Predicción del precio de ARK - Pronóstico de ARK
Predicción de precio de ARK hasta $0.291141 para el año 2026
| Año | Precio min. | Precio max. |
|---|---|---|
| 2026 | $0.097533 | $0.291141 |
| 2027 | $0.093893 | $0.246658 |
| 2028 | $0.16945 | $0.415036 |
| 2029 | $0.372233 | $1.22 |
| 2030 | $0.316568 | $0.915292 |
| 2031 | $0.374281 | $0.835557 |
| 2032 | $0.571312 | $1.54 |
| 2033 | $1.32 | $4.12 |
| 2034 | $1.06 | $2.39 |
| 2035 | $1.26 | $2.81 |
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.
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' => 0.2822
'ticker' => 'ARK'
'marketcap' => '$54.25M'
'low24h' => '$0.2734'
'high24h' => '$0.2837'
'volume24h' => '$2.45M'
'current_supply' => '192.13M'
'max_supply' => '192.41M'
'algo' => 'Delegated Proof-of-Stake'
'proof' => null
'ico_price_and_roi' => '0.01 USD 28.22x'
'price' => '$0.2822'
'change_24h_pct' => '2.6814%'
'ath_price' => '$10.22'
'ath_days' => 2918
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '10 ene. 2018'
'ath_pct' => '-97.25%'
'fdv' => '$54.33M'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$13.91'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.284713'
'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' => '$0.2495'
'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' => '$0.097533'
'current_year_max_price_prediction' => '$0.291141'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.316568'
'grand_prediction_max_price' => '$0.915292'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.28764739861125
107 => 0.28872136958166
108 => 0.29114108101631
109 => 0.27046491173664
110 => 0.27974790472277
111 => 0.28520079340331
112 => 0.26056444396685
113 => 0.28471381198686
114 => 0.27010498562981
115 => 0.26514653054702
116 => 0.27182243708921
117 => 0.26922082981719
118 => 0.2669841206562
119 => 0.26573599851283
120 => 0.2706380474845
121 => 0.27040936104076
122 => 0.2623886574764
123 => 0.2519259766424
124 => 0.25543759575608
125 => 0.25416179161048
126 => 0.24953811280479
127 => 0.25265391405471
128 => 0.23893350222098
129 => 0.21532824678598
130 => 0.23092260157487
131 => 0.23032223587889
201 => 0.23001950427056
202 => 0.2417382308981
203 => 0.24061174572989
204 => 0.238567164119
205 => 0.24950056246013
206 => 0.24550972499066
207 => 0.257808545712
208 => 0.26590934447693
209 => 0.26385471987676
210 => 0.27147356026973
211 => 0.25551849636799
212 => 0.26081812859009
213 => 0.26191037544609
214 => 0.24936564602174
215 => 0.24079605263488
216 => 0.2402245584565
217 => 0.22536606448639
218 => 0.23330335203165
219 => 0.2402878366042
220 => 0.23694281051184
221 => 0.23588387518082
222 => 0.24129374613198
223 => 0.2417141394373
224 => 0.23212912752479
225 => 0.23412215501925
226 => 0.24243341098441
227 => 0.23391273269341
228 => 0.2173584466189
301 => 0.21325275479151
302 => 0.21270497981882
303 => 0.20157001795642
304 => 0.21352711675155
305 => 0.20830752269715
306 => 0.22479615777466
307 => 0.21537793784871
308 => 0.21497193721166
309 => 0.21435820770141
310 => 0.20477388604696
311 => 0.20687224337387
312 => 0.21384750271736
313 => 0.21633635383303
314 => 0.21607674627111
315 => 0.21381332014123
316 => 0.21484950503288
317 => 0.21151159246615
318 => 0.2103329060662
319 => 0.20661264756471
320 => 0.20114489531516
321 => 0.20190521980113
322 => 0.19107217187958
323 => 0.18516975241855
324 => 0.18353604050437
325 => 0.18135137265522
326 => 0.18378280455111
327 => 0.19104148321592
328 => 0.18228597673158
329 => 0.16727527499155
330 => 0.16817744374312
331 => 0.17020434907158
401 => 0.16642722440131
402 => 0.16285249289094
403 => 0.16596043191207
404 => 0.15960019970224
405 => 0.17097295274777
406 => 0.17066535164966
407 => 0.17490441069871
408 => 0.17755518131633
409 => 0.1714460132399
410 => 0.16990957398962
411 => 0.17078479961385
412 => 0.15631926963455
413 => 0.17372226828661
414 => 0.17387277014162
415 => 0.17258408188663
416 => 0.18185064141155
417 => 0.20140597232152
418 => 0.19404847022182
419 => 0.19119942302714
420 => 0.18578338222742
421 => 0.19299993502037
422 => 0.19244581636163
423 => 0.18993988164356
424 => 0.18842428450707
425 => 0.19121681870179
426 => 0.18807825861674
427 => 0.1875144869836
428 => 0.18409864427637
429 => 0.18287934384083
430 => 0.1819766223401
501 => 0.18098281466739
502 => 0.18317490675196
503 => 0.17820733769459
504 => 0.17221693638821
505 => 0.17171889933662
506 => 0.17309402342391
507 => 0.17248563338123
508 => 0.17171598659916
509 => 0.17024652129135
510 => 0.16981056232468
511 => 0.17122721746913
512 => 0.16962789640718
513 => 0.17198778175362
514 => 0.1713460235178
515 => 0.16776121418079
516 => 0.16329321448046
517 => 0.16325343991118
518 => 0.16229081670474
519 => 0.16106477131996
520 => 0.16072371354203
521 => 0.16569868995646
522 => 0.17599674224581
523 => 0.17397498816991
524 => 0.17543591268744
525 => 0.18262221538357
526 => 0.18490652491101
527 => 0.18328517611527
528 => 0.18106577388322
529 => 0.18116341631778
530 => 0.18874778560342
531 => 0.18922081341259
601 => 0.1904160020818
602 => 0.19195215728202
603 => 0.18354678998839
604 => 0.18076752427413
605 => 0.17945055399092
606 => 0.17539479525028
607 => 0.17976858333758
608 => 0.17722016432339
609 => 0.1775640331148
610 => 0.17734008811328
611 => 0.1774623772272
612 => 0.17096977383152
613 => 0.17333533726772
614 => 0.16940212924647
615 => 0.16413600522933
616 => 0.16411835133508
617 => 0.16540722772776
618 => 0.16464055361566
619 => 0.16257745329297
620 => 0.16287050695625
621 => 0.16030304850038
622 => 0.16318224289813
623 => 0.1632648078912
624 => 0.16215616121729
625 => 0.16659195743929
626 => 0.16840930677071
627 => 0.16767957178042
628 => 0.16835810661846
629 => 0.17405900117943
630 => 0.17498849574034
701 => 0.17540131582533
702 => 0.17484819159962
703 => 0.16846230850576
704 => 0.16874554957584
705 => 0.16666731453697
706 => 0.16491142492813
707 => 0.16498165130405
708 => 0.16588440681267
709 => 0.1698267930647
710 => 0.17812331251573
711 => 0.17843815936422
712 => 0.17881976292932
713 => 0.17726758945147
714 => 0.17679943907826
715 => 0.17741705026039
716 => 0.18053278675593
717 => 0.18854730693667
718 => 0.18571444023299
719 => 0.18341127550671
720 => 0.18543177190041
721 => 0.18512073231777
722 => 0.18249524522115
723 => 0.1824215565428
724 => 0.17738240738538
725 => 0.17551954867775
726 => 0.1739628045091
727 => 0.17226288051677
728 => 0.17125510859215
729 => 0.17280350429252
730 => 0.17315764070927
731 => 0.1697720464491
801 => 0.16931060246163
802 => 0.17207535181762
803 => 0.1708586887063
804 => 0.17211005688809
805 => 0.1724003850403
806 => 0.17235363552097
807 => 0.17108329949988
808 => 0.17189297379776
809 => 0.16997785270775
810 => 0.16789544616425
811 => 0.16656700052801
812 => 0.16540775551765
813 => 0.16605097202511
814 => 0.1637580226227
815 => 0.16302446196091
816 => 0.17161867436388
817 => 0.17796731146931
818 => 0.17787499977146
819 => 0.17731307605145
820 => 0.17647817138557
821 => 0.18047170827933
822 => 0.17908043987883
823 => 0.18009270388456
824 => 0.1803503675586
825 => 0.18113023789659
826 => 0.18140897451031
827 => 0.18056643886864
828 => 0.17773878634815
829 => 0.17069254511222
830 => 0.16741250079593
831 => 0.16633003153809
901 => 0.16636937723971
902 => 0.16528404714207
903 => 0.16560372549691
904 => 0.16517287605624
905 => 0.1643569514493
906 => 0.16600059097985
907 => 0.16619000512419
908 => 0.16580636001772
909 => 0.16589672232845
910 => 0.16272030470392
911 => 0.1629618008371
912 => 0.16161711967973
913 => 0.16136500817309
914 => 0.15796577130204
915 => 0.15194353045771
916 => 0.15528043647853
917 => 0.15124992324536
918 => 0.14972350681172
919 => 0.15694932480212
920 => 0.15622405308888
921 => 0.15498270318384
922 => 0.15314648795431
923 => 0.15246541786412
924 => 0.14832745159672
925 => 0.14808295847445
926 => 0.15013384629106
927 => 0.14918743213044
928 => 0.14785830821385
929 => 0.1430443561191
930 => 0.13763188011984
1001 => 0.13779524874864
1002 => 0.13951685666131
1003 => 0.14452266385786
1004 => 0.14256680838482
1005 => 0.14114781279828
1006 => 0.14088207757977
1007 => 0.14420831019377
1008 => 0.14891562620986
1009 => 0.15112419356434
1010 => 0.14893557039123
1011 => 0.14642139793381
1012 => 0.14657442396174
1013 => 0.14759243756869
1014 => 0.14769941640484
1015 => 0.14606294859616
1016 => 0.14652360469864
1017 => 0.1458238259557
1018 => 0.14152928510195
1019 => 0.14145161047605
1020 => 0.14039766089171
1021 => 0.14036574771716
1022 => 0.13857271655417
1023 => 0.13832185909982
1024 => 0.13476168689648
1025 => 0.13710500302191
1026 => 0.13553322959459
1027 => 0.13316419629574
1028 => 0.13275577406208
1029 => 0.13274349639655
1030 => 0.13517596388831
1031 => 0.13707657822302
1101 => 0.13556057126629
1102 => 0.13521540586881
1103 => 0.13890086928765
1104 => 0.13843186047386
1105 => 0.13802570186589
1106 => 0.14849413769091
1107 => 0.14020755387318
1108 => 0.13659413034697
1109 => 0.13212183256279
1110 => 0.1335780352726
1111 => 0.13388487857963
1112 => 0.12312980860092
1113 => 0.11876647805001
1114 => 0.11726914743359
1115 => 0.11640741249469
1116 => 0.11680011592733
1117 => 0.11287260666389
1118 => 0.11551195784393
1119 => 0.11211106680588
1120 => 0.1115408963559
1121 => 0.11762211082148
1122 => 0.11846827628843
1123 => 0.11485827152343
1124 => 0.11717647898924
1125 => 0.11633586473664
1126 => 0.11216936532158
1127 => 0.11201023569062
1128 => 0.10991963274368
1129 => 0.10664824395221
1130 => 0.10515313149143
1201 => 0.1043744639407
1202 => 0.10469575734806
1203 => 0.10453330156956
1204 => 0.10347316772551
1205 => 0.10459406720055
1206 => 0.10173063222945
1207 => 0.1005903893517
1208 => 0.10007536809725
1209 => 0.097533904747235
1210 => 0.10157850313099
1211 => 0.1023753399651
1212 => 0.10317374681393
1213 => 0.11012333333746
1214 => 0.10977615163407
1215 => 0.11291450514835
1216 => 0.11279255450185
1217 => 0.11189744524162
1218 => 0.10812112651104
1219 => 0.10962629985064
1220 => 0.10499361026722
1221 => 0.10846473629539
1222 => 0.10688065933382
1223 => 0.10792915828124
1224 => 0.10604386263444
1225 => 0.10708726308733
1226 => 0.10256429953917
1227 => 0.098340819817703
1228 => 0.10004047134868
1229 => 0.10188818694158
1230 => 0.10589450513616
1231 => 0.10350837507088
]
'min_raw' => 0.097533904747235
'max_raw' => 0.29114108101631
'avg_raw' => 0.19433749288177
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.097533'
'max' => '$0.291141'
'avg' => '$0.194337'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.18476409525276
'max_diff' => 0.0088430810163088
'year' => 2026
]
1 => [
'items' => [
101 => 0.10436651767192
102 => 0.10149188360976
103 => 0.095560692440893
104 => 0.095594262338783
105 => 0.094681877795477
106 => 0.093893444339735
107 => 0.1037824508126
108 => 0.10255259653564
109 => 0.10059298470466
110 => 0.10321600301231
111 => 0.10390957068575
112 => 0.10392931558237
113 => 0.10584300202973
114 => 0.10686433682974
115 => 0.10704435151496
116 => 0.11005557848781
117 => 0.11106490205007
118 => 0.11522216295819
119 => 0.10677768370762
120 => 0.1066037752145
121 => 0.10325291425904
122 => 0.10112774526606
123 => 0.10339842639815
124 => 0.10540993990229
125 => 0.10331541759068
126 => 0.1035889179868
127 => 0.10077719291223
128 => 0.10178225232242
129 => 0.10264794488261
130 => 0.10216996033393
131 => 0.10145439432985
201 => 0.10524501873395
202 => 0.10503113684949
203 => 0.10856105344066
204 => 0.11131287585024
205 => 0.1162446335553
206 => 0.11109808729173
207 => 0.11091052669021
208 => 0.11274396165567
209 => 0.11106462136073
210 => 0.11212590645828
211 => 0.11607364411868
212 => 0.11615705359468
213 => 0.11475983740463
214 => 0.11467481667248
215 => 0.11494316732565
216 => 0.11651490548305
217 => 0.11596569187622
218 => 0.11660125576643
219 => 0.11739603814324
220 => 0.12068359503446
221 => 0.12147621387096
222 => 0.11955056102401
223 => 0.11972442591547
224 => 0.11900417889036
225 => 0.11830842928877
226 => 0.11987237278707
227 => 0.12273051026961
228 => 0.12271272994467
301 => 0.12337576228636
302 => 0.12378882594238
303 => 0.12201565434967
304 => 0.12086138484414
305 => 0.12130400522064
306 => 0.12201176484168
307 => 0.12107448831448
308 => 0.11528918339993
309 => 0.1170440753443
310 => 0.11675197551492
311 => 0.11633598983734
312 => 0.11810054725758
313 => 0.11793035138973
314 => 0.11283232437966
315 => 0.11315868352834
316 => 0.11285217136043
317 => 0.11384257488144
318 => 0.11101113632037
319 => 0.11188206775172
320 => 0.11242830778099
321 => 0.11275004735465
322 => 0.11391239131358
323 => 0.11377600366572
324 => 0.11390391326589
325 => 0.11562736250956
326 => 0.12434397736766
327 => 0.12481840348226
328 => 0.12248215578077
329 => 0.12341544065706
330 => 0.12162373778154
331 => 0.12282651992524
401 => 0.12364943292061
402 => 0.11993084733161
403 => 0.11971065682645
404 => 0.11791155895582
405 => 0.11887829224538
406 => 0.1173401500711
407 => 0.11771755635874
408 => 0.11666229547681
409 => 0.11856155496394
410 => 0.12068522218564
411 => 0.121221744392
412 => 0.11981038545439
413 => 0.11878846857048
414 => 0.11699431916269
415 => 0.11997802961308
416 => 0.12085055747571
417 => 0.11997344659567
418 => 0.11977020083951
419 => 0.11938505049885
420 => 0.119851912305
421 => 0.12084580550158
422 => 0.1203771038244
423 => 0.12068668953964
424 => 0.11950686803655
425 => 0.12201624134325
426 => 0.12600173006786
427 => 0.1260145440658
428 => 0.12554583986215
429 => 0.12535405620038
430 => 0.12583497515668
501 => 0.12609585396215
502 => 0.12765105768137
503 => 0.12931985323415
504 => 0.13710739392643
505 => 0.13492068366239
506 => 0.14183025304744
507 => 0.14729482533573
508 => 0.1489334116282
509 => 0.14742598934057
510 => 0.14226917912393
511 => 0.14201616141284
512 => 0.14972261302561
513 => 0.14754518746716
514 => 0.14728618962549
515 => 0.14453089017391
516 => 0.14615961340027
517 => 0.14580338773874
518 => 0.14524106810485
519 => 0.1483485585629
520 => 0.15416550329278
521 => 0.15325887790567
522 => 0.15258212411133
523 => 0.1496167859846
524 => 0.15140258186914
525 => 0.15076669415932
526 => 0.15349887130501
527 => 0.15188039008904
528 => 0.14752869132699
529 => 0.14822171369824
530 => 0.14811696476099
531 => 0.15027269046692
601 => 0.1496255951184
602 => 0.14799060900868
603 => 0.15414562160808
604 => 0.15374594932585
605 => 0.15431259324424
606 => 0.15456204742116
607 => 0.15830849512693
608 => 0.15984329487902
609 => 0.1601917212932
610 => 0.16164966235202
611 => 0.1601554463915
612 => 0.16613337559149
613 => 0.17010834968764
614 => 0.17472548665062
615 => 0.18147236472295
616 => 0.18400925329026
617 => 0.18355098707738
618 => 0.18866639303077
619 => 0.19785866381992
620 => 0.18540900782095
621 => 0.19851852581799
622 => 0.19436820377679
623 => 0.18452786487821
624 => 0.18389426306312
625 => 0.19055825481392
626 => 0.20533834713176
627 => 0.20163610164056
628 => 0.20534440267909
629 => 0.20101847253964
630 => 0.20080365364641
701 => 0.20513430190787
702 => 0.21525309762213
703 => 0.21044603707567
704 => 0.20355393704272
705 => 0.2086429564541
706 => 0.20423437687345
707 => 0.19430061319453
708 => 0.20163327060321
709 => 0.19673013141608
710 => 0.1981611280961
711 => 0.20846679738052
712 => 0.2072267919868
