Predicción del precio de TRON - Pronóstico de TRX
Predicción de precio de TRON hasta $0.301628 para el año 2026
| Año | Precio min. | Precio max. |
|---|---|---|
| 2026 | $0.101047 | $0.301628 |
| 2027 | $0.097275 | $0.255543 |
| 2028 | $0.175554 | $0.429986 |
| 2029 | $0.385641 | $1.26 |
| 2030 | $0.327971 | $0.948262 |
| 2031 | $0.387764 | $0.865656 |
| 2032 | $0.591892 | $1.60 |
| 2033 | $1.37 | $4.27 |
| 2034 | $1.10 | $2.47 |
| 2035 | $1.30 | $2.91 |
Calculadora de ganancias de inversión
Si abres una posición corta de $10,000.00 en TRON hoy y la cierras el Apr 06, 2026, nuestra previsión indica que podrías obtener una ganancia de alrededor de $3,954.43, equivalente a un ROI del 39.54% en los próximos 90 días.
Predicción del precio a largo plazo de TRON para 2027, 2028, 2029, 2030, 2031, 2032 y 2037
[
'name' => 'TRON'
'name_with_ticker' => 'TRON <small>TRX</small>'
'name_lang' => 'TRON'
'name_lang_with_ticker' => 'TRON <small>TRX</small>'
'name_with_lang' => 'TRON'
'name_with_lang_with_ticker' => 'TRON <small>TRX</small>'
'image' => '/uploads/coins/tron.png?1717088331'
'price_for_sd' => 0.2924
'ticker' => 'TRX'
'marketcap' => '$27.7B'
'low24h' => '$0.291'
'high24h' => '$0.2933'
'volume24h' => '$558.56M'
'current_supply' => '94.7B'
'max_supply' => '94.7B'
'algo' => null
'proof' => null
'ico_price_and_roi' => '0.00186 USD 157.2x, 0.00000038 BTC 8.2x'
'price' => '$0.2924'
'change_24h_pct' => '0.0879%'
'ath_price' => '$0.4312'
'ath_days' => 398
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '4 dic. 2024'
'ath_pct' => '-32.19%'
'fdv' => '$27.7B'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => '85.74%'
'change_30d_pct_is_increased' => true
'max_price' => '$14.42'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.294969'
'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' => '$0.258488'
'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' => '$0.101047'
'current_year_max_price_prediction' => '$0.301628'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.327971'
'grand_prediction_max_price' => '$0.948262'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.29800909581236
107 => 0.29912175359882
108 => 0.30162862840543
109 => 0.28020765765567
110 => 0.28982504463565
111 => 0.2954743584591
112 => 0.26995055308098
113 => 0.29496983489206
114 => 0.27983476621227
115 => 0.27469769658125
116 => 0.28161408408196
117 => 0.27891876114653
118 => 0.27660148076132
119 => 0.27530839849043
120 => 0.28038703013713
121 => 0.28015010590053
122 => 0.27184047880662
123 => 0.26100090900634
124 => 0.26463902442806
125 => 0.26331726298784
126 => 0.25852702901784
127 => 0.26175506833856
128 => 0.24754041684342
129 => 0.2230848477593
130 => 0.23924094579061
131 => 0.23861895359086
201 => 0.23830531691864
202 => 0.25044617806741
203 => 0.24927911440528
204 => 0.24716088243059
205 => 0.25848812602649
206 => 0.25435352974106
207 => 0.26709538125935
208 => 0.27548798876058
209 => 0.27335935202586
210 => 0.28125263994576
211 => 0.26472283925942
212 => 0.27021337598693
213 => 0.27134496799691
214 => 0.2583483495988
215 => 0.24947006045373
216 => 0.24887797978766
217 => 0.23348424991371
218 => 0.24170745615853
219 => 0.24894353735457
220 => 0.24547801600425
221 => 0.24438093547424
222 => 0.24998568197431
223 => 0.25042121877877
224 => 0.2404909334809
225 => 0.24255575424557
226 => 0.25116640008211
227 => 0.24233878806313
228 => 0.22518817989249
301 => 0.22093459194046
302 => 0.22036708489848
303 => 0.20883101701627
304 => 0.22121883702674
305 => 0.21581122161923
306 => 0.23289381389837
307 => 0.22313632880431
308 => 0.22271570312394
309 => 0.22207986571569
310 => 0.21215029554051
311 => 0.21432424035177
312 => 0.22155076400554
313 => 0.22412926905783
314 => 0.2238603098558
315 => 0.22151535009722
316 => 0.22258886066656
317 => 0.21913070908684
318 => 0.21790956378884
319 => 0.21405529332587
320 => 0.2083905805147
321 => 0.2091782935748
322 => 0.19795501524313
323 => 0.19183997754357
324 => 0.19014741570324
325 => 0.18788405127331
326 => 0.19040306873818
327 => 0.19792322110575
328 => 0.18885232186114
329 => 0.17330090135585
330 => 0.17423556822655
331 => 0.17633548717993
401 => 0.17242230210267
402 => 0.16871880083577
403 => 0.17193869471278
404 => 0.16534935283394
405 => 0.17713177766503
406 => 0.17681309609322
407 => 0.18120485544998
408 => 0.18395111270375
409 => 0.17762187884517
410 => 0.1760300936458
411 => 0.17693684683797
412 => 0.16195023638924
413 => 0.17998012964661
414 => 0.18013605291221
415 => 0.1788009432484
416 => 0.18840130479745
417 => 0.20866106209381
418 => 0.20103852645207
419 => 0.19808685025923
420 => 0.19247571165898
421 => 0.19995222068737
422 => 0.1993781414457
423 => 0.19678193740178
424 => 0.19521174509536
425 => 0.19810487256465
426 => 0.19485325458509
427 => 0.19426917464748
428 => 0.19073028571076
429 => 0.18946706336954
430 => 0.18853182383844
501 => 0.18750221700942
502 => 0.18977327311219
503 => 0.18462676120101
504 => 0.17842057235492
505 => 0.17790459490426
506 => 0.17932925401073
507 => 0.17869894840952
508 => 0.17790157724354
509 => 0.17637917853657
510 => 0.17592751536112
511 => 0.17739520156553
512 => 0.17573826941217
513 => 0.17818316306221
514 => 0.17751828727154
515 => 0.17380434515233
516 => 0.16917539819431
517 => 0.16913419085684
518 => 0.16813689182773
519 => 0.16686668156924
520 => 0.16651333813381
521 => 0.17166752423147
522 => 0.18233653520183
523 => 0.18024195306055
524 => 0.18175550331904
525 => 0.18920067257503
526 => 0.19156726799746
527 => 0.18988751462251
528 => 0.18758816460019
529 => 0.18768932433177
530 => 0.19554689941861
531 => 0.19603696673848
601 => 0.19727520875408
602 => 0.19886669967127
603 => 0.1901585524075
604 => 0.18727917137876
605 => 0.18591476090536
606 => 0.18171290474061
607 => 0.18624424637437
608 => 0.18360402765577
609 => 0.18396028336363
610 => 0.18372827136653
611 => 0.18385496560553
612 => 0.17712848423717
613 => 0.17957926051434
614 => 0.17550436961766
615 => 0.17004854813497
616 => 0.1700302583083
617 => 0.17136556288693
618 => 0.17057127147309
619 => 0.16843385370153
620 => 0.16873746380766
621 => 0.16607751980446
622 => 0.16906042916949
623 => 0.16914596833671
624 => 0.16799738575101
625 => 0.17259296918999
626 => 0.17447578347458
627 => 0.17371976181165
628 => 0.17442273897931
629 => 0.180328992405
630 => 0.18129196942129
701 => 0.18171966020123
702 => 0.18114661121428
703 => 0.17453069444967
704 => 0.17482413849123
705 => 0.17267104081744
706 => 0.17085190017093
707 => 0.17092465625666
708 => 0.1718599310207
709 => 0.17594433076838
710 => 0.18453970924887
711 => 0.18486589757907
712 => 0.18526124735085
713 => 0.18365316114214
714 => 0.18316814695428
715 => 0.18380800586085
716 => 0.18703597809459
717 => 0.19533919906569
718 => 0.19240428622102
719 => 0.19001815639367
720 => 0.19211143554824
721 => 0.19178919163006
722 => 0.18906912866578
723 => 0.18899278555783
724 => 0.18377211507265
725 => 0.1818421520632
726 => 0.18022933051727
727 => 0.17846817149289
728 => 0.17742409738865
729 => 0.17902826973595
730 => 0.17939516293179
731 => 0.17588761205828
801 => 0.17540954583506
802 => 0.17827388759412
803 => 0.17701339757938
804 => 0.17830984281819
805 => 0.17861062923429
806 => 0.1785621956936
807 => 0.17724609935186
808 => 0.17808493991353
809 => 0.17610083191478
810 => 0.17394341246952
811 => 0.17256711327543
812 => 0.17136610968898
813 => 0.17203249628148
814 => 0.16965694975661
815 => 0.168896964613
816 => 0.17780075960574
817 => 0.18437808869881
818 => 0.18428245172888
819 => 0.18370028627032
820 => 0.18283530648684
821 => 0.18697269943581
822 => 0.18553131446217
823 => 0.18658004246224
824 => 0.18684698775323
825 => 0.18765495075028
826 => 0.18794372807496
827 => 0.18707084243103
828 => 0.18414133159599
829 => 0.17684126912459
830 => 0.17344307033802
831 => 0.17232160813697
901 => 0.17236237115802
902 => 0.17123794506337
903 => 0.17156913894149
904 => 0.17112276934849
905 => 0.17027745332777
906 => 0.17198030039924
907 => 0.17217653766111
908 => 0.17177907280712
909 => 0.17187269016867
910 => 0.1685818509371
911 => 0.16883204629655
912 => 0.16743892674185
913 => 0.16717773361965
914 => 0.16365604869816
915 => 0.15741687338335
916 => 0.16087398215916
917 => 0.15669828090104
918 => 0.15511687956239
919 => 0.16260298754119
920 => 0.16185158993243
921 => 0.16056552385093
922 => 0.15866316407673
923 => 0.15795756033151
924 => 0.15367053534258
925 => 0.15341723503584
926 => 0.15554200037977
927 => 0.15456149428226
928 => 0.15318449237465
929 => 0.14819713104976
930 => 0.14258968566199
1001 => 0.1427589391911
1002 => 0.14454256323872
1003 => 0.14972869071165
1004 => 0.14770238098706
1005 => 0.14623227003264
1006 => 0.14595696244225
1007 => 0.14940301333145
1008 => 0.15427989730964
1009 => 0.15656802215808
1010 => 0.15430055992466
1011 => 0.15169582139975
1012 => 0.15185435976457
1013 => 0.15290904447924
1014 => 0.15301987693032
1015 => 0.15132445992204
1016 => 0.15180170987891
1017 => 0.15107672355378
1018 => 0.14662748381467
1019 => 0.14654701117648
1020 => 0.14545509599082
1021 => 0.14542203323295
1022 => 0.14356441311113
1023 => 0.14330451921497
1024 => 0.13961610171362
1025 => 0.14204382928257
1026 => 0.14041543709074
1027 => 0.13796106595876
1028 => 0.1375379314505
1029 => 0.13752521151623
1030 => 0.14004530188143
1031 => 0.14201438055938
1101 => 0.14044376367009
1102 => 0.14008616464953
1103 => 0.14390438663381
1104 => 0.14341848308244
1105 => 0.1429976937407
1106 => 0.15384322583953
1107 => 0.14525814089588
1108 => 0.14151455384094
1109 => 0.13688115397254
1110 => 0.13838981233332
1111 => 0.13870770881674
1112 => 0.12756521736635
1113 => 0.12304470997263
1114 => 0.12149344218683
1115 => 0.1206006656444
1116 => 0.12100751512557
1117 => 0.11693852826859
1118 => 0.11967295473131
1119 => 0.11614955605607
1120 => 0.11555884680203
1121 => 0.12185912009871
1122 => 0.12273576632228
1123 => 0.1189957211799
1124 => 0.12139743561962
1125 => 0.12052654057745
1126 => 0.11620995461359
1127 => 0.11604509278043
1128 => 0.1138791816791
1129 => 0.11048995020855
1130 => 0.10894098048128
1201 => 0.10813426359855
1202 => 0.10846713070697
1203 => 0.10829882291105
1204 => 0.10720050069492
1205 => 0.10836177745483
1206 => 0.10539519520596
1207 => 0.10421387825108
1208 => 0.10368030478891
1209 => 0.10104729229293
1210 => 0.10523758608
1211 => 0.10606312674398
1212 => 0.1068902939781
1213 => 0.11409022002
1214 => 0.11373053206173
1215 => 0.11698193602938
1216 => 0.11685559245015
1217 => 0.11592823936932
1218 => 0.11201588926349
1219 => 0.11357528228474
1220 => 0.10877571294881
1221 => 0.11237187663428
1222 => 0.11073073770762
1223 => 0.11181700591234
1224 => 0.1098637977354
1225 => 0.1109447837865
1226 => 0.10625889306095
1227 => 0.1018832742337
1228 => 0.10364415098206
1229 => 0.10555842538822
1230 => 0.10970906004881
1231 => 0.10723697628695
]
'min_raw' => 0.10104729229293
'max_raw' => 0.30162862840543
'avg_raw' => 0.20133796034918
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.101047'
'max' => '$0.301628'
'avg' => '$0.201337'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.19141970770707
'max_diff' => 0.0091616284054325
'year' => 2026
]
1 => [
'items' => [
101 => 0.10812603108755
102 => 0.10514784633152
103 => 0.099003000503406
104 => 0.099037779663465
105 => 0.098092529005553
106 => 0.097275694428261
107 => 0.1075209248447
108 => 0.10624676848929
109 => 0.10421656709441
110 => 0.10693407233845
111 => 0.10765262385759
112 => 0.10767308000917
113 => 0.10965570168627
114 => 0.11071382723074
115 => 0.11090032644413
116 => 0.11402002449041
117 => 0.11506570612571
118 => 0.11937272079112
119 => 0.110624052671
120 => 0.11044387960829
121 => 0.10697231321014
122 => 0.10477059091715
123 => 0.1071230670192
124 => 0.10920703970061
125 => 0.10703706805041
126 => 0.10732042053732
127 => 0.10440741089012
128 => 0.10544867476915
129 => 0.10634555149517
130 => 0.10585034888304
131 => 0.10510900660461
201 => 0.10903617770604
202 => 0.10881459132179
203 => 0.11247166333672
204 => 0.11532261249209
205 => 0.12043202304663
206 => 0.11510008677337
207 => 0.11490576982305
208 => 0.11680524918189
209 => 0.11506541532532
210 => 0.11616493026565
211 => 0.12025487419131
212 => 0.12034128826161
213 => 0.11889374124584
214 => 0.11880565787838
215 => 0.11908367511719
216 => 0.12071203076859
217 => 0.12014303326967
218 => 0.12080149158067
219 => 0.12162490378125
220 => 0.12503088576236
221 => 0.12585205648711
222 => 0.12385703735418
223 => 0.1240371652446
224 => 0.12329097332438
225 => 0.12257016127921
226 => 0.12419044149061
227 => 0.12715153542364
228 => 0.12713311461196
301 => 0.12782003084898
302 => 0.12824797397393
303 => 0.12641092880816
304 => 0.12521507995527
305 => 0.1256736444993
306 => 0.12640689919146
307 => 0.1254358598852
308 => 0.1194421554578
309 => 0.12126026250175
310 => 0.12095764058875
311 => 0.12052667018455
312 => 0.12235479087624
313 => 0.1221784641758
314 => 0.11689679492716
315 => 0.11723491025612
316 => 0.11691735684019
317 => 0.11794343689239
318 => 0.1150100036352
319 => 0.11591230794813
320 => 0.11647822475463
321 => 0.11681155410124
322 => 0.11801576826725
323 => 0.11787446763386
324 => 0.11800698482148
325 => 0.11979251652892
326 => 0.12882312318467
327 => 0.12931463918003
328 => 0.12689423465534
329 => 0.12786113852259
330 => 0.12600489453611
331 => 0.12725100355998
401 => 0.12810355970638
402 => 0.12425102241792
403 => 0.12402290016246
404 => 0.12215899479674
405 => 0.12316055196328
406 => 0.12156700249681
407 => 0.12195800379589
408 => 0.12086473007678
409 => 0.12283240510254
410 => 0.12503257152713
411 => 0.12558842045319
412 => 0.12412622123674
413 => 0.12306749264041
414 => 0.12120871399214
415 => 0.1242999043098
416 => 0.12520386256101
417 => 0.12429515620194
418 => 0.12408458908291
419 => 0.12368556477285
420 => 0.1241692439766
421 => 0.12519893941024
422 => 0.12471335405922
423 => 0.12503409173848
424 => 0.12381177044841
425 => 0.12641153694655
426 => 0.13054059181346
427 => 0.13055386740003
428 => 0.13006827943153
429 => 0.12986958729696
430 => 0.13036783002058
501 => 0.13063810625916
502 => 0.13224933186526
503 => 0.13397824113466
504 => 0.14204630631276
505 => 0.13978082589564
506 => 0.14693929329299
507 => 0.15260071159365
508 => 0.1542983233982
509 => 0.15273660041682
510 => 0.14739403046015
511 => 0.14713189849
512 => 0.15511595358012
513 => 0.15286009232427
514 => 0.15259176480598
515 => 0.14973721335785
516 => 0.15142460680677
517 => 0.15105554910692
518 => 0.15047297347279
519 => 0.15369240262848
520 => 0.15971888660752
521 => 0.15877960256338
522 => 0.15807847059656
523 => 0.15500631441441
524 => 0.15685643862699
525 => 0.15619764483168
526 => 0.15902824105719
527 => 0.15735145855858
528 => 0.15284300195656
529 => 0.1535609885305
530 => 0.15345246630423
531 => 0.15568584603075
601 => 0.15501544087274
602 => 0.15332155893751
603 => 0.15969828874044
604 => 0.15928421937627
605 => 0.15987127506523
606 => 0.16012971513481
607 => 0.16401111819527
608 => 0.16560120483809
609 => 0.1659621823444
610 => 0.16747264167337
611 => 0.1659246007403
612 => 0.17211786820706
613 => 0.17623602968528
614 => 0.18101948616089
615 => 0.18800940174364
616 => 0.19063767466309
617 => 0.19016290068495
618 => 0.19546257490499
619 => 0.20498597167327
620 => 0.19208785145616
621 => 0.20566960336386
622 => 0.20136977751874
623 => 0.19117496779055
624 => 0.19051854223296
625 => 0.19742258574507
626 => 0.21273508976537
627 => 0.20889948118127
628 => 0.21274136344694
629 => 0.20825960371044
630 => 0.20803704656429
701 => 0.21252369438002
702 => 0.22300699155591
703 => 0.21802677002816
704 => 0.21088640126772
705 => 0.21615873844399
706 => 0.21159135205013
707 => 0.20129975217381
708 => 0.20889654816367
709 => 0.20381678702955
710 => 0.20529933138344
711 => 0.21597623372992
712 => 0.21469156059201
713 => 0.21635404659
714 => 0.21341980231839
715 => 0.21067875548086
716 => 0.20556238800579
717 => 0.2040476838303
718 => 0.20446629357106
719 => 0.2040474763881
720 => 0.20118491580764
721 => 0.20056674612284
722 => 0.1995364362322
723 => 0.19985577234938
724 => 0.19791848832719
725 => 0.20157454354037
726 => 0.20225313960499
727 => 0.20491371169943
728 => 0.20518994112039
729 => 0.21259959653256
730 => 0.20851848284573
731 => 0.21125644625326
801 => 0.21101153703538
802 => 0.19139592023073
