Predicción del precio de Balancer - Pronóstico de BAL
Predicción de precio de Balancer hasta $0.583453 para el año 2026
| Año | Precio min. | Precio max. |
|---|---|---|
| 2026 | $0.19546 | $0.583453 |
| 2027 | $0.188164 | $0.4943099 |
| 2028 | $0.339582 | $0.831742 |
| 2029 | $0.745964 | $2.45 |
| 2030 | $0.63441 | $1.83 |
| 2031 | $0.750069 | $1.67 |
| 2032 | $1.14 | $3.10 |
| 2033 | $2.66 | $8.27 |
| 2034 | $2.13 | $4.79 |
| 2035 | $2.52 | $5.64 |
Calculadora de ganancias de inversión
Si abres una posición corta de $10,000.00 en Balancer 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 Balancer para 2027, 2028, 2029, 2030, 2031, 2032 y 2037
[
'name' => 'Balancer'
'name_with_ticker' => 'Balancer <small>BAL</small>'
'name_lang' => 'Balancer'
'name_lang_with_ticker' => 'Balancer <small>BAL</small>'
'name_with_lang' => 'Balancer'
'name_with_lang_with_ticker' => 'Balancer <small>BAL</small>'
'image' => '/uploads/coins/balancer.png?1717123264'
'price_for_sd' => 0.5657
'ticker' => 'BAL'
'marketcap' => '$36.54M'
'low24h' => '$0.5561'
'high24h' => '$0.5726'
'volume24h' => '$2.34M'
'current_supply' => '64.58M'
'max_supply' => '71.12M'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.5657'
'change_24h_pct' => '1.687%'
'ath_price' => '$74.45'
'ath_days' => 1708
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '4 may. 2021'
'ath_pct' => '-99.24%'
'fdv' => '$40.24M'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$27.89'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.570573'
'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' => '$0.50000514'
'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' => '$0.19546'
'current_year_max_price_prediction' => '$0.583453'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.63441'
'grand_prediction_max_price' => '$1.83'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.57645232382497
107 => 0.57860458754994
108 => 0.5834537476196
109 => 0.54201820574922
110 => 0.56062154756543
111 => 0.57154926798505
112 => 0.52217742957533
113 => 0.57057334548225
114 => 0.54129690515102
115 => 0.53136004158522
116 => 0.54473871929434
117 => 0.53952503557991
118 => 0.53504261648001
119 => 0.53254134960454
120 => 0.54236517396334
121 => 0.54190688081499
122 => 0.52583319744185
123 => 0.50486573272874
124 => 0.51190310212003
125 => 0.50934635984448
126 => 0.50008039601159
127 => 0.50632453685822
128 => 0.47882850065703
129 => 0.43152299949248
130 => 0.46277446256847
131 => 0.46157131523509
201 => 0.46096463379122
202 => 0.48444924456583
203 => 0.482191741122
204 => 0.47809435026593
205 => 0.50000514421531
206 => 0.49200740968202
207 => 0.51665454301037
208 => 0.53288873909706
209 => 0.52877122184825
210 => 0.54403956173446
211 => 0.51206522889731
212 => 0.52268581967824
213 => 0.52487470871868
214 => 0.4997347684191
215 => 0.48256109660443
216 => 0.48141580848858
217 => 0.45163902823971
218 => 0.46754554389889
219 => 0.48154261942262
220 => 0.47483910646369
221 => 0.47271697452265
222 => 0.48355848637518
223 => 0.48440096469739
224 => 0.46519236966912
225 => 0.46918644483259
226 => 0.48584240222401
227 => 0.46876675744111
228 => 0.43559156891868
301 => 0.42736366348225
302 => 0.42626590922664
303 => 0.40395117711964
304 => 0.42791349146677
305 => 0.41745329910415
306 => 0.45049692144533
307 => 0.43162258158055
308 => 0.43080894651264
309 => 0.42957901777319
310 => 0.41037180603871
311 => 0.41457696472658
312 => 0.42855555266879
313 => 0.43354327032664
314 => 0.43302301051176
315 => 0.42848704996189
316 => 0.43056358947374
317 => 0.42387433219172
318 => 0.42151221622059
319 => 0.41405672846452
320 => 0.40309922109415
321 => 0.4046229297003
322 => 0.38291324041183
323 => 0.37108464946705
324 => 0.36781065139186
325 => 0.36343252433592
326 => 0.36830517249258
327 => 0.38285173958975
328 => 0.3653054934442
329 => 0.33522368515371
330 => 0.33703165308887
331 => 0.34109362024869
401 => 0.33352417131897
402 => 0.32636032316268
403 => 0.3325887079132
404 => 0.31984264917905
405 => 0.3426339205517
406 => 0.34201748053287
407 => 0.35051265709783
408 => 0.35582486534247
409 => 0.34358194518641
410 => 0.34050288387554
411 => 0.34225685713375
412 => 0.31326758619931
413 => 0.348143615195
414 => 0.34844522454201
415 => 0.34586266220054
416 => 0.36443307096415
417 => 0.40362242571112
418 => 0.38887781406717
419 => 0.38316825478038
420 => 0.37231437840254
421 => 0.3867765242366
422 => 0.38566605708117
423 => 0.38064410347212
424 => 0.37760681025992
425 => 0.38320311613189
426 => 0.37691336603081
427 => 0.37578355408188
428 => 0.3689381229189
429 => 0.36649461544099
430 => 0.36468553978318
501 => 0.36269392524003
502 => 0.36708693064279
503 => 0.35713180245215
504 => 0.34512689376748
505 => 0.34412881550526
506 => 0.34688459733919
507 => 0.3456653690215
508 => 0.34412297830915
509 => 0.34117813439415
510 => 0.3403044621112
511 => 0.34314347318524
512 => 0.33993839520728
513 => 0.3446676623534
514 => 0.34338156337194
515 => 0.33619751900802
516 => 0.32724353985668
517 => 0.32716383066063
518 => 0.32523471053994
519 => 0.3227776860211
520 => 0.32209419800906
521 => 0.33206417072189
522 => 0.35270171586129
523 => 0.34865007193582
524 => 0.35157779990114
525 => 0.36597932381164
526 => 0.37055713519385
527 => 0.36730791310616
528 => 0.36286017750924
529 => 0.36305585530286
530 => 0.37825511425867
531 => 0.37920307339595
601 => 0.38159826031266
602 => 0.38467675238037
603 => 0.36783219361707
604 => 0.36226247809992
605 => 0.35962323789184
606 => 0.35149539956547
607 => 0.36026057637227
608 => 0.35515348320924
609 => 0.35584260456008
610 => 0.35539381337631
611 => 0.35563888370977
612 => 0.34262754992686
613 => 0.34736819610178
614 => 0.33948595237253
615 => 0.32893251284245
616 => 0.32889713401263
617 => 0.33148007338657
618 => 0.32994363997652
619 => 0.3258091371754
620 => 0.32639642378399
621 => 0.32125117512068
622 => 0.32702115012945
623 => 0.32718661236674
624 => 0.3249648576957
625 => 0.33385430029984
626 => 0.33749631218785
627 => 0.33603390566877
628 => 0.33739370584799
629 => 0.348818436033
630 => 0.35068116554908
701 => 0.35150846695512
702 => 0.35039999266746
703 => 0.3376025289431
704 => 0.3381701508783
705 => 0.33400531774092
706 => 0.33048647261914
707 => 0.3306272079701
708 => 0.33243635178054
709 => 0.34033698890562
710 => 0.35696341396733
711 => 0.35759437464467
712 => 0.35835911739202
713 => 0.35524852430963
714 => 0.35431033967162
715 => 0.35554804737516
716 => 0.36179205845244
717 => 0.37785335017569
718 => 0.37217621698309
719 => 0.36756061932766
720 => 0.37160974282766
721 => 0.37098641200292
722 => 0.36572487254409
723 => 0.36557719865558
724 => 0.35547862221817
725 => 0.35174540844272
726 => 0.34862565558574
727 => 0.34521896690914
728 => 0.34319936766841
729 => 0.34630238999361
730 => 0.34701208791326
731 => 0.34022727536766
801 => 0.33930253048844
802 => 0.34484315487353
803 => 0.34240493265695
804 => 0.3449127046717
805 => 0.34549452929039
806 => 0.34540084212623
807 => 0.34285505810408
808 => 0.34447766492342
809 => 0.3406397160733
810 => 0.33646652314007
811 => 0.33380428604777
812 => 0.33148113109024
813 => 0.33277015248323
814 => 0.3281750265832
815 => 0.32670495332617
816 => 0.34392796224284
817 => 0.35665078410813
818 => 0.35646578923942
819 => 0.35533968055295
820 => 0.35366651146767
821 => 0.36166965571233
822 => 0.35888152028541
823 => 0.360910121765
824 => 0.3614264859817
825 => 0.36298936494667
826 => 0.36354795984267
827 => 0.36185949809788
828 => 0.35619281425413
829 => 0.34207197688763
830 => 0.33549868897506
831 => 0.33332939447714
901 => 0.33340824421206
902 => 0.33123321652218
903 => 0.33187385965475
904 => 0.33101042698514
905 => 0.32937529439569
906 => 0.33266918765352
907 => 0.33304877816675
908 => 0.33227994412127
909 => 0.33246103237118
910 => 0.326095414848
911 => 0.32657937892289
912 => 0.3238846054547
913 => 0.3233793679154
914 => 0.31656721524859
915 => 0.30449849936202
916 => 0.31118573950177
917 => 0.30310849378121
918 => 0.30004951843658
919 => 0.31453023194976
920 => 0.31307676994551
921 => 0.31058907479898
922 => 0.30690925519616
923 => 0.30554437431049
924 => 0.29725179011795
925 => 0.29676182000464
926 => 0.30087184864907
927 => 0.29897521184711
928 => 0.29631161546464
929 => 0.28666433937176
930 => 0.27581760694002
1001 => 0.27614500161201
1002 => 0.27959514538791
1003 => 0.28962690373164
1004 => 0.28570732219556
1005 => 0.28286362081913
1006 => 0.28233108103267
1007 => 0.28899693140774
1008 => 0.2984305062273
1009 => 0.30285652846829
1010 => 0.29847047484776
1011 => 0.29343201261039
1012 => 0.29373868046079
1013 => 0.29577880427991
1014 => 0.2959931924475
1015 => 0.29271367149326
1016 => 0.29363683743197
1017 => 0.292234463955
1018 => 0.28362810051541
1019 => 0.28347243869186
1020 => 0.28136029830743
1021 => 0.281296343536
1022 => 0.27770306584397
1023 => 0.2772003414557
1024 => 0.2700656705018
1025 => 0.27476173252943
1026 => 0.27161186067562
1027 => 0.26686426081227
1028 => 0.26604577280635
1029 => 0.26602116806854
1030 => 0.2708958915843
1031 => 0.27470476854695
1101 => 0.2716666540451
1102 => 0.2709749342644
1103 => 0.27836069183572
1104 => 0.27742078686209
1105 => 0.27660683521667
1106 => 0.29758583307056
1107 => 0.28097931925759
1108 => 0.27373793136846
1109 => 0.26477533875341
1110 => 0.26769360410218
1111 => 0.26830852548941
1112 => 0.24675510587895
1113 => 0.23801088622729
1114 => 0.2350101995618
1115 => 0.23328326196234
1116 => 0.23407024911193
1117 => 0.22619942583077
1118 => 0.23148874924711
1119 => 0.22467328158976
1120 => 0.22353064625755
1121 => 0.23571754670333
1122 => 0.23741328270552
1123 => 0.2301787460963
1124 => 0.23482448976451
1125 => 0.23313987852975
1126 => 0.22479011322117
1127 => 0.22447121360309
1128 => 0.22028159487969
1129 => 0.21372565284761
1130 => 0.21072941141954
1201 => 0.20916894286924
1202 => 0.20981282260602
1203 => 0.20948725730805
1204 => 0.20736272351801
1205 => 0.20960903309801
1206 => 0.2038706403603
1207 => 0.20158556613478
1208 => 0.20055345112043
1209 => 0.19546029727615
1210 => 0.20356576997819
1211 => 0.20516265021054
1212 => 0.20676267679026
1213 => 0.22068981578214
1214 => 0.21999405527579
1215 => 0.22628339140407
1216 => 0.22603899936747
1217 => 0.22424517882319
1218 => 0.21667734501606
1219 => 0.21969374868791
1220 => 0.21040972703914
1221 => 0.21736594731051
1222 => 0.21419141887736
1223 => 0.21629263605397
1224 => 0.21251445811131
1225 => 0.21460545778192
1226 => 0.20554132975399
1227 => 0.19707737453722
1228 => 0.2004835171947
1229 => 0.20418638380305
1230 => 0.2122151420828
1231 => 0.2074332798872
]
'min_raw' => 0.19546029727615
'max_raw' => 0.5834537476196
'avg_raw' => 0.38945702244788
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.19546'
'max' => '$0.583453'
'avg' => '$0.389457'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.37027170272385
'max_diff' => 0.017721747619602
'year' => 2026
]
1 => [
'items' => [
101 => 0.20915301835497
102 => 0.20339218236869
103 => 0.19150593222754
104 => 0.1915732071125
105 => 0.18974476648432
106 => 0.18816472682487
107 => 0.20798253428332
108 => 0.20551787665269
109 => 0.20159076728469
110 => 0.20684735923088
111 => 0.20823728557478
112 => 0.20827685482379
113 => 0.21211192861545
114 => 0.21415870818554
115 => 0.21451946195601
116 => 0.22055403342945
117 => 0.22257674218942
118 => 0.23090799330729
119 => 0.21398505323907
120 => 0.21363653642481
121 => 0.20692133025949
122 => 0.20266244034623
123 => 0.20721294009549
124 => 0.21124406166817
125 => 0.20704658844346
126 => 0.20759468983311
127 => 0.2019599249751
128 => 0.20397408827151
129 => 0.20570895703947
130 => 0.20475106447667
131 => 0.20331705294764
201 => 0.21091355566951
202 => 0.21048493121501
203 => 0.21755896919246
204 => 0.22307368766519
205 => 0.23295704904217
206 => 0.22264324621401
207 => 0.2222673702453
208 => 0.22594161813185
209 => 0.22257617968121
210 => 0.22470302061103
211 => 0.23261438208754
212 => 0.23278153668898
213 => 0.22998148174834
214 => 0.22981109815074
215 => 0.23034887933133
216 => 0.23349868050336
217 => 0.23239804319024
218 => 0.23367172855371
219 => 0.23526449160409
220 => 0.241852834898
221 => 0.24344126216143
222 => 0.2395822074164
223 => 0.23993063685188
224 => 0.23848724444382
225 => 0.23709294546328
226 => 0.24022712595051
227 => 0.24595490239338
228 => 0.24591927019341
301 => 0.24724800299609
302 => 0.24807579252434
303 => 0.2445223138901
304 => 0.24220912996424
305 => 0.24309615187314
306 => 0.24451451922228
307 => 0.24263619445809
308 => 0.23104230388883
309 => 0.23455914966694
310 => 0.23397377456449
311 => 0.23314012923456
312 => 0.23667634485942
313 => 0.23633526823574
314 => 0.22611869916172
315 => 0.22677273076626
316 => 0.22615847298981
317 => 0.22814326553084
318 => 0.22246899437046
319 => 0.22421436196259
320 => 0.22530904015458
321 => 0.22595381401937
322 => 0.22828317934457
323 => 0.22800985520909
324 => 0.22826618913254
325 => 0.23172002298017
326 => 0.24918832936882
327 => 0.25013909074391
328 => 0.24545719400833
329 => 0.24732751940787
330 => 0.24373690363597
331 => 0.24614730805868
401 => 0.24779644554706
402 => 0.24034431034796
403 => 0.23990304326542
404 => 0.23629760774498
405 => 0.23823496457136
406 => 0.2351524905597
407 => 0.2359088218618
408 => 0.23379405360536
409 => 0.23760021542079
410 => 0.2418560957482
411 => 0.24293129918871
412 => 0.24010290184091
413 => 0.23805495576064
414 => 0.23445943707906
415 => 0.24043886477789
416 => 0.24218743165678
417 => 0.24042968030046
418 => 0.24002237090357
419 => 0.23925052033247
420 => 0.24018612265101
421 => 0.24217790858603
422 => 0.24123861912159
423 => 0.241859036361
424 => 0.23949464561582
425 => 0.24452349023939
426 => 0.25251050575899
427 => 0.25253618531989
428 => 0.25159689079232
429 => 0.25121255170902
430 => 0.25217632489547
501 => 0.25269913231307
502 => 0.25581579807225
503 => 0.25916010460529
504 => 0.27476652395974
505 => 0.2703843038551
506 => 0.28423124753641
507 => 0.29518238218773
508 => 0.29846614863457
509 => 0.29544523801662
510 => 0.285110865979
511 => 0.28460381238411
512 => 0.30004772726765
513 => 0.29568411393694
514 => 0.29516507601615
515 => 0.2896433894674
516 => 0.29290739009189
517 => 0.29219350527532
518 => 0.29106660316791
519 => 0.29729408898719
520 => 0.3089513865094
521 => 0.30713448736912
522 => 0.30577825644443
523 => 0.29983564732531
524 => 0.30341442534482
525 => 0.30214009103905
526 => 0.30761543992917
527 => 0.30437196454049
528 => 0.29565105527422
529 => 0.29703988881937
530 => 0.29682996942297
531 => 0.3011500957259
601 => 0.29985330104189
602 => 0.2965767494481
603 => 0.30891154313378
604 => 0.30811059024156
605 => 0.30924615831941
606 => 0.30974607050588
607 => 0.31725404205891
608 => 0.3203298177759
609 => 0.32102807271268
610 => 0.32394982175479
611 => 0.32095537693486
612 => 0.33293529121753
613 => 0.34090123516812
614 => 0.35015408899046
615 => 0.36367499535755
616 => 0.36875898122695
617 => 0.36784060468463
618 => 0.37809200158019
619 => 0.39651353392575
620 => 0.37156412306344
621 => 0.39783591328335
622 => 0.38951856782213
623 => 0.36979829135623
624 => 0.36852853803862
625 => 0.38188333821844
626 => 0.4115029996654
627 => 0.40408361041636
628 => 0.41151513512829
629 => 0.40284586680314
630 => 0.40241536456047
701 => 0.41109408811591
702 => 0.43137239875578
703 => 0.42173893349189
704 => 0.4079269988135
705 => 0.41812551644251
706 => 0.40929061664401
707 => 0.38938311466523
708 => 0.40407793694923
709 => 0.39425192777236
710 => 0.39711967962955
711 => 0.41777248941076
712 => 0.41528748869733
713 => 0.41850330972538
714 => 0.41282746978356
715 => 0.40752534028009
716 => 0.39762852182056
717 => 0.39469856178195
718 => 0.3955082973277
719 => 0.39469816051723
720 => 0.38916098154558
721 => 0.38796522827385
722 => 0.38597225376715
723 => 0.38658995990235
724 => 0.3828425847645
725 => 0.38991465589684
726 => 0.39122729461788
727 => 0.39637375822621
728 => 0.39690808115076
729 => 0.41124090904463
730 => 0.40334662829408
731 => 0.40864279338096
801 => 0.40816905452615
802 => 0.37022568954436
803 => 0.3754539504617
804 => 0.38358748373044
805 => 0.37992333801762
806 => 0.37474309325774