713 => 0.20883147378769
714 => 0.20599925241096
715 => 0.20335351104479
716 => 0.19841503830948
717 => 0.19695299999632
718 => 0.19735705478745
719 => 0.19695279976684
720 => 0.19418976965834
721 => 0.19359309356948
722 => 0.19259860728041
723 => 0.19290684016551
724 => 0.19103691499482
725 => 0.19456585013817
726 => 0.19522085159764
727 => 0.19778891630621
728 => 0.19805554130348
729 => 0.2052075649627
730 => 0.20126835051608
731 => 0.20391111566229
801 => 0.20367472187294
802 => 0.18474113486066
803 => 0.1873500160985
804 => 0.19140861659255
805 => 0.18958022257128
806 => 0.18699530120353
807 => 0.18490783860435
808 => 0.18174511931258
809 => 0.1861965859811
810 => 0.19204979128949
811 => 0.19820398824936
812 => 0.20559785265767
813 => 0.20394762819581
814 => 0.19806576509731
815 => 0.1983296211792
816 => 0.19996067565394
817 => 0.19784831191223
818 => 0.19722533460656
819 => 0.1998750881386
820 => 0.1998933355349
821 => 0.19746280576238
822 => 0.19476171670248
823 => 0.1947503990407
824 => 0.19426976633191
825 => 0.2011039760308
826 => 0.20486210034865
827 => 0.20529296324517
828 => 0.20483309984278
829 => 0.20501008301504
830 => 0.2028233132791
831 => 0.20782162042903
901 => 0.21240856135116
902 => 0.21117916319833
903 => 0.20933612059799
904 => 0.20786804839387
905 => 0.21083333204304
906 => 0.21070129262993
907 => 0.21236849842376
908 => 0.21229286433871
909 => 0.21173224573702
910 => 0.21117918321978
911 => 0.21337201358529
912 => 0.2127405136558
913 => 0.2121080328325
914 => 0.2108394957134
915 => 0.21101191097605
916 => 0.20916918660301
917 => 0.2083166579907
918 => 0.19549667316385
919 => 0.19207075431302
920 => 0.1931486181245
921 => 0.19350347887796
922 => 0.19201251460365
923 => 0.19415017437572
924 => 0.19381702236458
925 => 0.1951131219525
926 => 0.19430337520007
927 => 0.19433660748924
928 => 0.19671790003192
929 => 0.19740919938781
930 => 0.19705759895594
1001 => 0.19730384784626
1002 => 0.20297854958866
1003 => 0.20217178846764
1004 => 0.20174321270144
1005 => 0.20186193111762
1006 => 0.20331193907978
1007 => 0.20371786214168
1008 => 0.20199793760468
1009 => 0.2028090639591
1010 => 0.20626273702893
1011 => 0.20747132714241
1012 => 0.21132856662846
1013 => 0.20968994273782
1014 => 0.21269770780707
1015 => 0.22194255220726
1016 => 0.22932797360872
1017 => 0.22253603487249
1018 => 0.23609842074851
1019 => 0.2466586835617
1020 => 0.24625336308589
1021 => 0.24441193700113
1022 => 0.23238935854743
1023 => 0.22132600260779
1024 => 0.23058096962621
1025 => 0.23060456244044
1026 => 0.22980955256573
1027 => 0.22487181451275
1028 => 0.22963772998466
1029 => 0.23001603104755
1030 => 0.2298042830507
1031 => 0.22601853086262
1101 => 0.22023838699537
1102 => 0.22136781327132
1103 => 0.223217836551
1104 => 0.21971535652728
1105 => 0.21859610193695
1106 => 0.22067700916727
1107 => 0.22738212583759
1108 => 0.22611456237116
1109 => 0.22608146116643
1110 => 0.23150463520637
1111 => 0.22762281298798
1112 => 0.22138205895358
1113 => 0.21980618625447
1114 => 0.21421289980765
1115 => 0.21807620267907
1116 => 0.21821523607171
1117 => 0.21609934457103
1118 => 0.22155375188752
1119 => 0.22150348856387
1120 => 0.22668163652949
1121 => 0.23658031061619
1122 => 0.23365278560458
1123 => 0.2302483925299
1124 => 0.2306185444507
1125 => 0.23467819740907
1126 => 0.23222363855757
1127 => 0.23310631503436
1128 => 0.23467686137251
1129 => 0.23562441097278
1130 => 0.23048220664518
1201 => 0.22928331283635
1202 => 0.22683079685803
1203 => 0.22619098121766
1204 => 0.22818850430858
1205 => 0.22766222754766
1206 => 0.21820355085342
1207 => 0.21721506651129
1208 => 0.21724538191483
1209 => 0.21475979103668
1210 => 0.21096866833734
1211 => 0.22093151243504
1212 => 0.22013135662408
1213 => 0.21924804653592
1214 => 0.21935624698162
1215 => 0.22368077993232
1216 => 0.22117233242677
1217 => 0.22784145124674
1218 => 0.22647048090941
1219 => 0.22506435035608
1220 => 0.22486998028183
1221 => 0.22432873998421
1222 => 0.22247262561706
1223 => 0.22023125598354
1224 => 0.21875130960738
1225 => 0.20178651996233
1226 => 0.20493508624081
1227 => 0.20855722474336
1228 => 0.20980757243963
1229 => 0.20766876618373
1230 => 0.22255707872422
1231 => 0.22527731689272
]
'min_raw' => 0.093893444339735
'max_raw' => 0.2466586835617
'avg_raw' => 0.17027606395072
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.093893'
'max' => '$0.246658'
'avg' => '$0.170276'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.0036404604074999
'max_diff' => -0.044482397454607
'year' => 2027
]
2 => [
'items' => [
101 => 0.2170375380436
102 => 0.21549621184888
103 => 0.22265812781295
104 => 0.21833861697799
105 => 0.22028369244249
106 => 0.21607950318765
107 => 0.2246220911758
108 => 0.22455701096808
109 => 0.22123375129759
110 => 0.22404254761439
111 => 0.22355445013326
112 => 0.21980249815011
113 => 0.2247410347459
114 => 0.22474348419844
115 => 0.22154491901949
116 => 0.21780969514643
117 => 0.21714192533997
118 => 0.21663885049306
119 => 0.22015996686919
120 => 0.22331698880179
121 => 0.22919142392624
122 => 0.23066839648966
123 => 0.23643311873233
124 => 0.23300050731605
125 => 0.23452213949713
126 => 0.2361740864777
127 => 0.23696609060852
128 => 0.23567556237863
129 => 0.24463054887583
130 => 0.24538662410989
131 => 0.24564012959585
201 => 0.24262055853366
202 => 0.24530264437629
203 => 0.24404778523187
204 => 0.24731258011574
205 => 0.24782454164053
206 => 0.2473909284426
207 => 0.24755343311133
208 => 0.23991193190383
209 => 0.23951567975409
210 => 0.23411275357564
211 => 0.23631448592977
212 => 0.23219845282549
213 => 0.2335036893227
214 => 0.23407902513392
215 => 0.23377850235616
216 => 0.23643896857362
217 => 0.23417702879144
218 => 0.22820739780892
219 => 0.22223614040444
220 => 0.2221611761318
221 => 0.22058904945865
222 => 0.21945268982332
223 => 0.21967159300361
224 => 0.22044303636294
225 => 0.21940785213287
226 => 0.21962876117353
227 => 0.22329732315767
228 => 0.2240330271006
229 => 0.22153281764443
301 => 0.2114941158994
302 => 0.20903059331099
303 => 0.21080132449376
304 => 0.20995502903809
305 => 0.1694500947519
306 => 0.17896612824426
307 => 0.17331202427706
308 => 0.17591769551796
309 => 0.17014631949058
310 => 0.17290072263458
311 => 0.17239208494858
312 => 0.18769358520439
313 => 0.18745467332442
314 => 0.18756902779843
315 => 0.18211059080513
316 => 0.19080602914817
317 => 0.19508971475379
318 => 0.19429691855479
319 => 0.19449644827796
320 => 0.19106786656038
321 => 0.18760222396396
322 => 0.18375829296596
323 => 0.19089984163602
324 => 0.19010582333421
325 => 0.19192701563979
326 => 0.19655882044077
327 => 0.19724087129223
328 => 0.19815755455327
329 => 0.19782898885814
330 => 0.2056567567164
331 => 0.20470876237949
401 => 0.20699315597486
402 => 0.20229398503183
403 => 0.19697642706038
404 => 0.19798712098669
405 => 0.1978897830341
406 => 0.19665055917832
407 => 0.19553184329077
408 => 0.19366949653424
409 => 0.19956223724735
410 => 0.19932300273581
411 => 0.20319593139801
412 => 0.20251135363735
413 => 0.19793957580702
414 => 0.19810285774662
415 => 0.19920100726105
416 => 0.20300171526896
417 => 0.20413002417764
418 => 0.2036073465358
419 => 0.20484448574491
420 => 0.20582227013356
421 => 0.20496728040989
422 => 0.21707213188329
423 => 0.21204535360423
424 => 0.21449537036134
425 => 0.21507968492158
426 => 0.21358297546235
427 => 0.21390755815091
428 => 0.21439921248059
429 => 0.21738444129461
430 => 0.22521854548552
501 => 0.22868821690312
502 => 0.23912689455356
503 => 0.22840010899205
504 => 0.22776362592868
505 => 0.22964394699139
506 => 0.23577255581844
507 => 0.24073921764181
508 => 0.24238694590222
509 => 0.24260472039286
510 => 0.24569596814828
511 => 0.24746781371334
512 => 0.24532060936289
513 => 0.24350107849755
514 => 0.23698374478639
515 => 0.23773814390957
516 => 0.24293520576664
517 => 0.25027636174518
518 => 0.25657583729186
519 => 0.2543699805143
520 => 0.27119911063489
521 => 0.27286765014551
522 => 0.27263711193548
523 => 0.27643829325266
524 => 0.26889372243518
525 => 0.26566827224153
526 => 0.24389448172319
527 => 0.25001202871747
528 => 0.2589042425446
529 => 0.25772732470049
530 => 0.25126956132967
531 => 0.25657093849926
601 => 0.2548181374176
602 => 0.25343563048072
603 => 0.25976916277076
604 => 0.25280518385069
605 => 0.2588347715277
606 => 0.25110176296384
607 => 0.25438005668225
608 => 0.25251913861445
609 => 0.25372338066986
610 => 0.24668340622066
611 => 0.25048200554773
612 => 0.24652537200002
613 => 0.24652349604055
614 => 0.24643615313569
615 => 0.25109111495817
616 => 0.25124291309608
617 => 0.24780288927601
618 => 0.24730712810027
619 => 0.24914021700594
620 => 0.24699414998414
621 => 0.24799828123646
622 => 0.24702456409685
623 => 0.2468053598591
624 => 0.24505870319821
625 => 0.24430619548337
626 => 0.2446012731481
627 => 0.24359402095543
628 => 0.24298711507545
629 => 0.24631542428056
630 => 0.24453724293588
701 => 0.24604289248678
702 => 0.24432701479541
703 => 0.2383790351448
704 => 0.234958289149
705 => 0.22372310696701
706 => 0.22690939069662
707 => 0.2290219001058
708 => 0.22832371575867
709 => 0.22982368589779
710 => 0.22991577188208
711 => 0.22942811629946
712 => 0.22886347360735
713 => 0.22858863677152
714 => 0.23063704537615
715 => 0.2318262155174
716 => 0.22923391868674
717 => 0.22862657980941
718 => 0.23124753502983
719 => 0.23284631620021
720 => 0.24465081808477
721 => 0.24377630245712
722 => 0.24597116506749
723 => 0.24572405722048
724 => 0.24802462290518
725 => 0.25178507550806
726 => 0.24413902392731
727 => 0.24546611410116
728 => 0.24514074223752
729 => 0.24869306692765
730 => 0.24870415689759
731 => 0.24657436079407
801 => 0.24772895781378
802 => 0.24708449343209
803 => 0.24824912767439
804 => 0.24376462276775
805 => 0.24922626567165
806 => 0.25232266525767
807 => 0.25236565876893
808 => 0.25383332759815
809 => 0.25532456413029
810 => 0.2581868627944
811 => 0.25524473617406
812 => 0.24995213679433
813 => 0.25033424537455
814 => 0.2472311962947
815 => 0.24728335911034
816 => 0.24700490991236
817 => 0.24784055691618
818 => 0.24394800029258
819 => 0.24486157555181
820 => 0.243582564839
821 => 0.24546333378166
822 => 0.2434399373016
823 => 0.24514058533336
824 => 0.24587452864649
825 => 0.24858279527261
826 => 0.2430399241189
827 => 0.2317376346171
828 => 0.23411351289739
829 => 0.23059940229963
830 => 0.23092464661462
831 => 0.23158169189314
901 => 0.22945199317362
902 => 0.22985827257478
903 => 0.22984375741563
904 => 0.22971867361576
905 => 0.22916465672595
906 => 0.22836122262682
907 => 0.23156185679378
908 => 0.2321057069072
909 => 0.23331461834055
910 => 0.23691151875375
911 => 0.23655210358172
912 => 0.23713832463929
913 => 0.2358586073621
914 => 0.23098400902879
915 => 0.23124872317069
916 => 0.22794773357945
917 => 0.23323020461507
918 => 0.23197924574862
919 => 0.23117274442946
920 => 0.23095268307234
921 => 0.23455849950594
922 => 0.23563741629713
923 => 0.23496510775627
924 => 0.23358618332461
925 => 0.23623412587581
926 => 0.23694260359479
927 => 0.23710120562841
928 => 0.24179285213652
929 => 0.23736341655052
930 => 0.23842962572088
1001 => 0.24674788530513
1002 => 0.23920437170357
1003 => 0.24320033909875
1004 => 0.24300475728876
1005 => 0.24504895899197
1006 => 0.24283707308332
1007 => 0.24286449206008
1008 => 0.24467960468631
1009 => 0.24213060636006
1010 => 0.24149943852783
1011 => 0.24062748468813
1012 => 0.24253136399734
1013 => 0.24367265353815
1014 => 0.25287060905234
1015 => 0.25881290779223
1016 => 0.25855493693223
1017 => 0.26091230769139
1018 => 0.25985029057335
1019 => 0.25642075715323
1020 => 0.26227455251432
1021 => 0.26042216672887
1022 => 0.26057487516238
1023 => 0.26056919134685
1024 => 0.2618008659558
1025 => 0.26092811161404
1026 => 0.25920782322004
1027 => 0.26034983093848
1028 => 0.26374118558701
1029 => 0.27426805447551
1030 => 0.28015902976798
1031 => 0.27391341036598
1101 => 0.2782215549973
1102 => 0.2756382033674
1103 => 0.27516873152819
1104 => 0.27787456472605
1105 => 0.28058513412673
1106 => 0.28041248257402
1107 => 0.2784447483784
1108 => 0.27733322526071
1109 => 0.28575005069546
1110 => 0.29195142429891
1111 => 0.29152853219369
1112 => 0.29339504041425
1113 => 0.29887516627873
1114 => 0.2993762003086
1115 => 0.29931308153697
1116 => 0.29807121641643
1117 => 0.30346711201428
1118 => 0.30796846305376
1119 => 0.29778376052196
1120 => 0.30166196191853
1121 => 0.30340301147329
1122 => 0.3059593887658
1123 => 0.31027242575686
1124 => 0.31495752790571
1125 => 0.31562005271909
1126 => 0.31514995965926
1127 => 0.31206000884979
1128 => 0.31718650352596
1129 => 0.32018948387616
1130 => 0.32197768995272
1201 => 0.32651228303377
1202 => 0.30341376360261
1203 => 0.28706348347834
1204 => 0.28451015113603
1205 => 0.28970245285895
1206 => 0.29107162141546
1207 => 0.29051971128712
1208 => 0.27211598450482
1209 => 0.28441325932326
1210 => 0.29764409304366
1211 => 0.29815234325113
1212 => 0.30477597525525
1213 => 0.30693290134764
1214 => 0.31226579329025
1215 => 0.31193221944725
1216 => 0.31323069377043
1217 => 0.31293219700997
1218 => 0.32281025636077
1219 => 0.33370722273071
1220 => 0.33332989543555
1221 => 0.33176332759282
1222 => 0.33408994797879
1223 => 0.34533678506245
1224 => 0.34430135653068
1225 => 0.3453071871517
1226 => 0.3585678419173
1227 => 0.37580857941872
1228 => 0.36779852590757
1229 => 0.38517803719597
1230 => 0.39611751830371
1231 => 0.41503621971609
]
'min_raw' => 0.1694500947519
'max_raw' => 0.41503621971609
'avg_raw' => 0.29224315723399
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.16945'
'max' => '$0.415036'
'avg' => '$0.292243'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.075556650412165
'max_diff' => 0.16837753615439
'year' => 2028
]
3 => [
'items' => [
101 => 0.41266750512269
102 => 0.42003241675069
103 => 0.40842701163485
104 => 0.38177865564955
105 => 0.37756145130907
106 => 0.38600440119534
107 => 0.40676056963973
108 => 0.38535071558609
109 => 0.38968190117689
110 => 0.38843451943537
111 => 0.38836805176339
112 => 0.39090485245911
113 => 0.38722509073935
114 => 0.37223307951654
115 => 0.37910382991148
116 => 0.37645070322346
117 => 0.37939454508751
118 => 0.39528124549507
119 => 0.38825735655325
120 => 0.38085826012745
121 => 0.39013836903634
122 => 0.40195513666876
123 => 0.4012156645871
124 => 0.39978077967332
125 => 0.40786915080416
126 => 0.42122877024193
127 => 0.42483982169267
128 => 0.4275054260489
129 => 0.42787296785387
130 => 0.43165887687102
131 => 0.41130108991389
201 => 0.4436094206399
202 => 0.44918817685665
203 => 0.44813960190366
204 => 0.45434015464863
205 => 0.45251579473822
206 => 0.44987258346133
207 => 0.45970177845751
208 => 0.44843339956953
209 => 0.43243935438749
210 => 0.42366470487428
211 => 0.43521987118406
212 => 0.44227620802971
213 => 0.44693999781738
214 => 0.44835125778918
215 => 0.41288140696419
216 => 0.39376512461762
217 => 0.40601844243315
218 => 0.42096833584691
219 => 0.41121804250114
220 => 0.41160023554055
221 => 0.3976988795615
222 => 0.422198297391
223 => 0.41862893828578
224 => 0.43714677963775
225 => 0.43272734818414
226 => 0.44782792894821
227 => 0.44385143995746
228 => 0.46035762343557
301 => 0.46694238691206