803 => 0.19409877915635
804 => 0.19830357944078
805 => 0.19640932261212
806 => 0.19373128664422
807 => 0.19156862901295
808 => 0.18829198155847
809 => 0.19290379992821
810 => 0.19896785067221
811 => 0.20534373545446
812 => 0.21300394325582
813 => 0.21129427404921
814 => 0.20520053319795
815 => 0.20547389396105
816 => 0.20716370263509
817 => 0.20497524686691
818 => 0.20432982853714
819 => 0.20707503206765
820 => 0.20709393677563
821 => 0.20457585393062
822 => 0.20177746565269
823 => 0.20176574030363
824 => 0.2012677941388
825 => 0.20834818722697
826 => 0.21224168751698
827 => 0.21268807105054
828 => 0.21221164234857
829 => 0.21239500084718
830 => 0.21012945881585
831 => 0.21530781607386
901 => 0.22005998878026
902 => 0.21878630497958
903 => 0.21687687189754
904 => 0.21535591647694
905 => 0.21842801621915
906 => 0.21829122045356
907 => 0.22001848269737
908 => 0.21994012410484
909 => 0.21935931077787
910 => 0.21878632572225
911 => 0.22105814670047
912 => 0.22040389874307
913 => 0.21974863455789
914 => 0.21843440191857
915 => 0.21861302796135
916 => 0.21670392456986
917 => 0.21582068598632
918 => 0.20253889687568
919 => 0.19898956883034
920 => 0.20010625968664
921 => 0.2004739033114
922 => 0.19892923119748
923 => 0.20114389421513
924 => 0.20079874132974
925 => 0.20214152929911
926 => 0.20130261367292
927 => 0.20133704306285
928 => 0.20380411504381
929 => 0.20452031653555
930 => 0.2041560506764
1001 => 0.20441116999785
1002 => 0.21029028708155
1003 => 0.20945446463583
1004 => 0.2090104506201
1005 => 0.2091334455369
1006 => 0.21063568600148
1007 => 0.21105623131227
1008 => 0.20927435127924
1009 => 0.21011469620374
1010 => 0.21369277823662
1011 => 0.21494490444622
1012 => 0.21894109025259
1013 => 0.2172434394955
1014 => 0.22035955093274
1015 => 0.22993741513012
1016 => 0.23758887578878
1017 => 0.23055227635709
1018 => 0.24460320944908
1019 => 0.25554387634783
1020 => 0.25512395532962
1021 => 0.25321619699364
1022 => 0.24076053860209
1023 => 0.22929865604678
1024 => 0.23888700750153
1025 => 0.23891145018125
1026 => 0.2380878022878
1027 => 0.23297219595994
1028 => 0.23790979027631
1029 => 0.23830171858244
1030 => 0.23808234295316
1031 => 0.23416021957576
1101 => 0.22817186210804
1102 => 0.22934197282313
1103 => 0.23125863804406
1104 => 0.22762999092258
1105 => 0.22647041829979
1106 => 0.22862628442328
1107 => 0.23557293426571
1108 => 0.2342597103522
1109 => 0.23422541676867
1110 => 0.23984394556426
1111 => 0.23582229150102
1112 => 0.22935673166646
1113 => 0.22772409253797
1114 => 0.22192932350936
1115 => 0.22593179111768
1116 => 0.22607583280145
1117 => 0.2238837221966
1118 => 0.22953460936063
1119 => 0.22948253544059
1120 => 0.23484721177929
1121 => 0.24510245805845
1122 => 0.24206947710368
1123 => 0.23854245024067
1124 => 0.23892593585453
1125 => 0.24313182651538
1126 => 0.24058884901068
1127 => 0.24150332145164
1128 => 0.24313044235182
1129 => 0.24411212479003
1130 => 0.2387846868589
1201 => 0.23754260623635
1202 => 0.23500174519365
1203 => 0.23433888197503
1204 => 0.2364083602775
1205 => 0.23586312586055
1206 => 0.22606372665569
1207 => 0.22503963491544
1208 => 0.22507104234704
1209 => 0.22249591497328
1210 => 0.2185682276269
1211 => 0.22888995546316
1212 => 0.22806097626542
1213 => 0.227145847389
1214 => 0.22725794545471
1215 => 0.23173825767262
1216 => 0.22913945032504
1217 => 0.23604880559472
1218 => 0.23462844986551
1219 => 0.23317166737133
1220 => 0.23297029565595
1221 => 0.23240955868254
1222 => 0.23048658295966
1223 => 0.22816447422135
1224 => 0.22663121689471
1225 => 0.20905531790457
1226 => 0.21231730252284
1227 => 0.2160699184869
1228 => 0.21736530648003
1229 => 0.21514945567966
1230 => 0.23057407825502
1231 => 0.2333923054349
]
'min_raw' => 0.097275694428261
'max_raw' => 0.25554387634783
'avg_raw' => 0.17640978538805
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.097275'
'max' => '$0.255543'
'avg' => '$0.1764097'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.0037715978646687
'max_diff' => -0.046084752057601
'year' => 2027
]
2 => [
'items' => [
101 => 0.22485571147864
102 => 0.22325886329625
103 => 0.23067876735602
104 => 0.2262036581616
105 => 0.22821879955783
106 => 0.22386316608259
107 => 0.2327134770346
108 => 0.23264605249347
109 => 0.2292030816398
110 => 0.23211305702887
111 => 0.23160737719404
112 => 0.22772027157991
113 => 0.23283670521587
114 => 0.23283924290312
115 => 0.2295254583131
116 => 0.22565568339269
117 => 0.22496385903693
118 => 0.22444266231838
119 => 0.22809061711501
120 => 0.2313613619788
121 => 0.23744740728392
122 => 0.23897758367449
123 => 0.24494996399651
124 => 0.24139370230467
125 => 0.24297014705137
126 => 0.24468160082563
127 => 0.24550213470164
128 => 0.24416511878296
129 => 0.25344268375287
130 => 0.25422599449358
131 => 0.25448863180933
201 => 0.2513602891011
202 => 0.25413898962373
203 => 0.25283892767008
204 => 0.25622132770587
205 => 0.25675173122013
206 => 0.2563024983132
207 => 0.25647085676048
208 => 0.24855409173327
209 => 0.24814356570234
210 => 0.2425460141411
211 => 0.24482705777732
212 => 0.24056275603268
213 => 0.24191501004308
214 => 0.24251107072612
215 => 0.24219972245145
216 => 0.24495602456206
217 => 0.24261260469272
218 => 0.23642793436362
219 => 0.23024157902523
220 => 0.23016391437325
221 => 0.22853515621089
222 => 0.22735786238145
223 => 0.22758465093974
224 => 0.22838388339966
225 => 0.22731140953795
226 => 0.22754027621215
227 => 0.23134098793457
228 => 0.23210319356507
229 => 0.22951292101968
301 => 0.2191126029754
302 => 0.21656033884011
303 => 0.21839485568696
304 => 0.21751807479218
305 => 0.17555406294697
306 => 0.18541288506902
307 => 0.17955510773806
308 => 0.18225464103554
309 => 0.17627536724472
310 => 0.17912899009829
311 => 0.17860203015486
312 => 0.19445472438335
313 => 0.19420720636764
314 => 0.1943256801434
315 => 0.18867061814467
316 => 0.19767928546032
317 => 0.2021172789212
318 => 0.20129592444496
319 => 0.20150264167125
320 => 0.19795055483679
321 => 0.19436007210844
322 => 0.19037767419137
323 => 0.19777647728203
324 => 0.19695385668012
325 => 0.19884065237133
326 => 0.20363930505299
327 => 0.20434592488868
328 => 0.20529562911367
329 => 0.20495522775356
330 => 0.21306496916937
331 => 0.21208282597412
401 => 0.2144495084928
402 => 0.20958106299125
403 => 0.20407195478915
404 => 0.20511905615206
405 => 0.20501821187055
406 => 0.20373434842332
407 => 0.20257533390857
408 => 0.20064590129182
409 => 0.2067509115935
410 => 0.20650305932431
411 => 0.21051549946575
412 => 0.20980626169599
413 => 0.20506979828958
414 => 0.20523896200675
415 => 0.20637666930201
416 => 0.21031428724102
417 => 0.21148324033879
418 => 0.21094173468918
419 => 0.21222343839615
420 => 0.21323644474687
421 => 0.21235065639728
422 => 0.22489155146515
423 => 0.21968369748482
424 => 0.22222196927882
425 => 0.22282733214532
426 => 0.22127670789218
427 => 0.22161298276899
428 => 0.22212234757795
429 => 0.22521511095406
430 => 0.23333141695128
501 => 0.23692607362789
502 => 0.24774077559669
503 => 0.23662758743093
504 => 0.23596817683612
505 => 0.23791623123341
506 => 0.24426560614157
507 => 0.24941117813816
508 => 0.2511182612246
509 => 0.25134388043535
510 => 0.25454648179025
511 => 0.2563821531619
512 => 0.25415760174899
513 => 0.25227252734678
514 => 0.24552042482214
515 => 0.24630199907473
516 => 0.2516862706252
517 => 0.25929187132224
518 => 0.26581826794819
519 => 0.26353295131767
520 => 0.28096830402643
521 => 0.28269694803047
522 => 0.28245810532287
523 => 0.2863962136208
524 => 0.27857987063121
525 => 0.27523823256865
526 => 0.25268010182904
527 => 0.25901801643268
528 => 0.26823054752173
529 => 0.26701123448688
530 => 0.26032084815834
531 => 0.26581319269022
601 => 0.26399725182649
602 => 0.26256494392381
603 => 0.26912662409253
604 => 0.26191178720805
605 => 0.26815857400475
606 => 0.26014700532325
607 => 0.26354339045154
608 => 0.26161543798806
609 => 0.2628630595129
610 => 0.25556948957179
611 => 0.25950492287061
612 => 0.25540576260806
613 => 0.25540381907237
614 => 0.25531332988237
615 => 0.26013597375281
616 => 0.26029323999628
617 => 0.25672929888942
618 => 0.2562156792967
619 => 0.25811480012992
620 => 0.25589142701475
621 => 0.2569317293016
622 => 0.25592293671125
623 => 0.25569583625074
624 => 0.25388626114344
625 => 0.25310664643191
626 => 0.2534123534485
627 => 0.25236881779812
628 => 0.25174004982243
629 => 0.25518825210615
630 => 0.25334601672604
701 => 0.25490590311277
702 => 0.25312821570173
703 => 0.24696597663354
704 => 0.24342200778092
705 => 0.23178210942097
706 => 0.2350831701566
707 => 0.23727177683952
708 => 0.23654844234387
709 => 0.23810244473382
710 => 0.23819784785948
711 => 0.23769262584133
712 => 0.23710764346726
713 => 0.23682290639911
714 => 0.23894510322435
715 => 0.24017710991125
716 => 0.23749143279993
717 => 0.23686221622937
718 => 0.23957758406921
719 => 0.24123395688289
720 => 0.25346368310366
721 => 0.25255766548373
722 => 0.25483159191278
723 => 0.25457558269312
724 => 0.25695901985564
725 => 0.26085493230068
726 => 0.25293345298567
727 => 0.25430834789061
728 => 0.25397125541088
729 => 0.25765154271419
730 => 0.25766303216943
731 => 0.25545651608711
801 => 0.25665270425197
802 => 0.25598502483406
803 => 0.25719161178452
804 => 0.25254556506605
805 => 0.2582039484594
806 => 0.26141188722525
807 => 0.26145642945813
808 => 0.26297696697337
809 => 0.26452192115245
810 => 0.26748732616204
811 => 0.26443921761621
812 => 0.25895596706964
813 => 0.25935184004831
814 => 0.25613701225911
815 => 0.25619105409505
816 => 0.25590257453945
817 => 0.25676832340153
818 => 0.25273554825599
819 => 0.25368203252205
820 => 0.25235694900696
821 => 0.25430546741783
822 => 0.25220918370937
823 => 0.25397109285468
824 => 0.25473147443358
825 => 0.25753729882958
826 => 0.25179476116473
827 => 0.24008533813048
828 => 0.24254680081532
829 => 0.23890610416073
830 => 0.23924306449722
831 => 0.23992377800377
901 => 0.23771736281344
902 => 0.23813827729962
903 => 0.23812323927224
904 => 0.23799364967652
905 => 0.23741967586971
906 => 0.23658730029259
907 => 0.23990322840016
908 => 0.24046666920073
909 => 0.24171912830486
910 => 0.24544559704763
911 => 0.24507323494405
912 => 0.24568057298415
913 => 0.24435475745266
914 => 0.2393045652772
915 => 0.23957881500953
916 => 0.23615891645276
917 => 0.24163167380979
918 => 0.24033565263077
919 => 0.23950009934555
920 => 0.23927211089033
921 => 0.24300781682833
922 => 0.244125598595
923 => 0.24342907200956
924 => 0.24200047566189
925 => 0.24474380297601
926 => 0.24547780163358
927 => 0.24564211686418
928 => 0.25050276688397
929 => 0.2459137732052
930 => 0.24701838959436
1001 => 0.25563629133588
1002 => 0.24782104364547
1003 => 0.2519609546479
1004 => 0.25175832754739
1005 => 0.25387616592928
1006 => 0.251584602985
1007 => 0.25161300965411
1008 => 0.25349350666243
1009 => 0.25085268776366
1010 => 0.25019878386641
1011 => 0.2492954203157
1012 => 0.25126788157978
1013 => 0.25245028290084
1014 => 0.26197956917055
1015 => 0.26813592268904
1016 => 0.26786865914657
1017 => 0.27031094762831
1018 => 0.26921067429849
1019 => 0.26565760147905
1020 => 0.27172226353076
1021 => 0.26980315070136
1022 => 0.26996136003129
1023 => 0.26995547147213
1024 => 0.27123151373193
1025 => 0.27032732084331
1026 => 0.26854506384634
1027 => 0.26972820921538
1028 => 0.27324172797921
1029 => 0.28414779803006
1030 => 0.29025097931672
1031 => 0.28378037885322
1101 => 0.28824371240815
1102 => 0.28556730272355
1103 => 0.28508091946756
1104 => 0.28788422277782
1105 => 0.29069243289942
1106 => 0.2905135620549
1107 => 0.2884749457098
1108 => 0.28732338306443
1109 => 0.29604340121698
1110 => 0.30246816205014
1111 => 0.30203003643346
1112 => 0.30396378041939
1113 => 0.30964131257055
1114 => 0.3101603949573
1115 => 0.31009500250754
1116 => 0.30880840265133
1117 => 0.31439867037486
1118 => 0.31906217006122
1119 => 0.30851059195806
1120 => 0.31252849476945
1121 => 0.31433226079022
1122 => 0.31698072446198
1123 => 0.32144912661029
1124 => 0.32630299652849
1125 => 0.32698938695489
1126 => 0.32650236010055
1127 => 0.32330110241047
1128 => 0.32861226479368
1129 => 0.33172341915567
1130 => 0.33357604038074
1201 => 0.33827397956073
1202 => 0.31434340023509
1203 => 0.29740414676143
1204 => 0.29475883772574
1205 => 0.30013817767147
1206 => 0.30155666671572
1207 => 0.30098487556062
1208 => 0.28191820572647
1209 => 0.294658455655
1210 => 0.30836589334745
1211 => 0.30889245185452
1212 => 0.31575468177237
1213 => 0.31798930512593
1214 => 0.32351429966283
1215 => 0.32316870975026
1216 => 0.32451395799813
1217 => 0.3242047087224
1218 => 0.33443859767715
1219 => 0.34572809694147
1220 => 0.34533717748035
1221 => 0.34371417838981
1222 => 0.34612460880173
1223 => 0.35777658189877
1224 => 0.35670385493506
1225 => 0.35774591780564
1226 => 0.37148425076347
1227 => 0.38934603786373
1228 => 0.38104744446156
1229 => 0.39905300428835
1230 => 0.4103865497656
1231 => 0.42998674475804
]
'min_raw' => 0.17555406294697
'max_raw' => 0.42998674475804
'avg_raw' => 0.3027704038525
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.175554'
'max' => '$0.429986'
'avg' => '$0.30277'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.078278368518709
'max_diff' => 0.17444286841021
'year' => 2028
]
3 => [
'items' => [
101 => 0.42753270381199
102 => 0.43516291588967
103 => 0.42313945834476
104 => 0.39553116947997
105 => 0.39116205208684
106 => 0.39990913575157
107 => 0.42141298741338
108 => 0.39923190293703
109 => 0.40371910743789
110 => 0.40242679223977
111 => 0.40235793025485
112 => 0.40498611213738
113 => 0.40117379724002
114 => 0.38564174052584
115 => 0.39275999058697
116 => 0.39001129239192
117 => 0.39306117796835
118 => 0.40952015255583
119 => 0.40224324755776
120 => 0.39457761927004
121 => 0.40419201828193
122 => 0.41643445209
123 => 0.41566834258406
124 => 0.4141817699336
125 => 0.42256150212981
126 => 0.43640236468678
127 => 0.44014349421883
128 => 0.44290511955537
129 => 0.44328590103124
130 => 0.44720818688703
131 => 0.42611706729713
201 => 0.45958921574467
202 => 0.46536893113212
203 => 0.46428258418394
204 => 0.47070649458948
205 => 0.46881641718929
206 => 0.46607799158048
207 => 0.4762612559782
208 => 0.46458696509327
209 => 0.44801677893448
210 => 0.43892604708664
211 => 0.45089745611229
212 => 0.45820797785966
213 => 0.46303976769816
214 => 0.46450186438384
215 => 0.42775431087218
216 => 0.40794941764215
217 => 0.42064412713903
218 => 0.43613254886729
219 => 0.4260310283324
220 => 0.42642698881266
221 => 0.41202487516281
222 => 0.43740681635383
223 => 0.43370888101802
224 => 0.45289377608171
225 => 0.44831514690636
226 => 0.46395968407745
227 => 0.45983995313477
228 => 0.4769407259468
301 => 0.48376268720646
302 => 0.49521782191492
303 => 0.50364426563724
304 => 0.50859243456318
305 => 0.50829536506098
306 => 0.5279024755135
307 => 0.51634084749991
308 => 0.50181671784834
309 => 0.50155402216599
310 => 0.50907627472104
311 => 0.52484085244724
312 => 0.52892837808636
313 => 0.53121274728813
314 => 0.52771415633616
315 => 0.51516483775675
316 => 0.50974610562065
317 => 0.51436302239639
318 => 0.50871692991585
319 => 0.51846366955102
320 => 0.53184802486137
321 => 0.52908420841726
322 => 0.5383232324154
323 => 0.54788465027981
324 => 0.56155790725605
325 => 0.56513260294888
326 => 0.57104143899563
327 => 0.57712357223926
328 => 0.57907698951902
329 => 0.58280666921588
330 => 0.58278701196286
331 => 0.59402665276574
401 => 0.60642432463402
402 => 0.61110415875753
403 => 0.62186517927699
404 => 0.60343730874855
405 => 0.61741506022849
406 => 0.6300233419492
407 => 0.61499122870333
408 => 0.63570949477958
409 => 0.63651393810273
410 => 0.64866007720305
411 => 0.63634763830618
412 => 0.62903655139191
413 => 0.65014338537054
414 => 0.66035631747376
415 => 0.65728009920867
416 => 0.63386992631973
417 => 0.62024420158881
418 => 0.584583051762
419 => 0.62682522417889
420 => 0.64740015414209
421 => 0.63381664222166
422 => 0.64066737552863
423 => 0.67804275509369
424 => 0.69227287975545
425 => 0.68931311330188
426 => 0.68981326511063
427 => 0.69749158208308
428 => 0.73154146806533
429 => 0.71113798711459
430 => 0.72673568379758
501 => 0.73500864587657
502 => 0.74269303411271
503 => 0.72382260528058
504 => 0.69927245463164
505 => 0.69149639137591
506 => 0.63246602966293
507 => 0.62939324297991
508 => 0.62766839469976
