476219506333
1206 => 0.21542400594389
1207 => 0.21444811322372
1208 => 0.21447804246019
1209 => 0.21202411381415
1210 => 0.20828128361857
1211 => 0.21811721789977
1212 => 0.21732725472318
1213 => 0.21645519651451
1214 => 0.21656201866918
1215 => 0.22083146436991
1216 => 0.21835497025131
1217 => 0.22493913575501
1218 => 0.22358562926558
1219 => 0.22219741044195
1220 => 0.22200551631434
1221 => 0.2214711705045
1222 => 0.21963869990126
1223 => 0.21742588153343
1224 => 0.21596478717595
1225 => 0.19921610031436
1226 => 0.20232455917324
1227 => 0.20590055774544
1228 => 0.20713497812265
1229 => 0.20502341664815
1230 => 0.21972207721839
1231 => 0.2224076641444
]
'min_raw' => 0.092697400351306
'max_raw' => 0.24351666829384
'avg_raw' => 0.16810703432257
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.092697'
'max' => '$0.243516'
'avg' => '$0.168107'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.003594087087018
'max_diff' => -0.043915766797476
'year' => 2027
]
2 => [
'items' => [
101 => 0.21427284616904
102 => 0.21275115386827
103 => 0.2198218391123
104 => 0.21555735155403
105 => 0.2174776500404
106 => 0.21332701505999
107 => 0.22176078489709
108 => 0.22169653370136
109 => 0.2184156067494
110 => 0.22118862374238
111 => 0.22070674379925
112 => 0.21700258535105
113 => 0.22187821332688
114 => 0.22188063157753
115 => 0.21872281071977
116 => 0.21503516729378
117 => 0.21437590374746
118 => 0.21387923722491
119 => 0.21735550052207
120 => 0.2204723073243
121 => 0.22627191206133
122 => 0.22773007048743
123 => 0.2334213598996
124 => 0.23003247415851
125 => 0.23153472331412
126 => 0.23316562727865
127 => 0.23394754261375
128 => 0.23267345353509
129 => 0.24151436862037
130 => 0.2422608127322
131 => 0.24251108898619
201 => 0.23952998216228
202 => 0.24217790275865
203 => 0.24093902840152
204 => 0.24416223530956
205 => 0.24466767530871
206 => 0.24423958561098
207 => 0.24440002024454
208 => 0.23685585886355
209 => 0.23646465429732
210 => 0.23113055227822
211 => 0.2333042382787
212 => 0.22924063648829
213 => 0.23052924647576
214 => 0.23109725347992
215 => 0.23080055885506
216 => 0.23342713522379
217 => 0.23119400873627
218 => 0.22530042077571
219 => 0.21940522711106
220 => 0.21933121775672
221 => 0.21777911732362
222 => 0.21665723299187
223 => 0.21687334771515
224 => 0.21763496418828
225 => 0.21661296645791
226 => 0.21683106149029
227 => 0.22045289218729
228 => 0.22117922450387
229 => 0.2187108634958
301 => 0.20880003786564
302 => 0.20636789639657
303 => 0.20811607145308
304 => 0.20728055637296
305 => 0.16729158657711
306 => 0.17668640186587
307 => 0.17110432163907
308 => 0.17367680102674
309 => 0.16797894258784
310 => 0.17069825928523
311 => 0.17019610078477
312 => 0.18530268575631
313 => 0.1850668172104
314 => 0.18517971500144
315 => 0.17979080928158
316 => 0.18837548241805
317 => 0.19260460109994
318 => 0.19182190378627
319 => 0.19201889183757
320 => 0.18863398446362
321 => 0.18521248830386
322 => 0.1814175224982
323 => 0.18846809989317
324 => 0.18768419604422
325 => 0.18948218943401
326 => 0.19405499286032
327 => 0.19472835553524
328 => 0.19563336179889
329 => 0.19530898147611
330 => 0.20303703678515
331 => 0.20210111829587
401 => 0.2043564125729
402 => 0.19971710113547
403 => 0.19446727987652
404 => 0.19546509926826
405 => 0.19536900123688
406 => 0.19414556300121
407 => 0.19304109766567
408 => 0.19120247406317
409 => 0.19702015120657
410 => 0.19678396413887
411 => 0.20060755822744
412 => 0.19993170083187
413 => 0.19541815973393
414 => 0.19557936173724
415 => 0.19666352268054
416 => 0.20041581608403
417 => 0.2015297522418
418 => 0.20101373263084
419 => 0.20223511277472
420 => 0.20320044184076
421 => 0.20235634324295
422 => 0.2143069993416
423 => 0.2093442537326
424 => 0.21176306141187
425 => 0.21233993279093
426 => 0.21086228888376
427 => 0.21118273693676
428 => 0.2116681284202
429 => 0.2146153304582
430 => 0.22234964138572
501 => 0.22577511504628
502 => 0.23608082156397
503 => 0.22549067714366
504 => 0.22486230180014
505 => 0.22671867074649
506 => 0.2327692114422
507 => 0.23767260637769
508 => 0.23929934536142
509 => 0.23951434577266
510 => 0.24256621624972
511 => 0.24431549149315
512 => 0.24219563890164
513 => 0.24039928578815
514 => 0.23396497190719
515 => 0.23470976125897
516 => 0.23984062132064
517 => 0.24708826336391
518 => 0.25330749422566
519 => 0.25112973633995
520 => 0.26774449175043
521 => 0.26939177688419
522 => 0.26916417534181
523 => 0.27291693602541
524 => 0.26546847030489
525 => 0.26228410690214
526 => 0.24078767772076
527 => 0.24682729749278
528 => 0.25560623952583
529 => 0.25444431362842
530 => 0.24806881126222
531 => 0.25330265783541
601 => 0.2515721844808
602 => 0.25020728834861
603 => 0.2564601421283
604 => 0.24958487254446
605 => 0.25553765345243
606 => 0.24790315036432
607 => 0.25113968415454
608 => 0.24930247104168
609 => 0.25049137308607
610 => 0.24354107602785
611 => 0.24729128761154
612 => 0.24338505489642
613 => 0.2433832028335
614 => 0.24329697252982
615 => 0.24789263799627
616 => 0.24804250248214
617 => 0.24464629875877
618 => 0.24415685274356
619 => 0.24596659119083
620 => 0.24384786144032
621 => 0.24483920175546
622 => 0.24387788812857
623 => 0.2436614761828
624 => 0.2419370689794
625 => 0.24119414694262
626 => 0.24148546581598
627 => 0.24049104431601
628 => 0.23989186939248
629 => 0.24317778155651
630 => 0.24142225124059
701 => 0.24290872135775
702 => 0.24121470105176
703 => 0.23534248862169
704 => 0.23196531715564
705 => 0.22087325222963
706 => 0.22401894808298
707 => 0.22610454768821
708 => 0.22541525703113
709 => 0.22689612008262
710 => 0.22698703304692
711 => 0.22650558937326
712 => 0.22594813927592
713 => 0.22567680339746
714 => 0.22769911873419
715 => 0.22887314085516
716 => 0.22631386551032
717 => 0.22571426310509
718 => 0.22830183178019
719 => 0.22988024717721
720 => 0.2415343796338
721 => 0.24067100385906
722 => 0.24283790762471
723 => 0.24259394751455
724 => 0.24486520787579
725 => 0.24857775866017
726 => 0.24102910487
727 => 0.24233929015516
728 => 0.24201806297983
729 => 0.24552513704975
730 => 0.24553608575219
731 => 0.24343341965593
801 => 0.24457330905857
802 => 0.24393705406525
803 => 0.24508685283321
804 => 0.24065947294921
805 => 0.24605154374179
806 => 0.24910850042382
807 => 0.24915094627031
808 => 0.25059991947608
809 => 0.25207216017202
810 => 0.25489799798272
811 => 0.2519933490892
812 => 0.24676816849164
813 => 0.24714540965355
814 => 0.24408188818102
815 => 0.24413338653044
816 => 0.24385848430522
817 => 0.24468348657678
818 => 0.24084051455392
819 => 0.24174245240646
820 => 0.24047973413116
821 => 0.24233654525223
822 => 0.24033892342783
823 => 0.24201790807436
824 => 0.24274250218858
825 => 0.24541627006945
826 => 0.23994400573786
827 => 0.22878568832601
828 => 0.2311313019275
829 => 0.22766195516692
830 => 0.22798305641835
831 => 0.22863173204911
901 => 0.22652916209634
902 => 0.22693026618374
903 => 0.22691593592321
904 => 0.22679244547981
905 => 0.22624548582999
906 => 0.22545228612508
907 => 0.22861214961544
908 => 0.22914907199644
909 => 0.23034258393878
910 => 0.23389366591229
911 => 0.23353882908286
912 => 0.2341175826737
913 => 0.23285416683445
914 => 0.22804166265557
915 => 0.22830300478614
916 => 0.22504406423021
917 => 0.23025924550166
918 => 0.22902422173955
919 => 0.22822799388582
920 => 0.22801073573893
921 => 0.2315706201578
922 => 0.23263579337027
923 => 0.23197204890537
924 => 0.23061068964334
925 => 0.23322490187618
926 => 0.23392435478492
927 => 0.23408093649636
928 => 0.23871281934747
929 => 0.23433980729394
930 => 0.23539243475923
1001 => 0.24360473375763
1002 => 0.23615731178587
1003 => 0.24010237730164
1004 => 0.23990928687377
1005 => 0.2419274488979
1006 => 0.23974373868206
1007 => 0.23977080838734
1008 => 0.24156279954263
1009 => 0.23904627115233
1010 => 0.23842314333288
1011 => 0.23756229671322
1012 => 0.23944192381379
1013 => 0.24056867525236
1014 => 0.24964946433947
1015 => 0.25551606822404
1016 => 0.25526138347734
1017 => 0.25758872531228
1018 => 0.25654023649963
1019 => 0.25315438954622
1020 => 0.25893361743564
1021 => 0.25710482791826
1022 => 0.2572555911041
1023 => 0.25724997969079
1024 => 0.25846596484429
1025 => 0.25760432791963
1026 => 0.25590595309592
1027 => 0.25703341356373
1028 => 0.26038156807866
1029 => 0.27077434242692
1030 => 0.27659027663815
1031 => 0.2704242158847
1101 => 0.27467748202558
1102 => 0.27212703793474
1103 => 0.27166354637429
1104 => 0.27433491182466
1105 => 0.27701095314663
1106 => 0.27684050088326
1107 => 0.27489783229976
1108 => 0.27380046811033
1109 => 0.28211007739668
1110 => 0.28823245596836
1111 => 0.28781495079471
1112 => 0.28965768285121
1113 => 0.29506800116265
1114 => 0.29556265286473
1115 => 0.29550033811971
1116 => 0.29427429226453
1117 => 0.29960145326076
1118 => 0.30404546468628
1119 => 0.29399049807293
1120 => 0.29781929773012
1121 => 0.29953816925245
1122 => 0.30206198261343
1123 => 0.30632007879364
1124 => 0.31094550064959
1125 => 0.31159958601519
1126 => 0.31113548114743
1127 => 0.30808489109542
1128 => 0.31314608288295
1129 => 0.31611081033253
1130 => 0.31787623768218
1201 => 0.32235306770178
1202 => 0.2995487844178
1203 => 0.28340677926298
1204 => 0.28088597206467
1205 => 0.28601213262827
1206 => 0.28736386028853
1207 => 0.2868189805636
1208 => 0.26864968619495
1209 => 0.28079031449004
1210 => 0.29385260972254
1211 => 0.29435438568029
1212 => 0.3008936437934
1213 => 0.30302309428827
1214 => 0.30828805418947
1215 => 0.30795872951415
1216 => 0.30924066346629
1217 => 0.30894596905069
1218 => 0.31869819859956
1219 => 0.32945635601207
1220 => 0.32908383522972
1221 => 0.32753722281693
1222 => 0.32983420598652
1223 => 0.34093777735044
1224 => 0.33991553843036
1225 => 0.34090855646711
1226 => 0.35400029287503
1227 => 0.37102141248311
1228 => 0.36311339353269
1229 => 0.38027151918395
1230 => 0.39107164976826
1231 => 0.40974935885948
]
'min_raw' => 0.16729158657711
'max_raw' => 0.40974935885948
'avg_raw' => 0.28852047271829
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.167291'
'max' => '$0.409749'
'avg' => '$0.28852'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.074594186225801
'max_diff' => 0.16623269056564
'year' => 2028
]
3 => [
'items' => [
101 => 0.4074108176916
102 => 0.41468191277745
103 => 0.40322434093283
104 => 0.37691544002027
105 => 0.37275195574443
106 => 0.38108735670087
107 => 0.40157912659577
108 => 0.38044199794287
109 => 0.38471801154029
110 => 0.38348651933657
111 => 0.38342089835054
112 => 0.38592538448752
113 => 0.38229249672062
114 => 0.36749145841423
115 => 0.37427468704698
116 => 0.37165535671448
117 => 0.3745616990024
118 => 0.39024602966357
119 => 0.38331161321052
120 => 0.37600676878349
121 => 0.38516866476974
122 => 0.39683490672926
123 => 0.39610485427369
124 => 0.39468824737162
125 => 0.40267358630745
126 => 0.41586302674467
127 => 0.41942807949539
128 => 0.42205972855167
129 => 0.42242258849446
130 => 0.42616027142136
131 => 0.40606180830605
201 => 0.43795858543518
202 => 0.4434662777147
203 => 0.4424310598366
204 => 0.44855262800616
205 => 0.44675150736148
206 => 0.44414196613451
207 => 0.45384595377815
208 => 0.44272111501614
209 => 0.42693080697172
210 => 0.41826793168167
211 => 0.42967590467782
212 => 0.43664235570318
213 => 0.44124673668144
214 => 0.44264001958342
215 => 0.4076219947847
216 => 0.38874922160689
217 => 0.40084645283708
218 => 0.41560590984422
219 => 0.40597981877715
220 => 0.40635714332238
221 => 0.39263286715297
222 => 0.41682020375442
223 => 0.41329631225911
224 => 0.43157826757044
225 => 0.42721513221353
226 => 0.44212335706851
227 => 0.43819752183517
228 => 0.45449344439826
301 => 0.46099432910316
302 => 0.47191032630461
303 => 0.4799401782821
304 => 0.48465546094988
305 => 0.48437237306508
306 => 0.5030566721393
307 => 0.49203919375492
308 => 0.47819864428386
309 => 0.47794831241031
310 => 0.48511652910347
311 => 0.50013914478813
312 => 0.504034290465
313 => 0.50621114551282
314 => 0.50287721623021
315 => 0.49091853307376
316 => 0.4857548343187
317 => 0.49015445526477
318 => 0.48477409691147
319 => 0.49406210489118
320 => 0.50681652365879
321 => 0.50418278661971
322 => 0.51298697466941
323 => 0.52209838307324
324 => 0.53512810630969
325 => 0.53853455845295
326 => 0.54416529430999
327 => 0.54996117110725
328 => 0.55182265053128
329 => 0.55537679233488
330 => 0.5553580602532
331 => 0.56606870579969
401 => 0.57788287951855
402 => 0.58234245659866
403 => 0.59259700819188
404 => 0.57503644795084
405 => 0.58835633461485
406 => 0.60037120580417
407 => 0.58604658105726
408 => 0.60578973906137
409 => 0.60655632114771
410 => 0.61813080052329
411 => 0.60639784827419
412 => 0.59943085868159
413 => 0.61954429658574
414 => 0.6292765556202
415 => 0.62634511999527
416 => 0.60403675014672
417 => 0.59105232204387