302 => 0.47799922962569
303 => 0.48613268813529
304 => 0.49090881054039
305 => 0.49062207006597
306 => 0.50954744648973
307 => 0.49838781321493
308 => 0.48436868369817
309 => 0.484115121875
310 => 0.49137582770433
311 => 0.50659227524524
312 => 0.5105376787023
313 => 0.51274262099295
314 => 0.50936567512022
315 => 0.49725269301855
316 => 0.49202236876126
317 => 0.49647875656555
318 => 0.49102897722268
319 => 0.5004368253065
320 => 0.5133558101335
321 => 0.51068809085393
322 => 0.51960587643872
323 => 0.52883484634058
324 => 0.5420326877992
325 => 0.54548309227114
326 => 0.55118647965612
327 => 0.55705713874043
328 => 0.55894263621961
329 => 0.56254263594288
330 => 0.56252366216733
331 => 0.57337250364131
401 => 0.58533911174777
402 => 0.58985622928034
403 => 0.60024309197118
404 => 0.5824559536122
405 => 0.59594770238141
406 => 0.60811759749161
407 => 0.59360814683534
408 => 0.61360604429658
409 => 0.61438251733879
410 => 0.6261063384049
411 => 0.61422199974205
412 => 0.6071651173802
413 => 0.62753807234093
414 => 0.63739590350436
415 => 0.63442664453224
416 => 0.61183043714404
417 => 0.59867847524719
418 => 0.56425725413913
419 => 0.60503067742772
420 => 0.62489022253453
421 => 0.61177900571993
422 => 0.61839154084728
423 => 0.65446738838036
424 => 0.66820273538281
425 => 0.66534587922362
426 => 0.66582864088667
427 => 0.67323998481501
428 => 0.70610596529491
429 => 0.68641190796389
430 => 0.70146727687121
501 => 0.70945259025348
502 => 0.71686979434928
503 => 0.69865548532142
504 => 0.67495893689751
505 => 0.66745324529823
506 => 0.61047535360156
507 => 0.60750940689631
508 => 0.60584453113327
509 => 0.59534772494864
510 => 0.58710011060472
511 => 0.58054130146414
512 => 0.56332902765307
513 => 0.56913766479271
514 => 0.5417048928186
515 => 0.55925540816989
516 => 0.51547204171177
517 => 0.55193613032785
518 => 0.53209038471279
519 => 0.54541626914369
520 => 0.54536977638828
521 => 0.52083259817549
522 => 0.50668006586019
523 => 0.5156986102763
524 => 0.52536720578331
525 => 0.52693590287526
526 => 0.53947148932626
527 => 0.54296990205321
528 => 0.53236954816529
529 => 0.51456472875976
530 => 0.51870038222297
531 => 0.50659625697476
601 => 0.48538424305573
602 => 0.50061908177861
603 => 0.50582092554717
604 => 0.50811835609787
605 => 0.48725877662477
606 => 0.48070424387081
607 => 0.47721466563046
608 => 0.51187201899316
609 => 0.51377062704492
610 => 0.50405707981599
611 => 0.5479632343671
612 => 0.53802591935837
613 => 0.54912833492441
614 => 0.51832511501905
615 => 0.51950183950147
616 => 0.50491910155478
617 => 0.51308446038602
618 => 0.5073134479459
619 => 0.51242478008411
620 => 0.51548849149294
621 => 0.53006883655583
622 => 0.55210261444774
623 => 0.52789101921509
624 => 0.5173416804558
625 => 0.52388643089033
626 => 0.54131596375462
627 => 0.56772259824539
628 => 0.55208933914381
629 => 0.55902711406314
630 => 0.56054270924289
701 => 0.54901532275609
702 => 0.56814762942765
703 => 0.57840078800353
704 => 0.58891840711015
705 => 0.59805056108344
706 => 0.58471743875157
707 => 0.59898579087468
708 => 0.58748801776666
709 => 0.57717332667082
710 => 0.5771889697995
711 => 0.57071841340149
712 => 0.55818089503777
713 => 0.55586878429146
714 => 0.56789667638117
715 => 0.5775419067915
716 => 0.57833633416563
717 => 0.58367642931062
718 => 0.58683664261007
719 => 0.61781102904634
720 => 0.63026918350457
721 => 0.6455027789553
722 => 0.65143712290175
723 => 0.66929737060053
724 => 0.65487377004537
725 => 0.65175313333656
726 => 0.60843001446183
727 => 0.61552417275056
728 => 0.62688260465528
729 => 0.60861731082036
730 => 0.62020243566751
731 => 0.62248958471884
801 => 0.60799666312515
802 => 0.61573795875052
803 => 0.59517937270375
804 => 0.55255073544343
805 => 0.56819508728697
806 => 0.5797145960757
807 => 0.56327483668899
808 => 0.59274246908312
809 => 0.57552808657387
810 => 0.57007195375453
811 => 0.54878563437446
812 => 0.55883195773628
813 => 0.57241975393264
814 => 0.56402407563414
815 => 0.58144636872095
816 => 0.60612098208773
817 => 0.62370558097152
818 => 0.62505550812499
819 => 0.61374978911933
820 => 0.63186727597803
821 => 0.63199924209048
822 => 0.61156264290177
823 => 0.59904533969014
824 => 0.59620138206383
825 => 0.6033061458051
826 => 0.61193264059873
827 => 0.62553421854868
828 => 0.63375336723862
829 => 0.65518454792235
830 => 0.66098321093526
831 => 0.66735418354168
901 => 0.67586776767904
902 => 0.68609050827411
903 => 0.66372373383304
904 => 0.66461240747847
905 => 0.64378477680802
906 => 0.62152746645227
907 => 0.63841799059938
908 => 0.66050010406946
909 => 0.65543444284086
910 => 0.65486445247057
911 => 0.65582301817125
912 => 0.65200367503391
913 => 0.63472892757519
914 => 0.62605365754707
915 => 0.63724696918077
916 => 0.64319571615711
917 => 0.65242170393214
918 => 0.65128440620189
919 => 0.67504955991163
920 => 0.68428398002229
921 => 0.68192142019487
922 => 0.68235618806129
923 => 0.69907466457824
924 => 0.71766904888203
925 => 0.73508514352764
926 => 0.75280154303983
927 => 0.73144373194505
928 => 0.72059955263777
929 => 0.73178797762178
930 => 0.72585124183678
1001 => 0.7599654866076
1002 => 0.76232748289891
1003 => 0.79643926082155
1004 => 0.82881540002508
1005 => 0.80848052707012
1006 => 0.82765539636385
1007 => 0.84839458085506
1008 => 0.88840383255
1009 => 0.87493012412159
1010 => 0.86460947462536
1011 => 0.85485651072043
1012 => 0.87515088036716
1013 => 0.90125926270721
1014 => 0.90688275820028
1015 => 0.91599496923967
1016 => 0.90641459351991
1017 => 0.91795310083059
1018 => 0.95868910191434
1019 => 0.94768187483489
1020 => 0.93204984288201
1021 => 0.96420700341049
1022 => 0.97584455479795
1023 => 1.0575229850681
1024 => 1.1606453772519
1025 => 1.1179520297497
1026 => 1.0914508912494
1027 => 1.0976792874124
1028 => 1.1353360941246
1029 => 1.1474302652733
1030 => 1.1145541389804
1031 => 1.1261665425788
1101 => 1.1901520281125
1102 => 1.2244781882012
1103 => 1.1778586521824
1104 => 1.0492372012642
1105 => 0.93064234943841
1106 => 0.9620990445384
1107 => 0.95853283152896
1108 => 1.027277253383
1109 => 0.94741935610937
1110 => 0.94876395829247
1111 => 1.0189299419889
1112 => 1.0002108604882
1113 => 0.96988834581584
1114 => 0.93086373735243
1115 => 0.85872313926843
1116 => 0.79482619975603
1117 => 0.92014281272618
1118 => 0.91473893250144
1119 => 0.90691331312582
1120 => 0.92432838222579
1121 => 1.0088910144216
1122 => 1.006941572047
1123 => 0.99454021427376
1124 => 1.0039465348442
1125 => 0.96823937234094
1126 => 0.97744192115501
1127 => 0.93062356340797
1128 => 0.95178741641696
1129 => 0.96982328731788
1130 => 0.97344425542688
1201 => 0.98160248146765
1202 => 0.91189133317721
1203 => 0.94318959214783
1204 => 0.9615743870428
1205 => 0.87851121486278
1206 => 0.95993249519726
1207 => 0.91067781717878
1208 => 0.89396003967887
1209 => 0.91646832468279
1210 => 0.90769682412674
1211 => 0.90015560302844
1212 => 0.89594747208096
1213 => 0.91247507243908
1214 => 0.91170404012762
1215 => 0.88466167807275
1216 => 0.84938601915986
1217 => 0.86122568817505
1218 => 0.85692422542434
1219 => 0.84133516951603
1220 => 0.85184031096845
1221 => 0.80558098454244
1222 => 0.72599421777705
1223 => 0.77857167371086
1224 => 0.77654749885067
1225 => 0.77552681809715
1226 => 0.81503732309726
1227 => 0.81123929970394
1228 => 0.80434585005471
1229 => 0.84120856590732
1230 => 0.82775317874762
1231 => 0.86921951148587
]
'min_raw' => 0.37223307951654
'max_raw' => 1.2244781882012
'avg_raw' => 0.79835563385886
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.372233'
'max' => '$1.22'
'avg' => '$0.798355'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.20278298476464
'max_diff' => 0.80944196848509
'year' => 2029
]
4 => [
'items' => [
101 => 0.89653192010154
102 => 0.88960460981275
103 => 0.91529206212811
104 => 0.86149845023639
105 => 0.87936653028171
106 => 0.88304911681496
107 => 0.84075368571575
108 => 0.81186070330204
109 => 0.80993387077916
110 => 0.75983742097202
111 => 0.78659854009458
112 => 0.81014721747207
113 => 0.79886922845944
114 => 0.79529895405838
115 => 0.81353871167536
116 => 0.81495609705516
117 => 0.78263956018796
118 => 0.78935919153428
119 => 0.81738117129419
120 => 0.78865310954133
121 => 0.73283917825776
122 => 0.71899655161147
123 => 0.71714969004662
124 => 0.6796073887093
125 => 0.71992158211507
126 => 0.70232335634024
127 => 0.7579159407038
128 => 0.72616175466435
129 => 0.72479289517047
130 => 0.72272366327745
131 => 0.69040945366348
201 => 0.69748421189379
202 => 0.72100178576742
203 => 0.72939312106997
204 => 0.72851783604973
205 => 0.72088653682547
206 => 0.72438010653176
207 => 0.71312610126743
208 => 0.70915207777673
209 => 0.69660896649881
210 => 0.67817405804319
211 => 0.68073754513181
212 => 0.64421316772504
213 => 0.62431274841841
214 => 0.61880457463764
215 => 0.61143881445557
216 => 0.61963655684975
217 => 0.64410969875289
218 => 0.61458989735101
219 => 0.56398026842077
220 => 0.56702199335409
221 => 0.57385584618302
222 => 0.56112100664677
223 => 0.54906854977978
224 => 0.5595471831789
225 => 0.53810321622621
226 => 0.57644724713949
227 => 0.57541014856119
228 => 0.5897024321067
301 => 0.59863969031488
302 => 0.57804220361672
303 => 0.57286199141365
304 => 0.57581287571204
305 => 0.52704133143577
306 => 0.58571675642974
307 => 0.58622418394164
308 => 0.58187928151659
309 => 0.61312213392537
310 => 0.67905429739794
311 => 0.65424796538443
312 => 0.64464220385344
313 => 0.62638164416127
314 => 0.65071275574634
315 => 0.64884450600108
316 => 0.64039557214031
317 => 0.63528563057904
318 => 0.64470085458504
319 => 0.63411898013103
320 => 0.63221818470862
321 => 0.62070143253467
322 => 0.6165904759874
323 => 0.6135468874217
324 => 0.6101961954677
325 => 0.61758698697782
326 => 0.60083848107631
327 => 0.58064142483537
328 => 0.57896225814411
329 => 0.58359858501252
330 => 0.58154735550719
331 => 0.57895243764641
401 => 0.57399803276634
402 => 0.57252816667254
403 => 0.57730451839975
404 => 0.57191229577833
405 => 0.5798688139858
406 => 0.5777050812876
407 => 0.56561864632446
408 => 0.55055447338905
409 => 0.55042037065175
410 => 0.54717481930301
411 => 0.54304112168847
412 => 0.5418912215783
413 => 0.55866470190131
414 => 0.59338530418191
415 => 0.58656881916063
416 => 0.59149442816999
417 => 0.61572354944162
418 => 0.62342525849877
419 => 0.61795876783498
420 => 0.61047589825592
421 => 0.61080510654119
422 => 0.63637633711149
423 => 0.63797118339585
424 => 0.64200084543952
425 => 0.64718009994799
426 => 0.6188408172735
427 => 0.60947032887574
428 => 0.60503007161797
429 => 0.59135579785987
430 => 0.60610232976435
501 => 0.59751015713307
502 => 0.59866953477144
503 => 0.5979144885635
504 => 0.59832679484904
505 => 0.5764365292014
506 => 0.58441219148491
507 => 0.57115110603343
508 => 0.55339600124061
509 => 0.5533364799036
510 => 0.557682016648
511 => 0.55509712135156
512 => 0.54814123457257
513 => 0.54912928545867
514 => 0.54047292002047
515 => 0.55018032495142
516 => 0.55045869859008
517 => 0.54672081892574
518 => 0.56167641558561
519 => 0.56780373573976
520 => 0.56534338327155
521 => 0.56763111085179
522 => 0.58685207488785
523 => 0.58998593069519
524 => 0.59137778243391
525 => 0.58951288548904
526 => 0.56798243478995
527 => 0.568937401833
528 => 0.56193048730169
529 => 0.55601038289319
530 => 0.55624715602267
531 => 0.55929085924834
601 => 0.57258288974568
602 => 0.60055518431934
603 => 0.60161671245093
604 => 0.60290331551337
605 => 0.59767005426351
606 => 0.59609165259499
607 => 0.59817397181581
608 => 0.6086788949443
609 => 0.63570040928957
610 => 0.62614920141369
611 => 0.61838392073719
612 => 0.62519616539512
613 => 0.62414747372617
614 => 0.61529546067424
615 => 0.61504701415042
616 => 0.598057170944
617 => 0.5917764127506
618 => 0.58652774109759
619 => 0.58079632867255
620 => 0.5773985552683
621 => 0.58261907947762
622 => 0.58381307513172
623 => 0.57239830770889
624 => 0.57084251708818
625 => 0.58016406257053
626 => 0.57606199794599
627 => 0.58028107313863
628 => 0.58125993477388
629 => 0.58110231550551
630 => 0.57681928891837
701 => 0.57954916234332
702 => 0.57309219787888
703 => 0.56607121882849
704 => 0.5615922716168
705 => 0.55768379612846
706 => 0.55985244549132
707 => 0.55212160649246
708 => 0.54964835550568
709 => 0.57862434265105
710 => 0.60002921589969
711 => 0.59971798056539
712 => 0.5978234155111
713 => 0.59500847613891
714 => 0.60847296459605
715 => 0.60378220604852
716 => 0.60719512481784
717 => 0.60806385588438
718 => 0.61069324317774
719 => 0.61163302313164
720 => 0.6087923553918
721 => 0.59925872749857
722 => 0.57550183321877
723 => 0.56444293480101
724 => 0.56079331412263
725 => 0.56092597090267
726 => 0.55726670470315
727 => 0.55834452259572
728 => 0.55689188362557
729 => 0.55414093684721
730 => 0.55968258227972
731 => 0.56032120529182
801 => 0.55902771903014
802 => 0.55933238186965
803 => 0.54862286807816
804 => 0.54943708915188
805 => 0.54490340274716
806 => 0.54405339120068
807 => 0.53259262676279
808 => 0.51228822129668
809 => 0.52353883292123
810 => 0.50994967615417
811 => 0.50480325657716
812 => 0.52916560642228
813 => 0.52672030220423
814 => 0.52253500433112
815 => 0.51634407648429
816 => 0.51404780112442
817 => 0.50009635895032
818 => 0.49927203331862
819 => 0.50618674478073
820 => 0.50299584336166
821 => 0.49851460928042
822 => 0.48228403369356
823 => 0.46403549297504
824 => 0.46458630171309
825 => 0.47039082298949
826 => 0.48726825144694
827 => 0.48067394816614
828 => 0.475889705475
829 => 0.47499376063276
830 => 0.486208386121
831 => 0.50207943072354
901 => 0.50952576975644
902 => 0.50214667392351
903 => 0.49366996594938
904 => 0.49418590388648
905 => 0.49761820783776
906 => 0.49797889445287
907 => 0.49246142898137
908 => 0.49401456319286
909 => 0.49165521030404
910 => 0.47717586598038
911 => 0.47691398055606
912 => 0.47336051594807
913 => 0.47325291845197
914 => 0.46720758870049
915 => 0.46636180527886
916 => 0.454358436132
917 => 0.46225909005401
918 => 0.45695974620607
919 => 0.44897238503839
920 => 0.44759536096246
921 => 0.44755396595593
922 => 0.45575519993387
923 => 0.46216325385999
924 => 0.45705193056115
925 => 0.45588818132485
926 => 0.46831397855231
927 => 0.46673268259146
928 => 0.46536329048763
929 => 0.50065835275452
930 => 0.47271955686222
1001 => 0.46053664716246
1002 => 0.44545798293721
1003 => 0.45036767204218
1004 => 0.45140221567493
1005 => 0.41514074634671
1006 => 0.40042947275633
1007 => 0.39538111804276
1008 => 0.39247571853184
1009 => 0.39379974557268
1010 => 0.38055787388104
1011 => 0.38945663065816
1012 => 0.37799028908076
1013 => 0.37606791960061
1014 => 0.39657115874815
1015 => 0.39942406469735
1016 => 0.38725268158968
1017 => 0.39506867991274
1018 => 0.39223449027029
1019 => 0.37818684659671
1020 => 0.37765032993585
1021 => 0.370601716139
1022 => 0.3595720004275
1023 => 0.35453112438057
1024 => 0.35190579236843
1025 => 0.35298905552334
1026 => 0.35244132452382
1027 => 0.34886700925242
1028 => 0.35264620009123
1029 => 0.34299192916753
1030 => 0.33914752069597
1031 => 0.33741109057896
1101 => 0.32884236945508
1102 => 0.34247901529076
1103 => 0.34516560631032
1104 => 0.34785749074413
1105 => 0.37128850691285
1106 => 0.37011795956042
1107 => 0.38069913754666