509 => 0.61679347027805
510 => 0.60824875857508
511 => 0.60145368658408
512 => 0.58362138849942
513 => 0.5896392656304
514 => 0.56121830437331
515 => 0.57940102820857
516 => 0.53404048779416
517 => 0.57181809374702
518 => 0.55125746036385
519 => 0.56506337270419
520 => 0.56501520517663
521 => 0.53959414338957
522 => 0.52493180547482
523 => 0.53427521786083
524 => 0.54429209761963
525 => 0.54591730265966
526 => 0.55890444873426
527 => 0.5625288820459
528 => 0.551546679903
529 => 0.53310049141751
530 => 0.53738512028992
531 => 0.52484497760748
601 => 0.50286885990612
602 => 0.51865249130544
603 => 0.52404171702245
604 => 0.5264219061165
605 => 0.50481091833139
606 => 0.49802027677194
607 => 0.49440499618469
608 => 0.53031078427361
609 => 0.53227778439786
610 => 0.52221433365643
611 => 0.56770208526324
612 => 0.55740680613034
613 => 0.56890915532641
614 => 0.5369963351291
615 => 0.53821544783695
616 => 0.52310740732992
617 => 0.53156690049422
618 => 0.52558800338788
619 => 0.53088345704489
620 => 0.53405753013293
621 => 0.54916309155918
622 => 0.57199057499411
623 => 0.54690682440818
624 => 0.53597747507196
625 => 0.54275798193116
626 => 0.56081536522194
627 => 0.58817322524791
628 => 0.57197682148429
629 => 0.57916451044181
630 => 0.58073470072101
701 => 0.56879207220917
702 => 0.58861356699593
703 => 0.59923606708169
704 => 0.610132554153
705 => 0.61959366856439
706 => 0.60578025759783
707 => 0.62056258740673
708 => 0.60865063901324
709 => 0.59796438986969
710 => 0.59798059649855
711 => 0.59127695630961
712 => 0.57828780873053
713 => 0.57589241062766
714 => 0.58835357406418
715 => 0.5983462470637
716 => 0.59916929147361
717 => 0.60470174868822
718 => 0.60797579987899
719 => 0.64006595240524
720 => 0.65297287721496
721 => 0.66875522055671
722 => 0.67490333273245
723 => 0.69340694616124
724 => 0.67846377552749
725 => 0.67523072656393
726 => 0.63034701287153
727 => 0.63769671847422
728 => 0.64946430628525
729 => 0.63054105606026
730 => 0.64254350279623
731 => 0.64491304002849
801 => 0.62989805125868
802 => 0.63791820552
803 => 0.61661905361195
804 => 0.57245483830184
805 => 0.58866273439258
806 => 0.6005972014342
807 => 0.58356524545663
808 => 0.61409436731869
809 => 0.59625988457587
810 => 0.59060720975254
811 => 0.56855410994266
812 => 0.57896232415127
813 => 0.59303958289969
814 => 0.58434147365015
815 => 0.60239135637061
816 => 0.62795480403067
817 => 0.64617283916286
818 => 0.64757139368607
819 => 0.63585841760963
820 => 0.65462853652333
821 => 0.65476525634782
822 => 0.63359248553497
823 => 0.62062428130258
824 => 0.61767787801565
825 => 0.6250385711028
826 => 0.6339758113695
827 => 0.64806734832084
828 => 0.65658256897384
829 => 0.67878574831279
830 => 0.68479329202688
831 => 0.6913937611952
901 => 0.7002140235134
902 => 0.71080500989523
903 => 0.68763253463697
904 => 0.68855322027788
905 => 0.66697533216215
906 => 0.64391626412832
907 => 0.66141522241259
908 => 0.6842927825804
909 => 0.67904464500045
910 => 0.67845412231298
911 => 0.67944721767597
912 => 0.67549029332883
913 => 0.65759327115719
914 => 0.64860549866388
915 => 0.66020201820556
916 => 0.66636505224025
917 => 0.67592338055502
918 => 0.67474511483839
919 => 0.6993663420877
920 => 0.70893340648952
921 => 0.70648574201776
922 => 0.7069361711869
923 => 0.72425688430383
924 => 0.7435210795662
925 => 0.76156454056387
926 => 0.77991912407537
927 => 0.75779195726066
928 => 0.74655714656608
929 => 0.75814860343009
930 => 0.75199801325648
1001 => 0.78734112877762
1002 => 0.78978820941344
1003 => 0.82512876922505
1004 => 0.85867116876186
1005 => 0.8376037885873
1006 => 0.85746937919626
1007 => 0.87895563510523
1008 => 0.920406108773
1009 => 0.90644704748694
1010 => 0.8957546253082
1011 => 0.88565033801469
1012 => 0.90667575586204
1013 => 0.9337246200334
1014 => 0.93955068630511
1015 => 0.9489911393939
1016 => 0.93906565729472
1017 => 0.95101980722719
1018 => 0.99322320940843
1019 => 0.98181947759932
1020 => 0.96562434518902
1021 => 0.99893987795328
1022 => 1.0109966397498
1023 => 1.095617308213
1024 => 1.2024543976533
1025 => 1.1582231410949
1026 => 1.1307673728153
1027 => 1.1372201296206
1028 => 1.1762334180205
1029 => 1.1887632480346
1030 => 1.1547028507647
1031 => 1.1667335588931
1101 => 1.2330239435135
1102 => 1.2685866080122
1103 => 1.2202877329199
1104 => 1.0870330521015
1105 => 0.96416615071025
1106 => 0.99675598572788
1107 => 0.99306130981721
1108 => 1.064282058198
1109 => 0.98154750236714
1110 => 0.98294054010273
1111 => 1.0556340581359
1112 => 1.0362406738071
1113 => 1.0048258749113
1114 => 0.96439551350789
1115 => 0.88965625109784
1116 => 0.82345760212274
1117 => 0.95328839740128
1118 => 0.94768985742689
1119 => 0.93958234188683
1120 => 0.95762474039642
1121 => 1.0452335061348
1122 => 1.0432138405227
1123 => 1.0303657583405
1124 => 1.0401109154379
1125 => 1.003117501755
1126 => 1.0126515467855
1127 => 0.96414668796533
1128 => 0.98607290989387
1129 => 1.004758472862
1130 => 1.0085098762723
1201 => 1.0169619797073
1202 => 0.94473968126001
1203 => 0.97716537292754
1204 => 0.99621242890578
1205 => 0.91015713705826
1206 => 0.99451139247481
1207 => 0.94348245172415
1208 => 0.92616246280441
1209 => 0.94948154614982
1210 => 0.94039407669156
1211 => 0.93258120408546
1212 => 0.92822148692907
1213 => 0.94534444810462
1214 => 0.94454564149942
1215 => 0.91652915359266
1216 => 0.87998278721643
1217 => 0.89224894736588
1218 => 0.88779253638772
1219 => 0.87164192811442
1220 => 0.88252548805874
1221 => 0.83459979810757
1222 => 0.75214613950719
1223 => 0.80661755200247
1224 => 0.8045204618749
1225 => 0.80346301393711
1226 => 0.84439677494805
1227 => 0.84046193832939
1228 => 0.8333201713365
1229 => 0.87151076396295
1230 => 0.85757068391834
1231 => 0.90053072591991
]
'min_raw' => 0.38564174052584
'max_raw' => 1.2685866080122
'avg_raw' => 0.82711417426903
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.385641'
'max' => '$1.26'
'avg' => '$0.827114'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072434
'min_diff' => 0.21008767757887
'max_diff' => 0.83859986325418
'year' => 2029
]
4 => [
'items' => [
101 => 0.92882698806345
102 => 0.92165014069566
103 => 0.94826291200937
104 => 0.89253153492156
105 => 0.91104326283537
106 => 0.91485850430227
107 => 0.87103949797811
108 => 0.84110572626315
109 => 0.83910948495975
110 => 0.78720844993384
111 => 0.81493356391416
112 => 0.83933051687367
113 => 0.8276462696861
114 => 0.82394738608347
115 => 0.84284418021933
116 => 0.84431262296379
117 => 0.81083197277165
118 => 0.8177936601409
119 => 0.84682505375488
120 => 0.81706214350871
121 => 0.75923767064418
122 => 0.7448964018879
123 => 0.74298301227378
124 => 0.70408835398636
125 => 0.74585475404164
126 => 0.72762260114758
127 => 0.78521775368518
128 => 0.7523197114447
129 => 0.7509015425962
130 => 0.74875777238155
131 => 0.71527953327546
201 => 0.72260913998661
202 => 0.74697386902507
203 => 0.75566747883431
204 => 0.75476066410657
205 => 0.74685446856065
206 => 0.7504738843953
207 => 0.73881448490383
208 => 0.73469730827398
209 => 0.72170236631151
210 => 0.70260339157103
211 => 0.70525922114951
212 => 0.66741915467003
213 => 0.64680187812767
214 => 0.64109528771209
215 => 0.63346419651353
216 => 0.64195723976852
217 => 0.66731195851604
218 => 0.63672878840288
219 => 0.58429608840381
220 => 0.58744738301472
221 => 0.59452740637769
222 => 0.58133382967985
223 => 0.5688472165883
224 => 0.57970331360046
225 => 0.55748688740278
226 => 0.59721215534345
227 => 0.59613769817443
228 => 0.61094482146862
301 => 0.62020401953724
302 => 0.59886456569005
303 => 0.5934977507555
304 => 0.59655493245036
305 => 0.54602652899073
306 => 0.60681557291492
307 => 0.6073412790911
308 => 0.6028398636452
309 => 0.63520815288366
310 => 0.7035153390994
311 => 0.67781542799484
312 => 0.66786364563123
313 => 0.64894530008329
314 => 0.67415287226571
315 => 0.67221732402148
316 => 0.66346404082622
317 => 0.65817002783782
318 => 0.66792440909225
319 => 0.65696135205344
320 => 0.65499208576461
321 => 0.64306047463714
322 => 0.63880143231836
323 => 0.63564820694289
324 => 0.63217681563402
325 => 0.63983383984456
326 => 0.62248201561805
327 => 0.60155741662118
328 => 0.59981776262189
329 => 0.60462110026587
330 => 0.60249598092484
331 => 0.59980758836807
401 => 0.59467471483706
402 => 0.5931519009069
403 => 0.59810030741563
404 => 0.59251384497729
405 => 0.60075697461542
406 => 0.59851529946702
407 => 0.58599348431295
408 => 0.57038666646123
409 => 0.57024773304595
410 => 0.56688526974011
411 => 0.56260266717038
412 => 0.56141134510815
413 => 0.57878904339021
414 => 0.61476035876333
415 => 0.60769832883496
416 => 0.61280136920415
417 => 0.63790327715584
418 => 0.64588241885298
419 => 0.64021901307268
420 => 0.63246659393695
421 => 0.63280766103473
422 => 0.65930002403838
423 => 0.66095232022272
424 => 0.66512713962961
425 => 0.67049296237128
426 => 0.64113283588806
427 => 0.63142480171769
428 => 0.62682459654653
429 => 0.61265774512283
430 => 0.62793547980924
501 => 0.61903379806529
502 => 0.6202349390573
503 => 0.61945269441052
504 => 0.61987985288281
505 => 0.59720105132145
506 => 0.6054640146477
507 => 0.59172523548973
508 => 0.57333055244754
509 => 0.57326888701998
510 => 0.57777095963482
511 => 0.57509295067739
512 => 0.56788649743086
513 => 0.56891014010103
514 => 0.5599419531829
515 => 0.56999904036715
516 => 0.57028744164161
517 => 0.56641491526243
518 => 0.58190924568036
519 => 0.58825728549476
520 => 0.58570830567443
521 => 0.58807844227551
522 => 0.60799178806164
523 => 0.61123853230497
524 => 0.61268052162997
525 => 0.61074844696145
526 => 0.58844242168103
527 => 0.58943178875476
528 => 0.5821724696231
529 => 0.57603910992505
530 => 0.57628441214774
531 => 0.57943775631349
601 => 0.5932085952265
602 => 0.62218851388364
603 => 0.62328828061263
604 => 0.62462122997063
605 => 0.61919945504497
606 => 0.617564195848
607 => 0.61972152482502
608 => 0.63060485858091
609 => 0.65859974779734
610 => 0.64870448423247
611 => 0.64065948092528
612 => 0.647717117743
613 => 0.6466306498745
614 => 0.63745976768172
615 => 0.63720237156314
616 => 0.61960051652679
617 => 0.6130935114947
618 => 0.60765577104899
619 => 0.6017179004381
620 => 0.59819773170073
621 => 0.6036063107694
622 => 0.60484331679484
623 => 0.5930173641354
624 => 0.59140553048632
625 => 0.60106285870893
626 => 0.59681302861964
627 => 0.60118408425719
628 => 0.60219820665932
629 => 0.60203490959536
630 => 0.59759759889227
701 => 0.60042580841191
702 => 0.59373624976812
703 => 0.58646235948222
704 => 0.5818220706592
705 => 0.57777280321612
706 => 0.58001957213834
707 => 0.5720102511744
708 => 0.56944790820225
709 => 0.59946767466338
710 => 0.6216435989151
711 => 0.62132115219385
712 => 0.6193583407048
713 => 0.61644200097385
714 => 0.63039151016483
715 => 0.62553178009193
716 => 0.629067639764
717 => 0.62996766445011
718 => 0.63269176810485
719 => 0.6336654010168
720 => 0.63072240612535
721 => 0.62084535581309
722 => 0.5962326855167
723 => 0.5847754210531
724 => 0.58099433294428
725 => 0.58113176831572
726 => 0.5773406872327
727 => 0.57845733051599
728 => 0.57695236426868
729 => 0.57410232228671
730 => 0.57984359007717
731 => 0.5805052177064
801 => 0.57916513720107
802 => 0.5794807746717
803 => 0.56838548044341
804 => 0.56922903156587
805 => 0.5645320317227
806 => 0.56365140087528
807 => 0.55177779428629
808 => 0.5307419791071
809 => 0.54239786271236
810 => 0.52831919438246
811 => 0.5229873893593
812 => 0.54822732507317
813 => 0.54569393557434
814 => 0.54135787399029
815 => 0.53494393519306
816 => 0.53256494290238
817 => 0.51811093884165
818 => 0.51725691917263
819 => 0.52442071387607
820 => 0.52111486911156
821 => 0.51647221104087
822 => 0.49965697412754
823 => 0.48075108050333
824 => 0.48132173059364
825 => 0.48733534359884
826 => 0.50482073445767
827 => 0.49798888974879
828 => 0.49303230802612
829 => 0.49210408926376
830 => 0.50372269043227
831 => 0.52016544525792
901 => 0.52788001793621
902 => 0.52023511070708
903 => 0.51145305291329
904 => 0.51198757607906
905 => 0.51554351923033
906 => 0.5159171985772
907 => 0.51020098176358
908 => 0.51181006331368
909 => 0.50936572130157
910 => 0.49436479888516
911 => 0.49409347976709
912 => 0.49041201148355
913 => 0.49030053808703
914 => 0.48403744215143
915 => 0.4831611917353
916 => 0.47072543461242
917 => 0.47891068760964
918 => 0.47342044964417
919 => 0.465145366014
920 => 0.46371873847709
921 => 0.46367585233063
922 => 0.47217251294397
923 => 0.47881139918338
924 => 0.47351595468416
925 => 0.47231028461956
926 => 0.48518368661931
927 => 0.48354542887118
928 => 0.48212670822693
929 => 0.51869317690899
930 => 0.48974796363
1001 => 0.47712619850535
1002 => 0.4615043673554
1003 => 0.46659091434994
1004 => 0.46766272453861
1005 => 0.4300950366697
1006 => 0.41485383038004
1007 => 0.40962362273417
1008 => 0.40661356428969
1009 => 0.40798528572077
1010 => 0.39426641244489
1011 => 0.4034857221755
1012 => 0.39160633754608
1013 => 0.38961472005409
1014 => 0.41085653134487
1015 => 0.41381220529313
1016 => 0.40120238197397
1017 => 0.40929992988983
1018 => 0.4063636464512
1019 => 0.39180997549965
1020 => 0.39125413231886
1021 => 0.38395161182164
1022 => 0.37252458129009
1023 => 0.36730212170901
1024 => 0.36458221941571
1025 => 0.36570450411177
1026 => 0.36513704262697
1027 => 0.36143397259289
1028 => 0.36534929826666
1029 => 0.35534725909443
1030 => 0.35136436650414
1031 => 0.34956538632352
1101 => 0.34068800086227
1102 => 0.35481586892235
1103 => 0.35759923690838
1104 => 0.36038808898916
1105 => 0.38466314232222
1106 => 0.38345042925829
1107 => 0.39441276474101
1108 => 0.39398678854259
1109 => 0.39086015288486
1110 => 0.37766939135149
1111 => 0.38292699379597
1112 => 0.36674491068468
1113 => 0.37886962762635
1114 => 0.37333641315446
1115 => 0.37699884224749
1116 => 0.3704134645103
1117 => 0.37405808445364
1118 => 0.35825927671401
1119 => 0.34350657234196
1120 => 0.34944349123956
1121 => 0.35589760105028
1122 => 0.36989175559652
1123 => 0.36155695259805
1124 => 0.36455446293009
1125 => 0.35451330509491
1126 => 0.333795528366
1127 => 0.33391278873234
1128 => 0.33072581014389
1129 => 0.32797179533699
1130 => 0.36251430498515
1201 => 0.35821839787413
1202 => 0.35137343212714
1203 => 0.36053569078761
1204 => 0.36295833740203
1205 => 0.36302730674531
1206 => 0.36971185415186
1207 => 0.373279398301
1208 => 0.37390819341991
1209 => 0.38442647319332
1210 => 0.3879520618339
1211 => 0.40247346248448
1212 => 0.37297671710499
1213 => 0.37236925104477
1214 => 0.36066462255641
1215 => 0.35324136212623
1216 => 0.36117289954894
1217 => 0.36819915894263
1218 => 0.36088294802139
1219 => 0.36183829071406
1220 => 0.3520168753087
1221 => 0.35552756917557
1222 => 0.35855145167525
1223 => 0.35688184149453
1224 => 0.35438235424393
1225 => 0.36762308579875
1226 => 0.36687599183358
1227 => 0.37920606546054
1228 => 0.38881823958477
1229 => 0.40604497399705
1230 => 0.38806797858786
1231 => 0.38741282542306
]
'min_raw' => 0.32797179533699
'max_raw' => 0.94826291200937
'avg_raw' => 0.63811735367318
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.327971'
'max' => '$0.948262'
'avg' => '$0.638117'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.057669945188857
'max_diff' => -0.32032369600285
'year' => 2030
]
5 => [
'items' => [
101 => 0.39381705269882
102 => 0.38795108138008
103 => 0.39165817276707
104 => 0.40544770426319
105 => 0.40573905533445
106 => 0.40085854950629
107 => 0.40056157028311
108 => 0.40149892481429
109 => 0.40698903958115
110 => 0.40507062478742
111 => 0.40729066295504
112 => 0.41006685467809
113 => 0.42155036072549
114 => 0.42431899515629
115 => 0.41759264886181
116 => 0.4181999626205
117 => 0.41568412446403
118 => 0.41325385632824
119 => 0.41871674418533
120 => 0.42870027911751
121 => 0.42863817206484
122 => 0.43095415811692
123 => 0.4323969982407
124 => 0.42620327220591
125 => 0.42217138430689
126 => 0.42371746668307
127 => 0.42618968607187
128 => 0.42291575925502
129 => 0.40270756631097
130 => 0.40883744114583
131 => 0.40781713023775
201 => 0.40636408343059
202 => 0.41252771997796
203 => 0.41193322219667
204 => 0.39412570557051
205 => 0.39526568500857
206 => 0.39419503149587
207 => 0.39765453203051
208 => 0.38776425699809
209 => 0.39080643898604
210 => 0.3927144670102
211 => 0.39383831017459
212 => 0.39789840231085
213 => 0.39742199736007
214 => 0.39786878831021