807 => 0.37055976786698
808 => 0.36422160213301
809 => 0.37314244868989
810 => 0.38487241328591
811 => 0.39720557241031
812 => 0.41202305499767
813 => 0.40871596537868
814 => 0.39692856988016
815 => 0.39745734383153
816 => 0.40072601633399
817 => 0.39649278845309
818 => 0.39524432690859
819 => 0.40055449688921
820 => 0.40059106511144
821 => 0.39572022483179
822 => 0.39030717721531
823 => 0.39028449634815
824 => 0.38932129680864
825 => 0.40301721786146
826 => 0.41054858962672
827 => 0.41141204926219
828 => 0.41049047191356
829 => 0.41084515045895
830 => 0.40646281117121
831 => 0.41647953924065
901 => 0.42567187946891
902 => 0.42320813592203
903 => 0.41951463410348
904 => 0.41657258200185
905 => 0.42251508194665
906 => 0.42225047177847
907 => 0.42559159239624
908 => 0.42544001986577
909 => 0.42431652666791
910 => 0.42320817604551
911 => 0.42760266098106
912 => 0.42633711989289
913 => 0.42506961306986
914 => 0.42252743409068
915 => 0.42287295843507
916 => 0.41918009435169
917 => 0.41747160645275
918 => 0.39178004768836
919 => 0.38491442369062
920 => 0.38707448876297
921 => 0.38778563827086
922 => 0.3847977099085
923 => 0.3890816316443
924 => 0.38841398697957
925 => 0.39101140181096
926 => 0.38938864979095
927 => 0.38945524809989
928 => 0.39422741578354
929 => 0.39561279636435
930 => 0.39490818061956
1001 => 0.39540166933439
1002 => 0.40677390847931
1003 => 0.40515713973664
1004 => 0.40429826356549
1005 => 0.40453617813456
1006 => 0.40744202905964
1007 => 0.40825550866509
1008 => 0.40480873841462
1009 => 0.40643425519028
1010 => 0.41335549931226
1011 => 0.41577754304646
1012 => 0.42350754399908
1013 => 0.42022370220459
1014 => 0.42625133593971
1015 => 0.44477822706969
1016 => 0.45957878966768
1017 => 0.44596758064345
1018 => 0.47314692901437
1019 => 0.49430995036709
1020 => 0.49349767835872
1021 => 0.48980741607637
1022 => 0.46571387891433
1023 => 0.44354264680342
1024 => 0.46208982390443
1025 => 0.46213710447313
1026 => 0.46054388551147
1027 => 0.45064853937302
1028 => 0.46019954891526
1029 => 0.46095767336855
1030 => 0.46053332527627
1031 => 0.45294658659279
1101 => 0.44136303888679
1102 => 0.44362643638145
1103 => 0.44733392764976
1104 => 0.44031487321515
1105 => 0.43807186002379
1106 => 0.44224204829725
1107 => 0.45567926380757
1108 => 0.45313903605184
1109 => 0.45307270043927
1110 => 0.46394087200252
1111 => 0.45616160666145
1112 => 0.44365498507226
1113 => 0.44049689817892
1114 => 0.42928781724979
1115 => 0.43702996937292
1116 => 0.43730859564474
1117 => 0.43306829804978
1118 => 0.44399906185248
1119 => 0.44389833293971
1120 => 0.45427546634089
1121 => 0.47411264793061
1122 => 0.46824581720611
1123 => 0.46142333138288
1124 => 0.46216512475888
1125 => 0.47030076719151
1126 => 0.46538177205809
1127 => 0.46715067700452
1128 => 0.47029808974201
1129 => 0.47219700199241
1130 => 0.46189190050864
1201 => 0.4594892884028
1202 => 0.45457438723649
1203 => 0.45329218126318
1204 => 0.45729526571035
1205 => 0.45624059438958
1206 => 0.43728517818549
1207 => 0.43530423172522
1208 => 0.43536498452501
1209 => 0.4303838004618
1210 => 0.42278629914424
1211 => 0.44275207898355
1212 => 0.44114854744155
1213 => 0.43937837272266
1214 => 0.43959520902524
1215 => 0.44826167735042
1216 => 0.44323468805468
1217 => 0.45659976300476
1218 => 0.45385230538595
1219 => 0.45103438584633
1220 => 0.45064486353002
1221 => 0.44956020492086
1222 => 0.44584050696637
1223 => 0.44134874816712
1224 => 0.43838289993837
1225 => 0.40438505236074
1226 => 0.41069485511476
1227 => 0.41795370802666
1228 => 0.42045943496381
1229 => 0.41617321564678
1230 => 0.44600975302982
1231 => 0.45146117592173
]
'min_raw' => 0.18816472682487
'max_raw' => 0.49430995036709
'avg_raw' => 0.34123733859598
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.188164'
'max' => '$0.4943099'
'avg' => '$0.341237'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.0072955704512808
'max_diff' => -0.089143797252513
'year' => 2027
]
2 => [
'items' => [
101 => 0.43494846039462
102 => 0.43185960552923
103 => 0.44621225784056
104 => 0.43755585395644
105 => 0.44145383209542
106 => 0.43302853543899
107 => 0.45014808778336
108 => 0.45001766547759
109 => 0.44335777295301
110 => 0.44898666850981
111 => 0.4480085093865
112 => 0.44048950712883
113 => 0.45038645356633
114 => 0.45039136232829
115 => 0.44398136057193
116 => 0.43649588185031
117 => 0.435157655054
118 => 0.43414948092845
119 => 0.44120588306273
120 => 0.44753263115153
121 => 0.45930514081091
122 => 0.46226502944721
123 => 0.47381767184563
124 => 0.46693863578532
125 => 0.46998802337243
126 => 0.47329856496044
127 => 0.47488576033887
128 => 0.47229951064332
129 => 0.49024551954539
130 => 0.49176071254823
131 => 0.49226874365571
201 => 0.48621745042601
202 => 0.4915924151368
203 => 0.48907764714874
204 => 0.49562037483099
205 => 0.49664635807331
206 => 0.49577738676748
207 => 0.49610305004264
208 => 0.48078929733763
209 => 0.4799951984734
210 => 0.46916760411286
211 => 0.47357992884831
212 => 0.46533129924361
213 => 0.46794702466156
214 => 0.46910001150225
215 => 0.4684977566081
216 => 0.47382939506866
217 => 0.46929641319541
218 => 0.45733312874068
219 => 0.4453665848971
220 => 0.44521635468688
221 => 0.44206577491991
222 => 0.43978848280586
223 => 0.4402271700583
224 => 0.44177316115479
225 => 0.43969862699287
226 => 0.44014133403787
227 => 0.44749322072645
228 => 0.44896758917059
229 => 0.44395710912447
301 => 0.42383930873049
302 => 0.41890235005212
303 => 0.42245093804598
304 => 0.42075494154325
305 => 0.33958207640218
306 => 0.35865243701295
307 => 0.34732147630628
308 => 0.35254330431235
309 => 0.3409773275689
310 => 0.34649721789565
311 => 0.34547789570642
312 => 0.37614247123554
313 => 0.3756636860664
314 => 0.37589285519012
315 => 0.36495401581793
316 => 0.38237988395968
317 => 0.39096449322026
318 => 0.3893757105181
319 => 0.38977557289526
320 => 0.38290461244833
321 => 0.37595938110642
322 => 0.3682560506848
323 => 0.38256788644775
324 => 0.3809766546221
325 => 0.38462636792301
326 => 0.39390861644644
327 => 0.39527546280135
328 => 0.39711251816353
329 => 0.39645406458669
330 => 0.41214110015191
331 => 0.41024129663857
401 => 0.41481927649494
402 => 0.40540202459821
403 => 0.3947455101833
404 => 0.39677096518587
405 => 0.39657589758144
406 => 0.3940924630889
407 => 0.39185052947089
408 => 0.38811834165778
409 => 0.39992753615831
410 => 0.39944810442771
411 => 0.40720954686771
412 => 0.40583763652581
413 => 0.3966756834992
414 => 0.39700290444393
415 => 0.39920362255422
416 => 0.40682033306129
417 => 0.40908149132499
418 => 0.40803403272567
419 => 0.41051328953602
420 => 0.41247279303147
421 => 0.410759373006
422 => 0.43501778728363
423 => 0.42494400238482
424 => 0.42985389505155
425 => 0.4310248755218
426 => 0.42802543367033
427 => 0.42867590520595
428 => 0.42966119233954
429 => 0.43564366287569
430 => 0.45134339660435
501 => 0.45829670180107
502 => 0.47921606355543
503 => 0.45771932659916
504 => 0.45644379919052
505 => 0.46021200794668
506 => 0.47249388783583
507 => 0.48244719790766
508 => 0.48574928507872
509 => 0.48618571040989
510 => 0.49238064546141
511 => 0.49593146670424
512 => 0.49162841740319
513 => 0.48798203366859
514 => 0.47492113973707
515 => 0.47643297377327
516 => 0.48684801106906
517 => 0.501559864692
518 => 0.51418416560797
519 => 0.5097635754285
520 => 0.54348955804751
521 => 0.54683335146589
522 => 0.54637134733326
523 => 0.55398900636353
524 => 0.53886950449773
525 => 0.53240562452354
526 => 0.48877042322022
527 => 0.50103013492972
528 => 0.51885034588711
529 => 0.51649177414454
530 => 0.50355026061168
531 => 0.51417434830946
601 => 0.51066169267064
602 => 0.50789111542808
603 => 0.52058366687906
604 => 0.50662768517743
605 => 0.51871112429387
606 => 0.50321398863986
607 => 0.50978376831208
608 => 0.50605444362564
609 => 0.50846777374661
610 => 0.49435949517186
611 => 0.5019719798317
612 => 0.49404279078249
613 => 0.49403903131447
614 => 0.49386399402673
615 => 0.50319264977972
616 => 0.50349685690891
617 => 0.49660296621264
618 => 0.49560944886049
619 => 0.4992830032349
620 => 0.49498223316788
621 => 0.49699453641352
622 => 0.49504318378323
623 => 0.49460389320438
624 => 0.49110355113295
625 => 0.48959550752467
626 => 0.49018685028097
627 => 0.48816829259562
628 => 0.48695203857578
629 => 0.49362205048951
630 => 0.49005853219152
701 => 0.4930758902023
702 => 0.48963722992807
703 => 0.47771733526465
704 => 0.47086207779311
705 => 0.44834650174872
706 => 0.45473189118443
707 => 0.45896541098646
708 => 0.45756623271714
709 => 0.46057220904975
710 => 0.46075675158304
711 => 0.45977947803501
712 => 0.45864792046289
713 => 0.45809714081583
714 => 0.46220220105966
715 => 0.46458532670118
716 => 0.45939030133578
717 => 0.4581731795788
718 => 0.46342563704843
719 => 0.46662963307065
720 => 0.49028613952891
721 => 0.48853358912098
722 => 0.49293214672425
723 => 0.49243693663949
724 => 0.4970473257529
725 => 0.50458336345751
726 => 0.48926049169476
727 => 0.49192001240773
728 => 0.49126795934621
729 => 0.49838690369438
730 => 0.49840912826158
731 => 0.4941409655072
801 => 0.49645480577938
802 => 0.49516328361634
803 => 0.49749723872465
804 => 0.4885101827418
805 => 0.49945544683616
806 => 0.50566070628043
807 => 0.50574686631383
808 => 0.50868811004243
809 => 0.51167658401603
810 => 0.51741269956713
811 => 0.51151660686659
812 => 0.50091011007137
813 => 0.50167586488121
814 => 0.49545727969094
815 => 0.49556181523147
816 => 0.49500379632353
817 => 0.49667845307195
818 => 0.48887767572396
819 => 0.49070850257556
820 => 0.48814533426201
821 => 0.49191444058039
822 => 0.48785950523741
823 => 0.49126764490648
824 => 0.49273848500604
825 => 0.49816591663831
826 => 0.48705786917241
827 => 0.46440780844073
828 => 0.46916912581197
829 => 0.4621267634265
830 => 0.46277856087744
831 => 0.46409529546113
901 => 0.45982732786664
902 => 0.46064152158455
903 => 0.46061243285555
904 => 0.46036176190406
905 => 0.459251498696
906 => 0.45764139738544
907 => 0.46405554544368
908 => 0.46514543418665
909 => 0.46756812185363
910 => 0.47477639702583
911 => 0.47405612035329
912 => 0.47523092149019
913 => 0.47266633720457
914 => 0.46289752458704
915 => 0.46342801811135
916 => 0.45681275536266
917 => 0.46739895471201
918 => 0.46489200297508
919 => 0.4632757548816
920 => 0.46283474661486
921 => 0.47006088970696
922 => 0.47222306497604
923 => 0.47087574244653
924 => 0.46811234463085
925 => 0.47341888536219
926 => 0.47483869179692
927 => 0.47515653409721
928 => 0.48455870684488
929 => 0.47568201110869
930 => 0.47781871999916
1001 => 0.49448871281214
1002 => 0.47937132963253
1003 => 0.48737934466065
1004 => 0.48698739399672
1005 => 0.49108402350865
1006 => 0.48665135080508
1007 => 0.48670629909576
1008 => 0.49034382857263
1009 => 0.48523557445426
1010 => 0.48397069889701
1011 => 0.48222328237388
1012 => 0.48603870242418
1013 => 0.48832587418772
1014 => 0.50675879885934
1015 => 0.5186673088407
1016 => 0.51815032901595
1017 => 0.5228745568685
1018 => 0.52074624895196
1019 => 0.51387338127019
1020 => 0.52560452834605
1021 => 0.5218923025592
1022 => 0.52219833394272
1023 => 0.52218694343934
1024 => 0.52465524905918
1025 => 0.52290622831063
1026 => 0.51945872888195
1027 => 0.52174733989077
1028 => 0.52854369639355
1029 => 0.54963979551587
1030 => 0.56144545207086
1031 => 0.54892908016764
1101 => 0.55756270590558
1102 => 0.55238560693821
1103 => 0.55144477405049
1104 => 0.55686732903385
1105 => 0.56229937548187
1106 => 0.56195337760652
1107 => 0.55800999082392
1108 => 0.55578247169017
1109 => 0.5726499928446
1110 => 0.58507769510046
1111 => 0.58423020912299
1112 => 0.58797073661036
1113 => 0.59895304100347
1114 => 0.59995712528245
1115 => 0.59983063374191
1116 => 0.59734190609109
1117 => 0.60815541099854
1118 => 0.61717622703784
1119 => 0.59676583754618
1120 => 0.60453784667299
1121 => 0.60802695196851
1122 => 0.61314999371322
1123 => 0.62179342385805
1124 => 0.63118248155195
1125 => 0.63251019725564
1126 => 0.63156811942683
1127 => 0.62537578348628
1128 => 0.6356494024497
1129 => 0.64166744749246
1130 => 0.64525105559491
1201 => 0.6543384894872
1202 => 0.60804849949498
1203 => 0.5752821438167
1204 => 0.57016520422563
1205 => 0.58057070209779
1206 => 0.58331454890439
1207 => 0.58220850769714
1208 => 0.54532699539451
1209 => 0.56997103069616
1210 => 0.59648594055139
1211 => 0.5975044862243
1212 => 0.61077840449844
1213 => 0.6151009364048
1214 => 0.62578818046773
1215 => 0.62511969044177
1216 => 0.6277218642999
1217 => 0.62712366959328
1218 => 0.64691953875511
1219 => 0.66875732215563
1220 => 0.66800114915637
1221 => 0.66486170941962
1222 => 0.66952431278271
1223 => 0.69206324553114
1224 => 0.6899882217827
1225 => 0.6920039306042
1226 => 0.71857860255318
1227 => 0.75312945628986
1228 => 0.73707711588017
1229 => 0.77190607563266
1230 => 0.79382905959303
1231 => 0.83174259347364
]
'min_raw' => 0.33958207640218
'max_raw' => 0.83174259347364
'avg_raw' => 0.58566233493791
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.339582'
'max' => '$0.831742'
'avg' => '$0.585662'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.15141734957731
'max_diff' => 0.33743264310655
'year' => 2028
]
3 => [
'items' => [
101 => 0.8269956323037
102 => 0.84175509282105
103 => 0.81849758108881
104 => 0.76509363303294
105 => 0.756642253831
106 => 0.77356212901629
107 => 0.81515799114206
108 => 0.77225212729085
109 => 0.78093192766723
110 => 0.77843214457491
111 => 0.77829894175732
112 => 0.78338275152993
113 => 0.77600842030107
114 => 0.74596406825784
115 => 0.75973321774678
116 => 0.75441628788023
117 => 0.76031581797054
118 => 0.79215314871666
119 => 0.77807710588663
120 => 0.76324913821006
121 => 0.78184670026592
122 => 0.8055277875787
123 => 0.80404586769367
124 => 0.80117032372226
125 => 0.81737961453053
126 => 0.84415261406921
127 => 0.85138924826189
128 => 0.85673118367645
129 => 0.85746774631738
130 => 0.86505479929009
131 => 0.82425730327231
201 => 0.88900397720653
202 => 0.9001839392042
203 => 0.89808256971059
204 => 0.91050862694628
205 => 0.90685256568889
206 => 0.90155550654538
207 => 0.92125345036212
208 => 0.89867134731832
209 => 0.86661889505538
210 => 0.8490342858183
211 => 0.87219111777165
212 => 0.88633218698349
213 => 0.8956785341916
214 => 0.89850673320955
215 => 0.82742429675259
216 => 0.78911480591495
217 => 0.81367075032267
218 => 0.84363069726085
219 => 0.82409087425435
220 => 0.82485679832243
221 => 0.79699814569032
222 => 0.8460955698574
223 => 0.83894248813059
224 => 0.87605268878286
225 => 0.86719604156923
226 => 0.89745796959146
227 => 0.88948898975556
228 => 0.92256777951473
301 => 0.93576380432215
302 => 0.95792198377106
303 => 0.9742216307737
304 => 0.98379309525621
305 => 0.98321846043034
306 => 1.0211453711947
307 => 0.9987811969823
308 => 0.97068652334034
309 => 0.97017837933172
310 => 0.98472900891549
311 => 1.0152231367528
312 => 1.0231298204295
313 => 1.0275485779552
314 => 1.0207810969866
315 => 0.99650638873379
316 => 0.9860246927858
317 => 0.99495540141745
318 => 0.98403391218548
319 => 1.0028874666285
320 => 1.0287774237807
321 => 1.0234312500088
322 => 1.0413027073852
323 => 1.0597977856377
324 => 1.0862465782047
325 => 1.0931612719776
326 => 1.1045909978421
327 => 1.1163559402259
328 => 1.1201345226455
329 => 1.1273490089099
330 => 1.1273109850061
331 => 1.1490523249545
401 => 1.1730336961909
402 => 1.1820861086626
403 => 1.2029016319883
404 => 1.1672557777559
405 => 1.1942935676613
406 => 1.2186823309557
407 => 1.1896050419254
408 => 1.2296813107142
409 => 1.2312373814165
410 => 1.2547322015688
411 => 1.2309157002815
412 => 1.216773537842
413 => 1.2576014309048
414 => 1.2773567622914
415 => 1.2714062957035
416 => 1.2261229511593
417 => 1.1997661023406
418 => 1.1307851451255
419 => 1.2124960687024
420 => 1.2522950760363
421 => 1.2260198813451
422 => 1.2392715612105
423 => 1.3115684296849
424 => 1.3390943963244
425 => 1.3333691876844
426 => 1.3343366536996
427 => 1.3491891656666
428 => 1.4150533831562
429 => 1.3755860173158
430 => 1.4057573396868
501 => 1.4217601002815
502 => 1.4366243561655
503 => 1.4001224416108
504 => 1.3526339870948
505 => 1.3375924001199