1108 => 0.38028797242765
1109 => 0.37727004906226
1110 => 0.36453792680796
1111 => 0.36961272381026
1112 => 0.35399328743572
1113 => 0.36569643118596
1114 => 0.36035560511332
1115 => 0.36389069251841
1116 => 0.35753428661807
1117 => 0.36105218409289
1118 => 0.34580269670702
1119 => 0.33156293995217
1120 => 0.33729343375473
1121 => 0.34352313587958
1122 => 0.35703071738482
1123 => 0.34898571327543
1124 => 0.35187900096845
1125 => 0.34218697152733
1126 => 0.32218954639896
1127 => 0.32230272965347
1128 => 0.31922656146506
1129 => 0.31656830302236
1130 => 0.34990977877401
1201 => 0.34576323921356
1202 => 0.33915627110966
1203 => 0.3479999604672
1204 => 0.35033837230156
1205 => 0.35040494359906
1206 => 0.35685707106566
1207 => 0.36030057265119
1208 => 0.36090750473063
1209 => 0.37106006670677
1210 => 0.37446307156564
1211 => 0.38847956696805
1212 => 0.36000841560007
1213 => 0.35942207097361
1214 => 0.3481244093126
1215 => 0.34095925367823
1216 => 0.34861501364895
1217 => 0.35539697186755
1218 => 0.34833514365909
1219 => 0.34925726933979
1220 => 0.33977734194249
1221 => 0.34316596991498
1222 => 0.34608471282237
1223 => 0.34447315454469
1224 => 0.3420605738027
1225 => 0.35484092863406
1226 => 0.35411981092786
1227 => 0.3660211711659
1228 => 0.3752991325459
1229 => 0.39192689797283
1230 => 0.37457495792481
1231 => 0.37394258426175
]
'min_raw' => 0.31656830302236
'max_raw' => 0.91529206212811
'avg_raw' => 0.61593018257523
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.316568'
'max' => '$0.915292'
'avg' => '$0.61593'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.055664776494182
'max_diff' => -0.30918612607308
'year' => 2030
]
5 => [
'items' => [
101 => 0.38012413825413
102 => 0.37446212520193
103 => 0.37804032200487
104 => 0.39135039514917
105 => 0.39163161602097
106 => 0.38692080408568
107 => 0.3866341507513
108 => 0.38753891371411
109 => 0.39283813864703
110 => 0.39098642662673
111 => 0.39312927465623
112 => 0.39580893892957
113 => 0.40689316651822
114 => 0.40956553626437
115 => 0.40307306324608
116 => 0.4036592608665
117 => 0.40123089773529
118 => 0.39888512937784
119 => 0.40415807407342
120 => 0.41379448414459
121 => 0.41373453653767
122 => 0.41596999636913
123 => 0.41736266932458
124 => 0.41138429750087
125 => 0.40749259727445
126 => 0.40898492277658
127 => 0.4113711837531
128 => 0.40821109050311
129 => 0.3887055310666
130 => 0.39462227177968
131 => 0.39363743681118
201 => 0.39223491205602
202 => 0.39818424059582
203 => 0.39761041334467
204 => 0.38042205934736
205 => 0.38152240200279
206 => 0.38048897482868
207 => 0.38382818944752
208 => 0.37428179665415
209 => 0.37721820278145
210 => 0.3790598891774
211 => 0.38014465661312
212 => 0.38406358042291
213 => 0.38360373994588
214 => 0.38403499609322
215 => 0.38984572554562
216 => 0.41923440111432
217 => 0.42083396188307
218 => 0.41295713964589
219 => 0.41610377476619
220 => 0.41006292342867
221 => 0.41411818740174
222 => 0.41689269601957
223 => 0.4043552250829
224 => 0.40361283742154
225 => 0.39754705334169
226 => 0.40080646212263
227 => 0.39562050839237
228 => 0.39689296004082
301 => 0.39333507430143
302 => 0.39973856026435
303 => 0.40689865257201
304 => 0.40870757464954
305 => 0.40394907945348
306 => 0.40050361533142
307 => 0.39445451533951
308 => 0.40451430343904
309 => 0.40745609204582
310 => 0.40449885147584
311 => 0.40381359421879
312 => 0.40251503295492
313 => 0.40408909012962
314 => 0.40744007043329
315 => 0.40585981000497
316 => 0.40690359985848
317 => 0.40292574928832
318 => 0.4113862765907
319 => 0.42482363008366
320 => 0.42486683337237
321 => 0.42328656442585
322 => 0.42263995242031
323 => 0.42426140425817
324 => 0.42514097536477
325 => 0.430384453285
326 => 0.43601091400278
327 => 0.46226715115551
328 => 0.45489450482905
329 => 0.4781906004215
330 => 0.4966147874157
331 => 0.50213939550321
401 => 0.4970570160156
402 => 0.47967047033323
403 => 0.47881740345516
404 => 0.50480024311486
405 => 0.49745890082155
406 => 0.49658567151572
407 => 0.48729598704586
408 => 0.49278734111735
409 => 0.49158630142861
410 => 0.48969040152306
411 => 0.50016752256043
412 => 0.51977975784333
413 => 0.51672300705211
414 => 0.51444128438506
415 => 0.5044434398575
416 => 0.51046437536251
417 => 0.5083204355526
418 => 0.51753216155379
419 => 0.5120753391354
420 => 0.49740328293327
421 => 0.49973985624319
422 => 0.49938668788792
423 => 0.50665486761342
424 => 0.50447314046714
425 => 0.49896067064714
426 => 0.51971272535526
427 => 0.5183652023515
428 => 0.52027568188418
429 => 0.521116734058
430 => 0.53374814406661
501 => 0.5389228285871
502 => 0.54009757256885
503 => 0.54501312263885
504 => 0.53997526920515
505 => 0.56013027486859
506 => 0.5735321775576
507 => 0.58909917718649
508 => 0.61184674765933
509 => 0.62040004458392
510 => 0.61885496805208
511 => 0.63610191637016
512 => 0.66709429911963
513 => 0.62511941471188
514 => 0.66931906991622
515 => 0.65532596938809
516 => 0.62214857976101
517 => 0.62001234700476
518 => 0.64248046045762
519 => 0.69231257362031
520 => 0.67983019446421
521 => 0.69233299032092
522 => 0.67774781482896
523 => 0.67702353793227
524 => 0.691624620902
525 => 0.72574084712435
526 => 0.70953350687373
527 => 0.68629631042159
528 => 0.70345429467103
529 => 0.68859046081768
530 => 0.65509808302096
531 => 0.67982064942411
601 => 0.66328937332848
602 => 0.66811407854416
603 => 0.70286036205544
604 => 0.6986795972961
605 => 0.70408989402308
606 => 0.69454086191208
607 => 0.68562056017625
608 => 0.66897015455602
609 => 0.66404079030695
610 => 0.66540308924545
611 => 0.66404011521925
612 => 0.65472436629986
613 => 0.65271263120768
614 => 0.64935965125124
615 => 0.65039887994351
616 => 0.64409429667651
617 => 0.6559923478947
618 => 0.65820073104606
619 => 0.66685914050753
620 => 0.66775808530099
621 => 0.69187163240643
622 => 0.67859029587245
623 => 0.68750056307487
624 => 0.6867035449096
625 => 0.62286763439687
626 => 0.63166365963652
627 => 0.64534751456463
628 => 0.63918295646754
629 => 0.6304677136027
630 => 0.62342968770758
701 => 0.61276635880138
702 => 0.62777478946577
703 => 0.64750927982077
704 => 0.66825858454326
705 => 0.69318751461903
706 => 0.68762366763085
707 => 0.66779255553569
708 => 0.66868216473765
709 => 0.6741813787758
710 => 0.66705939694011
711 => 0.66495898545916
712 => 0.67389281449233
713 => 0.67395433686293
714 => 0.66575963604072
715 => 0.65665272569125
716 => 0.65661456740436
717 => 0.65499408066999
718 => 0.67803609581907
719 => 0.69070687434057
720 => 0.69215955867808
721 => 0.69060909711028
722 => 0.69120580823211
723 => 0.683832961392
724 => 0.70068510291867
725 => 0.71615029448761
726 => 0.71200529278151
727 => 0.70579134597735
728 => 0.7008416380436
729 => 0.7108392988963
730 => 0.7103941187963
731 => 0.71601521953079
801 => 0.71576021393242
802 => 0.71387004917571
803 => 0.71200536028524
804 => 0.71939864096107
805 => 0.71726949485888
806 => 0.71513704160472
807 => 0.71086008014123
808 => 0.71144139023693
809 => 0.70522851635829
810 => 0.70235415662027
811 => 0.65913068271376
812 => 0.64757995811819
813 => 0.65121405121264
814 => 0.65241048901852
815 => 0.64738359887187
816 => 0.65459086804003
817 => 0.65346762277456
818 => 0.65783751302601
819 => 0.65510739531549
820 => 0.65521944029863
821 => 0.66324813436282
822 => 0.66557889840616
823 => 0.66439345300215
824 => 0.66522369832843
825 => 0.68435635144795
826 => 0.68163630000216
827 => 0.68019132688422
828 => 0.68059159431301
829 => 0.68548039739376
830 => 0.68684899533761
831 => 0.68105014967982
901 => 0.68378491881476
902 => 0.69542921869747
903 => 0.69950406464612
904 => 0.7125090168772
905 => 0.70698428202485
906 => 0.71712517195127
907 => 0.74829481030096
908 => 0.7731952741896
909 => 0.75029577854241
910 => 0.79602230941896
911 => 0.83162697278763
912 => 0.83026040650487
913 => 0.82405190989584
914 => 0.78351694724956
915 => 0.74621607028021
916 => 0.77741983774397
917 => 0.77749938256435
918 => 0.77481895126596
919 => 0.75817102267845
920 => 0.77423963943759
921 => 0.77551510788329
922 => 0.77480118472813
923 => 0.76203725691323
924 => 0.74254909830803
925 => 0.74635703785143
926 => 0.75259452050337
927 => 0.74078566456805
928 => 0.7370120195729
929 => 0.74402794358422
930 => 0.76663471257449
1001 => 0.76236103384898
1002 => 0.76224943082616
1003 => 0.78053404073574
1004 => 0.76744620610627
1005 => 0.74640506816378
1006 => 0.74109190333479
1007 => 0.72223374756856
1008 => 0.73525914292674
1009 => 0.73572790371702
1010 => 0.72859402779566
1011 => 0.74698394287777
1012 => 0.7468144765728
1013 => 0.76427296396563
1014 => 0.79764703475229
1015 => 0.78777667978239
1016 => 0.77629853084397
1017 => 0.77754652388812
1018 => 0.7912339272732
1019 => 0.78295821073355
1020 => 0.78593421610155
1021 => 0.79122942273264
1022 => 0.79442415236576
1023 => 0.77708685145801
1024 => 0.77304469727745
1025 => 0.76477586842735
1026 => 0.76261868532536
1027 => 0.76935347388899
1028 => 0.76757909504607
1029 => 0.73568850618773
1030 => 0.73235576221447
1031 => 0.73245797271407
1101 => 0.72407762952997
1102 => 0.71129559466141
1103 => 0.74488601912035
1104 => 0.74218823793861
1105 => 0.73921009630565
1106 => 0.73957490166264
1107 => 0.75415536643516
1108 => 0.74569796053598
1109 => 0.76818336026051
1110 => 0.76356103805013
1111 => 0.75882017071668
1112 => 0.75816483844084
1113 => 0.75634000898925
1114 => 0.75008198981063
1115 => 0.74252505560379
1116 => 0.73753531307001
1117 => 0.68033734033794
1118 => 0.69095295137171
1119 => 0.70316524422267
1120 => 0.70738087877713
1121 => 0.7001697441587
1122 => 0.75036672935775
1123 => 0.7595382022638
1124 => 0.731757212591
1125 => 0.72656052371355
1126 => 0.7507074234154
1127 => 0.73614389105675
1128 => 0.74270184878611
1129 => 0.72852713118632
1130 => 0.75732906301281
1201 => 0.75710964054873
1202 => 0.74590503854709
1203 => 0.75537509143307
1204 => 0.75372943669757
1205 => 0.74107946863344
1206 => 0.75773008956378
1207 => 0.75773834806403
1208 => 0.74695416224651
1209 => 0.73436059417348
1210 => 0.73210916164882
1211 => 0.73041300967889
1212 => 0.74228469937752
1213 => 0.75292881923949
1214 => 0.77273488740154
1215 => 0.77771460351805
1216 => 0.79715076703926
1217 => 0.785577477992
1218 => 0.79070776712747
1219 => 0.79627742170772
1220 => 0.79894771893076
1221 => 0.79459661290187
1222 => 0.82478897509438
1223 => 0.8273381355335
1224 => 0.82819284697859
1225 => 0.81801215232268
1226 => 0.82705499199838
1227 => 0.8228241467815
1228 => 0.83383163067318
1229 => 0.83555774469801
1230 => 0.83409578752727
1231 => 0.8346436833636
]
'min_raw' => 0.37428179665415
'max_raw' => 0.83555774469801
'avg_raw' => 0.60491977067608
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.374281'
'max' => '$0.835557'
'avg' => '$0.604919'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.057713493631784
'max_diff' => -0.079734317430101
'year' => 2031
]
6 => [
'items' => [
101 => 0.80887982852996
102 => 0.80754383674168
103 => 0.78932749391075
104 => 0.79675078826276
105 => 0.78287329527943
106 => 0.78727399125846
107 => 0.78921377611465
108 => 0.7882005425876
109 => 0.7971704901876
110 => 0.78954420228837
111 => 0.76941717464449
112 => 0.74928466340539
113 => 0.74903191612637
114 => 0.74373138128546
115 => 0.73990006543686
116 => 0.74063811279253
117 => 0.74323908793895
118 => 0.73974889203303
119 => 0.74049370228698
120 => 0.75286251514734
121 => 0.75534299235614
122 => 0.74691336161561
123 => 0.71306717780246
124 => 0.70476123939799
125 => 0.71073138320921
126 => 0.70787803899395
127 => 0.57131282508385
128 => 0.60339679639158
129 => 0.58433359010924
130 => 0.59311879262009
131 => 0.57366019539916
201 => 0.58294685790545
202 => 0.58123195043515
203 => 0.63282202686425
204 => 0.63201651878064
205 => 0.63240207287372
206 => 0.61399857145493
207 => 0.64331584892459
208 => 0.65775859402134
209 => 0.65508562628514
210 => 0.65575835467752
211 => 0.64419865204078
212 => 0.63251399606351
213 => 0.61955391432904
214 => 0.64363214427716
215 => 0.64095505613602
216 => 0.64709533314588
217 => 0.66271178641466
218 => 0.66501136847962
219 => 0.668102030095
220 => 0.66699424791416
221 => 0.69338611376558
222 => 0.69018988467183
223 => 0.69789187716989
224 => 0.68204829424981
225 => 0.66411977628905
226 => 0.66752740142598
227 => 0.6671992197229
228 => 0.66302108997331
229 => 0.65924926125217
301 => 0.65297022913764
302 => 0.67283801586992
303 => 0.67203142001143
304 => 0.68508926939529
305 => 0.68278116767951
306 => 0.66736709953324
307 => 0.66791761599258
308 => 0.67162010375084
309 => 0.68443445615645
310 => 0.68823862841807
311 => 0.68647638425643
312 => 0.69064748547424
313 => 0.6939441538073
314 => 0.69106149626048
315 => 0.73187384813677
316 => 0.71492571421049
317 => 0.7231861167618
318 => 0.72515617409717
319 => 0.72010991365846
320 => 0.72120426685458
321 => 0.7228619137533
322 => 0.7329268211218
323 => 0.75934005036114
324 => 0.77103828979031
325 => 0.80623302029395
326 => 0.77006691385307
327 => 0.7679209667671
328 => 0.77426060050984
329 => 0.79492363305605
330 => 0.8116690801548
331 => 0.81722451102547
401 => 0.8179587529252
402 => 0.82838111055664
403 => 0.83435501158552
404 => 0.82711556220497
405 => 0.82098088685689
406 => 0.79900724122401
407 => 0.80155075053827
408 => 0.81907300743667
409 => 0.84382422736144
410 => 0.86506334898242
411 => 0.85762614884887
412 => 0.91436673602277
413 => 0.91999233347655
414 => 0.91921505780578
415 => 0.93203100600663
416 => 0.9065939587504
417 => 0.89571912822878
418 => 0.82230727329867
419 => 0.84293301010338
420 => 0.87291372985608
421 => 0.86894566917488
422 => 0.84717286910353
423 => 0.86504683236115
424 => 0.85913714113767
425 => 0.8544759224764
426 => 0.87582986878538
427 => 0.85235032764689
428 => 0.87267950347231
429 => 0.84660712519782
430 => 0.85766012135262
501 => 0.85138590616188
502 => 0.85544609232918
503 => 0.83171032695839
504 => 0.84451756979933
505 => 0.8311775035499
506 => 0.83117117862157
507 => 0.83087669591974
508 => 0.84657122470329
509 => 0.84708302272347
510 => 0.83548474223931
511 => 0.83381324882235
512 => 0.83999363605001
513 => 0.83275802125239
514 => 0.83614351987578
515 => 0.83286056455683
516 => 0.83212150216492
517 => 0.82623252728505
518 => 0.82369539498607
519 => 0.82469026993434
520 => 0.82129424884268
521 => 0.81924802329551
522 => 0.83046965015565
523 => 0.82447438760341
524 => 0.82955079018535
525 => 0.82376558875015
526 => 0.80371156008346
527 => 0.79217827612974
528 => 0.7542980749878
529 => 0.76504085304141
530 => 0.77216332600516
531 => 0.76980934873313
601 => 0.77486660278173
602 => 0.775177077107
603 => 0.7735329122632
604 => 0.77162918000464
605 => 0.77070254842417
606 => 0.77760890104998
607 => 0.78161827120641
608 => 0.77287816145347
609 => 0.77083047602549
610 => 0.77966720954039
611 => 0.78505761187967
612 => 0.82485731414746
613 => 0.82190882365212
614 => 0.82930895618339
615 => 0.82847581482466
616 => 0.836232332651
617 => 0.84891096114804
618 => 0.82313176441327
619 => 0.82760614158887
620 => 0.82650912763387
621 => 0.83848603834205
622 => 0.83852342894996
623 => 0.83134267268934
624 => 0.83523547715269
625 => 0.83306262049475
626 => 0.83698926615483
627 => 0.82186944476394
628 => 0.84028375513418
629 => 0.85072348252216