215 => 0.40388883312369
216 => 0.43433615396036
217 => 0.43599333445527
218 => 0.42783277161303
219 => 0.43109275550852
220 => 0.42483429930928
221 => 0.42903564288384
222 => 0.431910095455
223 => 0.41892099701138
224 => 0.4181518669001
225 => 0.41186757982587
226 => 0.41524439973935
227 => 0.40987163645507
228 => 0.41118992463375
301 => 0.40750387595985
302 => 0.41413802968789
303 => 0.4215560443991
304 => 0.42343012786143
305 => 0.4185002211157
306 => 0.41493064373511
307 => 0.40866364174667
308 => 0.41908580572269
309 => 0.42213356407897
310 => 0.41906979714551
311 => 0.4183598554024
312 => 0.41701451708204
313 => 0.41864527528689
314 => 0.42211696533242
315 => 0.420479780419
316 => 0.4215611698978
317 => 0.4174400283286
318 => 0.42620532258695
319 => 0.44012671935216
320 => 0.44017147891914
321 => 0.43853428518068
322 => 0.43786438077673
323 => 0.43954424090562
324 => 0.44045549611407
325 => 0.44588785573721
326 => 0.4517169940476
327 => 0.47891903908989
328 => 0.47128081369276
329 => 0.49541608631118
330 => 0.51450395337943
331 => 0.52022757010194
401 => 0.51496211203421
402 => 0.49694926441898
403 => 0.49606546818015
404 => 0.52298426734541
405 => 0.51537847362211
406 => 0.51447378866016
407 => 0.50484946915437
408 => 0.51053863397745
409 => 0.50929433017563
410 => 0.50733013575103
411 => 0.51818466592282
412 => 0.53850337741381
413 => 0.53533651568027
414 => 0.53297260030267
415 => 0.52261461124345
416 => 0.52885243419771
417 => 0.52663126492133
418 => 0.53617481772153
419 => 0.53052142845827
420 => 0.51532085225415
421 => 0.51774159411641
422 => 0.51737570385379
423 => 0.52490569953133
424 => 0.52264538173491
425 => 0.51693434052724
426 => 0.53843393026686
427 => 0.53703786649617
428 => 0.5390171657384
429 => 0.53988851447669
430 => 0.55297493588594
501 => 0.55833602401853
502 => 0.55955308488368
503 => 0.56464570396821
504 => 0.55942637588159
505 => 0.58030740954591
506 => 0.5941920784906
507 => 0.61031983596837
508 => 0.63388682437595
509 => 0.64274823002403
510 => 0.64114749640907
511 => 0.65901571805337
512 => 0.69112451515993
513 => 0.64763760232995
514 => 0.6934294271344
515 => 0.67893226409335
516 => 0.64455975131585
517 => 0.64234656671829
518 => 0.66562403144429
519 => 0.7172512078336
520 => 0.70431918569867
521 => 0.71727235998904
522 => 0.70216179413096
523 => 0.70141142717425
524 => 0.71653847353273
525 => 0.75188364188169
526 => 0.73509247729292
527 => 0.71101822549246
528 => 0.72879427838508
529 => 0.71339501627346
530 => 0.6786961687539
531 => 0.70430929682506
601 => 0.68718252750377
602 => 0.69218102930085
603 => 0.72817895099954
604 => 0.72384758582207
605 => 0.72945277343534
606 => 0.71955976401122
607 => 0.7103181332247
608 => 0.69306794306915
609 => 0.68796101218819
610 => 0.68937238415557
611 => 0.68796031278234
612 => 0.67830898992774
613 => 0.6762247876762
614 => 0.67275102594597
615 => 0.67382768996038
616 => 0.66729600162271
617 => 0.67962264703157
618 => 0.68191058104148
619 => 0.69088088561313
620 => 0.6918122123916
621 => 0.71679438293934
622 => 0.70303462320996
623 => 0.71226585799693
624 => 0.71144012946983
625 => 0.64530470789431
626 => 0.65441758546966
627 => 0.66859436319837
628 => 0.66220774404775
629 => 0.6531785588075
630 => 0.64588700761172
701 => 0.63483956195072
702 => 0.65038862957117
703 => 0.67083400003308
704 => 0.69233074072651
705 => 0.71815766614742
706 => 0.71239339705202
707 => 0.6918479243206
708 => 0.69276957921886
709 => 0.69846688714203
710 => 0.69108835572651
711 => 0.68891228276603
712 => 0.69816792813313
713 => 0.69823166667596
714 => 0.6897417745571
715 => 0.68030681310084
716 => 0.68026728026784
717 => 0.67858842000761
718 => 0.70246045964164
719 => 0.71558766770492
720 => 0.71709268095382
721 => 0.71548636832195
722 => 0.71610457430169
723 => 0.70846614116796
724 => 0.72592533420469
725 => 0.74194761627042
726 => 0.73765330241067
727 => 0.73121551546223
728 => 0.72608750807196
729 => 0.73644530683994
730 => 0.73598409036549
731 => 0.74180767561411
801 => 0.74154348414857
802 => 0.73958523146558
803 => 0.73765337234604
804 => 0.74531297538757
805 => 0.74310713272107
806 => 0.74089786377164
807 => 0.73646683667141
808 => 0.7370690868459
809 => 0.73063241147213
810 => 0.727654510922
811 => 0.68287403163057
812 => 0.67090722431952
813 => 0.6746722255064
814 => 0.67591176165533
815 => 0.67070379177769
816 => 0.67817068276454
817 => 0.67700697571363
818 => 0.68153427910286
819 => 0.67870581649793
820 => 0.67882189758985
821 => 0.68713980301912
822 => 0.68955452635213
823 => 0.68832637857575
824 => 0.68918653117989
825 => 0.70900838489443
826 => 0.70619035116342
827 => 0.70469332690931
828 => 0.70510801285855
829 => 0.71017292146795
830 => 0.71159081934482
831 => 0.70558308640659
901 => 0.70841636799055
902 => 0.72048012137809
903 => 0.72470175231442
904 => 0.73817517176538
905 => 0.73245142371168
906 => 0.74295761098226
907 => 0.77525004882886
908 => 0.80104748264745
909 => 0.77732309638383
910 => 0.82469679830829
911 => 0.86158402061041
912 => 0.86016822757957
913 => 0.85373608715437
914 => 0.81174096526095
915 => 0.77309642798264
916 => 0.80542422434968
917 => 0.80550663455089
918 => 0.80272964817285
919 => 0.78548202427824
920 => 0.80212946824771
921 => 0.80345088189537
922 => 0.80271124164493
923 => 0.78948752884413
924 => 0.76929736354794
925 => 0.77324247351839
926 => 0.77970464412804
927 => 0.76747040701395
928 => 0.76356082695743
929 => 0.77082948011054
930 => 0.79425059505389
1001 => 0.78982296894313
1002 => 0.78970734573194
1003 => 0.80865060783944
1004 => 0.7950913203823
1005 => 0.7732922339891
1006 => 0.7677876771802
1007 => 0.74825020882236
1008 => 0.76174480780719
1009 => 0.76223045440069
1010 => 0.75483960044815
1011 => 0.77389196105403
1012 => 0.77371639019695
1013 => 0.79180377102259
1014 => 0.82638004985121
1015 => 0.81615414280624
1016 => 0.80426252548846
1017 => 0.80555547400969
1018 => 0.81973592801865
1019 => 0.81116210181655
1020 => 0.81424530949767
1021 => 0.81973126121456
1022 => 0.82304107209388
1023 => 0.80507924315925
1024 => 0.80089148162099
1025 => 0.79232479121829
1026 => 0.79008990159708
1027 => 0.79706729218022
1028 => 0.79522899627641
1029 => 0.76218963768502
1030 => 0.75873684088296
1031 => 0.75884273323142
1101 => 0.75016051150112
1102 => 0.73691803939042
1103 => 0.7717184654304
1104 => 0.76892350418774
1105 => 0.76583808328866
1106 => 0.76621602974363
1107 => 0.78132171519171
1108 => 0.77255965477643
1109 => 0.79585502846393
1110 => 0.79106619995681
1111 => 0.78615455606839
1112 => 0.78547561727067
1113 => 0.7835850534154
1114 => 0.77710160650782
1115 => 0.76927245477217
1116 => 0.76410297064678
1117 => 0.70484460009145
1118 => 0.71584260897643
1119 => 0.72849481569856
1120 => 0.7328623067585
1121 => 0.72539141107929
1122 => 0.77739660300488
1123 => 0.78689845270419
1124 => 0.75811673017467
1125 => 0.75273284503939
1126 => 0.77774956961803
1127 => 0.76266142652691
1128 => 0.76945561643698
1129 => 0.75477029407459
1130 => 0.78460973535826
1201 => 0.78438240881042
1202 => 0.77277419219672
1203 => 0.78258537738898
1204 => 0.78088044252042
1205 => 0.76777479455333
1206 => 0.78502520777494
1207 => 0.78503376376468
1208 => 0.77386110765839
1209 => 0.76081389133516
1210 => 0.75848135721806
1211 => 0.7567241060927
1212 => 0.7690234403816
1213 => 0.780050985046
1214 => 0.8005705117063
1215 => 0.80572960824062
1216 => 0.82586590547461
1217 => 0.81387572089029
1218 => 0.81919081441763
1219 => 0.82496110030745
1220 => 0.82772758755826
1221 => 0.82321974504095
1222 => 0.85449970307593
1223 => 0.85714068992723
1224 => 0.85802618997402
1225 => 0.84747876411933
1226 => 0.85684734693406
1227 => 0.8524640972899
1228 => 0.86386809516218
1229 => 0.8656563876421
1230 => 0.86414176753196
1231 => 0.86470939979136
]
'min_raw' => 0.38776425699809
'max_raw' => 0.8656563876421
'avg_raw' => 0.6267103223201
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.387764'
'max' => '$0.865656'
'avg' => '$0.62671'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.059792461661106
'max_diff' => -0.082606524367262
'year' => 2031
]
6 => [
'items' => [
101 => 0.83801747377123
102 => 0.83663335659596
103 => 0.81776082069867
104 => 0.82545151857556
105 => 0.81107412751946
106 => 0.81563334632689
107 => 0.81764300653537
108 => 0.81659327408967
109 => 0.82588633909449
110 => 0.81798533539264
111 => 0.7971332875782
112 => 0.77627555863727
113 => 0.77601370684075
114 => 0.7705222349801
115 => 0.76655290663809
116 => 0.76731754009625
117 => 0.77001220813551
118 => 0.76639628763301
119 => 0.76716792760404
120 => 0.7799822925334
121 => 0.78255212203212
122 => 0.77381883729829
123 => 0.73875343888498
124 => 0.73014830215946
125 => 0.73633350379048
126 => 0.73337737578886
127 => 0.59189278001898
128 => 0.62513248712444
129 => 0.60538258187617
130 => 0.61448424686402
131 => 0.59432470781871
201 => 0.6039458965031
202 => 0.60216921426265
203 => 0.65561767965379
204 => 0.65478315538267
205 => 0.65518259798921
206 => 0.63611616163667
207 => 0.66648951245643
208 => 0.68145251726062
209 => 0.67868326329884
210 => 0.67938022485979
211 => 0.66740411609863
212 => 0.6552985529005
213 => 0.64187162028095
214 => 0.66681720146904
215 => 0.6640436786762
216 => 0.67040514208098
217 => 0.68658413462843
218 => 0.68896655273905
219 => 0.69216854683984
220 => 0.69102085988816
221 => 0.71836341927565
222 => 0.71505205492181
223 => 0.72303149027002
224 => 0.70661718635753
225 => 0.68804284342053
226 => 0.69157321877183
227 => 0.69123321523602
228 => 0.68690457998718
229 => 0.6829968816309
301 => 0.67649166485486
302 => 0.69707513332517
303 => 0.6962394820951
304 => 0.70976770417159
305 => 0.70737645951343
306 => 0.69140714244942
307 => 0.69197748973249
308 => 0.69581334931065
309 => 0.70908930310773
310 => 0.71303051009057
311 => 0.71120478598617
312 => 0.71552613951992
313 => 0.71894156115722
314 => 0.71595506389281
315 => 0.75823756719147
316 => 0.74067892389602
317 => 0.74923688446597
318 => 0.75127790763547
319 => 0.74604986970488
320 => 0.74718364393002
321 => 0.74890100294613
322 => 0.75932847059854
323 => 0.78669316293056
324 => 0.79881279888665
325 => 0.83527532163284
326 => 0.79780643183397
327 => 0.79558318297499
328 => 0.80215118438427
329 => 0.82355854518631
330 => 0.8409072004252
331 => 0.84666275023587
401 => 0.84742344115712
402 => 0.85822123522366
403 => 0.86441032941566
404 => 0.8569100990138
405 => 0.85055443905509
406 => 0.82778925397651
407 => 0.8304243861369
408 => 0.84857783358713
409 => 0.8742206473433
410 => 0.89622484922614
411 => 0.88851974465062
412 => 0.94730425360566
413 => 0.95313249755536
414 => 0.9523272226912
415 => 0.96560482976762
416 => 0.93925148365859
417 => 0.92798491762494
418 => 0.85192860487797
419 => 0.87329732646318
420 => 0.90435801822832
421 => 0.90024701920158
422 => 0.87768991458708
423 => 0.89620773763954
424 => 0.89008516623253
425 => 0.8852560401381
426 => 0.90737920294884
427 => 0.88305387666899
428 => 0.90411535449077
429 => 0.87710379133125
430 => 0.8885549409193
501 => 0.88205471458334
502 => 0.88626115766048
503 => 0.86167037738325
504 => 0.8749389655134
505 => 0.86111836049397
506 => 0.86111180772769
507 => 0.86080671710588
508 => 0.8770665976213
509 => 0.87759683174115
510 => 0.86558075547295
511 => 0.86384905115631
512 => 0.87025206963789
513 => 0.86275581194916
514 => 0.86626326374083
515 => 0.86286204909083
516 => 0.86209636403257
517 => 0.85599525521781
518 => 0.85336672978692
519 => 0.85439744233713
520 => 0.85087908903454
521 => 0.84875915390533
522 => 0.86038500865069
523 => 0.85417378344589
524 => 0.85943304930654
525 => 0.85343945208606
526 => 0.83266303283384
527 => 0.82071429441525
528 => 0.7814695644229
529 => 0.7925993211658
530 => 0.7999783614009
531 => 0.79753958864722
601 => 0.8027790162019
602 => 0.80310067450089
603 => 0.80139728319322
604 => 0.79942497427688
605 => 0.79846496337193
606 => 0.80562009813525
607 => 0.80977389469612
608 => 0.80071894680732
609 => 0.79859749920915
610 => 0.80775255146211
611 => 0.81333712804771
612 => 0.85457050385325
613 => 0.85151580219153
614 => 0.85918250390753
615 => 0.85831935094943
616 => 0.86635527574916
617 => 0.87949061656152
618 => 0.85278279599095
619 => 0.85741835015505
620 => 0.85628181932459
621 => 0.86869016491715
622 => 0.86872890241768
623 => 0.86128947939211
624 => 0.86532251130512
625 => 0.86307138353172
626 => 0.86713947567642
627 => 0.85147500478847
628 => 0.87055263945486
629 => 0.88136842897508
630 => 0.88151860622306
701 => 0.88664520461623
702 => 0.89185412549624
703 => 0.90185219552404
704 => 0.89157528474963
705 => 0.87308812270357
706 => 0.87442283609012
707 => 0.86358381974671
708 => 0.86376602556967
709 => 0.86279339660697
710 => 0.86571232934011
711 => 0.85211554637757
712 => 0.85530668416201
713 => 0.85083907257651
714 => 0.85740863843997
715 => 0.85034087155903
716 => 0.85628127125502
717 => 0.85884495083643
718 => 0.86830498368394
719 => 0.84894361701573
720 => 0.80946447972995
721 => 0.8177634730257
722 => 0.80548861006944
723 => 0.80662469536974
724 => 0.80891976848298
725 => 0.80148068562177
726 => 0.80289982819925
727 => 0.80284912644002
728 => 0.80241220607037
729 => 0.80047701330716
730 => 0.79767060093428
731 => 0.80885048405965
801 => 0.81075016405697
802 => 0.81497291737046
803 => 0.82753696691045
804 => 0.82628152208071
805 => 0.82832920468592
806 => 0.823859125056
807 => 0.80683204954327
808 => 0.80775670166335
809 => 0.79622627490949
810 => 0.81467805843443
811 => 0.81030843254408
812 => 0.80749130630648
813 => 0.80672262731205
814 => 0.81931782070069
815 => 0.82308649996804
816 => 0.82073811195529
817 => 0.81592149962771
818 => 0.82517081920027
819 => 0.82764554692042
820 => 0.82819954719252
821 => 0.84458756809398
822 => 0.82911545551271
823 => 0.83283974679059
824 => 0.86189560419482
825 => 0.83554595096343
826 => 0.84950394994748
827 => 0.84882077853113
828 => 0.85596121849844
829 => 0.84823505403999
830 => 0.84833082910818
831 => 0.85467105606385
901 => 0.84576735077057
902 => 0.84356266812686
903 => 0.84051691484482
904 => 0.8471672057095
905 => 0.8511537543161
906 => 0.88328240828794
907 => 0.90403898399838
908 => 0.90313788630522
909 => 0.91137223243654
910 => 0.90766258408641
911 => 0.89568315100807
912 => 0.91613058253657
913 => 0.90966015964408
914 => 0.91019357344577
915 => 0.91017371975743
916 => 0.91447598532675
917 => 0.91142743587404
918 => 0.90541843197556
919 => 0.90940748919184
920 => 0.92125356301014
921 => 0.95802413962407
922 => 0.97860144144257
923 => 0.95678536021697
924 => 0.97183380091742
925 => 0.96281009880483
926 => 0.96117022369909
927 => 0.97062175653
928 => 0.98008983301796
929 => 0.97948675747729
930 => 0.97261342013814
1001 => 0.96873084627974
1002 => 0.99813099629326
1003 => 1.0197925260047
1004 => 1.0183153548992
1005 => 1.0248351077574
1006 => 1.0439773037977
1007 => 1.0457274263058
1008 => 1.0455069510959
1009 => 1.0411690898531
1010 => 1.060017067783
1011 => 1.0757403825708
1012 => 1.0401650003083
1013 => 1.0537116401579
1014 => 1.0597931632319
1015 => 1.068722643411
1016 => 1.0837881732279
1017 => 1.1001533345435
1018 => 1.1024675477884
1019 => 1.1008255027458
1020 => 1.0900322389391
1021 => 1.1079391937276
1022 => 1.1184286678729
1023 => 1.1246749096791
1024 => 1.1405143396241
1025 => 1.059830720648
1026 => 1.0027188449006
1027 => 0.99380000079719
1028 => 1.0119368209977
1029 => 1.0167193558462
1030 => 1.0147915220456
1031 => 0.95050691350737
1101 => 0.99346155563724
1102 => 1.0396771388401
1103 => 1.0414524676098
1104 => 1.0645889548834
1105 => 1.0721231435364
1106 => 1.0907510483604
1107 => 1.0895858678418
1108 => 1.0941214662317
1109 => 1.0930788107075
1110 => 1.1275830818258
1111 => 1.1656464168031
1112 => 1.1643284045468
1113 => 1.1588563497989
1114 => 1.1669832842235
1115 => 1.206268725035
1116 => 1.2026519511814
1117 => 1.2061653389041
1118 => 1.2524850876512
1119 => 1.3127073499299
1120 => 1.2847280628851
1121 => 1.3454350649492
1122 => 1.3836469048087
1123 => 1.4497303306676
1124 => 1.4414563602823
1125 => 1.4671821530266
1126 => 1.4266442264629
1127 => 1.3335609530061
1128 => 1.3188301686731
1129 => 1.3483215719507
1130 => 1.4208233091794
1201 => 1.3460382342336
1202 => 1.3611671574948
1203 => 1.3568100265778
1204 => 1.3565778535878
1205 => 1.3654389522986
1206 => 1.3525854664548
1207 => 1.3002180528294
1208 => 1.3242177298908
