Predicción del precio de Arbitrum - Pronóstico de ARB
Predicción de precio de Arbitrum hasta $0.229454 para el año 2026
| Año | Precio min. | Precio max. |
|---|---|---|
| 2026 | $0.076868 | $0.229454 |
| 2027 | $0.073999 | $0.194396 |
| 2028 | $0.133547 | $0.327098 |
| 2029 | $0.293364 | $0.965037 |
| 2030 | $0.249494 | $0.72136 |
| 2031 | $0.294979 | $0.65852 |
| 2032 | $0.450263 | $1.22 |
| 2033 | $1.04 | $3.25 |
| 2034 | $0.841186 | $1.88 |
| 2035 | $0.994543 | $2.22 |
Calculadora de ganancias de inversión
Si abres una posición corta de $10,000.00 en Arbitrum hoy y la cierras el Apr 06, 2026, nuestra previsión indica que podrías obtener una ganancia de alrededor de $3,954.47, equivalente a un ROI del 39.54% en los próximos 90 días.
Predicción del precio a largo plazo de Arbitrum para 2027, 2028, 2029, 2030, 2031, 2032 y 2037
[
'name' => 'Arbitrum'
'name_with_ticker' => 'Arbitrum <small>ARB</small>'
'name_lang' => 'Arbitrum'
'name_lang_with_ticker' => 'Arbitrum <small>ARB</small>'
'name_with_lang' => 'Arbitrum'
'name_with_lang_with_ticker' => 'Arbitrum <small>ARB</small>'
'image' => '/uploads/coins/arbitrum.jpg?1721358498'
'price_for_sd' => 0.2224
'ticker' => 'ARB'
'marketcap' => '$1.27B'
'low24h' => '$0.2115'
'high24h' => '$0.2233'
'volume24h' => '$112.73M'
'current_supply' => '5.72B'
'max_supply' => '10B'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.2224'
'change_24h_pct' => '3.7823%'
'ath_price' => '$2.39'
'ath_days' => 725
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '12 ene. 2024'
'ath_pct' => '-90.69%'
'fdv' => '$2.23B'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => '-59.68%'
'change_30d_pct_is_increased' => false
'max_price' => '$10.97'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.224388'
'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' => '$0.196636'
'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' => '$0.076868'
'current_year_max_price_prediction' => '$0.229454'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.249494'
'grand_prediction_max_price' => '$0.72136'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.22670097372289
107 => 0.22754739286632
108 => 0.22945441841569
109 => 0.21315909389272
110 => 0.22047521619794
111 => 0.2247727526243
112 => 0.20535632670428
113 => 0.22438895231244
114 => 0.2128754285466
115 => 0.20896756565315
116 => 0.21422898821739
117 => 0.21217860672721
118 => 0.21041580912438
119 => 0.2094321377733
120 => 0.21329554582246
121 => 0.2131153132192
122 => 0.20679402779558
123 => 0.19854816864903
124 => 0.20131574963971
125 => 0.20031026151959
126 => 0.19666624286171
127 => 0.19912187145663
128 => 0.18830852588978
129 => 0.16970472687082
130 => 0.18199496635252
131 => 0.18152180550169
201 => 0.18128321634456
202 => 0.19051899163779
203 => 0.18963118494893
204 => 0.18801980711523
205 => 0.19663664864413
206 => 0.19349138557321
207 => 0.20318434524061
208 => 0.20956875537889
209 => 0.20794946245379
210 => 0.21395403104737
211 => 0.20137950911601
212 => 0.20555626089935
213 => 0.20641708365317
214 => 0.19653031815722
215 => 0.18977644110292
216 => 0.18932603450323
217 => 0.17761574243266
218 => 0.18387128593458
219 => 0.1893759053443
220 => 0.18673961982277
221 => 0.18590505058344
222 => 0.19016868383118
223 => 0.19050000465008
224 => 0.18294585486738
225 => 0.18451660181602
226 => 0.19106687770677
227 => 0.18435155166985
228 => 0.17130477012238
301 => 0.16806898791274
302 => 0.16763727491867
303 => 0.158861576933
304 => 0.16828521835248
305 => 0.16417154633499
306 => 0.17716658694888
307 => 0.16974388944403
308 => 0.16942391179015
309 => 0.1689402186358
310 => 0.16138661286002
311 => 0.16304037246822
312 => 0.1685377212806
313 => 0.17049923726892
314 => 0.17029463508111
315 => 0.16851078127235
316 => 0.16932742041119
317 => 0.16669674120905
318 => 0.16576779362991
319 => 0.16283577954301
320 => 0.15852652882484
321 => 0.15912575656737
322 => 0.15058800331787
323 => 0.14593618221468
324 => 0.14464861944334
325 => 0.14292683669454
326 => 0.1448430993863
327 => 0.15056381693563
328 => 0.14366341785321
329 => 0.13183316763312
330 => 0.13254418582912
331 => 0.13414163261232
401 => 0.13116480109999
402 => 0.12834747990011
403 => 0.13079691210691
404 => 0.12578427913323
405 => 0.13474738535905
406 => 0.13450495845445
407 => 0.13784585018067
408 => 0.13993497833907
409 => 0.13512021429723
410 => 0.13390931416121
411 => 0.13459909791103
412 => 0.12319850903883
413 => 0.13691417884557
414 => 0.13703279252761
415 => 0.13601715016949
416 => 0.14332032091778
417 => 0.15873228911276
418 => 0.15293368673282
419 => 0.15068829262763
420 => 0.14641979679228
421 => 0.15210731405468
422 => 0.15167060146802
423 => 0.1496956215328
424 => 0.14850114750567
425 => 0.15070200252523
426 => 0.14822843721296
427 => 0.14778411691385
428 => 0.14509201932649
429 => 0.14413106297043
430 => 0.14341960914118
501 => 0.14263636838119
502 => 0.1443640023263
503 => 0.14044895651751
504 => 0.13572779506879
505 => 0.13533528157801
506 => 0.13641904583621
507 => 0.13593956082871
508 => 0.13533298598826
509 => 0.13417486942701
510 => 0.13383128098253
511 => 0.13494777674167
512 => 0.13368731812535
513 => 0.13554719347446
514 => 0.1350414102911
515 => 0.13221614654377
516 => 0.12869482186798
517 => 0.12866347469213
518 => 0.12790481106686
519 => 0.12693853887424
520 => 0.12666974405557
521 => 0.13059062775848
522 => 0.13870673968133
523 => 0.13711335270878
524 => 0.13826473809331
525 => 0.14392841461722
526 => 0.14572872707148
527 => 0.14445090793419
528 => 0.14270175028661
529 => 0.14277870434598
530 => 0.14875610553379
531 => 0.14912890871384
601 => 0.15007086207897
602 => 0.15128153834916
603 => 0.14465709133811
604 => 0.14246669348748
605 => 0.14142876146721
606 => 0.138232332575
607 => 0.14167940709414
608 => 0.13967094439029
609 => 0.1399419546279
610 => 0.13976545885512
611 => 0.13986183748165
612 => 0.13474487998819
613 => 0.13660923035944
614 => 0.13350938627054
615 => 0.12935904300933
616 => 0.12934512960342
617 => 0.13036092023681
618 => 0.12975668822018
619 => 0.12813071539964
620 => 0.12836167716442
621 => 0.12633820907554
622 => 0.12860736282648
623 => 0.12867243403664
624 => 0.12779868624088
625 => 0.13129463067709
626 => 0.13272692196502
627 => 0.13215180244836
628 => 0.13268657004658
629 => 0.1371795651312
630 => 0.13791211937311
701 => 0.13823747157755
702 => 0.13780154272451
703 => 0.13276869374882
704 => 0.13299192200222
705 => 0.13135402119305
706 => 0.12997016760705
707 => 0.13002551449313
708 => 0.13073699512471
709 => 0.13384407277062
710 => 0.14038273450419
711 => 0.14063087193728
712 => 0.14093162174486
713 => 0.13970832113267
714 => 0.13933936196263
715 => 0.13982611434436
716 => 0.14228169190499
717 => 0.14859810407373
718 => 0.14636546215431
719 => 0.14455028952068
720 => 0.1461426852874
721 => 0.14589754844073
722 => 0.14382834675778
723 => 0.14377027115823
724 => 0.13979881156486
725 => 0.13833065337895
726 => 0.13710375050906
727 => 0.13576400460426
728 => 0.13496975832321
729 => 0.13619008158939
730 => 0.1364691839588
731 => 0.1338009258097
801 => 0.13343725208353
802 => 0.13561620928644
803 => 0.13465733146115
804 => 0.13564356108349
805 => 0.13587237481559
806 => 0.13583553053469
807 => 0.13483435195868
808 => 0.13547247332746
809 => 0.13396312605716
810 => 0.13232193759734
811 => 0.13127496160963
812 => 0.13036133619914
813 => 0.1308682686771
814 => 0.12906114695538
815 => 0.12848301234643
816 => 0.1352562921659
817 => 0.14025978679357
818 => 0.14018703400008
819 => 0.13974417008022
820 => 0.13908616412698
821 => 0.14223355467104
822 => 0.14113706673955
823 => 0.14193485332434
824 => 0.14213792349317
825 => 0.14275255573339
826 => 0.14297223392984
827 => 0.14230821384384
828 => 0.14007968133202
829 => 0.13452639019508
830 => 0.13194131818001
831 => 0.13108820135726
901 => 0.13111921053347
902 => 0.13026383902261
903 => 0.13051578426762
904 => 0.13017622274821
905 => 0.1295331753792
906 => 0.13082856231412
907 => 0.13097784359101
908 => 0.13067548480168
909 => 0.13074670124211
910 => 0.12824329960557
911 => 0.12843362779489
912 => 0.127373856251
913 => 0.12717516186225
914 => 0.12449615168416
915 => 0.11974989682492
916 => 0.12237978274705
917 => 0.11920325037104
918 => 0.11800024942793
919 => 0.12369506878759
920 => 0.12312346687358
921 => 0.12214513286618
922 => 0.12069797296656
923 => 0.12016120728272
924 => 0.1168999889071
925 => 0.11670729872755
926 => 0.11832364661481
927 => 0.11757775767997
928 => 0.11653024712523
929 => 0.1127362700804
930 => 0.10847058373939
1001 => 0.10859933799687
1002 => 0.10995617345604
1003 => 0.11390135554774
1004 => 0.11235990465217
1005 => 0.11124156434132
1006 => 0.11103213281828
1007 => 0.11365360680367
1008 => 0.11736354170876
1009 => 0.11910416016112
1010 => 0.1173792601382
1011 => 0.11539778786709
1012 => 0.11551839090297
1013 => 0.1163207088696
1014 => 0.11640502114372
1015 => 0.11511528639387
1016 => 0.11547833917129
1017 => 0.11492682880415
1018 => 0.11154221069901
1019 => 0.11148099369022
1020 => 0.11065035382288
1021 => 0.11062520237782
1022 => 0.10921207675064
1023 => 0.10901437070693
1024 => 0.10620852400358
1025 => 0.10805534080061
1026 => 0.1068165930554
1027 => 0.10494950801231
1028 => 0.10462762184713
1029 => 0.10461794556032
1030 => 0.10653502442699
1031 => 0.10803293861787
1101 => 0.10683814160278
1102 => 0.10656610948261
1103 => 0.10947070083197
1104 => 0.10910106510682
1105 => 0.10878096295274
1106 => 0.11703135772893
1107 => 0.11050052647725
1108 => 0.10765271128469
1109 => 0.10412799919848
1110 => 0.10527566322689
1111 => 0.10551749290037
1112 => 0.097041195710119
1113 => 0.093602362995691
1114 => 0.092422285197776
1115 => 0.091743133741225
1116 => 0.092052631588222
1117 => 0.088957278810389
1118 => 0.091037407069503
1119 => 0.088357093207557
1120 => 0.087907729866106
1121 => 0.092700463078438
1122 => 0.093367343906193
1123 => 0.090522223111358
1124 => 0.092349251244859
1125 => 0.091686745446061
1126 => 0.088403039495752
1127 => 0.088277626081757
1128 => 0.086629977863737
1129 => 0.0840517274501
1130 => 0.082873397827373
1201 => 0.08225971352913
1202 => 0.082512931631054
1203 => 0.082384896810119
1204 => 0.081549382997433
1205 => 0.082432787483845
1206 => 0.080176054068998
1207 => 0.079277404639469
1208 => 0.078871505540659
1209 => 0.076868524742253
1210 => 0.080056157922121
1211 => 0.0806841618153
1212 => 0.081313403070148
1213 => 0.086790518592353
1214 => 0.086516897379032
1215 => 0.088990299888523
1216 => 0.0888941880153
1217 => 0.088188733553129
1218 => 0.085212537218855
1219 => 0.086398796032098
1220 => 0.082747675790487
1221 => 0.085483343327545
1222 => 0.08423489890784
1223 => 0.085061243013421
1224 => 0.083575401803142
1225 => 0.08439772767779
1226 => 0.080833084835781
1227 => 0.07750447150579
1228 => 0.078844002678059
1229 => 0.080300226256286
1230 => 0.083457690012749
1231 => 0.08157713064791
]
'min_raw' => 0.076868524742253
'max_raw' => 0.22945441841569
'avg_raw' => 0.15316147157897
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.076868'
'max' => '$0.229454'
'avg' => '$0.153161'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.14561647525775
'max_diff' => 0.0069694184156936
'year' => 2026
]
1 => [
'items' => [
101 => 0.082253450907329
102 => 0.07998789125292
103 => 0.075313394560755
104 => 0.075339851704384
105 => 0.07462078222774
106 => 0.073999401214057
107 => 0.081793135512972
108 => 0.080823861452196
109 => 0.079279450091801
110 => 0.081346706070157
111 => 0.081893321362599
112 => 0.081908882731524
113 => 0.083417099329733
114 => 0.08422203479856
115 => 0.08436390816373
116 => 0.086737119568189
117 => 0.087532588727548
118 => 0.090809013615939
119 => 0.084153741647801
120 => 0.08401668070124
121 => 0.081375796601185
122 => 0.079700906154205
123 => 0.081490477783022
124 => 0.083075793945265
125 => 0.081425056793398
126 => 0.081640608216469
127 => 0.079424628460268
128 => 0.080216736951571
129 => 0.080899007492818
130 => 0.08052229780195
131 => 0.079958345161766
201 => 0.082945816098668
202 => 0.082777251280415
203 => 0.085559252898518
204 => 0.087728022102674
205 => 0.091614844230389
206 => 0.087558742715498
207 => 0.087410922254753
208 => 0.088855890969692
209 => 0.087532367510366
210 => 0.088368788650183
211 => 0.091480083853744
212 => 0.091545820618681
213 => 0.090444645108957
214 => 0.090377638479115
215 => 0.090589131281298
216 => 0.091827851229538
217 => 0.091395004417604
218 => 0.091895905706715
219 => 0.092522290438821
220 => 0.095113283272436
221 => 0.095737962872855
222 => 0.094220315303074
223 => 0.094357341886246
224 => 0.093789700034791
225 => 0.093241365118816
226 => 0.094473941932043
227 => 0.096726500284573
228 => 0.09671248723597
301 => 0.097235036990279
302 => 0.097560581158178
303 => 0.096163107276661
304 => 0.095253403166331
305 => 0.095602241608208
306 => 0.096160041873482
307 => 0.095421354500024
308 => 0.090861833837764
309 => 0.092244901143386
310 => 0.092014691115194
311 => 0.091686844040554
312 => 0.0930775289113
313 => 0.092943393962918
314 => 0.088925531493703
315 => 0.089182742013059
316 => 0.088941173317293
317 => 0.089721731193619
318 => 0.087490214823472
319 => 0.088176614229437
320 => 0.088607117502264
321 => 0.088860687237241
322 => 0.089776754994372
323 => 0.089669265016287
324 => 0.089770073266411
325 => 0.091128359917316
326 => 0.097998107689898
327 => 0.098372012903916
328 => 0.096530766880686
329 => 0.097266308349994
330 => 0.095854229574159
331 => 0.096802167516483
401 => 0.097450722581608
402 => 0.094520026952276
403 => 0.094346490177164
404 => 0.092928583249916
405 => 0.093690486118266
406 => 0.092478243871967
407 => 0.092775685716775
408 => 0.091944012388178
409 => 0.093440858795145
410 => 0.09511456566455
411 => 0.095537410116449
412 => 0.094425088409486
413 => 0.093619694188071
414 => 0.092205687248617
415 => 0.094557212302129
416 => 0.095244869889203
417 => 0.094553600329569
418 => 0.094393418068063
419 => 0.094089872971953
420 => 0.094457816595153
421 => 0.095241124758302
422 => 0.094871731093992
423 => 0.095115722117148
424 => 0.094185879939328
425 => 0.096163569898664
426 => 0.099304617511098
427 => 0.099314716492785
428 => 0.098945320837305
429 => 0.098794172093823
430 => 0.099173194453148
501 => 0.099378798534771
502 => 0.10060448734401
503 => 0.10191970026993
504 => 0.10805722512282
505 => 0.10633383270383
506 => 0.1117794098763
507 => 0.11608615440003
508 => 0.11737755877158
509 => 0.11618952751502
510 => 0.11212533676253
511 => 0.11192592817496
512 => 0.11799954501627
513 => 0.11628347006933
514 => 0.11607934841489
515 => 0.1139078388807
516 => 0.11519146996209
517 => 0.11491072101486
518 => 0.11446754506694
519 => 0.11691662375173
520 => 0.1215010804189
521 => 0.12078654985456
522 => 0.1202531859344
523 => 0.11791614049616
524 => 0.11932356384797
525 => 0.11882240734981
526 => 0.12097569370769
527 => 0.11970013457042
528 => 0.1162704691138
529 => 0.11681665464209
530 => 0.11673409979826
531 => 0.11843307263435
601 => 0.11792308316006
602 => 0.11663451616836
603 => 0.1214854112444
604 => 0.12117042110026
605 => 0.12161700510788
606 => 0.12181360519911
607 => 0.12476625954953
608 => 0.1259758675625
609 => 0.12625046975862
610 => 0.1273995038165
611 => 0.12622188074451
612 => 0.13093321266347
613 => 0.13406597347574
614 => 0.13770483636959
615 => 0.14302219309165
616 => 0.14502156840744
617 => 0.14466039915236
618 => 0.14869195833286
619 => 0.15593658056371
620 => 0.14612474443689
621 => 0.15645663170343
622 => 0.15318567548222
623 => 0.14543029712371
624 => 0.14493094218733
625 => 0.1501829744535
626 => 0.16183147653051
627 => 0.15891365887644
628 => 0.16183624903491
629 => 0.15842689237253
630 => 0.15825758907793
701 => 0.16167066419165
702 => 0.16964550023188
703 => 0.16585695456142
704 => 0.16042514535331
705 => 0.16443590874427
706 => 0.16096141431639
707 => 0.15313240592064
708 => 0.15891142767626
709 => 0.15504716040534
710 => 0.15617495903074
711 => 0.16429707406785
712 => 0.16331979969813
713 => 0.16458448322572
714 => 0.16235234990206
715 => 0.16026718540266
716 => 0.15637507101816
717 => 0.15522280782784
718 => 0.15554125191956
719 => 0.15522265002276
720 => 0.15304504779501
721 => 0.15257479480126
722 => 0.15179101920942
723 => 0.15203394403865
724 => 0.15056021662436
725 => 0.15334144474276
726 => 0.15385766518963
727 => 0.15588161107902
728 => 0.15609174385544