630 => 0.85086843814707
701 => 0.85581678607417
702 => 0.86084459415709
703 => 0.87049503394245
704 => 0.86057544862926
705 => 0.84273108030299
706 => 0.84401938605918
707 => 0.83355723943849
708 => 0.83373311001333
709 => 0.83279429910163
710 => 0.83561174131801
711 => 0.82248771489192
712 => 0.82556789766219
713 => 0.82125562374628
714 => 0.82759676754755
715 => 0.82077474504601
716 => 0.82650859862053
717 => 0.82898313974303
718 => 0.83811424975813
719 => 0.8194260726725
720 => 0.78131961451654
721 => 0.78933005401707
722 => 0.77748198478934
723 => 0.77857856870515
724 => 0.78079384273511
725 => 0.77361341481143
726 => 0.77498321417798
727 => 0.77493427530548
728 => 0.77451254654117
729 => 0.77264463991693
730 => 0.76993580575773
731 => 0.7807269673128
801 => 0.78256059594059
802 => 0.78663652524164
803 => 0.7987637261123
804 => 0.79755193276623
805 => 0.7995284179905
806 => 0.79521376184342
807 => 0.77877871322908
808 => 0.77967121544024
809 => 0.76854169856565
810 => 0.78635191847259
811 => 0.78213422331521
812 => 0.77941504780952
813 => 0.77867309557981
814 => 0.79083035743576
815 => 0.7944680007248
816 => 0.79220126554023
817 => 0.78755212554546
818 => 0.79647984873028
819 => 0.79886853082413
820 => 0.79940326865374
821 => 0.81522148241612
822 => 0.80028733108462
823 => 0.80388212974281
824 => 0.83192772269347
825 => 0.8064942399145
826 => 0.81996692297687
827 => 0.81930750524942
828 => 0.82619967401339
829 => 0.81874214624345
830 => 0.81883459123792
831 => 0.82495437018437
901 => 0.81636024436203
902 => 0.81423221794895
903 => 0.81129236470051
904 => 0.81771142671612
905 => 0.82155936408527
906 => 0.85257091328208
907 => 0.87260578836168
908 => 0.87173602159625
909 => 0.87968406169712
910 => 0.87610339683597
911 => 0.86454048546768
912 => 0.88427696522654
913 => 0.87803151722145
914 => 0.87854638436677
915 => 0.8785272209859
916 => 0.88267989792275
917 => 0.87973734572574
918 => 0.87393727329866
919 => 0.8777876320538
920 => 0.88922182102814
921 => 0.92471389444825
922 => 0.94457572894157
923 => 0.9235181870725
924 => 0.93804339748207
925 => 0.92933344709799
926 => 0.92775059001462
927 => 0.93687349555645
928 => 0.94601236953675
929 => 0.94543026277264
930 => 0.93879590954931
1001 => 0.93504833175394
1002 => 0.9634262463512
1003 => 0.9843346104213
1004 => 0.98290880016317
1005 => 0.98920186294422
1006 => 1.0076784899065
1007 => 1.0093677611193
1008 => 1.0091549517739
1009 => 1.0049679168158
1010 => 1.0231605555533
1011 => 1.0383371748572
1012 => 1.003998739198
1013 => 1.0170743659739
1014 => 1.022944436104
1015 => 1.0315634406263
1016 => 1.0461051459683
1017 => 1.0619012949665
1018 => 1.0641350436308
1019 => 1.0625500920587
1020 => 1.0521321071711
1021 => 1.0694164418923
1022 => 1.0795411998044
1023 => 1.08557026144
1024 => 1.100858958608
1025 => 1.0229806876587
1026 => 0.96785457667961
1027 => 0.95924583841954
1028 => 0.97675204619332
1029 => 0.98136829357387
1030 => 0.97950749004305
1031 => 0.91745804028934
1101 => 0.95891916090801
1102 => 1.0035278405437
1103 => 1.005241441603
1104 => 1.0275734793521
1105 => 1.0348457062644
1106 => 1.0528259237795
1107 => 1.0517012562785
1108 => 1.0560791531157
1109 => 1.0550727504474
1110 => 1.0883773172127
1111 => 1.1251172001309
1112 => 1.1238450148111
1113 => 1.118563221955
1114 => 1.1264075850258
1115 => 1.1643270814824
1116 => 1.1608360618963
1117 => 1.1642272900599
1118 => 1.2089365134315
1119 => 1.2670648636274
1120 => 1.2400584089704
1121 => 1.298654644678
1122 => 1.3355378690029
1123 => 1.3993235916763
1124 => 1.3913373050463
1125 => 1.4161686188018
1126 => 1.3770401851903
1127 => 1.287193392457
1128 => 1.2729747935873
1129 => 1.3014407885968
1130 => 1.3714216596564
1201 => 1.2992368419263
1202 => 1.3138397365394
1203 => 1.3096341019085
1204 => 1.3094100015118
1205 => 1.3179630021711
1206 => 1.3055564286202
1207 => 1.2550098160737
1208 => 1.2781750307307
1209 => 1.2692298288667
1210 => 1.2791551972438
1211 => 1.3327183168419
1212 => 1.3090367848823
1213 => 1.2840902146943
1214 => 1.3153787497971
1215 => 1.3552198068902
1216 => 1.3527266251386
1217 => 1.3478888104713
1218 => 1.375159318451
1219 => 1.4202022081243
1220 => 1.432377120206
1221 => 1.4413643913996
1222 => 1.442603584256
1223 => 1.455368040831
1224 => 1.3867303407698
1225 => 1.4956601335081
1226 => 1.5144692995892
1227 => 1.510933955926
1228 => 1.5318395524145
1229 => 1.5256885956038
1230 => 1.5167768242407
1231 => 1.5499166414227
]
'min_raw' => 0.57131282508385
'max_raw' => 1.5499166414227
'avg_raw' => 1.0606147332533
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.571312'
'max' => '$1.54'
'avg' => '$1.06'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.1970310284297
'max_diff' => 0.71435889672474
'year' => 2032
]
7 => [
'items' => [
101 => 1.5119245152688
102 => 1.457999475269
103 => 1.4284151318087
104 => 1.4673741817781
105 => 1.4911651141109
106 => 1.5068894069955
107 => 1.5116475685214
108 => 1.392058490039
109 => 1.3276066094514
110 => 1.3689195259658
111 => 1.4193241353785
112 => 1.3864503406195
113 => 1.3877389311357
114 => 1.3408695388907
115 => 1.4234710365976
116 => 1.4114366931696
117 => 1.4738708881622
118 => 1.4589704664615
119 => 1.5098831287965
120 => 1.4964761185345
121 => 1.5521278685559
122 => 1.5743288583504
123 => 1.6116077755235
124 => 1.6390302987486
125 => 1.6551333288956
126 => 1.6541665633665
127 => 1.7179747913068
128 => 1.6803493085801
129 => 1.6330828346299
130 => 1.63222793324
131 => 1.6567079098699
201 => 1.7080112251325
202 => 1.7213134283473
203 => 1.7287475452243
204 => 1.7173619364436
205 => 1.6765221715864
206 => 1.6588877681834
207 => 1.6739127908006
208 => 1.6555384792547
209 => 1.6872576959043
210 => 1.7308149552232
211 => 1.7218205534179
212 => 1.751887490137
213 => 1.7830036065072
214 => 1.8275010504288
215 => 1.8391343300055
216 => 1.8583636987717
217 => 1.8781570357508
218 => 1.8845141221431
219 => 1.896651772554
220 => 1.8965878011451
221 => 1.9331654276165
222 => 1.9735116823293
223 => 1.9887414594655
224 => 2.0237614922152
225 => 1.9637909133796
226 => 2.0092792863188
227 => 2.0503109373578
228 => 2.0013913114527
301 => 2.0688156189519
302 => 2.0714335520253
303 => 2.1109612332807
304 => 2.0708923557409
305 => 2.0470995841621
306 => 2.1157884242065
307 => 2.1490247902258
308 => 2.1390137262943
309 => 2.0628290354682
310 => 2.0184862776923
311 => 1.9024327275135
312 => 2.0399031708405
313 => 2.1068610137173
314 => 2.0626556308309
315 => 2.0849502546852
316 => 2.2065824933783
317 => 2.2528921747683
318 => 2.2432600847683
319 => 2.2448877494206
320 => 2.2698756129185
321 => 2.380685560736
322 => 2.3142856714493
323 => 2.3650458988526
324 => 2.3919689404377
325 => 2.4169765618993
326 => 2.3555657473295
327 => 2.2756711798781
328 => 2.2503652166204
329 => 2.0582602766958
330 => 2.0482603803032
331 => 2.0426471354302
401 => 2.0072564205151
402 => 1.9794490129246
403 => 1.9573355299857
404 => 1.8993031471091
405 => 1.9188873727715
406 => 1.8263958667658
407 => 1.8855686546105
408 => 1.7379499777399
409 => 1.8608911983504
410 => 1.7939798814235
411 => 1.8389090311658
412 => 1.838752277595
413 => 1.7560234681194
414 => 1.7083072173202
415 => 1.7387138694737
416 => 1.7713122142654
417 => 1.7766011860338
418 => 1.8188657909601
419 => 1.8306609337204
420 => 1.7949211004942
421 => 1.7348909087756
422 => 1.748834553169
423 => 1.7080246498116
424 => 1.6365068639081
425 => 1.6878721863247
426 => 1.7054105657716
427 => 1.7131565132747
428 => 1.6428269847118
429 => 1.620727919909
430 => 1.6089625632371
501 => 1.7258122497986
502 => 1.7322135394017
503 => 1.6994636367411
504 => 1.84749630224
505 => 1.8139919508869
506 => 1.8514245201137
507 => 1.7475693135906
508 => 1.7515367223394
509 => 1.7023700032179
510 => 1.7299000806046
511 => 1.7104427092435
512 => 1.7276759224092
513 => 1.7380054393256
514 => 1.7871640906723
515 => 1.8614525111842
516 => 1.7798214274577
517 => 1.7442535952994
518 => 1.7663196783293
519 => 1.8250845652724
520 => 1.9141163771104
521 => 1.8614077525701
522 => 1.8847989450906
523 => 1.8899088800546
524 => 1.8510434916979
525 => 1.9155493994161
526 => 1.9501186394073
527 => 1.985579526542
528 => 2.0163692212496
529 => 1.9714156684188
530 => 2.0195224137864
531 => 1.9807568690039
601 => 1.9459801678255
602 => 1.946032909726
603 => 1.9242169770703
604 => 1.8819458585654
605 => 1.8741504157578
606 => 1.9147032936989
607 => 1.9472228614358
608 => 1.9499013287928
609 => 1.9679058324077
610 => 1.9785607121859
611 => 2.0829930186183
612 => 2.1249965561748
613 => 2.1763576868126
614 => 2.1963657417508
615 => 2.2565828138299
616 => 2.2079526375345
617 => 2.1974311929949
618 => 2.0513642729851
619 => 2.0752827229539
620 => 2.1135784691411
621 => 2.0519957557346
622 => 2.0910558130043
623 => 2.0987670957145
624 => 2.0499031986979
625 => 2.0760035173788
626 => 2.0066888091675
627 => 1.8629633824079
628 => 1.9157094069022
629 => 1.9545482350498
630 => 1.8991204384902
701 => 1.9984726184714
702 => 1.9404331259716
703 => 1.9220373932362
704 => 1.8502690812829
705 => 1.8841409619092
706 => 1.9299531654549
707 => 1.901646549904
708 => 1.9603870274318
709 => 2.0435792091244
710 => 2.1028669119786
711 => 2.1074182856254
712 => 2.0693002646577
713 => 2.1303846365243
714 => 2.1308295694861
715 => 2.0619261484835
716 => 2.0197231867753
717 => 2.0101345850794
718 => 2.0340887920719
719 => 2.0631736215513
720 => 2.1090322912414
721 => 2.1367437248921
722 => 2.2090004468446
723 => 2.2285510440423
724 => 2.250031222992
725 => 2.2787353663106
726 => 2.3132020499558
727 => 2.2377909083294
728 => 2.2407871335702
729 => 2.170565322626
730 => 2.0955232468058
731 => 2.1524708282265
801 => 2.2269222155148
802 => 2.2098429850094
803 => 2.2079212226806
804 => 2.2111530938653
805 => 2.1982759118197
806 => 2.1400328946783
807 => 2.1107836160905
808 => 2.1485226477556
809 => 2.1685792635145
810 => 2.199685325436
811 => 2.1958508467348
812 => 2.2759767216973
813 => 2.307111213827
814 => 2.2991456784202
815 => 2.3006115286363
816 => 2.35697903946
817 => 2.4196713043587
818 => 2.4783908834093
819 => 2.5381229612841
820 => 2.4661136100233
821 => 2.4295517023724
822 => 2.4672742583569
823 => 2.4472581391681
824 => 2.5622766971934
825 => 2.5702403325989
826 => 2.6852505734733
827 => 2.7944089872279
828 => 2.7258485433248
829 => 2.7904979538952
830 => 2.8604215623709
831 => 2.9953155478172
901 => 2.9498879991465
902 => 2.9150912088052
903 => 2.8822084100696
904 => 2.9506322942412
905 => 3.0386585281297
906 => 3.0576185358045
907 => 3.0883409915181
908 => 3.0560400858984
909 => 3.0949429688892
910 => 3.2322872406399
911 => 3.1951756060414
912 => 3.1424711189187
913 => 3.2508912307817
914 => 3.2901280477924
915 => 3.5655125780543
916 => 3.9131969230774
917 => 3.7692533212193
918 => 3.679902882515
919 => 3.7009023550313
920 => 3.8278649079759
921 => 3.8686412503917
922 => 3.7577970952574
923 => 3.7969491247416
924 => 4.0126806565424
925 => 4.1284137018574
926 => 3.971232681298
927 => 3.5375764794644
928 => 3.1377256565055
929 => 3.2437841002714
930 => 3.2317603641251
1001 => 3.4635369819883
1002 => 3.1942905058299
1003 => 3.1988239259673
1004 => 3.4353934388323
1005 => 3.3722807486281
1006 => 3.27004627336
1007 => 3.1384720813144
1008 => 2.8952450181785
1009 => 2.6798120254706
1010 => 3.102325735426
1011 => 3.0841061759614
1012 => 3.0577215538692
1013 => 3.1164376752211
1014 => 3.4015464936438
1015 => 3.394973812572
1016 => 3.3531617690044
1017 => 3.384875835536
1018 => 3.2644866441617
1019 => 3.2955136799898
1020 => 3.1376623180923
1021 => 3.2090177261252
1022 => 3.2698269240919
1023 => 3.2820352708793
1024 => 3.3095412995649
1025 => 3.0745052960267
1026 => 3.1800295613209
1027 => 3.2420151808946
1028 => 2.9619618966042
1029 => 3.2364794279042
1030 => 3.0704138421131
1031 => 3.0140486880742
1101 => 3.0899369424432
1102 => 3.0603632159118
1103 => 3.0349374624676
1104 => 3.0207494551759
1105 => 3.0764734137035
1106 => 3.0738738244337
1107 => 2.9826986127282
1108 => 2.8637642658356
1109 => 2.9036825365396
1110 => 2.889179854557
1111 => 2.836620264169
1112 => 2.8720390820214
1113 => 2.7160725332531
1114 => 2.447740192533
1115 => 2.6250087560546
1116 => 2.6181841091901
1117 => 2.6147428127679
1118 => 2.7479552389111
1119 => 2.735149937871
1120 => 2.7119081910934
1121 => 2.8361934112631
1122 => 2.790827634029
1123 => 2.930634269943
1124 => 3.0227199624821
1125 => 2.9993640521941
1126 => 3.085971091116
1127 => 2.904602172873
1128 => 2.9648456522554
1129 => 2.9772617498622
1130 => 2.8346597509385
1201 => 2.737245043487
1202 => 2.730748593109
1203 => 2.5618449149618
1204 => 2.6520718964852
1205 => 2.7314679063796
1206 => 2.6934433790194
1207 => 2.6814059496076
1208 => 2.7429025658725
1209 => 2.7476813796392
1210 => 2.6387239193229
1211 => 2.6613796255567
1212 => 2.7558576867493
1213 => 2.6589990208203
1214 => 2.4708184546936
1215 => 2.4241470724943
1216 => 2.4179202497846
1217 => 2.2913437597061
1218 => 2.4272658774207
1219 => 2.367932230552
1220 => 2.555366510084
1221 => 2.4483050548455
1222 => 2.4436898494912
1223 => 2.4367132896948
1224 => 2.3277636758752
1225 => 2.3516167171925
1226 => 2.430907859452
1227 => 2.4591998322889
1228 => 2.4562487477327
1229 => 2.4305192895978
1230 => 2.4422981037758
1231 => 2.4043544392976
]
'min_raw' => 1.3276066094514
'max_raw' => 4.1284137018574
'avg_raw' => 2.7280101556544
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$1.32'
'max' => '$4.12'
'avg' => '$2.72'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.75629378436755
'max_diff' => 2.5784970604346
'year' => 2033
]
8 => [
'items' => [
101 => 2.3909557416412
102 => 2.3486657662357
103 => 2.2865111852933
104 => 2.2951541609896
105 => 2.172009672512
106 => 2.1049140194168
107 => 2.0863428269466
108 => 2.0615086522318
109 => 2.0891479130618
110 => 2.1716608196485
111 => 2.0721327482153
112 => 1.9014988508256
113 => 1.9117542388047
114 => 1.9347950507418
115 => 1.8918586501272
116 => 1.8512229503245
117 => 1.8865523944244
118 => 1.8142525626735
119 => 1.9435321399924
120 => 1.9400354897277
121 => 1.9882229215568
122 => 2.0183555115851
123 => 1.9489096471116
124 => 1.9314441999981
125 => 1.9413933124343
126 => 1.7769566457864
127 => 1.9747849377409
128 => 1.9764957650247
129 => 1.9618466231473
130 => 2.0671840813498
131 => 2.2894789737342
201 => 2.2058426934279
202 => 2.1734561977733
203 => 2.1118894458596
204 => 2.1939234873126
205 => 2.1876245528594
206 => 2.1591383824621
207 => 2.1419098577236
208 => 2.1736539428097
209 => 2.1379764142852
210 => 2.1315677498092
211 => 2.0927382157808
212 => 2.0788778387639
213 => 2.068616167418
214 => 2.0573190755573
215 => 2.0822376451422
216 => 2.0257688881519
217 => 1.9576731029222
218 => 1.9520116751869
219 => 1.9676433749218
220 => 1.9607275114323
221 => 1.9519785646933
222 => 1.9352744427346
223 => 1.9303186865766
224 => 1.9464224898991
225 => 1.928242234858
226 => 1.9550681915009
227 => 1.9477730156419
228 => 1.9070227563157
301 => 1.856232845517
302 => 1.8557807087755
303 => 1.844838105806
304 => 1.8309010556931
305 => 1.8270240871882
306 => 1.8835770471842
307 => 2.0006399818883
308 => 1.9776577267272
309 => 1.9942647613973
310 => 2.0759549353878
311 => 2.1019217851902
312 => 2.083491130259
313 => 2.058262113036