418 => 0.55706956918959
419 => 0.59732360789116
420 => 0.61693017591629
421 => 0.60398597387214
422 => 0.61051427646394
423 => 0.64613057859561
424 => 0.65969096046256
425 => 0.65687049582846
426 => 0.65734710792282
427 => 0.66466404383989
428 => 0.69711136720637
429 => 0.6776681789221
430 => 0.69253176784306
501 => 0.70041536181207
502 => 0.70773808324796
503 => 0.6897557937713
504 => 0.66636109937445
505 => 0.65895101761651
506 => 0.60269892808118
507 => 0.59977076253043
508 => 0.59812709447429
509 => 0.58776399988181
510 => 0.57962144622263
511 => 0.57314618523921
512 => 0.55615316674212
513 => 0.5618878116496
514 => 0.53480448688382
515 => 0.55213143829487
516 => 0.50890579801895
517 => 0.54490539569757
518 => 0.52531245138195
519 => 0.53846858653934
520 => 0.53842268602316
521 => 0.51419807004196
522 => 0.50022581709883
523 => 0.50912948048241
524 => 0.51867491440329
525 => 0.52022362894225
526 => 0.53259953318198
527 => 0.53605338203612
528 => 0.5255880587633
529 => 0.5080100427024
530 => 0.51209301492149
531 => 0.50014307579713
601 => 0.47920126712948
602 => 0.49424203972349
603 => 0.49937762078317
604 => 0.50164578594673
605 => 0.48105192230507
606 => 0.47458088323432
607 => 0.47113575633034
608 => 0.50535163351292
609 => 0.50722605650296
610 => 0.49763624346923
611 => 0.5409831077251
612 => 0.53117237733536
613 => 0.542133366868
614 => 0.51172252798829
615 => 0.51288426298712
616 => 0.49848728450616
617 => 0.50654863044905
618 => 0.50085113096592
619 => 0.50589735336064
620 => 0.50892203825767
621 => 0.52331665433614
622 => 0.5450697590908
623 => 0.52116657871216
624 => 0.51075162072133
625 => 0.51721300208289
626 => 0.5344205121196
627 => 0.56049077066145
628 => 0.54505665289183
629 => 0.55190605226967
630 => 0.55340234132516
701 => 0.54202179428394
702 => 0.56091038766391
703 => 0.57103293830689
704 => 0.58141658069988
705 => 0.59043240644665
706 => 0.57726912558693
707 => 0.59135572298902
708 => 0.58000441210211
709 => 0.56982111275961
710 => 0.56983655662123
711 => 0.5634484241894
712 => 0.55107061264627
713 => 0.54878795428801
714 => 0.56066263133562
715 => 0.57018499779171
716 => 0.57096930550209
717 => 0.57624137684903
718 => 0.5793613343655
719 => 0.60994115940344
720 => 0.62224061800328
721 => 0.63728016316233
722 => 0.6431389135841
723 => 0.66077165187536
724 => 0.64653178364418
725 => 0.6434508985794
726 => 0.60067964310955
727 => 0.60768343379665
728 => 0.61889717845197
729 => 0.60086455362864
730 => 0.61230210354096
731 => 0.61456011817409
801 => 0.60025181193741
802 => 0.60789449652384
803 => 0.58759779216034
804 => 0.54551217178143
805 => 0.5609572409902
806 => 0.57233001068194
807 => 0.55609966607944
808 => 0.58519193057834
809 => 0.56819683024432
810 => 0.56281019934712
811 => 0.54179503174457
812 => 0.55171338190499
813 => 0.56512809251406
814 => 0.55683936098515
815 => 0.57403972346693
816 => 0.59840002391024
817 => 0.61576062468712
818 => 0.61709335604733
819 => 0.60593165281772
820 => 0.62381835347621
821 => 0.62394863856315
822 => 0.60377236715105
823 => 0.59141451325309
824 => 0.58860678284633
825 => 0.5956210438904
826 => 0.60413765170192
827 => 0.61756596850829
828 => 0.62568041911787
829 => 0.6468386027356
830 => 0.65256340056989
831 => 0.65885321773953
901 => 0.66725835318594
902 => 0.67735087332185
903 => 0.65526901383197
904 => 0.65614636727524
905 => 0.63558404546241
906 => 0.61361025567018
907 => 0.63028562305092
908 => 0.65208644767007
909 => 0.64708531441467
910 => 0.64652258475956
911 => 0.64746893995127
912 => 0.64369824879844
913 => 0.62664355246251
914 => 0.61807879073065
915 => 0.6291295184685
916 => 0.63500248844986
917 => 0.64411095271414
918 => 0.64298814223721
919 => 0.66645056800435
920 => 0.67556735719053
921 => 0.6732348923873
922 => 0.67366412204499
923 => 0.69016963339197
924 => 0.70852715662711
925 => 0.72572139962536
926 => 0.74321212211311
927 => 0.72212637347961
928 => 0.7114203307117
929 => 0.72246623404751
930 => 0.71660512225519
1001 => 0.75028480913259
1002 => 0.7526167175782
1003 => 0.7862939690309
1004 => 0.81825769087202
1005 => 0.79818184987317
1006 => 0.81711246369935
1007 => 0.83758746598795
1008 => 0.87708706735206
1009 => 0.86378499122536
1010 => 0.85359580938241
1011 => 0.8439670817746
1012 => 0.864002935409
1013 => 0.88977874102907
1014 => 0.89533060268204
1015 => 0.90432673953423
1016 => 0.89486840162943
1017 => 0.90625992783402
1018 => 0.94647702102647
1019 => 0.93561000743977
1020 => 0.92017710118705
1021 => 0.9519246337718
1022 => 0.96341394239881
1023 => 1.0440519273408
1024 => 1.1458607143191
1025 => 1.1037112079976
1026 => 1.0775476492677
1027 => 1.0836967061772
1028 => 1.1208738287367
1029 => 1.1328139405599
1030 => 1.100356600621
1031 => 1.1118210817994
1101 => 1.1749915002551
1102 => 1.2088804030069
1103 => 1.1628547211831
1104 => 1.0358716904361
1105 => 0.91878753683407
1106 => 0.94984352673749
1107 => 0.94632274126201
1108 => 1.0141914752225
1109 => 0.93535083275969
1110 => 0.93667830698066
1111 => 1.0059504944852
1112 => 0.98746986248493
1113 => 0.95753360546502
1114 => 0.91900610463976
1115 => 0.84778445600178
1116 => 0.78470145564051
1117 => 0.9084217464963
1118 => 0.90308670258385
1119 => 0.89536076838941
1120 => 0.91255399890574
1121 => 0.99603944590943
1122 => 0.99411483613997
1123 => 0.98187145073123
1124 => 0.99115795065551
1125 => 0.95590563712873
1126 => 0.96499096100484
1127 => 0.91876899010594
1128 => 0.93966325135226
1129 => 0.95746937570252
1130 => 0.96104421879001
1201 => 0.96909852280213
1202 => 0.90027537686825
1203 => 0.93117494885116
1204 => 0.94932555249276
1205 => 0.8673204649154
1206 => 0.94770457557781
1207 => 0.89907731901523
1208 => 0.882572497781
1209 => 0.90479406522803
1210 => 0.89613429878274
1211 => 0.88868914011163
1212 => 0.88453461364908
1213 => 0.90085168027728
1214 => 0.90009046961596
1215 => 0.87339258160607
1216 => 0.8385662750423
1217 => 0.85025512665964
1218 => 0.84600845728349
1219 => 0.83061797963307
1220 => 0.8409893033161
1221 => 0.79531924262285
1222 => 0.71674627692332
1223 => 0.76865398481946
1224 => 0.76665559453018
1225 => 0.76564791552654
1226 => 0.80465512338682
1227 => 0.80090548040045
1228 => 0.79409984166359
1229 => 0.83049298874062
1230 => 0.8172090005006
1231 => 0.85814712215508
]
'min_raw' => 0.36749145841423
'max_raw' => 1.2088804030069
'avg_raw' => 0.78818593071057
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.367491'
'max' => '$1.20'
'avg' => '$0.788185'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.20019987183712
'max_diff' => 0.79913104414744
'year' => 2029
]
4 => [
'items' => [
101 => 0.88511161678843
102 => 0.87827254873939
103 => 0.90363278627276
104 => 0.85052441419274
105 => 0.86816488505967
106 => 0.8718005616567
107 => 0.83004390295485
108 => 0.80151896836564
109 => 0.7996166804366
110 => 0.75015837483703
111 => 0.77657860247483
112 => 0.79982730945278
113 => 0.78869298298288
114 => 0.78516818785106
115 => 0.80317560174478
116 => 0.80457493202739
117 => 0.77267005328945
118 => 0.77930408787518
119 => 0.80696911491414
120 => 0.77860700017494
121 => 0.72350404416182
122 => 0.7098377492126
123 => 0.70801441354658
124 => 0.67095033775677
125 => 0.71075099638904
126 => 0.69337694230472
127 => 0.74826137098397
128 => 0.71691167967347
129 => 0.71556025713891
130 => 0.71351738376734
131 => 0.68161480263735
201 => 0.68859944039002
202 => 0.71181744007025
203 => 0.72010188392565
204 => 0.71923774855908
205 => 0.71170365920528
206 => 0.71515272673067
207 => 0.70404207849661
208 => 0.70011867735702
209 => 0.68773534414396
210 => 0.66953526530388
211 => 0.67206609789416
212 => 0.63600697940228
213 => 0.61636005784563
214 => 0.61092204890102
215 => 0.60365011607024
216 => 0.61174343306413
217 => 0.63590482845018
218 => 0.60676105948862
219 => 0.55679611180174
220 => 0.55979909029385
221 => 0.5665458913733
222 => 0.55397327219629
223 => 0.5420743432852
224 => 0.55241949658278
225 => 0.53124868957158
226 => 0.56910428225588
227 => 0.56808039456284
228 => 0.5821906185414
301 => 0.59101403116614
302 => 0.57067892167988
303 => 0.56556469663606
304 => 0.56847799164959
305 => 0.52032771452087
306 => 0.57825571364474
307 => 0.57875667738667
308 => 0.57446712168431
309 => 0.60531199289145
310 => 0.67040429189509
311 => 0.64591395067826
312 => 0.63643055033462
313 => 0.61840259934904
314 => 0.64242377364351
315 => 0.64057932224639
316 => 0.63223801354118
317 => 0.62719316400981
318 => 0.6364884539549
319 => 0.62604137471919
320 => 0.62416479222192
321 => 0.61279474403034
322 => 0.60873615413018
323 => 0.60573133574522
324 => 0.60242332595073
325 => 0.60971997125269
326 => 0.59318481304483
327 => 0.5732450332077
328 => 0.57158725626565
329 => 0.57616452415589
330 => 0.57413942385197
331 => 0.57157756086451
401 => 0.56668626673956
402 => 0.56523512425865
403 => 0.56995063332736
404 => 0.56462709852005
405 => 0.57248226411618
406 => 0.57034609372017
407 => 0.55841361953652
408 => 0.54354133873592
409 => 0.54340894424113
410 => 0.54020473573807
411 => 0.53612369445345
412 => 0.53498844212965
413 => 0.55154825662703
414 => 0.58582657704308
415 => 0.57909692253472
416 => 0.58395978759975
417 => 0.60788027076521
418 => 0.61548387304949
419 => 0.6100870162493
420 => 0.60269946579757
421 => 0.60302448052499
422 => 0.62826997678215
423 => 0.62984450741695
424 => 0.63382283836827
425 => 0.6389361179169
426 => 0.61095782986687
427 => 0.60170670567388
428 => 0.59732300979841
429 => 0.58382292320577
430 => 0.59838160918598
501 => 0.5898988863304
502 => 0.5910434954547
503 => 0.59029806726093
504 => 0.59070512146036
505 => 0.56909370084622
506 => 0.57696776665519
507 => 0.56387560504761
508 => 0.54634667031916
509 => 0.54628790718352
510 => 0.55057808912508
511 => 0.5480261210314
512 => 0.54115884050842
513 => 0.54213430529406
514 => 0.53358820733957
515 => 0.54317195631783
516 => 0.54344678394623
517 => 0.53975651855926
518 => 0.55452160616278
519 => 0.56057087460111
520 => 0.55814186287026
521 => 0.56040044866282
522 => 0.57937657006211
523 => 0.58247050583642
524 => 0.58384462773344
525 => 0.5820034864277
526 => 0.56074729732704
527 => 0.56169009970195
528 => 0.55477244143407
529 => 0.54892774916258
530 => 0.54916150620206
531 => 0.55216643778642
601 => 0.56528915025222
602 => 0.59290512501034
603 => 0.59395313106539
604 => 0.59522334497661
605 => 0.59005674664131
606 => 0.5884984511457
607 => 0.59055424513461
608 => 0.60092535327479
609 => 0.62760265913971
610 => 0.6181731175297
611 => 0.61050675342119
612 => 0.61723222158127
613 => 0.61619688847399
614 => 0.60745763512612
615 => 0.60721235339163
616 => 0.59043893210875
617 => 0.58423818017279
618 => 0.57905636773686
619 => 0.57339796383147
620 => 0.57004347232494
621 => 0.5751974958681
622 => 0.57637628203303
623 => 0.565106919479
624 => 0.56357094700461
625 => 0.57277375173232
626 => 0.5687239404868
627 => 0.5728892717833
628 => 0.57385566437364
629 => 0.57370005290869
630 => 0.56947158485051
701 => 0.57216668429606
702 => 0.56579197065951
703 => 0.55886042703079
704 => 0.5544385340461
705 => 0.55057984593796
706 => 0.55272087036863
707 => 0.54508850920893
708 => 0.54264676326486
709 => 0.57125364524556
710 => 0.59238585654052
711 => 0.59207858581901
712 => 0.59020815432548
713 => 0.58742907252926
714 => 0.60072204613156
715 => 0.59609103992992
716 => 0.59946048387513
717 => 0.6003181487743
718 => 0.60291404211196
719 => 0.6038418508556
720 => 0.60103736842771
721 => 0.59162518286104
722 => 0.56817091131265
723 => 0.55725288459327
724 => 0.55364975392176
725 => 0.55378072087835
726 => 0.55016806755336
727 => 0.55123215586533
728 => 0.5497980210636
729 => 0.5470821167036
730 => 0.55255317092761
731 => 0.55318365896053
801 => 0.55190664953042
802 => 0.55220743147963
803 => 0.54163433881614
804 => 0.54243818808779
805 => 0.53796225319499
806 => 0.53712306936079
807 => 0.52580829571602
808 => 0.50576253410165
809 => 0.51686983192518
810 => 0.50345377807678
811 => 0.498372915198
812 => 0.52242492982984
813 => 0.52001077465984
814 => 0.51587879041684
815 => 0.50976672454046
816 => 0.50749969985256
817 => 0.49372597550167
818 => 0.49291215038706
819 => 0.4997387800972
820 => 0.49658852537596
821 => 0.49216437465257
822 => 0.47614054920142
823 => 0.45812446408805
824 => 0.45866825645255
825 => 0.46439883792594
826 => 0.481061276434
827 => 0.47455097344579
828 => 0.46982767393072
829 => 0.46894314191341
830 => 0.48001491200325
831 => 0.49568378628793
901 => 0.503035271531
902 => 0.49575017292305
903 => 0.48738144389979
904 => 0.48789080965848
905 => 0.49127939185116
906 => 0.49163548392764
907 => 0.48618830165274
908 => 0.48772165155607
909 => 0.48539235284046
910 => 0.4710974509223
911 => 0.47083890147622
912 => 0.46733070200907
913 => 0.46722447512346
914 => 0.46125615266847