729 => 0.16172840434834
730 => 0.15862382646908
731 => 0.16070664534685
801 => 0.16052033842217
802 => 0.1455983796891
803 => 0.14765449394496
804 => 0.15085316248288
805 => 0.14941216664224
806 => 0.14737493566467
807 => 0.14572976242087
808 => 0.14323715672891
809 => 0.14674545137409
810 => 0.15135848576696
811 => 0.15620873802031
812 => 0.16203599830159
813 => 0.1607354216436
814 => 0.15609980144271
815 => 0.1563077519786
816 => 0.15759322036595
817 => 0.15592842200721
818 => 0.1554374404705
819 => 0.15752576704234
820 => 0.15754014819971
821 => 0.15562459649039
822 => 0.15349581130774
823 => 0.15348689162009
824 => 0.15310809485847
825 => 0.15849427947492
826 => 0.16145613640929
827 => 0.16179570853354
828 => 0.16143328049976
829 => 0.16157276466571
830 => 0.15984932537566
831 => 0.16378859652266
901 => 0.16740366128068
902 => 0.16643474670093
903 => 0.16498220600658
904 => 0.16382518737968
905 => 0.16616218988302
906 => 0.16605812684033
907 => 0.16737208684373
908 => 0.16731247802817
909 => 0.16687064269957
910 => 0.16643476248026
911 => 0.16816297828013
912 => 0.16766527988406
913 => 0.16716680842492
914 => 0.16616704760145
915 => 0.16630293170163
916 => 0.1648506418089
917 => 0.16417874605226
918 => 0.15407504597574
919 => 0.15137500716736
920 => 0.15222449434084
921 => 0.15250416757527
922 => 0.15132910722567
923 => 0.15301384191876
924 => 0.15275127780141
925 => 0.15377276118712
926 => 0.15313458271538
927 => 0.15316077378247
928 => 0.15503752059385
929 => 0.15558234817744
930 => 0.15530524447113
1001 => 0.15549931840847
1002 => 0.15997167038106
1003 => 0.15933584494833
1004 => 0.15899807535965
1005 => 0.15909163984407
1006 => 0.16023442166138
1007 => 0.16055433817665
1008 => 0.15919882942131
1009 => 0.15983809518643
1010 => 0.16256000767941
1011 => 0.16351252300505
1012 => 0.16655249469119
1013 => 0.16526106068773
1014 => 0.16763154369303
1015 => 0.17491760029413
1016 => 0.18073820646386
1017 => 0.17538533648346
1018 => 0.18607413846444
1019 => 0.19439690402421
1020 => 0.19407746241973
1021 => 0.19262619573535
1022 => 0.18315094841772
1023 => 0.17443168456806
1024 => 0.1817257190178
1025 => 0.18174431301164
1026 => 0.18111774898365
1027 => 0.17722621361777
1028 => 0.18098233198831
1029 => 0.18128047902435
1030 => 0.18111359596786
1031 => 0.17812996492703
1101 => 0.17357451179486
1102 => 0.17446463643267
1103 => 0.17592267874746
1104 => 0.17316230046607
1105 => 0.17228019234795
1106 => 0.17392019916748
1107 => 0.17920464284896
1108 => 0.17820564938167
1109 => 0.17817956162499
1110 => 0.1824536793172
1111 => 0.17939433346191
1112 => 0.17447586375493
1113 => 0.17323388528727
1114 => 0.16882569842402
1115 => 0.17187044879189
1116 => 0.17198002393716
1117 => 0.17031244527728
1118 => 0.17461117857262
1119 => 0.17457156498853
1120 => 0.17865257247045
1121 => 0.18645392601946
1122 => 0.18414668189373
1123 => 0.18146360800294
1124 => 0.18175533252844
1125 => 0.18495483053566
1126 => 0.18302034100306
1127 => 0.18371599692672
1128 => 0.18495377757711
1129 => 0.18570056137585
1130 => 0.18164788183215
1201 => 0.18070300836844
1202 => 0.17877012886722
1203 => 0.17826587668426
1204 => 0.17984016670715
1205 => 0.1794253969066
1206 => 0.1719708145705
1207 => 0.17119176923947
1208 => 0.17121566144755
1209 => 0.1692567149211
1210 => 0.16626885126722
1211 => 0.17412077855355
1212 => 0.1734901589048
1213 => 0.17279400361867
1214 => 0.17287927866902
1215 => 0.17628753417751
1216 => 0.17431057386155
1217 => 0.17956664687894
1218 => 0.17848615627858
1219 => 0.17737795517139
1220 => 0.17722476802174
1221 => 0.17679820514275
1222 => 0.17533536231363
1223 => 0.17356889169423
1224 => 0.17240251478225
1225 => 0.15903220672417
1226 => 0.16151365812824
1227 => 0.16436834177722
1228 => 0.16535376713342
1229 => 0.16366812887228
1230 => 0.17540192158626
1231 => 0.17754579858475
]
'min_raw' => 0.073999401214057
'max_raw' => 0.19439690402421
'avg_raw' => 0.13419815261913
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.073999'
'max' => '$0.194396'
'avg' => '$0.134198'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.0028691235281958
'max_diff' => -0.035057514391488
'year' => 2027
]
2 => [
'items' => [
101 => 0.1710518553147
102 => 0.16983710367483
103 => 0.17548156050154
104 => 0.17207726302825
105 => 0.17361021797202
106 => 0.17029680786511
107 => 0.17702940139586
108 => 0.17697811031333
109 => 0.17435897936735
110 => 0.17657265090786
111 => 0.17618797100191
112 => 0.17323097861454
113 => 0.17712314332883
114 => 0.17712507379397
115 => 0.17460421720328
116 => 0.17166040859182
117 => 0.17113412514174
118 => 0.17073764125835
119 => 0.17351270724161
120 => 0.1760008227248
121 => 0.18063058878288
122 => 0.18179462197041
123 => 0.18633792099541
124 => 0.18363260763524
125 => 0.18483183800813
126 => 0.1861337722194
127 => 0.18675796735732
128 => 0.18574087487623
129 => 0.19279848835854
130 => 0.19339436717614
131 => 0.19359416018935
201 => 0.19121437263233
202 => 0.19332818097917
203 => 0.19233920005566
204 => 0.19491225367183
205 => 0.19531574133325
206 => 0.19497400163852
207 => 0.19510207499087
208 => 0.18907964693205
209 => 0.18876735226636
210 => 0.18450919234028
211 => 0.18624442398489
212 => 0.18300049159711
213 => 0.18402917597348
214 => 0.18448261024492
215 => 0.18424576191369
216 => 0.18634253137855
217 => 0.18455984899171
218 => 0.17985505707273
219 => 0.17514898333634
220 => 0.17508990241406
221 => 0.17385087626837
222 => 0.17295528730399
223 => 0.17312780951126
224 => 0.17373580027208
225 => 0.1729199497757
226 => 0.17309405284378
227 => 0.17598532381644
228 => 0.17656514759041
229 => 0.1745946798547
301 => 0.16668296755867
302 => 0.1647414135162
303 => 0.16613696405924
304 => 0.16546998078463
305 => 0.13354718889569
306 => 0.14104697533253
307 => 0.13659085690045
308 => 0.1386444412901
309 => 0.13409589827722
310 => 0.13626670141253
311 => 0.13586583333848
312 => 0.1479252679941
313 => 0.14773697650916
314 => 0.14782710167884
315 => 0.14352519251032
316 => 0.15037825062533
317 => 0.15375431348078
318 => 0.15312949409724
319 => 0.15328674767487
320 => 0.15058461020513
321 => 0.14785326427613
322 => 0.14482378128974
323 => 0.15045218622303
324 => 0.14982640367453
325 => 0.15126172369134
326 => 0.15491214661728
327 => 0.15544968525973
328 => 0.15617214264636
329 => 0.15591319310127
330 => 0.162082421831
331 => 0.16133528752595
401 => 0.16313566623592
402 => 0.15943215063446
403 => 0.15524127119048
404 => 0.15603782036261
405 => 0.15596110627189
406 => 0.15498444784869
407 => 0.15410276429357
408 => 0.1526350095871
409 => 0.15727920266519
410 => 0.15709065690751
411 => 0.16014299356385
412 => 0.15960346341102
413 => 0.15600034900504
414 => 0.15612903494094
415 => 0.1569945097042
416 => 0.15998992774166
417 => 0.16087917175878
418 => 0.1604672384998
419 => 0.16144225396905
420 => 0.16221286644137
421 => 0.16153903103102
422 => 0.17107911944843
423 => 0.16711740960488
424 => 0.16904831941722
425 => 0.16950883002989
426 => 0.16832924177904
427 => 0.16858505223276
428 => 0.16897253536597
429 => 0.17132525707384
430 => 0.1774994796008
501 => 0.18023400072863
502 => 0.18846094246062
503 => 0.18000693681534
504 => 0.1795053111065
505 => 0.18098723174227
506 => 0.18581731744917
507 => 0.18973164824773
508 => 0.19103025759678
509 => 0.19120189025996
510 => 0.19363816772868
511 => 0.19503459653987
512 => 0.19334233956352
513 => 0.19190832896275
514 => 0.18677188098676
515 => 0.18736643882606
516 => 0.19146235274423
517 => 0.19724807240177
518 => 0.20221282176948
519 => 0.20047433957989
520 => 0.21373773150926
521 => 0.21505274264296
522 => 0.21487105062369
523 => 0.21786684168615
524 => 0.2119208065094
525 => 0.20937876127234
526 => 0.19221837833135
527 => 0.19703974597484
528 => 0.20404788699365
529 => 0.20312033325063
530 => 0.19803083391463
531 => 0.20220896092784
601 => 0.20082754147516
602 => 0.19973795863769
603 => 0.20472954884219
604 => 0.19924109036912
605 => 0.20399313542193
606 => 0.19789858848808
607 => 0.20048228082009
608 => 0.19901565209331
609 => 0.19996474062279
610 => 0.19441638847248
611 => 0.19741014461415
612 => 0.19429183837443
613 => 0.19429035989125
614 => 0.19422152310818
615 => 0.19789019657053
616 => 0.19800983188043
617 => 0.19529867664869
618 => 0.1949079568236
619 => 0.19635265280153
620 => 0.19466129217784
621 => 0.19545266916837
622 => 0.1946852621807
623 => 0.19451250270371
624 => 0.19313592579846
625 => 0.19254285861791
626 => 0.19277541554086
627 => 0.19198157887151
628 => 0.1915032635639
629 => 0.19412637415447
630 => 0.19272495198191
701 => 0.19391158610731
702 => 0.19255926675625
703 => 0.187871538708
704 => 0.18517557673563
705 => 0.17632089300511
706 => 0.17883207032688
707 => 0.18049698348922
708 => 0.179946729699
709 => 0.18112888776034
710 => 0.18120146266422
711 => 0.1808171310278
712 => 0.18037212422876
713 => 0.18015551952941
714 => 0.18176991349748
715 => 0.18270712353395
716 => 0.18066407979872
717 => 0.18018542323678
718 => 0.18225105325263
719 => 0.18351108636903
720 => 0.19281446294905
721 => 0.19212523876249
722 => 0.19385505621733
723 => 0.19366030531813
724 => 0.19547342959234
725 => 0.19843712149718
726 => 0.19241110719335
727 => 0.1934570149126
728 => 0.19320058249337
729 => 0.19600024440626
730 => 0.19600898464516
731 => 0.1943304474749
801 => 0.19524040970605
802 => 0.19473249375213
803 => 0.19565036652983
804 => 0.19211603375328
805 => 0.19642046956747
806 => 0.1988608073024
807 => 0.19889469139422
808 => 0.20005139211285
809 => 0.20122666703458
810 => 0.20348250490196
811 => 0.20116375294082
812 => 0.19699254388868
813 => 0.19729369170932
814 => 0.19484811336824
815 => 0.19488922398198
816 => 0.19466977230392
817 => 0.19532836330933
818 => 0.19226055744318
819 => 0.19298056534812
820 => 0.19197255006484
821 => 0.19345482368423
822 => 0.19186014229837
823 => 0.1932004588339
824 => 0.19377889501843
825 => 0.19591333699221
826 => 0.19154488348339
827 => 0.1826373110606
828 => 0.18450979077775
829 => 0.18174024619598
830 => 0.18199657809142
831 => 0.18251440931514
901 => 0.18083594889525
902 => 0.181156146249
903 => 0.18114470654633
904 => 0.18104612536895
905 => 0.18060949298852
906 => 0.17997628965181
907 => 0.18249877685554
908 => 0.18292739658534
909 => 0.18388016514994
910 => 0.1867149581291
911 => 0.18643169546146
912 => 0.18689370862483
913 => 0.18588513648328
914 => 0.18204336286042
915 => 0.18225198965147
916 => 0.17965041022403
917 => 0.18381363691483
918 => 0.18282772988254
919 => 0.18219210920512
920 => 0.1820186742143
921 => 0.18486049409695
922 => 0.1857108111459
923 => 0.18518095062365
924 => 0.184094191234
925 => 0.18618109053369
926 => 0.18673945674708
927 => 0.1868644543505
928 => 0.1905620397863
929 => 0.18707110830131
930 => 0.18791141020662
1001 => 0.19446720579711
1002 => 0.18852200383449
1003 => 0.19167130990791
1004 => 0.19151716776382
1005 => 0.19312824618427
1006 => 0.19138501230948
1007 => 0.19140662178261
1008 => 0.19283715027607
1009 => 0.19082823100418
1010 => 0.19033079434096
1011 => 0.18964358915344
1012 => 0.1911440765395
1013 => 0.19204355086623
1014 => 0.19929265334862
1015 => 0.20397590415148
1016 => 0.20377259188293
1017 => 0.20563048543283
1018 => 0.20479348737225
1019 => 0.20209059984568
1020 => 0.20670409927151
1021 => 0.20524419501616
1022 => 0.20536454774919
1023 => 0.20536006821446
1024 => 0.20633077691722
1025 => 0.20564294083716
1026 => 0.20428714531846
1027 => 0.2051871856561
1028 => 0.2078599836886
1029 => 0.21615643079293
1030 => 0.22079923250582
1031 => 0.21587692830014
1101 => 0.21927226782894
1102 => 0.21723627399484
1103 => 0.21686627334961
1104 => 0.21899879748732
1105 => 0.22113505432623
1106 => 0.22099898400088
1107 => 0.21944817123383
1108 => 0.21857215645215
1109 => 0.22520563386556
1110 => 0.23009306702542
1111 => 0.22975977684969
1112 => 0.23123081129361
1113 => 0.23554981391835
1114 => 0.23594468939085
1115 => 0.23589494415743
1116 => 0.23491620409783
1117 => 0.23916882307525
1118 => 0.24271643264393
1119 => 0.23468965405256
1120 => 0.2377461462619
1121 => 0.23911830408871
1122 => 0.24113303887934
1123 => 0.24453223417989
1124 => 0.24822466186831
1125 => 0.24874681162887
1126 => 0.24837632138659
1127 => 0.24594106606829
1128 => 0.24998136450479
1129 => 0.25234807657223
1130 => 0.25375739944715
1201 => 0.25733120776898
1202 => 0.23912677806831
1203 => 0.22624077790731
1204 => 0.22422844290607
1205 => 0.22832060526226
1206 => 0.2293996758412
1207 => 0.22896470384387
1208 => 0.21446033911879
1209 => 0.22415208042754
1210 => 0.23457957917101
1211 => 0.23498014186507
1212 => 0.24020036576477
1213 => 0.24190028465072
1214 => 0.24610324912037
1215 => 0.24584035254844
1216 => 0.24686370751303
1217 => 0.24662845592871
1218 => 0.25441356257014
1219 => 0.26300169129516
1220 => 0.26270431170599
1221 => 0.26146966659164
1222 => 0.26330332512473
1223 => 0.27216719432875
1224 => 0.27135115129306
1225 => 0.27214386759186
1226 => 0.28259486892918
1227 => 0.29618265730531
1228 => 0.28986976541295
1229 => 0.30356692433367
1230 => 0.31218855981906
1231 => 0.3270987868973
]
'min_raw' => 0.13354718889569
'max_raw' => 0.3270987868973
'avg_raw' => 0.2303229878965
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.133547'
'max' => '$0.327098'
'avg' => '$0.230322'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.059547787681636
'max_diff' => 0.13270188287309
'year' => 2028
]
3 => [
'items' => [
101 => 0.32523195303269
102 => 0.33103639501795
103 => 0.32188993079505
104 => 0.30088780013387
105 => 0.29756413256381
106 => 0.30421819920773
107 => 0.32057657275749
108 => 0.30370301581014
109 => 0.30711651440443
110 => 0.30613342657963
111 => 0.3060810420073
112 => 0.30808034806964
113 => 0.30518025034943
114 => 0.29336473051966
115 => 0.29877971362835
116 => 0.29668872860123
117 => 0.29900883238207
118 => 0.31152947560369
119 => 0.30599380078056
120 => 0.3001624170361
121 => 0.3074762663393
122 => 0.31678930981356
123 => 0.31620651629009
124 => 0.31507565326576
125 => 0.32145026892385
126 => 0.33197926640386
127 => 0.33482521211377
128 => 0.33692603105402
129 => 0.33721569849226
130 => 0.34019945313338
131 => 0.32415505242507
201 => 0.3496179283986
202 => 0.35401466368147
203 => 0.3531882596743
204 => 0.35807504589831
205 => 0.35663722942541
206 => 0.35455405894266
207 => 0.36230065455696
208 => 0.35341980780319
209 => 0.34081456390375
210 => 0.33389907779706
211 => 0.3430059477587
212 => 0.34856719545831
213 => 0.35224282642597
214 => 0.35335507013591
215 => 0.3254005335795
216 => 0.31033458880528
217 => 0.31999168667415
218 => 0.33177401257146
219 => 0.3240896010098
220 => 0.32439081539451
221 => 0.31343486393541
222 => 0.33274337117173
223 => 0.3299302840775
224 => 0.3445245848986
225 => 0.34104153788106
226 => 0.35294262365317
227 => 0.34980866892056
228 => 0.36281753979859
301 => 0.36800713059295
302 => 0.376721261232
303 => 0.38313141120298
304 => 0.38689557387257
305 => 0.38666958766491
306 => 0.40158507546021
307 => 0.39278993341477
308 => 0.38174116214988
309 => 0.38154132473612
310 => 0.38726363993651
311 => 0.39925604275602
312 => 0.40236549832475
313 => 0.40410325978794
314 => 0.40144181761515
315 => 0.39189532127834
316 => 0.38777319256194
317 => 0.39128536565788
318 => 0.38699027976602
319 => 0.39440480300362
320 => 0.40458652706556
321 => 0.40248404130967
322 => 0.40951233596933
323 => 0.41678588154391
324 => 0.42718737839094
325 => 0.42990671483306
326 => 0.4344016745648
327 => 0.4390284646461
328 => 0.44051446492473
329 => 0.44335170053543
330 => 0.44333674690326
331 => 0.4518869473841
401 => 0.46131808329213
402 => 0.46487811876612
403 => 0.47306422403704
404 => 0.45904580563592
405 => 0.46967893702515
406 => 0.47927028770278
407 => 0.46783508401994
408 => 0.48359584823599
409 => 0.48420780299584
410 => 0.49344759332342
411 => 0.48408129569678
412 => 0.47851961806436
413 => 0.49457597299581
414 => 0.50234513737669
415 => 0.50000500183761
416 => 0.48219645483848
417 => 0.47183111664047
418 => 0.44470302725185
419 => 0.47683742097892
420 => 0.49248914679025
421 => 0.4821559206498
422 => 0.48736739886718
423 => 0.51579953419367
424 => 0.52662465048156
425 => 0.52437310196695
426 => 0.52475357660228
427 => 0.53059461286147
428 => 0.55649698435213
429 => 0.54097568294266
430 => 0.55284113629813
501 => 0.5591345299738
502 => 0.5649801847544
503 => 0.55062510415141
504 => 0.53194935520493
505 => 0.52603396155898