506 => 1.2234073310605
507 => 1.2174635023353
508 => 1.2141270511555
509 => 1.1930911984167
510 => 1.1765627803691
511 => 1.1634187686768
512 => 1.128924956862
513 => 1.140565605773
514 => 1.0855896691583
515 => 1.1207613251768
516 => 1.0330184028994
517 => 1.1060933158671
518 => 1.0663219630473
519 => 1.0930273568187
520 => 1.0929341842156
521 => 1.0437610873298
522 => 1.0153990712623
523 => 1.0334724517667
524 => 1.052848550334
525 => 1.0559922571376
526 => 1.0811138746981
527 => 1.0881247781719
528 => 1.0668814133385
529 => 1.0312001258624
530 => 1.0394880751396
531 => 1.0152311162348
601 => 0.97272172878449
602 => 1.003252712994
603 => 1.0136773333557
604 => 1.018281439585
605 => 0.97647833926376
606 => 0.96334289755337
607 => 0.95634969860379
608 => 1.0258038705518
609 => 1.0296087268751
610 => 1.0101425439729
611 => 1.0981315365499
612 => 1.0782169176206
613 => 1.1004664261647
614 => 1.0387360306129
615 => 1.041094214854
616 => 1.0118700563262
617 => 1.0282336323428
618 => 1.016668384237
619 => 1.0269116171087
620 => 1.0330513686575
621 => 1.0622707317884
622 => 1.1064269540583
623 => 1.0579063333165
624 => 1.0367652040313
625 => 1.0498810417376
626 => 1.0848102459345
627 => 1.1377297782859
628 => 1.1064003500291
629 => 1.1203038182813
630 => 1.1233411075721
701 => 1.100239947054
702 => 1.1385815510254
703 => 1.1591291280803
704 => 1.1802066904167
705 => 1.1985077472134
706 => 1.171787848514
707 => 1.2003819702694
708 => 1.1773401556765
709 => 1.1566692659677
710 => 1.1567006151748
711 => 1.1437334641069
712 => 1.1186079749467
713 => 1.1139744492514
714 => 1.1380786350682
715 => 1.1574079094183
716 => 1.1589999610348
717 => 1.169701640489
718 => 1.1760347841539
719 => 1.2381082015616
720 => 1.2630746435412
721 => 1.2936031362034
722 => 1.3054957045868
723 => 1.3412880716993
724 => 1.3123828283421
725 => 1.3061289971192
726 => 1.2193084220983
727 => 1.2335252863942
728 => 1.2562878578553
729 => 1.2196837685178
730 => 1.2429006381025
731 => 1.247484139959
801 => 1.2184399755688
802 => 1.2339537186939
803 => 1.1927538164579
804 => 1.1073249993407
805 => 1.13867665772
806 => 1.1617620311412
807 => 1.1288163568631
808 => 1.1878702028329
809 => 1.1533721651362
810 => 1.1424379433841
811 => 1.099779645998
812 => 1.1199127202958
813 => 1.1471429915615
814 => 1.1303178497781
815 => 1.1652325452863
816 => 1.2146810655352
817 => 1.2499210257748
818 => 1.2526263123457
819 => 1.2299693788056
820 => 1.2662772593982
821 => 1.2665417226701
822 => 1.2255862850396
823 => 1.2005013075317
824 => 1.1948019478627
825 => 1.2090400657412
826 => 1.2263277693473
827 => 1.2535856595795
828 => 1.2700570317701
829 => 1.3130056347024
830 => 1.3246262952229
831 => 1.3373938779708
901 => 1.3544553058987
902 => 1.3749419245865
903 => 1.3301183692015
904 => 1.3318992926185
905 => 1.2901602184683
906 => 1.24555603175
907 => 1.2794050494788
908 => 1.323658137413
909 => 1.3135064301456
910 => 1.3123641556975
911 => 1.3142851444787
912 => 1.3066310887229
913 => 1.2720120782116
914 => 1.2546266278593
915 => 1.2770582943151
916 => 1.2889797267178
917 => 1.3074688287162
918 => 1.3051896566373
919 => 1.3528155978006
920 => 1.371321598403
921 => 1.3665869715325
922 => 1.3674582568218
923 => 1.4009624869506
924 => 1.4382260815242
925 => 1.4731283552068
926 => 1.5086324470843
927 => 1.4658308785777
928 => 1.4440988817238
929 => 1.4665207552159
930 => 1.4546233935303
1001 => 1.5229891627624
1002 => 1.5277226602929
1003 => 1.5960834859018
1004 => 1.6609660496602
1005 => 1.6202144738554
1006 => 1.6586413743481
1007 => 1.7002032002221
1008 => 1.7803827054962
1009 => 1.7533810688689
1010 => 1.732698238382
1011 => 1.7131530635105
1012 => 1.7538234697089
1013 => 1.8061452975575
1014 => 1.8174149181438
1015 => 1.8356760088201
1016 => 1.8164767048339
1017 => 1.8396001517513
1018 => 1.9212360803272
1019 => 1.8991773318057
1020 => 1.8678503627844
1021 => 1.9322940879972
1022 => 1.955616021633
1023 => 2.1193015656808
1024 => 2.3259613265538
1025 => 2.2404028285513
1026 => 2.1872939078856
1027 => 2.1997757640025
1028 => 2.2752409127989
1029 => 2.2994779234482
1030 => 2.2335933735048
1031 => 2.2568649103649
1101 => 2.3850933664714
1102 => 2.4538838191111
1103 => 2.360457144636
1104 => 2.1026966551148
1105 => 1.8650297119799
1106 => 1.9280696875812
1107 => 1.9209229107062
1108 => 2.0586883899669
1109 => 1.8986512379488
1110 => 1.9013458531506
1111 => 2.0419601766263
1112 => 2.0044466858628
1113 => 1.9436796351908
1114 => 1.8654733786986
1115 => 1.7209018803697
1116 => 1.5928508726253
1117 => 1.843988387198
1118 => 1.8331588809056
1119 => 1.8174761509515
1120 => 1.8523763694159
1121 => 2.0218419236792
1122 => 2.0179351941469
1123 => 1.9930825740938
1124 => 2.0119330673631
1125 => 1.9403750525798
1126 => 1.9588171823352
1127 => 1.8649920643218
1128 => 1.9074049361469
1129 => 1.9435492563919
1130 => 1.9508057638069
1201 => 1.9671550455393
1202 => 1.8274522231862
1203 => 1.8901746889634
1204 => 1.9270182613072
1205 => 1.7605576610771
1206 => 1.9237278704523
1207 => 1.8250203078597
1208 => 1.791517478578
1209 => 1.8366246245437
1210 => 1.8190463258927
1211 => 1.8039335369449
1212 => 1.7955003410414
1213 => 1.8286220507446
1214 => 1.827076883398
1215 => 1.7728833376767
1216 => 1.7021900664948
1217 => 1.7259170487309
1218 => 1.7172968136429
1219 => 1.6860559696514
1220 => 1.7071085264678
1221 => 1.6144037207035
1222 => 1.4549099207626
1223 => 1.5602764104308
1224 => 1.5562199151953
1225 => 1.5541744463501
1226 => 1.6333544512198
1227 => 1.6257431207451
1228 => 1.6119284814032
1229 => 1.6858022529663
1230 => 1.6588373326033
1231 => 1.7419368634277
]
'min_raw' => 0.74596406825784
'max_raw' => 2.4538838191111
'avg_raw' => 1.5999239436845
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.745964'
'max' => '$2.45'
'avg' => '$1.59'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.40638199185567
'max_diff' => 1.6221412256375
'year' => 2029
]
4 => [
'items' => [
101 => 1.7966715889694
102 => 1.7827890920892
103 => 1.834267366017
104 => 1.7264636704799
105 => 1.7622717338038
106 => 1.769651726027
107 => 1.6848906620923
108 => 1.6269884285417
109 => 1.6231270096977
110 => 1.5227325161402
111 => 1.5763624442426
112 => 1.6235545616154
113 => 1.6009531996501
114 => 1.5937982836483
115 => 1.6303511977893
116 => 1.6331916722726
117 => 1.5684285530335
118 => 1.5818948563046
119 => 1.6380515795316
120 => 1.5804798509626
121 => 1.4686273866415
122 => 1.4408864290086
123 => 1.437185273893
124 => 1.3619495966294
125 => 1.4427402124461
126 => 1.4074729435882
127 => 1.5188818233436
128 => 1.4552456687251
129 => 1.4525024412875
130 => 1.4483556506716
131 => 1.3835971953041
201 => 1.397775181415
202 => 1.444904966616
203 => 1.4617214049308
204 => 1.4599673126416
205 => 1.444674004957
206 => 1.4516752029006
207 => 1.4291219049452
208 => 1.4211578660309
209 => 1.3960211685357
210 => 1.3590771674078
211 => 1.3642144573554
212 => 1.2910187241972
213 => 1.251137803981
214 => 1.2400992908873
215 => 1.2253381298471
216 => 1.2417666033047
217 => 1.2908113698817
218 => 1.2316529759622
219 => 1.130230059066
220 => 1.1363257491877
221 => 1.1500209550646
222 => 1.1245000295159
223 => 1.1003466152931
224 => 1.1213460493314
225 => 1.0783718224078
226 => 1.1552141850765
227 => 1.1531358145145
228 => 1.1817778954176
301 => 1.1996883764009
302 => 1.1584105163214
303 => 1.1480292461386
304 => 1.1539428894371
305 => 1.0562035385154
306 => 1.173790505241
307 => 1.1748074022121
308 => 1.1661001129691
309 => 1.2287115426601
310 => 1.3608411883029
311 => 1.3111287007094
312 => 1.2918785229453
313 => 1.255283920944
314 => 1.3040440553383
315 => 1.3003000377934
316 => 1.2833681705789
317 => 1.2731277244569
318 => 1.2919960604259
319 => 1.2707897288237
320 => 1.266980488957
321 => 1.2439006398582
322 => 1.2356621837962
323 => 1.2295627589103
324 => 1.222847891428
325 => 1.2376592158532
326 => 1.2040948061136
327 => 1.1636194183273
328 => 1.1602543277826
329 => 1.1695456386383
330 => 1.1654349252414
331 => 1.1602346472684
401 => 1.1503059004065
402 => 1.1473602533067
403 => 1.1569321773563
404 => 1.1461260331822
405 => 1.1620710875522
406 => 1.1577349150437
407 => 1.1335134078967
408 => 1.1033244420411
409 => 1.1030556969215
410 => 1.0965515337478
411 => 1.0882675040385
412 => 1.0859630764863
413 => 1.1195775355689
414 => 1.1891584598738
415 => 1.1754980595023
416 => 1.1853690987448
417 => 1.2339248420913
418 => 1.2493592527791
419 => 1.238404273657
420 => 1.223408422561
421 => 1.224068163904
422 => 1.2753135266518
423 => 1.2785096370676
424 => 1.2865851769839
425 => 1.2969645279236
426 => 1.2401719220036
427 => 1.2213932372724
428 => 1.212494854645
429 => 1.1850912802601
430 => 1.2146436858293
501 => 1.1974247646643
502 => 1.1997481854116
503 => 1.1982350546019
504 => 1.1990613263414
505 => 1.1551927060701
506 => 1.1711761256301
507 => 1.1446005905763
508 => 1.109018932383
509 => 1.1088996501882
510 => 1.1176082106225
511 => 1.1124280181102
512 => 1.0984882532544
513 => 1.1004683310583
514 => 1.0831207659602
515 => 1.102574639549
516 => 1.1031325070343
517 => 1.0956417060429
518 => 1.1256130824238
519 => 1.1378923797814
520 => 1.1329617741004
521 => 1.1375464353428
522 => 1.1760657108108
523 => 1.1823460334258
524 => 1.1851353378766
525 => 1.1813980394246
526 => 1.1382504969875
527 => 1.1401642739721
528 => 1.1261222482701
529 => 1.1142582162641
530 => 1.1147327153257
531 => 1.120832369993
601 => 1.147469919665
602 => 1.2035270725806
603 => 1.2056544005565
604 => 1.2082327841218
605 => 1.1977452023699
606 => 1.1945820473608
607 => 1.1987550652973
608 => 1.2198071845873
609 => 1.2739589509958
610 => 1.2548181000722
611 => 1.2392562903262
612 => 1.2529081929072
613 => 1.250806589512
614 => 1.2330669418776
615 => 1.2325690490522
616 => 1.1985209935334
617 => 1.1859342026448
618 => 1.1754157380733
619 => 1.1639298493527
620 => 1.1571206295087
621 => 1.1675826859242
622 => 1.1699754820099
623 => 1.1471000128119
624 => 1.143982170888
625 => 1.1626627728363
626 => 1.1544421364019
627 => 1.1628972648367
628 => 1.1648589271603
629 => 1.1645430543453
630 => 1.1559597657736
701 => 1.1614304979519
702 => 1.1484905854466
703 => 1.1344203741092
704 => 1.1254444558811
705 => 1.1176117767442
706 => 1.1219578023673
707 => 1.1064650145739
708 => 1.1015085599506
709 => 1.1595771369853
710 => 1.2024730191831
711 => 1.2018492960673
712 => 1.1980525420085
713 => 1.1924113356206
714 => 1.2193944952031
715 => 1.2099941019499
716 => 1.2168336734707
717 => 1.2185746314787
718 => 1.2238439870259
719 => 1.2257273287176
720 => 1.2200345620604
721 => 1.2009289418459
722 => 1.1533195527794
723 => 1.1311572536499
724 => 1.1238433257948
725 => 1.1241091731812
726 => 1.1167759154692
727 => 1.1189358885189
728 => 1.1160247649904
729 => 1.1105118013038
730 => 1.1216173923948
731 => 1.1228972083123
801 => 1.1203050306497
802 => 1.1209155823275
803 => 1.0994534584148
804 => 1.1010851770826
805 => 1.0919995601916
806 => 1.0902961165532
807 => 1.0673284682278
808 => 1.0266379500054
809 => 1.0491844470248
810 => 1.0219514491426
811 => 1.0116379001973
812 => 1.0604606368182
813 => 1.0555601881933
814 => 1.0471727503215
815 => 1.0347659816138
816 => 1.0301641904148
817 => 1.0022051638399
818 => 1.0005531953943
819 => 1.014410443922
820 => 1.0080158005253
821 => 0.99903529935539
822 => 0.96650883445694
823 => 0.92993831876866
824 => 0.93104215276322
825 => 0.94267455338503
826 => 0.9764973270359
827 => 0.96328218423058
828 => 0.95369444649903
829 => 0.95189895142825
830 => 0.97437333136262
831 => 1.0061792874979
901 => 1.0211019304984
902 => 1.0063140444923
903 => 0.98932651728483
904 => 0.99036046935333
905 => 0.99723888924636
906 => 0.9979617139215
907 => 0.98690458005543
908 => 0.9900170984712
909 => 0.985288898383
910 => 0.95627194316931
911 => 0.95574711846326
912 => 0.94862588969221
913 => 0.94841026171517
914 => 0.93629527510185
915 => 0.9346003047277
916 => 0.91054526347982
917 => 0.92637836447455
918 => 0.9157583516024
919 => 0.89975148719628
920 => 0.89699189773931
921 => 0.89690894114794
922 => 0.91334441182363
923 => 0.9261863064305
924 => 0.91594309127313
925 => 0.91361090973818
926 => 0.93851250704701
927 => 0.93534355180636
928 => 0.93259925700553
929 => 1.0033314129768
930 => 0.94734139222658
1001 => 0.92292654738083
1002 => 0.89270854063094
1003 => 0.90254767600112
1004 => 0.90462092639059
1005 => 0.8319520673622
1006 => 0.80247032030472
1007 => 0.79235329571079
1008 => 0.78653080502325
1009 => 0.7891841871438
1010 => 0.76264715692803
1011 => 0.780480480115
1012 => 0.75750165506747
1013 => 0.75364918026869
1014 => 0.79473816598385
1015 => 0.80045545830774
1016 => 0.77606371303052
1017 => 0.79172716216336
1018 => 0.78604737776956
1019 => 0.75789556106968
1020 => 0.75682036874249
1021 => 0.7426947767067
1022 => 0.72059096042428
1023 => 0.71048892325864
1024 => 0.70522769459286
1025 => 0.70739858007966
1026 => 0.70630091394735
1027 => 0.69913789994399
1028 => 0.7067114895253
1029 => 0.68736409776833
1030 => 0.67965981047818
1031 => 0.67617996264733
1101 => 0.65900803886871
1102 => 0.68633620598966
1103 => 0.69172019918367
1104 => 0.69711480050747
1105 => 0.74407112198038
1106 => 0.74172531685678
1107 => 0.76293025272069
1108 => 0.76210626790639
1109 => 0.75605827670082
1110 => 0.73054279665077
1111 => 0.74071281222902
1112 => 0.70941108505049
1113 => 0.7328644673632
1114 => 0.72216132311234
1115 => 0.72924572352559
1116 => 0.71650733280794
1117 => 0.72355728418635
1118 => 0.69299694370295
1119 => 0.66446012775514
1120 => 0.67594417553413
1121 => 0.68842864883005
1122 => 0.71549816792025
1123 => 0.69937578566881
1124 => 0.70517400398119
1125 => 0.68575094324473
1126 => 0.64567562102238
1127 => 0.64590244299399
1128 => 0.63973772775843
1129 => 0.63441051373175
1130 => 0.70122763521305
1201 => 0.69291786993448
1202 => 0.67967734651825
1203 => 0.69740031326835
1204 => 0.70208654697838
1205 => 0.70221995746404
1206 => 0.71515017650893
1207 => 0.72205103673106
1208 => 0.72326734325525
1209 => 0.74361332229826
1210 => 0.75043302610352
1211 => 0.77852242091679
1212 => 0.72146554695484
1213 => 0.72029049818291
1214 => 0.69764971175579
1215 => 0.68329056706705
1216 => 0.69863289467742
1217 => 0.71222410250364
1218 => 0.6980720284683
1219 => 0.69991999057073
1220 => 0.68092198744522
1221 => 0.68771287962346
1222 => 0.69356211079932
1223 => 0.69033250914592
1224 => 0.68549763915631
1225 => 0.71110977845398
1226 => 0.70966464118002
1227 => 0.73351525411455
1228 => 0.75210851247071
1229 => 0.78543095538744
1230 => 0.75065724906559
1231 => 0.74938995699426
]
'min_raw' => 0.63441051373175
'max_raw' => 1.834267366017
'avg_raw' => 1.2343389398744
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.63441'
'max' => '$1.83'
'avg' => '$1.23'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.11155355452609
'max_diff' => -0.61961645309415
'year' => 2030
]
5 => [
'items' => [
101 => 0.76177794027158
102 => 0.75043112956783
103 => 0.757601922254
104 => 0.78427562982567
105 => 0.78483920323478
106 => 0.77539862250884
107 => 0.77482416231371
108 => 0.77663732911076
109 => 0.78725710367434
110 => 0.78354622812912
111 => 0.78784054725792
112 => 0.79321065908545
113 => 0.81542371848432
114 => 0.82077921190343
115 => 0.80776813939997
116 => 0.80894289356823
117 => 0.80407639529001
118 => 0.7993754189303
119 => 0.80994252726447
120 => 0.82925412544221
121 => 0.82913398899222
122 => 0.83361390440563
123 => 0.83640485459456
124 => 0.82442405328326
125 => 0.81662499217589
126 => 0.81961564847161
127 => 0.82439777301649
128 => 0.81806486993357
129 => 0.77897525841972
130 => 0.79083254949897
131 => 0.78885891647147
201 => 0.78604822303833
202 => 0.79797082090824
203 => 0.79682085725832
204 => 0.76237498132718
205 => 0.76458009454492
206 => 0.76250908156551
207 => 0.76920094819136
208 => 0.7500697468092
209 => 0.75595437550374
210 => 0.75964515945599
211 => 0.76181905955781
212 => 0.76967267738282
213 => 0.76875114597717
214 => 0.76961539369676
215 => 0.78126023565301
216 => 0.84015585024055
217 => 0.8433614085967
218 => 0.82757606687312
219 => 0.83388199953959
220 => 0.82177598777585
221 => 0.82990283457608