915 => 0.46042114309995
916 => 0.44857067661429
917 => 0.45637068954167
918 => 0.45113885038904
919 => 0.44325323471993
920 => 0.44189375160631
921 => 0.44185288390229
922 => 0.44994964800306
923 => 0.45627607413898
924 => 0.45122986047104
925 => 0.45008093543559
926 => 0.46234844898117
927 => 0.46078729606163
928 => 0.45943534770166
929 => 0.49428081045346
930 => 0.46669790766004
1001 => 0.45467018766507
1002 => 0.4397836001692
1003 => 0.44463074812254
1004 => 0.44565211341573
1005 => 0.40985255399727
1006 => 0.39532867719974
1007 => 0.39034463000359
1008 => 0.38747624037811
1009 => 0.38878340154941
1010 => 0.37571020895081
1011 => 0.38449561058772
1012 => 0.37317533084679
1013 => 0.37127744910884
1014 => 0.39151951159919
1015 => 0.3943360763423
1016 => 0.38231973611009
1017 => 0.39003617180795
1018 => 0.38723808495742
1019 => 0.37336938455177
1020 => 0.37283970220753
1021 => 0.36588087585237
1022 => 0.35499166010084
1023 => 0.35001499630572
1024 => 0.34742310659185
1025 => 0.34849257080272
1026 => 0.34795181697156
1027 => 0.34442303244326
1028 => 0.34815408277007
1029 => 0.3386227909615
1030 => 0.33482735376449
1031 => 0.33311304283607
1101 => 0.32465347275527
1102 => 0.33811641074171
1103 => 0.34076877912667
1104 => 0.34342637349669
1105 => 0.36655891807106
1106 => 0.36540328151601
1107 => 0.37584967315577
1108 => 0.37544374558633
1109 => 0.37246426547035
1110 => 0.3598943289617
1111 => 0.36490448161648
1112 => 0.34948401049568
1113 => 0.36103807594949
1114 => 0.35576528298568
1115 => 0.35925533934448
1116 => 0.35297990332567
1117 => 0.35645298872488
1118 => 0.34139775406712
1119 => 0.32733938777657
1120 => 0.33299688476118
1121 => 0.33914723099671
1122 => 0.35248274871442
1123 => 0.34454022437739
1124 => 0.34739665646908
1125 => 0.33782808712286
1126 => 0.3180853954349
1127 => 0.31819713692581
1128 => 0.31516015392753
1129 => 0.31253575721025
1130 => 0.34545251884134
1201 => 0.34135879919552
1202 => 0.33483599271268
1203 => 0.34356702839598
1204 => 0.34587565281082
1205 => 0.34594137610237
1206 => 0.35231131435625
1207 => 0.35571095154423
1208 => 0.35631015233348
1209 => 0.3663333878076
1210 => 0.36969304412885
1211 => 0.38353099303973
1212 => 0.35542251608077
1213 => 0.3548436404951
1214 => 0.34368989197317
1215 => 0.33661600832677
1216 => 0.34417424683841
1217 => 0.35086981435727
1218 => 0.3438979419198
1219 => 0.34480832127587
1220 => 0.33544915215147
1221 => 0.33879461472361
1222 => 0.34167617777321
1223 => 0.34008514802767
1224 => 0.33770329949188
1225 => 0.35032085417597
1226 => 0.3496089222921
1227 => 0.36135867929025
1228 => 0.3705184551035
1229 => 0.38693441086661
1230 => 0.36980350524467
1231 => 0.36917918695463
]
'min_raw' => 0.31253575721025
'max_raw' => 0.90363278627276
'avg_raw' => 0.6080842717415
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.312535'
'max' => '$0.903632'
'avg' => '$0.608084'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.054955701203981
'max_diff' => -0.30524761673415
'year' => 2030
]
5 => [
'items' => [
101 => 0.37528199838363
102 => 0.36969210982022
103 => 0.3732247264359
104 => 0.38636525171579
105 => 0.38664289030838
106 => 0.38199208616529
107 => 0.38170908431051
108 => 0.38260232212042
109 => 0.3878340438728
110 => 0.38600591953795
111 => 0.38812147130068
112 => 0.39076700117447
113 => 0.40171003441385
114 => 0.4043483626804
115 => 0.39793859280905
116 => 0.39851732326128
117 => 0.39611989337728
118 => 0.39380400614904
119 => 0.39900978242995
120 => 0.4085234409031
121 => 0.4084642569275
122 => 0.41067124077418
123 => 0.41204617342702
124 => 0.40614395596882
125 => 0.40230182943409
126 => 0.40377514522837
127 => 0.40613100926806
128 => 0.40301117027183
129 => 0.38375407873709
130 => 0.38959545016096
131 => 0.38862316032756
201 => 0.38723850137031
202 => 0.393112045507
203 => 0.39254552784641
204 => 0.37557612446502
205 => 0.37666245061241
206 => 0.37564218755607
207 => 0.37893886621727
208 => 0.36951407835374
209 => 0.37241307962365
210 => 0.37423130604368
211 => 0.37530225537336
212 => 0.37917125870898
213 => 0.37871727582341
214 => 0.37914303849539
215 => 0.3848797490631
216 => 0.41389406251324
217 => 0.41547324757786
218 => 0.40769676275988
219 => 0.41080331506028
220 => 0.40483941397182
221 => 0.40884302072717
222 => 0.41158218678859
223 => 0.39920442206836
224 => 0.39847149117265
225 => 0.39248297494292
226 => 0.39570086435788
227 => 0.39058097092424
228 => 0.39183721368659
301 => 0.38832464940579
302 => 0.39464656576665
303 => 0.40171545058458
304 => 0.4035013300483
305 => 0.39880345004869
306 => 0.39540187532358
307 => 0.38942983065467
308 => 0.39936147403476
309 => 0.40226578922045
310 => 0.3993462189035
311 => 0.39866969066719
312 => 0.39738767088184
313 => 0.39894167722515
314 => 0.40224997169621
315 => 0.40068984111827
316 => 0.40172033485096
317 => 0.39779315538244
318 => 0.40614590984839
319 => 0.41941209414015
320 => 0.41945474709188
321 => 0.41789460810425
322 => 0.41725623284417
323 => 0.41885703012264
324 => 0.41972539697806
325 => 0.42490208184059
326 => 0.43045687094631
327 => 0.45637864795834
328 => 0.44909991670103
329 => 0.47209925935951
330 => 0.4902887533115
331 => 0.49574298721753
401 => 0.49072534866552
402 => 0.4735602782266
403 => 0.47271807798057
404 => 0.49836994012213
405 => 0.49112211413743
406 => 0.49026000829894
407 => 0.4810886587282
408 => 0.48651006221825
409 => 0.48532432174778
410 => 0.48345257240675
411 => 0.49379623260751
412 => 0.51315864111843
413 => 0.51014082817249
414 => 0.50788817080066
415 => 0.49801768193599
416 => 0.50396192088602
417 => 0.50184529125031
418 => 0.51093967541167
419 => 0.50555236369976
420 => 0.49106720472716
421 => 0.49337401403725
422 => 0.49302534445069
423 => 0.5002009398352
424 => 0.49804700420999
425 => 0.49260475395044
426 => 0.51309246251111
427 => 0.5117621046758
428 => 0.51364824792412
429 => 0.51447858651295
430 => 0.52694909367991
501 => 0.5320578614545
502 => 0.53321764118089
503 => 0.53807057544047
504 => 0.53309689575559
505 => 0.55299516066861
506 => 0.56622634573981
507 => 0.58159504807058
508 => 0.60405285289358
509 => 0.61249719525334
510 => 0.61097180038842
511 => 0.62799905169784
512 => 0.65859664380632
513 => 0.61715644857219
514 => 0.66079307477839
515 => 0.64697822273058
516 => 0.61422345704381
517 => 0.6121144362869
518 => 0.63429634390063
519 => 0.6834936800584
520 => 0.67117030534245
521 => 0.68351383668471
522 => 0.66911445170869
523 => 0.66839940087709
524 => 0.68281449069645
525 => 0.71649613378505
526 => 0.70049524769117
527 => 0.67755405389736
528 => 0.6944934743902
529 => 0.67981898068994
530 => 0.6467532392511
531 => 0.67116088189005
601 => 0.65484018634702
602 => 0.65960343296238
603 => 0.69390710747358
604 => 0.68977959860012
605 => 0.6951209772794
606 => 0.6856935837187
607 => 0.67688691156948
608 => 0.66044860401091
609 => 0.65558203154159
610 => 0.65692697709118
611 => 0.65558136505337
612 => 0.64638428305019
613 => 0.64439817406727
614 => 0.64108790541563
615 => 0.64211389608858
616 => 0.63588962257025
617 => 0.64763611269987
618 => 0.64981636477764
619 => 0.65836448071799
620 => 0.65925197447221
621 => 0.68305835569127
622 => 0.6699462009658
623 => 0.67874296640462
624 => 0.6779561009054
625 => 0.61493335213737
626 => 0.62361733086319
627 => 0.63712687657791
628 => 0.63104084454518
629 => 0.62243661916308
630 => 0.61548824583766
701 => 0.60496074974198
702 => 0.61977799833399
703 => 0.63926110459375
704 => 0.65974609819898
705 => 0.6843574757857
706 => 0.67886450281636
707 => 0.65928600561431
708 => 0.66016428269669
709 => 0.66559344603069
710 => 0.65856218622166
711 => 0.65648853043748
712 => 0.66530855756909
713 => 0.66536929624855
714 => 0.65727898208212
715 => 0.64828807839801
716 => 0.64825040618329
717 => 0.64665056171452
718 => 0.66939906048561
719 => 0.68190843467706
720 => 0.68334261426825
721 => 0.68181190296363
722 => 0.68240101299302
723 => 0.67512208377626
724 => 0.69175955746636
725 => 0.70702774860001
726 => 0.70293554721886
727 => 0.69680075560782
728 => 0.69191409859803
729 => 0.70178440612755
730 => 0.70134489687057
731 => 0.70689439427013
801 => 0.70664263701264
802 => 0.70477654976432
803 => 0.70293561386272
804 => 0.71023471662261
805 => 0.70813269224777
806 => 0.70602740284847
807 => 0.7018049226545
808 => 0.70237882784083
809 => 0.69624509548806
810 => 0.69340735024117
811 => 0.65073447043086
812 => 0.63933088256897
813 => 0.64291868345176
814 => 0.64409988065958
815 => 0.63913702460799
816 => 0.64625248533285
817 => 0.64514354831602
818 => 0.64945777354205
819 => 0.64676243292271
820 => 0.6468730506419
821 => 0.65479947269618
822 => 0.65710054673995
823 => 0.65593020190934
824 => 0.65674987131162
825 => 0.67563880672639
826 => 0.67295340414456
827 => 0.67152683754502
828 => 0.67192200624242
829 => 0.67674853422424
830 => 0.67809969854049
831 => 0.67237472038791
901 => 0.67507465318037
902 => 0.68657062433819
903 => 0.69059356362781
904 => 0.70343285471987
905 => 0.69797849566376
906 => 0.70799020777038
907 => 0.73876279754195
908 => 0.76334607155272
909 => 0.74073827682565
910 => 0.78588232888537
911 => 0.82103344894351
912 => 0.81968429040843
913 => 0.81355487956624
914 => 0.77353626392092
915 => 0.73671053716015
916 => 0.76751682129848
917 => 0.76759535285212
918 => 0.7649490657239
919 => 0.74851320364484
920 => 0.76437713335034
921 => 0.76563635448103
922 => 0.76493152550177
923 => 0.75233018858167
924 => 0.73309027622103
925 => 0.73684970904246
926 => 0.74300773669431
927 => 0.73134930565021
928 => 0.72762373052238
929 => 0.73455028350469
930 => 0.75686908041834
1001 => 0.7526498411458
1002 => 0.75253965975711
1003 => 0.77059135460093
1004 => 0.75767023689232
1005 => 0.73689712752971
1006 => 0.731651643452
1007 => 0.7130337087576
1008 => 0.72589318256583
1009 => 0.72635597213491
1010 => 0.71931296975078
1011 => 0.73746862835698
1012 => 0.73730132076668
1013 => 0.75453741650011
1014 => 0.78748635796049
1015 => 0.77774173465172
1016 => 0.76640979795562
1017 => 0.767641893675
1018 => 0.78115494264534
1019 => 0.77298464476497
1020 => 0.77592274084809
1021 => 0.78115049548503
1022 => 0.78430452965534
1023 => 0.76718807669573
1024 => 0.76319741273625
1025 => 0.75503391480789
1026 => 0.75290421057729
1027 => 0.75955320930297
1028 => 0.75780143305134
1029 => 0.72631707646364
1030 => 0.72302678602291
1031 => 0.72312769453328
1101 => 0.7148541027753
1102 => 0.70223488945484
1103 => 0.73539742860693
1104 => 0.73273401260358
1105 => 0.72979380746791
1106 => 0.73015396582045
1107 => 0.74454870008364
1108 => 0.73619902725948
1109 => 0.75839800094696
1110 => 0.75383455931904
1111 => 0.74915408263281
1112 => 0.74850709818397
1113 => 0.74670551397928
1114 => 0.74052721140143
1115 => 0.73306653978026
1116 => 0.72814035814365
1117 => 0.67167099103381
1118 => 0.6821513771022
1119 => 0.69420810595664
1120 => 0.69837004044288
1121 => 0.69125076350706
1122 => 0.74080832384736
1123 => 0.74986296767007
1124 => 0.72243586091129
1125 => 0.71730536907811
1126 => 0.74114467803781
1127 => 0.72676666049812
1128 => 0.73324108091586
1129 => 0.71924692529132
1130 => 0.7476819691241
1201 => 0.74746534173182
1202 => 0.73640346744628
1203 => 0.74575288784398
1204 => 0.74412819597194
1205 => 0.73163936714775
1206 => 0.74807788727375
1207 => 0.74808604057464
1208 => 0.73743922708069
1209 => 0.72500607980693
1210 => 0.72278332673221
1211 => 0.72110878087527
1212 => 0.73282924528658
1213 => 0.74333777702883
1214 => 0.7628915493152
1215 => 0.76780783225416
1216 => 0.78699641186043
1217 => 0.77557054697988
1218 => 0.78063548489171
1219 => 0.7861341914742
1220 => 0.78877047361809
1221 => 0.78447479333532
1222 => 0.81428255579832
1223 => 0.81679924423644
1224 => 0.81764306810047
1225 => 0.80759205830943
1226 => 0.81651970747201
1227 => 0.8123427560815
1228 => 0.82321002320908
1229 => 0.82491414945491
1230 => 0.82347081515074
1231 => 0.82401173171897
]
'min_raw' => 0.36951407835374
'max_raw' => 0.82491414945491
'avg_raw' => 0.59721411390432
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.369514'
'max' => '$0.824914'
'avg' => '$0.597214'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.056978321143492
'max_diff' => -0.078718636817848
'year' => 2031
]
6 => [
'items' => [
101 => 0.79857606490643
102 => 0.79725709139837
103 => 0.77927279402586
104 => 0.78660152813837
105 => 0.7729008109904
106 => 0.77724544953105
107 => 0.77916052480253
108 => 0.77816019816027
109 => 0.78701588376915
110 => 0.77948674190456
111 => 0.75961609861837
112 => 0.73974004158871
113 => 0.73949051388338
114 => 0.73425749890902
115 => 0.73047498755706
116 => 0.73120363343524
117 => 0.73377147654875
118 => 0.73032573984722
119 => 0.73106106247577
120 => 0.74327231753888
121 => 0.7457211976551
122 => 0.73739894618096
123 => 0.70398390561712
124 => 0.69578377084747