506 => 0.48112848495577
507 => 0.47879095988397
508 => 0.47747883622691
509 => 0.46920608217273
510 => 0.46270596358419
511 => 0.45753682794866
512 => 0.44397147240644
513 => 0.44854938168675
514 => 0.4269290362622
515 => 0.44076096708683
516 => 0.40625437374775
517 => 0.4349924900495
518 => 0.41935163990827
519 => 0.42985405011879
520 => 0.42981740819895
521 => 0.41047914120919
522 => 0.39932523238884
523 => 0.40643293720579
524 => 0.41405296097988
525 => 0.41528928420039
526 => 0.42516884392646
527 => 0.42792601668559
528 => 0.41957165450536
529 => 0.40553930129903
530 => 0.40879869690496
531 => 0.39925918084092
601 => 0.38254154587087
602 => 0.39454844316826
603 => 0.3986481258116
604 => 0.40045877922066
605 => 0.38401890526097
606 => 0.3788531399358
607 => 0.37610292982165
608 => 0.40341712001393
609 => 0.40491345301096
610 => 0.39725800183799
611 => 0.4318613670595
612 => 0.42402955978592
613 => 0.43277960734988
614 => 0.40850294091709
615 => 0.40943034226769
616 => 0.39793737932757
617 => 0.40437267061398
618 => 0.39982441415186
619 => 0.40385276267282
620 => 0.40626733816678
621 => 0.41775841522477
622 => 0.43512369969113
623 => 0.41604203150596
624 => 0.40772787542316
625 => 0.41288593109634
626 => 0.42662251307465
627 => 0.44743413793447
628 => 0.43511323714447
629 => 0.44058104369261
630 => 0.4417755161776
701 => 0.43269054007959
702 => 0.44776911396188
703 => 0.45584984420352
704 => 0.46413900135992
705 => 0.47133624426191
706 => 0.46082812970918
707 => 0.47207331855966
708 => 0.46301168138922
709 => 0.45488245607251
710 => 0.45489478475172
711 => 0.44979520296151
712 => 0.43991412065433
713 => 0.43809189747389
714 => 0.44757133257998
715 => 0.45517294182922
716 => 0.45579904677624
717 => 0.46000768824141
718 => 0.46249831890804
719 => 0.48690988528921
720 => 0.49672841923079
721 => 0.50873433667922
722 => 0.51341131814181
723 => 0.52748735555356
724 => 0.51611981214371
725 => 0.51366037262179
726 => 0.47951651009762
727 => 0.48510756567318
728 => 0.49405938510627
729 => 0.47966412230291
730 => 0.48879460321889
731 => 0.49059715356173
801 => 0.47917497678127
802 => 0.48527605492284
803 => 0.46907340022244
804 => 0.43547687328685
805 => 0.44780651650044
806 => 0.45688528401867
807 => 0.44392876336619
808 => 0.46715282514916
809 => 0.45358580769749
810 => 0.449285714497
811 => 0.43250951782797
812 => 0.44042723688073
813 => 0.4511360652704
814 => 0.4445192543605
815 => 0.45825013051768
816 => 0.47769671304716
817 => 0.49155550582168
818 => 0.49261941184559
819 => 0.48370913655858
820 => 0.49798790957063
821 => 0.49809191484353
822 => 0.48198540055544
823 => 0.47212025023543
824 => 0.46987886732627
825 => 0.47547828128235
826 => 0.48227700353388
827 => 0.49299669361385
828 => 0.4994743778209
829 => 0.51636474273464
830 => 0.52093479119559
831 => 0.52595588890205
901 => 0.53266562388707
902 => 0.54072238107732
903 => 0.52309465501649
904 => 0.52379503743508
905 => 0.50738034299971
906 => 0.48983888789022
907 => 0.50315066574507
908 => 0.5205540444987
909 => 0.51656169018359
910 => 0.51611246876675
911 => 0.51686793458625
912 => 0.51385782981076
913 => 0.50024323747092
914 => 0.49340607442971
915 => 0.50222775909919
916 => 0.50691609189301
917 => 0.51418728719063
918 => 0.51329095889389
919 => 0.5320207771112
920 => 0.53929861811015
921 => 0.53743663494624
922 => 0.53777928465953
923 => 0.55095546815312
924 => 0.56561009408681
925 => 0.57933608512192
926 => 0.59329875274786
927 => 0.57646621195259
928 => 0.56791968582354
929 => 0.57673751922147
930 => 0.57205865270054
1001 => 0.59894480757176
1002 => 0.60080634660098
1003 => 0.62769055729719
1004 => 0.65320687456014
1005 => 0.63718053285959
1006 => 0.65229265124093
1007 => 0.66863763937944
1008 => 0.70016977337738
1009 => 0.68955085996072
1010 => 0.68141693870315
1011 => 0.67373042241757
1012 => 0.68972484260777
1013 => 0.71030140866536
1014 => 0.71473340391427
1015 => 0.72191492936998
1016 => 0.71436443346845
1017 => 0.72345817412201
1018 => 0.75556307462119
1019 => 0.74688804710851
1020 => 0.73456811346025
1021 => 0.75991184901693
1022 => 0.76908364839362
1023 => 0.83345613972783
1024 => 0.91472906913225
1025 => 0.88108154269199
1026 => 0.86019543723163
1027 => 0.86510416743986
1028 => 0.89478228999607
1029 => 0.9043139610246
1030 => 0.87840359340502
1031 => 0.88755557327947
1101 => 0.93798388219049
1102 => 0.9650370519874
1103 => 0.92829521367775
1104 => 0.82692593898387
1105 => 0.73345883823054
1106 => 0.75825052222872
1107 => 0.75543991463885
1108 => 0.80961884150409
1109 => 0.74668115057136
1110 => 0.74774085987396
1111 => 0.80304014957029
1112 => 0.78828724714914
1113 => 0.76438943463587
1114 => 0.73363331870879
1115 => 0.6767777938212
1116 => 0.62641926989465
1117 => 0.72518393219004
1118 => 0.72092502035998
1119 => 0.71475748489468
1120 => 0.72848266767566
1121 => 0.79512825929903
1122 => 0.79359186270139
1123 => 0.78381809142359
1124 => 0.79123141079573
1125 => 0.76308984390706
1126 => 0.77034256646584
1127 => 0.73344403256424
1128 => 0.75012371090666
1129 => 0.76433816066327
1130 => 0.76719192190043
1201 => 0.77362159168442
1202 => 0.71868076735199
1203 => 0.74334758449939
1204 => 0.75783702860529
1205 => 0.69237319300436
1206 => 0.75654301905774
1207 => 0.71772436983266
1208 => 0.70454873724912
1209 => 0.72228799076526
1210 => 0.71537498641803
1211 => 0.70943159122552
1212 => 0.70611507458761
1213 => 0.71914082455989
1214 => 0.71853315775455
1215 => 0.69722050261077
1216 => 0.66941901279067
1217 => 0.67875010532709
1218 => 0.67536003192915
1219 => 0.66307396860684
1220 => 0.67135329186113
1221 => 0.63489534231884
1222 => 0.57217133505064
1223 => 0.61360873554032
1224 => 0.61201344069668
1225 => 0.61120902069566
1226 => 0.64234808191802
1227 => 0.63935477968186
1228 => 0.63392190681274
1229 => 0.66297418963609
1230 => 0.65236971559722
1231 => 0.6850502058567
]
'min_raw' => 0.29336473051966
'max_raw' => 0.9650370519874
'avg_raw' => 0.62920089125353
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.293364'
'max' => '$0.965037'
'avg' => '$0.62920089'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072434
'min_diff' => 0.15981754162396
'max_diff' => 0.6379382650901
'year' => 2029
]
4 => [
'items' => [
101 => 0.70657569038318
102 => 0.70111613123079
103 => 0.72136095346964
104 => 0.67896507485297
105 => 0.69304728510201
106 => 0.69594960911723
107 => 0.66261568897572
108 => 0.63984452094649
109 => 0.63832594364926
110 => 0.59884387634684
111 => 0.61993487801168
112 => 0.63849408667179
113 => 0.62960566597637
114 => 0.62679185751822
115 => 0.64116699469034
116 => 0.64228406596334
117 => 0.61681472255708
118 => 0.62211060556045
119 => 0.6441953180518
120 => 0.6215541274692
121 => 0.57756599258471
122 => 0.56665632694981
123 => 0.56520077644908
124 => 0.53561289799074
125 => 0.56738536297413
126 => 0.55351583055975
127 => 0.59732951727425
128 => 0.57230337440044
129 => 0.57122454740027
130 => 0.56959374216
131 => 0.54412623291104
201 => 0.54970199889191
202 => 0.56823669422548
203 => 0.57485008232879
204 => 0.57416025176772
205 => 0.56814586410678
206 => 0.57089921997931
207 => 0.56202970138111
208 => 0.55889768976102
209 => 0.54901219956035
210 => 0.53448325990173
211 => 0.53650359807243
212 => 0.50771796690485
213 => 0.49203402727568
214 => 0.48769291949732
215 => 0.48188780874873
216 => 0.48834862220319
217 => 0.50763642082848
218 => 0.48437124355163
219 => 0.44448472897291
220 => 0.44688197646241
221 => 0.45226787982214
222 => 0.4422312845426
223 => 0.43273248941811
224 => 0.44099092111725
225 => 0.42409047907561
226 => 0.45431021750005
227 => 0.45349285826551
228 => 0.46475690797405
301 => 0.47180054941837
302 => 0.45556723629521
303 => 0.45148460194428
304 => 0.45381025601595
305 => 0.41537237466963
306 => 0.46161571302053
307 => 0.46201562733089
308 => 0.45859131821061
309 => 0.48321446827957
310 => 0.53517699507818
311 => 0.51562660230875
312 => 0.50805609931467
313 => 0.49366456758893
314 => 0.51284042912888
315 => 0.51136802215265
316 => 0.50470923941238
317 => 0.5006819868344
318 => 0.50810232319164
319 => 0.49976252504251
320 => 0.4982644681326
321 => 0.48918787316055
322 => 0.48594794171428
323 => 0.48354922545685
324 => 0.48090847455041
325 => 0.48673331301589
326 => 0.4735334627318
327 => 0.45761573728647
328 => 0.45629235064787
329 => 0.4599463375104
330 => 0.45832972033106
331 => 0.45628461090677
401 => 0.4523799400634
402 => 0.45122150763427
403 => 0.45498585103744
404 => 0.45073612681011
405 => 0.45700682640199
406 => 0.45530154308664
407 => 0.44577596910888
408 => 0.43390357711341
409 => 0.43379788792147
410 => 0.43124000054067
411 => 0.42798214638028
412 => 0.42707588588247
413 => 0.44029541903419
414 => 0.46765945703091
415 => 0.46228724160622
416 => 0.46616921781734
417 => 0.48526469864299
418 => 0.49133457777632
419 => 0.48702632134044
420 => 0.48112891420934
421 => 0.48138837019326
422 => 0.50154159562679
423 => 0.50279852757663
424 => 0.50597438911226
425 => 0.5100562686839
426 => 0.48772148308204
427 => 0.48033640379995
428 => 0.47683694352749
429 => 0.46605996034989
430 => 0.47768201275823
501 => 0.47091034052579
502 => 0.47182407046321
503 => 0.47122900264278
504 => 0.47155394991104
505 => 0.45430177046728
506 => 0.46058755790873
507 => 0.4501362171388
508 => 0.43614304506591
509 => 0.43609613504648
510 => 0.43952094408721
511 => 0.43748373365699
512 => 0.43200165277076
513 => 0.43278035648595
514 => 0.42595809255026
515 => 0.43360870284882
516 => 0.43382809497699
517 => 0.43088219328048
518 => 0.44266901402618
519 => 0.44749808410283
520 => 0.44555902849886
521 => 0.44736203479253
522 => 0.46251048141122
523 => 0.46498033918313
524 => 0.46607728685576
525 => 0.46460752229215
526 => 0.44763892058832
527 => 0.44839155022995
528 => 0.44286925329728
529 => 0.43820349431449
530 => 0.43839010020512
531 => 0.44078890682848
601 => 0.45126463604088
602 => 0.4733101905904
603 => 0.47414680327046
604 => 0.47516080224441
605 => 0.4710363588223
606 => 0.46979238722058
607 => 0.47143350685956
608 => 0.47971265804817
609 => 0.50100888267289
610 => 0.49348137456349
611 => 0.48736139329791
612 => 0.49273026680293
613 => 0.49190377080945
614 => 0.48492731286835
615 => 0.48473150692975
616 => 0.47134145363225
617 => 0.46639145580492
618 => 0.46225486711949
619 => 0.45773782026338
620 => 0.4550599634743
621 => 0.45917436856648
622 => 0.46011538169127
623 => 0.45111916304973
624 => 0.44989301169106
625 => 0.4572395180306
626 => 0.45400659449593
627 => 0.45733173652399
628 => 0.45810319799704
629 => 0.45797897493161
630 => 0.45460343146251
701 => 0.45675490220956
702 => 0.45166603250849
703 => 0.44613265103209
704 => 0.442602698392
705 => 0.43952234653324
706 => 0.44123150477558
707 => 0.43513866772161
708 => 0.43318944652346
709 => 0.45602603233008
710 => 0.47289566380011
711 => 0.47265037267742
712 => 0.47115722605186
713 => 0.46893871303999
714 => 0.47955036000309
715 => 0.47585347438772
716 => 0.47854326755803
717 => 0.47922793281014
718 => 0.48130020832028
719 => 0.48204086869706
720 => 0.47980207861673
721 => 0.47228842566196
722 => 0.45356511687535
723 => 0.44484936609258
724 => 0.44197302316196
725 => 0.44207757276453
726 => 0.43919362799552
727 => 0.44004307897934
728 => 0.43889822360922
729 => 0.43673014450847
730 => 0.4410976320006
731 => 0.4416009442481
801 => 0.44058152047985
802 => 0.44082163168095
803 => 0.43238123828142
804 => 0.43302294306002
805 => 0.42944984930889
806 => 0.42877993730485
807 => 0.41974746744688
808 => 0.40374513781604
809 => 0.41261198181525
810 => 0.40190208113115
811 => 0.3978460794606
812 => 0.41704656053129
813 => 0.41511936477024
814 => 0.41182084335918
815 => 0.40694164272013
816 => 0.40513189974129
817 => 0.39413647429688
818 => 0.39348680590331
819 => 0.39893643565502
820 => 0.39642161903492
821 => 0.39288986406476
822 => 0.38009820557111
823 => 0.36571614625166
824 => 0.36615025022011
825 => 0.3707249157019
826 => 0.3840263725679
827 => 0.37882926325281
828 => 0.37505870081476
829 => 0.3743525878128
830 => 0.38319107037999
831 => 0.3956993749319
901 => 0.40156799157012
902 => 0.39575237071418
903 => 0.38907169861015
904 => 0.38947832016587
905 => 0.3921833912064
906 => 0.39246765592511
907 => 0.38811922516957
908 => 0.38934328295618
909 => 0.38748382724814
910 => 0.37607235100016
911 => 0.37586595358102
912 => 0.37306539327486
913 => 0.3729805934218
914 => 0.3682161417085
915 => 0.36754956197871
916 => 0.35808945392042
917 => 0.36431612569224
918 => 0.36013960118264
919 => 0.35384459360415
920 => 0.35275933192489
921 => 0.35272670764832
922 => 0.35919027289349
923 => 0.36424059516907
924 => 0.36021225361461
925 => 0.35929507832878
926 => 0.36908811085524
927 => 0.36784185820077
928 => 0.36676261143947
929 => 0.39457939345156
930 => 0.37256023991842
1001 => 0.36295863216863
1002 => 0.35107481928241
1003 => 0.35494424868155
1004 => 0.35575959430969
1005 => 0.32718116653659
1006 => 0.31558690194826
1007 => 0.31160818726219
1008 => 0.30931838070959
1009 => 0.31036187430919
1010 => 0.2999256763081
1011 => 0.30693897396362
1012 => 0.29790210864453
1013 => 0.29638704876528
1014 => 0.31254608340861
1015 => 0.31479451867951
1016 => 0.30520199527974
1017 => 0.31136194819087
1018 => 0.30912826363554
1019 => 0.29805701976305
1020 => 0.29763417968168
1021 => 0.2920790186795
1022 => 0.28338626740222
1023 => 0.27941344681085
1024 => 0.27734436735326
1025 => 0.27819810986302
1026 => 0.27776643152513
1027 => 0.27494943837195
1028 => 0.27792789827522
1029 => 0.27031916400696
1030 => 0.26728930471361
1031 => 0.265920787563
1101 => 0.25916759795752
1102 => 0.26991492577689
1103 => 0.27203228474857
1104 => 0.27415381557151
1105 => 0.29262029295462
1106 => 0.29169775993029
1107 => 0.30003700917849
1108 => 0.2997129612876
1109 => 0.29733447231513
1110 => 0.28730001858273
1111 => 0.29129957299353
1112 => 0.27898956618586
1113 => 0.28821306028526
1114 => 0.28400384276062
1115 => 0.28678991960609
1116 => 0.28178030222751
1117 => 0.28455283132685
1118 => 0.2725343891096
1119 => 0.26131173687117
1120 => 0.26582805974156
1121 => 0.27073781920583
1122 => 0.28138342870783
1123 => 0.27504299151281
1124 => 0.27732325248661
1125 => 0.26968475993545
1126 => 0.25392436797488
1127 => 0.2540135700818
1128 => 0.25158917713747
1129 => 0.2494941476664
1130 => 0.27577126699635
1201 => 0.27250329182788
1202 => 0.26729620109895
1203 => 0.27426609896119
1204 => 0.27610905058311
1205 => 0.27616151682491
1206 => 0.28124657438609
1207 => 0.28396047051804
1208 => 0.28443880647399
1209 => 0.29244025441645
1210 => 0.29512223422511
1211 => 0.306168929489
1212 => 0.28373021539218
1213 => 0.28326810484156
1214 => 0.27436417971758
1215 => 0.26871716963847
1216 => 0.27475083532893
1217 => 0.28009583945317
1218 => 0.27453026389487
1219 => 0.27525701056707
1220 => 0.26778568010427
1221 => 0.27045632918595
1222 => 0.27275665195037
1223 => 0.27148654892658
1224 => 0.26958514322628
1225 => 0.27965761006861
1226 => 0.27908928201505
1227 => 0.28846899470363
1228 => 0.29578115149407
1229 => 0.30888584366692
1230 => 0.2952104142215
1231 => 0.2947120272176
]
'min_raw' => 0.2494941476664
'max_raw' => 0.72136095346964
'avg_raw' => 0.48542755056802
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.249494'
'max' => '$0.72136'
'avg' => '$0.485427'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.043870582853254
'max_diff' => -0.24367609851777
'year' => 2030
]
5 => [
'items' => [
101 => 0.29958384012451
102 => 0.29512148837594
103 => 0.29794154064589
104 => 0.30843148964839
105 => 0.30865312574097
106 => 0.30494043562832
107 => 0.30471451809755
108 => 0.30542758084607
109 => 0.30960401163623
110 => 0.30814463838939
111 => 0.30983346205744
112 => 0.31194536191452
113 => 0.3206810751504
114 => 0.32278722603695
115 => 0.31767037129666
116 => 0.31813236598872
117 => 0.31621852185505
118 => 0.31436977240232
119 => 0.31852549118388
120 => 0.32612014893803
121 => 0.32607290296631
122 => 0.32783471594622
123 => 0.32893231083706
124 => 0.32422063007701
125 => 0.32115349915552
126 => 0.32232963231743
127 => 0.32421029485617
128 => 0.32171975880306
129 => 0.30634701655468
130 => 0.31101012453826
131 => 0.31023395535546
201 => 0.30912859605376
202 => 0.31381738718999
203 => 0.31336514184652
204 => 0.29981863801336
205 => 0.30068584123724
206 => 0.29987137551367
207 => 0.30250308089052
208 => 0.29497936764907
209 => 0.29729361116916