222 => 0.83546301675727
223 => 0.81033762264202
224 => 0.80884985986497
225 => 0.79669388228433
226 => 0.8032258160864
227 => 0.79283303974465
228 => 0.79538306353503
301 => 0.78825297471004
302 => 0.8010857150085
303 => 0.81543471266842
304 => 0.8190598361364
305 => 0.80952369700592
306 => 0.80261890381325
307 => 0.79049636154721
308 => 0.81065641950411
309 => 0.81655183481734
310 => 0.81062545339723
311 => 0.80925218132819
312 => 0.80664983323882
313 => 0.80980428177745
314 => 0.81651972711944
315 => 0.81335284711096
316 => 0.81544462714981
317 => 0.80747291867593
318 => 0.82442801942702
319 => 0.85135679988695
320 => 0.85144338031943
321 => 0.84827648324028
322 => 0.84698065718725
323 => 0.85023008577383
324 => 0.85199276748352
325 => 0.86250082368925
326 => 0.87377638665742
327 => 0.92639451911635
328 => 0.91161955807674
329 => 0.95830549546101
330 => 0.99522801052172
331 => 1.0062994583625
401 => 0.99611424730085
402 => 0.9612711904532
403 => 0.95956162385668
404 => 1.0116318611462
405 => 0.99691963414397
406 => 0.99516966155597
407 => 0.97655290984501
408 => 0.98755771583574
409 => 0.98515080333481
410 => 0.98135137420189
411 => 1.0023477774308
412 => 1.0416511699134
413 => 1.0355253676101
414 => 1.0309527403585
415 => 1.0109168188137
416 => 1.0229829187688
417 => 1.0186864116857
418 => 1.0371469327454
419 => 1.0262113290202
420 => 0.99680817455456
421 => 1.0014907238173
422 => 1.0007829659162
423 => 1.0153485733681
424 => 1.0109763395517
425 => 0.99992921709169
426 => 1.0415168351908
427 => 1.0388163665939
428 => 1.0426450136512
429 => 1.0443305024906
430 => 1.0696441527715
501 => 1.0800143453451
502 => 1.0823685606151
503 => 1.0922194415006
504 => 1.0821234617247
505 => 1.1225145791396
506 => 1.1493723153335
507 => 1.1805689580091
508 => 1.2261556378253
509 => 1.2432966511366
510 => 1.2402002805051
511 => 1.2747635808682
512 => 1.3368730633215
513 => 1.252754382687
514 => 1.3413315576513
515 => 1.3132890467303
516 => 1.2468007577997
517 => 1.2425196958381
518 => 1.2875463370467
519 => 1.3874110935939
520 => 1.3623961047355
521 => 1.3874520091543
522 => 1.3582229657271
523 => 1.3567714973592
524 => 1.3860324197555
525 => 1.4544021598642
526 => 1.4219222591399
527 => 1.3753543570533
528 => 1.4097393712773
529 => 1.3799518897736
530 => 1.3128323569547
531 => 1.362376976245
601 => 1.3292479002751
602 => 1.3389167258817
603 => 1.4085491159921
604 => 1.4001707625896
605 => 1.4110131277071
606 => 1.3918766370688
607 => 1.374000137265
608 => 1.3406323228549
609 => 1.3307537580214
610 => 1.3334838379479
611 => 1.3307524051294
612 => 1.312083419633
613 => 1.3080518539925
614 => 1.3013324012981
615 => 1.3034150406599
616 => 1.2907805037492
617 => 1.3146244853281
618 => 1.3190501384216
619 => 1.3364017997917
620 => 1.3382033068371
621 => 1.3865274367674
622 => 1.3599113180558
623 => 1.3777677084126
624 => 1.3761704647883
625 => 1.248241760631
626 => 1.2658692073394
627 => 1.2932919826201
628 => 1.2809380595268
629 => 1.2634725026457
630 => 1.2493681290203
701 => 1.2279985607316
702 => 1.2580758177318
703 => 1.2976242123273
704 => 1.3392063193888
705 => 1.3891644964557
706 => 1.3780144129117
707 => 1.3382723860187
708 => 1.3400551843136
709 => 1.3510757418671
710 => 1.3368031185121
711 => 1.33259384325
712 => 1.3504974520839
713 => 1.3506207443983
714 => 1.3341983663242
715 => 1.3159478983583
716 => 1.3158714282312
717 => 1.3126239337352
718 => 1.3588006877835
719 => 1.3841932335137
720 => 1.3871044479595
721 => 1.3839972855861
722 => 1.3851931090648
723 => 1.370417746191
724 => 1.4041898442227
725 => 1.435182461091
726 => 1.4268757777096
727 => 1.4144228784563
728 => 1.4045035443881
729 => 1.4245390978441
730 => 1.4236469461876
731 => 1.43491176762
801 => 1.4344007302511
802 => 1.4306127944947
803 => 1.4268759129887
804 => 1.4416922257621
805 => 1.4374253656261
806 => 1.4331518778777
807 => 1.4245807439601
808 => 1.425745703411
809 => 1.4132949543263
810 => 1.4075346680922
811 => 1.3209137839908
812 => 1.2977658533398
813 => 1.3050486635422
814 => 1.3074463537589
815 => 1.2973723446747
816 => 1.3118158859008
817 => 1.3095648753002
818 => 1.31832224075
819 => 1.3128510190176
820 => 1.3130755598659
821 => 1.3291652563934
822 => 1.3338361637458
823 => 1.3314605025675
824 => 1.3331243342239
825 => 1.3714666324854
826 => 1.3660155837902
827 => 1.3631198228144
828 => 1.3639219683947
829 => 1.3737192476686
830 => 1.3764619509537
831 => 1.3648409244085
901 => 1.3703214677076
902 => 1.3936569254906
903 => 1.4018230150422
904 => 1.4278852529454
905 => 1.4168135510648
906 => 1.4371361390387
907 => 1.4996008459896
908 => 1.549501976131
909 => 1.5036108346016
910 => 1.5952479052356
911 => 1.6666005092813
912 => 1.663861877494
913 => 1.6514199005632
914 => 1.5701868578643
915 => 1.4954350008564
916 => 1.557968103375
917 => 1.5581275131134
918 => 1.5527558641492
919 => 1.5193930137724
920 => 1.5515949092743
921 => 1.5541509787991
922 => 1.5527202595789
923 => 1.5271410404184
924 => 1.4880863005902
925 => 1.4957175032688
926 => 1.5082175689286
927 => 1.4845523368476
928 => 1.4769898612708
929 => 1.491049942188
930 => 1.5363544524375
1001 => 1.527789897206
1002 => 1.5275662420568
1003 => 1.5642090412738
1004 => 1.5379807050454
1005 => 1.495813757173
1006 => 1.4851660467215
1007 => 1.447373847776
1008 => 1.4734770541989
1009 => 1.4744164621274
1010 => 1.4601200027379
1011 => 1.4969738360602
1012 => 1.4966342214981
1013 => 1.5316214512685
1014 => 1.5985038939861
1015 => 1.5787234645894
1016 => 1.5557209773056
1017 => 1.5582219854631
1018 => 1.5856518719372
1019 => 1.5690671364116
1020 => 1.5750311229395
1021 => 1.5856428447293
1022 => 1.5920451599593
1023 => 1.5573007908276
1024 => 1.5492002163677
1025 => 1.532629283938
1026 => 1.5283062369782
1027 => 1.5418029156783
1028 => 1.5382470176856
1029 => 1.4743375085286
1030 => 1.4676586092325
1031 => 1.4678634415386
1101 => 1.4510690316943
1102 => 1.4254535255616
1103 => 1.4927695462561
1104 => 1.4873631277072
1105 => 1.4813948600528
1106 => 1.482125938786
1107 => 1.5113455418178
1108 => 1.494396696434
1109 => 1.539457979748
1110 => 1.5301947345648
1111 => 1.5206939220961
1112 => 1.5193806204111
1113 => 1.5157236181819
1114 => 1.5031823968273
1115 => 1.488038118431
1116 => 1.4780385540589
1117 => 1.363412437297
1118 => 1.3846863778185
1119 => 1.4091601072079
1120 => 1.4176083405208
1121 => 1.4031570528392
1122 => 1.5037530217466
1123 => 1.5221328746328
1124 => 1.4664591013522
1125 => 1.4560448115166
1126 => 1.5044357808544
1127 => 1.4752501107883
1128 => 1.488392416232
1129 => 1.4599859403194
1130 => 1.5177057062975
1201 => 1.5172659783878
1202 => 1.4948116857623
1203 => 1.513789900129
1204 => 1.5104919683518
1205 => 1.4851411272802
1206 => 1.5185093731769
1207 => 1.5185259234106
1208 => 1.496914154957
1209 => 1.4716763408276
1210 => 1.4671644157518
1211 => 1.4637652862991
1212 => 1.4875564387571
1213 => 1.5088875116579
1214 => 1.5485793499049
1215 => 1.558558821095
1216 => 1.597509361521
1217 => 1.5743162111647
1218 => 1.5845974343161
1219 => 1.5957591564147
1220 => 1.6011104964475
1221 => 1.5923907750328
1222 => 1.6528969969964
1223 => 1.6580055759929
1224 => 1.6597184383414
1225 => 1.6393160807296
1226 => 1.6574381495201
1227 => 1.6489594336729
1228 => 1.6710186968523
1229 => 1.6744778709856
1230 => 1.6715480735583
1231 => 1.6726460700276
]
'min_raw' => 0.7500697468092
'max_raw' => 1.6744778709856
'avg_raw' => 1.2122738088974
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.750069'
'max' => '$1.67'
'avg' => '$1.21'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.11565923307744
'max_diff' => -0.15978949503138
'year' => 2031
]
6 => [
'items' => [
101 => 1.6210146836106
102 => 1.6183373238476
103 => 1.5818313335026
104 => 1.5967077944069
105 => 1.5688969637937
106 => 1.5777160646644
107 => 1.5816034402967
108 => 1.579572895873
109 => 1.5975488871859
110 => 1.5822656223176
111 => 1.5419305735286
112 => 1.5015845354826
113 => 1.5010780238401
114 => 1.4904556241893
115 => 1.4827775748313
116 => 1.4842566395311
117 => 1.4894690564505
118 => 1.4824746196843
119 => 1.4839672373953
120 => 1.5087546366582
121 => 1.5137255728047
122 => 1.4968323895087
123 => 1.4290038209004
124 => 1.4123585200288
125 => 1.4243228322047
126 => 1.418604661585
127 => 1.1449246794534
128 => 1.2092217317027
129 => 1.1710186065777
130 => 1.1886243642766
131 => 1.1496288661753
201 => 1.1682395617984
202 => 1.1648028458706
203 => 1.2681906031993
204 => 1.2665763455738
205 => 1.2673490052745
206 => 1.2304679446058
207 => 1.289220475681
208 => 1.3181640851613
209 => 1.3128073933558
210 => 1.3141555572778
211 => 1.2909896344159
212 => 1.2675733020461
213 => 1.2416009857002
214 => 1.2898543391955
215 => 1.284489389999
216 => 1.2967946532079
217 => 1.3280904021705
218 => 1.3326988200863
219 => 1.338892580499
220 => 1.3366725582929
221 => 1.3895624939349
222 => 1.3831571737496
223 => 1.3985921524597
224 => 1.3668412301983
225 => 1.3309120478344
226 => 1.3377410107883
227 => 1.3370833267408
228 => 1.3287102539613
229 => 1.3211514182414
301 => 1.3085680864565
302 => 1.3483836102067
303 => 1.3467671726541
304 => 1.3729354177271
305 => 1.3683099262257
306 => 1.3374197619294
307 => 1.3385230101903
308 => 1.3459428849484
309 => 1.3716231562048
310 => 1.3792468091599
311 => 1.375715229361
312 => 1.3840742167933
313 => 1.3906808196364
314 => 1.3849039043933
315 => 1.4666928417988
316 => 1.4327283726832
317 => 1.4492824186069
318 => 1.4532304610176
319 => 1.443117633401
320 => 1.4453107435978
321 => 1.4486327079593
322 => 1.4688030250546
323 => 1.5217357734412
324 => 1.5451793273762
325 => 1.6157104160743
326 => 1.5432326665719
327 => 1.5389321368592
328 => 1.5516369157686
329 => 1.5930461313083
330 => 1.6266044111334
331 => 1.637737628575
401 => 1.6392090670493
402 => 1.660095723092
403 => 1.6720675648226
404 => 1.6575595336748
405 => 1.6452654963313
406 => 1.6012297805586
407 => 1.6063270345646
408 => 1.641442059962
409 => 1.6910441016006
410 => 1.7336078135393
411 => 1.7187034851135
412 => 1.8324129901864
413 => 1.8436868231527
414 => 1.8421291439634
415 => 1.8678126132319
416 => 1.8168361570814
417 => 1.7950427344548
418 => 1.6479236067482
419 => 1.6892580807225
420 => 1.7493401661327
421 => 1.7413880768324
422 => 1.6977548604088
423 => 1.733574713832
424 => 1.7217315500999
425 => 1.7123903554911
426 => 1.7551841788737
427 => 1.7081306121911
428 => 1.748870770811
429 => 1.696621095978
430 => 1.7187715668303
501 => 1.7061978882768
502 => 1.714334599273
503 => 1.6667675530497
504 => 1.692433576567
505 => 1.6656997620893
506 => 1.6656870867804
507 => 1.6650969363441
508 => 1.6965491505212
509 => 1.6975748060964
510 => 1.6743315722978
511 => 1.6709818591799
512 => 1.6833675042326
513 => 1.6688671576814
514 => 1.6756517785686
515 => 1.6690726569365
516 => 1.6675915580796
517 => 1.6557899103997
518 => 1.6507054360862
519 => 1.6526991894753
520 => 1.6458934813079
521 => 1.6417927959639
522 => 1.6642812068164
523 => 1.6522665560778
524 => 1.6624397892764
525 => 1.6508461060822
526 => 1.610657349004
527 => 1.5875443698199
528 => 1.511631533199
529 => 1.5331603194951
530 => 1.5474339270826
531 => 1.54271649986
601 => 1.552851358936
602 => 1.5534735569713
603 => 1.5501786109731
604 => 1.5463634856158
605 => 1.5445064935816
606 => 1.5583469907998
607 => 1.5663818652847
608 => 1.5488664745602
609 => 1.5447628635798
610 => 1.5624718906535
611 => 1.5732743869383
612 => 1.6530339501069
613 => 1.6471251040473
614 => 1.6619551481043
615 => 1.660285512729
616 => 1.675829761512
617 => 1.7012380387824
618 => 1.6495759068256
619 => 1.6585426665912
620 => 1.6563442241694
621 => 1.680346242068
622 => 1.680421173748
623 => 1.666030765028
624 => 1.6738320390528
625 => 1.669477581909
626 => 1.6773466745081
627 => 1.6470461878058
628 => 1.6839489098738
629 => 1.7048703753276
630 => 1.7051608698957
701 => 1.7150774784777
702 => 1.7251533271283
703 => 1.7444930411917
704 => 1.7246139529998
705 => 1.6888534085327
706 => 1.6914352043374
707 => 1.6704688102006
708 => 1.6708212590739
709 => 1.6689398593662
710 => 1.6745860815143
711 => 1.6482852160527
712 => 1.6544579766071
713 => 1.6458160756833
714 => 1.6585238807863
715 => 1.6448523831709
716 => 1.6563431640139
717 => 1.6613022041003
718 => 1.6796011687797
719 => 1.6421496112093
720 => 1.5657833500757
721 => 1.5818364640174
722 => 1.5580926475527
723 => 1.5602902281656
724 => 1.564729690746
725 => 1.5503399400212
726 => 1.5530850509863
727 => 1.5529869763056
728 => 1.5521418216913
729 => 1.5483984917693
730 => 1.542969922787
731 => 1.5645956707869
801 => 1.5682703067774
802 => 1.5764385673933
803 => 1.6007417704021
804 => 1.5983133073125
805 => 1.6022742313676
806 => 1.593627556395
807 => 1.5606913226183
808 => 1.5624799185734
809 => 1.5401760983533
810 => 1.5758682085645
811 => 1.5674158457536
812 => 1.5619665524636
813 => 1.5604796623021
814 => 1.5848431082503
815 => 1.5921330331283
816 => 1.587590441153
817 => 1.5782734524831
818 => 1.5961648250497
819 => 1.6009518015721
820 => 1.6020234290786
821 => 1.6337235109361
822 => 1.6037951115104
823 => 1.6109991747149
824 => 1.6672032193456
825 => 1.6162339064935
826 => 1.6432334882626
827 => 1.641911999234
828 => 1.655724071651
829 => 1.6407790061516
830 => 1.64096426815
831 => 1.6532284527455
901 => 1.6360056173385
902 => 1.6317410010864
903 => 1.625849464278
904 => 1.6387134193617
905 => 1.6464247786477
906 => 1.7085726711238
907 => 1.7487230439515
908 => 1.746980010378
909 => 1.7629080744179
910 => 1.7557323356836
911 => 1.7325599824462
912 => 1.772112363855
913 => 1.7595963354353
914 => 1.7606281416113
915 => 1.7605897377339
916 => 1.7689118024628
917 => 1.7630148568963
918 => 1.7513913718758
919 => 1.7591075836777
920 => 1.7820219741333
921 => 1.8531489452068
922 => 1.8929525405266
923 => 1.8507527187897
924 => 1.8798615907457
925 => 1.8624066401237
926 => 1.8592345563559
927 => 1.877517079073
928 => 1.8958316029258
929 => 1.8946650469323
930 => 1.8813696430763
1001 => 1.8738594067964
1002 => 1.9307294320213
1003 => 1.9726302978514
1004 => 1.9697729397088
1005 => 1.9823843892878
1006 => 2.0194119953091
1007 => 2.0227973355586
1008 => 2.0223708604984
1009 => 2.0139799414662
1010 => 2.0504384282364
1011 => 2.0808527393262
1012 => 2.0120376861472
1013 => 2.0382415575426
1014 => 2.050005319648
1015 => 2.0672780125696
1016 => 2.0964199407679
1017 => 2.128075804306
1018 => 2.1325522904992
1019 => 2.1293760093255
1020 => 2.1084981163669
1021 => 2.1431363399832
1022 => 2.1634265990114
1023 => 2.1755089839283
1024 => 2.2061479017605
1025 => 2.0500779686379
1026 => 1.9396039127947
1027 => 1.92235179371
1028 => 1.9574346562747
1029 => 1.9666857273524
1030 => 1.9629566322008
1031 => 1.8386080384876
1101 => 1.9216971240987
1102 => 2.0110939938875
1103 => 2.0145280917363
1104 => 2.0592820339529
1105 => 2.0738557520648
1106 => 2.1098885415825
1107 => 2.1076346807875
1108 => 2.1164080916281
1109 => 2.1143912364102
1110 => 2.1811343913927
1111 => 2.2547620027929
1112 => 2.2522125127316
1113 => 2.2416276724704
1114 => 2.2573479652417
1115 => 2.333339550621
1116 => 2.3263434631796
1117 => 2.3331395662036
1118 => 2.422737928064
1119 => 2.5392285437007
1120 => 2.4851069572709
1121 => 2.6025352267567
1122 => 2.676450097793
1123 => 2.8042782243098
1124 => 2.7882735133031
1125 => 2.83803606491
1126 => 2.7596217403171
1127 => 2.5795666009022
1128 => 2.5510721858664
1129 => 2.6081187263616
1130 => 2.748362079649
1201 => 2.6037019640828
1202 => 2.6329665170561
1203 => 2.6245383238311
1204 => 2.6240892212316
1205 => 2.6412296408203
1206 => 2.6163665682228
1207 => 2.5150699376794
1208 => 2.5614935865126
1209 => 2.5435671862514
1210 => 2.5634578638429
1211 => 2.6707996472649
1212 => 2.6233412861055
1213 => 2.5733477578283
1214 => 2.63605073674
1215 => 2.7158931759758
1216 => 2.710896779619
1217 => 2.7012016823553
1218 => 2.755852438012
1219 => 2.8461194751878
1220 => 2.870518292614
1221 => 2.8885290008263
1222 => 2.8910123731953
1223 => 2.9165926520039
1224 => 2.7790410457898
1225 => 2.9973389774274
1226 => 3.0350329998626
1227 => 3.0279480859019
1228 => 3.0698434054317
1229 => 3.0575167396444
1230 => 3.0396573349131
1231 => 3.1060703277578
