Previsão de Preço Brazilian Digital - Projeção BRZ
$0.1844
0.5051%
Add to portfolio
Add to favorites
Sentiment
Altista 91.18%
Baixista 8.82%
SMA 50
$0.183389
SMA 200
$0.183294
RSI (14)
63.36
Momentum (10)
0
MACD (12, 26)
0
Hull Moving Average (9)
0.184218
Previsão de Preço Brazilian Digital até $0.190194 até 2026
| Ano | Preço Mínimo | Preço Máximo |
|---|---|---|
| 2026 | $0.063716 | $0.190194 |
| 2027 | $0.061338 | $0.161135 |
| 2028 | $0.110697 | $0.271132 |
| 2029 | $0.24317 | $0.79992 |
| 2030 | $0.2068059 | $0.597936 |
| 2031 | $0.2445086 | $0.545848 |
| 2032 | $0.373223 | $1.01 |
| 2033 | $0.867291 | $2.69 |
| 2034 | $0.69726 | $1.56 |
| 2035 | $0.824377 | $1.84 |
Calculadora de lucro do investimento
Se você abrir um short de $10,000.00 em Brazilian Digital hoje e fechar em Apr 06, 2026, nossa previsão mostra que pode lucrar cerca de $3,954.44, com um retorno de 39.54% nos próximos 90 dias.
$
≈ $3,954.44
(39.54% ROI)
Previsão de preço de longo prazo de Brazilian Digital Token para os anos 2027, 2028, 2029, 2030, 2031, 2032 e 2037
[
'name' => 'Brazilian Digital'
'name_with_ticker' => 'Brazilian Digital <small>BRZ</small>'
'name_lang' => 'Brazilian Digital Token'
'name_lang_with_ticker' => 'Brazilian Digital Token <small>BRZ</small>'
'name_with_lang' => 'Brazilian Digital Token/Brazilian Digital'
'name_with_lang_with_ticker' => 'Brazilian Digital Token/Brazilian Digital <small>BRZ</small>'
'image' => '/uploads/coins/brz.png?1717130103'
'price_for_sd' => 0.1844
'ticker' => 'BRZ'
'marketcap' => '$0'
'low24h' => '$0.1833'
'high24h' => '$0.1846'
'volume24h' => '$219.94K'
'current_supply' => '0'
'max_supply' => '9M'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.1844'
'change_24h_pct' => '0.5051%'
'ath_price' => '$9.99'
'ath_days' => 800
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '29 de out. de 2023'
'ath_pct' => '-98.15%'
'fdv' => '$1.66M'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$9.09'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.185996'
'next_week_prediction_price_date' => '13 de janeiro de 2026'
'next_week_prediction_price_change_pct' => '0.86%'
'next_week_prediction_price_is_increased' => true
'next_month_prediction_price' => '$0.162992'
'next_month_prediction_price_date' => '5 de fevereiro 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' => '$0.063716'
'current_year_max_price_prediction' => '$0.190194'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.2068059'
'grand_prediction_max_price' => '$0.597936'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.18791262409613
107 => 0.18861422162222
108 => 0.19019495667297
109 => 0.1766877487359
110 => 0.18275208854886
111 => 0.18631432003717
112 => 0.17022002857788
113 => 0.18599618764211
114 => 0.17645261829654
115 => 0.17321338752106
116 => 0.17757458502405
117 => 0.17587502211573
118 => 0.17441383772884
119 => 0.17359847173462
120 => 0.17680085385301
121 => 0.17665145889951
122 => 0.17141174019824
123 => 0.16457674075069
124 => 0.1668707909165
125 => 0.16603734098442
126 => 0.16301681091341
127 => 0.16505228348108
128 => 0.15608909242215
129 => 0.14066838807139
130 => 0.15085577771445
131 => 0.15046357429494
201 => 0.15026580754581
202 => 0.15792134930381
203 => 0.15718544560717
204 => 0.1558497731918
205 => 0.16299228024206