125 => 0.70167786510415
126 => 0.69886086767774
127 => 0.5640352640703
128 => 0.59571053974143
129 => 0.57689016652837
130 => 0.58556346038868
131 => 0.56635273285017
201 => 0.57552109895204
202 => 0.57382803650815
203 => 0.62476094244776
204 => 0.62396569517744
205 => 0.62434633796219
206 => 0.6061772660863
207 => 0.63512109092866
208 => 0.64937985983229
209 => 0.64674094119307
210 => 0.64740510016129
211 => 0.63599264862333
212 => 0.62445683543947
213 => 0.61166184326964
214 => 0.63543335721235
215 => 0.6327903706552
216 => 0.63885243090076
217 => 0.65426995691552
218 => 0.65654024618668
219 => 0.65959153799012
220 => 0.65849786708433
221 => 0.68455354511436
222 => 0.68139803058402
223 => 0.68900191269864
224 => 0.67336015028094
225 => 0.6556600113756
226 => 0.65902422912037
227 => 0.65870022789822
228 => 0.65457532046894
229 => 0.65085153847885
301 => 0.64465249063443
302 => 0.66426719530063
303 => 0.66347087411184
304 => 0.67636238853625
305 => 0.67408368814025
306 => 0.65886596920316
307 => 0.65940947301208
308 => 0.66306479732611
309 => 0.67571591651274
310 => 0.67947163004121
311 => 0.67773183389551
312 => 0.68184980232464
313 => 0.68510447666793
314 => 0.68225853931231
315 => 0.72255101071709
316 => 0.70581876740852
317 => 0.71397394637492
318 => 0.7159189085053
319 => 0.71093692890648
320 => 0.71201734189015
321 => 0.71365387316549
322 => 0.72359057060371
323 => 0.74966733988817
324 => 0.76121656349368
325 => 0.79596297253952
326 => 0.7602575612462
327 => 0.75813894990373
328 => 0.76439782741392
329 => 0.78479764780476
330 => 0.80132978617384
331 => 0.8068144502328
401 => 0.80753933913013
402 => 0.81782893351833
403 => 0.82372673713207
404 => 0.8165795061164
405 => 0.81052297617691
406 => 0.7888292376978
407 => 0.79134034699685
408 => 0.80863939991999
409 => 0.83307533108307
410 => 0.8540439021463
411 => 0.84670143938844
412 => 0.90271924726005
413 => 0.90827318409829
414 => 0.90750580960752
415 => 0.92015850426166
416 => 0.89504548204965
417 => 0.88430917851213
418 => 0.81183246669436
419 => 0.83219546642849
420 => 0.8617942824191
421 => 0.85787676813288
422 => 0.83638131678188
423 => 0.85402759591891
424 => 0.84819318418604
425 => 0.84359134158236
426 => 0.8646732746609
427 => 0.84149282324297
428 => 0.86156303968409
429 => 0.83582277949855
430 => 0.84673497913983
501 => 0.84054068685973
502 => 0.84454915310887
503 => 0.82111574132284
504 => 0.83375984150867
505 => 0.82058970518517
506 => 0.82058346082575
507 => 0.82029272933645
508 => 0.83578733631572
509 => 0.83629261489304
510 => 0.82484207692431
511 => 0.82319187551199
512 => 0.8292935350389
513 => 0.82215008976005
514 => 0.82549246284572
515 => 0.82225132683589
516 => 0.82152167885131
517 => 0.8157077195708
518 => 0.81320290605462
519 => 0.8141851079754
520 => 0.81083234645996
521 => 0.80881218637222
522 => 0.81989086864831
523 => 0.81397197562096
524 => 0.81898371340299
525 => 0.81327220566863
526 => 0.79347363147589
527 => 0.78208726209151
528 => 0.74468959077021
529 => 0.75529552396527
530 => 0.76232726864622
531 => 0.76000327707111
601 => 0.76499611023979
602 => 0.76530262964624
603 => 0.76367940868719
604 => 0.7617999267641
605 => 0.76088509890581
606 => 0.76770347625712
607 => 0.77166177380558
608 => 0.76303299829756
609 => 0.76101139692543
610 => 0.76973556537179
611 => 0.77505730308429
612 => 0.81435002432722
613 => 0.81143909262372
614 => 0.818744959958
615 => 0.81792243141383
616 => 0.82558014429609
617 => 0.83809726846765
618 => 0.8126464551839
619 => 0.81706383634705
620 => 0.81598079649808
621 => 0.8278051415809
622 => 0.82784205589558
623 => 0.82075277034858
624 => 0.82459598705413
625 => 0.82245080892223
626 => 0.82632743574479
627 => 0.81140021535611
628 => 0.82957995849565
629 => 0.839886701379
630 => 0.84002981051393
701 => 0.84491512484127
702 => 0.84987888713617
703 => 0.85940639660865
704 => 0.84961317006805
705 => 0.8319961088729
706 => 0.83326800378843
707 => 0.82293912725554
708 => 0.82311275753612
709 => 0.82218590549073
710 => 0.82496745824913
711 => 0.8120106097663
712 => 0.81505155620744
713 => 0.81079421338209
714 => 0.81705458171519
715 => 0.81031946026473
716 => 0.81598027422347
717 => 0.81842329386911
718 => 0.82743808895596
719 => 0.80898796770069
720 => 0.7713669214978
721 => 0.77927532152075
722 => 0.7675781766954
723 => 0.76866079198315
724 => 0.77084784716137
725 => 0.76375888576885
726 => 0.7651112362037
727 => 0.76506292072982
728 => 0.76464656407808
729 => 0.76280245143121
730 => 0.76012812324668
731 => 0.77078182361905
801 => 0.7725920949133
802 => 0.77661610375523
803 => 0.78858882455756
804 => 0.78739246741321
805 => 0.78934377555203
806 => 0.78508408084111
807 => 0.76885838700369
808 => 0.76973952024323
809 => 0.75875177462697
810 => 0.776335122396
811 => 0.77217115355545
812 => 0.76948661575572
813 => 0.76875411474499
814 => 0.78075651360641
815 => 0.78434781946029
816 => 0.78210995865572
817 => 0.77752004085672
818 => 0.78633403991819
819 => 0.78869229423427
820 => 0.78922022040657
821 => 0.80483693682681
822 => 0.79009302137438
823 => 0.7936420283657
824 => 0.82133036780322
825 => 0.79622086466305
826 => 0.80952192848514
827 => 0.80887091062644
828 => 0.81567528479437
829 => 0.80831275333988
830 => 0.80840402074117
831 => 0.81444584403405
901 => 0.80596119286777
902 => 0.80386027391908
903 => 0.80095786943853
904 => 0.80729516343947
905 => 0.81109408458187
906 => 0.84171059898952
907 => 0.86149026357954
908 => 0.86063157617453
909 => 0.86847837166083
910 => 0.86494331842584
911 => 0.85352769903015
912 => 0.87301276935212
913 => 0.86684687781228
914 => 0.86735518641927
915 => 0.86733626714753
916 => 0.87143604598993
917 => 0.86853097694087
918 => 0.86280478764597
919 => 0.86660609932999
920 => 0.87789463603775
921 => 0.91293460035323
922 => 0.93254342860195
923 => 0.91175412427108
924 => 0.92609430801864
925 => 0.91749530770002
926 => 0.91593261354403
927 => 0.92493930866875
928 => 0.933961768821
929 => 0.93338707711447
930 => 0.92683723435239
1001 => 0.9231373943722
1002 => 0.95115382223952
1003 => 0.97179584904476
1004 => 0.97038820120254
1005 => 0.97660110098647
1006 => 0.99484236690985
1007 => 0.99651011965889
1008 => 0.99630002114537
1009 => 0.99216632194486
1010 => 1.0101272171741
1011 => 1.0251105119663
1012 => 0.99120949001399
1013 => 1.0041185553765
1014 => 1.0099138507218
1015 => 1.0184230636753
1016 => 1.0327795322377
1017 => 1.0483744649617
1018 => 1.0505797594386
1019 => 1.0490149974741
1020 => 1.0387297201284
1021 => 1.0557938816012
1022 => 1.0657896671881
1023 => 1.0717419287557
1024 => 1.086835873729
1025 => 1.0099496404929
1026 => 0.95552574311458
1027 => 0.94702666564836
1028 => 0.96430987388564
1029 => 0.96886731806681
1030 => 0.96703021803193
1031 => 0.9057711735284
1101 => 0.9467041494569
1102 => 0.9907445898136
1103 => 0.99243636248804
1104 => 1.0144839277728
1105 => 1.0216635187897
1106 => 1.0394146986844
1107 => 1.0383043575489
1108 => 1.0426264873702
1109 => 1.0416329045732
1110 => 1.0745132273761
1111 => 1.1107851062029
1112 => 1.1095291263767
1113 => 1.1043146146459
1114 => 1.1120590537724
1115 => 1.1494955198525
1116 => 1.146048969963
1117 => 1.1493969996042
1118 => 1.1935367029393
1119 => 1.2509245960746
1120 => 1.224262158063
1121 => 1.2821119766383
1122 => 1.3185253709444
1123 => 1.3814985711814
1124 => 1.3736140163622
1125 => 1.3981290210958
1126 => 1.3594990176795
1127 => 1.270796721424
1128 => 1.2567592435028
1129 => 1.2848626297866
1130 => 1.3539520626769
1201 => 1.2826867576765
1202 => 1.2971036360619
1203 => 1.292951574117
1204 => 1.2927303283811
1205 => 1.3011743782496
1206 => 1.2889258435033
1207 => 1.2390231094778
1208 => 1.2618932384031
1209 => 1.2530619833112
1210 => 1.2628609192493
1211 => 1.3157417351184
1212 => 1.2923618659015
1213 => 1.2677330729078
1214 => 1.2986230448886
1215 => 1.3379565941661
1216 => 1.3354951713415
1217 => 1.3307189822669
1218 => 1.3576421100076
1219 => 1.402111229299
1220 => 1.4141310535521
1221 => 1.4230038420812
1222 => 1.4242272497124
1223 => 1.4368291086571
1224 => 1.369065737034
1225 => 1.4766079480867
1226 => 1.4951775171419
1227 => 1.4916872077893
1228 => 1.5123265022672
1229 => 1.5062538982634
1230 => 1.4974556478243
1231 => 1.5301733196757
]
'min_raw' => 0.5640352640703
'max_raw' => 1.5301733196757
'avg_raw' => 1.047104291873
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.564035'
'max' => '$1.53'
'avg' => '$1.04'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.19452118571657
'max_diff' => 0.70525917022075
'year' => 2032
]
7 => [
'items' => [
101 => 1.4926651490781
102 => 1.4394270230622
103 => 1.4102195341992
104 => 1.448682311635
105 => 1.472170187649
106 => 1.4876941795849
107 => 1.4923917301648
108 => 1.3743260146755
109 => 1.3106951422515
110 => 1.3514818019459
111 => 1.4012443417178
112 => 1.368789303613
113 => 1.3700614796612
114 => 1.3237891243576
115 => 1.4053384184153
116 => 1.3934573722086
117 => 1.4550962609462
118 => 1.440385645466
119 => 1.4906497664235
120 => 1.4774135388413
121 => 1.5323563795077
122 => 1.5542745661676
123 => 1.5910786128628
124 => 1.6181518194313
125 => 1.6340497241562
126 => 1.6330952735881
127 => 1.6960906924129
128 => 1.6589444948242
129 => 1.6122801159662
130 => 1.6114361045769
131 => 1.6356042476268
201 => 1.6862540452532
202 => 1.6993868008531
203 => 1.70672621963
204 => 1.6954856442862
205 => 1.6551661090956
206 => 1.637756338225
207 => 1.6525899674164
208 => 1.6344497135836
209 => 1.6657648809552
210 => 1.7087672943153
211 => 1.6998874660064
212 => 1.7295714007047
213 => 1.7602911502765
214 => 1.8042217718744
215 => 1.8157068631063
216 => 1.8346912821737
217 => 1.8542324854509
218 => 1.8605085932933
219 => 1.8724916305264
220 => 1.8724284740052
221 => 1.9085401632586
222 => 1.948372474791
223 => 1.9634082502744
224 => 1.9979821869208
225 => 1.938775532029
226 => 1.9836844598815
227 => 2.0241934369478
228 => 1.9758969645002
301 => 2.0424624001343
302 => 2.0450469851595
303 => 2.0840711504786
304 => 2.0445126828022
305 => 2.0210229909711
306 => 2.0888368511403
307 => 2.1216498419596
308 => 2.1117663020838
309 => 2.0365520756188
310 => 1.9927741697263
311 => 1.878198945878
312 => 2.0139182478076
313 => 2.0800231607912
314 => 2.036380879864
315 => 2.0583915078438
316 => 2.1784743571315
317 => 2.2241941313516
318 => 2.2146847379191
319 => 2.2162916688713
320 => 2.2409612291678
321 => 2.3503596452977
322 => 2.2848055785172
323 => 2.3349192063069
324 => 2.3614992937883
325 => 2.3861883603655
326 => 2.3255598159116
327 => 2.2466829703872
328 => 2.221699362385
329 => 2.0320415151211
330 => 2.0221690005287
331 => 2.0166272589202
401 => 1.9816873619735
402 => 1.9542341738167
403 => 1.9324023793228
404 => 1.8751092310452
405 => 1.8944439867309
406 => 1.8031306663857
407 => 1.8615496927972
408 => 1.7158114286891
409 => 1.8371865856742
410 => 1.7711276059784
411 => 1.8154844341936
412 => 1.8153296773986
413 => 1.7336546933093
414 => 1.686546267
415 => 1.7165655897316
416 => 1.7487486866368
417 => 1.7539702858327
418 => 1.795696511035
419 => 1.8073414035867
420 => 1.7720568355069
421 => 1.7127913270997
422 => 1.7265573530003
423 => 1.6862672989245
424 => 1.6156605288911
425 => 1.666371543805
426 => 1.6836865139026
427 => 1.6913337911097
428 => 1.6219001420242
429 => 1.6000825820037
430 => 1.5884670961158
501 => 1.7038283149132
502 => 1.7101480628921
503 => 1.6778153387095
504 => 1.8239623179296
505 => 1.7908847554573
506 => 1.8278404969384
507 => 1.7253082304385
508 => 1.7292251010968
509 => 1.6806846829833
510 => 1.707864073655
511 => 1.6886545563609
512 => 1.7056682474807
513 => 1.7158661837878
514 => 1.7643986368963
515 => 1.8377407483299
516 => 1.7571495068166
517 => 1.7220347488014
518 => 1.7438197471811
519 => 1.8018360686599
520 => 1.8897337655011
521 => 1.8376965598651
522 => 1.8607897880773
523 => 1.8658346310954
524 => 1.8274643221815
525 => 1.8911485335215
526 => 1.9252774197483
527 => 1.960286595039
528 => 1.9906840810091
529 => 1.9463031605596
530 => 1.9937971071956
531 => 1.9555253700172
601 => 1.9211916653087
602 => 1.9212437353664
603 => 1.8997057008673
604 => 1.8579730450584
605 => 1.8502769030334
606 => 1.8903132057629
607 => 1.9224185291
608 => 1.9250628773042
609 => 1.9428380339347
610 => 1.9533571885299
611 => 2.0564592036605
612 => 2.0979276870507
613 => 2.1486345635819
614 => 2.1683877496738
615 => 2.2278377579013
616 => 2.179827047964
617 => 2.1694396288676
618 => 2.0252333548573
619 => 2.0488471241479
620 => 2.086655047172
621 => 2.0258567935824
622 => 2.0644192916561
623 => 2.0720323456412
624 => 2.0237908921902
625 => 2.0495587368685
626 => 1.9811269810364
627 => 1.8392323736047
628 => 1.8913065027823
629 => 1.9296505898195
630 => 1.8749288498257
701 => 1.9730154507407
702 => 1.9157152834046
703 => 1.8975538812521