]
'min_raw' => 1.1449246794534
'max_raw' => 3.1060703277578
'avg_raw' => 2.1254975036056
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$1.14'
'max' => '$3.10'
'avg' => '$2.12'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.3948549326442
'max_diff' => 1.4315924567722
'year' => 2032
]
7 => [
'items' => [
101 => 3.0299331907136
102 => 2.9218661100783
103 => 2.8625783723173
104 => 2.9406532480063
105 => 2.988330850152
106 => 3.0198427123053
107 => 3.0293781827528
108 => 2.789718785421
109 => 2.6605556623786
110 => 2.7433477433905
111 => 2.8443597962293
112 => 2.778479918736
113 => 2.7810622852067
114 => 2.6871348928285
115 => 2.8526702862805
116 => 2.8285531718263
117 => 2.9536728042769
118 => 2.9238119998448
119 => 3.0258422029921
120 => 2.998974231099
121 => 3.1105016802594
122 => 3.1549929992146
123 => 3.2297008482613
124 => 3.2846562461357
125 => 3.3169271068968
126 => 3.3149896854616
127 => 3.4428629130761
128 => 3.3674605383021
129 => 3.2727373846108
130 => 3.2710241416083
131 => 3.3200826051425
201 => 3.422895686178
202 => 3.449553622221
203 => 3.4644517717265
204 => 3.4416347371505
205 => 3.3597908634702
206 => 3.324451093773
207 => 3.3545616014467
208 => 3.3177390379871
209 => 3.3813051131049
210 => 3.4685949112227
211 => 3.4505699130926
212 => 3.5108247793826
213 => 3.573182226996
214 => 3.6623561777312
215 => 3.6856695505553
216 => 3.7242056693052
217 => 3.7638719939545
218 => 3.7766117483944
219 => 3.8009358925339
220 => 3.8008076922875
221 => 3.8741101378555
222 => 3.9549650053048
223 => 3.9854858459724
224 => 4.0556668361586
225 => 3.9354843499
226 => 4.0266441462841
227 => 4.1088725645002
228 => 4.0108364544232
301 => 4.1459563926803
302 => 4.1512027936945
303 => 4.2304172201942
304 => 4.1501182232889
305 => 4.10243693525
306 => 4.2400910272237
307 => 4.3066975062665
308 => 4.2866350927173
309 => 4.1339591350044
310 => 4.0450951790356
311 => 3.8125210656883
312 => 4.0880151494022
313 => 4.2222002813066
314 => 4.1336116279295
315 => 4.1782905917987
316 => 4.4220445314663
317 => 4.5148502497929
318 => 4.4955473091419
319 => 4.4988091883585
320 => 4.5488854694246
321 => 4.7709512771833
322 => 4.6378842977291
323 => 4.7396090175972
324 => 4.7935634422195
325 => 4.8436793187215
326 => 4.7206105653181
327 => 4.5604999253795
328 => 4.5097861647235
329 => 4.1248032322427
330 => 4.1047631987109
331 => 4.0935141206144
401 => 4.0225902744294
402 => 3.9668635590044
403 => 3.9225476058982
404 => 3.8062493110837
405 => 3.8454965716113
406 => 3.6601413630176
407 => 3.7787250568906
408 => 3.4828936684169
409 => 3.729270839415
410 => 3.5951789466361
411 => 3.6852180462472
412 => 3.6849039083109
413 => 3.5191133790042
414 => 3.4234888616603
415 => 3.4844245258737
416 => 3.5497523949896
417 => 3.5603516219644
418 => 3.645050909505
419 => 3.6686886600525
420 => 3.5970651723525
421 => 3.4767632204389
422 => 3.504706620073
423 => 3.4229225895586
424 => 3.2795992218593
425 => 3.3825365667268
426 => 3.4176839021002
427 => 3.4332069677006
428 => 3.2922648963683
429 => 3.2479778375545
430 => 3.2243997790464
501 => 3.4585693689046
502 => 3.471397707645
503 => 3.4057661129048
504 => 3.7024271445736
505 => 3.635283616459
506 => 3.7102993879268
507 => 3.5021710494451
508 => 3.5101218322571
509 => 3.4115905414152
510 => 3.4667614804234
511 => 3.4277684389748
512 => 3.4623042137614
513 => 3.4830048147722
514 => 3.5815199375987
515 => 3.7303957238706
516 => 3.5668050634382
517 => 3.4955262700264
518 => 3.539747232572
519 => 3.657513483201
520 => 3.8359353812475
521 => 3.7303060265286
522 => 3.7771825404501
523 => 3.787422973351
524 => 3.7095357977926
525 => 3.8388071925074
526 => 3.9080847831341
527 => 3.9791492561395
528 => 4.0408525468688
529 => 3.9507645428799
530 => 4.0471716207562
531 => 3.9694845341281
601 => 3.8997911862792
602 => 3.8998968823198
603 => 3.8561772271568
604 => 3.7714648862476
605 => 3.7558426308635
606 => 3.8371115762452
607 => 3.9022815742435
608 => 3.9076492874219
609 => 3.9437307468692
610 => 3.9650833829015
611 => 4.1743682435192
612 => 4.2585443457548
613 => 4.3614732901965
614 => 4.4015699148139
615 => 4.522246379477
616 => 4.4247903333983
617 => 4.4037051048019
618 => 4.1109834745001
619 => 4.1589166250634
620 => 4.2356622239764
621 => 4.112248981159
622 => 4.1905262779139
623 => 4.2059798744332
624 => 4.1080554463927
625 => 4.1603611144739
626 => 4.0214527676
627 => 3.7334235462398
628 => 3.8391278513683
629 => 3.9169617996273
630 => 3.8058831586051
701 => 4.0049873233004
702 => 3.8886747806296
703 => 3.8518092885897
704 => 3.707983860645
705 => 3.7758639262865
706 => 3.8676726870155
707 => 3.810945546799
708 => 3.9286628803712
709 => 4.0953820187757
710 => 4.214196005099
711 => 4.2233170676498
712 => 4.1469276343628
713 => 4.2693421887161
714 => 4.2702338451016
715 => 4.1321497277128
716 => 4.0475739746678
717 => 4.0283581856271
718 => 4.0763629941282
719 => 4.1346496938251
720 => 4.2265515738282
721 => 4.2820859551632
722 => 4.426890168525
723 => 4.4660700367985
724 => 4.5091168334373
725 => 4.5666406288872
726 => 4.6357126941232
727 => 4.4845869476617
728 => 4.4905914553023
729 => 4.3498652526757
730 => 4.1994791229904
731 => 4.3136034495258
801 => 4.462805825148
802 => 4.4285786353263
803 => 4.4247273772733
804 => 4.4312041250685
805 => 4.4053979416985
806 => 4.2886775307376
807 => 4.2300612710614
808 => 4.3056912006463
809 => 4.3458851423198
810 => 4.4082224405753
811 => 4.4005380527846
812 => 4.5611122385537
813 => 4.6235065116323
814 => 4.6075433865773
815 => 4.6104809857615
816 => 4.7234428368312
817 => 4.8490796475973
818 => 4.9667551001172
819 => 5.0864596246986
820 => 4.9421511481686
821 => 4.8688802034961
822 => 4.9444771154197
823 => 4.9043643298494
824 => 5.1348642939611
825 => 5.1508236113675
826 => 5.3813069077082
827 => 5.6000630013759
828 => 5.4626662183657
829 => 5.5922251962573
830 => 5.7323537939455
831 => 6.0026845939316
901 => 5.9116466908485
902 => 5.8419130838326
903 => 5.776015162153
904 => 5.9131382761679
905 => 6.0895449717527
906 => 6.1275412843794
907 => 6.1891098265432
908 => 6.1243780327011
909 => 6.2023403484107
910 => 6.4775815812427
911 => 6.4032089705099
912 => 6.2975879072756
913 => 6.5148644261475
914 => 6.5934959536862
915 => 7.1453731936032
916 => 7.8421410059101
917 => 7.5536745563909
918 => 7.3746141224202
919 => 7.4166975717736
920 => 7.6711335897492
921 => 7.7528503633274
922 => 7.5307160032808
923 => 7.6091776145716
924 => 8.0415088069595
925 => 8.2734406208303
926 => 7.9584460649954
927 => 7.089388578312
928 => 6.2880778861564
929 => 6.5006215652068
930 => 6.4765257080008
1001 => 6.9410116398069
1002 => 6.4014352083406
1003 => 6.4105202916256
1004 => 6.8846113006024
1005 => 6.7581319473849
1006 => 6.5532515934243
1007 => 6.2895737394745
1008 => 5.8021408391989
1009 => 5.3704079263528
1010 => 6.2171355905958
1011 => 6.1806231540393
1012 => 6.1277477350656
1013 => 6.2454162582737
1014 => 6.8167812061796
1015 => 6.8036093948025
1016 => 6.7198170511387
1017 => 6.7833728052959
1018 => 6.542109962433
1019 => 6.6042888904916
1020 => 6.2879509544488
1021 => 6.4309489129793
1022 => 6.5528120122011
1023 => 6.5772778335839
1024 => 6.6324005784152
1025 => 6.161382759112
1026 => 6.3728559316225
1027 => 6.4970766081158
1028 => 5.9358430725322
1029 => 6.4859828256207
1030 => 6.153183386798
1031 => 6.0402262587817
1101 => 6.1923081506856
1102 => 6.1330416895062
1103 => 6.0820878664275
1104 => 6.0536547576517
1105 => 6.1653269144
1106 => 6.1601172748106
1107 => 5.9773999517388
1108 => 5.7390526523025
1109 => 5.8190498294767
1110 => 5.7899861050318
1111 => 5.6846554183482
1112 => 5.7556355834973
1113 => 5.4430748584203
1114 => 4.905330376418
1115 => 5.2605808527877
1116 => 5.2469040958856
1117 => 5.240007654864
1118 => 5.5069685694538
1119 => 5.4813064373522
1120 => 5.4347294163035
1121 => 5.6837999948305
1122 => 5.5928858831961
1123 => 5.8730617531947
1124 => 6.0576037018149
1125 => 6.0107978943382
1126 => 6.1843604889841
1127 => 5.8208928028672
1128 => 5.9416221884027
1129 => 5.9665043474379
1130 => 5.6807265025537
1201 => 5.485505079533
1202 => 5.4724860363047
1203 => 5.1339989919559
1204 => 5.314816038875
1205 => 5.4739275574461
1206 => 5.3977254876032
1207 => 5.373602188763
1208 => 5.4968428908323
1209 => 5.5064197488683
1210 => 5.2880663707372
1211 => 5.3334689524028
1212 => 5.5228052654998
1213 => 5.3286981630997
1214 => 4.9515797703515
1215 => 4.8580491948803
1216 => 4.8455704920019
1217 => 4.5919081533204
1218 => 4.8642993551671
1219 => 4.7453932959307
1220 => 5.1210161123453
1221 => 4.9064623741148
1222 => 4.8972133912828
1223 => 4.8832321972015
1224 => 4.664894543639
1225 => 4.7126966136875
1226 => 4.8715979749892
1227 => 4.9282957708537
1228 => 4.9223817262337
1229 => 4.8708192716305
1230 => 4.8944242993054
1231 => 4.8183842806279
]
'min_raw' => 2.6605556623786
'max_raw' => 8.2734406208303
'avg_raw' => 5.4669981416045
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$2.66'
'max' => '$8.27'
'avg' => '$5.46'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 1.5156309829252
'max_diff' => 5.1673702930725
'year' => 2033
]
8 => [
'items' => [
101 => 4.7915329673968
102 => 4.7067828368037
103 => 4.5822235576531
104 => 4.5995442893855
105 => 4.3527597646798
106 => 4.2182984577741
107 => 4.1810813401941
108 => 4.1313130551558
109 => 4.1867028004176
110 => 4.3520606551281
111 => 4.1526039997213
112 => 3.8106495542839
113 => 3.8312015991167
114 => 3.8773759418992
115 => 3.7913303595979
116 => 3.7098954372081
117 => 3.780696495202
118 => 3.6358058887643
119 => 3.8948852794641
120 => 3.8878779080073
121 => 3.9844466834981
122 => 4.0448331206033
123 => 3.905661933417
124 => 3.8706607561986
125 => 3.890599017457
126 => 3.5610639718809
127 => 3.9575166398559
128 => 3.9609451789916
129 => 3.9315879453852
130 => 4.142686751979
131 => 4.5881710772609
201 => 4.4205619545244
202 => 4.3556586361883
203 => 4.2322773805873
204 => 4.3966755780215
205 => 4.38405236147
206 => 4.3269653890111
207 => 4.2924390099457
208 => 4.3560549220102
209 => 4.2845562944348
210 => 4.2717131762714
211 => 4.1938978536514
212 => 4.1661213238477
213 => 4.1455566869965
214 => 4.1229170424628
215 => 4.1728544568562
216 => 4.0596897060268
217 => 3.923224110204
218 => 3.9118784724895
219 => 3.9432047757378
220 => 3.9293452185194
221 => 3.9118121182617
222 => 3.878336655014
223 => 3.8684052001585
224 => 3.9006776103819
225 => 3.864243940838
226 => 3.9180038048947
227 => 3.9033840965402
228 => 3.8217195941027
301 => 3.7199353879943
302 => 3.7190292950604
303 => 3.6971000548139
304 => 3.6691698702766
305 => 3.6614003318944
306 => 3.7747338275779
307 => 4.0093307718567
308 => 3.9632737782657
309 => 3.9965546762458
310 => 4.1602637549924
311 => 4.2123019482221
312 => 4.1753664712598
313 => 4.1248069123127
314 => 4.1270312763123
315 => 4.2998085946537
316 => 4.3105845040657
317 => 4.3378117507096
318 => 4.3728064570661
319 => 4.1813262210737
320 => 4.1180125744166
321 => 4.0880110561231
322 => 3.9956179918278
323 => 4.0952559904876
324 => 4.0372011955931
325 => 4.0450347708585
326 => 4.0399331446903
327 => 4.0427189775486
328 => 3.8948128614944
329 => 3.9487020764679
330 => 3.8591008045892
331 => 3.7391347597585
401 => 3.7387325915107
402 => 3.7680941110272
403 => 3.7506287303024
404 => 3.7036298398479
405 => 3.7103058104085
406 => 3.6518172835117
407 => 3.7174073765427
408 => 3.7192882657182
409 => 3.6940325071847
410 => 3.7950830951877
411 => 3.8364836035419
412 => 3.8198597222444
413 => 3.8353172277142
414 => 3.9651876542843
415 => 3.9863622004592
416 => 3.9957665351581
417 => 3.9831659724971
418 => 3.8376910207054
419 => 3.8441434534246
420 => 3.7967997833873
421 => 3.7567993711588
422 => 3.7583991778735
423 => 3.7789645894485
424 => 3.8687749479422
425 => 4.0577755527822
426 => 4.0649479875783
427 => 4.0736411877857
428 => 4.0382815736896
429 => 4.0276167757322
430 => 4.0416863970559
501 => 4.1126650870541
502 => 4.2952415482559
503 => 4.2307068329953
504 => 4.1782391049458
505 => 4.2242674476432
506 => 4.217181745067
507 => 4.157371284525
508 => 4.1556926041025
509 => 4.0408972077615
510 => 3.9984599634989
511 => 3.9629962258204
512 => 3.9242707500798
513 => 3.9013129899711
514 => 3.9365865436134
515 => 3.9446540226759
516 => 3.8675277811606
517 => 3.8570157594333
518 => 3.9199987131402
519 => 3.892282263455
520 => 3.9207893192912
521 => 3.9274032007741
522 => 3.9263382135248
523 => 3.8973990568394
524 => 3.9158440123326
525 => 3.8722161938854
526 => 3.8247774940105
527 => 3.7945145590257
528 => 3.7681061344557
529 => 3.7827590632738
530 => 3.7305240475564
531 => 3.7138130147453
601 => 3.9095952764361
602 => 4.0542217381612
603 => 4.0521188121293
604 => 4.0393177907391
605 => 4.0202980695456
606 => 4.1112736759823
607 => 4.0795795938144
608 => 4.1026396867207
609 => 4.1085094481944
610 => 4.1262754483163
611 => 4.1326252663205
612 => 4.1134317060795
613 => 4.0490157736147
614 => 3.8884973943956
615 => 3.813775655558
616 => 3.7891162371525
617 => 3.7900125601767
618 => 3.7652879698089
619 => 3.7725704697506
620 => 3.762755413526
621 => 3.7441680715536
622 => 3.7816113472848
623 => 3.7859263360045
624 => 3.7771866280351
625 => 3.7792451456439
626 => 3.7068840964348
627 => 3.7123855498462
628 => 3.6817527581605
629 => 3.6760094790032
630 => 3.5985724491239
701 => 3.4613815260158
702 => 3.5373986148628
703 => 3.4455806611559
704 => 3.410807810818
705 => 3.5754170760297
706 => 3.5588948713528
707 => 3.5306160389756
708 => 3.4887857520646
709 => 3.4732704917505
710 => 3.3790046816163
711 => 3.3734349546651
712 => 3.4201556355585
713 => 3.3985956488867
714 => 3.3683172621939
715 => 3.2586520148635
716 => 3.1353519679486
717 => 3.1390736213285
718 => 3.1782930721732
719 => 3.2923289149677
720 => 3.2477731383478
721 => 3.2154474111914
722 => 3.2093937742028
723 => 3.2851677152626
724 => 3.3924037169937
725 => 3.4427164497357
726 => 3.3928580596088
727 => 3.3355834255975
728 => 3.3390694671847
729 => 3.36226054009
730 => 3.3646975939482
731 => 3.3274176951343
801 => 3.3379117682822
802 => 3.3219703115724
803 => 3.2241376211703
804 => 3.2223681380318
805 => 3.1983584180419
806 => 3.1976314132627
807 => 3.1567848900545
808 => 3.151070179099
809 => 3.0699669280624
810 => 3.1233493334979
811 => 3.0875432186339
812 => 3.0335749577251
813 => 3.0242708092025
814 => 3.0239911152628
815 => 3.0794044521338
816 => 3.1227017963934
817 => 3.0881660813318
818 => 3.080302968459
819 => 3.1642604423598
820 => 3.1535760885165
821 => 3.144323506995
822 => 3.3828019092135
823 => 3.1940276451558
824 => 3.1117112911683
825 => 3.0098291716572
826 => 3.0430025035042
827 => 3.049992611942
828 => 2.8049844801501
829 => 2.705584711596
830 => 2.6714744568294
831 => 2.6518435229631
901 => 2.6607895860357
902 => 2.571318135907
903 => 2.6314444301147
904 => 2.5539697171366
905 => 2.5409808293813
906 => 2.6795152134614
907 => 2.6987914637
908 => 2.6165529915206
909 => 2.669363403859
910 => 2.6502136142255
911 => 2.5552977987247
912 => 2.5516727127261
913 => 2.5040472929601
914 => 2.4295227331247
915 => 2.395463009519
916 => 2.3777244097451
917 => 2.3850437017303
918 => 2.3813428437286
919 => 2.3571922419106
920 => 2.3827271279551
921 => 2.3174960458547
922 => 2.2915205033598
923 => 2.2797879534429
924 => 2.2218916135178
925 => 2.3140304369578
926 => 2.3321829459098
927 => 2.350371220912
928 => 2.5086877371436
929 => 2.5007786913905
930 => 2.5722726131371
1001 => 2.5694944908069
1002 => 2.5491032662
1003 => 2.4630760437773
1004 => 2.4973649613472
1005 => 2.391829002748
1006 => 2.4709037186782
1007 => 2.4348173205667
1008 => 2.458702871177
1009 => 2.4157544975064
1010 => 2.4395239007906
1011 => 2.336487579196
1012 => 2.2402737118511
1013 => 2.2789929807286
1014 => 2.3210852540839
1015 => 2.41235202763
1016 => 2.3579942902404
1017 => 2.3775433880993
1018 => 2.3120571827515
1019 => 2.1769404359092
1020 => 2.1777051820227
1021 => 2.1569204141994
1022 => 2.1389593401742
1023 => 2.3642379302709
1024 => 2.3362209764649
1025 => 2.2915796273432
1026 => 2.3513338471192
1027 => 2.367133811255
1028 => 2.3675836140218
1029 => 2.4111787502907
1030 => 2.4344454823323