210 => 0.29874508301027
211 => 0.29960001107542
212 => 0.3026885974764
213 => 0.30232618751057
214 => 0.30266606956407
215 => 0.30724562784014
216 => 0.33040746208588
217 => 0.33166810962017
218 => 0.32546022010116
219 => 0.32794014951879
220 => 0.32317922733787
221 => 0.32637526629333
222 => 0.32856191497607
223 => 0.31868087004714
224 => 0.3180957786939
225 => 0.31331520649359
226 => 0.31588401520859
227 => 0.31179685583914
228 => 0.31279970178564
301 => 0.30999565709269
302 => 0.31504237926026
303 => 0.32068539882494
304 => 0.32211104841658
305 => 0.31836077812173
306 => 0.3156453352734
307 => 0.31087791215422
308 => 0.31880624305037
309 => 0.32112472861591
310 => 0.3187940650327
311 => 0.31825399935447
312 => 0.31723057587009
313 => 0.31847112348472
314 => 0.3211121016456
315 => 0.31986666511614
316 => 0.32068929788562
317 => 0.31755427006359
318 => 0.32422218983939
319 => 0.33481245116566
320 => 0.3348465005875
321 => 0.33360105734467
322 => 0.33309144880315
323 => 0.33436934915011
324 => 0.33506255766612
325 => 0.33919505306135
326 => 0.3436293852663
327 => 0.36432247881612
328 => 0.35851194095208
329 => 0.37687208458713
330 => 0.39139257443617
331 => 0.39574663443783
401 => 0.39174110411066
402 => 0.37803840123589
403 => 0.37736608126066
404 => 0.39784370448749
405 => 0.39205783799135
406 => 0.39136962758211
407 => 0.38404823157761
408 => 0.38837608338881
409 => 0.38742951871194
410 => 0.38593532006198
411 => 0.39419255983697
412 => 0.40964937556686
413 => 0.40724028588226
414 => 0.40544201218715
415 => 0.39756250032482
416 => 0.40230772641863
417 => 0.40061804229544
418 => 0.4078779975887
419 => 0.40357736090068
420 => 0.39201400436208
421 => 0.39385550700418
422 => 0.39357716758441
423 => 0.3993053731198
424 => 0.39758590800088
425 => 0.39324141442352
426 => 0.40959654585106
427 => 0.40853453458818
428 => 0.41004022374938
429 => 0.41070307468312
430 => 0.42065815497332
501 => 0.42473643284118
502 => 0.42566227331749
503 => 0.42953632186663
504 => 0.42556588346041
505 => 0.44145046795988
506 => 0.45201278976083
507 => 0.46428147006474
508 => 0.48220930949913
509 => 0.48895034296825
510 => 0.48773263560871
511 => 0.50132531886027
512 => 0.52575106851494
513 => 0.49266977797283
514 => 0.52750445724132
515 => 0.51647619997063
516 => 0.49032840037169
517 => 0.48864479033983
518 => 0.50635238381042
519 => 0.54562612183549
520 => 0.53578849589926
521 => 0.54564221266729
522 => 0.5341473286464
523 => 0.53357651076827
524 => 0.54508393180745
525 => 0.57197164830237
526 => 0.55919830206661
527 => 0.54088457808467
528 => 0.55440714687983
529 => 0.5426926463348
530 => 0.51629659792459
531 => 0.53578097325211
601 => 0.52275232635366
602 => 0.52655477815959
603 => 0.55393905607516
604 => 0.55064410730655
605 => 0.55490807611717
606 => 0.54738228277391
607 => 0.54035200508262
608 => 0.52722946969655
609 => 0.52334453390191
610 => 0.5244181903902
611 => 0.52334400185108
612 => 0.5160020639049
613 => 0.51441657310445
614 => 0.5117740189751
615 => 0.51259305699732
616 => 0.50762428212766
617 => 0.51700138690799
618 => 0.51874186018598
619 => 0.52556573505947
620 => 0.52627421238617
621 => 0.54527860677703
622 => 0.53481130570242
623 => 0.54183367496657
624 => 0.54120552816248
625 => 0.49089510247606
626 => 0.49782743524301
627 => 0.50861196954251
628 => 0.50375355145867
629 => 0.49688488498288
630 => 0.49133806852908
701 => 0.48293407441046
702 => 0.494762534748
703 => 0.51031570227534
704 => 0.52666866638129
705 => 0.54631568126595
706 => 0.54193069626016
707 => 0.5263013791042
708 => 0.5270024988546
709 => 0.53133654527107
710 => 0.5257235613721
711 => 0.52406818284183
712 => 0.53110912168108
713 => 0.53115760875723
714 => 0.5246991924297
715 => 0.51752184455935
716 => 0.51749177120971
717 => 0.51621463148114
718 => 0.53437452896693
719 => 0.54436063641139
720 => 0.54550552753648
721 => 0.54428357611665
722 => 0.54475385672063
723 => 0.53894316082756
724 => 0.55222468853077
725 => 0.5644131317582
726 => 0.56114636860514
727 => 0.55624902624096
728 => 0.55234805715992
729 => 0.56022742426423
730 => 0.55987656845034
731 => 0.56430667633957
801 => 0.56410570105617
802 => 0.56261602239781
803 => 0.56114642180625
804 => 0.56697322203566
805 => 0.56529519714514
806 => 0.56361456581848
807 => 0.56024380240108
808 => 0.56070194513196
809 => 0.55580544836299
810 => 0.55354010490921
811 => 0.51947477468339
812 => 0.51037140533027
813 => 0.51323551064493
814 => 0.51417844848098
815 => 0.51021665047222
816 => 0.51589685111438
817 => 0.51501159786112
818 => 0.51845560041372
819 => 0.51630393714006
820 => 0.51639224215134
821 => 0.52271982505619
822 => 0.52455674929293
823 => 0.52362247480032
824 => 0.52427680862989
825 => 0.53935565555511
826 => 0.53721192571672
827 => 0.5360731119662
828 => 0.53638857115789
829 => 0.54024153984141
830 => 0.5413201607085
831 => 0.53674996830128
901 => 0.53890529746049
902 => 0.54808241546843
903 => 0.55129388739131
904 => 0.56154336417518
905 => 0.55718920426747
906 => 0.56518145322169
907 => 0.58974690174854
908 => 0.60937148183152
909 => 0.59132390696713
910 => 0.62736194911433
911 => 0.65542273427603
912 => 0.65434571460384
913 => 0.64945266765324
914 => 0.61750620978122
915 => 0.58810860295253
916 => 0.61270094935305
917 => 0.61276364030148
918 => 0.61065113593581
919 => 0.5975305527514
920 => 0.6101945680815
921 => 0.61119979162946
922 => 0.61063713375312
923 => 0.60057761338847
924 => 0.58521858510178
925 => 0.58821970246468
926 => 0.59313559392625
927 => 0.58382878582711
928 => 0.58085469672005
929 => 0.58638409421368
930 => 0.60420096503389
1001 => 0.60083278881143
1002 => 0.60074483211839
1003 => 0.61515531832706
1004 => 0.60484052017922
1005 => 0.58825755616554
1006 => 0.58407013904966
1007 => 0.56920762927046
1008 => 0.5794732177134
1009 => 0.57984265796598
1010 => 0.57422030008756
1011 => 0.58871377952079
1012 => 0.58858021955628
1013 => 0.60233962120841
1014 => 0.62864242937202
1015 => 0.62086339471546
1016 => 0.61181722376644
1017 => 0.61280079337172
1018 => 0.62358812428489
1019 => 0.61706585776397
1020 => 0.61941131027975
1021 => 0.6235845741616
1022 => 0.62610240787783
1023 => 0.61243851584721
1024 => 0.60925280899536
1025 => 0.60273597080765
1026 => 0.60103584936703
1027 => 0.60634367809263
1028 => 0.60494525275179
1029 => 0.5798116079433
1030 => 0.57718500221853
1031 => 0.57726555646618
1101 => 0.57066083148296
1102 => 0.56058704056792
1103 => 0.58706036161783
1104 => 0.58493418344364
1105 => 0.58258704729244
1106 => 0.58287455807839
1107 => 0.59436572948206
1108 => 0.58770026974986
1109 => 0.60542148689526
1110 => 0.60177853739872
1111 => 0.59804215999369
1112 => 0.59752567882348
1113 => 0.59608749229528
1114 => 0.59115541556447
1115 => 0.58519963654014
1116 => 0.58126711534754
1117 => 0.53618818824464
1118 => 0.54455457490289
1119 => 0.55417934013305
1120 => 0.55750177052168
1121 => 0.55181852343675
1122 => 0.59137982479918
1123 => 0.59860805578028
1124 => 0.57671327265268
1125 => 0.57261765268761
1126 => 0.59164833296224
1127 => 0.5801705063506
1128 => 0.58533897097102
1129 => 0.57416757746066
1130 => 0.59686698660424
1201 => 0.59669405513848
1202 => 0.58786347229222
1203 => 0.59532702044466
1204 => 0.59403004528427
1205 => 0.58406033899961
1206 => 0.59718304407611
1207 => 0.59718955277411
1208 => 0.58869030877801
1209 => 0.57876505251431
1210 => 0.57699065111845
1211 => 0.57565387802396
1212 => 0.58501020673546
1213 => 0.59339906180171
1214 => 0.60900864130646
1215 => 0.61293326046841
1216 => 0.62825131033422
1217 => 0.61913015746144
1218 => 0.62317344639124
1219 => 0.62756300848267
1220 => 0.62966752597011
1221 => 0.62623832765897
1222 => 0.65003356426143
1223 => 0.65204261129789
1224 => 0.65271622739102
1225 => 0.64469260749106
1226 => 0.65181945991385
1227 => 0.64848504168177
1228 => 0.65716027159357
1229 => 0.65852065841464
1230 => 0.65736845917436
1231 => 0.65780026742361
]
'min_raw' => 0.29497936764907
'max_raw' => 0.65852065841464
'avg_raw' => 0.47675001303185
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.294979'
'max' => '$0.65852'
'avg' => '$0.47675'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.045485219982669
'max_diff' => -0.062840295054999
'year' => 2031
]
6 => [
'items' => [
101 => 0.6374952307508
102 => 0.63644230748171
103 => 0.62208562399568
104 => 0.62793607863548
105 => 0.61699893410596
106 => 0.62046721530134
107 => 0.62199600060527
108 => 0.6211974499203
109 => 0.62826685456287
110 => 0.62225641643273
111 => 0.6063938819998
112 => 0.59052702582997
113 => 0.59032783037562
114 => 0.58615036721937
115 => 0.58313082649795
116 => 0.58371249716486
117 => 0.58576238046354
118 => 0.58301168355415
119 => 0.58359868420364
120 => 0.59334680615008
121 => 0.59530172248601
122 => 0.58865815294139
123 => 0.56198326255723
124 => 0.55543717754806
125 => 0.56014237363814
126 => 0.55789359296052
127 => 0.45026367132881
128 => 0.47554972491899
129 => 0.46052561050895
130 => 0.46744941365536
131 => 0.45211368331828
201 => 0.45943269764963
202 => 0.45808114295023
203 => 0.49874036885452
204 => 0.49810553096696
205 => 0.49840939426886
206 => 0.4839052071575
207 => 0.50701077105749
208 => 0.51839340268382
209 => 0.51628678050872
210 => 0.5168169719248
211 => 0.50770652678833
212 => 0.49849760329222
213 => 0.48828348989187
214 => 0.50726005008715
215 => 0.50515018053412
216 => 0.50998946218167
217 => 0.52229711794085
218 => 0.52410946700362
219 => 0.52654528252302
220 => 0.52567221605247
221 => 0.54647220143655
222 => 0.54395318596381
223 => 0.55002328848289
224 => 0.53753662706136
225 => 0.52340678441813
226 => 0.52609240556525
227 => 0.52583375865238
228 => 0.52254088659045
229 => 0.5195682289272
301 => 0.51461959145898
302 => 0.53027781266895
303 => 0.5296421174831
304 => 0.53993328362727
305 => 0.53811422004823
306 => 0.52596606826705
307 => 0.5263999418845
308 => 0.52931795047434
309 => 0.53941721152104
310 => 0.54241535980982
311 => 0.54102649806691
312 => 0.54431383079489
313 => 0.54691200454774
314 => 0.54464012141606
315 => 0.57680519558307
316 => 0.56344801424778
317 => 0.56995821149193
318 => 0.57151085517435
319 => 0.56753379103041
320 => 0.56839627383524
321 => 0.56970270027206
322 => 0.57763506577192
323 => 0.59845188809201
324 => 0.60767151699267
325 => 0.6354092254288
326 => 0.6069059551559
327 => 0.60521468905617
328 => 0.61021108794406
329 => 0.62649605913069
330 => 0.63969349870789
331 => 0.6440718507942
401 => 0.64465052230112
402 => 0.65286460188239
403 => 0.65757275911485
404 => 0.65186719656948
405 => 0.64703232970958
406 => 0.62971443674317
407 => 0.63171903000909
408 => 0.64552868975178
409 => 0.66503564752322
410 => 0.68177464664416
411 => 0.67591323256502
412 => 0.72063168447536
413 => 0.72506533632377
414 => 0.72445274899545
415 => 0.734553267722
416 => 0.71450579498467
417 => 0.70593511198797
418 => 0.64807768280276
419 => 0.66433326042994
420 => 0.68796169716764
421 => 0.68483438496331
422 => 0.66767478261447
423 => 0.68176162954704
424 => 0.6771040774147
425 => 0.67343047280591
426 => 0.69025996768208
427 => 0.67175524674818
428 => 0.68777709842095
429 => 0.66722890792579
430 => 0.67594000701081
501 => 0.6709951658617
502 => 0.67419508410211
503 => 0.65548842745374
504 => 0.66558208530278
505 => 0.65506849810235
506 => 0.65506351329311
507 => 0.65483142527295
508 => 0.66720061398987
509 => 0.66760397278986
510 => 0.65846312363925
511 => 0.65714578446974
512 => 0.66201667782481
513 => 0.65631413739502
514 => 0.65898232017075
515 => 0.65639495393317
516 => 0.65581248329482
517 => 0.65117125814924
518 => 0.64917169074338
519 => 0.64995577264572
520 => 0.6472792968911
521 => 0.64566662343658
522 => 0.65451062393244
523 => 0.64978563123347
524 => 0.65378645103539
525 => 0.64922701192739
526 => 0.63342200952599
527 => 0.62433238551008
528 => 0.59447820109835
529 => 0.60294481076351
530 => 0.60855818173086
531 => 0.60670296265964
601 => 0.6106886910991
602 => 0.61093338245454
603 => 0.60963758150918
604 => 0.60813721001683
605 => 0.6074069121501
606 => 0.61284995412686
607 => 0.61600982319874
608 => 0.60912155860465
609 => 0.60750773458732
610 => 0.61447215040345
611 => 0.61872044002809
612 => 0.65008742370863
613 => 0.64776365624355
614 => 0.65359585656456
615 => 0.65293924031082
616 => 0.65905231538961
617 => 0.66904460956515
618 => 0.64872748161689
619 => 0.65225383251528
620 => 0.65138925271033
621 => 0.66082850831579
622 => 0.66085797664146
623 => 0.6551986713802
624 => 0.65826667257407
625 => 0.65655419847386
626 => 0.65964887062769
627 => 0.64773262091232
628 => 0.66224532678598
629 => 0.67047309583823
630 => 0.67058733841951
701 => 0.67448723565066
702 => 0.67844975710433
703 => 0.68605547197177
704 => 0.67823763784469
705 => 0.66417411530088
706 => 0.66518945620365
707 => 0.65694401808186
708 => 0.65708262538634
709 => 0.65634272873214
710 => 0.65856321428823
711 => 0.64821989262314
712 => 0.650647449544
713 => 0.64724885563905
714 => 0.65224644463587
715 => 0.64686986500634
716 => 0.65138883578377
717 => 0.65333907376505
718 => 0.66053549390161
719 => 0.64580694790094
720 => 0.61577444557068
721 => 0.62208764166939
722 => 0.61274992874854
723 => 0.61361416963055
724 => 0.61536007375511
725 => 0.60970102726311
726 => 0.61078059499673
727 => 0.61074202524049
728 => 0.61040965191822
729 => 0.60893751536291
730 => 0.60680262610436
731 => 0.61530736782616
801 => 0.61675248917046
802 => 0.61996481490618
803 => 0.62952251735434
804 => 0.62856747749362
805 => 0.63012518713067
806 => 0.62672471573916
807 => 0.61377190774561
808 => 0.6144753075375
809 => 0.60570390086143
810 => 0.61974051031666
811 => 0.61641645592347
812 => 0.61427341643193
813 => 0.61368866825154
814 => 0.6232700623954
815 => 0.62613696569319
816 => 0.62435050394873
817 => 0.62068641879142
818 => 0.62772254548298
819 => 0.62960511615529
820 => 0.63002655430229
821 => 0.64249322175626
822 => 0.63072330252557
823 => 0.63355643906733
824 => 0.65565976161168
825 => 0.63561509811397
826 => 0.64623320341805
827 => 0.64571350241737
828 => 0.65114536579384
829 => 0.64526793107628
830 => 0.64534078892365
831 => 0.65016391561566
901 => 0.64339070403221
902 => 0.64171356159226
903 => 0.63939660132339
904 => 0.64445559930618
905 => 0.64748823979805
906 => 0.67192909493359
907 => 0.68771900198956
908 => 0.68703352048134
909 => 0.69329753829883
910 => 0.69047554090022
911 => 0.68136256689483
912 => 0.69691730231325
913 => 0.69199513318909
914 => 0.69240091083125
915 => 0.69238580776714
916 => 0.69565861993121
917 => 0.69333953256414
918 => 0.6887683733142
919 => 0.69180292215138
920 => 0.70081444732675
921 => 0.72878649797844
922 => 0.74444002810351
923 => 0.72784413580976
924 => 0.73929176008614
925 => 0.73242726472591
926 => 0.73117978171791
927 => 0.73836973573626
928 => 0.74557227481733
929 => 0.7451135042153
930 => 0.73988483069692
1001 => 0.73693128569906
1002 => 0.75929651793299
1003 => 0.77577484006115
1004 => 0.77465112896408
1005 => 0.77961082429611
1006 => 0.79417264318856
1007 => 0.79550399341343
1008 => 0.79533627388583
1009 => 0.79203638344146
1010 => 0.8063743852322
1011 => 0.81833539857918
1012 => 0.79127255414659
1013 => 0.80157773102787
1014 => 0.80620405694194
1015 => 0.81299687595285
1016 => 0.82445750023289
1017 => 0.83690677798148
1018 => 0.83866724235452
1019 => 0.83741810863587
1020 => 0.82920747530613
1021 => 0.84282962356941
1022 => 0.85080915854335
1023 => 0.85556078901192
1024 => 0.8676101332843
1025 => 0.8062326275558
1026 => 0.7627865783412
1027 => 0.75600185038778
1028 => 0.7697988614773
1029 => 0.77343702327251
1030 => 0.77197048481473
1031 => 0.72306800648171
1101 => 0.75574438895996
1102 => 0.79090142899828
1103 => 0.7922519540877
1104 => 0.80985230342993
1105 => 0.81558369863845
1106 => 0.82975428678946
1107 => 0.82886791264238
1108 => 0.83231822535385
1109 => 0.83152505821257
1110 => 0.85777308879294
1111 => 0.88672856439335
1112 => 0.88572592834608
1113 => 0.88156323614288
1114 => 0.88774554390913
1115 => 0.91763069778609
1116 => 0.91487935171693
1117 => 0.91755205006402
1118 => 0.95278833073843
1119 => 0.99860050791764
1120 => 0.97731615215051
1121 => 1.0234970797568
1122 => 1.0525655257392
1123 => 1.1028363973323
1124 => 1.0965422366195
1125 => 1.116112318026
1126 => 1.0852743753128
1127 => 1.0144642254667
1128 => 1.0032582482032
1129 => 1.0256928984653
1130 => 1.0808462969935
1201 => 1.0239559216713
1202 => 1.0354647705048