1209 => 1.3149503020183
1210 => 1.3252332041754
1211 => 1.380725786126
1212 => 1.3561911928677
1213 => 1.3303459918986
1214 => 1.3627616094231
1215 => 1.4040378297464
1216 => 1.4014548380591
1217 => 1.3964427545789
1218 => 1.4246956067326
1219 => 1.4713610411816
1220 => 1.4839745205962
1221 => 1.4932855332289
1222 => 1.4945693645601
1223 => 1.5077936251682
1224 => 1.4366834429359
1225 => 1.5495371283775
1226 => 1.5690238423331
1227 => 1.565361147751
1228 => 1.5870198101864
1229 => 1.5806472822707
1230 => 1.5714144891398
1231 => 1.6057480760295
]
'min_raw' => 0.59189278001898
'max_raw' => 1.6057480760295
'avg_raw' => 1.0988204280243
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.591892'
'max' => '$1.60'
'avg' => '$1.09'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.20412852302089
'max_diff' => 0.74009168838743
'year' => 2032
]
7 => [
'items' => [
101 => 1.5663873892381
102 => 1.5105198497102
103 => 1.4798698125906
104 => 1.5202322539377
105 => 1.5448801884133
106 => 1.5611709051985
107 => 1.5661004662547
108 => 1.4422035239578
109 => 1.3754299436993
110 => 1.4182310430844
111 => 1.4704513383082
112 => 1.4363933565592
113 => 1.4377283649635
114 => 1.3891706332696
115 => 1.4747476201056
116 => 1.4622797729394
117 => 1.5269629860932
118 => 1.5115258181588
119 => 1.5642724674979
120 => 1.5503825069942
121 => 1.6080389564678
122 => 1.6310396751488
123 => 1.6696614615904
124 => 1.6980718049157
125 => 1.7147549019196
126 => 1.7137533113522
127 => 1.7798600531676
128 => 1.7408792171127
129 => 1.6919100999501
130 => 1.6910244031162
131 => 1.7163862027925
201 => 1.769537577244
202 => 1.7833189553183
203 => 1.7910208655716
204 => 1.7792251219132
205 => 1.7369142181573
206 => 1.7186445844366
207 => 1.7342108416889
208 => 1.7151746466931
209 => 1.7480364598687
210 => 1.7931627482634
211 => 1.7838443481586
212 => 1.8149943626164
213 => 1.8472313505031
214 => 1.8933316910348
215 => 1.9053840271405
216 => 1.9253060804139
217 => 1.9458124172857
218 => 1.9523985000277
219 => 1.9649733755236
220 => 1.9649070997226
221 => 2.0028023334162
222 => 2.0446019496979
223 => 2.0603803371809
224 => 2.0966618691727
225 => 2.0345310170932
226 => 2.0816579821033
227 => 2.1241676842068
228 => 2.0734858648897
301 => 2.143338945469
302 => 2.1460511822974
303 => 2.1870027382904
304 => 2.1454904909226
305 => 2.1208406509474
306 => 2.1920038153384
307 => 2.2264374289686
308 => 2.2160657443131
309 => 2.137136711972
310 => 2.091196629724
311 => 1.9709625733009
312 => 2.1133850068587
313 => 2.1827548197254
314 => 2.1369570609152
315 => 2.1600547865625
316 => 2.2860684882318
317 => 2.3340463470445
318 => 2.324067287802
319 => 2.3257535845447
320 => 2.3516415663003
321 => 2.4664431341766
322 => 2.3976513736256
323 => 2.4502400969887
324 => 2.4781329662378
325 => 2.5040414176828
326 => 2.440418449384
327 => 2.3576459024343
328 => 2.3314283622602
329 => 2.1324033763767
330 => 2.1220432615397
331 => 2.1162278151381
401 => 2.0795622481874
402 => 2.0507531561081
403 => 2.0278430964737
404 => 1.9677202584699
405 => 1.9880099513718
406 => 1.8921866962054
407 => 1.9534910190932
408 => 1.8005547901142
409 => 1.9279246261325
410 => 1.8586030151835
411 => 1.905150612537
412 => 1.9049882123549
413 => 1.819279327698
414 => 1.7698442317267
415 => 1.8013461989223
416 => 1.8351188083853
417 => 1.840598300646
418 => 1.8843853703701
419 => 1.8966054003301
420 => 1.8595781390525
421 => 1.7973855267019
422 => 1.8118314520884
423 => 1.7695514855098
424 => 1.6954574703561
425 => 1.7486730855969
426 => 1.7668432363655
427 => 1.7748682100756
428 => 1.7020052559271
429 => 1.679110133802
430 => 1.6669209628912
501 => 1.7879798342951
502 => 1.7946117125455
503 => 1.7606820857631
504 => 1.9140472161589
505 => 1.8793359637689
506 => 1.9181169371518
507 => 1.8105206357746
508 => 1.8146309593849
509 => 1.7636931460057
510 => 1.7922149178321
511 => 1.7720566488048
512 => 1.7899106405262
513 => 1.8006122495492
514 => 1.8515417045344
515 => 1.9285061586993
516 => 1.8439345423073
517 => 1.8070854779574
518 => 1.8299464302331
519 => 1.8908281587242
520 => 1.9830670938666
521 => 1.9284597877807
522 => 1.9526935829294
523 => 1.9579875890829
524 => 1.9177221832476
525 => 1.9845517368137
526 => 2.0203662374921
527 => 2.0571045044215
528 => 2.0890033122134
529 => 2.0424304327181
530 => 2.0922700897381
531 => 2.0521081240637
601 => 2.0160786889862
602 => 2.0161333307669
603 => 1.9935315398367
604 => 1.9497377219005
605 => 1.9416614699553
606 => 1.9836751524922
607 => 2.0173661471762
608 => 2.0201410988673
609 => 2.0387941646302
610 => 2.0498328568068
611 => 2.158027046512
612 => 2.2015436446407
613 => 2.2547549171054
614 => 2.2754837065534
615 => 2.3378699311096
616 => 2.2874879880191
617 => 2.2765875377142
618 => 2.1252589633194
619 => 2.150039008899
620 => 2.1897142527906
621 => 2.1259131934779
622 => 2.1663802806323
623 => 2.1743693408466
624 => 2.1237452578962
625 => 2.1507857679375
626 => 2.0789741902202
627 => 1.9300714548551
628 => 1.9847175081242
629 => 2.0249553969929
630 => 1.9675309682814
701 => 2.0704620341146
702 => 2.0103318303833
703 => 1.9912734425593
704 => 1.916919876852
705 => 1.9520118977347
706 => 1.9994743584478
707 => 1.9701480758304
708 => 2.031004515625
709 => 2.1171934641938
710 => 2.1786168415845
711 => 2.1833321658035
712 => 2.1438410491879
713 => 2.2071258155933
714 => 2.207586776027
715 => 2.1362013009959
716 => 2.0924780950153
717 => 2.0825440906221
718 => 2.1073611812726
719 => 2.13749371081
720 => 2.1850043114811
721 => 2.2137139724264
722 => 2.2885735417441
723 => 2.3088283948095
724 => 2.3310823374405
725 => 2.3608204676574
726 => 2.3965287176828
727 => 2.318401099499
728 => 2.3215052554176
729 => 2.2487538991153
730 => 2.1710086413065
731 => 2.2300076009002
801 => 2.3071408922662
802 => 2.2894464300022
803 => 2.2874554415324
804 => 2.2908037318844
805 => 2.2774626851844
806 => 2.2171216254025
807 => 2.1868187229351
808 => 2.225917198213
809 => 2.2466962977503
810 => 2.2789228690047
811 => 2.2749502638772
812 => 2.3579624505474
813 => 2.3902184761293
814 => 2.3819660044723
815 => 2.383484657864
816 => 2.4418826514313
817 => 2.5068332307415
818 => 2.5676680192494
819 => 2.6295517790345
820 => 2.5549484912493
821 => 2.517069542603
822 => 2.5561509487097
823 => 2.5354138045189
824 => 2.654575586076
825 => 2.6628260892893
826 => 2.7819792540933
827 => 2.8950697959872
828 => 2.8240396528511
829 => 2.8910178785605
830 => 2.96346029048
831 => 3.1032134564306
901 => 3.0561495067141
902 => 3.0200992588174
903 => 2.9860319487485
904 => 3.0569206129687
905 => 3.1481177470138
906 => 3.1677607362118
907 => 3.1995898829121
908 => 3.1661254270397
909 => 3.2064296781491
910 => 3.3487213951506
911 => 3.310272917173
912 => 3.2556698975437
913 => 3.3679955422746
914 => 3.4086457564478
915 => 3.693950248198
916 => 4.0541589543733
917 => 3.9050301847588
918 => 3.8124611451038
919 => 3.8342170651897
920 => 3.9657530908508
921 => 4.0079982875483
922 => 3.8931612801318
923 => 3.9337236525438
924 => 4.1572263125385
925 => 4.2771283188018
926 => 4.1142852893084
927 => 3.6650078293842
928 => 3.2507534930506
929 => 3.3606323971622
930 => 3.3481755393753
1001 => 3.5883012650149
1002 => 3.309355933689
1003 => 3.3140526576734
1004 => 3.5591439290217
1005 => 3.4937577797541
1006 => 3.3878405919658
1007 => 3.2515268057365
1008 => 2.9995381643923
1009 => 2.7763447975307
1010 => 3.2140783883089
1011 => 3.1952025199077
1012 => 3.1678674652157
1013 => 3.2286986714709
1014 => 3.5240777418066
1015 => 3.5172682981866
1016 => 3.4739500920849
1017 => 3.5068065696239
1018 => 3.3820806925945
1019 => 3.4142253910604
1020 => 3.2506878730473
1021 => 3.3246136611193
1022 => 3.3876133412507
1023 => 3.4002614597633
1024 => 3.4287583166011
1025 => 3.1852557949863
1026 => 3.2945812783329
1027 => 3.3587997573865
1028 => 3.068658332734
1029 => 3.353064594297
1030 => 3.1810169578292
1031 => 3.1226214059433
1101 => 3.2012433235288
1102 => 3.1706042857834
1103 => 3.1442626403146
1104 => 3.1295635495361
1105 => 3.1872948086264
1106 => 3.1846015763861
1107 => 3.0901420313597
1108 => 2.9669234055365
1109 => 3.0082796208763
1110 => 2.9932545201267
1111 => 2.9388016167338
1112 => 2.975496298952
1113 => 2.8139114892168
1114 => 2.535913222515
1115 => 2.7195673928154
1116 => 2.7124969070362
1117 => 2.7089316474852
1118 => 2.8469426806376
1119 => 2.8336761042562
1120 => 2.8095971382174
1121 => 2.9383593876396
1122 => 2.8913594345038
1123 => 3.0362022154865
1124 => 3.1316050388854
1125 => 3.1074077969134
1126 => 3.1971346134419
1127 => 3.0092323845499
1128 => 3.0716459676589
1129 => 3.0845093206361
1130 => 2.9367704814689
1201 => 2.8358466802227
1202 => 2.8291162132952
1203 => 2.6541282500908
1204 => 2.7476054075811
1205 => 2.829861437825
1206 => 2.790467182664
1207 => 2.7779961383499
1208 => 2.841707999111
1209 => 2.8466589563473
1210 => 2.7337766066802
1211 => 2.7572484216951
1212 => 2.8551297921718
1213 => 2.7547820622968
1214 => 2.5598228148583
1215 => 2.5114702259711
1216 => 2.5050190992985
1217 => 2.3738830433441
1218 => 2.5147013771674
1219 => 2.4532304007568
1220 => 2.6474164787025
1221 => 2.5364984324207
1222 => 2.5317169771346
1223 => 2.5244891061827
1224 => 2.4116148856605
1225 => 2.4363271664239
1226 => 2.5184745514682
1227 => 2.5477856639085
1228 => 2.5447282747421
1229 => 2.5180719844661
1230 => 2.5302750976521
1231 => 2.4909646182334
]
'min_raw' => 1.3754299436993
'max_raw' => 4.2771283188018
'avg_raw' => 2.8262791312505
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$1.37'
'max' => '$4.27'
'avg' => '$2.82'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.78353716368031
'max_diff' => 2.6713802427723
'year' => 2033
]
8 => [
'items' => [
101 => 2.4770832697737
102 => 2.4332699156694
103 => 2.368876388884
104 => 2.377830703732
105 => 2.2502502776873
106 => 2.1807376903725
107 => 2.1614975223649
108 => 2.1357687656032
109 => 2.1644036539028
110 => 2.24988885837
111 => 2.1467755650847
112 => 1.9699950563036
113 => 1.9806198661007
114 => 2.0044906591804
115 => 1.9600075941975
116 => 1.9179081063718
117 => 1.9545101953968
118 => 1.87960596337
119 => 2.0135424777616
120 => 2.0099198704001
121 => 2.0598431203868
122 => 2.0910611531317
123 => 2.0191136946128
124 => 2.0010191033619
125 => 2.0113266048917
126 => 1.8409665648471
127 => 2.045921070593
128 => 2.0476935256697
129 => 2.032516689215
130 => 2.1416486362643
131 => 2.3719510836461
201 => 2.2853020390466
202 => 2.2517489099964
203 => 2.1879643871448
204 => 2.2729534766943
205 => 2.2664276406533
206 => 2.2369153352257
207 => 2.2190662008191
208 => 2.2519537782476
209 => 2.214991066025
210 => 2.2083515472425
211 => 2.1681232872877
212 => 2.1537636287531
213 => 2.1431323092485
214 => 2.1314282710859
215 => 2.1572444628081
216 => 2.0987415759627
217 => 2.0281928295359
218 => 2.0223274646186
219 => 2.0385222528436
220 => 2.0313572646142
221 => 2.0222931614115
222 => 2.0049873199359
223 => 1.9998530464509
224 => 2.0165369444818
225 => 1.9977017963366
226 => 2.0254940834284
227 => 2.0179361191568
228 => 1.9757179451197
301 => 1.9230984690994
302 => 1.9226300453897
303 => 1.9112932655944
304 => 1.8968541720288
305 => 1.8928375465206
306 => 1.9514276695507
307 => 2.0727074707682
308 => 2.0488973438095
309 => 2.0661026006971
310 => 2.1507354359155
311 => 2.1776376692333
312 => 2.1585431012386
313 => 2.1324052788659
314 => 2.1335552103986
315 => 2.2228760619031
316 => 2.2284468938483
317 => 2.2425225889552
318 => 2.2606138349585
319 => 2.1616241186618
320 => 2.128892803663
321 => 2.1133828907524
322 => 2.0656183620794
323 => 2.1171283112321
324 => 2.0871156697368
325 => 2.0911654004523
326 => 2.0885280080111
327 => 2.0899682026237
328 => 2.0135050397762
329 => 2.0413641975323
330 => 1.9950429443903
331 => 1.9330239862378
401 => 1.9328160769434
402 => 1.947995129089
403 => 1.9389660349165
404 => 1.9146689746573
405 => 1.9181202573882
406 => 1.8878833890549
407 => 1.92179156066
408 => 1.9227639256924
409 => 1.9097074326338
410 => 1.9619476494175
411 => 1.9833505088577
412 => 1.9747564454294
413 => 1.9827475264576
414 => 2.0498867620809
415 => 2.0608333869778
416 => 2.0656951546635
417 => 2.0591810300254
418 => 1.9839747084355
419 => 1.9873104286
420 => 1.9628351273181
421 => 1.9421560768787
422 => 1.9429831304489
423 => 1.9536148504632
424 => 2.0000441953077
425 => 2.0977520143735
426 => 2.1014599546836
427 => 2.1059540865076
428 => 2.0876741938096
429 => 2.0821608032568
430 => 2.0894343885227
501 => 2.1261283081308
502 => 2.2205150316647
503 => 2.1871524596905
504 => 2.1600281693561
505 => 2.1838234846356
506 => 2.1801603823622
507 => 2.1492401127586
508 => 2.148372283774
509 => 2.0890264005967
510 => 2.0670875788264
511 => 2.0487538572628
512 => 2.0287339119293
513 => 2.0168654172609
514 => 2.0351008192059
515 => 2.0392714713856
516 => 1.9993994463327
517 => 1.9939650366502
518 => 2.0265253930059
519 => 2.0121967941462
520 => 2.0269341134055
521 => 2.0303532978881
522 => 2.0298027304359
523 => 2.0148420275973
524 => 2.024377533452
525 => 2.0018232194344
526 => 1.9772987904887
527 => 1.9616537327473
528 => 1.9480013448521
529 => 1.9555764831378
530 => 1.9285724983149
531 => 1.9199333800872
601 => 2.0211471186241
602 => 2.0959147955123
603 => 2.0948276438791
604 => 2.0882098879047
605 => 2.0783772448895
606 => 2.1254089890505
607 => 2.1090240698142
608 => 2.1209454675644
609 => 2.1239799636313
610 => 2.1331644692941
611 => 2.1364471406337
612 => 2.1265246278838
613 => 2.0932234631624
614 => 2.0102401268563
615 => 1.9716111597966
616 => 1.9588629572506
617 => 1.9593263302009
618 => 1.9465444356446
619 => 1.9503092764358
620 => 1.9452351776596
621 => 1.9356260621338
622 => 1.9549831473318
623 => 1.9572138710772
624 => 1.952695696092
625 => 1.9537598898613
626 => 1.916351330722
627 => 1.9191954222262
628 => 1.9033591593209
629 => 1.9003900509351
630 => 1.8603573573316
701 => 1.7894336377813
702 => 1.8287322631442
703 => 1.7812650499287
704 => 1.7632884970384
705 => 1.8483867024937
706 => 1.8398452029228
707 => 1.825225868558
708 => 1.8036008260963
709 => 1.7955798874923
710 => 1.7468472036552
711 => 1.7439678167154
712 => 1.7681210507182
713 => 1.7569751642879
714 => 1.7413221184626
715 => 1.6846283732069
716 => 1.6208858328856
717 => 1.6228098195066
718 => 1.6430851356106
719 => 1.7020383516822
720 => 1.6790043102621
721 => 1.6622928489266
722 => 1.6591632945631
723 => 1.6983362195876
724 => 1.7537741154787
725 => 1.7797843358778
726 => 1.7540089974045
727 => 1.724399676409
728 => 1.7262018585816
729 => 1.7381909691842
730 => 1.7394508551916
731 => 1.7201782311109
801 => 1.7256033618996
802 => 1.7173620921473
803 => 1.6667854348894
804 => 1.6658706635399
805 => 1.65345833619
806 => 1.6530824958508
807 => 1.6319660306286
808 => 1.6290116911727
809 => 1.5870836677961
810 => 1.6146808197524
811 => 1.5961700991356
812 => 1.5682700769286
813 => 1.563460102584
814 => 1.563315508947
815 => 1.5919625934227
816 => 1.6143460618911
817 => 1.5964921010459
818 => 1.5924271002459
819 => 1.6358306738803
820 => 1.6303071735029
821 => 1.6255238577989
822 => 1.7488102599498
823 => 1.6512194524895
824 => 1.6086642901482
825 => 1.5559941957447
826 => 1.5731438440682
827 => 1.5767575269507
828 => 1.4500954444084
829 => 1.3987086532958
830 => 1.3810746430563
831 => 1.3709260208552
901 => 1.3755508754306
902 => 1.3292967363598
903 => 1.3603802827882
904 => 1.320328108118
905 => 1.3136132306935
906 => 1.3852314805162
907 => 1.3951967415913
908 => 1.352681841881
909 => 1.3799832900321
910 => 1.370083405414
911 => 1.321014687696
912 => 1.3191406236042
913 => 1.2945196659021
914 => 1.2559926346553
915 => 1.2383847475572
916 => 1.2292144070778
917 => 1.232998268286
918 => 1.231085032271
919 => 1.218599873111
920 => 1.2318006669795
921 => 1.1980780935902
922 => 1.1846494931454
923 => 1.1785841058656
924 => 1.1486533809838
925 => 1.1962864745246
926 => 1.205670794018
927 => 1.2150736035198
928 => 1.2969186406623
929 => 1.2928298938984
930 => 1.3297901733442
1001 => 1.3283539648505
1002 => 1.3178122944357
1003 => 1.2733387209764
1004 => 1.2910650946921
1005 => 1.2365060716854
1006 => 1.2773854013749
1007 => 1.2587297824662
1008 => 1.2710779178561
1009 => 1.2488748570387
1010 => 1.2611629476369
1011 => 1.2078961643052
1012 => 1.1581563915139
1013 => 1.1781731280796
1014 => 1.199933609918
1015 => 1.2471158790114