1031 => 2.4385463446984
1101 => 2.5071442335528
1102 => 2.5301373410688
1103 => 2.6248426968206
1104 => 2.4324714626742
1105 => 2.4285097037003
1106 => 2.3521747115321
1107 => 2.3037618526905
1108 => 2.355489581396
1109 => 2.4013132874899
1110 => 2.3535985818135
1111 => 2.3598291150624
1112 => 2.2957760211266
1113 => 2.3186719882304
1114 => 2.3383930795201
1115 => 2.3275042520621
1116 => 2.3112031503323
1117 => 2.3975562661569
1118 => 2.3926838849414
1119 => 2.4730978916468
1120 => 2.5357863603345
1121 => 2.6481353031269
1122 => 2.5308933244402
1123 => 2.5266205607422
1124 => 2.568387511263
1125 => 2.5301309467663
1126 => 2.5543077749565
1127 => 2.6442400423331
1128 => 2.6461401694294
1129 => 2.6143105923916
1130 => 2.6123737597362
1201 => 2.6184869781837
1202 => 2.6542922895738
1203 => 2.641780813588
1204 => 2.6562594103506
1205 => 2.6743651173063
1206 => 2.7492579979359
1207 => 2.767314417907
1208 => 2.7234466785575
1209 => 2.7274074442545
1210 => 2.7109997055415
1211 => 2.695150035533
1212 => 2.7307777790536
1213 => 2.7958881806026
1214 => 2.7954831321738
1215 => 2.8105874797678
1216 => 2.8199973631877
1217 => 2.7796032550938
1218 => 2.7533081760572
1219 => 2.7633913825592
1220 => 2.7795146493396
1221 => 2.7581628244463
1222 => 2.6263694700779
1223 => 2.6663471548012
1224 => 2.6596929132543
1225 => 2.6502164641081
1226 => 2.6904143352357
1227 => 2.6865371525021
1228 => 2.570400476866
1229 => 2.5778351700357
1230 => 2.5708526051821
1231 => 2.5934147007224
]
'min_raw' => 2.1389593401742
'max_raw' => 4.7915329673968
'avg_raw' => 3.4652461537855
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$2.13'
'max' => '$4.79'
'avg' => '$3.46'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.52159632220439
'max_diff' => -3.4819076534335
'year' => 2034
]
9 => [
'items' => [
101 => 2.5289125195646
102 => 2.5487529560599
103 => 2.5611966918372
104 => 2.5685261478074
105 => 2.5950051686265
106 => 2.5918981611531
107 => 2.5948120326795
108 => 2.6340734303519
109 => 2.8326441068943
110 => 2.843451870697
111 => 2.7902304889786
112 => 2.8114913812298
113 => 2.7706751173535
114 => 2.7980753487389
115 => 2.8168218911623
116 => 2.7321098707037
117 => 2.7270937746286
118 => 2.6861090475122
119 => 2.708131918371
120 => 2.6730919473342
121 => 2.6816895305805
122 => 2.6576499383001
123 => 2.7009164181697
124 => 2.7492950655951
125 => 2.7615174224655
126 => 2.7293656635951
127 => 2.7060856712688
128 => 2.6652136736499
129 => 2.7331847165819
130 => 2.7530615209152
131 => 2.7330803121906
201 => 2.728450229531
202 => 2.7196762312576
203 => 2.7303116747421
204 => 2.7529532675701
205 => 2.742275910517
206 => 2.7493284929614
207 => 2.7224513212748
208 => 2.7796166272244
209 => 2.8704088906525
210 => 2.8707008026254
211 => 2.8600233880174
212 => 2.8556544200079
213 => 2.8666100953554
214 => 2.8725530998061
215 => 2.9079817449528
216 => 2.9459980927347
217 => 3.1234038000007
218 => 3.0735889873008
219 => 3.2309938846999
220 => 3.3554807220747
221 => 3.3928088814538
222 => 3.3584687312507
223 => 3.2409929324243
224 => 3.235229009286
225 => 3.4107874497356
226 => 3.3611841492226
227 => 3.355283994463
228 => 3.2925163162893
301 => 3.3296197880181
302 => 3.3215047144759
303 => 3.3086946738866
304 => 3.3794855132949
305 => 3.5119996451254
306 => 3.49134607497
307 => 3.4759291429405
308 => 3.4083766345887
309 => 3.4490583330154
310 => 3.4345723594123
311 => 3.4968132950374
312 => 3.4599431435786
313 => 3.360808355435
314 => 3.3765958971994
315 => 3.3742096420218
316 => 3.4233186044843
317 => 3.4085773129124
318 => 3.3713311682532
319 => 3.5115467262289
320 => 3.5024419078139
321 => 3.5153504586751
322 => 3.5210332019745
323 => 3.606379941239
324 => 3.6413437695247
325 => 3.6492811706735
326 => 3.6824941033454
327 => 3.6484548026523
328 => 3.7846362750345
329 => 3.8751890077594
330 => 3.9803706666203
331 => 4.1340693403809
401 => 4.1918614635071
402 => 4.1814218337416
403 => 4.2979544140481
404 => 4.5073608704852
405 => 4.2237488657472
406 => 4.5223929954001
407 => 4.4278457119643
408 => 4.203675803771
409 => 4.1892419044729
410 => 4.3410523689676
411 => 4.677753368001
412 => 4.5934135865742
413 => 4.6778913176695
414 => 4.579343557048
415 => 4.5744498301074
416 => 4.6731050728988
417 => 4.9036184250984
418 => 4.7941101721322
419 => 4.6371032389799
420 => 4.7530347151211
421 => 4.652604141536
422 => 4.426305950501
423 => 4.5933490935329
424 => 4.4816521009023
425 => 4.5142512214906
426 => 4.7490216863263
427 => 4.7207734828717
428 => 4.7573292738552
429 => 4.6928092596009
430 => 4.6325373924151
501 => 4.520035476465
502 => 4.4867292054296
503 => 4.4959338605097
504 => 4.4867246440597
505 => 4.4237808560316
506 => 4.4101881509999
507 => 4.3875330471036
508 => 4.3945548111168
509 => 4.3519565878074
510 => 4.4323482364344
511 => 4.4472696348283
512 => 4.5057719725919
513 => 4.5118458793725
514 => 4.6747740573154
515 => 4.5850359548013
516 => 4.6452400215828
517 => 4.6398548031872
518 => 4.2085342454241
519 => 4.2679664127104
520 => 4.3604242141663
521 => 4.318772099934
522 => 4.2598857555032
523 => 4.2123318750893
524 => 4.1402828836284
525 => 4.2416904555313
526 => 4.3750306290907
527 => 4.5152276062188
528 => 4.6836650881683
529 => 4.6460718030256
530 => 4.5120787846564
531 => 4.5180896135785
601 => 4.5552461928008
602 => 4.5071250466767
603 => 4.4929331812484
604 => 4.5532964484219
605 => 4.5537121370678
606 => 4.4983429428173
607 => 4.4368102158634
608 => 4.4365523914907
609 => 4.4256032370649
610 => 4.5812913872967
611 => 4.6669041280767
612 => 4.6767194908354
613 => 4.6662434759584
614 => 4.6702752783064
615 => 4.6204591107945
616 => 4.7343240972011
617 => 4.8388178688079
618 => 4.8108113058334
619 => 4.7688254865672
620 => 4.7353817592107
621 => 4.8029330265252
622 => 4.7999250749272
623 => 4.8379052068713
624 => 4.8361822087024
625 => 4.8234109188346
626 => 4.8108117619364
627 => 4.8607659948937
628 => 4.8463799780425
629 => 4.8319716157335
630 => 4.803073439313
701 => 4.8070011814364
702 => 4.7650226116138
703 => 4.7456014044053
704 => 4.4535530459802
705 => 4.3755081816536
706 => 4.4000626847204
707 => 4.4081466646874
708 => 4.3741814397153
709 => 4.4228788473749
710 => 4.4152894079745
711 => 4.4448154770081
712 => 4.4263688709488
713 => 4.4271259260959
714 => 4.4813734612851
715 => 4.4971217515361
716 => 4.4891120440102
717 => 4.4947217686046
718 => 4.6239955041669
719 => 4.6056169129113
720 => 4.5958536526056
721 => 4.5985581424336
722 => 4.6315903535299
723 => 4.640837569145
724 => 4.6016564667935
725 => 4.6201345011658
726 => 4.698811626311
727 => 4.7263441673722
728 => 4.8142148220701
729 => 4.7768858061781
730 => 4.8454048304099
731 => 5.0560089510417
801 => 5.224254095299
802 => 5.0695289076153
803 => 5.378489689154
804 => 5.6190599753736
805 => 5.6098264870977
806 => 5.5678774932044
807 => 5.2939946182352
808 => 5.041963513325
809 => 5.2527982343884
810 => 5.2533356954509
811 => 5.2352248059315
812 => 5.1227396265664
813 => 5.2313105655154
814 => 5.2399285323774
815 => 5.235104762637
816 => 5.1488626393532
817 => 5.0171868573075
818 => 5.0429159899319
819 => 5.0850608340309
820 => 5.005271851816
821 => 4.9797744374135
822 => 5.0271789818694
823 => 5.1799263012354
824 => 5.1510503053142
825 => 5.1502962363637
826 => 5.2738399922424
827 => 5.1854093254444
828 => 5.0432405166904
829 => 5.0073410175038
830 => 4.8799219801917
831 => 4.9679307631142
901 => 4.9710980425326
902 => 4.9228965315539
903 => 5.0471518036526
904 => 5.0460067694455
905 => 5.1639686573467
906 => 5.389467482552
907 => 5.3227763838155
908 => 5.2452218919559
909 => 5.2536542155739
910 => 5.3461359929146
911 => 5.2902193991807
912 => 5.3103273961518
913 => 5.3461055570529
914 => 5.3676914098463
915 => 5.2505483435443
916 => 5.2232366911887
917 => 5.1673666355566
918 => 5.1527911809062
919 => 5.1982961754516
920 => 5.1863072171041
921 => 4.9708318449618
922 => 4.9483134696792
923 => 4.9490040761003
924 => 4.892380550762
925 => 4.8060160834179
926 => 5.0329767470438
927 => 5.0147486294422
928 => 4.9946261983543
929 => 4.9970910813456
930 => 5.095607013015
1001 => 5.0384627974729
1002 => 5.1903900602442
1003 => 5.15915838237
1004 => 5.1271257298062
1005 => 5.1226978414834
1006 => 5.1103680031438
1007 => 5.0680843997467
1008 => 5.017024407794
1009 => 4.9833101783661
1010 => 4.5968402227633
1011 => 4.6685667985309
1012 => 4.7510816858684
1013 => 4.7795654943196
1014 => 4.7308419689442
1015 => 5.0700083015019
1016 => 5.1319772587483
1017 => 4.9442692451139
1018 => 4.9091567398306
1019 => 5.0723102715027
1020 => 4.9739087471963
1021 => 5.0182189475663
1022 => 4.9224445307502
1023 => 5.1170507516105
1024 => 5.1155681782621
1025 => 5.0398619629667
1026 => 5.1038483377206
1027 => 5.0927291304798
1028 => 5.0072569998673
1029 => 5.1197603706048
1030 => 5.1198161708731
1031 => 5.0469505846462
1101 => 4.9618595322612
1102 => 4.9466472618557
1103 => 4.9351868595861
1104 => 5.0154003911434
1105 => 5.0873195927165
1106 => 5.2211433965618
1107 => 5.2547898804237
1108 => 5.3861143469099
1109 => 5.3079170211896
1110 => 5.3425808828565
1111 => 5.3802134081986
1112 => 5.3982558247378
1113 => 5.3688566751965
1114 => 5.5728576269565
1115 => 5.5900815577127
1116 => 5.5958565927088
1117 => 5.5270686195738
1118 => 5.5881684397433
1119 => 5.5595818572993
1120 => 5.6339562032372
1121 => 5.6456190503395
1122 => 5.6357410337616
1123 => 5.6394430055175
1124 => 5.4653641814243
1125 => 5.4563372760561
1126 => 5.3332547808409
1127 => 5.383411807421
1128 => 5.2896456503184
1129 => 5.3193798646341
1130 => 5.3324864229864
1201 => 5.3256403006938
1202 => 5.3862476104488
1203 => 5.3347190159017
1204 => 5.1987265828065
1205 => 5.0626970986639
1206 => 5.0609893592977
1207 => 5.0251751972428
1208 => 4.999288117768
1209 => 5.0042748876683
1210 => 5.0218489152317
1211 => 4.9982666833382
1212 => 5.0032991481622
1213 => 5.0868715953779
1214 => 5.1036314536556
1215 => 5.0466749067287
1216 => 4.8179861520264
1217 => 4.7618653580002
1218 => 4.8022038718225
1219 => 4.7829246603485
1220 => 3.8601934928656
1221 => 4.0769754936008
1222 => 3.9481709899851
1223 => 4.0075300312615
1224 => 3.8760539868343
1225 => 3.9388012464849
1226 => 3.9272141187904
1227 => 4.2757931609269
1228 => 4.2703505786388
1229 => 4.2729556547651
1230 => 4.1486085837671
1231 => 4.3466968442578
]
'min_raw' => 2.5289125195646
'max_raw' => 5.6456190503395
'avg_raw' => 4.0872657849521
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$2.52'
'max' => '$5.64'
'avg' => '$4.08'
'bar_min_pct' => 61.631153054957
'bar_max_pct' => 60.119598047091
'min_diff' => 0.38995317939039
'max_diff' => 0.85408608294276
'year' => 2035
]
10 => [
'items' => [
101 => 4.444282244399
102 => 4.4262217839842
103 => 4.4307672127733
104 => 4.3526616864511
105 => 4.2737118869901
106 => 4.1861444091008
107 => 4.3488339593517
108 => 4.330745658567
109 => 4.3722337126019
110 => 4.4777495152288
111 => 4.4932871179811
112 => 4.5141698136471
113 => 4.5066848537824
114 => 4.6850069644566
115 => 4.6634109802468
116 => 4.7154510886038
117 => 4.608400637421
118 => 4.4872628905855
119 => 4.5102872159676
120 => 4.5080697882834
121 => 4.4798393888181
122 => 4.4543542464473
123 => 4.4119286647943
124 => 4.5461694829492
125 => 4.5407195508846
126 => 4.6289476161569
127 => 4.6133524486183
128 => 4.5092041030108
129 => 4.512923781549
130 => 4.537940407335
131 => 4.6245232348151
201 => 4.6502269130196
202 => 4.6383199451608
203 => 4.6665028548945
204 => 4.6887774776383
205 => 4.669300204565
206 => 4.9450573173487
207 => 4.8305437384021
208 => 4.8863568600003
209 => 4.8996679606315
210 => 4.865571856267
211 => 4.8729660804137
212 => 4.8841663151905
213 => 4.9521719475241
214 => 5.1306384043559
215 => 5.2096799832245
216 => 5.4474804730933
217 => 5.2031166804114
218 => 5.1886171442315
219 => 5.2314521933437
220 => 5.371066254635
221 => 5.4842103380296
222 => 5.5217467579304
223 => 5.526707815479
224 => 5.5971286345868
225 => 5.6374925348289
226 => 5.5885776948957
227 => 5.5471274896496
228 => 5.3986579994467
229 => 5.4158437472067
301 => 5.5342365069869
302 => 5.7014732534753
303 => 5.8449797799802
304 => 5.7947287961055
305 => 6.1781083314028
306 => 6.2161188463626
307 => 6.2108670222223
308 => 6.2974606320236
309 => 6.1255899510499
310 => 6.052111905096
311 => 5.5560894945036
312 => 5.6954515593888
313 => 5.8980225051467
314 => 5.8712114808735
315 => 5.7240990453273
316 => 5.8448681820059
317 => 5.8049381286199
318 => 5.7734436388149
319 => 5.9177260021188
320 => 5.7590816168734
321 => 5.8964399060472
322 => 5.7202764793922
323 => 5.794958338367
324 => 5.7525653032578
325 => 5.7799987924685
326 => 5.6196231751014
327 => 5.7061579653346
328 => 5.6160230433277
329 => 5.6159803076388
330 => 5.6139905742398
331 => 5.7200339102614
401 => 5.723491979642
402 => 5.6451257940994
403 => 5.6338320024528
404 => 5.6755910694861
405 => 5.6267021387071
406 => 5.6495769617153
407 => 5.6273949937931
408 => 5.6224013655901
409 => 5.5826112864726
410 => 5.5654686263378
411 => 5.5721907050886
412 => 5.549244784843
413 => 5.5354190379048
414 => 5.6112402851848
415 => 5.5707320513835
416 => 5.6050318173848
417 => 5.5659429050507
418 => 5.4304437046721
419 => 5.3525166816563
420 => 5.0965712529236
421 => 5.1691570590129
422 => 5.2172815235455
423 => 5.2013763883046
424 => 5.2355467732724
425 => 5.2376445573891
426 => 5.2265354169102
427 => 5.2136724554047
428 => 5.2074114771102
429 => 5.2540756797941
430 => 5.2811658200969
501 => 5.2221114573837
502 => 5.2082758464583
503 => 5.2679830676421
504 => 5.3044044380725
505 => 5.5733193739302
506 => 5.5533972868981
507 => 5.6033978158366
508 => 5.5977685235988
509 => 5.6501770436353
510 => 5.7358428244018
511 => 5.5616603395744
512 => 5.5918923961633
513 => 5.5844801940478
514 => 5.6654046731606
515 => 5.6656573105512
516 => 5.6171390428455
517 => 5.6434415828878
518 => 5.6287602266086
519 => 5.6552914217093
520 => 5.5531312152798
521 => 5.6775513191981
522 => 5.7480895006654
523 => 5.7490689233835
524 => 5.7825034615734
525 => 5.8164748887722
526 => 5.8816800849924
527 => 5.8146563512397
528 => 5.6940871788476
529 => 5.7027918836583
530 => 5.6321022219993
531 => 5.6332905279829
601 => 5.6269472575132
602 => 5.6459838896921
603 => 5.5573086855204
604 => 5.578120578698
605 => 5.5489838063751
606 => 5.5918290585106
607 => 5.5457346497867
608 => 5.5844766196595
609 => 5.60119636954
610 => 5.6628926065495
611 => 5.5366220654167
612 => 5.2791478842827
613 => 5.3332720787298
614 => 5.2532181437788
615 => 5.2606274402454
616 => 5.2755953982885
617 => 5.2270793490595
618 => 5.236334682336
619 => 5.2360040167025
620 => 5.2331545189138
621 => 5.2205336207306
622 => 5.2022308213963
623 => 5.2751435406395
624 => 5.2875328324365
625 => 5.3150726933926
626 => 5.3970126391321
627 => 5.3888249062757
628 => 5.4021794382702
629 => 5.3730265699087
630 => 5.2619797581962
701 => 5.2680101343345
702 => 5.1928112472595
703 => 5.31314968878
704 => 5.2846519574381
705 => 5.2662792846533
706 => 5.2612661306623
707 => 5.3434091896783
708 => 5.3679876803705
709 => 5.3526720143723
710 => 5.3212591365805
711 => 5.3815811483244
712 => 5.3977207738857
713 => 5.4013338408424
714 => 5.508212880054
715 => 5.4073071918563
716 => 5.4315961939218
717 => 5.6210920544353
718 => 5.4492454575908
719 => 5.5402764325757
720 => 5.5358209400526
721 => 5.5823893065346
722 => 5.5320009747723
723 => 5.5326255985343
724 => 5.573975153156
725 => 5.5159071611213
726 => 5.5015287096815
727 => 5.4816649819979
728 => 5.5250367046952
729 => 5.551036090918
730 => 5.7605720494283
731 => 5.8959418346266
801 => 5.8900650752388
802 => 5.9437676552113
803 => 5.9195741510744
804 => 5.8414469442925
805 => 5.9748005596713
806 => 5.9326018960132
807 => 5.9360807025738
808 => 5.9359512212199
809 => 5.9640096434813
810 => 5.9441276797925
811 => 5.90493828852
812 => 5.930954035339
813 => 6.0082115025916
814 => 6.2480210514925
815 => 6.3822216521113
816 => 6.239942006828
817 => 6.338084600944
818 => 6.2792340162563
819 => 6.2685391143653
820 => 6.3301799161509
821 => 6.3919286120002
822 => 6.3879954870215
823 => 6.3431691046656
824 => 6.3178478187
825 => 6.5095890792842
826 => 6.6508607738554