704 => 1.826699776448
705 => 1.8601401864909
706 => 1.9053688198946
707 => 1.8774227828441
708 => 1.9354150058424
709 => 2.0175474595689
710 => 2.0760799371666
711 => 2.0805733339958
712 => 2.042940872272
713 => 2.1032471323516
714 => 2.1036863976185
715 => 2.0356606898903
716 => 1.9939953226755
717 => 1.9845288635796
718 => 2.0081779344098
719 => 2.0368922722569
720 => 2.0821667799047
721 => 2.1095252166678
722 => 2.1808615099522
723 => 2.2001630655431
724 => 2.2213696232715
725 => 2.2497081242569
726 => 2.2837357605324
727 => 2.2092852295561
728 => 2.2122432879449
729 => 2.1429159843375
730 => 2.068829817892
731 => 2.1250519832531
801 => 2.1985549855416
802 => 2.181693315603
803 => 2.1797960332822
804 => 2.1829867358835
805 => 2.1702735874005
806 => 2.112772487983
807 => 2.0838957958315
808 => 2.1211540959368
809 => 2.1409552242667
810 => 2.1716650474663
811 => 2.1678794135513
812 => 2.2469846201194
813 => 2.2777225113745
814 => 2.2698584434429
815 => 2.2713056212017
816 => 2.326955105086
817 => 2.3888487763547
818 => 2.446820367087
819 => 2.5057915591177
820 => 2.4346994854399
821 => 2.3986033147758
822 => 2.4358453490729
823 => 2.4160842014553
824 => 2.5296376172031
825 => 2.5374998093361
826 => 2.6510450138795
827 => 2.7588129337026
828 => 2.6911258341246
829 => 2.7549517203328
830 => 2.8239846200678
831 => 2.957160283841
901 => 2.9123114054585
902 => 2.8779578674891
903 => 2.845493940103
904 => 2.91304621949
905 => 2.9999511477474
906 => 3.018669636929
907 => 3.0490007404164
908 => 3.0171112938103
909 => 3.05551861974
910 => 3.1911133573061
911 => 3.1544744622879
912 => 3.1024413413657
913 => 3.2094803640172
914 => 3.2482173702111
915 => 3.5200939664074
916 => 3.8633493997673
917 => 3.7212393964196
918 => 3.6330271314806
919 => 3.6537591061641
920 => 3.7791043704975
921 => 3.8193612911415
922 => 3.7099291034383
923 => 3.7485824021557
924 => 3.9615658783969
925 => 4.0758246800723
926 => 3.9206458803927
927 => 3.4925137265573
928 => 3.0977563281334
929 => 3.2024637663528
930 => 3.1905931923088
1001 => 3.4194173673002
1002 => 3.153600636759
1003 => 3.1580763087763
1004 => 3.3916323253775
1005 => 3.3293235843121
1006 => 3.2283914036868
1007 => 3.0984932447502
1008 => 2.8583644838305
1009 => 2.6456757437981
1010 => 3.0628073422932
1011 => 3.0448198692615
1012 => 3.0187713427175
1013 => 3.0767395197963
1014 => 3.358216533137
1015 => 3.3517275769273
1016 => 3.3104481482159
1017 => 3.3417582310733
1018 => 3.2229025947798
1019 => 3.2535343985452
1020 => 3.0976937965446
1021 => 3.1681402571273
1022 => 3.2281748485581
1023 => 3.2402276816152
1024 => 3.2673833299256
1025 => 3.0353412883309
1026 => 3.1395213526105
1027 => 3.2007173800228
1028 => 2.9242315018434
1029 => 3.1952521431811
1030 => 3.0313019526337
1031 => 2.9756547955127
1101 => 3.0505763616207
1102 => 3.0213793544448
1103 => 2.9962774821807
1104 => 2.9822702061525
1105 => 3.0372843355107
1106 => 3.03471786062
1107 => 2.9447040672076
1108 => 2.8272847431328
1109 => 2.8666945224502
1110 => 2.8523765801556
1111 => 2.8004865102283
1112 => 2.8354541521283
1113 => 2.6814743539193
1114 => 2.416560114274
1115 => 2.5915705755263
1116 => 2.5848328631428
1117 => 2.5814354030281
1118 => 2.7129509277253
1119 => 2.7003087446051
1120 => 2.6773630584493
1121 => 2.8000650947079
1122 => 2.7552772008982
1123 => 2.8933029362646
1124 => 2.9842156125219
1125 => 2.961157217106
1126 => 3.046661028545
1127 => 2.8676024441691
1128 => 2.9270785233153
1129 => 2.9393364607971
1130 => 2.798550970627
1201 => 2.7023771621121
1202 => 2.6959634655458
1203 => 2.5292113351482
1204 => 2.6182889772305
1205 => 2.6966736159795
1206 => 2.6591334569124
1207 => 2.6472493640321
1208 => 2.7079626172123
1209 => 2.7126805569582
1210 => 2.6051110307658
1211 => 2.6274781415451
1212 => 2.7207527117174
1213 => 2.6251278616946
1214 => 2.4393443983309
1215 => 2.3932675307593
1216 => 2.3871200272601
1217 => 2.2621559080036
1218 => 2.3963466073756
1219 => 2.3377687710125
1220 => 2.5228154542131
1221 => 2.4171177811942
1222 => 2.4125613657656
1223 => 2.4056736755645
1224 => 2.2981118959177
1225 => 2.3216610897526
1226 => 2.3999421967035
1227 => 2.4278737775633
1228 => 2.424960284843
1229 => 2.3995585765733
1230 => 2.4111873485414
1231 => 2.3737270222995
]
'min_raw' => 1.3106951422515
'max_raw' => 4.0758246800723
'avg_raw' => 2.6932599111619
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$1.31'
'max' => '$4.07'
'avg' => '$2.69'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.74665987818123
'max_diff' => 2.5456513603966
'year' => 2033
]
8 => [
'items' => [
101 => 2.3604990014343
102 => 2.3187477289297
103 => 2.2573848924315
104 => 2.2659177712067
105 => 2.1443419356441
106 => 2.0781009679116
107 => 2.0597663410852
108 => 2.035248511836
109 => 2.0625356951383
110 => 2.1439975265771
111 => 2.0457372747703
112 => 1.8772769652027
113 => 1.8874017168501
114 => 1.9101490277361
115 => 1.8677595643885
116 => 1.8276414948081
117 => 1.8625209014264
118 => 1.7911420474896
119 => 1.9187748212178
120 => 1.9153227123752
121 => 1.9628963176633
122 => 1.9926450693586
123 => 1.9240838279737
124 => 1.9068408611747
125 => 1.9166632387125
126 => 1.754321217628
127 => 1.9496295110779
128 => 1.95131854531
129 => 1.9368560087723
130 => 2.0408516455673
131 => 2.2603148762573
201 => 2.1777439809837
202 => 2.1457700346152
203 => 2.084987539196
204 => 2.1659766054347
205 => 2.1597579087738
206 => 2.1316346041026
207 => 2.1146255416874
208 => 2.1459652607137
209 => 2.1107422036787
210 => 2.1044151747704
211 => 2.0660802634611
212 => 2.052396444251
213 => 2.0422654892764
214 => 2.0311123032964
215 => 2.0557134523674
216 => 1.9999640120217
217 => 1.9327356521499
218 => 1.9271463414475
219 => 1.9425789197141
220 => 1.9357511526514
221 => 1.9271136527256
222 => 1.9106223130841
223 => 1.9057296848942
224 => 1.9216283529457
225 => 1.9036796836655
226 => 1.930163922903
227 => 1.9229616752702
228 => 1.8827305054613
301 => 1.8325875723926
302 => 1.8321411951099
303 => 1.8213379824311
304 => 1.8075784668108
305 => 1.8037508843404
306 => 1.8595834550876
307 => 1.9751552056062
308 => 1.9524657055818
309 => 1.9688611946629
310 => 2.0495107737301
311 => 2.0751468496981
312 => 2.0569509701998
313 => 2.0320433280694
314 => 2.0331391379148
315 => 2.11825609113
316 => 2.1235647310955
317 => 2.136977951656
318 => 2.154217730652
319 => 2.0598869791097
320 => 2.0286961680001
321 => 2.0139162312961
322 => 1.9683997468031
323 => 2.0174853730404
324 => 1.988885280688
325 => 1.9927444102646
326 => 1.9902311470652
327 => 1.9916035587182
328 => 1.9187391452564
329 => 1.945287107881
330 => 1.9011459709556
331 => 1.8420459436875
401 => 1.8418478196729
402 => 1.8563124676198
403 => 1.8477083290193
404 => 1.8245548132778
405 => 1.8278436609074
406 => 1.7990298949843
407 => 1.8313421737805
408 => 1.8322687743175
409 => 1.8198267869192
410 => 1.86960831064
411 => 1.8900038415263
412 => 1.8818142588875
413 => 1.8894292385766
414 => 1.9534085567448
415 => 1.9638399772196
416 => 1.9684729251335
417 => 1.9622653886768
418 => 1.8905986630642
419 => 1.8937773870956
420 => 1.8704540192699
421 => 1.8507482312132
422 => 1.8515363593922
423 => 1.8616676960265
424 => 1.9059118373035
425 => 1.9990210242863
426 => 2.0025544498703
427 => 2.0068370647555
428 => 1.9894175177477
429 => 1.9841636156875
430 => 1.9910948686521
501 => 2.0260617838343
502 => 2.1160061831079
503 => 2.0842138252202
504 => 2.0583661433799
505 => 2.0810415288388
506 => 2.077550830983
507 => 2.0480858281654
508 => 2.0472588436726
509 => 1.9907060827345
510 => 1.9697998146597
511 => 1.9523289722494
512 => 1.9332512684252
513 => 1.9219413661078
514 => 1.939318516326
515 => 1.9432928761813
516 => 1.9052974335286
517 => 1.9001187950931
518 => 1.9311466937518
519 => 1.9174924723888
520 => 1.9315361776691
521 => 1.9347944377588
522 => 1.9342697828402
523 => 1.9200132075599
524 => 1.9290999235064
525 => 1.9076071314125
526 => 1.8842369481233
527 => 1.8693282271987
528 => 1.8563183908371
529 => 1.8635370041867
530 => 1.8378039656623
531 => 1.8295714487346
601 => 1.9260215486013
602 => 1.9972702743861
603 => 1.9962342896956
604 => 1.9899279993258
605 => 1.9805581310205
606 => 2.0253763196065
607 => 2.0097625588711
608 => 2.0211228743794
609 => 2.0240145514673
610 => 2.0327667870947
611 => 2.0358949590514
612 => 2.0264394507431
613 => 1.9947056099672
614 => 1.9156278959168
615 => 1.8788170065602
616 => 1.8666687999386
617 => 1.8671103641766
618 => 1.854930051264
619 => 1.8585176993001
620 => 1.853682413688
621 => 1.8445255525198
622 => 1.8629715938129
623 => 1.8650973282352
624 => 1.8607918017836
625 => 1.8618059091253
626 => 1.8261579890205
627 => 1.8288682229629
628 => 1.813777295972
629 => 1.8109479290851
630 => 1.7727993797695
701 => 1.7052136949362
702 => 1.742662725035
703 => 1.6974295628062
704 => 1.6802990788759
705 => 1.7613921254651
706 => 1.7532526327585
707 => 1.7393213593973
708 => 1.7187141025643
709 => 1.7110706705505
710 => 1.6646315972507
711 => 1.6618877290573
712 => 1.6849041877451
713 => 1.6742828840087
714 => 1.6593665509605
715 => 1.6053411047042
716 => 1.5445986159015
717 => 1.5464320498248
718 => 1.5657531053588
719 => 1.621931680123
720 => 1.5999817390634
721 => 1.5840568049781
722 => 1.5810745435257
723 => 1.6184037893899
724 => 1.6712324930066
725 => 1.6960185387679
726 => 1.6714563201818
727 => 1.6432405659939
728 => 1.6449579282121
729 => 1.656382769658
730 => 1.6575833589554
731 => 1.6392178036055
801 => 1.6443875998596
802 => 1.6365342066135
803 => 1.5883379467582
804 => 1.5874662292494
805 => 1.5756380898113
806 => 1.5752799384499
807 => 1.5551573225979
808 => 1.5523420295391
809 => 1.5123873544096
810 => 1.5386856425738
811 => 1.5210461315953
812 => 1.4944592278109
813 => 1.4898756355772
814 => 1.4897378472598
815 => 1.5170366527236
816 => 1.5383666401378
817 => 1.5213529784409
818 => 1.5174792974685
819 => 1.5588400758779
820 => 1.5535765398134
821 => 1.5490183515278
822 => 1.666502262028
823 => 1.5735045794832
824 => 1.5329522817716
825 => 1.4827611126809
826 => 1.4991036104227
827 => 1.5025472148181
828 => 1.3818465007933
829 => 1.3328782361458
830 => 1.3160741730489
831 => 1.306403197162
901 => 1.3108103823141
902 => 1.2667332007268
903 => 1.2963537957228
904 => 1.2581866822195
905 => 1.2517878414342
906 => 1.320035368376
907 => 1.3295316130537
908 => 1.2890176830067
909 => 1.3150341847064
910 => 1.3056002395337
911 => 1.2588409478343
912 => 1.2570550868294
913 => 1.2335929179233
914 => 1.1968791667562
915 => 1.1800999973114
916 => 1.1713612601811
917 => 1.1749670334357
918 => 1.1731438441397
919 => 1.1612463007307
920 => 1.1738257974011
921 => 1.141690381615
922 => 1.1288938001163
923 => 1.1231138811318
924 => 1.094591849976
925 => 1.1399830853496
926 => 1.1489257305419
927 => 1.1578859955078
928 => 1.235878984603
929 => 1.2319826752737
930 => 1.2672034140309
1001 => 1.2658348008896
1002 => 1.2557892756579
1003 => 1.213408857114
1004 => 1.2303009365873
1005 => 1.1783097415806
1006 => 1.2172650799372
1007 => 1.1994874903251
1008 => 1.2112544590067
1009 => 1.1900963883324
1010 => 1.2018061382389
1011 => 1.1510463634673
1012 => 1.1036475999949
1013 => 1.1227222460724
1014 => 1.1434585678089
1015 => 1.1884201968503
1016 => 1.1616414215187
1017 => 1.1712720817455
1018 => 1.1390109821386
1019 => 1.0724471187219
1020 => 1.07282386296
1021 => 1.062584462746
1022 => 1.0537361259841
1023 => 1.1647172859982
1024 => 1.150915024398
1025 => 1.1289229269333
1026 => 1.158360223321
1027 => 1.1661439117186
1028 => 1.1663655023847
1029 => 1.1878421939426
1030 => 1.1993043080769
1031 => 1.2013245553728
1101 => 1.2351185935737
1102 => 1.2464459094245
1103 => 1.2931015203123
1104 => 1.198331827774
1105 => 1.1963801083211
1106 => 1.1587744664495
1107 => 1.1349243738529
1108 => 1.1604075026942
1109 => 1.1829820760537
1110 => 1.1594759213702
1111 => 1.1625453289298
1112 => 1.1309902367906
1113 => 1.1422696974253
1114 => 1.1519850884313
1115 => 1.1466208205621
1116 => 1.1385902519283
1117 => 1.1811312184753
1118 => 1.1787308904233
1119 => 1.2183460164844
1120 => 1.2492288401539
1121 => 1.3045763811347
1122 => 1.2468183367887
1123 => 1.2447134040853
1124 => 1.2652894589028
1125 => 1.2464427593377
1126 => 1.2583532228969
1127 => 1.3026574213202
1128 => 1.3035934992193
1129 => 1.287912988342
1130 => 1.2869588278301
1201 => 1.2899704414701
1202 => 1.3076095566254
1203 => 1.3014459077949
1204 => 1.308578638266
1205 => 1.3174982269405
1206 => 1.3543934275253
1207 => 1.3632887354781
1208 => 1.341677748841
1209 => 1.3436289789664
1210 => 1.3355458767293
1211 => 1.3277377012492
1212 => 1.345289339436
1213 => 1.3773653032006
1214 => 1.3771657602948
1215 => 1.3846067604206
1216 => 1.3892424418543
1217 => 1.3693427036144
1218 => 1.3563887057538
1219 => 1.3613560928178