1016 => 1.2190145087846
1017 => 1.2291208241486
1018 => 1.1952663594561
1019 => 1.1254149287455
1020 => 1.1258102802575
1021 => 1.1150651594388
1022 => 1.1057798062382
1023 => 1.222242289198
1024 => 1.2077583384425
1025 => 1.1846800585263
1026 => 1.2155712532885
1027 => 1.2237393754928
1028 => 1.223971910449
1029 => 1.2465093287303
1030 => 1.2585375529072
1031 => 1.2606575795516
1101 => 1.2961206941705
1102 => 1.308007462421
1103 => 1.3569673785663
1104 => 1.2575170421223
1105 => 1.2554689278883
1106 => 1.2160059557488
1107 => 1.1909779149329
1108 => 1.2177196471158
1109 => 1.2414091712194
1110 => 1.216742055297
1111 => 1.2199630598852
1112 => 1.1868494721367
1113 => 1.1986860216176
1114 => 1.2088812525861
1115 => 1.2032520452933
1116 => 1.1948248495193
1117 => 1.2394669003947
1118 => 1.2369480209307
1119 => 1.2785197250222
1120 => 1.3109278411827
1121 => 1.3690089789858
1122 => 1.30839828385
1123 => 1.3061893892136
1124 => 1.3277816886026
1125 => 1.3080041567525
1126 => 1.3205028741846
1127 => 1.3669952423781
1128 => 1.3679775528563
1129 => 1.3515225867107
1130 => 1.3505213005253
1201 => 1.3536816567711
1202 => 1.3721919620152
1203 => 1.3657238925987
1204 => 1.3732089062789
1205 => 1.3825690305007
1206 => 1.4212864728923
1207 => 1.4306211171756
1208 => 1.4079427710253
1209 => 1.409990371764
1210 => 1.4015080477693
1211 => 1.3933142290735
1212 => 1.4117327368904
1213 => 1.4453929219424
1214 => 1.4451835236781
1215 => 1.4529920323497
1216 => 1.4578566685629
1217 => 1.4369740888045
1218 => 1.4233802972555
1219 => 1.4285930219308
1220 => 1.436928282205
1221 => 1.4258900093637
1222 => 1.3577566759619
1223 => 1.3784239769418
1224 => 1.3749839274794
1225 => 1.3700848787205
1226 => 1.3908660096713
1227 => 1.3888616188952
1228 => 1.328822333309
1229 => 1.3326658535753
1230 => 1.3290560705065
1231 => 1.3407200180937
]
'min_raw' => 1.1057798062382
'max_raw' => 2.4770832697737
'avg_raw' => 1.791431538006
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$1.10'
'max' => '$2.47'
'avg' => '$1.79'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.26965013746111
'max_diff' => -1.8000450490281
'year' => 2034
]
9 => [
'items' => [
101 => 1.307374265305
102 => 1.3176311942757
103 => 1.3240642439734
104 => 1.3278533596664
105 => 1.3415422437703
106 => 1.3399360112173
107 => 1.3414423980996
108 => 1.3617393994943
109 => 1.4643946674592
110 => 1.4699819671985
111 => 1.4424680598236
112 => 1.453459323132
113 => 1.4323585011048
114 => 1.4465236242949
115 => 1.4562150418264
116 => 1.4124213895539
117 => 1.4098282136848
118 => 1.3886403010591
119 => 1.4000254851594
120 => 1.3819108386321
121 => 1.3863555392665
122 => 1.3739277688107
123 => 1.3962952812866
124 => 1.4213056357947
125 => 1.4276242390323
126 => 1.411002714244
127 => 1.3989676348854
128 => 1.3778380001332
129 => 1.4129770536306
130 => 1.4232527837165
131 => 1.412923079595
201 => 1.4105294614416
202 => 1.4059935593659
203 => 1.4114917745095
204 => 1.4231968198837
205 => 1.4176769366434
206 => 1.4213229167714
207 => 1.4074282002419
208 => 1.4369810018073
209 => 1.4839179629621
210 => 1.4840688729672
211 => 1.4785489599727
212 => 1.4762903305036
213 => 1.4819540962122
214 => 1.4850264567693
215 => 1.503342036514
216 => 1.5229953833049
217 => 1.6147089773511
218 => 1.5889561671408
219 => 1.6703299238447
220 => 1.7346860003377
221 => 1.7539835737278
222 => 1.7362307142299
223 => 1.6754991408783
224 => 1.6725193601544
225 => 1.7632779709506
226 => 1.7376345063929
227 => 1.7345842978806
228 => 1.7021352327183
301 => 1.7213166491241
302 => 1.7171213919818
303 => 1.7104989733436
304 => 1.7470957796568
305 => 1.8156017340559
306 => 1.804924438618
307 => 1.7969543328791
308 => 1.7620316495943
309 => 1.7830629051954
310 => 1.775574077903
311 => 1.8077508324785
312 => 1.7886900358704
313 => 1.7374402319279
314 => 1.7456019321273
315 => 1.7443683075612
316 => 1.7697562137155
317 => 1.7621353944546
318 => 1.7428802202907
319 => 1.8153675881513
320 => 1.8106606616783
321 => 1.8173340072638
322 => 1.8202718203705
323 => 1.8643936038166
324 => 1.8824688867548
325 => 1.8865722924342
326 => 1.903742413233
327 => 1.8861450841871
328 => 1.9565469470536
329 => 2.0033600777972
330 => 2.0577359381376
331 => 2.1371936849483
401 => 2.1670705327744
402 => 2.1616735476319
403 => 2.2219175044251
404 => 2.3301745556345
405 => 2.1835553928689
406 => 2.3379457272802
407 => 2.2890675299277
408 => 2.1731782032862
409 => 2.1657162968959
410 => 2.2441978944003
411 => 2.4182625240912
412 => 2.3746613085783
413 => 2.4183338400601
414 => 2.3673875122835
415 => 2.3648575977
416 => 2.4158594906343
417 => 2.5350281934436
418 => 2.4784156097109
419 => 2.3972475889551
420 => 2.4571807923669
421 => 2.4052611050155
422 => 2.2882715180071
423 => 2.3746279675505
424 => 2.3168838690309
425 => 2.3337366668241
426 => 2.4551061731258
427 => 2.4405026730237
428 => 2.4594009544035
429 => 2.4260459824223
430 => 2.3948871789955
501 => 2.3367269585162
502 => 2.3195085844965
503 => 2.3242671236234
504 => 2.3195062264009
505 => 2.2869661175627
506 => 2.2799390841573
507 => 2.2682270539535
508 => 2.2718571018484
509 => 2.2498350585901
510 => 2.2913952042049
511 => 2.2991091334578
512 => 2.3293531416077
513 => 2.3324931748645
514 => 2.4167223070657
515 => 2.3703303164623
516 => 2.4014540690508
517 => 2.3986700676712
518 => 2.1756898764017
519 => 2.2064145793877
520 => 2.2542125752911
521 => 2.2326796429253
522 => 2.2022371144902
523 => 2.1776531405538
524 => 2.1404059061997
525 => 2.1928306732833
526 => 2.2617636672458
527 => 2.3342414293482
528 => 2.4213187115831
529 => 2.4018840758796
530 => 2.3326135801265
531 => 2.3357210039638
601 => 2.3549298754002
602 => 2.3300526415801
603 => 2.3227158596653
604 => 2.353921914229
605 => 2.3541368131762
606 => 2.3255125491522
607 => 2.2937019178744
608 => 2.2935686301678
609 => 2.2879082355862
610 => 2.3683944839049
611 => 2.4126537824027
612 => 2.417728039648
613 => 2.4123122444605
614 => 2.4143965690829
615 => 2.3886430584742
616 => 2.4475079467595
617 => 2.5015281893841
618 => 2.4870496103865
619 => 2.4653441622179
620 => 2.4480547272756
621 => 2.4829767689803
622 => 2.4814217454355
623 => 2.501056369691
624 => 2.5001656297197
625 => 2.4935632440781
626 => 2.4870498461785
627 => 2.5128747326094
628 => 2.5054375800523
629 => 2.4979888755431
630 => 2.4830493583102
701 => 2.4850798868213
702 => 2.4633781864043
703 => 2.4533379867892
704 => 2.3023574743848
705 => 2.2620105480399
706 => 2.2747045124054
707 => 2.2788836950732
708 => 2.2613246610218
709 => 2.2864998053057
710 => 2.2825762857361
711 => 2.2978404051991
712 => 2.2883040460497
713 => 2.2886954215556
714 => 2.316739820448
715 => 2.3248812287559
716 => 2.3207404427813
717 => 2.32364050734
718 => 2.3904712710562
719 => 2.3809700735833
720 => 2.3759227517917
721 => 2.377320894422
722 => 2.3943975874192
723 => 2.3991781291056
724 => 2.3789226380578
725 => 2.3884752447315
726 => 2.429149031542
727 => 2.4433825549887
728 => 2.4888091293517
729 => 2.4695111131693
730 => 2.5049334570706
731 => 2.6138096658565
801 => 2.7007875150952
802 => 2.6207990904236
803 => 2.7805228339882
804 => 2.9048906793634
805 => 2.9001172343124
806 => 2.8784308237911
807 => 2.7368413383217
808 => 2.6065485828124
809 => 2.7155440053185
810 => 2.7158218570656
811 => 2.7064590536091
812 => 2.6483074854578
813 => 2.7044355050883
814 => 2.7088907434595
815 => 2.7063969947151
816 => 2.661812323757
817 => 2.5937397718286
818 => 2.6070409855328
819 => 2.6288286449176
820 => 2.5875800603202
821 => 2.5743986382015
822 => 2.5989054097884
823 => 2.6778713340299
824 => 2.6629432834705
825 => 2.6625534517414
826 => 2.7264219825132
827 => 2.6807058981722
828 => 2.607208756434
829 => 2.5886497588368
830 => 2.5227778202059
831 => 2.5682758028461
901 => 2.5699131942428
902 => 2.5449944141289
903 => 2.609230778105
904 => 2.6086388287023
905 => 2.6696216959766
906 => 2.786198034086
907 => 2.7517206745338
908 => 2.7116272565007
909 => 2.7159865227108
910 => 2.7637969134497
911 => 2.7348896598039
912 => 2.7452849097635
913 => 2.7637811789939
914 => 2.7749404374572
915 => 2.7143808771492
916 => 2.7002615467428
917 => 2.6713783519429
918 => 2.6638432655499
919 => 2.6873680250468
920 => 2.6811700820614
921 => 2.5697755778362
922 => 2.5581342323515
923 => 2.5584912557975
924 => 2.5292185390604
925 => 2.4845706197793
926 => 2.6019026858613
927 => 2.5924792788937
928 => 2.5820765669152
929 => 2.5833508397755
930 => 2.634280712909
1001 => 2.6047388144714
1002 => 2.6832807932898
1003 => 2.6671349236327
1004 => 2.6505749733429
1005 => 2.6482858837844
1006 => 2.6419117157514
1007 => 2.6200523218427
1008 => 2.593655790152
1009 => 2.5762265135014
1010 => 2.3764327798868
1011 => 2.413513334699
1012 => 2.4561711330115
1013 => 2.4708964340486
1014 => 2.4457077876649
1015 => 2.6210469231285
1016 => 2.6530830727877
1017 => 2.5560434858038
1018 => 2.5378913411793
1019 => 2.6222369747081
1020 => 2.5713662468559
1021 => 2.5942733324929
1022 => 2.5447607428516
1023 => 2.6453665024628
1024 => 2.6446000551353
1025 => 2.6054621423624
1026 => 2.6385412382332
1027 => 2.6327929312891
1028 => 2.5886063241609
1029 => 2.646767296723
1030 => 2.6467961438397
1031 => 2.6091267537274
1101 => 2.5651371529661
1102 => 2.557272851338
1103 => 2.5513481564815
1104 => 2.5928162207486
1105 => 2.6299963575032
1106 => 2.699179374266
1107 => 2.7165736284281
1108 => 2.7844645604238
1109 => 2.7440388159699
1110 => 2.7619590248853
1111 => 2.7814139466313
1112 => 2.7907413515474
1113 => 2.7755428457728
1114 => 2.8810054081846
1115 => 2.8899096797416
1116 => 2.892895204973
1117 => 2.8573338223061
1118 => 2.8889206533596
1119 => 2.8741422211555
1120 => 2.9125915961837
1121 => 2.9186209491343
1122 => 2.9135143016856
1123 => 2.915428113479
1124 => 2.8254344213313
1125 => 2.8207677736389
1126 => 2.7571377012228
1127 => 2.7830674260621
1128 => 2.7345930483191
1129 => 2.7499647728429
1130 => 2.7567404825457
1201 => 2.7532012363151
1202 => 2.7845334537999
1203 => 2.7578946681887
1204 => 2.6875905331388
1205 => 2.6172672437743
1206 => 2.6163843921605
1207 => 2.59786951138
1208 => 2.5844866437452
1209 => 2.5870646588344
1210 => 2.5961499202645
1211 => 2.5839585918348
1212 => 2.5865602298713
1213 => 2.629764755901
1214 => 2.6384291154757
1215 => 2.6089842362571
1216 => 2.4907587973187
1217 => 2.4617459780572
1218 => 2.4825998171932
1219 => 2.4726330252454
1220 => 1.9956078324682
1221 => 2.1076778256965
1222 => 2.0410896412577
1223 => 2.0717765402221
1224 => 2.0038072468368
1225 => 2.0362457562162
1226 => 2.0302555479985
1227 => 2.2104607807174
1228 => 2.2076471238727
1229 => 2.2089938725089
1230 => 2.1447100511702
1231 => 2.2471159240587
]
'min_raw' => 1.307374265305
'max_raw' => 2.9186209491343
'avg_raw' => 2.1129976072196
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$1.30'
'max' => '$2.91'
'avg' => '$2.11'
'bar_min_pct' => 61.631153054958
'bar_max_pct' => 60.119598047091
'min_diff' => 0.20159445906678
'max_diff' => 0.44153767936058
'year' => 2035
]
10 => [
'items' => [
101 => 2.2975647394396
102 => 2.2882280063643
103 => 2.2905778609274
104 => 2.2501995740939
105 => 2.209384822588
106 => 2.1641149818227
107 => 2.2482207504432
108 => 2.2388696247059
109 => 2.2603177427183
110 => 2.3148663456732
111 => 2.3228988346683
112 => 2.3336945813352
113 => 2.3298250746487
114 => 2.4220124226202
115 => 2.4108479265091
116 => 2.437751149892
117 => 2.3824091782409
118 => 2.3197844842096
119 => 2.3316873911895
120 => 2.3305410455302
121 => 2.3159467495731
122 => 2.3027716717381
123 => 2.2808388791979
124 => 2.3502374802374
125 => 2.347420023772
126 => 2.3930313690132
127 => 2.3849691206968
128 => 2.3311274532734
129 => 2.3330504189586
130 => 2.3459832873376
131 => 2.3907440924619
201 => 2.4040321469708
202 => 2.3978765906849
203 => 2.4124463358312
204 => 2.4239616683384
205 => 2.4138924843009
206 => 2.5564508962424
207 => 2.4972507044665
208 => 2.5261044660258
209 => 2.5329859181415
210 => 2.5153592232486
211 => 2.5191818222062
212 => 2.5249720180312
213 => 2.5601289532438
214 => 2.652390923983
215 => 2.693253122775
216 => 2.8161890639458
217 => 2.6898600859946
218 => 2.6823642472442
219 => 2.7045087225588
220 => 2.7766851341171
221 => 2.8351773364995
222 => 2.8545825745258
223 => 2.8571472970765
224 => 2.8935528136498
225 => 2.9144197768269
226 => 2.8891322263776
227 => 2.8677036750888
228 => 2.7909492641819
229 => 2.7998337962397
301 => 2.8610394117514
302 => 2.9474959486544
303 => 3.0216846515867
304 => 2.9957063535572
305 => 3.1939024297024
306 => 3.2135527610938
307 => 3.2108377206668
308 => 3.2556040999379
309 => 3.1667519535994
310 => 3.1287659396105
311 => 2.8723367711018
312 => 2.9443829078429
313 => 3.0491061987173
314 => 3.0352456784779
315 => 2.9591928253833
316 => 3.0216269586778
317 => 3.0009842817148
318 => 2.9847025459286
319 => 3.0592923339349
320 => 2.9772777980424
321 => 3.0482880409839
322 => 2.9572166699045
323 => 2.9958250202343
324 => 2.9739090533113
325 => 2.9880913698304
326 => 2.9051818372523
327 => 2.9499178085163
328 => 2.9033206737694
329 => 2.9032985806604
330 => 2.9022699463283
331 => 2.9570912687146
401 => 2.9588789900695
402 => 2.9183659499955
403 => 2.9125273879883
404 => 2.9341156118434
405 => 2.9088414556738
406 => 2.9206670742719
407 => 2.9091996416142
408 => 2.9066180809819
409 => 2.8860477666471
410 => 2.8771855096391
411 => 2.8806606289641
412 => 2.8687982551609
413 => 2.8616507458636
414 => 2.9008481268288
415 => 2.8799065473969
416 => 2.8976385294364
417 => 2.8774306979479
418 => 2.8073815498758
419 => 2.7670955440632
420 => 2.6347791969145
421 => 2.672303948828
422 => 2.6971828981687
423 => 2.68896040556
424 => 2.7066255013658
425 => 2.7077099947783
426 => 2.7019668920575
427 => 2.6953171148439
428 => 2.692080371052
429 => 2.7162044074621
430 => 2.7302092225759
501 => 2.6996798335725
502 => 2.6925272248806
503 => 2.7233941227367
504 => 2.7422229125978
505 => 2.8812441179485
506 => 2.8709449780235
507 => 2.8967937981311
508 => 2.8938836176694
509 => 2.9209772991821
510 => 2.9652640178111
511 => 2.875216736077
512 => 2.8908458305853
513 => 2.8870139375404
514 => 2.9288495410287
515 => 2.9289801472163
516 => 2.9038976130817
517 => 2.9174952617537
518 => 2.9099054272969
519 => 2.9236212839879
520 => 2.8708074267308
521 => 2.9351290039664
522 => 2.9715951934681
523 => 2.9721015265447
524 => 2.989386210955
525 => 3.0069484513772
526 => 3.0406576425189
527 => 3.006008320332
528 => 2.9436775627612
529 => 2.9481776421307
530 => 2.9116331417729
531 => 2.9122474614262
601 => 2.9089681749717
602 => 2.9188095604749
603 => 2.8729670574196
604 => 2.883726201258
605 => 2.8686633368788
606 => 2.8908130868599
607 => 2.866983617365
608 => 2.8870120896855
609 => 2.8956557143847
610 => 2.9275508756085
611 => 2.8622726761191
612 => 2.7291660084148
613 => 2.7571466437286
614 => 2.715761086268
615 => 2.7195914771769
616 => 2.7273294764151
617 => 2.7022480891683
618 => 2.7070328274497
619 => 2.7068618829286
620 => 2.7053887753975
621 => 2.6988641378855
622 => 2.6894021226328
623 => 2.7270958791446
624 => 2.7335007828869
625 => 2.7477380905066
626 => 2.7900986607246
627 => 2.7858658408288
628 => 2.7927697456969
629 => 2.7776985601336
630 => 2.72029058625
701 => 2.72340811543
702 => 2.6845324766006
703 => 2.7467439530174
704 => 2.7320114542505
705 => 2.722513316455
706 => 2.7199216615578
707 => 2.7623872354359
708 => 2.7750936007066
709 => 2.7671758465624
710 => 2.7509363018148
711 => 2.7821210285206
712 => 2.790464745809
713 => 2.7923325964055
714 => 2.8475859530498
715 => 2.7954206452536
716 => 2.8079773533187
717 => 2.9059412051723
718 => 2.8171015096286
719 => 2.8641618777197
720 => 2.861858517592
721 => 2.8859330094714
722 => 2.8598837065761
723 => 2.8602066189053
724 => 2.8815831367469
725 => 2.8515636727137
726 => 2.8441304312544
727 => 2.8338614614163
728 => 2.8562833813751
729 => 2.8697243083342
730 => 2.9780483083512
731 => 3.0480305525368
801 => 3.0449924387517
802 => 3.0727551116371
803 => 3.0602477732253
804 => 3.0198582782243
805 => 3.0887982212168
806 => 3.0669827386842
807 => 3.0687811805584
808 => 3.068714242462
809 => 3.0832196312036
810 => 3.0729412338808
811 => 3.0526814577019
812 => 3.0661308426136
813 => 3.1060707075585
814 => 3.230045273852
815 => 3.2994230835944
816 => 3.2258686425922
817 => 3.2766055110623
818 => 3.2461814693749
819 => 3.2406525159635