827 => 6.6412269913831
828 => 6.6837473741419
829 => 6.8085885330278
830 => 6.820002444036
831 => 6.8185645535947
901 => 6.7902739842425
902 => 6.9131963178387
903 => 7.0157402911373
904 => 6.7837255348306
905 => 6.872073716736
906 => 6.911736061994
907 => 6.9699721521203
908 => 7.0682261976653
909 => 7.1749561517257
910 => 7.1900489374642
911 => 7.1793398837264
912 => 7.1089486099684
913 => 7.2257337992545
914 => 7.2941438241885
915 => 7.3348804285012
916 => 7.4381816791135
917 => 6.9119810031356
918 => 6.539510010808
919 => 6.4813432868097
920 => 6.5996276073537
921 => 6.6308182393813
922 => 6.6182453347207
923 => 6.1989953692749
924 => 6.4791360225074
925 => 6.7805438104904
926 => 6.7921221111487
927 => 6.9430131519527
928 => 6.9921494600712
929 => 7.1136365256592
930 => 7.1060374766293
1001 => 7.1356176438185
1002 => 7.1288176756388
1003 => 7.3538468825208
1004 => 7.6020875148722
1005 => 7.5934917311307
1006 => 7.5578042031804
1007 => 7.6108062678144
1008 => 7.8670172034839
1009 => 7.8434294062241
1010 => 7.8663429420582
1011 => 8.1684300746282
1012 => 8.5611863183626
1013 => 8.3787116110658
1014 => 8.7746292202173
1015 => 9.0238383684875
1016 => 9.454819821714
1017 => 9.4008588211416
1018 => 9.5686367381946
1019 => 9.3042573681164
1020 => 8.6971888945305
1021 => 8.6011179848208
1022 => 8.7934543789626
1023 => 9.2662946360493
1024 => 8.7785629565713
1025 => 8.8772304401066
1026 => 8.8488141982107
1027 => 8.8473000174414
1028 => 8.9050901387903
1029 => 8.8212625536436
1030 => 8.4797338914616
1031 => 8.6362544646986
1101 => 8.5758143546365
1102 => 8.6428771628591
1103 => 9.0047874800303
1104 => 8.8447783019445
1105 => 8.6762216309212
1106 => 8.8876291021041
1107 => 9.1568234604086
1108 => 9.1399777612546
1109 => 9.10729006394
1110 => 9.2915489022303
1111 => 9.5958905203117
1112 => 9.6781528367355
1113 => 9.7388771969405
1114 => 9.7472500602663
1115 => 9.8334957562275
1116 => 9.36973091233
1117 => 10.105737629921
1118 => 10.232825658274
1119 => 10.208938376203
1120 => 10.350191371035
1121 => 10.308631156713
1122 => 10.248416926758
1123 => 10.472332968941
1124 => 10.215631295671
1125 => 9.8512755883063
1126 => 9.6513828411073
1127 => 9.9146177355068
1128 => 10.075366099885
1129 => 10.181610543222
1130 => 10.213760047582
1201 => 9.4057316569925
1202 => 8.970249169774
1203 => 9.2493884512642
1204 => 9.5899576398464
1205 => 9.3678390332916
1206 => 9.3765456621425
1207 => 9.0598629009383
1208 => 9.6179770372739
1209 => 9.5366645020885
1210 => 9.9585140784695
1211 => 9.8578362915118
1212 => 10.201838244944
1213 => 10.111251001845
1214 => 10.487273583287
1215 => 10.637279171429
1216 => 10.889161900425
1217 => 11.074447861222
1218 => 11.183251321358
1219 => 11.176719169723
1220 => 11.607852684449
1221 => 11.353628313473
1222 => 11.034262587443
1223 => 11.028486269045
1224 => 11.193890304003
1225 => 11.540531784894
1226 => 11.630410877461
1227 => 11.680641028674
1228 => 11.603711803567
1229 => 11.327769469297
1230 => 11.208618968419
1231 => 11.31013864729
]
'min_raw' => 4.1861444091008
'max_raw' => 11.680641028674
'avg_raw' => 7.9333927188877
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$4.18'
'max' => '$11.68'
'avg' => '$7.93'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 1.6572318895362
'max_diff' => 6.035021978335
'year' => 2036
]
11 => [
'items' => [
101 => 11.185988803716
102 => 11.400306264018
103 => 11.694609912751
104 => 11.63383737309
105 => 11.836990861647
106 => 12.047233349933
107 => 12.347889550764
108 => 12.426492214928
109 => 12.556419429799
110 => 12.690157212768
111 => 12.733110184324
112 => 12.815120734548
113 => 12.814688498466
114 => 13.061832811512
115 => 13.334440642224
116 => 13.437343787432
117 => 13.673963895725
118 => 13.268760252431
119 => 13.576111870513
120 => 13.853350723534
121 => 13.522815133747
122 => 13.978381439353
123 => 13.996070046665
124 => 14.263147016183
125 => 13.99241334182
126 => 13.831652550196
127 => 14.295762931987
128 => 14.520331326395
129 => 14.452689498401
130 => 13.937931847477
131 => 13.638320815645
201 => 12.854180954689
202 => 13.783028492313
203 => 14.235443033035
204 => 13.936760203112
205 => 14.087398449183
206 => 14.909231875129
207 => 15.222132833955
208 => 15.157051621862
209 => 15.168049275378
210 => 15.336884953206
211 => 16.085595328205
212 => 15.636950716535
213 => 15.979922711763
214 => 16.161833821355
215 => 16.33080299796
216 => 15.915868103475
217 => 15.376043902354
218 => 15.20505891758
219 => 13.907062082071
220 => 13.839495709869
221 => 13.801568657681
222 => 13.562443958523
223 => 13.374557446753
224 => 13.225143116814
225 => 12.833035296159
226 => 12.965360175185
227 => 12.340422148323
228 => 12.740235351465
301 => 11.742819170938
302 => 12.573497004463
303 => 12.121396825962
304 => 12.42496993663
305 => 12.423910798645
306 => 11.864936453963
307 => 11.542531717447
308 => 11.747980563735
309 => 11.968238035505
310 => 12.003974069265
311 => 12.289543630724
312 => 12.36923995703
313 => 12.127756367657
314 => 11.722149937566
315 => 11.816363060378
316 => 11.54062249152
317 => 11.057397750804
318 => 11.404458195881
319 => 11.522959891001
320 => 11.575296990458
321 => 11.100100956701
322 => 10.950784045886
323 => 10.871288975459
324 => 11.660808096864
325 => 11.704059736573
326 => 11.482778232655
327 => 12.482991613138
328 => 12.256612520288
329 => 12.509533431226
330 => 11.807814206978
331 => 11.834620826335
401 => 11.502415700027
402 => 11.688428372805
403 => 11.556960611154
404 => 11.673400387057
405 => 11.743193908635
406 => 12.075344523351
407 => 12.577289630942
408 => 12.025732297759
409 => 11.785410869245
410 => 11.934504931876
411 => 12.331562068049
412 => 12.933123954332
413 => 12.576987210091
414 => 12.735034649591
415 => 12.769560984081
416 => 12.506958933776
417 => 12.942806466498
418 => 13.176380700103
419 => 13.415979532404
420 => 13.624016485084
421 => 13.320278489892
422 => 13.645321683879
423 => 13.383394247373
424 => 13.148418259266
425 => 13.148774620846
426 => 13.001370751056
427 => 12.715757179254
428 => 12.663085654515
429 => 12.937089577886
430 => 13.156814776161
501 => 13.174912395904
502 => 13.296563555557
503 => 13.368555458734
504 => 14.074173978109
505 => 14.357979583784
506 => 14.705011706238
507 => 14.840200275593
508 => 15.247069401566
509 => 14.918489538048
510 => 14.847399217712
511 => 13.860467803977
512 => 14.022077767688
513 => 14.280830912629
514 => 13.864734548033
515 => 14.128651919189
516 => 14.180754798789
517 => 13.850595752785
518 => 14.026947964586
519 => 13.55860877483
520 => 12.587498145456
521 => 12.943887590235
522 => 13.206310180983
523 => 12.831800787514
524 => 13.503094379793
525 => 13.110938521496
526 => 12.986643941217
527 => 12.50172646933
528 => 12.730588849876
529 => 13.040128496557
530 => 12.848868982754
531 => 13.245761191655
601 => 13.807866406744
602 => 14.208456056961
603 => 14.239208356163
604 => 13.981656048496
605 => 14.394385265209
606 => 14.397391546966
607 => 13.931831304465
608 => 13.646678248183
609 => 13.581890873829
610 => 13.743742437279
611 => 13.940260114754
612 => 14.250113719569
613 => 14.437351763527
614 => 14.925569278784
615 => 15.057666940119
616 => 15.202802220418
617 => 15.39674771296
618 => 15.629629003361
619 => 15.120097997903
620 => 15.140342614635
621 => 14.66587439729
622 => 14.158837061432
623 => 14.543615196252
624 => 15.046661422639
625 => 14.931262062489
626 => 14.918277277077
627 => 14.940114084461
628 => 14.853106735499
629 => 14.459575720785
630 => 14.26194690883
701 => 14.516938496739
702 => 14.652455177343
703 => 14.862629730662
704 => 14.836721280719
705 => 15.378108358971
706 => 15.588475006884
707 => 15.534654216252
708 => 15.544558536998
709 => 15.925417304624
710 => 16.349010583804
711 => 16.745761587813
712 => 17.149353749942
713 => 16.662807646025
714 => 16.415769540447
715 => 16.670649807006
716 => 16.53540674987
717 => 17.312553471866
718 => 17.366361424746
719 => 18.143451950189
720 => 18.881003393052
721 => 18.417760546396
722 => 18.854577685876
723 => 19.327031036448
724 => 20.238470202495
725 => 19.931529556187
726 => 19.696417831488
727 => 19.4742383877
728 => 19.936558540231
729 => 20.531326030717
730 => 20.659433251556
731 => 20.867015890039
801 => 20.648768127671
802 => 20.911623518241
803 => 21.839618551464
804 => 21.588866101848
805 => 21.232757312927
806 => 21.965320266065
807 => 22.23043195104
808 => 24.091124596259
809 => 26.440325922227
810 => 25.467741147588
811 => 24.864026392856
812 => 25.005913680523
813 => 25.863762479283
814 => 26.139276286685
815 => 25.390334782862
816 => 25.654873583344
817 => 27.11250838288
818 => 27.894482686307
819 => 26.832456549092
820 => 23.902368557083
821 => 21.200693612755
822 => 21.917299465999
823 => 21.83605860111
824 => 23.402105349566
825 => 21.582885738854
826 => 21.61351673145
827 => 23.211947668192
828 => 22.785513698313
829 => 22.094745280645
830 => 21.205736986654
831 => 19.562322931896
901 => 18.106705273606
902 => 20.961506710239
903 => 20.838402481172
904 => 20.660129314458
905 => 21.056856955809
906 => 22.9832537691
907 => 22.938844087416
908 => 22.656332350559
909 => 22.870615013021
910 => 22.057180493874
911 => 22.266821091018
912 => 21.20026565364
913 => 21.682393254625
914 => 22.093263201861
915 => 22.175751426802
916 => 22.361601609548
917 => 20.773532146353
918 => 21.486528712058
919 => 21.905347395666
920 => 20.013109346371
921 => 21.86794393344
922 => 20.745887390135
923 => 20.365044546613
924 => 20.877799263186
925 => 20.677978251467
926 => 20.506183879475
927 => 20.410319668101
928 => 20.786830141279
929 => 20.769265477678
930 => 20.153221266025
1001 => 19.349616705098
1002 => 19.619332773166
1003 => 19.521342397035
1004 => 19.166212632928
1005 => 19.405527215405
1006 => 18.351706908515
1007 => 16.538663843324
1008 => 17.7364156272
1009 => 17.690303486424
1010 => 17.667051654026
1011 => 18.567129016181
1012 => 18.480607346128
1013 => 18.323569667758
1014 => 19.163328512814
1015 => 18.856805238018
1016 => 19.801437744973
1017 => 20.423633809054
1018 => 20.265824761269
1019 => 20.851003166871
1020 => 19.625546486624
1021 => 20.032594039014
1022 => 20.116485975418
1023 => 19.152966019019
1024 => 18.49476336138
1025 => 18.450868748175
1026 => 17.309636045742
1027 => 17.919273343673
1028 => 18.455728937347
1029 => 18.198808338613
1030 => 18.117474952339
1031 => 18.532989583756
1101 => 18.56527862926
1102 => 17.829084969944
1103 => 17.982162943937
1104 => 18.620523542583
1105 => 17.966077894716
1106 => 16.694596904
1107 => 16.379252038702
1108 => 16.337179220713
1109 => 15.481938935709
1110 => 16.400324890482
1111 => 15.99942481001
1112 => 17.2658633607
1113 => 16.542480452592
1114 => 16.51129686123
1115 => 16.464158289249
1116 => 15.728017646415
1117 => 15.889185663018
1118 => 16.424932696785
1119 => 16.616093274056
1120 => 16.596153659714
1121 => 16.422307244044
1122 => 16.5018932429
1123 => 16.245519010985
1124 => 16.154987933727
1125 => 15.869246951367
1126 => 15.44928664526
1127 => 15.50768470159
1128 => 14.6756334466
1129 => 14.222287762579
1130 => 14.096807652242
1201 => 13.929010404524
1202 => 14.115760797863
1203 => 14.673276349936
1204 => 14.000794310613
1205 => 12.847871023324
1206 => 12.917163677376
1207 => 13.072843697857
1208 => 12.782735009617
1209 => 12.508171483175
1210 => 12.746882193373
1211 => 12.25837339783
1212 => 13.13187765192
1213 => 13.108251809814
1214 => 13.433840178598
1215 => 13.637437267344
1216 => 13.168211893124
1217 => 13.050202980428
1218 => 13.117426220305
1219 => 12.006375806743
1220 => 13.343043656262
1221 => 13.354603215331
1222 => 13.255623252571
1223 => 13.96735761745
1224 => 15.46933912286
1225 => 14.904233263459
1226 => 14.685407194284
1227 => 14.269418676821
1228 => 14.823698677386
1229 => 14.781138621457
1230 => 14.588665908127
1231 => 14.472257810554
]
'min_raw' => 10.871288975459
'max_raw' => 27.894482686307
'avg_raw' => 19.382885830883
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$10.87'
'max' => '$27.89'
'avg' => '$19.38'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 6.6851445663577
'max_diff' => 16.213841657633
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.34123733859598
]
1 => [
'year' => 2028
'avg' => 0.58566233493791
]
2 => [
'year' => 2029
'avg' => 1.5999239436845
]
3 => [
'year' => 2030
'avg' => 1.2343389398744
]
4 => [
'year' => 2031
'avg' => 1.2122738088974
]
5 => [
'year' => 2032
'avg' => 2.1254975036056
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.34123733859598
'min' => '$0.341237'
'max_raw' => 2.1254975036056
'max' => '$2.12'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 2.1254975036056
]
1 => [
'year' => 2033
'avg' => 5.4669981416045
]
2 => [
'year' => 2034
'avg' => 3.4652461537855
]
3 => [
'year' => 2035
'avg' => 4.0872657849521
]
4 => [
'year' => 2036
'avg' => 7.9333927188877
]
5 => [
'year' => 2037
'avg' => 19.382885830883
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 2.1254975036056
'min' => '$2.12'
'max_raw' => 19.382885830883
'max' => '$19.38'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 19.382885830883
]
]
]
]
'prediction_2025_max_price' => '$0.583453'
'last_price' => 0.565732
'sma_50day_nextmonth' => '$0.555376'
'sma_200day_nextmonth' => '$0.9373002'
'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' => '$0.577861'
'daily_sma3_action' => 'SELL'
'daily_sma5' => '$0.5872028'
'daily_sma5_action' => 'SELL'
'daily_sma10' => '$0.594733'
'daily_sma10_action' => 'SELL'
'daily_sma21' => '$0.608825'
'daily_sma21_action' => 'SELL'
'daily_sma50' => '$0.647497'
'daily_sma50_action' => 'SELL'
'daily_sma100' => '$0.817348'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$1.01'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.576038'
'daily_ema3_action' => 'SELL'
'daily_ema5' => '$0.582743'
'daily_ema5_action' => 'SELL'
'daily_ema10' => '$0.593038'
'daily_ema10_action' => 'SELL'
'daily_ema21' => '$0.610973'
'daily_ema21_action' => 'SELL'
'daily_ema50' => '$0.673243'
'daily_ema50_action' => 'SELL'
'daily_ema100' => '$0.791868'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.984238'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.913697'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$1.14'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '$2.08'
'weekly_sma100_action' => 'SELL'
'weekly_sma200' => '$4.06'
'weekly_sma200_action' => 'SELL'
'weekly_ema3' => '$0.587243'
'weekly_ema3_action' => 'SELL'
'weekly_ema5' => '$0.610832'
'weekly_ema5_action' => 'SELL'
'weekly_ema10' => '$0.688899'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.848259'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$1.25'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$2.36'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$6.64'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '28.59'
'rsi_14_action' => 'BUY'
'stoch_rsi_14' => 4.13
'stoch_rsi_14_action' => 'NEUTRAL'
'momentum_10' => -0.03
'momentum_10_action' => 'BUY'
'vwma_10' => '0.592312'
'vwma_10_action' => 'SELL'
'hma_9' => '0.577456'
'hma_9_action' => 'SELL'
'stochastic_fast_14' => 0
'stochastic_fast_14_action' => 'BUY'
'cci_20' => -195.33
'cci_20_action' => 'BUY'
'adx_14' => 29.41
'adx_14_action' => 'SELL'
'ao_5_34' => '-0.046165'
'ao_5_34_action' => 'NEUTRAL'
'macd_12_26' => -0
'macd_12_26_action' => 'SELL'
'williams_percent_r_14' => -100
'williams_percent_r_14_action' => 'BUY'
'ultimate_oscillator' => 22.59
'ultimate_oscillator_action' => 'BUY'
'ichimoku_cloud' => '-0.171350'
'ichimoku_cloud_action' => 'SELL'
'sell_signals' => 32
'buy_signals' => 2
'sell_pct' => 94.12
'buy_pct' => 5.88
'overall_action' => 'bearish'
'overall_action_label' => 'Bajista'
'overall_action_dir' => -1
'last_updated' => 1767704057
'last_updated_date' => '6 de enero de 2026'
]
Predicción de precio de Balancer para 2026
La previsión del precio de Balancer para 2026 sugiere que el precio medio podría oscilar entre $0.19546 en el extremo inferior y $0.583453 en el extremo superior. En el mercado de criptomonedas, en comparación con el precio medio de hoy, Balancer podría potencialmente ganar 3.13% para 2026 si BAL alcanza el objetivo de precio previsto.