1203 => 1.0321502212665
1204 => 1.0319736030236
1205 => 1.0387144029998
1206 => 1.0289365210578
1207 => 0.98909967101843
1208 => 1.0073566646314
1209 => 1.0003067626246
1210 => 1.0081291545062
1211 => 1.0503433772912
1212 => 1.0316794631366
1213 => 1.0120185457079
1214 => 1.0366776992703
1215 => 1.0680772755597
1216 => 1.066112346506
1217 => 1.0622995628652
1218 => 1.0837920246178
1219 => 1.1192912747328
1220 => 1.1288865793914
1221 => 1.1359696371229
1222 => 1.1369462711149
1223 => 1.1470062082065
1224 => 1.0929113910342
1225 => 1.1787612551401
1226 => 1.1935851551166
1227 => 1.1907988763087
1228 => 1.2072750172475
1229 => 1.202427318624
1230 => 1.1954037638991
1231 => 1.2215219518627
]
'min_raw' => 0.45026367132881
'max_raw' => 1.2215219518627
'avg_raw' => 0.83589281159576
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.450263'
'max' => '$1.22'
'avg' => '$0.835892'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.15528430367974
'max_diff' => 0.56300129344807
'year' => 2032
]
7 => [
'items' => [
101 => 1.1915795569915
102 => 1.1490800971145
103 => 1.1257640528819
104 => 1.156468500779
105 => 1.1752186356721
106 => 1.187611282104
107 => 1.1913612894264
108 => 1.0971106177031
109 => 1.0463147330261
110 => 1.078874312728
111 => 1.1185992471065
112 => 1.0926907170179
113 => 1.0937062823461
114 => 1.0567675270816
115 => 1.1218675073058
116 => 1.1123829877641
117 => 1.161588691924
118 => 1.1498453557258
119 => 1.1899706973138
120 => 1.179404350127
121 => 1.2232646665426
122 => 1.2407617342315
123 => 1.2701420340822
124 => 1.2917543022518
125 => 1.3044454394977
126 => 1.3036835112207
127 => 1.3539721196887
128 => 1.3243186842253
129 => 1.2870669805051
130 => 1.2863932147125
131 => 1.3056863999299
201 => 1.3461196233187
202 => 1.3566033698639
203 => 1.3624623539637
204 => 1.3534891158622
205 => 1.3213024369475
206 => 1.3074043921823
207 => 1.3192459289874
208 => 1.3047647470296
209 => 1.3297633297907
210 => 1.3640917233308
211 => 1.3570030458139
212 => 1.3806994319588
213 => 1.4052226986863
214 => 1.4402920715154
215 => 1.449460504188
216 => 1.4646155747516
217 => 1.4802151205429
218 => 1.4852252742315
219 => 1.4947912121825
220 => 1.4947407949676
221 => 1.5235683928447
222 => 1.5553661260195
223 => 1.5673690341737
224 => 1.5949690596303
225 => 1.5477049832562
226 => 1.5835553281165
227 => 1.6158932365729
228 => 1.5773386489757
301 => 1.6304771659116
302 => 1.6325404141097
303 => 1.6636930123007
304 => 1.6321138859185
305 => 1.6133623014768
306 => 1.6674974231471
307 => 1.693691703283
308 => 1.68580177293
309 => 1.6257590133693
310 => 1.5908115519499
311 => 1.4993473045535
312 => 1.607690656556
313 => 1.6604615428975
314 => 1.6256223495222
315 => 1.6431932121859
316 => 1.7390541415074
317 => 1.7755517768575
318 => 1.7679605238424
319 => 1.7692433206393
320 => 1.7889367821953
321 => 1.8762684361219
322 => 1.8239372847572
323 => 1.8639424891647
324 => 1.8851611053329
325 => 1.9048701385563
326 => 1.8564709820636
327 => 1.7935043905914
328 => 1.7735602279145
329 => 1.6221582783465
330 => 1.6142771493661
331 => 1.6098532328468
401 => 1.5819610649679
402 => 1.5600454613229
403 => 1.5426173596301
404 => 1.4968808163167
405 => 1.5123155570746
406 => 1.4394210529915
407 => 1.4860563734813
408 => 1.3697149848652
409 => 1.4666075504077
410 => 1.4138733321473
411 => 1.4492829414269
412 => 1.4491594006359
413 => 1.3839590833253
414 => 1.3463529009964
415 => 1.3703170240308
416 => 1.3960084661983
417 => 1.4001768162535
418 => 1.4334864416388
419 => 1.4427824420959
420 => 1.4146151267223
421 => 1.3673040681795
422 => 1.3782933480287
423 => 1.346130203591
424 => 1.2897655301015
425 => 1.3302476226344
426 => 1.3440699888971
427 => 1.3501747332816
428 => 1.2947465504311
429 => 1.2773298119751
430 => 1.2680572865617
501 => 1.3601489858109
502 => 1.365193976981
503 => 1.3393830888648
504 => 1.4560507506389
505 => 1.4296452656167
506 => 1.4591466618874
507 => 1.3772961860665
508 => 1.3804229844692
509 => 1.3416736575035
510 => 1.3633706913733
511 => 1.3480359271622
512 => 1.3616177854509
513 => 1.3697586953091
514 => 1.4085016638915
515 => 1.4670499328752
516 => 1.4027147563494
517 => 1.3746829986404
518 => 1.3920737434665
519 => 1.4383875886639
520 => 1.5085554349
521 => 1.4670146576687
522 => 1.4854497491958
523 => 1.4894769965743
524 => 1.4588463653671
525 => 1.5096848299637
526 => 1.5369295761519
527 => 1.5648770482352
528 => 1.5891430551747
529 => 1.5537142133071
530 => 1.5916281526305
531 => 1.561076210247
601 => 1.5336679595274
602 => 1.5337095265301
603 => 1.516515930483
604 => 1.4832011716092
605 => 1.4770574189328
606 => 1.509017996226
607 => 1.5346473525372
608 => 1.5367583090793
609 => 1.5509480376171
610 => 1.5593453727999
611 => 1.6416506732152
612 => 1.6747545459074
613 => 1.7152333348111
614 => 1.7310021043487
615 => 1.7784604472399
616 => 1.7401339809771
617 => 1.7318418089163
618 => 1.6167233925678
619 => 1.6355740267958
620 => 1.6657557110105
621 => 1.6172210774239
622 => 1.6480051313019
623 => 1.6540825556328
624 => 1.6155718891466
625 => 1.6361421000646
626 => 1.5815137185089
627 => 1.468240682311
628 => 1.5098109352338
629 => 1.5404206337808
630 => 1.4967368198056
701 => 1.5750383655591
702 => 1.5292962190019
703 => 1.5147981545535
704 => 1.4582360362072
705 => 1.4849311787911
706 => 1.5210367413734
707 => 1.4987277014197
708 => 1.5450223090428
709 => 1.610587819758
710 => 1.6573137071873
711 => 1.6609007406264
712 => 1.6308591254007
713 => 1.6790010055229
714 => 1.679351666562
715 => 1.6250474291187
716 => 1.591786386052
717 => 1.5842294070854
718 => 1.603108222177
719 => 1.6260305889196
720 => 1.6621727724491
721 => 1.6840127370106
722 => 1.7409597815649
723 => 1.7563680190216
724 => 1.7732970005008
725 => 1.7959193404615
726 => 1.8230832598333
727 => 1.7636501506906
728 => 1.766011538914
729 => 1.7106682505878
730 => 1.6515260099809
731 => 1.6964075984172
801 => 1.7550843049501
802 => 1.7416238036395
803 => 1.740109222269
804 => 1.7426563280244
805 => 1.732507549615
806 => 1.6866050010007
807 => 1.6635530284518
808 => 1.6932959542253
809 => 1.7091029955686
810 => 1.7336183381732
811 => 1.7305963047411
812 => 1.7937451945349
813 => 1.8182829435855
814 => 1.8120051373489
815 => 1.8131604047803
816 => 1.8575848273607
817 => 1.9069939218494
818 => 1.9532720589424
819 => 2.0003481676855
820 => 1.9435960811838
821 => 1.9147808716403
822 => 1.9445108125829
823 => 1.9287356874396
824 => 2.0193842357193
825 => 2.0256605445248
826 => 2.1163025378827
827 => 2.2023325830272
828 => 2.1482986530603
829 => 2.1992502152774
830 => 2.254358483957
831 => 2.3606712752343
901 => 2.3248688672612
902 => 2.2974447838491
903 => 2.2715291575368
904 => 2.3254554619028
905 => 2.394830790976
906 => 2.4097735723897
907 => 2.4339865868617
908 => 2.4085295627709
909 => 2.4391897442891
910 => 2.5474336578146
911 => 2.5181851968846
912 => 2.4766476804392
913 => 2.5620958543116
914 => 2.5930192162647
915 => 2.8100555651418
916 => 3.0840729209235
917 => 2.9706279363349
918 => 2.900208973554
919 => 2.9167591001677
920 => 3.0168209624263
921 => 3.048957656779
922 => 2.9615990433455
923 => 2.992455582463
924 => 3.1624781467486
925 => 3.2536897975109
926 => 3.1298121244167
927 => 2.7880385374095
928 => 2.4729076815551
929 => 2.556494575055
930 => 2.5470184153354
1001 => 2.7296864499135
1002 => 2.5174876307645
1003 => 2.5210605146648
1004 => 2.7075059307491
1005 => 2.6577654902214
1006 => 2.5771923468409
1007 => 2.4734959546693
1008 => 2.2818035829848
1009 => 2.1120163036466
1010 => 2.445008258104
1011 => 2.4306490395213
1012 => 2.4098547630964
1013 => 2.4561301751042
1014 => 2.680830440309
1015 => 2.6756503719122
1016 => 2.6426974196662
1017 => 2.6676919435108
1018 => 2.5728106859642
1019 => 2.59726374644
1020 => 2.4728577632174
1021 => 2.5290944632869
1022 => 2.5770194730625
1023 => 2.5866411283168
1024 => 2.6083192088987
1025 => 2.4230823838161
1026 => 2.5062482800107
1027 => 2.5551004524344
1028 => 2.3343845601669
1029 => 2.5507376089
1030 => 2.4198578228061
1031 => 2.3754352576574
1101 => 2.4352443894022
1102 => 2.411936712595
1103 => 2.3918981407488
1104 => 2.3807162733523
1105 => 2.4246334988127
1106 => 2.4225847077525
1107 => 2.3507276029332
1108 => 2.2569929389667
1109 => 2.2884533689293
1110 => 2.2770234997808
1111 => 2.2356001795041
1112 => 2.2635144958998
1113 => 2.1405939736052
1114 => 1.9291156038502
1115 => 2.068824692668
1116 => 2.0634460447228
1117 => 2.0607338865265
1118 => 2.1657214054975
1119 => 2.1556292780226
1120 => 2.1373119678333
1121 => 2.2352637677379
1122 => 2.1995100431351
1123 => 2.3096945977239
1124 => 2.3822692716662
1125 => 2.3638619868097
1126 => 2.4321188184363
1127 => 2.2891781536945
1128 => 2.3366573087377
1129 => 2.3464426967888
1130 => 2.2340550577317
1201 => 2.157280474889
1202 => 2.1521604855077
1203 => 2.0190439390476
1204 => 2.0901537236874
1205 => 2.1527273914475
1206 => 2.1227594605032
1207 => 2.1132725088327
1208 => 2.1617392874485
1209 => 2.1655055712369
1210 => 2.0796339017299
1211 => 2.0974893410225
1212 => 2.1719494910925
1213 => 2.0956131362858
1214 => 1.9473040683692
1215 => 1.9105213689926
1216 => 1.9056138788561
1217 => 1.8058562808741
1218 => 1.9129793648483
1219 => 1.8662172679734
1220 => 2.0139381717052
1221 => 1.9295607837367
1222 => 1.9259234431843
1223 => 1.9204250694576
1224 => 1.83455958394
1225 => 1.8533586682321
1226 => 1.9158496876003
1227 => 1.9381471873226
1228 => 1.9358213754235
1229 => 1.9155434475135
1230 => 1.9248265790709
1231 => 1.8949223778671
]
'min_raw' => 1.0463147330261
'max_raw' => 3.2536897975109
'avg_raw' => 2.1500022652685
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$1.04'
'max' => '$3.25'
'avg' => '$2.15'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.59605106169726
'max_diff' => 2.0321678456482
'year' => 2033
]
8 => [
'items' => [
101 => 1.8843625820199
102 => 1.8510329616254
103 => 1.8020476271882
104 => 1.8088593383862
105 => 1.7118065731562
106 => 1.6589270756787
107 => 1.6442907277175
108 => 1.6247183915287
109 => 1.6465014751701
110 => 1.7115316348663
111 => 1.6330914653546
112 => 1.498611296665
113 => 1.5066937839463
114 => 1.5248527331553
115 => 1.4910136514377
116 => 1.4589878004908
117 => 1.4868316795497
118 => 1.4298506592552
119 => 1.5317386172279
120 => 1.5289828335024
121 => 1.5669603635256
122 => 1.5907084924265
123 => 1.535976743858
124 => 1.5222118571034
125 => 1.5300529621781
126 => 1.4004569615718
127 => 1.5563696054286
128 => 1.5577179444471
129 => 1.5461726471705
130 => 1.6291913167614
131 => 1.8043866037707
201 => 1.7384710895837
202 => 1.7129466101835
203 => 1.6644245561855
204 => 1.7290773121834
205 => 1.7241129892629
206 => 1.7016624383527
207 => 1.6880842751122
208 => 1.713102457212
209 => 1.6849842454861
210 => 1.6799334420233
211 => 1.6493310683674
212 => 1.6384074132915
213 => 1.6303199739566
214 => 1.6214164979042
215 => 1.6410553474678
216 => 1.5965511306509
217 => 1.5428834079718
218 => 1.5384215175239
219 => 1.5507411893441
220 => 1.5452906516554
221 => 1.5383954224464
222 => 1.5252305520826
223 => 1.5213248162686
224 => 1.5340165628704
225 => 1.5196883209317
226 => 1.540830422412
227 => 1.5350809406552
228 => 1.5029648029349
301 => 1.4629362044182
302 => 1.4625798659286
303 => 1.4539557700382
304 => 1.4429716872804
305 => 1.4399161667389
306 => 1.4844867457183
307 => 1.5767465103203
308 => 1.5586337109399
309 => 1.5717220647666
310 => 1.6361038115742
311 => 1.6565688328576
312 => 1.6420432454912
313 => 1.6221597256049
314 => 1.6230344995693
315 => 1.6909825061717
316 => 1.6952203399968
317 => 1.7059279788957
318 => 1.7196903208593
319 => 1.6443870318377
320 => 1.6194877214283
321 => 1.6076890467952
322 => 1.571353695587
323 => 1.6105382567075
324 => 1.5877070909928
325 => 1.5907877952714
326 => 1.5887814825685
327 => 1.5898770649705
328 => 1.5317101374672
329 => 1.5529031086857
330 => 1.5176656835905
331 => 1.4704867269747
401 => 1.4703285665691
402 => 1.4818755493624
403 => 1.4750069521634
404 => 1.4565237337088
405 => 1.459149187652
406 => 1.4361474484775
407 => 1.4619420152477
408 => 1.4626817111253
409 => 1.4527493978792
410 => 1.4924894869529
411 => 1.5087710338712
412 => 1.5022333725219
413 => 1.5083123341229
414 => 1.5593863795285
415 => 1.5677136774465
416 => 1.5714121131112
417 => 1.5664566992693
418 => 1.5092458739149
419 => 1.5117834172986
420 => 1.4931646076356
421 => 1.4774336754723
422 => 1.4780628302609
423 => 1.4861505742709
424 => 1.5214702267026
425 => 1.5957983530378
426 => 1.598619051099
427 => 1.6020378194348
428 => 1.5881319704778
429 => 1.5839378333712
430 => 1.5894709828134
501 => 1.6173847190776
502 => 1.6891864272548
503 => 1.6638069081101
504 => 1.6431729639898
505 => 1.6612744958547
506 => 1.6584879069086
507 => 1.6349662918794
508 => 1.6343061184867
509 => 1.5891606189305
510 => 1.5724713556579
511 => 1.5585245580976
512 => 1.5432950192521
513 => 1.5342664381257
514 => 1.5481384421525
515 => 1.5513111336022
516 => 1.5209797543563
517 => 1.5168456994434
518 => 1.5416149584839
519 => 1.5307149310712
520 => 1.5419258795728
521 => 1.5445269157909
522 => 1.5441080890529
523 => 1.5327272085739
524 => 1.5399810424084
525 => 1.5228235629178
526 => 1.5041673809417
527 => 1.4922658991622
528 => 1.4818802778071
529 => 1.4876428241508
530 => 1.467100398635
531 => 1.4605284632752
601 => 1.5375236067217
602 => 1.594400747023
603 => 1.5935737308772
604 => 1.5885394827809
605 => 1.5810596112698
606 => 1.6168375198874
607 => 1.6043732119269
608 => 1.6134420373959
609 => 1.6157504340952
610 => 1.6227372556593
611 => 1.6252344438309
612 => 1.6176862067677
613 => 1.5923534012442
614 => 1.5292264584505
615 => 1.4998406961721
616 => 1.4901429051616
617 => 1.4904954014461
618 => 1.4807719803068
619 => 1.4836359636055
620 => 1.4797760037939
621 => 1.4724661737353
622 => 1.4871914627432
623 => 1.4888884151258
624 => 1.4854513567173
625 => 1.4862609083958
626 => 1.4578035327598
627 => 1.4599670852233
628 => 1.4479201501759
629 => 1.4456614950825
630 => 1.4152078923295
701 => 1.3612549207321
702 => 1.3911501043387
703 => 1.3550409264409
704 => 1.3413658336277
705 => 1.4061015960923
706 => 1.3996039210314
707 => 1.3884827257986
708 => 1.3720321601891
709 => 1.3659304853837
710 => 1.3288586408218
711 => 1.3266682384745
712 => 1.3450420456634
713 => 1.3365631658498
714 => 1.3246556073887
715 => 1.2815276376923
716 => 1.2330375205734
717 => 1.2345011324112
718 => 1.249924936476
719 => 1.2947717269778
720 => 1.2772493100714
721 => 1.2645365955592
722 => 1.2621558862739
723 => 1.2919554473323
724 => 1.334128069431
725 => 1.3539145201605
726 => 1.334306748411
727 => 1.3117823959827
728 => 1.3131533489472
729 => 1.3222736848223
730 => 1.3232321031682
731 => 1.3085710652782
801 => 1.3126980615667
802 => 1.306428776824
803 => 1.2679541879301
804 => 1.2672583046213
805 => 1.2578160200202
806 => 1.257530111395
807 => 1.2414664298003
808 => 1.2392190097022
809 => 1.2073235949
810 => 1.228317253511
811 => 1.2142358095313
812 => 1.193011751977
813 => 1.1893527164548
814 => 1.1892427214286
815 => 1.2110350829244
816 => 1.2280625970788
817 => 1.2144807622781
818 => 1.2113884417668
819 => 1.2444063346574
820 => 1.2402045068223
821 => 1.236565751016
822 => 1.3303519736755
823 => 1.2561128602103
824 => 1.223740369319
825 => 1.1836732644718
826 => 1.1967193158459
827 => 1.1994683105568
828 => 1.1031141460377
829 => 1.0640232734925
830 => 1.0506087591434
831 => 1.0428885164821
901 => 1.0464067280075
902 => 1.0112203578148
903 => 1.0348661805132
904 => 1.0043977581561
905 => 0.99928962799507
906 => 1.0537709414828
907 => 1.0613516979794
908 => 1.0290098356085
909 => 1.0497785469225
910 => 1.0422475234934
911 => 1.0049200518077
912 => 1.0034944169516
913 => 0.98476480378381
914 => 0.95545658594397
915 => 0.94206194394668
916 => 0.93508589809689
917 => 0.93796435057494
918 => 0.93650891691994
919 => 0.92701122782779
920 => 0.9370533133411
921 => 0.91139993453082
922 => 0.90118455238525
923 => 0.89657050126516
924 => 0.87380165101765
925 => 0.9100370171151
926 => 0.91717584071742
927 => 0.92432873000752
928 => 0.98658974779295
929 => 0.9834793632922
930 => 1.0115957243603
1001 => 1.0105031742719
1002 => 1.0024839326404
1003 => 0.96865207129843
1004 => 0.98213684823439
1005 => 0.94063280082512
1006 => 0.97173045514504
1007 => 0.95753878438252
1008 => 0.9669322369847
1009 => 0.95004196223251