314 => 2.0593720617544
315 => 2.1455872509484
316 => 2.1509643865448
317 => 2.164550673467
318 => 2.1820128916463
319 => 2.0864650215237
320 => 2.0548717656641
321 => 2.0399011283107
322 => 1.9937973596279
323 => 2.0435163215138
324 => 2.0145472116011
325 => 2.0184561342541
326 => 2.0159104432484
327 => 2.0173005626763
328 => 1.9434960037158
329 => 1.9703865059476
330 => 1.9256758304885
331 => 1.8658132550577
401 => 1.8656125747143
402 => 1.8802638552438
403 => 1.8715487002802
404 => 1.8480964423603
405 => 1.8514277249063
406 => 1.8222421844633
407 => 1.8549713779374
408 => 1.8559099340955
409 => 1.8433074118368
410 => 1.8937312501419
411 => 1.9143899378375
412 => 1.9060946877146
413 => 1.9138079209754
414 => 1.9786127431879
415 => 1.9891787568411
416 => 1.9938714821542
417 => 1.9875838519016
418 => 1.9149924341616
419 => 1.9182121722209
420 => 1.8945878706714
421 => 1.8746278253297
422 => 1.8754261224667
423 => 1.8856881803966
424 => 1.9305031892383
425 => 2.0248137333566
426 => 2.0283927495658
427 => 2.0327306216186
428 => 2.0150863159401
429 => 2.0097646245142
430 => 2.0167853091501
501 => 2.0522033909081
502 => 2.1433083131051
503 => 2.1111057489075
504 => 2.0849245629521
505 => 2.107892521432
506 => 2.1043567842528
507 => 2.0745116042204
508 => 2.0736739494194
509 => 2.016391506856
510 => 1.9952154920984
511 => 1.9775192291697
512 => 1.9581953720243
513 => 1.9467395417669
514 => 1.964340903624
515 => 1.9683665433339
516 => 1.9298808580142
517 => 1.9246354013146
518 => 1.9560636427179
519 => 1.9422332454392
520 => 1.9564581520177
521 => 1.9597584523629
522 => 1.9592270279949
523 => 1.944786504825
524 => 1.9539904636709
525 => 1.9322203571682
526 => 1.9085486361107
527 => 1.8934475528764
528 => 1.8802698548864
529 => 1.8875816076235
530 => 1.8615165441889
531 => 1.8531778058101
601 => 1.9508723695095
602 => 2.0230403941079
603 => 2.0219910424485
604 => 2.0156033840937
605 => 2.0061126194675
606 => 2.0515090823613
607 => 2.0356938624201
608 => 2.0472007563332
609 => 2.0501297437769
610 => 2.0589949066144
611 => 2.0621634403423
612 => 2.0525859307284
613 => 2.0204426386697
614 => 1.940344610952
615 => 1.9030587628289
616 => 1.8907538119033
617 => 1.891201073499
618 => 1.8788636020255
619 => 1.8824975403012
620 => 1.8775998665933
621 => 1.8683248574651
622 => 1.8870089019461
623 => 1.8891620640187
624 => 1.8848009847791
625 => 1.8858281768134
626 => 1.849720303351
627 => 1.8524655065481
628 => 1.8371798663028
629 => 1.8343139930279
630 => 1.7956732255605
701 => 1.7272155049232
702 => 1.765147727508
703 => 1.7193309367032
704 => 1.7019794237878
705 => 1.7841187872156
706 => 1.7758742733187
707 => 1.7617632493314
708 => 1.740890103859
709 => 1.7331480511624
710 => 1.6861097898138
711 => 1.6833305183939
712 => 1.7066439508582
713 => 1.6958856039422
714 => 1.6807768103675
715 => 1.6260542915938
716 => 1.5645280624889
717 => 1.5663851526055
718 => 1.5859555013476
719 => 1.6428589297363
720 => 1.6206257758255
721 => 1.6044953675672
722 => 1.6014746269787
723 => 1.6392855197924
724 => 1.6927958547508
725 => 1.7179017066871
726 => 1.6930225698943
727 => 1.6644427571347
728 => 1.6661822779113
729 => 1.6777545303188
730 => 1.678970610424
731 => 1.6603680903697
801 => 1.6656045908001
802 => 1.6576498678107
803 => 1.6088317475079
804 => 1.6079487825156
805 => 1.5959680284947
806 => 1.5956052560245
807 => 1.5752230046959
808 => 1.5723713868391
809 => 1.531901189712
810 => 1.5585387960161
811 => 1.5406716882444
812 => 1.5137417424078
813 => 1.5090990095951
814 => 1.5089594434405
815 => 1.536610476389
816 => 1.5582156775969
817 => 1.5409824942337
818 => 1.5370588324331
819 => 1.578953275327
820 => 1.5736218255924
821 => 1.5690048245064
822 => 1.6880045911618
823 => 1.5938069901865
824 => 1.5527314595502
825 => 1.501892690356
826 => 1.5184460499569
827 => 1.5219340860443
828 => 1.3996760105093
829 => 1.350075924491
830 => 1.3330550441093
831 => 1.3232592868097
901 => 1.3277233364185
902 => 1.2830774414922
903 => 1.3130802212576
904 => 1.274420650075
905 => 1.2679392471571
906 => 1.3370673494335
907 => 1.3466861210248
908 => 1.3056494530984
909 => 1.3320016371402
910 => 1.3224459688839
911 => 1.2750833574633
912 => 1.2732744540828
913 => 1.2495095605482
914 => 1.2123221039567
915 => 1.1953264384217
916 => 1.186474948248
917 => 1.1901272456058
918 => 1.1882805322995
919 => 1.1762294788113
920 => 1.188971284579
921 => 1.1564212361201
922 => 1.1434595445502
923 => 1.137605049177
924 => 1.1087150076589
925 => 1.1546919111741
926 => 1.1637499403683
927 => 1.1728258166783
928 => 1.2518251235924
929 => 1.2478785414687
930 => 1.2835537218036
1001 => 1.2821674498982
1002 => 1.2719923105671
1003 => 1.2290650714583
1004 => 1.2461751038626
1005 => 1.1935130836116
1006 => 1.232971049853
1007 => 1.2149640818645
1008 => 1.2268828758627
1009 => 1.2054518095796
1010 => 1.2173126465277
1011 => 1.165897935121
1012 => 1.117887601034
1013 => 1.1372083609796
1014 => 1.1582122366374
1015 => 1.2037539907516
1016 => 1.1766296977125
1017 => 1.1863846191725
1018 => 1.1537072652358
1019 => 1.0862845502399
1020 => 1.0866661554847
1021 => 1.0762946396662
1022 => 1.067332135733
1023 => 1.1797452490572
1024 => 1.165764901427
1025 => 1.1434890471809
1026 => 1.1733061632965
1027 => 1.1811902820588
1028 => 1.1814147318362
1029 => 1.203168530063
1030 => 1.2147785360762
1031 => 1.2168248499567
1101 => 1.2510549214884
1102 => 1.2625283899603
1103 => 1.30978598281
1104 => 1.2137935081806
1105 => 1.2118166063352
1106 => 1.1737257512675
1107 => 1.1495679287911
1108 => 1.1753798580404
1109 => 1.1982457036756
1110 => 1.1744362568297
1111 => 1.1775452679429
1112 => 1.1455830308556
1113 => 1.1570080266513
1114 => 1.1668487721437
1115 => 1.1614152908951
1116 => 1.1532811064824
1117 => 1.1963709650922
1118 => 1.1939396663989
1119 => 1.234065933368
1120 => 1.2653472279272
1121 => 1.3214088999776
1122 => 1.2629056226319
1123 => 1.260773530676
1124 => 1.2816150715436
1125 => 1.262525199229
1126 => 1.2745893395719
1127 => 1.3194651804575
1128 => 1.320413336261
1129 => 1.3045305049228
1130 => 1.3035640331924
1201 => 1.30661450469
1202 => 1.3244812115314
1203 => 1.3182380351726
1204 => 1.3254627969129
1205 => 1.3344974720987
1206 => 1.3718687192899
1207 => 1.3808788004679
1208 => 1.3589889743968
1209 => 1.360965380601
1210 => 1.3527779847612
1211 => 1.3448690629678
1212 => 1.3626471641542
1213 => 1.3951369935018
1214 => 1.3949348759596
1215 => 1.4024718848562
1216 => 1.4071673789589
1217 => 1.3870108809586
1218 => 1.3738897419354
1219 => 1.3789212215567
1220 => 1.3869666670425
1221 => 1.3763121920195
1222 => 1.3105478365446
1223 => 1.3304965409524
1224 => 1.3271761010971
1225 => 1.3224473909639
1226 => 1.3425059675047
1227 => 1.3405712688641
1228 => 1.2826195333096
1229 => 1.2863294153959
1230 => 1.2828451435268
1231 => 1.2941035387507
]
'min_raw' => 1.067332135733
'max_raw' => 2.3909557416412
'avg_raw' => 1.7291439386871
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$1.06'
'max' => '$2.39'
'avg' => '$1.72'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.2602744737184
'max_diff' => -1.7374579602161
'year' => 2034
]
9 => [
'items' => [
101 => 1.26191720894
102 => 1.2718175072116
103 => 1.2780268814779
104 => 1.2816842506235
105 => 1.2948971758588
106 => 1.2933467915854
107 => 1.2948008017955
108 => 1.3143920818364
109 => 1.4134780533681
110 => 1.4188710841777
111 => 1.3923138280629
112 => 1.4029229280621
113 => 1.3825557760188
114 => 1.3962283816335
115 => 1.4055828311485
116 => 1.3633118725473
117 => 1.3608088607152
118 => 1.3403576461904
119 => 1.35134697046
120 => 1.3338621653867
121 => 1.3381523249592
122 => 1.3261566647852
123 => 1.3477464647863
124 => 1.3718872159033
125 => 1.3779861229826
126 => 1.3619425242015
127 => 1.3503259013594
128 => 1.329930938402
129 => 1.3638482163315
130 => 1.3737666620084
131 => 1.3637961189588
201 => 1.3614857262735
202 => 1.3571075363097
203 => 1.3624145799713
204 => 1.3737126440231
205 => 1.3683846856588
206 => 1.371903896025
207 => 1.358492295103
208 => 1.3870175535982
209 => 1.4323225290657
210 => 1.43246819197
211 => 1.427140204886
212 => 1.4249601073643
213 => 1.4304269454418
214 => 1.4333924808374
215 => 1.4510712327333
216 => 1.4700412378703
217 => 1.5585659745826
218 => 1.5337085827513
219 => 1.6122529955226
220 => 1.6743714283093
221 => 1.6929980301921
222 => 1.6758624329092
223 => 1.6172424802513
224 => 1.6143663057126
225 => 1.7019692636893
226 => 1.6772174155912
227 => 1.6742732620197
228 => 1.6429524422445
301 => 1.6614669258906
302 => 1.6574175367261
303 => 1.651025377827
304 => 1.6863497228938
305 => 1.7524737434326
306 => 1.7421676947245
307 => 1.7344747074477
308 => 1.7007662765959
309 => 1.7210662810193
310 => 1.7138378382651
311 => 1.7448958156203
312 => 1.7264977578535
313 => 1.6770298959977
314 => 1.6849078160465
315 => 1.6837170842793
316 => 1.7082222596719
317 => 1.7008664142749
318 => 1.6822807374084
319 => 1.752247738719
320 => 1.7477044708308
321 => 1.7541457859606
322 => 1.7569814520851
323 => 1.799569132826
324 => 1.8170159429717
325 => 1.8209766743242
326 => 1.837549794578
327 => 1.8205643199946
328 => 1.8885183287664
329 => 1.9337037793734
330 => 1.9861890054754
331 => 2.0628840275092
401 => 2.0917220652626
402 => 2.0865127318617
403 => 2.1446620222596
404 => 2.2491550045185
405 => 2.1076337511449
406 => 2.2566559745877
407 => 2.20947725919
408 => 2.097617373691
409 => 2.0904149158063
410 => 2.1661677289862
411 => 2.3341801776812
412 => 2.2920949648645
413 => 2.3342490140128
414 => 2.2850740765372
415 => 2.2826321264126
416 => 2.3318606970601
417 => 2.4468859356876
418 => 2.3922417564723
419 => 2.3138959262646
420 => 2.3717452680938
421 => 2.3216308144975
422 => 2.2087089243927
423 => 2.2920627830954
424 => 2.2363264315622
425 => 2.252593262047
426 => 2.3697427828134
427 => 2.3556470425356
428 => 2.3738882356854
429 => 2.341693007231
430 => 2.3116175871331
501 => 2.2554795820903
502 => 2.2388598863674
503 => 2.2434529723512
504 => 2.238857610262
505 => 2.2074489123755
506 => 2.2006662070574
507 => 2.1893614010366
508 => 2.1928652331292
509 => 2.1716088904726
510 => 2.2117240008501
511 => 2.2191697188294
512 => 2.2483621508395
513 => 2.251393005973
514 => 2.3326935135931
515 => 2.2879145601955
516 => 2.3179561481634
517 => 2.3152689457732
518 => 2.1000417165986
519 => 2.1296981298129
520 => 2.1758342020793
521 => 2.1550499640593
522 => 2.1256659142616
523 => 2.1019367185769
524 => 2.0659845606798
525 => 2.11658653252
526 => 2.18312274457
527 => 2.2530804741121
528 => 2.3371301023448
529 => 2.3183712037688
530 => 2.2515092247759
531 => 2.2545086043109
601 => 2.2730495883834
602 => 2.2490373293834
603 => 2.2419556454294
604 => 2.2720766737547
605 => 2.2722841007226
606 => 2.2446550947647
607 => 2.2139505106973
608 => 2.2138218573689
609 => 2.2083582732052
610 => 2.2860460360225
611 => 2.3287664504532
612 => 2.3336642771203
613 => 2.3284367876947
614 => 2.330448640903
615 => 2.3055905730258
616 => 2.362408744762
617 => 2.4145507178818
618 => 2.4005755552349
619 => 2.3796247997408
620 => 2.3629365138646
621 => 2.3966443254439
622 => 2.3951433696553
623 => 2.4140953032343
624 => 2.4132355340555
625 => 2.4068627116111
626 => 2.4005757828285
627 => 2.4255027448094
628 => 2.4183241800737
629 => 2.4111344650441
630 => 2.3967143908621
701 => 2.3986743184355
702 => 2.3777271803847
703 => 2.3680360758465
704 => 2.2223051158042
705 => 2.1833610413843
706 => 2.1956136399766
707 => 2.1996475135717
708 => 2.182699002476
709 => 2.2069988136719
710 => 2.2032117138369
711 => 2.2179451039157
712 => 2.2087403214439
713 => 2.2091180889273
714 => 2.2361873915102
715 => 2.2440457252111
716 => 2.2400489132663
717 => 2.2428481433498
718 => 2.3073552191414
719 => 2.298184375784
720 => 2.2933125480321
721 => 2.294662077614
722 => 2.3111450185261
723 => 2.3157593420463
724 => 2.2962081290485
725 => 2.3054285941225
726 => 2.3446881641561
727 => 2.3584267917686
728 => 2.4022738961925
729 => 2.3836468669131
730 => 2.4178375853143
731 => 2.522928197205
801 => 2.6068818497004
802 => 2.5296746013342
803 => 2.6838447927089
804 => 2.8038884010946
805 => 2.7992809274616
806 => 2.7783485476809
807 => 2.6416820910583
808 => 2.515919580092
809 => 2.6211252606736
810 => 2.6213934515891
811 => 2.6123561903249
812 => 2.5562265367708
813 => 2.6104030000493
814 => 2.6147033309643
815 => 2.6122962892022
816 => 2.5692618154252
817 => 2.503556128068
818 => 2.5163948621004
819 => 2.5374249703486
820 => 2.4976105880947
821 => 2.484887480526
822 => 2.5085421581664
823 => 2.5847624581713
824 => 2.5703534519695
825 => 2.5699771745862
826 => 2.631625013487
827 => 2.5874984652703
828 => 2.5165567996519
829 => 2.4986430934776
830 => 2.4350615046774
831 => 2.4789775345316
901 => 2.4805579942638
902 => 2.4565056335236
903 => 2.5185085161658
904 => 2.5179371486869
905 => 2.5767996578445
906 => 2.6893226676049
907 => 2.6560440766977
908 => 2.6173446961731
909 => 2.6215523918535
910 => 2.6677004279903
911 => 2.6397982718848
912 => 2.6498320817611
913 => 2.6676852406173
914 => 2.6784564946243
915 => 2.6200025741621
916 => 2.6063741691281
917 => 2.5784952353488
918 => 2.5712221419108
919 => 2.593928951761
920 => 2.5879465096089
921 => 2.4804251627432
922 => 2.4691885837526
923 => 2.4695331935881
924 => 2.441278281446
925 => 2.3981827584735
926 => 2.5114352197454
927 => 2.5023394621381
928 => 2.4922984496953
929 => 2.4935284164263
930 => 2.5426874713824
1001 => 2.5141727369161
1002 => 2.5899838319678
1003 => 2.5743993499153
1004 => 2.5584151847038
1005 => 2.556205686182
1006 => 2.5500531462804
1007 => 2.5289537976987
1008 => 2.5034750664121
1009 => 2.4866518010867
1010 => 2.2938048425856
1011 => 2.3295961163443
1012 => 2.3707707143263
1013 => 2.3849840205529
1014 => 2.3606711767215
1015 => 2.5299138169617
1016 => 2.5608360781963
1017 => 2.4671705319076
1018 => 2.4496495325361
1019 => 2.5310624907636
1020 => 2.481960524623
1021 => 2.5040711369696
1022 => 2.4562800869347
1023 => 2.5533878109744
1024 => 2.5526480128171
1025 => 2.5148709148883
1026 => 2.5467998593713
1027 => 2.5412514195347
1028 => 2.4986011690139
1029 => 2.5547398999898
1030 => 2.5547677440999
1031 => 2.5184081086883
1101 => 2.4759480146753
1102 => 2.4683571527284
1103 => 2.4626384579402
1104 => 2.502664688614
1105 => 2.5385520818774
1106 => 2.6053296235013
1107 => 2.6221190840608
1108 => 2.6876494663621
1109 => 2.6486293143181
1110 => 2.6659264423236
1111 => 2.6847049216018
1112 => 2.6937080151235
1113 => 2.6790379573626
1114 => 2.780833614458
1115 => 2.7894282868552
1116 => 2.7923100061664
1117 => 2.7579850833406
1118 => 2.7884736486581
1119 => 2.7742090586212
1120 => 2.81132155908
1121 => 2.8171412730281
1122 => 2.8122121823564
1123 => 2.8140594514215
1124 => 2.727194816075
1125 => 2.7226904264848
1126 => 2.6612727548059
1127 => 2.6863009099915
1128 => 2.6395119735026
1129 => 2.6543492272427
1130 => 2.6608893473168
1201 => 2.6574731597386
1202 => 2.6877159643338
1203 => 2.6620034022311
1204 => 2.5941437233056
1205 => 2.5262655560559
1206 => 2.5254134009584
1207 => 2.5075422776708
1208 => 2.4946247287933
1209 => 2.4971131069818
1210 => 2.5058824762822
1211 => 2.4941150371077
1212 => 2.4966262168799
1213 => 2.5383285330015
1214 => 2.5466916350924