820 => 3.2725190187879
821 => 3.304441299707
822 => 3.3024079884163
823 => 3.2792340516963
824 => 3.26614368286
825 => 3.3652683412835
826 => 3.4383017010655
827 => 3.4333213155502
828 => 3.4553031175065
829 => 3.5198423679216
830 => 3.5257430281474
831 => 3.5249996805841
901 => 3.5103742785443
902 => 3.5739215520588
903 => 3.6269338056324
904 => 3.5069889205406
905 => 3.5526623625898
906 => 3.573166642232
907 => 3.6032730080925
908 => 3.6540674937118
909 => 3.7092437776664
910 => 3.7170463091947
911 => 3.7115100396899
912 => 3.6751197972037
913 => 3.7354943454967
914 => 3.7708603399294
915 => 3.7919199802777
916 => 3.8453237242109
917 => 3.5732932696826
918 => 3.3807365931766
919 => 3.3506660875881
920 => 3.4118156431666
921 => 3.427940293314
922 => 3.4214404670582
923 => 3.2047004211636
924 => 3.3495249961018
925 => 3.5053440615392
926 => 3.5113297064358
927 => 3.5893359886168
928 => 3.6147380316804
929 => 3.6775433133533
930 => 3.6736148258846
1001 => 3.6889069125216
1002 => 3.6853915266258
1003 => 3.8017250857123
1004 => 3.9300582770855
1005 => 3.9256145067428
1006 => 3.9071650921135
1007 => 3.9345656189307
1008 => 4.0670192254483
1009 => 4.054825019886
1010 => 4.0666706518899
1011 => 4.2228409187323
1012 => 4.425884480589
1013 => 4.3315503608663
1014 => 4.5362282567529
1015 => 4.6650621427044
1016 => 4.8878670267852
1017 => 4.8599707579611
1018 => 4.9467070643159
1019 => 4.8100306146389
1020 => 4.4961938593127
1021 => 4.4465279914634
1022 => 4.5459603166377
1023 => 4.7904049856141
1024 => 4.5382618841069
1025 => 4.5892701051499
1026 => 4.574579734058
1027 => 4.5737969466126
1028 => 4.603672759578
1029 => 4.560336334654
1030 => 4.3837759434399
1031 => 4.4646925302564
1101 => 4.4334467501529
1102 => 4.468116272705
1103 => 4.6552133871197
1104 => 4.5724932929988
1105 => 4.4853543934772
1106 => 4.5946459111471
1107 => 4.733811569781
1108 => 4.7251028329684
1109 => 4.7082042435824
1110 => 4.8034607071698
1111 => 4.9607964774911
1112 => 5.0033237039827
1113 => 5.0347164331478
1114 => 5.0390449601152
1115 => 5.0836314780437
1116 => 4.8438785338931
1117 => 5.2243726135523
1118 => 5.2900734301727
1119 => 5.2777243996679
1120 => 5.3507480922284
1121 => 5.3292626694448
1122 => 5.2981336627909
1123 => 5.4138917480841
1124 => 5.2811844444913
1125 => 5.0928231344262
1126 => 4.9894843943601
1127 => 5.1255691833774
1128 => 5.2086714153257
1129 => 5.2635967043488
1130 => 5.2802170636204
1201 => 4.8624898724584
1202 => 4.6373580846342
1203 => 4.7816649794883
1204 => 4.9577293507402
1205 => 4.8429004874211
1206 => 4.8474015614634
1207 => 4.6836857788648
1208 => 4.9722145647769
1209 => 4.9301783475786
1210 => 5.1482623167644
1211 => 5.096214827285
1212 => 5.2740538381851
1213 => 5.2272228665808
1214 => 5.4216156114258
1215 => 5.4991641403179
1216 => 5.6293801897925
1217 => 5.7251676458608
1218 => 5.7814158721861
1219 => 5.7780389396593
1220 => 6.0009224351153
1221 => 5.8694958248011
1222 => 5.7043930273728
1223 => 5.7014068386599
1224 => 5.7869159169728
1225 => 5.9661194868466
1226 => 6.012584365209
1227 => 6.0385518933583
1228 => 5.9987817200615
1229 => 5.8561275539955
1230 => 5.7945302083612
1231 => 5.8470129314885
]
'min_raw' => 2.1641149818227
'max_raw' => 6.0385518933583
'avg_raw' => 4.1013334375905
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$2.16'
'max' => '$6.03'
'avg' => '$4.10'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.8567407165177
'max_diff' => 3.1199309442239
'year' => 2036
]
11 => [
'items' => [
101 => 5.7828310709956
102 => 5.8936269684558
103 => 6.0457734003953
104 => 6.014355763852
105 => 6.1193802124209
106 => 6.2280694677956
107 => 6.3834999845213
108 => 6.4241352771688
109 => 6.4913038706933
110 => 6.5604424171636
111 => 6.5826478549537
112 => 6.6250449256379
113 => 6.6248214721476
114 => 6.7525878983062
115 => 6.893518222956
116 => 6.9467161579668
117 => 7.0690418761728
118 => 6.8595633705494
119 => 7.0184552233804
120 => 7.161779651955
121 => 6.9909023596358
122 => 7.2264168977951
123 => 7.2355613936244
124 => 7.3736324238014
125 => 7.2336709835082
126 => 7.1505623270348
127 => 7.3904939042327
128 => 7.5065892366649
129 => 7.4716203777212
130 => 7.2055056345339
131 => 7.0506154398006
201 => 6.6452379240965
202 => 7.1254251024535
203 => 7.3593102697792
204 => 7.204899928453
205 => 7.2827755231048
206 => 7.7076395162785
207 => 7.8694002169726
208 => 7.8357551220209
209 => 7.8414405892223
210 => 7.9287237271525
211 => 8.3157852284368
212 => 8.0838490048519
213 => 8.2611555572981
214 => 8.3551983133892
215 => 8.4425504663064
216 => 8.2280411866732
217 => 7.9489677656377
218 => 7.8605734984905
219 => 7.1895468631033
220 => 7.1546170126105
221 => 7.135009829046
222 => 7.0113893101634
223 => 6.9142574448316
224 => 6.8370145792448
225 => 6.6343062332727
226 => 6.7027143494724
227 => 6.3796395545128
228 => 6.5863313592602
301 => 6.0706961855911
302 => 6.5001324804047
303 => 6.26640982921
304 => 6.4233483035367
305 => 6.4228007599842
306 => 6.1338272713602
307 => 5.9671533938448
308 => 6.073364475642
309 => 6.1872311863748
310 => 6.2057056770976
311 => 6.3533368397879
312 => 6.3945375239735
313 => 6.269697527415
314 => 6.0600107927254
315 => 6.1087162387486
316 => 5.9661663795357
317 => 5.7163532343662
318 => 5.895773396546
319 => 5.9570353284618
320 => 5.9840920876111
321 => 5.7384295505705
322 => 5.6612370478392
323 => 5.6201404070928
324 => 6.0282988440915
325 => 6.0506586846359
326 => 5.9362625790481
327 => 6.4533438237888
328 => 6.3363124128937
329 => 6.4670651722554
330 => 6.1042967300283
331 => 6.1181549730539
401 => 5.9464145788814
402 => 6.0425777239207
403 => 5.9746127124898
404 => 6.0348086921043
405 => 6.0708899140879
406 => 6.2426021273516
407 => 6.502093158055
408 => 6.2169540487877
409 => 6.0927148556126
410 => 6.1697921523107
411 => 6.375059150545
412 => 6.6860491602942
413 => 6.5019368152654
414 => 6.5836427475589
415 => 6.601491858921
416 => 6.4657342319063
417 => 6.6910547376449
418 => 6.8118058271708
419 => 6.935671459107
420 => 7.0432205166811
421 => 6.8861968018481
422 => 7.0542346851848
423 => 6.9188258138949
424 => 6.797350058036
425 => 6.7975342866147
426 => 6.7213307704868
427 => 6.5736768557281
428 => 6.5464472084291
429 => 6.6880992724038
430 => 6.8016908132111
501 => 6.8110467565788
502 => 6.8739368701138
503 => 6.9111545914841
504 => 7.2759388559522
505 => 7.422658104775
506 => 7.6020636249822
507 => 7.671952185844
508 => 7.8822916976022
509 => 7.7124254589175
510 => 7.6756738296694
511 => 7.1654589756738
512 => 7.2490066294328
513 => 7.3827744842505
514 => 7.16766475833
515 => 7.3041023679928
516 => 7.331038042284
517 => 7.1603554121559
518 => 7.2515243796684
519 => 7.0094066316703
520 => 6.5073706633299
521 => 6.6916136471923
522 => 6.8272784988328
523 => 6.6336680281862
524 => 6.9807073030602
525 => 6.7779741230236
526 => 6.7137174378608
527 => 6.4630291998785
528 => 6.581344398331
529 => 6.7413673983484
530 => 6.6424917890082
531 => 6.8476735246366
601 => 7.1382655822566
602 => 7.3453587875728
603 => 7.3612568323904
604 => 7.2281097755393
605 => 7.4414787838764
606 => 7.4430329441619
607 => 7.2023518311196
608 => 7.0549359894993
609 => 7.0214428001175
610 => 7.1051153539197
611 => 7.206709281041
612 => 7.3668945882879
613 => 7.4636912146095
614 => 7.7160854790926
615 => 7.784376130351
616 => 7.8594068516523
617 => 7.9596710339284
618 => 8.0800638919594
619 => 7.8166511725567
620 => 7.8271170509613
621 => 7.5818307738508
622 => 7.319707209148
623 => 7.5186263205938
624 => 7.7786865977088
625 => 7.7190284827976
626 => 7.7123157261654
627 => 7.7236047208573
628 => 7.6786244504661
629 => 7.4751803545333
630 => 7.3730120031833
701 => 7.5048352423511
702 => 7.5748934271914
703 => 7.683547562163
704 => 7.6701536466172
705 => 7.9500350297017
706 => 8.0587884719947
707 => 8.0309646876339
708 => 8.0360849335731
709 => 8.232977846103
710 => 8.4519632589521
711 => 8.6570719957555
712 => 8.8657174124573
713 => 8.6141872190541
714 => 8.4864756990696
715 => 8.618241388335
716 => 8.5483246588744
717 => 8.950086925004
718 => 8.9779040726196
719 => 9.3796372867644
720 => 9.7609299444891
721 => 9.5214468577398
722 => 9.7472686219893
723 => 9.9915132715437
724 => 10.462700827801
725 => 10.304021435431
726 => 10.1824755077
727 => 10.067615193299
728 => 10.306621274005
729 => 10.614098778619
730 => 10.68032648813
731 => 10.78764067847
801 => 10.674812929082
802 => 10.810701525651
803 => 11.290447984012
804 => 11.160816256124
805 => 10.976718363182
806 => 11.355432116718
807 => 11.492487151911
808 => 12.45441116517
809 => 13.668879967009
810 => 13.166081908415
811 => 12.853978928255
812 => 12.927330531774
813 => 13.370813425842
814 => 13.513246055973
815 => 13.126065067805
816 => 13.262823938366
817 => 14.016378760996
818 => 14.420636746403
819 => 13.871600103129
820 => 12.356829779444
821 => 10.960142362181
822 => 11.330606758894
823 => 11.288607593155
824 => 12.098208242192
825 => 11.157724582285
826 => 11.173559915113
827 => 11.99990224819
828 => 11.779448280819
829 => 11.42234108729
830 => 10.962749639893
831 => 10.113152342316
901 => 9.3606403230784
902 => 10.836489685971
903 => 10.772848377785
904 => 10.680686332418
905 => 10.885782991407
906 => 11.881674149752
907 => 11.858715635167
908 => 11.712665278914
909 => 11.823443186903
910 => 11.402921184416
911 => 11.511299279565
912 => 10.959921119759
913 => 11.209167075577
914 => 11.421574895637
915 => 11.464218910266
916 => 11.560298052682
917 => 10.739312300254
918 => 11.107910800219
919 => 11.324427885939
920 => 10.346195815696
921 => 11.305091383166
922 => 10.725020764833
923 => 10.528136084602
924 => 10.793215368949
925 => 10.689913714041
926 => 10.601101017228
927 => 10.55154200641
928 => 10.746186977101
929 => 10.737106556567
930 => 10.418629605556
1001 => 10.003189405743
1002 => 10.14262477316
1003 => 10.091966596964
1004 => 9.9083748313947
1005 => 10.032093514434
1006 => 9.4872990469209
1007 => 8.5500084815165
1008 => 9.1692113390091
1009 => 9.1453727025588
1010 => 9.1333521810644
1011 => 9.5986660149601
1012 => 9.5539368264477
1013 => 9.4727529113082
1014 => 9.906883825128
1015 => 9.748420201699
1016 => 10.236767750382
1017 => 10.558425030284
1018 => 10.476842339578
1019 => 10.77936256603
1020 => 10.145837082406
1021 => 10.356268835435
1022 => 10.399638528088
1023 => 9.9015267170399
1024 => 9.5612550748635
1025 => 9.5385628357111
1026 => 8.948578700498
1027 => 9.2637434633433
1028 => 9.5410754122431
1029 => 9.4082549305487
1030 => 9.3662079339433
1031 => 9.5810169207194
1101 => 9.5977094187065
1102 => 9.2171186956098
1103 => 9.2962555586823
1104 => 9.6262694331037
1105 => 9.2879400557753
1106 => 8.6306213414164
1107 => 8.4675972121131
1108 => 8.4458467881332
1109 => 8.003712419856
1110 => 8.4784912639634
1111 => 8.2712375752286
1112 => 8.9259494946614
1113 => 8.5519815575718
1114 => 8.5358605472441
1115 => 8.5114912756957
1116 => 8.1309279605788
1117 => 8.2142471405291
1118 => 8.491212784553
1119 => 8.590037246582
1120 => 8.5797290455475
1121 => 8.4898555017992
1122 => 8.5309991499001
1123 => 8.3984611239697
1124 => 8.3516591884733
1125 => 8.2039394061598
1126 => 7.9868321347904
1127 => 8.0170222324706
1128 => 7.5868759186802
1129 => 7.3525093773344
1130 => 7.2876398075912
1201 => 7.2008935078447
1202 => 7.2974380329707
1203 => 7.5856573682182
1204 => 7.2380037007667
1205 => 6.6419758729903
1206 => 6.6777981610216
1207 => 6.7582802064953
1208 => 6.6083024471971
1209 => 6.4663610847005
1210 => 6.5897675833245
1211 => 6.3372227353997
1212 => 6.7887990448198
1213 => 6.7765851711779
1214 => 6.9449048940381
1215 => 7.050158671011
1216 => 6.8075827914034
1217 => 6.746575613677
1218 => 6.7813280747316
1219 => 6.2069473055631
1220 => 6.8979657311521
1221 => 6.9039416871917
1222 => 6.8527719234721
1223 => 7.2207179022978
1224 => 7.997198682849
1225 => 7.7050553793386
1226 => 7.5919286621413
1227 => 7.3768746900541
1228 => 7.663421339219
1229 => 7.6414190273872
1230 => 7.5419162291548
1231 => 7.4817366263163
]
'min_raw' => 5.6201404070928
'max_raw' => 14.420636746403
'avg_raw' => 10.020388576748
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$5.62'
'max' => '$14.42'
'avg' => '$10.02'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 3.4560254252702
'max_diff' => 8.3820848530452
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.17640978538805
]
1 => [
'year' => 2028
'avg' => 0.3027704038525
]
2 => [
'year' => 2029
'avg' => 0.82711417426903
]
3 => [
'year' => 2030
'avg' => 0.63811735367318
]
4 => [
'year' => 2031
'avg' => 0.6267103223201
]
5 => [
'year' => 2032
'avg' => 1.0988204280243
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.17640978538805
'min' => '$0.1764097'
'max_raw' => 1.0988204280243
'max' => '$1.09'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 1.0988204280243
]
1 => [
'year' => 2033
'avg' => 2.8262791312505
]
2 => [
'year' => 2034
'avg' => 1.791431538006
]
3 => [
'year' => 2035
'avg' => 2.1129976072196
]
4 => [
'year' => 2036
'avg' => 4.1013334375905
]
5 => [
'year' => 2037
'avg' => 10.020388576748
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 1.0988204280243
'min' => '$1.09'
'max_raw' => 10.020388576748
'max' => '$10.02'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 10.020388576748
]
]
]
]
'prediction_2025_max_price' => '$0.301628'
'last_price' => 0.292467
'sma_50day_nextmonth' => '$0.275332'
'sma_200day_nextmonth' => '$0.307317'
'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' => '$0.29382'
'daily_sma3_action' => 'SELL'
'daily_sma5' => '$0.291315'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.2881057'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.284545'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.282153'
'daily_sma50_action' => 'BUY'
'daily_sma100' => '$0.2969079'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.310168'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.292474'
'daily_ema3_action' => 'SELL'
'daily_ema5' => '$0.291326'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.288811'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.285968'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$0.286831'
'daily_ema50_action' => 'BUY'
'daily_ema100' => '$0.29392'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.294172'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.307832'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.284291'
'weekly_sma50_action' => 'BUY'
'weekly_sma100' => '$0.222285'
'weekly_sma100_action' => 'BUY'
'weekly_sma200' => '$0.149438'
'weekly_sma200_action' => 'BUY'
'weekly_ema3' => '$0.290555'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$0.288775'
'weekly_ema5_action' => 'BUY'
'weekly_ema10' => '$0.29061'
'weekly_ema10_action' => 'BUY'
'weekly_ema21' => '$0.295321'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.277857'
'weekly_ema50_action' => 'BUY'
'weekly_ema100' => '$0.234912'
'weekly_ema100_action' => 'BUY'
'weekly_ema200' => '$0.177969'
'weekly_ema200_action' => 'BUY'
'rsi_14' => '61.63'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 104.72
'stoch_rsi_14_action' => 'SELL'
'momentum_10' => 0.01
'momentum_10_action' => 'SELL'
'vwma_10' => '0.288282'
'vwma_10_action' => 'BUY'
'hma_9' => '0.295255'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 83.69
'stochastic_fast_14_action' => 'SELL'
'cci_20' => 136.08
'cci_20_action' => 'SELL'
'adx_14' => 14.9
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '0.008184'
'ao_5_34_action' => 'BUY'
'macd_12_26' => 0
'macd_12_26_action' => 'NEUTRAL'
'williams_percent_r_14' => -16.31
'williams_percent_r_14_action' => 'SELL'
'ultimate_oscillator' => 68.51
'ultimate_oscillator_action' => 'NEUTRAL'
'ichimoku_cloud' => '-0.014389'
'ichimoku_cloud_action' => 'NEUTRAL'
'sell_signals' => 12
'buy_signals' => 22
'sell_pct' => 35.29
'buy_pct' => 64.71
'overall_action' => 'bullish'
'overall_action_label' => 'Alcista'
'overall_action_dir' => 1
'last_updated' => 1767710829
'last_updated_date' => '6 de enero de 2026'
]
Predicción de precio de TRON para 2026
La previsión del precio de TRON para 2026 sugiere que el precio medio podría oscilar entre $0.101047 en el extremo inferior y $0.301628 en el extremo superior. En el mercado de criptomonedas, en comparación con el precio medio de hoy, TRON podría potencialmente ganar 3.13% para 2026 si TRX alcanza el objetivo de precio previsto.