1010 => 0.95938973766272
1011 => 0.91886872062642
1012 => 0.88103076506402
1013 => 0.89625786294111
1014 => 0.91281145976338
1015 => 0.94870387545207
1016 => 0.92732664877388
1017 => 0.9350147078498
1018 => 0.90926099691104
1019 => 0.85612373506054
1020 => 0.85642448619192
1021 => 0.8482504761144
1022 => 0.84118693798241
1023 => 0.9297820804132
1024 => 0.91876387396999
1025 => 0.90120780402994
1026 => 0.92470730129518
1027 => 0.93092094135928
1028 => 0.93109783495656
1029 => 0.94824246155146
1030 => 0.95739255183851
1031 => 0.95900529491036
1101 => 0.98598273529162
1102 => 0.99502521746638
1103 => 1.0322699218042
1104 => 0.95661623060578
1105 => 0.95505819262084
1106 => 0.92503798741315
1107 => 0.90599869866977
1108 => 0.92634162380223
1109 => 0.94436267838339
1110 => 0.92559795181248
1111 => 0.92804822895765
1112 => 0.90285811667069
1113 => 0.91186239650833
1114 => 0.91961809531199
1115 => 0.91533585429151
1116 => 0.90892513222106
1117 => 0.94288515741713
1118 => 0.94096899970516
1119 => 0.97259335590535
1120 => 0.99724680304281
1121 => 1.041430187644
1122 => 0.99532252248073
1123 => 0.99364217590081
1124 => 1.0100678332556
1125 => 0.99502270278382
1126 => 1.0045307059017
1127 => 1.0398983013485
1128 => 1.0406455629088
1129 => 1.0281279689822
1130 => 1.0273662722542
1201 => 1.0297704130953
1202 => 1.0438515410934
1203 => 1.0389311623015
1204 => 1.0446251492082
1205 => 1.0517455670245
1206 => 1.0811986341072
1207 => 1.088299668868
1208 => 1.0710478358638
1209 => 1.0726054832235
1210 => 1.0661528241065
1211 => 1.059919636251
1212 => 1.0739309322661
1213 => 1.0995368511263
1214 => 1.099377558034
1215 => 1.1053176335016
1216 => 1.1090182513077
1217 => 1.0931324906662
1218 => 1.0827914446241
1219 => 1.0867568596945
1220 => 1.0930976447475
1221 => 1.0847006285608
1222 => 1.0328703547798
1223 => 1.0485923489142
1224 => 1.045975440324
1225 => 1.0422486442646
1226 => 1.0580572309414
1227 => 1.0565324541911
1228 => 1.0108594707309
1229 => 1.0137833069464
1230 => 1.0110372788952
1231 => 1.019910257313
]
'min_raw' => 0.84118693798241
'max_raw' => 1.8843625820199
'avg_raw' => 1.3627747600011
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.841186'
'max' => '$1.88'
'avg' => '$1.36'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.20512779504367
'max_diff' => -1.369327215491
'year' => 2034
]
9 => [
'items' => [
101 => 0.99454353283062
102 => 1.0023461664339
103 => 1.0072399050848
104 => 1.0101223547456
105 => 1.0205357394347
106 => 1.0193138489323
107 => 1.0204597850054
108 => 1.0359000854678
109 => 1.1139918267349
110 => 1.1182421879123
111 => 1.097311854978
112 => 1.1056731101527
113 => 1.0896213286228
114 => 1.1003969971014
115 => 1.1077694358022
116 => 1.0744548029518
117 => 1.0724821266045
118 => 1.0563640936623
119 => 1.0650250115934
120 => 1.051244868423
121 => 1.054626033548
122 => 1.0451720010936
123 => 1.0621873772325
124 => 1.0812132116779
125 => 1.0860198888117
126 => 1.0733755906771
127 => 1.0642202855278
128 => 1.0481465856307
129 => 1.0748775067854
130 => 1.0826944427411
131 => 1.0748364477486
201 => 1.0730155786083
202 => 1.0695650348775
203 => 1.0737476277725
204 => 1.0826518700291
205 => 1.0784527938165
206 => 1.0812263576331
207 => 1.0706563924505
208 => 1.0931377495139
209 => 1.1288435549639
210 => 1.1289583549669
211 => 1.1247592561196
212 => 1.1230410753421
213 => 1.1273496055821
214 => 1.1296868064921
215 => 1.1436198032387
216 => 1.1585704638629
217 => 1.2283386735117
218 => 1.2087480394243
219 => 1.2706505455542
220 => 1.3196073908685
221 => 1.3342874081548
222 => 1.3207824829996
223 => 1.2745828635651
224 => 1.2723160898287
225 => 1.34135782624
226 => 1.321850373392
227 => 1.3195300239479
228 => 1.2948454261552
301 => 1.3094370806976
302 => 1.3062456718025
303 => 1.3012078767326
304 => 1.329047737136
305 => 1.3811614705297
306 => 1.3730390564608
307 => 1.3669760511463
308 => 1.3404097267725
309 => 1.3564085878489
310 => 1.3507116998576
311 => 1.3751891460027
312 => 1.3606892491482
313 => 1.3217025852505
314 => 1.327911339978
315 => 1.3269728991912
316 => 1.3462859440843
317 => 1.3404886473866
318 => 1.3258408839677
319 => 1.3809833514545
320 => 1.3774027063344
321 => 1.3824792424652
322 => 1.3847140906671
323 => 1.4182783389071
324 => 1.4320285374748
325 => 1.4351500732808
326 => 1.4482116984417
327 => 1.4348250881479
328 => 1.4883810738142
329 => 1.5239926792038
330 => 1.5653573914204
331 => 1.6258023537552
401 => 1.6485302187403
402 => 1.64442463336
403 => 1.6902533139534
404 => 1.7726064342655
405 => 1.6610705535409
406 => 1.7785181067742
407 => 1.7413355674177
408 => 1.6531764354889
409 => 1.6475000267205
410 => 1.7072024144113
411 => 1.8396165641677
412 => 1.8064483214826
413 => 1.8396708155305
414 => 1.8009150115069
415 => 1.7989904591776
416 => 1.8377885326337
417 => 1.9284423460367
418 => 1.8853761173963
419 => 1.8236301183678
420 => 1.8692224031763
421 => 1.8297261467084
422 => 1.7407300265801
423 => 1.8064229583525
424 => 1.7624959657033
425 => 1.7753161974457
426 => 1.8676442023473
427 => 1.8565350525279
428 => 1.8709113210737
429 => 1.8455375833828
430 => 1.8218345113083
501 => 1.777590967068
502 => 1.7644926347988
503 => 1.7681125426094
504 => 1.7644908409523
505 => 1.739736984569
506 => 1.7343913916399
507 => 1.7254818358955
508 => 1.7282432797709
509 => 1.711490708389
510 => 1.7431062718444
511 => 1.7489743990172
512 => 1.7719815695808
513 => 1.7743702503521
514 => 1.8384448928854
515 => 1.8031536565087
516 => 1.8268300647689
517 => 1.8247122239631
518 => 1.6550871111996
519 => 1.6784599551234
520 => 1.7148207654663
521 => 1.6984402696927
522 => 1.6752820811146
523 => 1.6565806021743
524 => 1.6282459492552
525 => 1.66812642912
526 => 1.7205650193259
527 => 1.7757001795366
528 => 1.841941461931
529 => 1.8271571788341
530 => 1.7744618448387
531 => 1.7768257190278
601 => 1.7914382591144
602 => 1.772513692013
603 => 1.7669324677233
604 => 1.7906714846025
605 => 1.790834962165
606 => 1.7690599606045
607 => 1.7448610311532
608 => 1.7447596367552
609 => 1.7404536709933
610 => 1.8016810332502
611 => 1.835349891707
612 => 1.8392099720689
613 => 1.8350900775431
614 => 1.8366756614333
615 => 1.81708449454
616 => 1.861864092478
617 => 1.9029582797892
618 => 1.8919441597406
619 => 1.8754324280382
620 => 1.8622800384245
621 => 1.8888458747365
622 => 1.8876629398641
623 => 1.9025993579129
624 => 1.9019217557132
625 => 1.8968992001105
626 => 1.8919443391119
627 => 1.9115898028995
628 => 1.9059322248252
629 => 1.9002658589694
630 => 1.8889010947685
701 => 1.8904457549721
702 => 1.873936874253
703 => 1.8662991106374
704 => 1.7514454714156
705 => 1.7207528260646
706 => 1.7304093570985
707 => 1.7335885378465
708 => 1.7202310592561
709 => 1.7393822523001
710 => 1.7363975591503
711 => 1.748009254209
712 => 1.7407547712575
713 => 1.7410524977683
714 => 1.7623863853097
715 => 1.7685797036238
716 => 1.765429731943
717 => 1.7676358641335
718 => 1.8184752493134
719 => 1.8112475144929
720 => 1.8074079244235
721 => 1.808471517113
722 => 1.8214620700351
723 => 1.8250987155954
724 => 1.8096899928138
725 => 1.8169568355544
726 => 1.8478981296441
727 => 1.8587258314499
728 => 1.8932826580223
729 => 1.8786023038957
730 => 1.9055487292459
731 => 1.988372854059
801 => 2.0545384959532
802 => 1.9936898372565
803 => 2.1151946124515
804 => 2.2098035087656
805 => 2.2061722617457
806 => 2.1896750123302
807 => 2.0819652991842
808 => 1.9828492152859
809 => 2.065764028158
810 => 2.0659753950676
811 => 2.0588529391084
812 => 2.0146159768523
813 => 2.0573135887111
814 => 2.0607027700855
815 => 2.0588057297719
816 => 2.0248893545292
817 => 1.9731053183275
818 => 1.9832237950478
819 => 1.9997980663271
820 => 1.9684195130403
821 => 1.9583921639715
822 => 1.9770349136715
823 => 2.037105737576
824 => 2.0257496962835
825 => 2.025453144152
826 => 2.0740391045125
827 => 2.0392620424008
828 => 1.9833514214431
829 => 1.9692332522808
830 => 1.9191232628929
831 => 1.9537344110488
901 => 1.9549800046539
902 => 1.9360238325263
903 => 1.9848896103379
904 => 1.9844393035927
905 => 2.0308300869136
906 => 2.1195118410406
907 => 2.0932842825811
908 => 2.0627844856431
909 => 2.0661006592379
910 => 2.102470898559
911 => 2.0804806216136
912 => 2.0883884785249
913 => 2.1024589290705
914 => 2.1109479812343
915 => 2.0648792152706
916 => 2.0541383822006
917 => 2.0321664072597
918 => 2.0264343291239
919 => 2.044330044253
920 => 2.0396151555814
921 => 1.9548753173346
922 => 1.9460195327498
923 => 1.9462911270198
924 => 1.9240228356117
925 => 1.8900583462121
926 => 1.9793149964401
927 => 1.9721464382808
928 => 1.9642329048752
929 => 1.9652022675634
930 => 2.0039455542388
1001 => 1.9814724913842
1002 => 2.0412208122458
1003 => 2.0289383536756
1004 => 2.016340896389
1005 => 2.014599544064
1006 => 2.0097505977733
1007 => 1.9931217567287
1008 => 1.973041431929
1009 => 1.9597826621683
1010 => 1.8077959121307
1011 => 1.8360037688714
1012 => 1.8684543368245
1013 => 1.8796561428445
1014 => 1.860494678506
1015 => 1.9938783681313
1016 => 2.018248853543
1017 => 1.9444290635834
1018 => 1.9306203949241
1019 => 1.9947836621497
1020 => 1.9560853683723
1021 => 1.9735112076907
1022 => 1.9358460745087
1023 => 2.0123787172585
1024 => 2.011795666748
1025 => 1.9820227401502
1026 => 2.0071866138344
1027 => 2.0028137715293
1028 => 1.9692002107279
1029 => 2.0134443270913
1030 => 2.013466271621
1031 => 1.9848104770899
1101 => 1.9513467826376
1102 => 1.9453642644467
1103 => 1.9408572406281
1104 => 1.9724027561169
1105 => 2.0006863666639
1106 => 2.0533151537902
1107 => 2.0665472813029
1108 => 2.1181931558976
1109 => 2.0874405521685
1110 => 2.1010727830887
1111 => 2.1158724981494
1112 => 2.122968025791
1113 => 2.111406244266
1114 => 2.1916335458016
1115 => 2.1984071881522
1116 => 2.2006783318406
1117 => 2.1736261371566
1118 => 2.197654817681
1119 => 2.1864125938099
1120 => 2.2156617371427
1121 => 2.2202483762891
1122 => 2.2163636561065
1123 => 2.2178195277668
1124 => 2.149359678972
1125 => 2.1458096746575
1126 => 2.0974051139327
1127 => 2.1171303302165
1128 => 2.0802549838282
1129 => 2.0919485360261
1130 => 2.0971029424147
1201 => 2.0944105730273
1202 => 2.1182455643497
1203 => 2.0979809525586
1204 => 2.0444993102312
1205 => 1.9910030968661
1206 => 1.9903314954843
1207 => 1.9762468867919
1208 => 1.966066294432
1209 => 1.9680274376965
1210 => 1.9749387623562
1211 => 1.9656645956787
1212 => 1.9676437093515
1213 => 2.0005101830861
1214 => 2.0071013200006
1215 => 1.9847020614417
1216 => 1.8947658061301
1217 => 1.8726952234886
1218 => 1.8885591206127
1219 => 1.8809771995532
1220 => 1.5180954042907
1221 => 1.6033490993859
1222 => 1.5526942487023
1223 => 1.5760383344149
1224 => 1.5243328488769
1225 => 1.5490094166923
1226 => 1.5444525556608
1227 => 1.6815379745336
1228 => 1.6793975742727
1229 => 1.6804220706101
1230 => 1.6315201911142
1231 => 1.7094222129819
]
'min_raw' => 0.99454353283062
'max_raw' => 2.2202483762891
'avg_raw' => 1.6073959545599
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.994543'
'max' => '$2.22'
'avg' => '$1.60'
'bar_min_pct' => 61.631153054957
'bar_max_pct' => 60.119598047091
'min_diff' => 0.15335659484822
'max_diff' => 0.33588579426923
'year' => 2035
]
10 => [
'items' => [
101 => 1.7477995502201
102 => 1.7406969264771
103 => 1.7424845038532
104 => 1.7117680020046
105 => 1.680719473491
106 => 1.6462818770351
107 => 1.7102626746346
108 => 1.7031491021301
109 => 1.7194650780727
110 => 1.7609611987579
111 => 1.7670716601572
112 => 1.775284182244
113 => 1.772340577683
114 => 1.842469180614
115 => 1.8339761440757
116 => 1.8544419185198
117 => 1.8123422677462
118 => 1.7647025167604
119 => 1.773757275962
120 => 1.7728852298372
121 => 1.7617830817794
122 => 1.7517605589234
123 => 1.7350758821965
124 => 1.787868668228
125 => 1.785725377526
126 => 1.8204227626874
127 => 1.8142896628277
128 => 1.7733313209406
129 => 1.7747941561339
130 => 1.7846324258234
131 => 1.8186827895502
201 => 1.8287912558299
202 => 1.8241086114964
203 => 1.8351920833031
204 => 1.8439520075095
205 => 1.8362921949132
206 => 1.9447389881611
207 => 1.8997043187205
208 => 1.9216539032566
209 => 1.926888749834
210 => 1.913479800403
211 => 1.9163877213961
212 => 1.9207924293396
213 => 1.9475369534425
214 => 2.0177223232788
215 => 2.0488069458113
216 => 2.1423265663886
217 => 2.0462258006288
218 => 2.0405235788931
219 => 2.0573692865811
220 => 2.1122752039172
221 => 2.1567712928675
222 => 2.1715332126133
223 => 2.1734842440004
224 => 2.2011785867974
225 => 2.2170524676197
226 => 2.1978157651483
227 => 2.1815146739705
228 => 2.1231261887376
229 => 2.1298848148899
301 => 2.176445046872
302 => 2.2422141169307
303 => 2.2986508211466
304 => 2.2788886543479
305 => 2.4296600371062
306 => 2.4446084038608
307 => 2.4425430229139
308 => 2.4765976269961
309 => 2.4090061729924
310 => 2.380109516883
311 => 2.1850391549084
312 => 2.2398459698066
313 => 2.3195108939525
314 => 2.3089669425137
315 => 2.2511121451494
316 => 2.2986069330948
317 => 2.2829036709007
318 => 2.2705178564793
319 => 2.3272596734521
320 => 2.2648697148651
321 => 2.3188885063898
322 => 2.2496088475065
323 => 2.2789789262612
324 => 2.2623070490892
325 => 2.2730957968479
326 => 2.2100249979008
327 => 2.2440564700556
328 => 2.2086091767741
329 => 2.2085923701417
330 => 2.2078098691779
331 => 2.2495134525261
401 => 2.2508734048819
402 => 2.2200543937769
403 => 2.2156128927933
404 => 2.2320354498148
405 => 2.2128089366171
406 => 2.2218049011321
407 => 2.2130814152179
408 => 2.2111175747939
409 => 2.1954693601756
410 => 2.1887276790614
411 => 2.191371265938
412 => 2.1823473410657
413 => 2.1769100999205
414 => 2.2067282650607
415 => 2.1907976222877
416 => 2.2042866655782
417 => 2.1889141982957
418 => 2.1356265292293
419 => 2.1049802272424
420 => 2.0043247601457
421 => 2.0328705257516
422 => 2.051796397881
423 => 2.0455413972552
424 => 2.0589795589635
425 => 2.0598045529521
426 => 2.0554356695949
427 => 2.0503770623559
428 => 2.0479148121104
429 => 2.0662664081561
430 => 2.076920127347
501 => 2.0536958623447
502 => 2.0482547419967
503 => 2.0717357561608
504 => 2.0860591612363
505 => 2.1918151366882
506 => 2.1839803924394
507 => 2.2036440630129
508 => 2.2014302354699
509 => 2.2220408948993
510 => 2.2557306123519
511 => 2.1872299969777
512 => 2.1991193352336
513 => 2.1962043440582
514 => 2.2280294533598
515 => 2.2281288078772
516 => 2.2090480650688
517 => 2.2193920452949
518 => 2.2136183193049
519 => 2.2240522225347
520 => 2.1838757546533
521 => 2.2328063557511
522 => 2.2605468535553
523 => 2.2609320303942
524 => 2.2740808061912
525 => 2.2874407239267
526 => 2.3130839226163
527 => 2.2867255490331
528 => 2.2393094008929
529 => 2.2427326936354
530 => 2.2149326233296
531 => 2.215399947534
601 => 2.2129053343064
602 => 2.2203918563881
603 => 2.1855186252466
604 => 2.1937033028919
605 => 2.1822447062591
606 => 2.1990944264824
607 => 2.1809669128806
608 => 2.1962029383612
609 => 2.2027783018764
610 => 2.2270415348048
611 => 2.1773832136493
612 => 2.0761265352404
613 => 2.0974119166605
614 => 2.0659291656096
615 => 2.0688430140826
616 => 2.0747294517337
617 => 2.0556495813839
618 => 2.0592894193709
619 => 2.0591593787448
620 => 2.0580387588832
621 => 2.0530753477057
622 => 2.0458774195173
623 => 2.0745517500144
624 => 2.0794240775219
625 => 2.0902546580173
626 => 2.1224791191188
627 => 2.1192591355496
628 => 2.1245110623467
629 => 2.1130461356369
630 => 2.0693748391505
701 => 2.0717464006587
702 => 2.0421729906502
703 => 2.0894983994333
704 => 2.0782911179686
705 => 2.0710657107006
706 => 2.0690941913846
707 => 2.1013985306922
708 => 2.1110644953215
709 => 2.1050413148233
710 => 2.0926875958972
711 => 2.1164103882845
712 => 2.122757606743
713 => 2.1241785148795
714 => 2.1662107545955
715 => 2.1265276501597
716 => 2.1360797678135
717 => 2.2106026629765
718 => 2.1430206805203
719 => 2.1788203638854
720 => 2.1770681556772
721 => 2.1953820622916
722 => 2.175565880792
723 => 2.1758115261111
724 => 2.1920730344932
725 => 2.1692366787491
726 => 2.1635820759185
727 => 2.155770282607
728 => 2.1728270475139
729 => 2.1830518066644
730 => 2.2654558561599
731 => 2.3186926302152
801 => 2.3163814814515
802 => 2.3375010548629
803 => 2.3279864936079
804 => 2.2972614655012
805 => 2.3497053419614
806 => 2.3331099051044
807 => 2.3344780127554
808 => 2.3344270917203
809 => 2.3454616064319
810 => 2.3376426414603
811 => 2.322230658901
812 => 2.332461852171