1215 => 2.5182705465127
1216 => 2.4041557747215
1217 => 2.3761517234888
1218 => 2.3962804801704
1219 => 2.3866602309345
1220 => 1.9262210775579
1221 => 2.0343944268532
1222 => 1.9701214959218
1223 => 1.9997414195503
1224 => 1.9341354004641
1225 => 1.9654460314781
1226 => 1.959664101211
1227 => 2.1336036457958
1228 => 2.1308878190531
1229 => 2.1321877415965
1230 => 2.0701390516716
1231 => 2.1689842995275
]
'min_raw' => 1.26191720894
'max_raw' => 2.8171412730281
'avg_raw' => 2.0395292409841
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$1.26'
'max' => '$2.81'
'avg' => '$2.03'
'bar_min_pct' => 61.631153054958
'bar_max_pct' => 60.119598047091
'min_diff' => 0.19458507320701
'max_diff' => 0.4261855313869
'year' => 2035
]
10 => [
'items' => [
101 => 2.2176790229815
102 => 2.2086669256382
103 => 2.2109350763815
104 => 2.1719607318691
105 => 2.1325650984451
106 => 2.0888692780333
107 => 2.1700507113917
108 => 2.1610247218156
109 => 2.1817270944548
110 => 2.2343790569564
111 => 2.2421322584401
112 => 2.2525526398594
113 => 2.2488176748939
114 => 2.3377996932332
115 => 2.32702338369
116 => 2.3529911891332
117 => 2.2995734431545
118 => 2.2391261931206
119 => 2.2506152391826
120 => 2.2495087516577
121 => 2.2354218954993
122 => 2.2227049116253
123 => 2.2015347164631
124 => 2.2685203465556
125 => 2.265800852304
126 => 2.3098263031716
127 => 2.3020443770903
128 => 2.2500747701593
129 => 2.2519308748378
130 => 2.2644140708142
131 => 2.3076185546192
201 => 2.3204445869981
202 => 2.3145030577712
203 => 2.328566216744
204 => 2.339681164195
205 => 2.3299620830151
206 => 2.4675637767935
207 => 2.4104219599801
208 => 2.4382724839047
209 => 2.4449146697559
210 => 2.4279008503682
211 => 2.4315905385742
212 => 2.4371794108264
213 => 2.4711139487287
214 => 2.5601679952219
215 => 2.5996094262024
216 => 2.718270917313
217 => 2.5963343644107
218 => 2.5890991539851
219 => 2.6104736717678
220 => 2.6801405286442
221 => 2.7365989726674
222 => 2.7553294957157
223 => 2.7578050435438
224 => 2.7929447499639
225 => 2.8130861743673
226 => 2.7886778653385
227 => 2.7679943790931
228 => 2.6939086986909
229 => 2.7024843179261
301 => 2.7615618304239
302 => 2.8450122964753
303 => 2.9166214778886
304 => 2.8915464383896
305 => 3.0828512895476
306 => 3.1018183841297
307 => 3.0991977449381
308 => 3.1424076090782
309 => 3.0566448282959
310 => 3.0199795779358
311 => 2.7724663835869
312 => 2.8420074952669
313 => 2.9430895851002
314 => 2.9297109914724
315 => 2.8563024759035
316 => 2.9165657909468
317 => 2.8966408543854
318 => 2.880925230233
319 => 2.9529215510986
320 => 2.873758638861
321 => 2.9422998744941
322 => 2.8543950308264
323 => 2.8916609790578
324 => 2.8705070244906
325 => 2.8841962256267
326 => 2.8041694355009
327 => 2.8473499489123
328 => 2.8023729841786
329 => 2.8023516592412
330 => 2.8013587902518
331 => 2.8542739898026
401 => 2.8559995525602
402 => 2.8168951401418
403 => 2.8112595833865
404 => 2.8320971904255
405 => 2.8077018099608
406 => 2.8191162549375
407 => 2.8080475418711
408 => 2.8055557414171
409 => 2.7857006514545
410 => 2.7771465327715
411 => 2.7805008231196
412 => 2.7690509009064
413 => 2.7621519086112
414 => 2.7999864070392
415 => 2.7797729607684
416 => 2.7968884064966
417 => 2.7773831959479
418 => 2.7097696381706
419 => 2.6708843660925
420 => 2.5431686232312
421 => 2.5793886494758
422 => 2.6034025643483
423 => 2.5954659656262
424 => 2.6125168507372
425 => 2.6135636366015
426 => 2.6080202200387
427 => 2.6016016538146
428 => 2.5984774507457
429 => 2.6217627008098
430 => 2.6352805722174
501 => 2.6058126819704
502 => 2.5989087675852
503 => 2.6287024315917
504 => 2.6468765494244
505 => 2.7810640243468
506 => 2.7711229827847
507 => 2.7960730462746
508 => 2.7932640520156
509 => 2.8194156934099
510 => 2.8621625745812
511 => 2.7752462129439
512 => 2.7903318879825
513 => 2.7866332288421
514 => 2.827014219496
515 => 2.8271402845411
516 => 2.802929863464
517 => 2.8160547254991
518 => 2.8087287875729
519 => 2.8219677475655
520 => 2.7709902141139
521 => 2.8330753471732
522 => 2.8682736169403
523 => 2.8687623449501
524 => 2.885446045469
525 => 2.9023976514509
526 => 2.9349347829594
527 => 2.9014902085127
528 => 2.8413266748466
529 => 2.8456702876503
530 => 2.8103964298749
531 => 2.8109893897968
601 => 2.8078241232624
602 => 2.8173233264024
603 => 2.7730747550166
604 => 2.7834598062781
605 => 2.7689206736972
606 => 2.7903002827477
607 => 2.7672993575854
608 => 2.7866314452367
609 => 2.7949745333982
610 => 2.8257607083278
611 => 2.7627522145168
612 => 2.634273630336
613 => 2.6612813863831
614 => 2.621334793776
615 => 2.6250320030092
616 => 2.6325009540667
617 => 2.6082916400006
618 => 2.6129100142012
619 => 2.6127450133758
620 => 2.6113231254027
621 => 2.605025347806
622 => 2.5958923243135
623 => 2.6322754789113
624 => 2.6384576858498
625 => 2.6521999660605
626 => 2.6930876704901
627 => 2.6890020246191
628 => 2.6956658825465
629 => 2.681118718107
630 => 2.6257068042453
701 => 2.6287159377627
702 => 2.591191994582
703 => 2.6512403944681
704 => 2.6370201407749
705 => 2.6278522507107
706 => 2.6253507069668
707 => 2.666339764107
708 => 2.6786043324282
709 => 2.670961876495
710 => 2.65528697641
711 => 2.6853874184414
712 => 2.6934410268933
713 => 2.69524393282
714 => 2.7485761449123
715 => 2.698224611029
716 => 2.7103447256859
717 => 2.8049024003998
718 => 2.7191516375015
719 => 2.7645757290789
720 => 2.7623524561718
721 => 2.7855898843553
722 => 2.760446308811
723 => 2.7607579935642
724 => 2.7813912555515
725 => 2.7524155603187
726 => 2.745240770693
727 => 2.7353288502118
728 => 2.7569711659621
729 => 2.7699447554566
730 => 2.8745023587309
731 => 2.942051338852
801 => 2.9391188594772
802 => 2.9659162315917
803 => 2.9538437700183
804 => 2.9148586070434
805 => 2.9814015265074
806 => 2.960344562515
807 => 2.9620804730423
808 => 2.9620158623658
809 => 2.976016902589
810 => 2.9660958824144
811 => 2.9465405332784
812 => 2.9595222866448
813 => 2.9980734530814
814 => 3.1177374565947
815 => 3.1847030182979
816 => 3.1137060456957
817 => 3.1626788067094
818 => 3.1333126008801
819 => 3.127975887712
820 => 3.1587344006872
821 => 3.1895467523676
822 => 3.187584138771
823 => 3.1652159536828
824 => 3.1525807334982
825 => 3.2482588538456
826 => 3.3187528630833
827 => 3.3139456442511
828 => 3.335163144785
829 => 3.3974583825852
830 => 3.4031538784203
831 => 3.4024363768546
901 => 3.3883194961637
902 => 3.4496572478368
903 => 3.5008262794176
904 => 3.3850518461597
905 => 3.4291372347457
906 => 3.4489285860244
907 => 3.477988161531
908 => 3.5270165363609
909 => 3.5802743555603
910 => 3.5878055951374
911 => 3.5824618202545
912 => 3.5473368568454
913 => 3.6056121981114
914 => 3.6397485263001
915 => 3.6600759285404
916 => 3.7116228384648
917 => 3.4490508106722
918 => 3.263189278724
919 => 3.2341643166372
920 => 3.2931877183909
921 => 3.3087517187306
922 => 3.3024778897092
923 => 3.0932738377104
924 => 3.2330629005992
925 => 3.3834641784694
926 => 3.3892417040808
927 => 3.4645357285251
928 => 3.4890545492904
929 => 3.5496761079814
930 => 3.5458842129798
1001 => 3.5606445978214
1002 => 3.5572514409605
1003 => 3.6695401130603
1004 => 3.7934111934156
1005 => 3.7891219317888
1006 => 3.7713139984116
1007 => 3.7977618161806
1008 => 3.9256100459389
1009 => 3.9138398296689
1010 => 3.9252735921906
1011 => 4.0760138602861
1012 => 4.2719976513634
1013 => 4.1809435039571
1014 => 4.3785048037037
1015 => 4.5028591696197
1016 => 4.71791718699
1017 => 4.6909908640322
1018 => 4.7747113720258
1019 => 4.6427871262445
1020 => 4.3398623916416
1021 => 4.2919233928414
1022 => 4.3878984824482
1023 => 4.6238438751343
1024 => 4.3804677223742
1025 => 4.4297024011038
1026 => 4.4155228103174
1027 => 4.4147672401838
1028 => 4.4436042790583
1029 => 4.401774650132
1030 => 4.2313532168798
1031 => 4.3094563554395
1101 => 4.2792969828208
1102 => 4.3127610552714
1103 => 4.4933528526539
1104 => 4.4135089142604
1105 => 4.3293998111576
1106 => 4.4348912917526
1107 => 4.5692181973557
1108 => 4.5608122610117
1109 => 4.5445012310956
1110 => 4.6364456527151
1111 => 4.7883109000427
1112 => 4.8293594661514
1113 => 4.8596606784518
1114 => 4.8638387036849
1115 => 4.9068749602135
1116 => 4.6754581623259
1117 => 5.0427225637785
1118 => 5.106138980435
1119 => 5.0942193224447
1120 => 5.1647040005877
1121 => 5.1439656202543
1122 => 5.1139189609035
1123 => 5.2256521682811
1124 => 5.0975590624276
1125 => 4.9157470251421
1126 => 4.8160013456529
1127 => 4.9473545026587
1128 => 5.0275672920487
1129 => 5.0805828433439
1130 => 5.0966253171329
1201 => 4.6934223895868
1202 => 4.4761183742989
1203 => 4.6154077567028
1204 => 4.7853504164752
1205 => 4.6745141222702
1206 => 4.6788586951622
1207 => 4.5208352668916
1208 => 4.7993319834628
1209 => 4.7587573543844
1210 => 4.9692586018182
1211 => 4.91902078974
1212 => 5.0906763854109
1213 => 5.0454737142653
1214 => 5.2331074749434
1215 => 5.3079596620592
1216 => 5.4336481340392
1217 => 5.5261050856719
1218 => 5.5803975760903
1219 => 5.5771380586115
1220 => 5.7922719540604
1221 => 5.66541501212
1222 => 5.5060527951573
1223 => 5.5031704354338
1224 => 5.5857063857789
1225 => 5.7586790950699
1226 => 5.8035284019386
1227 => 5.8285930460231
1228 => 5.7902056711011
1229 => 5.6525115525437
1230 => 5.5930559302757
1231 => 5.6437138430433
]
'min_raw' => 2.0888692780333
'max_raw' => 5.8285930460231
'avg_raw' => 3.9587311620282
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$2.08'
'max' => '$5.82'
'avg' => '$3.95'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.82695206909332
'max_diff' => 3.011451772995
'year' => 2036
]
11 => [
'items' => [
101 => 5.5817635688126
102 => 5.6887071223117
103 => 5.8355634631763
104 => 5.8052382095207
105 => 5.9066109858754
106 => 6.0115211446754
107 => 6.1615473835695
108 => 6.2007697978719
109 => 6.265602957219
110 => 6.3323375747706
111 => 6.3537709353798
112 => 6.394693871164
113 => 6.3944781870923
114 => 6.5178022085092
115 => 6.653832423159
116 => 6.7051806800826
117 => 6.823253165519
118 => 6.6210581719625
119 => 6.7744253972238
120 => 6.9127664734401
121 => 6.7478305392419
122 => 6.9751562993902
123 => 6.9839828435255
124 => 7.1172531806128
125 => 6.9821581624676
126 => 6.9019391719315
127 => 7.1335283918428
128 => 7.2455871203658
129 => 7.2118341193705
130 => 6.954972115205
131 => 6.805467411451
201 => 6.4141847644233
202 => 6.8776759619801
203 => 7.1034290040864
204 => 6.9543874693638
205 => 7.0295553502496
206 => 7.4396469350948
207 => 7.5957832591401
208 => 7.563307995214
209 => 7.5687957802292
210 => 7.6530441066093
211 => 8.0266475821794
212 => 7.802775719557
213 => 7.9739173702132
214 => 8.0646902846241
215 => 8.1490052263584
216 => 7.9419543774699
217 => 7.672584265247
218 => 7.5872634433179
219 => 6.9395682260233
220 => 6.9058528771653
221 => 6.8869274301717
222 => 6.7676051639348
223 => 6.6738505477919
224 => 6.5992933961494
225 => 6.4036331655894
226 => 6.4696627497371
227 => 6.1578211796882
228 => 6.3573263652188
301 => 5.8596196897427
302 => 6.2741245985129
303 => 6.0485284218949
304 => 6.2000101871042
305 => 6.1994816814958
306 => 5.9205557244081
307 => 5.7596770533961
308 => 5.8621952040565
309 => 5.9721027994653
310 => 5.9899349370469
311 => 6.1324330033762
312 => 6.1722011507031
313 => 6.0517018077055
314 => 5.8493058251523
315 => 5.8963177957385
316 => 5.7587243573127
317 => 5.5175971489265
318 => 5.6907789196666
319 => 5.7499107904622
320 => 5.7760267932739
321 => 5.5389058774732
322 => 5.464397337583
323 => 5.4247296161327
324 => 5.8186964925593
325 => 5.8402788873799
326 => 5.7298603040347
327 => 6.2289627710748
328 => 6.1160005112887
329 => 6.2422070318954
330 => 5.892051952164
331 => 5.9054283477561
401 => 5.7396593215271
402 => 5.832478899525
403 => 5.7668770135107
404 => 5.8249799948837
405 => 5.8598066823511
406 => 6.025548507514
407 => 6.2760171039215
408 => 6.0007922058374
409 => 5.8808727764491
410 => 5.9552701159891
411 => 6.1534000351511
412 => 6.4535770047655
413 => 6.2758661971293
414 => 6.354731235833
415 => 6.3719597383284
416 => 6.2409223679892
417 => 6.4584085395196
418 => 6.5749611456973
419 => 6.6945200024721
420 => 6.7983296078465
421 => 6.6467655659206
422 => 6.8089608166333
423 => 6.6782600758749
424 => 6.5610079998203
425 => 6.5611858228202
426 => 6.4876318827317
427 => 6.3451118554173
428 => 6.318828975731
429 => 6.4555558350208
430 => 6.5651978280895
501 => 6.5742284677884
502 => 6.6349319087602
503 => 6.6708555798322
504 => 7.0229563922001
505 => 7.1645742516652
506 => 7.3377418895302
507 => 7.4052004436719
508 => 7.6082265064083
509 => 7.444266471778
510 => 7.4087926869288
511 => 6.9163178680493
512 => 6.9969605920518
513 => 7.1260773740454
514 => 6.9184469562277
515 => 7.0501406663987
516 => 7.0761397944407
517 => 6.911391754081
518 => 6.9993908007797
519 => 6.7656914226469
520 => 6.2811111117381
521 => 6.4589480159303
522 => 6.5898958366705
523 => 6.4030171507244
524 => 6.7379899620788
525 => 6.5423057609279
526 => 6.4802832636613
527 => 6.2383113892074
528 => 6.3525127995981
529 => 6.5069718423581
530 => 6.4115341117235
531 => 6.6095817328378
601 => 6.8900699817069
602 => 7.0899626112151
603 => 7.105307885232
604 => 6.9767903162244
605 => 7.1827405407473
606 => 7.184240663292
607 => 6.9519279686987
608 => 6.8096377367828
609 => 6.7773090967103
610 => 6.8580723780147
611 => 6.9561339112423
612 => 7.1107496178526
613 => 7.2041806511567
614 => 7.4477992340226
615 => 7.5137154374539
616 => 7.5861373604808
617 => 7.6829153837387
618 => 7.7991222140356
619 => 7.5448682850045
620 => 7.5549702675935
621 => 7.318212529265
622 => 7.0652029313668
623 => 7.2572056780799
624 => 7.5082237283523
625 => 7.4506399102695
626 => 7.4441605544045
627 => 7.455057033746
628 => 7.4116407154232
629 => 7.2152703167334
630 => 7.116654331855
701 => 7.243894111969
702 => 7.3115163923085
703 => 7.4163926518325
704 => 7.4034644391769
705 => 7.6736144208226
706 => 7.7785865347788
707 => 7.7517301760188
708 => 7.756672392365
709 => 7.9467193905609
710 => 8.1580907387009
711 => 8.3560678991401
712 => 8.5574587700556
713 => 8.3146742147474
714 => 8.1914031904316
715 => 8.318587421638
716 => 8.2511016783122
717 => 8.6388947770339
718 => 8.6657447298067
719 => 9.0535097866734
720 => 9.4215449998441
721 => 9.1903886764873
722 => 9.4083586779033
723 => 9.6441110057896
724 => 10.098915495719
725 => 9.9457533437256
726 => 9.8284335356556
727 => 9.7175668839147
728 => 9.9482627866023
729 => 10.245049379953
730 => 10.308974369574
731 => 10.412557273985
801 => 10.303652515512
802 => 10.434816301628
803 => 10.897882102906
804 => 10.772757635806
805 => 10.595060777761
806 => 10.960606754558
807 => 11.092896422537
808 => 12.021374593049
809 => 13.19361663684
810 => 12.708300733354
811 => 12.407049491014
812 => 12.477850678739
813 => 12.905913790234
814 => 13.043394075602
815 => 12.669675267675
816 => 12.801679068589
817 => 13.52903298995
818 => 13.919235032452
819 => 13.389288247608
820 => 11.927186086217
821 => 10.579061119918
822 => 10.936644567839
823 => 10.896105701951
824 => 11.677556751204
825 => 10.769773458647
826 => 10.785058201153
827 => 11.582668830533
828 => 11.369879989123
829 => 11.025189317973
830 => 10.581577743275
831 => 9.761520718341
901 => 9.035173342375
902 => 10.459707814455