Predicción de precio de TRON 2027-2032
La predicción del precio de TRX para 2027-2032 está actualmente dentro de un rango de precios de $0.1764097 en el extremo inferior y $1.09 en el extremo superior. Considerando la volatilidad de precios en el mercado, si TRON alcanza el objetivo de precio superior, podría ganar 275.71% para 2032 en comparación con el precio de hoy.
| Predicción de Precio de TRON | Potencial Mínimo ($) | Precio Medio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2027 | $0.097275 | $0.1764097 | $0.255543 |
| 2028 | $0.175554 | $0.30277 | $0.429986 |
| 2029 | $0.385641 | $0.827114 | $1.26 |
| 2030 | $0.327971 | $0.638117 | $0.948262 |
| 2031 | $0.387764 | $0.62671 | $0.865656 |
| 2032 | $0.591892 | $1.09 | $1.60 |
Predicción de precio de TRON 2032-2037
La predicción de precio de TRON para 2032-2037 se estima actualmente entre $1.09 en el extremo inferior y $10.02 en el extremo superior. Comparado con el precio actual, TRON podría potencialmente ganar 3326.16% para 2037 si alcanza el objetivo de precio superior. Tenga en cuenta que esta información es solo para fines generales y no debe considerarse como consejo de inversión a largo plazo.
| Predicción de Precio de TRON | Potencial Mínimo ($) | Precio Medio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2032 | $0.591892 | $1.09 | $1.60 |
| 2033 | $1.37 | $2.82 | $4.27 |
| 2034 | $1.10 | $1.79 | $2.47 |
| 2035 | $1.30 | $2.11 | $2.91 |
| 2036 | $2.16 | $4.10 | $6.03 |
| 2037 | $5.62 | $10.02 | $14.42 |
TRON Histograma de precios potenciales
Pronóstico de precio de TRON basado en análisis técnico
A fecha de 6 de enero de 2026, el sentimiento general de predicción de precio para TRON es Alcista, con 22 indicadores técnicos mostrando señales alcistas y 12 indicando señales bajistas. La predicción de precio de TRX 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 TRON
Según nuestros indicadores técnicos, se proyecta que el SMA de 200 días de TRON aumentar durante el próximo mes, alcanzando $0.307317 para el 4 feb. 2026. Se espera que el SMA de 50 días a corto plazo para TRON alcance $0.275332 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 61.63, lo que sugiere que el mercado de TRX está en un estado NEUTRAL.
Promedios Móviles y Osciladores Populares de TRX 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 | $0.29382 | SELL |
| SMA 5 | $0.291315 | BUY |
| SMA 10 | $0.2881057 | BUY |
| SMA 21 | $0.284545 | BUY |
| SMA 50 | $0.282153 | BUY |
| SMA 100 | $0.2969079 | SELL |
| SMA 200 | $0.310168 | SELL |
Promedio Móvil Exponencial Diario (EMA)
| Período | Valor | Acción |
|---|---|---|
| EMA 3 | $0.292474 | SELL |
| EMA 5 | $0.291326 | BUY |
| EMA 10 | $0.288811 | BUY |
| EMA 21 | $0.285968 | BUY |
| EMA 50 | $0.286831 | BUY |
| EMA 100 | $0.29392 | SELL |
| EMA 200 | $0.294172 | SELL |
Promedio Móvil Simple Semanal (SMA)
| Período | Valor | Acción |
|---|---|---|
| SMA 21 | $0.307832 | SELL |
| SMA 50 | $0.284291 | BUY |
| SMA 100 | $0.222285 | BUY |
| SMA 200 | $0.149438 | BUY |
Promedio Móvil Exponencial Semanal (EMA)
| Período | Valor | Acción |
|---|---|---|
| EMA 21 | $0.295321 | SELL |
| EMA 50 | $0.277857 | BUY |
| EMA 100 | $0.234912 | BUY |
| EMA 200 | $0.177969 | BUY |
Osciladores de TRON
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) | 61.63 | NEUTRAL |
| Stoch RSI (14) | 104.72 | SELL |
| Estocástico Rápido (14) | 83.69 | SELL |
| Índice de Canal de Materias Primas (20) | 136.08 | SELL |
| Índice Direccional Medio (14) | 14.9 | NEUTRAL |
| Oscilador Asombroso (5, 34) | 0.008184 | BUY |
| Momentum (10) | 0.01 | SELL |
| MACD (12, 26) | 0 | NEUTRAL |
| Rango Percentil de Williams (14) | -16.31 | SELL |
| Oscilador Ultimate (7, 14, 28) | 68.51 | NEUTRAL |
| VWMA (10) | 0.288282 | BUY |
| Promedio Móvil de Hull (9) | 0.295255 | BUY |
| Nube Ichimoku B/L (9, 26, 52, 26) | -0.014389 | NEUTRAL |
Predicción de precios de TRON basada en flujos de dinero globales
Definiciones de flujos de dinero globales utilizadas para la predicción de precios de TRON
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 TRON por parte de empresas de Internet o nichos tecnológicos
| Comparación | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook acción | $0.410964 | $0.577474 | $0.811448 | $1.14 | $1.60 | $2.25 |
| Amazon.com acción | $0.610249 | $1.27 | $2.65 | $5.54 | $11.56 | $24.13 |
| Apple acción | $0.414842 | $0.588421 | $0.834631 | $1.18 | $1.67 | $2.38 |
| Netflix acción | $0.461467 | $0.728122 | $1.14 | $1.81 | $2.86 | $4.51 |
| Google acción | $0.378743 | $0.490471 | $0.635157 | $0.822526 | $1.06 | $1.37 |
| Tesla acción | $0.66300058 | $1.50 | $3.40 | $7.72 | $17.50 | $39.69 |
| Kodak acción | $0.219319 | $0.164466 | $0.123332 | $0.092485 | $0.069354 | $0.0520085 |
| Nokia acción | $0.193747 | $0.128349 | $0.085026 | $0.056326 | $0.037313 | $0.024718 |
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 TRON
Podría preguntarse cosas como: "¿Debo invertir en TRON ahora?", "¿Debería comprar TRX hoy?", "¿Será TRON una buena o mala inversión a corto plazo?, ¿Lo será a largo plazo?".
Actualizamos el pronóstico de TRON regularmente con valores actualizados. Aquí hay algunas predicciones similares. Hacemos un pronóstico de precios futuros para una gran cantidad de monedas digitales, como TRON, 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 TRON a fin de tomar una decisión responsable sobre la inversión por sus propios medios.
El precio de TRON es de $0.2924 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 TRON
basado en el historial de precios de las últimas 4 horas
Pronóstico a largo plazo de TRON
basado en el historial de precios del último mes
Predicción de precios de TRON basada en el patrón de crecimiento del Bitcoin
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Si TRON ofrece un 1 % del crecimiento medio anterior anual del Bitcoin | $0.300069 | $0.307868 | $0.315871 | $0.324081 |
| Si TRON ofrece un 2 % del crecimiento medio anterior anual del Bitcoin | $0.307671 | $0.323666 | $0.340492 | $0.358193 |
| Si TRON ofrece un 5 % del crecimiento medio anterior anual del Bitcoin | $0.330477 | $0.373428 | $0.421961 | $0.4768024 |
| Si TRON ofrece un 10 % del crecimiento medio anterior anual del Bitcoin | $0.368488 | $0.46427 | $0.584949 | $0.736996 |
| Si TRON ofrece un 20 % del crecimiento medio anterior anual del Bitcoin | $0.44451 | $0.675595 | $1.02 | $1.56 |
| Si TRON ofrece un 50 % del crecimiento medio anterior anual del Bitcoin | $0.672574 | $1.54 | $3.55 | $8.17 |
| Si TRON ofrece un 100 % del crecimiento medio anterior anual del Bitcoin | $1.05 | $3.78 | $13.63 | $49.08 |
Cuadro de preguntas
¿Es TRX una buena inversión?
La decisión de adquirir TRON depende completamente de su tolerancia individual al riesgo. Como puede discernir, el valor de TRON ha experimentado un aumento de 0.0879% durante las últimas 24 horas, y TRON ha sufrido un crecimiento de 85.74% durante el período previo de 30 días. Por lo tanto, la determinación de si invertir o no en TRON dependerá de si dicha inversión se alinea con sus aspiraciones comerciales.
¿Puede TRON subir?
Parece que el valor medio de TRON podría potencialmente aumentar hasta $0.301628 para el final de este año. Mirando las perspectivas de TRON en un horizonte de cinco años más extendido, la moneda digital podría potencialmente crecer hasta $0.948262. 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 TRON la próxima semana?
Basado en nuestro nuevo pronóstico experimental de TRON, el precio de TRON aumentará en un 0.86% durante la próxima semana y alcanzará $0.294969 para el 13 de enero de 2026.
¿Cuál será el precio de TRON el próximo mes?
Basado en nuestro nuevo pronóstico experimental de TRON, el precio de TRON disminuirá en un -11.62% durante el próximo mes y alcanzará $0.258488 para el 5 de febrero de 2026.
¿Hasta qué punto puede subir el precio de TRON este año en 2026?
Según nuestra predicción más reciente sobre el valor de TRON en 2026, se anticipa que TRX fluctúe dentro del rango de $0.101047 y $0.301628. Sin embargo, es crucial tener en cuenta que el mercado de criptomonedas es excepcionalmente inestable, y esta predicción de precios proyectada de TRON no considera fluctuaciones de precios repentinas y extremas.
¿Dónde estará TRON en 5 años?
El futuro de TRON parece estar en una tendencia alcista, con un precio máximo de $0.948262 proyectada después de un período de cinco años. Basado en el pronóstico de TRON para 2030, el valor de TRON podría potencialmente alcanzar su punto más alto de aproximadamente $0.948262, mientras que su punto más bajo se anticipa que esté alrededor de $0.327971.
¿Cuánto será TRON en 2026?
Basado en nuestra nueva simulación experimental de predicción de precios de TRON, se espera que el valor de TRX en 2026 crezca en un 3.13% hasta $0.301628 si ocurre lo mejor. El precio estará entre $0.301628 y $0.101047 durante 2026.
¿Cuánto será TRON en 2027?
Según nuestra última simulación experimental para la predicción de precios de TRON, el valor de TRX podría disminuir en un -12.62% hasta $0.255543 en 2027, asumiendo las condiciones más favorables. Se proyecta que el precio fluctúe entre $0.255543 y $0.097275 a lo largo del año.
¿Cuánto será TRON en 2028?
Nuestro nuevo modelo experimental de predicción de precios de TRON sugiere que el valor de TRX en 2028 podría aumentar en un 47.02% , alcanzando $0.429986 en el mejor escenario. Se espera que el precio oscile entre $0.429986 y $0.175554 durante el año.
¿Cuánto será TRON en 2029?
Basado en nuestro modelo de pronóstico experimental, el valor de TRON podría experimentar un 333.75% crecimiento en 2029, potencialmente alcanzando $1.26 bajo condiciones óptimas. El rango de precios previsto para 2029 se encuentra entre $1.26 y $0.385641.
¿Cuánto será TRON en 2030?
Usando nuestra nueva simulación experimental para las predicciones de precios de TRON, se espera que el valor de TRX en 2030 aumente en un 224.23% , alcanzando $0.948262 en el mejor escenario. Se pronostica que el precio oscile entre $0.948262 y $0.327971 durante el transcurso de 2030.
¿Cuánto será TRON en 2031?
Nuestra simulación experimental indica que el precio de TRON podría crecer en un 195.98% en 2031, potencialmente alcanzando $0.865656 bajo condiciones ideales. Es probable que el precio fluctúe entre $0.865656 y $0.387764 durante el año.
¿Cuánto será TRON en 2032?
Basado en los hallazgos de nuestra última predicción experimental de precios de TRON, TRX podría experimentar un 449.04% aumento en valor, alcanzando $1.60 si se desarrolla el escenario más positivo en 2032. Se espera que el precio se mantenga dentro de un rango de $1.60 y $0.591892 a lo largo del año.
¿Cuánto será TRON en 2033?
Según nuestra predicción experimental de precios de TRON, se anticipa que el valor de TRX aumente en un 1362.43% en 2033, con el precio potencial más alto siendo $4.27. A lo largo del año, el precio de TRX podría oscilar entre $4.27 y $1.37.
¿Cuánto será TRON en 2034?
Los resultados de nuestra nueva simulación de predicción de precios de TRON sugieren que TRX podría aumentar en un 746.96% en 2034, alcanzando potencialmente $2.47 bajo las mejores circunstancias. El rango de precios previsto para el año está entre $2.47 y $1.10.
¿Cuánto será TRON en 2035?
Basado en nuestra predicción experimental para el precio de TRON, TRX podría crecer en un 897.93% , con el valor potencialmente alcanzando $2.91 en 2035. El rango de precios esperado para el año está entre $2.91 y $1.30.
¿Cuánto será TRON en 2036?
Nuestra reciente simulación de predicción de precios de TRON sugiere que el valor de TRX podría aumentar en un 1964.7% en 2036, posiblemente alcanzando $6.03 si las condiciones son óptimas. El rango de precios esperado para 2036 está entre $6.03 y $2.16.
¿Cuánto será TRON en 2037?
Según la simulación experimental, el valor de TRON podría aumentar en un 4830.69% en 2037, con un máximo de $14.42 bajo condiciones favorables. Se espera que el precio caiga entre $14.42 y $5.62 durante el transcurso del año.
Predicciones relacionadas
Predicción de precios de ChainLink
Predicción de precios de Uniswap
Predicción de precios de Near
Predicción de precios de Internet Computer
Predicción de precios de Litecoin
Predicción de precios de Hedera
Predicción de precios de LEO Token
Predicción de precios de Aptos
Predicción de precios de Ethereum Classic
Predicción de precios de Filecoin
Predicción de precios de Blockstack
Predicción de precios de Mantle
Predicción de precios de Cosmos
Predicción de precios de Bittensor
Predicción de precios de Arbitrum
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
¿Cómo leer y predecir los movimientos de precio de TRON?
Los traders de TRON 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 TRON
Las medias móviles son herramientas populares para la predicción de precios de TRON. Una media móvil simple (SMA) calcula el precio de cierre promedio de TRX 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 TRX 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 TRX.
¿Cómo leer gráficos de TRON 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 TRON 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 TRX 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 TRON?
La acción del precio de TRON 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 TRX. La capitalización de mercado de TRON puede cambiar rápidamente.
Los traders a menudo monitorean la actividad de las "ballenas" de TRX, grandes poseedores de TRON, ya que sus acciones pueden influir significativamente en los movimientos de precios en el relativamente pequeño mercado de TRON.
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