1220 => 1.3692990529089
1221 => 1.3587802979129
1222 => 1.2938536693163
1223 => 1.3135482609034
1224 => 1.310270117847
1225 => 1.3056016434988
1226 => 1.3254047076334
1227 => 1.3234946537877
1228 => 1.2662811255215
1229 => 1.2699437499722
1230 => 1.2665038618453
1231 => 1.2776188441183
]
'min_raw' => 1.0537361259841
'max_raw' => 2.3604990014343
'avg_raw' => 1.7071175637092
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$1.05'
'max' => '$2.36'
'avg' => '$1.70'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.25695901626743
'max_diff' => -1.715325678638
'year' => 2034
]
9 => [
'items' => [
101 => 1.2458425138187
102 => 1.255616699002
103 => 1.2617469763217
104 => 1.265357756758
105 => 1.2784023716292
106 => 1.2768717366345
107 => 1.2783072252088
108 => 1.2976489454122
109 => 1.395472728924
110 => 1.4007970616246
111 => 1.3745781001239
112 => 1.3850520580973
113 => 1.3649443491913
114 => 1.3784427888898
115 => 1.3876780785084
116 => 1.3459455805662
117 => 1.3434744528797
118 => 1.3232837523063
119 => 1.3341330911347
120 => 1.3168710129636
121 => 1.321106523145
122 => 1.3092636674329
123 => 1.3305784498256
124 => 1.354411688523
125 => 1.3604329058211
126 => 1.3445936754069
127 => 1.3331250287308
128 => 1.3129898631748
129 => 1.3464750922359
130 => 1.3562671936573
131 => 1.3464236584958
201 => 1.3441426963134
202 => 1.3398202770993
203 => 1.345059717983
204 => 1.35621386377
205 => 1.3509537746016
206 => 1.3544281561681
207 => 1.3411873964031
208 => 1.3693492912557
209 => 1.4140771578108
210 => 1.4142209652155
211 => 1.4089608476933
212 => 1.406808520934
213 => 1.4122057207224
214 => 1.4151334802029
215 => 1.4325870346416
216 => 1.4513153939345
217 => 1.5387124749312
218 => 1.5141717243124
219 => 1.5917156138483
220 => 1.6530427626574
221 => 1.671432093074
222 => 1.6545147743755
223 => 1.5966415409638
224 => 1.5938020040337
225 => 1.6802890481999
226 => 1.6558524968654
227 => 1.6529458468406
228 => 1.6220240014397
301 => 1.6403026418167
302 => 1.6363048350347
303 => 1.6299941014501
304 => 1.6648684739882
305 => 1.730150186123
306 => 1.7199754190788
307 => 1.7123804274741
308 => 1.6791013851314
309 => 1.6991428017649
310 => 1.6920064371698
311 => 1.7226687883194
312 => 1.7045050907526
313 => 1.655667365955
314 => 1.6634449346003
315 => 1.6622693707458
316 => 1.6864623915688
317 => 1.6792002472254
318 => 1.6608513205095
319 => 1.729927060328
320 => 1.7254416660036
321 => 1.7318009296516
322 => 1.7346004741763
323 => 1.7766456597527
324 => 1.7938702269875
325 => 1.7977805053083
326 => 1.8141425119855
327 => 1.7973734036767
328 => 1.8644617930834
329 => 1.9090716573228
330 => 1.9608883102395
331 => 2.0366063671541
401 => 2.0650770569852
402 => 2.0599340816985
403 => 2.1173426482929
404 => 2.2205045663423
405 => 2.0807860548484
406 => 2.2279099867145
407 => 2.1813322485132
408 => 2.0708972691355
409 => 2.0637865584065
410 => 2.1385744086175
411 => 2.3044466623218
412 => 2.2628975440764
413 => 2.3045146217946
414 => 2.255966090015
415 => 2.253555246213
416 => 2.3021567279685
417 => 2.4157167392189
418 => 2.3617686346072
419 => 2.2844207980283
420 => 2.3415332368925
421 => 2.2920571568417
422 => 2.1805737010043
423 => 2.2628657722487
424 => 2.2078394077508
425 => 2.2238990262737
426 => 2.3395562598943
427 => 2.325640075554
428 => 2.3436489066943
429 => 2.3118637911048
430 => 2.2821714810915
501 => 2.2267485794718
502 => 2.2103405906183
503 => 2.2148751684398
504 => 2.2103383435067
505 => 2.1793297394132
506 => 2.1726334343116
507 => 2.161472632437
508 => 2.1649318316232
509 => 2.1439462588913
510 => 2.1835503704771
511 => 2.1909012425776
512 => 2.2197218122809
513 => 2.2227140594361
514 => 2.3029789358246
515 => 2.2587703907062
516 => 2.2884292995538
517 => 2.285776327586
518 => 2.0732907300068
519 => 2.1025693705769
520 => 2.1481177471604
521 => 2.1275982652489
522 => 2.0985885186453
523 => 2.0751615928587
524 => 2.0396674047659
525 => 2.089624792901
526 => 2.1553134459229
527 => 2.2243800320795
528 => 2.3073590099246
529 => 2.2888390680514
530 => 2.2228287978076
531 => 2.2257899703102
601 => 2.2440947735429
602 => 2.2203883901899
603 => 2.2133969149355
604 => 2.2431342522043
605 => 2.2433390369028
606 => 2.216061977843
607 => 2.1857485183471
608 => 2.185621503845
609 => 2.180227516521
610 => 2.2569256683772
611 => 2.2991018968403
612 => 2.3039373334632
613 => 2.2987764334288
614 => 2.3007626590232
615 => 2.2762212409703
616 => 2.3323156451078
617 => 2.383793417506
618 => 2.3699962748411
619 => 2.349312396607
620 => 2.332836691323
621 => 2.3661151222816
622 => 2.3646332861361
623 => 2.3833438040723
624 => 2.3824949869015
625 => 2.3762033434578
626 => 2.3699964995355
627 => 2.3946059340975
628 => 2.3875188121591
629 => 2.3804206819628
630 => 2.3661842951846
701 => 2.3681192565891
702 => 2.3474389497182
703 => 2.3378712934933
704 => 2.1939966998875
705 => 2.1555487072381
706 => 2.1676452284067
707 => 2.1716277172614
708 => 2.1548951015879
709 => 2.1788853742074
710 => 2.1751465156316
711 => 2.1896922271908
712 => 2.18060469811
713 => 2.1809776534733
714 => 2.2077021388344
715 => 2.2154603706289
716 => 2.2115144713216
717 => 2.2142780439389
718 => 2.2779634084731
719 => 2.2689093861797
720 => 2.2640996172896
721 => 2.2654319561427
722 => 2.2817049322108
723 => 2.2862604770384
724 => 2.2669583134917
725 => 2.2760613254048
726 => 2.3148207947864
727 => 2.3283844154741
728 => 2.3716729818016
729 => 2.3532832294328
730 => 2.3870384157956
731 => 2.4907903506841
801 => 2.5736745753608
802 => 2.4974508170126
803 => 2.6496571403891
804 => 2.7681715958379
805 => 2.7636228136416
806 => 2.7429570770454
807 => 2.6080315203867
808 => 2.4838710115226
809 => 2.5877365493211
810 => 2.5880013239371
811 => 2.5790791821264
812 => 2.5236645256116
813 => 2.5771508721979
814 => 2.5813964241561
815 => 2.5790200440429
816 => 2.5365337568195
817 => 2.4716650490078
818 => 2.4843402392405
819 => 2.5051024594085
820 => 2.4657952451776
821 => 2.4532342085228
822 => 2.4765875654992
823 => 2.5518369475421
824 => 2.5376114877569
825 => 2.5372400035123
826 => 2.5981025530073
827 => 2.5545381025291
828 => 2.4845001139809
829 => 2.4668145981849
830 => 2.4040429315
831 => 2.4473995452643
901 => 2.4489598726074
902 => 2.4252138983425
903 => 2.486426968921
904 => 2.4858628796992
905 => 2.5439755798503
906 => 2.6550652364056
907 => 2.6222105585722
908 => 2.5840041428307
909 => 2.5881582395708
910 => 2.6337184276252
911 => 2.6061716978896
912 => 2.6160776939651
913 => 2.6337034337137
914 => 2.6443374801266
915 => 2.5866281639407
916 => 2.573173361782
917 => 2.5456495585594
918 => 2.5384691120547
919 => 2.5608866754766
920 => 2.5549804395391
921 => 2.4488287331361
922 => 2.4377352891944
923 => 2.4380755092823
924 => 2.4101805170266
925 => 2.3676339582713
926 => 2.4794437743571
927 => 2.4704638813481
928 => 2.4605507744546
929 => 2.4617650734856
930 => 2.5102979250622
1001 => 2.48214642018
1002 => 2.5569918098502
1003 => 2.5416058477924
1004 => 2.5258252938643
1005 => 2.523643940624
1006 => 2.5175697736953
1007 => 2.4967391951988
1008 => 2.4715850199405
1009 => 2.4549760546177
1010 => 2.2645856408416
1011 => 2.2999209941883
1012 => 2.340571097295
1013 => 2.3546033499923
1014 => 2.3306002107512
1015 => 2.4976869854369
1016 => 2.5282153492602
1017 => 2.4357429439235
1018 => 2.4184451325084
1019 => 2.4988210270735
1020 => 2.4503445370973
1021 => 2.4721734975653
1022 => 2.4249912248364
1023 => 2.52086196039
1024 => 2.5201315860125
1025 => 2.4828357045434
1026 => 2.5143579281699
1027 => 2.508880166091
1028 => 2.466773207768
1029 => 2.5221968260737
1030 => 2.5222243154969
1031 => 2.4863278404652
1101 => 2.4444086163771
1102 => 2.436914449198
1103 => 2.4312686009283
1104 => 2.4707849649877
1105 => 2.506215213439
1106 => 2.5721421219033
1107 => 2.5887177130759
1108 => 2.6534133489223
1109 => 2.6148902477491
1110 => 2.6319670395415
1111 => 2.6505063126918
1112 => 2.6593947219993
1113 => 2.6449115360111
1114 => 2.7454104882666
1115 => 2.7538956790453
1116 => 2.7567406901168
1117 => 2.7228530088672
1118 => 2.7529532013274
1119 => 2.7388703180888
1120 => 2.7755100679378
1121 => 2.781255648554
1122 => 2.7763893461771
1123 => 2.7782130841524
1124 => 2.6924549576324
1125 => 2.6880079463622
1126 => 2.6273726321472
1127 => 2.6520819708835
1128 => 2.6058890464655
1129 => 2.6205372986383
1130 => 2.6269941086224
1201 => 2.6236214375074
1202 => 2.653478999822
1203 => 2.6280939723576
1204 => 2.5610987111942
1205 => 2.4940851972167
1206 => 2.4932438971368
1207 => 2.4756004217933
1208 => 2.4628474206836
1209 => 2.4653041011344
1210 => 2.4739617634726
1211 => 2.4623442216097
1212 => 2.4648234131905
1213 => 2.5059945121984
1214 => 2.5142510824856
1215 => 2.4861920305995
1216 => 2.3735308883748
1217 => 2.3458835614838
1218 => 2.3657559117828
1219 => 2.3562582082831
1220 => 1.9016842724976
1221 => 2.0084796759199
1222 => 1.9450254736356
1223 => 1.9742680894357
1224 => 1.9094977802894
1225 => 1.9404095667168
1226 => 1.9347012884814
1227 => 2.1064251368787
1228 => 2.1037439051844
1229 => 2.1050272689088
1230 => 2.0437689745552
1231 => 2.1413551008045
]
'min_raw' => 1.2458425138187
'max_raw' => 2.781255648554
'avg_raw' => 2.0135490811863
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$1.24'
'max' => '$2.78'
'avg' => '$2.01'
'bar_min_pct' => 61.631153054957
'bar_max_pct' => 60.119598047091
'min_diff' => 0.19210638783463
'max_diff' => 0.42075664711968
'year' => 2035
]
10 => [
'items' => [
101 => 2.1894295356785
102 => 2.180532237243
103 => 2.1827714955745
104 => 2.1442936184223
105 => 2.1053998188681
106 => 2.0622606094497
107 => 2.1424079283817
108 => 2.1334969146768
109 => 2.1539355740343
110 => 2.2059168394103
111 => 2.2135712781946
112 => 2.2238589215443
113 => 2.2201715337277
114 => 2.3080200713553
115 => 2.2973810338053
116 => 2.3230180532409
117 => 2.2702807591766
118 => 2.210603505073
119 => 2.2219462000817
120 => 2.2208538073401
121 => 2.2069463939505
122 => 2.1943914029847
123 => 2.1734908803736
124 => 2.2396232266106
125 => 2.2369383741253
126 => 2.2804030150639
127 => 2.272720217585
128 => 2.2214126157214
129 => 2.2232450767594
130 => 2.2355692578908
131 => 2.2782233895014
201 => 2.2908860398782
202 => 2.2850201957043
203 => 2.2989042137705
204 => 2.309877575553
205 => 2.3002822990615
206 => 2.4361311795333
207 => 2.3797172530105
208 => 2.4072130082721
209 => 2.4137705838876
210 => 2.3969734918395
211 => 2.400616179646
212 => 2.4061338590998
213 => 2.4396361282708
214 => 2.5275557765352
215 => 2.5664947902622
216 => 2.6836447342771
217 => 2.5632614472294
218 => 2.5561184011716
219 => 2.5772206436781
220 => 2.6460000623958
221 => 2.7017393211442
222 => 2.720231248946
223 => 2.7226752624734
224 => 2.7573673483498
225 => 2.777252205005
226 => 2.753154816632
227 => 2.7327348030875
228 => 2.6595928491968
229 => 2.6680592295186
301 => 2.7263841942302
302 => 2.8087716422088
303 => 2.8794686435274
304 => 2.8547130177049
305 => 3.0435809679824
306 => 3.0623064537961
307 => 3.0597191971241
308 => 3.1023786405334
309 => 3.0177083328104
310 => 2.9815101358489
311 => 2.7371498417928
312 => 2.8058051170957
313 => 2.9055995917314
314 => 2.8923914188033
315 => 2.8199180038089
316 => 2.8794136659432
317 => 2.8597425394403
318 => 2.8442271058116
319 => 2.9153063150794
320 => 2.8371518047164
321 => 2.9048199407054
322 => 2.8180348563623
323 => 2.8548260993184
324 => 2.8339416104243
325 => 2.8474564342454
326 => 2.7684490503403
327 => 2.8110795168997
328 => 2.7666754827755
329 => 2.7666544294817
330 => 2.7656742079673
331 => 2.8179153571968
401 => 2.8196189391977
402 => 2.7810126509851
403 => 2.7754488817101
404 => 2.7960210528093
405 => 2.7719364283123
406 => 2.7832054725276
407 => 2.7722777561816
408 => 2.7698176970592
409 => 2.7502155274273
410 => 2.741770373777
411 => 2.745081936128
412 => 2.7337778665964
413 => 2.7269667558175
414 => 2.7643193066002
415 => 2.7443633455146
416 => 2.7612607693551
417 => 2.742004022264
418 => 2.6752517470808
419 => 2.6368618077305
420 => 2.5107729478487
421 => 2.5465315920984
422 => 2.570239610231
423 => 2.5624041103796
424 => 2.5792377959963
425 => 2.5802712475756
426 => 2.5747984447825
427 => 2.5684616402576
428 => 2.5653772342621
429 => 2.5883658695459
430 => 2.6017115460901
501 => 2.5726190270229
502 => 2.5658030568531
503 => 2.595217199872
504 => 2.6131598101215
505 => 2.7456379631223
506 => 2.7358235536492
507 => 2.7604557954461
508 => 2.7576825830323
509 => 2.7835010966593
510 => 2.8257034547214
511 => 2.7398942608162
512 => 2.7547877698195
513 => 2.7511362253532
514 => 2.7910028303493
515 => 2.7911272895386
516 => 2.7672252683588
517 => 2.7801829418063
518 => 2.7729503239631
519 => 2.7860206419528
520 => 2.7356924762271
521 => 2.7969867494912
522 => 2.8317366527162
523 => 2.8322191551562
524 => 2.8486903334926