813 => 2.3628448384643
814 => 2.4571545601827
815 => 2.509931529894
816 => 2.4539773203374
817 => 2.4925737848328
818 => 2.469429659462
819 => 2.4652236834041
820 => 2.4894651153635
821 => 2.5137489787406
822 => 2.5122022016255
823 => 2.4945733638039
824 => 2.4846152806337
825 => 2.5600212226011
826 => 2.6155790361359
827 => 2.6117903657171
828 => 2.6285123248039
829 => 2.6776085138735
830 => 2.6820972541086
831 => 2.6815317760115
901 => 2.6704059649873
902 => 2.7187475390721
903 => 2.7590749306627
904 => 2.6678306611908
905 => 2.7025752845305
906 => 2.7181732653495
907 => 2.7410757289043
908 => 2.7797160238197
909 => 2.8216896329299
910 => 2.8276251614753
911 => 2.8234136199311
912 => 2.7957308964118
913 => 2.8416589203495
914 => 2.8685624796274
915 => 2.8845829335005
916 => 2.9252081389732
917 => 2.7182695931689
918 => 2.5717882049356
919 => 2.5489130209461
920 => 2.5954306071109
921 => 2.6076969236118
922 => 2.602752386811
923 => 2.4378742668492
924 => 2.5480449717668
925 => 2.6665793868421
926 => 2.6711327764718
927 => 2.7304735830962
928 => 2.749797382195
929 => 2.797574509505
930 => 2.7945860371835
1001 => 2.8062190073833
1002 => 2.8035447889893
1003 => 2.89204185667
1004 => 2.9896672642635
1005 => 2.9862868068284
1006 => 2.9722519994354
1007 => 2.9930960817042
1008 => 3.0938559645152
1009 => 3.0845796091502
1010 => 3.0935907982293
1011 => 3.2123923786416
1012 => 3.3668513325053
1013 => 3.2950896410102
1014 => 3.4507918626842
1015 => 3.5487981578078
1016 => 3.7182899111842
1017 => 3.697068708897
1018 => 3.7630506046984
1019 => 3.6590783278043
1020 => 3.4203369637914
1021 => 3.3825552290711
1022 => 3.458195218767
1023 => 3.6441487525921
1024 => 3.4523388802344
1025 => 3.4911417675987
1026 => 3.4799665334274
1027 => 3.47937105269
1028 => 3.5020981304377
1029 => 3.4691313188001
1030 => 3.3348185975724
1031 => 3.3963733262012
1101 => 3.3726040893768
1102 => 3.3989778297475
1103 => 3.5413060291702
1104 => 3.478379339525
1105 => 3.4120911837328
1106 => 3.4952312416155
1107 => 3.6010971053237
1108 => 3.5944722098321
1109 => 3.5816171435869
1110 => 3.6540804789418
1111 => 3.773768679183
1112 => 3.8061199187621
1113 => 3.8300009424273
1114 => 3.8332937321176
1115 => 3.8672115123845
1116 => 3.6848270595083
1117 => 3.9742758701877
1118 => 4.02425568393
1119 => 4.0148615503975
1120 => 4.0704120099
1121 => 4.0540676555352
1122 => 4.0303872504113
1123 => 4.1184465446444
1124 => 4.0174936698248
1125 => 3.8742037736319
1126 => 3.7955921026277
1127 => 3.8991142924287
1128 => 3.9623316813135
1129 => 4.0041143539854
1130 => 4.0167577654901
1201 => 3.6989850454031
1202 => 3.5277231737593
1203 => 3.6375000699616
1204 => 3.7714354597252
1205 => 3.6840830416556
1206 => 3.6875070910639
1207 => 3.5629654987083
1208 => 3.7824546271695
1209 => 3.7504769073469
1210 => 3.9163773743544
1211 => 3.8767838964687
1212 => 4.0120692870943
1213 => 3.9764441098354
1214 => 4.1243222288602
1215 => 4.1833148141795
1216 => 4.2823725463932
1217 => 4.3552398174472
1218 => 4.3980288727389
1219 => 4.3954599783569
1220 => 4.5650115328452
1221 => 4.4650329048435
1222 => 4.3394361849201
1223 => 4.3371645365093
1224 => 4.4022128574769
1225 => 4.5385362930897
1226 => 4.5738829765188
1227 => 4.5936369504724
1228 => 4.5633830517217
1229 => 4.4548634165587
1230 => 4.4080051883024
1231 => 4.4479297563903
]
'min_raw' => 1.6462818770351
'max_raw' => 4.5936369504724
'avg_raw' => 3.1199594137537
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$1.64'
'max' => '$4.59'
'avg' => '$3.11'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.65173834420445
'max_diff' => 2.3733885741833
'year' => 2036
]
11 => [
'items' => [
101 => 4.399105440376
102 => 4.4833899075003
103 => 4.5991304830526
104 => 4.5752305118889
105 => 4.6551245322053
106 => 4.7378064381367
107 => 4.8560452770953
108 => 4.8869572879706
109 => 4.938053666469
110 => 4.9906486242299
111 => 5.0075407071888
112 => 5.0397929348629
113 => 5.0396229497029
114 => 5.1368172086241
115 => 5.2440254860698
116 => 5.2844941289282
117 => 5.3775495417272
118 => 5.2181954083595
119 => 5.3390673490472
120 => 5.4480968651684
121 => 5.3181073812894
122 => 5.4972676011514
123 => 5.5042239865028
124 => 5.6092571463087
125 => 5.5027859169268
126 => 5.439563640788
127 => 5.6220839830928
128 => 5.7103998273972
129 => 5.6837983763546
130 => 5.4813600204443
131 => 5.3635322143149
201 => 5.0551541183881
202 => 5.4204412939558
203 => 5.5983620216019
204 => 5.4808992487422
205 => 5.5401406389711
206 => 5.8633424549751
207 => 5.9863967807416
208 => 5.9608023411968
209 => 5.9651273801596
210 => 6.0315252607491
211 => 6.325970029264
212 => 6.1495318987936
213 => 6.2844122385276
214 => 6.3559522843753
215 => 6.4224026659287
216 => 6.2592215306923
217 => 6.0469252713568
218 => 5.9796821344345
219 => 5.4692198909195
220 => 5.4426481143194
221 => 5.4277325709065
222 => 5.3336921795338
223 => 5.2598021917459
224 => 5.2010421300977
225 => 5.0468381810929
226 => 5.0988774871776
227 => 4.8531085773294
228 => 5.0103428163349
301 => 4.6180897019193
302 => 4.9447697514688
303 => 4.7669726528182
304 => 4.8863586227245
305 => 4.8859420963223
306 => 4.6661146743687
307 => 4.5393228050671
308 => 4.6201195189994
309 => 4.7067400099861
310 => 4.7207938932223
311 => 4.8330996208126
312 => 4.8644417353795
313 => 4.7694736650184
314 => 4.6099611279889
315 => 4.6470122522472
316 => 4.5385719652166
317 => 4.3485345332908
318 => 4.4850227346351
319 => 4.5316258075367
320 => 4.5522083794485
321 => 4.365328391096
322 => 4.3066066413937
323 => 4.2753436745754
324 => 4.585837268231
325 => 4.6028468081911
326 => 4.5158235968486
327 => 4.9091767639962
328 => 4.8201488276717
329 => 4.9196148449201
330 => 4.6436502510723
331 => 4.6541924701929
401 => 4.5235464089365
402 => 4.5966994734671
403 => 4.5449972452902
404 => 4.5907894287657
405 => 4.6182370747327
406 => 4.7488616982559
407 => 4.9462612748442
408 => 4.7293507354489
409 => 4.6348397072181
410 => 4.6934738175823
411 => 4.8496241801947
412 => 5.0861999727424
413 => 4.9461423420226
414 => 5.0082975402033
415 => 5.0218756859134
416 => 4.918602374236
417 => 5.0900078070515
418 => 5.1818653709926
419 => 5.2760922243516
420 => 5.3579067609467
421 => 5.2384559470271
422 => 5.3662854405226
423 => 5.2632774337084
424 => 5.1708686028241
425 => 5.1710087488758
426 => 5.1130393393844
427 => 5.0007163038793
428 => 4.9800022127876
429 => 5.0877595305479
430 => 5.1741706947357
501 => 5.1812879320998
502 => 5.2291295925601
503 => 5.2574417944122
504 => 5.5349398611348
505 => 5.6465518791551
506 => 5.7830289420829
507 => 5.8361944495191
508 => 5.9962035660127
509 => 5.8669832091391
510 => 5.8390255720953
511 => 5.4508957940649
512 => 5.514452023474
513 => 5.6162116790218
514 => 5.4525737733045
515 => 5.5563643602283
516 => 5.5768548206723
517 => 5.447013419885
518 => 5.5163673221612
519 => 5.3321839197146
520 => 4.9502759697024
521 => 5.090432979774
522 => 5.1936357155262
523 => 5.0463526868023
524 => 5.3103518151496
525 => 5.1561289744173
526 => 5.1072477379071
527 => 4.9165446068615
528 => 5.0065491438784
529 => 5.1282815689344
530 => 5.0530650831632
531 => 5.2091505849507
601 => 5.4302092819647
602 => 5.5877488737298
603 => 5.5998428074087
604 => 5.4985554042366
605 => 5.6608691142274
606 => 5.6620513924028
607 => 5.4789608644621
608 => 5.3668189355508
609 => 5.3413400533535
610 => 5.4049912965115
611 => 5.4822756563729
612 => 5.6041315515092
613 => 5.677766516846
614 => 5.8697674534765
615 => 5.9217174018305
616 => 5.9787946448313
617 => 6.0550674434502
618 => 6.1466524941364
619 => 5.9462696171749
620 => 5.9542312024369
621 => 5.7676374419001
622 => 5.5682352485145
623 => 5.7195566574599
624 => 5.9173892702125
625 => 5.8720062502615
626 => 5.866899733426
627 => 5.8754874783136
628 => 5.8412701633414
629 => 5.6865065158748
630 => 5.6087851809888
701 => 5.7090655318189
702 => 5.7623600753202
703 => 5.8450152645182
704 => 5.8348262678101
705 => 6.0477371586647
706 => 6.1304678927596
707 => 6.1093018307304
708 => 6.1131968955335
709 => 6.2629769378775
710 => 6.4295631495791
711 => 6.5855931198244
712 => 6.744313507201
713 => 6.5529698852563
714 => 6.4558173944667
715 => 6.5560539660328
716 => 6.5028670302279
717 => 6.8084949396325
718 => 6.8296559529683
719 => 7.1352617619963
720 => 7.4253180656268
721 => 7.2431388982149
722 => 7.4149256475544
723 => 7.6007270229442
724 => 7.9591680212578
725 => 7.8384577031321
726 => 7.7459954912197
727 => 7.6586191477366
728 => 7.840435447921
729 => 8.0743392135219
730 => 8.1247198443299
731 => 8.2063557131211
801 => 8.1205255790463
802 => 8.2238985216603
803 => 8.5888504334604
804 => 8.4902372053724
805 => 8.3501905686199
806 => 8.6382850526319
807 => 8.7425453264569
808 => 9.47429852969
809 => 10.398167175989
810 => 10.015679489973
811 => 9.7782570404617
812 => 9.8340569478326
813 => 10.171422502534
814 => 10.279773611256
815 => 9.9852379468814
816 => 10.089272922851
817 => 10.662515868936
818 => 10.970042317675
819 => 10.552380093975
820 => 9.4000665835108
821 => 8.3375809012638
822 => 8.6193999485495
823 => 8.5874504144505
824 => 9.2033284465052
825 => 8.487885312496
826 => 8.4999315400165
827 => 9.128545277548
828 => 8.9608419095424
829 => 8.6891839311978
830 => 8.3395643051404
831 => 7.6932600904721
901 => 7.120810424014
902 => 8.2435160472231
903 => 8.1951029392426
904 => 8.1249935844662
905 => 8.2810143668965
906 => 9.038606999106
907 => 9.0211420368455
908 => 8.9100388576464
909 => 8.9943096398504
910 => 8.6744108556342
911 => 8.7568560562866
912 => 8.3374125981033
913 => 8.5270185587083
914 => 8.6886010751841
915 => 8.7210411576366
916 => 8.7941303198339
917 => 8.1695914312455
918 => 8.4499910567233
919 => 8.6146995667996
920 => 7.870540526128
921 => 8.5999899352192
922 => 8.1587195986688
923 => 8.0089458187856
924 => 8.2105964822033
925 => 8.1320130225577
926 => 8.06445157853
927 => 8.0267511319096
928 => 8.174821123752
929 => 8.1679134816506
930 => 7.9256422358495
1001 => 7.6096092719412
1002 => 7.7156803080572
1003 => 7.677143706215
1004 => 7.5374820898182
1005 => 7.6315971564618
1006 => 7.2171620335087
1007 => 6.5041479449313
1008 => 6.9751868920577
1009 => 6.9570524049851
1010 => 6.9479081742696
1011 => 7.3018809244749
1012 => 7.2678546120835
1013 => 7.2060965219064
1014 => 7.5363478540608
1015 => 7.4158016753172
1016 => 7.7872965939533
1017 => 8.0319871741519
1018 => 7.9699257281025
1019 => 8.2000584014715
1020 => 7.7181239704959
1021 => 7.8782032566127
1022 => 7.911195375621
1023 => 7.5322726038856
1024 => 7.2734217376012
1025 => 7.256159335936
1026 => 6.8073476056454
1027 => 7.0470992092849
1028 => 7.2580706988922
1029 => 7.1570317274193
1030 => 7.1250458075043
1031 => 7.28845493545
1101 => 7.301153224196
1102 => 7.0116308950847
1103 => 7.0718317552867
1104 => 7.3228793498893
1105 => 7.0655060000245
1106 => 6.5654716229353
1107 => 6.441456183901
1108 => 6.4249102382758
1109 => 6.0885705318264
1110 => 6.4497434885402
1111 => 6.2920818141012
1112 => 6.7901331545772
1113 => 6.5056489000002
1114 => 6.4933853523769
1115 => 6.4748472014729
1116 => 6.1853457221136
1117 => 6.2487281473144
1118 => 6.4594209820981
1119 => 6.5345985591735
1120 => 6.5267569219728
1121 => 6.4583884722645
1122 => 6.4896871984379
1123 => 6.3888630962345
1124 => 6.3532600072742
1125 => 6.2408868651146
1126 => 6.0757293900127
1127 => 6.0986955498953
1128 => 5.7714753759144
1129 => 5.5931884582405
1130 => 5.5438409892122
1201 => 5.4778514912549
1202 => 5.5512946785979
1203 => 5.7705484022746
1204 => 5.5060818942481
1205 => 5.0526726164054
1206 => 5.0799232865756
1207 => 5.1411474516513
1208 => 5.027056625071
1209 => 4.91907923263
1210 => 5.0129568148747
1211 => 4.8208413266638
1212 => 5.164363690559
1213 => 5.155072373326
1214 => 5.2831162673056
1215 => 5.3631847419363
1216 => 5.178652830389
1217 => 5.1322435536623
1218 => 5.1586803868699
1219 => 4.7217384227219
1220 => 5.2474087869584
1221 => 5.2519548060973
1222 => 5.2130290302622
1223 => 5.4929322709664
1224 => 6.0836154128625
1225 => 5.8613766547069
1226 => 5.775319090347
1227 => 5.6117235975911
1228 => 5.8297048783491
1229 => 5.8129673170246
1230 => 5.7372737171835
1231 => 5.6914939918212
]
'min_raw' => 4.2753436745754
'max_raw' => 10.970042317675
'avg_raw' => 7.6226929961254
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$4.27'
'max' => '$10.97'
'avg' => '$7.62'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 2.6290617975404
'max_diff' => 6.376405367203
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.13419815261913
]
1 => [
'year' => 2028
'avg' => 0.2303229878965
]
2 => [
'year' => 2029
'avg' => 0.62920089125353
]
3 => [
'year' => 2030
'avg' => 0.48542755056802
]
4 => [
'year' => 2031
'avg' => 0.47675001303185
]
5 => [
'year' => 2032
'avg' => 0.83589281159576
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.13419815261913
'min' => '$0.134198'
'max_raw' => 0.83589281159576
'max' => '$0.835892'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.83589281159576
]
1 => [
'year' => 2033
'avg' => 2.1500022652685
]
2 => [
'year' => 2034
'avg' => 1.3627747600011
]
3 => [
'year' => 2035
'avg' => 1.6073959545599
]
4 => [
'year' => 2036
'avg' => 3.1199594137537
]
5 => [
'year' => 2037
'avg' => 7.6226929961254
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.83589281159576
'min' => '$0.835892'
'max_raw' => 7.6226929961254
'max' => '$7.62'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 7.6226929961254
]
]
]
]
'prediction_2025_max_price' => '$0.229454'
'last_price' => 0.222485
'sma_50day_nextmonth' => '$0.200518'
'sma_200day_nextmonth' => '$0.332053'
'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' => '$0.215844'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.211333'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.201585'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.19457'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.205171'
'daily_sma50_action' => 'BUY'
'daily_sma100' => '$0.2681099'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.354716'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.216561'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.21192'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.205061'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.201655'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$0.218533'
'daily_ema50_action' => 'BUY'
'daily_ema100' => '$0.263573'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.327066'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.329825'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.364298'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '$0.648517'
'weekly_sma100_action' => 'SELL'
'weekly_sma200' => '—'
'weekly_sma200_action' => '—'
'weekly_ema3' => '$0.213471'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$0.21359'
'weekly_ema5_action' => 'BUY'
'weekly_ema10' => '$0.23509'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.289224'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.400046'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.615871'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$0.604316'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '62.12'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 113.39
'stoch_rsi_14_action' => 'SELL'
'momentum_10' => 0.03
'momentum_10_action' => 'SELL'
'vwma_10' => '0.203683'
'vwma_10_action' => 'BUY'
'hma_9' => '0.220711'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 100
'stochastic_fast_14_action' => 'SELL'
'cci_20' => 213.03
'cci_20_action' => 'SELL'
'adx_14' => 15.99
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '0.010581'
'ao_5_34_action' => 'BUY'
'macd_12_26' => 0
'macd_12_26_action' => 'BUY'
'williams_percent_r_14' => -0
'williams_percent_r_14_action' => 'SELL'
'ultimate_oscillator' => 80.32
'ultimate_oscillator_action' => 'SELL'
'ichimoku_cloud' => '-0.049125'
'ichimoku_cloud_action' => 'NEUTRAL'
'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' => 1767675439
'last_updated_date' => '6 de enero de 2026'
]
Predicción de precio de Arbitrum para 2026
La previsión del precio de Arbitrum para 2026 sugiere que el precio medio podría oscilar entre $0.076868 en el extremo inferior y $0.229454 en el extremo superior. En el mercado de criptomonedas, en comparación con el precio medio de hoy, Arbitrum podría potencialmente ganar 3.13% para 2026 si ARB alcanza el objetivo de precio previsto.