903 => 10.398279297671
904 => 10.309321702172
905 => 10.507287204738
906 => 11.468551491712
907 => 11.446391238589
908 => 11.305419014477
909 => 11.412345203994
910 => 11.00644463997
911 => 11.111054457503
912 => 10.578847570036
913 => 10.819427310094
914 => 11.024449766601
915 => 11.065611060155
916 => 11.158349556278
917 => 10.365909260659
918 => 10.721691688567
919 => 10.930680532658
920 => 9.9864613319769
921 => 10.912016354957
922 => 10.352114638133
923 => 10.162075586001
924 => 10.417938133955
925 => 10.318228250183
926 => 10.232503547277
927 => 10.184667690118
928 => 10.372544906816
929 => 10.363780210095
930 => 10.05637661818
1001 => 9.6553811639007
1002 => 9.789968400584
1003 => 9.7410715957349
1004 => 9.5638632671484
1005 => 9.6832802844005
1006 => 9.1574281759914
1007 => 8.2527269548878
1008 => 8.8504002932967
1009 => 8.8273905199114
1010 => 8.8157879487604
1011 => 9.264922944097
1012 => 9.2217489776027
1013 => 9.1433878056549
1014 => 9.562424102774
1015 => 9.4094702174919
1016 => 9.8808380514634
1017 => 10.191311393077
1018 => 10.112565310883
1019 => 10.404566989319
1020 => 9.7930690186892
1021 => 9.9961841154921
1022 => 10.038045855438
1023 => 9.5572532599128
1024 => 9.2288127724626
1025 => 9.2069095364454
1026 => 8.6374389930939
1027 => 8.9416455607466
1028 => 9.2093347513579
1029 => 9.0811324025755
1030 => 9.0405473688872
1031 => 9.2478875041809
1101 => 9.2639996084414
1102 => 8.8966419238179
1103 => 8.9730272191561
1104 => 9.2915665987147
1105 => 8.965000844079
1106 => 8.330536927035
1107 => 8.1731811034582
1108 => 8.1521869359498
1109 => 7.7254254623616
1110 => 8.1836963720158
1111 => 7.9836488390549
1112 => 8.6155965987408
1113 => 8.254631427612
1114 => 8.2390709405366
1115 => 8.2155489820949
1116 => 7.8482177524832
1117 => 7.9286399466507
1118 => 8.1959755687094
1119 => 8.2913639304114
1120 => 8.281414142792
1121 => 8.1946654783169
1122 => 8.2343785726886
1123 => 8.1064488587581
1124 => 8.0612742141425
1125 => 7.9186906094708
1126 => 7.7091321003295
1127 => 7.7382724963226
1128 => 7.3230822557471
1129 => 7.0968645768676
1130 => 7.0342505048549
1201 => 6.9505203509372
1202 => 7.0437080485373
1203 => 7.3219060739614
1204 => 6.9863402322964
1205 => 6.4110361339686
1206 => 6.4456128905486
1207 => 6.5232965966527
1208 => 6.3785335242569
1209 => 6.2415274252781
1210 => 6.360643112684
1211 => 6.1168791821226
1212 => 6.5527543030651
1213 => 6.5409651025695
1214 => 6.7034323933202
1215 => 6.805026524391
1216 => 6.5708849437632
1217 => 6.5119989694215
1218 => 6.5455430966249
1219 => 5.9911333944201
1220 => 6.658125292675
1221 => 6.6638934663085
1222 => 6.6145028616983
1223 => 6.9696554564545
1224 => 7.7191382062623
1225 => 7.4371526479108
1226 => 7.3279593166585
1227 => 7.1203827141281
1228 => 7.3969662123208
1229 => 7.3757289150343
1230 => 7.279685802699
1231 => 7.2215986286858
]
'min_raw' => 5.4247296161327
'max_raw' => 13.919235032452
'avg_raw' => 9.6719823242925
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$5.42'
'max' => '$13.91'
'avg' => '$9.67'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 3.3358603380994
'max_diff' => 8.090641986429
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.17027606395072
]
1 => [
'year' => 2028
'avg' => 0.29224315723399
]
2 => [
'year' => 2029
'avg' => 0.79835563385886
]
3 => [
'year' => 2030
'avg' => 0.61593018257523
]
4 => [
'year' => 2031
'avg' => 0.60491977067608
]
5 => [
'year' => 2032
'avg' => 1.0606147332533
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.17027606395072
'min' => '$0.170276'
'max_raw' => 1.0606147332533
'max' => '$1.06'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 1.0606147332533
]
1 => [
'year' => 2033
'avg' => 2.7280101556544
]
2 => [
'year' => 2034
'avg' => 1.7291439386871
]
3 => [
'year' => 2035
'avg' => 2.0395292409841
]
4 => [
'year' => 2036
'avg' => 3.9587311620282
]
5 => [
'year' => 2037
'avg' => 9.6719823242925
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 1.0606147332533
'min' => '$1.06'
'max_raw' => 9.6719823242925
'max' => '$9.67'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 9.6719823242925
]
]
]
]
'prediction_2025_max_price' => '$0.291141'
'last_price' => 0.282298
'sma_50day_nextmonth' => '$0.260458'
'sma_200day_nextmonth' => '$0.352184'
'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' => '$0.2793059'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.275983'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.269061'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.261624'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.273588'
'daily_sma50_action' => 'BUY'
'daily_sma100' => '$0.310854'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.372627'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.27916'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.276152'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.27106'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.268794'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$0.279719'
'daily_ema50_action' => 'BUY'
'daily_ema100' => '$0.308852'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.349838'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.346779'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.383554'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '$0.50244'
'weekly_sma100_action' => 'SELL'
'weekly_sma200' => '$0.51628'
'weekly_sma200_action' => 'SELL'
'weekly_ema3' => '$0.277182'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$0.277854'
'weekly_ema5_action' => 'BUY'
'weekly_ema10' => '$0.291813'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.327811'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.388926'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.459272'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$0.582412'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '59.65'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 106.94
'stoch_rsi_14_action' => 'SELL'
'momentum_10' => 0.03
'momentum_10_action' => 'BUY'
'vwma_10' => '0.266433'
'vwma_10_action' => 'BUY'
'hma_9' => '0.2829025'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 100
'stochastic_fast_14_action' => 'SELL'
'cci_20' => 178.34
'cci_20_action' => 'SELL'
'adx_14' => 14.23
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '0.0050090'
'ao_5_34_action' => 'NEUTRAL'
'macd_12_26' => 0
'macd_12_26_action' => 'BUY'
'williams_percent_r_14' => -0
'williams_percent_r_14_action' => 'SELL'
'ultimate_oscillator' => 73.78
'ultimate_oscillator_action' => 'SELL'
'ichimoku_cloud' => '-0.012547'
'ichimoku_cloud_action' => 'SELL'
'sell_signals' => 14
'buy_signals' => 20
'sell_pct' => 41.18
'buy_pct' => 58.82
'overall_action' => 'bullish'
'overall_action_label' => 'Alcista'
'overall_action_dir' => 1
'last_updated' => 1767697286
'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 $0.097533 en el extremo inferior y $0.291141 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 $0.170276 en el extremo inferior y $1.06 en el extremo superior. Considerando la volatilidad de precios en el mercado, si Ark alcanza el objetivo de precio superior, podría ganar 275.71% para 2032 en comparación con el precio de hoy.
| Predicción de Precio de Ark | Potencial Mínimo ($) | Precio Medio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2027 | $0.093893 | $0.170276 | $0.246658 |
| 2028 | $0.16945 | $0.292243 | $0.415036 |
| 2029 | $0.372233 | $0.798355 | $1.22 |
| 2030 | $0.316568 | $0.61593 | $0.915292 |
| 2031 | $0.374281 | $0.604919 | $0.835557 |
| 2032 | $0.571312 | $1.06 | $1.54 |
Predicción de precio de Ark 2032-2037
La predicción de precio de Ark para 2032-2037 se estima actualmente entre $1.06 en el extremo inferior y $9.67 en el extremo superior. Comparado con el precio actual, Ark podría potencialmente ganar 3326.16% para 2037 si alcanza el objetivo de precio superior. Tenga en cuenta que esta información es solo para fines generales y no debe considerarse como consejo de inversión a largo plazo.
| Predicción de Precio de Ark | Potencial Mínimo ($) | Precio Medio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2032 | $0.571312 | $1.06 | $1.54 |
| 2033 | $1.32 | $2.72 | $4.12 |
| 2034 | $1.06 | $1.72 | $2.39 |
| 2035 | $1.26 | $2.03 | $2.81 |
| 2036 | $2.08 | $3.95 | $5.82 |
| 2037 | $5.42 | $9.67 | $13.91 |
Ark Histograma de precios potenciales
Pronóstico de precio de Ark basado en análisis técnico
A fecha de 6 de enero de 2026, el sentimiento general de predicción de precio para Ark es Alcista, con 20 indicadores técnicos mostrando señales alcistas y 14 indicando señales bajistas. La predicción de precio de ARK se actualizó por última vez el 6 de enero de 2026.
Promedios Móviles Simples de 50 y 200 días y el Índice de Fuerza Relativa de 14 días - RSI (14) de Ark
Según nuestros indicadores técnicos, se proyecta que el SMA de 200 días de Ark aumentar durante el próximo mes, alcanzando $0.352184 para el 4 feb. 2026. Se espera que el SMA de 50 días a corto plazo para Ark alcance $0.260458 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 59.65, 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 | $0.2793059 | BUY |
| SMA 5 | $0.275983 | BUY |
| SMA 10 | $0.269061 | BUY |
| SMA 21 | $0.261624 | BUY |
| SMA 50 | $0.273588 | BUY |
| SMA 100 | $0.310854 | SELL |
| SMA 200 | $0.372627 | SELL |
Promedio Móvil Exponencial Diario (EMA)
| Período | Valor | Acción |
|---|---|---|
| EMA 3 | $0.27916 | BUY |
| EMA 5 | $0.276152 | BUY |
| EMA 10 | $0.27106 | BUY |
| EMA 21 | $0.268794 | BUY |
| EMA 50 | $0.279719 | BUY |
| EMA 100 | $0.308852 | SELL |
| EMA 200 | $0.349838 | SELL |
Promedio Móvil Simple Semanal (SMA)
| Período | Valor | Acción |
|---|---|---|
| SMA 21 | $0.346779 | SELL |
| SMA 50 | $0.383554 | SELL |
| SMA 100 | $0.50244 | SELL |
| SMA 200 | $0.51628 | SELL |
Promedio Móvil Exponencial Semanal (EMA)
| Período | Valor | Acción |
|---|---|---|
| EMA 21 | $0.327811 | SELL |
| EMA 50 | $0.388926 | SELL |
| EMA 100 | $0.459272 | SELL |
| EMA 200 | $0.582412 | 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) | 59.65 | NEUTRAL |
| Stoch RSI (14) | 106.94 | SELL |
| Estocástico Rápido (14) | 100 | SELL |
| Índice de Canal de Materias Primas (20) | 178.34 | SELL |
| Índice Direccional Medio (14) | 14.23 | NEUTRAL |
| Oscilador Asombroso (5, 34) | 0.0050090 | NEUTRAL |
| Momentum (10) | 0.03 | BUY |
| MACD (12, 26) | 0 | BUY |
| Rango Percentil de Williams (14) | -0 | SELL |
| Oscilador Ultimate (7, 14, 28) | 73.78 | SELL |
| VWMA (10) | 0.266433 | BUY |
| Promedio Móvil de Hull (9) | 0.2829025 | 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 | $0.396675 | $0.557395 | $0.783234 | $1.10 | $1.54 | $2.17 |
| Amazon.com acción | $0.589031 | $1.22 | $2.56 | $5.35 | $11.16 | $23.29 |
| Apple acción | $0.400418 | $0.567962 | $0.805611 | $1.14 | $1.62 | $2.29 |
| Netflix acción | $0.445421 | $0.7028061 | $1.10 | $1.74 | $2.76 | $4.35 |
| Google acción | $0.365574 | $0.473417 | $0.613073 | $0.793927 | $1.02 | $1.33 |
| Tesla acción | $0.639948 | $1.45 | $3.28 | $7.45 | $16.90 | $38.31 |
| Kodak acción | $0.211693 | $0.158747 | $0.119043 | $0.08927 | $0.066943 | $0.05020025 |
| Nokia acción | $0.18701 | $0.123886 | $0.082069 | $0.054367 | $0.036016 | $0.023859 |
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 $0.2822 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 | $0.289635 | $0.297164 | $0.304888 | $0.312813 |
| Si Ark ofrece un 2 % del crecimiento medio anterior anual del Bitcoin | $0.296973 | $0.312412 | $0.328653 | $0.345738 |
| Si Ark ofrece un 5 % del crecimiento medio anterior anual del Bitcoin | $0.318987 | $0.360444 | $0.40729 | $0.460224 |
| Si Ark ofrece un 10 % del crecimiento medio anterior anual del Bitcoin | $0.355676 | $0.448128 | $0.56461 | $0.711371 |
| Si Ark ofrece un 20 % del crecimiento medio anterior anual del Bitcoin | $0.429054 | $0.6521048 | $0.99111 | $1.50 |
| Si Ark ofrece un 50 % del crecimiento medio anterior anual del Bitcoin | $0.649189 | $1.49 | $3.43 | $7.89 |
| Si Ark ofrece un 100 % del crecimiento medio anterior anual del Bitcoin | $1.01 | $3.65 | $13.16 | $47.37 |
Cuadro de preguntas
¿Es ARK una buena inversión?
La decisión de adquirir Ark depende completamente de su tolerancia individual al riesgo. Como puede discernir, el valor de Ark ha experimentado un aumento de 2.6814% 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 $0.291141 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 $0.915292. 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 $0.284713 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 $0.2495 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 $0.097533 y $0.291141. 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 $0.915292 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 $0.915292, mientras que su punto más bajo se anticipa que esté alrededor de $0.316568.
¿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 $0.291141 si ocurre lo mejor. El precio estará entre $0.291141 y $0.097533 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 $0.246658 en 2027, asumiendo las condiciones más favorables. Se proyecta que el precio fluctúe entre $0.246658 y $0.093893 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 $0.415036 en el mejor escenario. Se espera que el precio oscile entre $0.415036 y $0.16945 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 $1.22 bajo condiciones óptimas. El rango de precios previsto para 2029 se encuentra entre $1.22 y $0.372233.
¿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 $0.915292 en el mejor escenario. Se pronostica que el precio oscile entre $0.915292 y $0.316568 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 $0.835557 bajo condiciones ideales. Es probable que el precio fluctúe entre $0.835557 y $0.374281 durante el año.
¿Cuánto será Ark en 2032?
Basado en los hallazgos de nuestra última predicción experimental de precios de Ark, ARK podría experimentar un 449.04% aumento en valor, alcanzando $1.54 si se desarrolla el escenario más positivo en 2032. Se espera que el precio se mantenga dentro de un rango de $1.54 y $0.571312 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 $4.12. A lo largo del año, el precio de ARK podría oscilar entre $4.12 y $1.32.
¿Cuánto será Ark en 2034?
Los resultados de nuestra nueva simulación de predicción de precios de Ark sugieren que ARK podría aumentar en un 746.96% en 2034, alcanzando potencialmente $2.39 bajo las mejores circunstancias. El rango de precios previsto para el año está entre $2.39 y $1.06.
¿Cuánto será Ark en 2035?
Basado en nuestra predicción experimental para el precio de Ark, ARK podría crecer en un 897.93% , con el valor potencialmente alcanzando $2.81 en 2035. El rango de precios esperado para el año está entre $2.81 y $1.26.
¿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 $5.82 si las condiciones son óptimas. El rango de precios esperado para 2036 está entre $5.82 y $2.08.
¿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 $13.91 bajo condiciones favorables. Se espera que el precio caiga entre $13.91 y $5.42 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
¿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