525 => 2.8654260046287
526 => 2.8975486680046
527 => 2.8645301209817
528 => 2.8051329691783
529 => 2.8094212516869
530 => 2.7745967233171
531 => 2.7751821299306
601 => 2.7720571835488
602 => 2.7814353828756
603 => 2.7377504635974
604 => 2.7480032268358
605 => 2.733649298262
606 => 2.754756567182
607 => 2.7320486349806
608 => 2.7511344644679
609 => 2.7593712757694
610 => 2.7897652867976
611 => 2.7275594148391
612 => 2.6007174309485
613 => 2.6273811537727
614 => 2.5879434133255
615 => 2.5915935263539
616 => 2.5989673355826
617 => 2.5750664073122
618 => 2.5796259512214
619 => 2.579463052228
620 => 2.5780592767075
621 => 2.5718417221668
622 => 2.562825037977
623 => 2.5987447326001
624 => 2.6048481886577
625 => 2.6184154154156
626 => 2.6587822795093
627 => 2.6547486778702
628 => 2.6613276494962
629 => 2.646965791376
630 => 2.5922597317613
701 => 2.5952305339972
702 => 2.5581845825121
703 => 2.6174680671455
704 => 2.6034289554805
705 => 2.5943778488603
706 => 2.5919081705611
707 => 2.632375096303
708 => 2.6444834347264
709 => 2.6369383307813
710 => 2.6214631024642
711 => 2.6511801156737
712 => 2.6591311347484
713 => 2.6609110746969
714 => 2.7135639244321
715 => 2.6638537840969
716 => 2.6758195089519
717 => 2.7691726785036
718 => 2.684514235577
719 => 2.7293597009038
720 => 2.7271647487406
721 => 2.750106171314
722 => 2.7252828824797
723 => 2.7255905968952
724 => 2.7459610259538
725 => 2.7173544321672
726 => 2.7102710372503
727 => 2.7004853779047
728 => 2.7218520070846
729 => 2.7346603349484
730 => 2.8378860508505
731 => 2.9045745709879
801 => 2.9016794464503
802 => 2.9281354652781
803 => 2.9162167864868
804 => 2.8777282286811
805 => 2.9434235036758
806 => 2.9226347698604
807 => 2.9243485678179
808 => 2.9242847801723
809 => 2.9381074707769
810 => 2.9283128276525
811 => 2.909006580655
812 => 2.9218229683968
813 => 2.9598830580474
814 => 3.0780227441493
815 => 3.1441352776345
816 => 3.0740426866201
817 => 3.1223916173247
818 => 3.0933994873874
819 => 3.0881307549367
820 => 3.118497456377
821 => 3.1489173107084
822 => 3.1469796974961
823 => 3.1248964453284
824 => 3.1124221765206
825 => 3.2068815191197
826 => 3.2764775536739
827 => 3.271731570695
828 => 3.2926787960874
829 => 3.3541804977125
830 => 3.3598034425447
831 => 3.3590950807378
901 => 3.3451580252776
902 => 3.4057144375327
903 => 3.4562316620247
904 => 3.3419319996188
905 => 3.3854558147705
906 => 3.4049950576419
907 => 3.4336844632091
908 => 3.4820882993038
909 => 3.534667703786
910 => 3.5421030080836
911 => 3.5368273038724
912 => 3.5021497732061
913 => 3.5596827849933
914 => 3.5933842739831
915 => 3.6134527394316
916 => 3.6643430287349
917 => 3.4051157253539
918 => 3.2216217555878
919 => 3.1929665225238
920 => 3.2512380657709
921 => 3.2666038070183
922 => 3.2604098959884
923 => 3.0538707504749
924 => 3.1918791366669
925 => 3.3403645561349
926 => 3.3460684858226
927 => 3.4204033914919
928 => 3.4446098838686
929 => 3.5044592262313
930 => 3.5007156335713
1001 => 3.5152879960255
1002 => 3.5119380622554
1003 => 3.6227963662163
1004 => 3.7450895381027
1005 => 3.7408549144287
1006 => 3.7232738240629
1007 => 3.7493847412775
1008 => 3.875604400397
1009 => 3.8639841168141
1010 => 3.8752722325015
1011 => 4.0240923240316
1012 => 4.2175796124319
1013 => 4.1276853411638
1014 => 4.3227300434358
1015 => 4.4455003446406
1016 => 4.6578188858882
1017 => 4.6312355588332
1018 => 4.7138896088755
1019 => 4.5836458552968
1020 => 4.2845798704748
1021 => 4.2372515335981
1022 => 4.3320040625696
1023 => 4.5649439092295
1024 => 4.3246679578358
1025 => 4.3732754698667
1026 => 4.3592765031318
1027 => 4.3585305576862
1028 => 4.3870002613625
1029 => 4.3457034713002
1030 => 4.1774529194356
1031 => 4.2545611558484
1101 => 4.2247859627278
1102 => 4.2578237593828
1103 => 4.4361151221062
1104 => 4.357288260711
1105 => 4.2742505656053
1106 => 4.3783982628075
1107 => 4.5110140703775
1108 => 4.5027152114733
1109 => 4.4866119565452
1110 => 4.5773851614358
1111 => 4.7273159018615
1112 => 4.7678415785281
1113 => 4.7977568045324
1114 => 4.8018816087765
1115 => 4.8443696560423
1116 => 4.6159007175274
1117 => 4.978486790449
1118 => 5.0410953890045
1119 => 5.0293275673366
1120 => 5.0989143896584
1121 => 5.078440181284
1122 => 5.0487762656544
1123 => 5.1590861805761
1124 => 5.0326247646695
1125 => 4.8531287058398
1126 => 4.7546536179362
1127 => 4.8843335574463
1128 => 4.9635245712989
1129 => 5.0158647939611
1130 => 5.0317029137138
1201 => 4.6336361108566
1202 => 4.4191001819136
1203 => 4.5566152527067
1204 => 4.7243931298574
1205 => 4.6149687029485
1206 => 4.6192579333155
1207 => 4.4632474567769
1208 => 4.7381965952824
1209 => 4.6981388184884
1210 => 4.9059586353567
1211 => 4.8563607682028
1212 => 5.0258297613401
1213 => 4.9812028959226
1214 => 5.1664465192161
1215 => 5.2403452158188
1216 => 5.3644326288284
1217 => 5.4557118349649
1218 => 5.5093127307013
1219 => 5.5060947339731
1220 => 5.7184881867407
1221 => 5.5932471881057
1222 => 5.4359149767832
1223 => 5.4330693334571
1224 => 5.5145539151157
1225 => 5.685323244069
1226 => 5.7296012464739
1227 => 5.754346609302
1228 => 5.7164482247384
1229 => 5.5805080968234
1230 => 5.5218098388217
1231 => 5.5718224552914
]
'min_raw' => 2.0622606094497
'max_raw' => 5.754346609302
'avg_raw' => 3.9083036093759
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$2.06'
'max' => '$5.75'
'avg' => '$3.90'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.81641809563102
'max_diff' => 2.973090960748
'year' => 2036
]
11 => [
'items' => [
101 => 5.5106613229821
102 => 5.6162425961307
103 => 5.7612282351067
104 => 5.7312892739935
105 => 5.8313707322951
106 => 5.9349445127607
107 => 6.0830596706161
108 => 6.1217824575679
109 => 6.1857897519035
110 => 6.2516742830757
111 => 6.2728346188504
112 => 6.3132362655107
113 => 6.31302332889
114 => 6.4347764104454
115 => 6.5690738297801
116 => 6.6197679965865
117 => 6.7363364378652
118 => 6.5367170672208
119 => 6.6881306529166
120 => 6.8247094973422
121 => 6.6618745685332
122 => 6.8863045822239
123 => 6.8950186910862
124 => 7.0265913890398
125 => 6.8932172533848
126 => 6.8140201173782
127 => 7.0426592815513
128 => 7.1532905710284
129 => 7.1199675262906
130 => 6.8663775104742
131 => 6.7187772442816
201 => 6.3324788776906
202 => 6.7900659797652
203 => 7.012943309187
204 => 6.8658003120342
205 => 6.9400106810011
206 => 7.3448783912914
207 => 7.4990258021271
208 => 7.466964218245
209 => 7.4723820981425
210 => 7.5555572430559
211 => 7.9244016409913
212 => 7.7033815280022
213 => 7.8723431229167
214 => 7.961959743623
215 => 8.0452006553236
216 => 7.8407872847473
217 => 7.5748484930565
218 => 7.490614514377
219 => 6.8511698408389
220 => 6.8178839686138
221 => 6.7991995998687
222 => 6.6813972978871
223 => 6.5888369572959
224 => 6.5152295379126
225 => 6.3220616884147
226 => 6.3872501671185
227 => 6.0793809322824
228 => 6.2763447585148
301 => 5.7849780259537
302 => 6.1942028418719
303 => 5.9714803797368
304 => 6.1210325229591
305 => 6.12051074962
306 => 5.8451378383976
307 => 5.6863084900906
308 => 5.7875207325626
309 => 5.8960282907303
310 => 5.9136332769798
311 => 6.0543161584813
312 => 6.09357772674
313 => 5.9746133419689
314 => 5.7747955425883
315 => 5.8212086600256
316 => 5.6853679297471
317 => 5.4473122749723
318 => 5.6182880022845
319 => 5.676666632861
320 => 5.7024499618808
321 => 5.4683495662864
322 => 5.3947901394238
323 => 5.3556277177855
324 => 5.7445761212239
325 => 5.7658835927656
326 => 5.6568715557853
327 => 6.149616299882
328 => 6.0380929886049
329 => 6.1626918511761
330 => 5.8169971560975
331 => 5.8302031589891
401 => 5.6665457503356
402 => 5.7581829635896
403 => 5.6934167348669
404 => 5.7507795823352
405 => 5.7851626365919
406 => 5.948793190675
407 => 6.1960712399561
408 => 5.9243522424931
409 => 5.8059603842107
410 => 5.879410027228
411 => 6.0750161056638
412 => 6.371369327385
413 => 6.1959222554617
414 => 6.2737826866968
415 => 6.2907917271522
416 => 6.1614235517195
417 => 6.3761393165421
418 => 6.4912072392583
419 => 6.6092431180135
420 => 6.7117303642464
421 => 6.5620969923741
422 => 6.7222261493788
423 => 6.5931903154343
424 => 6.4774318329068
425 => 6.4776073907418
426 => 6.4049904036907
427 => 6.26428584095
428 => 6.2383377607853
429 => 6.3733229506832
430 => 6.4815682898363
501 => 6.4904838944292
502 => 6.5504140760306
503 => 6.5858801401724
504 => 6.9334957825382
505 => 7.0733096695251
506 => 7.2442714439912
507 => 7.3108706900235
508 => 7.5113105434293
509 => 7.3494390828751
510 => 7.314417174165
511 => 6.8282156531788
512 => 6.9078311250028
513 => 7.0353031771433
514 => 6.8303176203677
515 => 6.9603337749706
516 => 6.9860017180079
517 => 6.8233522895872
518 => 6.9102303769736
519 => 6.6795079344329
520 => 6.2011003587118
521 => 6.3766719209339
522 => 6.5059516874782
523 => 6.3214535205393
524 => 6.6521593437122
525 => 6.4589678289685
526 => 6.3977353936228
527 => 6.1588458324
528 => 6.2715925095947
529 => 6.4240840048775
530 => 6.3298619898318
531 => 6.5253868185582
601 => 6.8023021206019
602 => 6.9996484554296
603 => 7.0147982565584
604 => 6.8879177844418
605 => 7.0912445507491
606 => 7.0927255642647
607 => 6.8633721412559
608 => 6.7228944467083
609 => 6.6909776189394
610 => 6.7707121123686
611 => 6.8675245071912
612 => 7.0201706706911
613 => 7.1124115503428
614 => 7.352926843692
615 => 7.4180033859584
616 => 7.4895027759344
617 => 7.5850480105376
618 => 7.6997745619741
619 => 7.4487593988173
620 => 7.4587326992003
621 => 7.2249908548102
622 => 6.9752041721081
623 => 7.1647611279294
624 => 7.4125816319607
625 => 7.3557313345186
626 => 7.3493345147102
627 => 7.3600921912981
628 => 7.3172289235839
629 => 7.1233599522994
630 => 7.0260001686043
701 => 7.1516191287008
702 => 7.2183800153354
703 => 7.3219203283446
704 => 7.3091567992953
705 => 7.575865526189
706 => 7.6795004726067
707 => 7.6529862185236
708 => 7.6578654793761
709 => 7.845491599615
710 => 8.0541704335752
711 => 8.2496256991765
712 => 8.4484511903451
713 => 8.2087593004504
714 => 8.0870585409024
715 => 8.2126226596906
716 => 8.1459965708186
717 => 8.5288498400587
718 => 8.555357769756
719 => 8.938183354347
720 => 9.3015304201466
721 => 9.0733186381567
722 => 9.2885120696887
723 => 9.5212613108685
724 => 9.9702723593078
725 => 9.8190612345926
726 => 9.7032358828412
727 => 9.5937814851001
728 => 9.8215387114029
729 => 10.114544744531
730 => 10.17765543769
731 => 10.279918870748
801 => 10.172401375065
802 => 10.301894355951
803 => 10.759061480577
804 => 10.635530887978
805 => 10.460097587952
806 => 10.820987126047
807 => 10.951591646961
808 => 11.868242572855
809 => 13.025552231757
810 => 12.546418433667
811 => 12.249004623641
812 => 12.318903923747
813 => 12.741514233774
814 => 12.877243252373
815 => 12.508284991221
816 => 12.638607286534
817 => 13.356695946712
818 => 13.741927473856
819 => 13.218731316498
820 => 11.77525386861
821 => 10.444301738742
822 => 10.797330177138
823 => 10.757307707972
824 => 11.528804389949
825 => 10.632584724198
826 => 10.647674764886
827 => 11.435125181218
828 => 11.225046910458
829 => 10.88474701662
830 => 10.446786304565
831 => 9.63717542187
901 => 8.920080485397
902 => 10.326468792922
903 => 10.26582277175
904 => 10.177998345857
905 => 10.373442102087
906 => 11.322461504662
907 => 11.300583535757
908 => 11.161407059819
909 => 11.266971190173
910 => 10.866241114174
911 => 10.969518379213
912 => 10.444090909125
913 => 10.681606069394
914 => 10.884016885884
915 => 10.924653854038
916 => 11.016211018263
917 => 10.233865074369
918 => 10.585115434707
919 => 10.791442113698
920 => 9.8592506717887
921 => 10.773015686116
922 => 10.220246172048
923 => 10.032627896654
924 => 10.285231187644
925 => 10.186791439481
926 => 10.102158724586
927 => 10.0549322155
928 => 10.240416193595
929 => 10.231763144315
930 => 9.9282753552631
1001 => 9.5323879061894
1002 => 9.6652607286611
1003 => 9.6169867865678
1004 => 9.4420357929591
1005 => 9.5599316389878
1006 => 9.0407779987997
1007 => 8.1476011441141
1008 => 8.7376611330664
1009 => 8.7149444653535
1010 => 8.7034896913738
1011 => 9.1469034650111
1012 => 9.1042794619722
1013 => 9.0269164790811
1014 => 9.4406149611095
1015 => 9.2896094501393
1016 => 9.7549728535765
1017 => 10.061491288898
1018 => 9.9837482988679
1019 => 10.27203036882
1020 => 9.6683218501254
1021 => 9.868849603454
1022 => 9.9101780954956
1023 => 9.4355099860581
1024 => 9.1112532760093
1025 => 9.0896290502462
1026 => 8.5274126003487
1027 => 8.8277440898313
1028 => 9.0920233720145
1029 => 8.9654541047495
1030 => 8.9253860558828
1031 => 9.1300850278437
1101 => 9.1459918910932
1102 => 8.7833137232708
1103 => 8.858725998885
1104 => 9.1732077244436
1105 => 8.8508018662779
1106 => 8.2244199485597
1107 => 8.0690685725581
1108 => 8.0483418353055
1109 => 7.627016582516
1110 => 8.079449894344
1111 => 7.8819506292722