Predicción de precio de Balancer 2027-2032
La predicción del precio de BAL para 2027-2032 está actualmente dentro de un rango de precios de $0.341237 en el extremo inferior y $2.12 en el extremo superior. Considerando la volatilidad de precios en el mercado, si Balancer alcanza el objetivo de precio superior, podría ganar 275.71% para 2032 en comparación con el precio de hoy.
| Predicción de Precio de Balancer | Potencial Mínimo ($) | Precio Medio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2027 | $0.188164 | $0.341237 | $0.4943099 |
| 2028 | $0.339582 | $0.585662 | $0.831742 |
| 2029 | $0.745964 | $1.59 | $2.45 |
| 2030 | $0.63441 | $1.23 | $1.83 |
| 2031 | $0.750069 | $1.21 | $1.67 |
| 2032 | $1.14 | $2.12 | $3.10 |
Predicción de precio de Balancer 2032-2037
La predicción de precio de Balancer para 2032-2037 se estima actualmente entre $2.12 en el extremo inferior y $19.38 en el extremo superior. Comparado con el precio actual, Balancer podría potencialmente ganar 3326.16% para 2037 si alcanza el objetivo de precio superior. Tenga en cuenta que esta información es solo para fines generales y no debe considerarse como consejo de inversión a largo plazo.
| Predicción de Precio de Balancer | Potencial Mínimo ($) | Precio Medio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2032 | $1.14 | $2.12 | $3.10 |
| 2033 | $2.66 | $5.46 | $8.27 |
| 2034 | $2.13 | $3.46 | $4.79 |
| 2035 | $2.52 | $4.08 | $5.64 |
| 2036 | $4.18 | $7.93 | $11.68 |
| 2037 | $10.87 | $19.38 | $27.89 |
Balancer Histograma de precios potenciales
Pronóstico de precio de Balancer basado en análisis técnico
A fecha de 6 de enero de 2026, el sentimiento general de predicción de precio para Balancer es Bajista, con 2 indicadores técnicos mostrando señales alcistas y 32 indicando señales bajistas. La predicción de precio de BAL 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 Balancer
Según nuestros indicadores técnicos, se proyecta que el SMA de 200 días de Balancer aumentar durante el próximo mes, alcanzando $0.9373002 para el 4 feb. 2026. Se espera que el SMA de 50 días a corto plazo para Balancer alcance $0.555376 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 28.59, lo que sugiere que el mercado de BAL está en un estado BUY.
Promedios Móviles y Osciladores Populares de BAL 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 | $0.577861 | SELL |
| SMA 5 | $0.5872028 | SELL |
| SMA 10 | $0.594733 | SELL |
| SMA 21 | $0.608825 | SELL |
| SMA 50 | $0.647497 | SELL |
| SMA 100 | $0.817348 | SELL |
| SMA 200 | $1.01 | SELL |
Promedio Móvil Exponencial Diario (EMA)
| Período | Valor | Acción |
|---|---|---|
| EMA 3 | $0.576038 | SELL |
| EMA 5 | $0.582743 | SELL |
| EMA 10 | $0.593038 | SELL |
| EMA 21 | $0.610973 | SELL |
| EMA 50 | $0.673243 | SELL |
| EMA 100 | $0.791868 | SELL |
| EMA 200 | $0.984238 | SELL |
Promedio Móvil Simple Semanal (SMA)
| Período | Valor | Acción |
|---|---|---|
| SMA 21 | $0.913697 | SELL |
| SMA 50 | $1.14 | SELL |
| SMA 100 | $2.08 | SELL |
| SMA 200 | $4.06 | SELL |
Promedio Móvil Exponencial Semanal (EMA)
| Período | Valor | Acción |
|---|---|---|
| EMA 21 | $0.848259 | SELL |
| EMA 50 | $1.25 | SELL |
| EMA 100 | $2.36 | SELL |
| EMA 200 | $6.64 | SELL |
Osciladores de Balancer
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) | 28.59 | BUY |
| Stoch RSI (14) | 4.13 | NEUTRAL |
| Estocástico Rápido (14) | 0 | BUY |
| Índice de Canal de Materias Primas (20) | -195.33 | BUY |
| Índice Direccional Medio (14) | 29.41 | SELL |
| Oscilador Asombroso (5, 34) | -0.046165 | NEUTRAL |
| Momentum (10) | -0.03 | BUY |
| MACD (12, 26) | -0 | SELL |
| Rango Percentil de Williams (14) | -100 | BUY |
| Oscilador Ultimate (7, 14, 28) | 22.59 | BUY |
| VWMA (10) | 0.592312 | SELL |
| Promedio Móvil de Hull (9) | 0.577456 | SELL |
| Nube Ichimoku B/L (9, 26, 52, 26) | -0.171350 | SELL |
Predicción de precios de Balancer basada en flujos de dinero globales
Definiciones de flujos de dinero globales utilizadas para la predicción de precios de Balancer
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 Balancer por parte de empresas de Internet o nichos tecnológicos
| Comparación | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook acción | $0.794947 | $1.11 | $1.56 | $2.20 | $3.09 | $4.35 |
| Amazon.com acción | $1.18 | $2.46 | $5.13 | $10.72 | $22.37 | $46.68 |
| Apple acción | $0.802447 | $1.13 | $1.61 | $2.28 | $3.24 | $4.60 |
| Netflix acción | $0.892636 | $1.40 | $2.22 | $3.50 | $5.53 | $8.72 |
| Google acción | $0.73262 | $0.94874 | $1.22 | $1.59 | $2.06 | $2.66 |
| Tesla acción | $1.28 | $2.90 | $6.59 | $14.94 | $33.86 | $76.77 |
| Kodak acción | $0.424238 | $0.318134 | $0.238566 | $0.178899 | $0.134155 | $0.1006025 |
| Nokia acción | $0.374773 | $0.248272 | $0.164469 | $0.108954 | $0.072177 | $0.047814 |
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 Balancer
Podría preguntarse cosas como: "¿Debo invertir en Balancer ahora?", "¿Debería comprar BAL hoy?", "¿Será Balancer una buena o mala inversión a corto plazo?, ¿Lo será a largo plazo?".
Actualizamos el pronóstico de Balancer regularmente con valores actualizados. Aquí hay algunas predicciones similares. Hacemos un pronóstico de precios futuros para una gran cantidad de monedas digitales, como Balancer, 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 Balancer a fin de tomar una decisión responsable sobre la inversión por sus propios medios.
El precio de Balancer es de $0.5657 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 Balancer
basado en el historial de precios de las últimas 4 horas
Pronóstico a largo plazo de Balancer
basado en el historial de precios del último mes
Predicción de precios de Balancer basada en el patrón de crecimiento del Bitcoin
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Si Balancer ofrece un 1 % del crecimiento medio anterior anual del Bitcoin | $0.580437 | $0.595524 | $0.6110042 | $0.626886 |
| Si Balancer ofrece un 2 % del crecimiento medio anterior anual del Bitcoin | $0.595142 | $0.626081 | $0.658629 | $0.692869 |
| Si Balancer ofrece un 5 % del crecimiento medio anterior anual del Bitcoin | $0.639257 | $0.722339 | $0.816219 | $0.92230029 |
| Si Balancer ofrece un 10 % del crecimiento medio anterior anual del Bitcoin | $0.712783 | $0.898059 | $1.13 | $1.42 |
| Si Balancer ofrece un 20 % del crecimiento medio anterior anual del Bitcoin | $0.859835 | $1.30 | $1.98 | $3.01 |
| Si Balancer ofrece un 50 % del crecimiento medio anterior anual del Bitcoin | $1.30 | $2.99 | $6.88 | $15.82 |
| Si Balancer ofrece un 100 % del crecimiento medio anterior anual del Bitcoin | $2.03 | $7.32 | $26.37 | $94.94 |
Cuadro de preguntas
¿Es BAL una buena inversión?
La decisión de adquirir Balancer depende completamente de su tolerancia individual al riesgo. Como puede discernir, el valor de Balancer ha experimentado un aumento de 1.687% durante las últimas 24 horas, y Balancer ha sufrido un declive de durante el período previo de 30 días. Por lo tanto, la determinación de si invertir o no en Balancer dependerá de si dicha inversión se alinea con sus aspiraciones comerciales.
¿Puede Balancer subir?
Parece que el valor medio de Balancer podría potencialmente aumentar hasta $0.583453 para el final de este año. Mirando las perspectivas de Balancer en un horizonte de cinco años más extendido, la moneda digital podría potencialmente crecer hasta $1.83. 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 Balancer la próxima semana?
Basado en nuestro nuevo pronóstico experimental de Balancer, el precio de Balancer aumentará en un 0.86% durante la próxima semana y alcanzará $0.570573 para el 13 de enero de 2026.
¿Cuál será el precio de Balancer el próximo mes?
Basado en nuestro nuevo pronóstico experimental de Balancer, el precio de Balancer disminuirá en un -11.62% durante el próximo mes y alcanzará $0.50000514 para el 5 de febrero de 2026.
¿Hasta qué punto puede subir el precio de Balancer este año en 2026?
Según nuestra predicción más reciente sobre el valor de Balancer en 2026, se anticipa que BAL fluctúe dentro del rango de $0.19546 y $0.583453. Sin embargo, es crucial tener en cuenta que el mercado de criptomonedas es excepcionalmente inestable, y esta predicción de precios proyectada de Balancer no considera fluctuaciones de precios repentinas y extremas.
¿Dónde estará Balancer en 5 años?
El futuro de Balancer parece estar en una tendencia alcista, con un precio máximo de $1.83 proyectada después de un período de cinco años. Basado en el pronóstico de Balancer para 2030, el valor de Balancer podría potencialmente alcanzar su punto más alto de aproximadamente $1.83, mientras que su punto más bajo se anticipa que esté alrededor de $0.63441.
¿Cuánto será Balancer en 2026?
Basado en nuestra nueva simulación experimental de predicción de precios de Balancer, se espera que el valor de BAL en 2026 crezca en un 3.13% hasta $0.583453 si ocurre lo mejor. El precio estará entre $0.583453 y $0.19546 durante 2026.
¿Cuánto será Balancer en 2027?
Según nuestra última simulación experimental para la predicción de precios de Balancer, el valor de BAL podría disminuir en un -12.62% hasta $0.4943099 en 2027, asumiendo las condiciones más favorables. Se proyecta que el precio fluctúe entre $0.4943099 y $0.188164 a lo largo del año.
¿Cuánto será Balancer en 2028?
Nuestro nuevo modelo experimental de predicción de precios de Balancer sugiere que el valor de BAL en 2028 podría aumentar en un 47.02% , alcanzando $0.831742 en el mejor escenario. Se espera que el precio oscile entre $0.831742 y $0.339582 durante el año.
¿Cuánto será Balancer en 2029?
Basado en nuestro modelo de pronóstico experimental, el valor de Balancer podría experimentar un 333.75% crecimiento en 2029, potencialmente alcanzando $2.45 bajo condiciones óptimas. El rango de precios previsto para 2029 se encuentra entre $2.45 y $0.745964.
¿Cuánto será Balancer en 2030?
Usando nuestra nueva simulación experimental para las predicciones de precios de Balancer, se espera que el valor de BAL en 2030 aumente en un 224.23% , alcanzando $1.83 en el mejor escenario. Se pronostica que el precio oscile entre $1.83 y $0.63441 durante el transcurso de 2030.
¿Cuánto será Balancer en 2031?
Nuestra simulación experimental indica que el precio de Balancer podría crecer en un 195.98% en 2031, potencialmente alcanzando $1.67 bajo condiciones ideales. Es probable que el precio fluctúe entre $1.67 y $0.750069 durante el año.
¿Cuánto será Balancer en 2032?
Basado en los hallazgos de nuestra última predicción experimental de precios de Balancer, BAL podría experimentar un 449.04% aumento en valor, alcanzando $3.10 si se desarrolla el escenario más positivo en 2032. Se espera que el precio se mantenga dentro de un rango de $3.10 y $1.14 a lo largo del año.
¿Cuánto será Balancer en 2033?
Según nuestra predicción experimental de precios de Balancer, se anticipa que el valor de BAL aumente en un 1362.43% en 2033, con el precio potencial más alto siendo $8.27. A lo largo del año, el precio de BAL podría oscilar entre $8.27 y $2.66.
¿Cuánto será Balancer en 2034?
Los resultados de nuestra nueva simulación de predicción de precios de Balancer sugieren que BAL podría aumentar en un 746.96% en 2034, alcanzando potencialmente $4.79 bajo las mejores circunstancias. El rango de precios previsto para el año está entre $4.79 y $2.13.
¿Cuánto será Balancer en 2035?
Basado en nuestra predicción experimental para el precio de Balancer, BAL podría crecer en un 897.93% , con el valor potencialmente alcanzando $5.64 en 2035. El rango de precios esperado para el año está entre $5.64 y $2.52.
¿Cuánto será Balancer en 2036?
Nuestra reciente simulación de predicción de precios de Balancer sugiere que el valor de BAL podría aumentar en un 1964.7% en 2036, posiblemente alcanzando $11.68 si las condiciones son óptimas. El rango de precios esperado para 2036 está entre $11.68 y $4.18.
¿Cuánto será Balancer en 2037?
Según la simulación experimental, el valor de Balancer podría aumentar en un 4830.69% en 2037, con un máximo de $27.89 bajo condiciones favorables. Se espera que el precio caiga entre $27.89 y $10.87 durante el transcurso del año.
Predicciones relacionadas
Predicción de precios de Ampleforth
Predicción de precios de LCX
Predicción de precios de L7DEX
Predicción de precios de Creditcoin
Predicción de precios de Prometeus
Predicción de precios de LINK
Predicción de precios de Beldex
Predicción de precios de Wrapped Beacon ETH
Predicción de precios de Alephium
Predicción de precios de RIF Token
Predicción de precios de GuildFi
Predicción de precios de SwissBorg
Predicción de precios de Marlin
Predicción de precios de Portal
Predicción de precios de Synapse
Predicción de precios de CHEX Token
Predicción de precios de Toshi
Predicción de precios de ANyONe Protocol
Predicción de precios de Helium Mobile
Predicción de precios de COTI
Predicción de precios de Zebec Protocol
Predicción de precios de Nosana
Predicción de precios de Seedify.fund
Predicción de precios de The Doge NFT
Predicción de precios de iExec RLC
¿Cómo leer y predecir los movimientos de precio de Balancer?
Los traders de Balancer 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 Balancer
Las medias móviles son herramientas populares para la predicción de precios de Balancer. Una media móvil simple (SMA) calcula el precio de cierre promedio de BAL 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 BAL 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 BAL.
¿Cómo leer gráficos de Balancer 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 Balancer 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 BAL 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 Balancer?
La acción del precio de Balancer 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 BAL. La capitalización de mercado de Balancer puede cambiar rápidamente.
Los traders a menudo monitorean la actividad de las "ballenas" de BAL, grandes poseedores de Balancer, ya que sus acciones pueden influir significativamente en los movimientos de precios en el relativamente pequeño mercado de Balancer.
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