Predicción de precio de Arbitrum 2027-2032
La predicción del precio de ARB para 2027-2032 está actualmente dentro de un rango de precios de $0.134198 en el extremo inferior y $0.835892 en el extremo superior. Considerando la volatilidad de precios en el mercado, si Arbitrum alcanza el objetivo de precio superior, podría ganar 275.71% para 2032 en comparación con el precio de hoy.
| Predicción de Precio de Arbitrum | Potencial Mínimo ($) | Precio Medio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2027 | $0.073999 | $0.134198 | $0.194396 |
| 2028 | $0.133547 | $0.230322 | $0.327098 |
| 2029 | $0.293364 | $0.62920089 | $0.965037 |
| 2030 | $0.249494 | $0.485427 | $0.72136 |
| 2031 | $0.294979 | $0.47675 | $0.65852 |
| 2032 | $0.450263 | $0.835892 | $1.22 |
Predicción de precio de Arbitrum 2032-2037
La predicción de precio de Arbitrum para 2032-2037 se estima actualmente entre $0.835892 en el extremo inferior y $7.62 en el extremo superior. Comparado con el precio actual, Arbitrum podría potencialmente ganar 3326.16% para 2037 si alcanza el objetivo de precio superior. Tenga en cuenta que esta información es solo para fines generales y no debe considerarse como consejo de inversión a largo plazo.
| Predicción de Precio de Arbitrum | Potencial Mínimo ($) | Precio Medio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2032 | $0.450263 | $0.835892 | $1.22 |
| 2033 | $1.04 | $2.15 | $3.25 |
| 2034 | $0.841186 | $1.36 | $1.88 |
| 2035 | $0.994543 | $1.60 | $2.22 |
| 2036 | $1.64 | $3.11 | $4.59 |
| 2037 | $4.27 | $7.62 | $10.97 |
Arbitrum Histograma de precios potenciales
Pronóstico de precio de Arbitrum basado en análisis técnico
A fecha de 6 de enero de 2026, el sentimiento general de predicción de precio para Arbitrum es Alcista, con 20 indicadores técnicos mostrando señales alcistas y 14 indicando señales bajistas. La predicción de precio de ARB 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 Arbitrum
Según nuestros indicadores técnicos, se proyecta que el SMA de 200 días de Arbitrum aumentar durante el próximo mes, alcanzando $0.332053 para el 4 feb. 2026. Se espera que el SMA de 50 días a corto plazo para Arbitrum alcance $0.200518 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 62.12, lo que sugiere que el mercado de ARB está en un estado NEUTRAL.
Promedios Móviles y Osciladores Populares de ARB 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 | $0.215844 | BUY |
| SMA 5 | $0.211333 | BUY |
| SMA 10 | $0.201585 | BUY |
| SMA 21 | $0.19457 | BUY |
| SMA 50 | $0.205171 | BUY |
| SMA 100 | $0.2681099 | SELL |
| SMA 200 | $0.354716 | SELL |
Promedio Móvil Exponencial Diario (EMA)
| Período | Valor | Acción |
|---|---|---|
| EMA 3 | $0.216561 | BUY |
| EMA 5 | $0.21192 | BUY |
| EMA 10 | $0.205061 | BUY |
| EMA 21 | $0.201655 | BUY |
| EMA 50 | $0.218533 | BUY |
| EMA 100 | $0.263573 | SELL |
| EMA 200 | $0.327066 | SELL |
Promedio Móvil Simple Semanal (SMA)
| Período | Valor | Acción |
|---|---|---|
| SMA 21 | $0.329825 | SELL |
| SMA 50 | $0.364298 | SELL |
| SMA 100 | $0.648517 | SELL |
| SMA 200 | — | — |
Promedio Móvil Exponencial Semanal (EMA)
| Período | Valor | Acción |
|---|---|---|
| EMA 21 | $0.289224 | SELL |
| EMA 50 | $0.400046 | SELL |
| EMA 100 | $0.615871 | SELL |
| EMA 200 | $0.604316 | SELL |
Osciladores de Arbitrum
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) | 62.12 | NEUTRAL |
| Stoch RSI (14) | 113.39 | SELL |
| Estocástico Rápido (14) | 100 | SELL |
| Índice de Canal de Materias Primas (20) | 213.03 | SELL |
| Índice Direccional Medio (14) | 15.99 | NEUTRAL |
| Oscilador Asombroso (5, 34) | 0.010581 | BUY |
| Momentum (10) | 0.03 | SELL |
| MACD (12, 26) | 0 | BUY |
| Rango Percentil de Williams (14) | -0 | SELL |
| Oscilador Ultimate (7, 14, 28) | 80.32 | SELL |
| VWMA (10) | 0.203683 | BUY |
| Promedio Móvil de Hull (9) | 0.220711 | BUY |
| Nube Ichimoku B/L (9, 26, 52, 26) | -0.049125 | NEUTRAL |
Predicción de precios de Arbitrum basada en flujos de dinero globales
Definiciones de flujos de dinero globales utilizadas para la predicción de precios de Arbitrum
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 Arbitrum por parte de empresas de Internet o nichos tecnológicos
| Comparación | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook acción | $0.312628 | $0.439295 | $0.617283 | $0.867386 | $1.21 | $1.71 |
| Amazon.com acción | $0.464228 | $0.968639 | $2.02 | $4.21 | $8.79 | $18.36 |
| Apple acción | $0.315577 | $0.447623 | $0.634919 | $0.900584 | $1.27 | $1.81 |
| Netflix acción | $0.351046 | $0.553896 | $0.873961 | $1.37 | $2.17 | $3.43 |
| Google acción | $0.288117 | $0.37311 | $0.483176 | $0.625711 | $0.810293 | $1.04 |
| Tesla acción | $0.504356 | $1.14 | $2.59 | $5.87 | $13.31 | $30.19 |
| Kodak acción | $0.16684 | $0.125112 | $0.09382 | $0.070355 | $0.052759 | $0.039563 |
| Nokia acción | $0.147387 | $0.097637 | $0.06468 | $0.042848 | $0.028385 | $0.018804 |
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 Arbitrum
Podría preguntarse cosas como: "¿Debo invertir en Arbitrum ahora?", "¿Debería comprar ARB hoy?", "¿Será Arbitrum una buena o mala inversión a corto plazo?, ¿Lo será a largo plazo?".
Actualizamos el pronóstico de Arbitrum regularmente con valores actualizados. Aquí hay algunas predicciones similares. Hacemos un pronóstico de precios futuros para una gran cantidad de monedas digitales, como Arbitrum, 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 Arbitrum a fin de tomar una decisión responsable sobre la inversión por sus propios medios.
El precio de Arbitrum es de $0.2224 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 Arbitrum
basado en el historial de precios de las últimas 4 horas
Pronóstico a largo plazo de Arbitrum
basado en el historial de precios del último mes
Predicción de precios de Arbitrum basada en el patrón de crecimiento del Bitcoin
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Si Arbitrum ofrece un 1 % del crecimiento medio anterior anual del Bitcoin | $0.228268 | $0.2342015 | $0.240289 | $0.246535 |
| Si Arbitrum ofrece un 2 % del crecimiento medio anterior anual del Bitcoin | $0.234051 | $0.246218 | $0.259018 | $0.272484 |
| Si Arbitrum ofrece un 5 % del crecimiento medio anterior anual del Bitcoin | $0.25140049 | $0.284074 | $0.320994 | $0.362712 |
| Si Arbitrum ofrece un 10 % del crecimiento medio anterior anual del Bitcoin | $0.280315 | $0.353179 | $0.444981 | $0.560646 |
| Si Arbitrum ofrece un 20 % del crecimiento medio anterior anual del Bitcoin | $0.338146 | $0.513937 | $0.781115 | $1.18 |
| Si Arbitrum ofrece un 50 % del crecimiento medio anterior anual del Bitcoin | $0.511639 | $1.17 | $2.70 | $6.22 |
| Si Arbitrum ofrece un 100 % del crecimiento medio anterior anual del Bitcoin | $0.800794 | $2.88 | $10.37 | $37.34 |
Cuadro de preguntas
¿Es ARB una buena inversión?
La decisión de adquirir Arbitrum depende completamente de su tolerancia individual al riesgo. Como puede discernir, el valor de Arbitrum ha experimentado un aumento de 3.7823% durante las últimas 24 horas, y Arbitrum ha sufrido un declive de -59.68% durante el período previo de 30 días. Por lo tanto, la determinación de si invertir o no en Arbitrum dependerá de si dicha inversión se alinea con sus aspiraciones comerciales.
¿Puede Arbitrum subir?
Parece que el valor medio de Arbitrum podría potencialmente aumentar hasta $0.229454 para el final de este año. Mirando las perspectivas de Arbitrum en un horizonte de cinco años más extendido, la moneda digital podría potencialmente crecer hasta $0.72136. 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 Arbitrum la próxima semana?
Basado en nuestro nuevo pronóstico experimental de Arbitrum, el precio de Arbitrum aumentará en un 0.86% durante la próxima semana y alcanzará $0.224388 para el 13 de enero de 2026.
¿Cuál será el precio de Arbitrum el próximo mes?
Basado en nuestro nuevo pronóstico experimental de Arbitrum, el precio de Arbitrum disminuirá en un -11.62% durante el próximo mes y alcanzará $0.196636 para el 5 de febrero de 2026.
¿Hasta qué punto puede subir el precio de Arbitrum este año en 2026?
Según nuestra predicción más reciente sobre el valor de Arbitrum en 2026, se anticipa que ARB fluctúe dentro del rango de $0.076868 y $0.229454. Sin embargo, es crucial tener en cuenta que el mercado de criptomonedas es excepcionalmente inestable, y esta predicción de precios proyectada de Arbitrum no considera fluctuaciones de precios repentinas y extremas.
¿Dónde estará Arbitrum en 5 años?
El futuro de Arbitrum parece estar en una tendencia alcista, con un precio máximo de $0.72136 proyectada después de un período de cinco años. Basado en el pronóstico de Arbitrum para 2030, el valor de Arbitrum podría potencialmente alcanzar su punto más alto de aproximadamente $0.72136, mientras que su punto más bajo se anticipa que esté alrededor de $0.249494.
¿Cuánto será Arbitrum en 2026?
Basado en nuestra nueva simulación experimental de predicción de precios de Arbitrum, se espera que el valor de ARB en 2026 crezca en un 3.13% hasta $0.229454 si ocurre lo mejor. El precio estará entre $0.229454 y $0.076868 durante 2026.
¿Cuánto será Arbitrum en 2027?
Según nuestra última simulación experimental para la predicción de precios de Arbitrum, el valor de ARB podría disminuir en un -12.62% hasta $0.194396 en 2027, asumiendo las condiciones más favorables. Se proyecta que el precio fluctúe entre $0.194396 y $0.073999 a lo largo del año.
¿Cuánto será Arbitrum en 2028?
Nuestro nuevo modelo experimental de predicción de precios de Arbitrum sugiere que el valor de ARB en 2028 podría aumentar en un 47.02% , alcanzando $0.327098 en el mejor escenario. Se espera que el precio oscile entre $0.327098 y $0.133547 durante el año.
¿Cuánto será Arbitrum en 2029?
Basado en nuestro modelo de pronóstico experimental, el valor de Arbitrum podría experimentar un 333.75% crecimiento en 2029, potencialmente alcanzando $0.965037 bajo condiciones óptimas. El rango de precios previsto para 2029 se encuentra entre $0.965037 y $0.293364.
¿Cuánto será Arbitrum en 2030?
Usando nuestra nueva simulación experimental para las predicciones de precios de Arbitrum, se espera que el valor de ARB en 2030 aumente en un 224.23% , alcanzando $0.72136 en el mejor escenario. Se pronostica que el precio oscile entre $0.72136 y $0.249494 durante el transcurso de 2030.
¿Cuánto será Arbitrum en 2031?
Nuestra simulación experimental indica que el precio de Arbitrum podría crecer en un 195.98% en 2031, potencialmente alcanzando $0.65852 bajo condiciones ideales. Es probable que el precio fluctúe entre $0.65852 y $0.294979 durante el año.
¿Cuánto será Arbitrum en 2032?
Basado en los hallazgos de nuestra última predicción experimental de precios de Arbitrum, ARB podría experimentar un 449.04% aumento en valor, alcanzando $1.22 si se desarrolla el escenario más positivo en 2032. Se espera que el precio se mantenga dentro de un rango de $1.22 y $0.450263 a lo largo del año.
¿Cuánto será Arbitrum en 2033?
Según nuestra predicción experimental de precios de Arbitrum, se anticipa que el valor de ARB aumente en un 1362.43% en 2033, con el precio potencial más alto siendo $3.25. A lo largo del año, el precio de ARB podría oscilar entre $3.25 y $1.04.
¿Cuánto será Arbitrum en 2034?
Los resultados de nuestra nueva simulación de predicción de precios de Arbitrum sugieren que ARB podría aumentar en un 746.96% en 2034, alcanzando potencialmente $1.88 bajo las mejores circunstancias. El rango de precios previsto para el año está entre $1.88 y $0.841186.
¿Cuánto será Arbitrum en 2035?
Basado en nuestra predicción experimental para el precio de Arbitrum, ARB podría crecer en un 897.93% , con el valor potencialmente alcanzando $2.22 en 2035. El rango de precios esperado para el año está entre $2.22 y $0.994543.
¿Cuánto será Arbitrum en 2036?
Nuestra reciente simulación de predicción de precios de Arbitrum sugiere que el valor de ARB podría aumentar en un 1964.7% en 2036, posiblemente alcanzando $4.59 si las condiciones son óptimas. El rango de precios esperado para 2036 está entre $4.59 y $1.64.
¿Cuánto será Arbitrum en 2037?
Según la simulación experimental, el valor de Arbitrum podría aumentar en un 4830.69% en 2037, con un máximo de $10.97 bajo condiciones favorables. Se espera que el precio caiga entre $10.97 y $4.27 durante el transcurso del año.
Predicciones relacionadas
Predicción de precios de Crypto.com Coin
Predicción de precios de Stellar
Predicción de precios de Immutable
Predicción de precios de Render Token
Predicción de precios de dogwifhat
Predicción de precios de OKB
Predicción de precios de Hedera Hashgraph
Predicción de precios de VeChain
Predicción de precios de Maker
Predicción de precios de Kaspa
Predicción de precios de The Graph
Predicción de precios de Optimism
Predicción de precios de Injective Protocol
Predicción de precios de Pepe
Predicción de precios de Fantom
Predicción de precios de Theta Network
Predicción de precios de Fetch.ai
Predicción de precios de Monero
Predicción de precios de Lido DAO
Predicción de precios de Thorchain
Predicción de precios de Wrapped eETH
Predicción de precios de Gala
Predicción de precios de Rocket Pool ETH
Predicción de precios de Celestia
Predicción de precios de Arweave
¿Cómo leer y predecir los movimientos de precio de Arbitrum?
Los traders de Arbitrum 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 Arbitrum
Las medias móviles son herramientas populares para la predicción de precios de Arbitrum. Una media móvil simple (SMA) calcula el precio de cierre promedio de ARB 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 ARB 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 ARB.
¿Cómo leer gráficos de Arbitrum 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 Arbitrum 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 ARB 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 Arbitrum?
La acción del precio de Arbitrum 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 ARB. La capitalización de mercado de Arbitrum puede cambiar rápidamente.
Los traders a menudo monitorean la actividad de las "ballenas" de ARB, grandes poseedores de Arbitrum, ya que sus acciones pueden influir significativamente en los movimientos de precios en el relativamente pequeño mercado de Arbitrum.
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