1112 => 8.5058484412296
1113 => 8.1494813570706
1114 => 8.1341190843344
1115 => 8.1108967559381
1116 => 7.7482447061352
1117 => 7.827642457302
1118 => 8.0915726747992
1119 => 8.1857459497889
1120 => 8.1759229056686
1121 => 8.0902792727468
1122 => 8.129486489332
1123 => 8.0031863840112
1124 => 7.9585871881131
1125 => 7.8178198578833
1126 => 7.6109307704129
1127 => 7.6396999669502
1128 => 7.229798549197
1129 => 7.0064625016902
1130 => 6.9446460272622
1201 => 6.8619824541686
1202 => 6.9539830978025
1203 => 7.2286373499819
1204 => 6.8973460507034
1205 => 6.329370355473
1206 => 6.3635066625399
1207 => 6.4402008093585
1208 => 6.2972817741445
1209 => 6.1620209015999
1210 => 6.279619256216
1211 => 6.0389604666556
1212 => 6.4692832743159
1213 => 6.4576442483344
1214 => 6.6180419800463
1215 => 6.7183419733785
1216 => 6.4871829612562
1217 => 6.4290470948279
1218 => 6.4621639264733
1219 => 5.914816468029
1220 => 6.5733120153848
1221 => 6.579006712223
1222 => 6.530245260544
1223 => 6.8808738107418
1224 => 7.6208094154465
1225 => 7.3424158771158
1226 => 7.234613484585
1227 => 7.0296810575807
1228 => 7.3027413488804
1229 => 7.2817745789127
1230 => 7.1869548937074
1231 => 7.1296076522398
]
'min_raw' => 5.3556277177855
'max_raw' => 13.741927473856
'avg_raw' => 9.5487775958206
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$5.35'
'max' => '$13.74'
'avg' => '$9.54'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 3.2933671083358
'max_diff' => 7.9875808645536
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.16810703432257
]
1 => [
'year' => 2028
'avg' => 0.28852047271829
]
2 => [
'year' => 2029
'avg' => 0.78818593071057
]
3 => [
'year' => 2030
'avg' => 0.6080842717415
]
4 => [
'year' => 2031
'avg' => 0.59721411390432
]
5 => [
'year' => 2032
'avg' => 1.047104291873
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.16810703432257
'min' => '$0.168107'
'max_raw' => 1.047104291873
'max' => '$1.04'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 1.047104291873
]
1 => [
'year' => 2033
'avg' => 2.6932599111619
]
2 => [
'year' => 2034
'avg' => 1.7071175637092
]
3 => [
'year' => 2035
'avg' => 2.0135490811863
]
4 => [
'year' => 2036
'avg' => 3.9083036093759
]
5 => [
'year' => 2037
'avg' => 9.5487775958206
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 1.047104291873
'min' => '$1.04'
'max_raw' => 9.5487775958206
'max' => '$9.54'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 9.5487775958206
]
]
]
]
'prediction_2025_max_price' => '$0.287432'
'last_price' => 0.278702
'sma_50day_nextmonth' => '$0.2584016'
'sma_200day_nextmonth' => '$0.35167'
'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' => '$0.2781073'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.275264'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.268702'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.261453'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.273516'
'daily_sma50_action' => 'BUY'
'daily_sma100' => '$0.310818'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.3726092'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.277362'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.274953'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.2704065'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.268467'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$0.279578'
'daily_ema50_action' => 'SELL'
'daily_ema100' => '$0.30878'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.3498023'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.3466084'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.383482'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '$0.5024042'
'weekly_sma100_action' => 'SELL'
'weekly_sma200' => '$0.516262'
'weekly_sma200_action' => 'SELL'
'weekly_ema3' => '$0.275384'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$0.276655'
'weekly_ema5_action' => 'BUY'
'weekly_ema10' => '$0.29116'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.327484'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.388785'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.4592016'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$0.582376'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '57.42'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 103.25
'stoch_rsi_14_action' => 'SELL'
'momentum_10' => 0.03
'momentum_10_action' => 'BUY'
'vwma_10' => '0.266154'
'vwma_10_action' => 'BUY'
'hma_9' => '0.281823'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 99.62
'stochastic_fast_14_action' => 'SELL'
'cci_20' => 153
'cci_20_action' => 'SELL'
'adx_14' => 13.92
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '0.004395'
'ao_5_34_action' => 'NEUTRAL'
'macd_12_26' => 0
'macd_12_26_action' => 'BUY'
'williams_percent_r_14' => -0.38
'williams_percent_r_14_action' => 'SELL'
'ultimate_oscillator' => 71.32
'ultimate_oscillator_action' => 'SELL'
'ichimoku_cloud' => '-0.012547'
'ichimoku_cloud_action' => 'SELL'
'sell_signals' => 15
'buy_signals' => 19
'sell_pct' => 44.12
'buy_pct' => 55.88
'overall_action' => 'bullish'
'overall_action_label' => 'Alcista'
'overall_action_dir' => 1
'last_updated' => 1767693020
'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 $0.096291 en el extremo inferior y $0.287432 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 $0.168107 en el extremo inferior y $1.04 en el extremo superior. Considerando la volatilidad de precios en el mercado, si Ark alcanza el objetivo de precio superior, podría ganar 275.71% para 2032 en comparación con el precio de hoy.
| Predicción de Precio de Ark | Potencial Mínimo ($) | Precio Medio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2027 | $0.092697 | $0.168107 | $0.243516 |
| 2028 | $0.167291 | $0.28852 | $0.409749 |
| 2029 | $0.367491 | $0.788185 | $1.20 |
| 2030 | $0.312535 | $0.608084 | $0.903632 |
| 2031 | $0.369514 | $0.597214 | $0.824914 |
| 2032 | $0.564035 | $1.04 | $1.53 |
Predicción de precio de Ark 2032-2037
La predicción de precio de Ark para 2032-2037 se estima actualmente entre $1.04 en el extremo inferior y $9.54 en el extremo superior. Comparado con el precio actual, Ark podría potencialmente ganar 3326.16% para 2037 si alcanza el objetivo de precio superior. Tenga en cuenta que esta información es solo para fines generales y no debe considerarse como consejo de inversión a largo plazo.
| Predicción de Precio de Ark | Potencial Mínimo ($) | Precio Medio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2032 | $0.564035 | $1.04 | $1.53 |
| 2033 | $1.31 | $2.69 | $4.07 |
| 2034 | $1.05 | $1.70 | $2.36 |
| 2035 | $1.24 | $2.01 | $2.78 |
| 2036 | $2.06 | $3.90 | $5.75 |
| 2037 | $5.35 | $9.54 | $13.74 |
Ark Histograma de precios potenciales
Pronóstico de precio de Ark basado en análisis técnico
Indicador de Sentimiento del Mercado
Alcista 55.88%
Bajista 44.12%
A fecha de 6 de enero de 2026, el sentimiento general de predicción de precio para Ark es Alcista, con 19 indicadores técnicos mostrando señales alcistas y 15 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 $0.35167 para el 4 feb. 2026. Se espera que el SMA de 50 días a corto plazo para Ark alcance $0.2584016 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 57.42, 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 | $0.2781073 | BUY |
| SMA 5 | $0.275264 | BUY |
| SMA 10 | $0.268702 | BUY |
| SMA 21 | $0.261453 | BUY |
| SMA 50 | $0.273516 | BUY |
| SMA 100 | $0.310818 | SELL |
| SMA 200 | $0.3726092 | SELL |
Promedio Móvil Exponencial Diario (EMA)
| Período | Valor | Acción |
|---|---|---|
| EMA 3 | $0.277362 | BUY |
| EMA 5 | $0.274953 | BUY |
| EMA 10 | $0.2704065 | BUY |
| EMA 21 | $0.268467 | BUY |
| EMA 50 | $0.279578 | SELL |
| EMA 100 | $0.30878 | SELL |
| EMA 200 | $0.3498023 | SELL |
Promedio Móvil Simple Semanal (SMA)
| Período | Valor | Acción |
|---|---|---|
| SMA 21 | $0.3466084 | SELL |
| SMA 50 | $0.383482 | SELL |
| SMA 100 | $0.5024042 | SELL |
| SMA 200 | $0.516262 | SELL |
Promedio Móvil Exponencial Semanal (EMA)
| Período | Valor | Acción |
|---|---|---|
| EMA 21 | $0.327484 | SELL |
| EMA 50 | $0.388785 | SELL |
| EMA 100 | $0.4592016 | SELL |
| EMA 200 | $0.582376 | 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) | 57.42 | NEUTRAL |
| Stoch RSI (14) | 103.25 | SELL |
| Estocástico Rápido (14) | 99.62 | SELL |
| Índice de Canal de Materias Primas (20) | 153 | SELL |
| Índice Direccional Medio (14) | 13.92 | NEUTRAL |
| Oscilador Asombroso (5, 34) | 0.004395 | NEUTRAL |
| Momentum (10) | 0.03 | BUY |
| MACD (12, 26) | 0 | BUY |
| Rango Percentil de Williams (14) | -0.38 | SELL |
| Oscilador Ultimate (7, 14, 28) | 71.32 | SELL |
| VWMA (10) | 0.266154 | BUY |
| Promedio Móvil de Hull (9) | 0.281823 | 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 | $0.391622 | $0.550295 | $0.773257 | $1.08 | $1.52 | $2.14 |
| Amazon.com acción | $0.581528 | $1.21 | $2.53 | $5.28 | $11.02 | $22.99 |
| Apple acción | $0.395317 | $0.560727 | $0.795349 | $1.12 | $1.60 | $2.26 |
| Netflix acción | $0.439748 | $0.693853 | $1.09 | $1.72 | $2.72 | $4.30 |
| Google acción | $0.360917 | $0.467387 | $0.605264 | $0.783814 | $1.01 | $1.31 |
| Tesla acción | $0.631796 | $1.43 | $3.24 | $7.36 | $16.68 | $37.82 |
| Kodak acción | $0.208996 | $0.156725 | $0.117527 | $0.088133 | $0.06609 | $0.04956 |
| Nokia acción | $0.184628 | $0.1223086 | $0.081024 | $0.053675 | $0.035557 | $0.023555 |
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 $0.2787 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 | $0.285946 | $0.293379 | $0.3010048 | $0.308828 |
| Si Ark ofrece un 2 % del crecimiento medio anterior anual del Bitcoin | $0.29319 | $0.308432 | $0.324466 | $0.341334 |
| Si Ark ofrece un 5 % del crecimiento medio anterior anual del Bitcoin | $0.314923 | $0.355853 | $0.402102 | $0.454361 |
| Si Ark ofrece un 10 % del crecimiento medio anterior anual del Bitcoin | $0.351145 | $0.442419 | $0.557418 | $0.7023097 |
| Si Ark ofrece un 20 % del crecimiento medio anterior anual del Bitcoin | $0.423589 | $0.643798 | $0.978485 | $1.48 |
| Si Ark ofrece un 50 % del crecimiento medio anterior anual del Bitcoin | $0.64092 | $1.47 | $3.38 | $7.79 |
| Si Ark ofrece un 100 % del crecimiento medio anterior anual del Bitcoin | $1.00 | $3.61 | $12.99 | $46.77 |
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 1.6403% 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 $0.287432 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 $0.903632. 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 $0.281087 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 $0.246322 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 $0.096291 y $0.287432. 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 $0.903632 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 $0.903632, mientras que su punto más bajo se anticipa que esté alrededor de $0.312535.
¿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 $0.287432 si ocurre lo mejor. El precio estará entre $0.287432 y $0.096291 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 $0.243516 en 2027, asumiendo las condiciones más favorables. Se proyecta que el precio fluctúe entre $0.243516 y $0.092697 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 $0.409749 en el mejor escenario. Se espera que el precio oscile entre $0.409749 y $0.167291 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 $1.20 bajo condiciones óptimas. El rango de precios previsto para 2029 se encuentra entre $1.20 y $0.367491.
¿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 $0.903632 en el mejor escenario. Se pronostica que el precio oscile entre $0.903632 y $0.312535 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 $0.824914 bajo condiciones ideales. Es probable que el precio fluctúe entre $0.824914 y $0.369514 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 $1.53 si se desarrolla el escenario más positivo en 2032. Se espera que el precio se mantenga dentro de un rango de $1.53 y $0.564035 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 $4.07. A lo largo del año, el precio de ARK podría oscilar entre $4.07 y $1.31.
¿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 $2.36 bajo las mejores circunstancias. El rango de precios previsto para el año está entre $2.36 y $1.05.
¿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 $2.78 en 2035. El rango de precios esperado para el año está entre $2.78 y $1.24.
¿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 $5.75 si las condiciones son óptimas. El rango de precios esperado para 2036 está entre $5.75 y $2.06.
¿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 $13.74 bajo condiciones favorables. Se espera que el precio caiga entre $13.74 y $5.35 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