206 => 0.16038516908843
207 => 0.16841967135125
208 => 0.17371171418057
209 => 0.1723694809394
210 => 0.17734667279904
211 => 0.16692364119899
212 => 0.17038575419708
213 => 0.1710992908877
214 => 0.16290414281376
215 => 0.15730584855302
216 => 0.15693250615105
217 => 0.1472258353954
218 => 0.15241106056356
219 => 0.15697384413235
220 => 0.15478862488921
221 => 0.1540968497584
222 => 0.15763097887398
223 => 0.15790561097404
224 => 0.15164396998869
225 => 0.15294596342992
226 => 0.15837549251827
227 => 0.15280915322763
228 => 0.14199466524228
301 => 0.13931252269992
302 => 0.13895467544307
303 => 0.13168049214478
304 => 0.13949175628976
305 => 0.13608193016161
306 => 0.14685353004445
307 => 0.14070084996062
308 => 0.14043562021941
309 => 0.14003468656483
310 => 0.13377349650726
311 => 0.13514429921048
312 => 0.13970105617514
313 => 0.14132695839567
314 => 0.14115736347344
315 => 0.13967872558008
316 => 0.14035563843581
317 => 0.13817506627543
318 => 0.13740506086092
319 => 0.13497471196604
320 => 0.13140277049158
321 => 0.13189947086159
322 => 0.12482252015136
323 => 0.12096662180222
324 => 0.11989935995911
325 => 0.11847217281855
326 => 0.12006056454423
327 => 0.12480247203917
328 => 0.11908272554848
329 => 0.10927662138376
330 => 0.10986598495285
331 => 0.11119010990897
401 => 0.10872261181319
402 => 0.10638733194696
403 => 0.10841766832341
404 => 0.10426269271723
405 => 0.11169221886035
406 => 0.11149127099918
407 => 0.11426053890653
408 => 0.11599221896009
409 => 0.11200125707471
410 => 0.11099754095324
411 => 0.11156930327238
412 => 0.1021193457533
413 => 0.11348827576844
414 => 0.11358659474732
415 => 0.112744727959
416 => 0.11879833221573
417 => 0.13157332536394
418 => 0.12676685906867
419 => 0.12490565004293
420 => 0.12136749032446
421 => 0.12608187807419
422 => 0.12571988665091
423 => 0.1240828241537
424 => 0.12309272364744
425 => 0.12491701418836
426 => 0.12286667386089
427 => 0.12249837639849
428 => 0.12026689448795
429 => 0.11947035697185
430 => 0.11888063230599
501 => 0.11823140339404
502 => 0.11966344059605
503 => 0.11641825589611
504 => 0.11250488127737
505 => 0.11217952652113
506 => 0.11307785960861
507 => 0.11268041409043
508 => 0.11217762370489
509 => 0.11121765993209
510 => 0.11093285918708
511 => 0.11185832344268
512 => 0.11081352825602
513 => 0.11235518046688
514 => 0.11193593636903
515 => 0.10959407291866
516 => 0.1066752439906
517 => 0.10664926029069
518 => 0.10602040338598
519 => 0.10521945956856
520 => 0.10499665532166
521 => 0.10824667905685
522 => 0.11497413092366
523 => 0.11365337114793
524 => 0.1146077554428
525 => 0.11930238158473
526 => 0.12079466206292
527 => 0.1197354767261
528 => 0.11828559850936
529 => 0.11834938579264
530 => 0.12330405856723
531 => 0.12361307543065
601 => 0.12439386135191
602 => 0.1253973919108
603 => 0.11990638231967
604 => 0.1180907597347
605 => 0.11723041702703
606 => 0.11458089448195
607 => 0.11743817739393
608 => 0.11577336100217
609 => 0.11599800161165
610 => 0.11585170412003
611 => 0.11593159244304
612 => 0.11169014215638
613 => 0.11323550371678
614 => 0.11066604039481
615 => 0.1072258174425
616 => 0.10721428460886
617 => 0.10805627430268
618 => 0.10755542588574
619 => 0.10620765567373
620 => 0.10639910007105
621 => 0.10472184570327
622 => 0.10660274911897
623 => 0.10665668669874
624 => 0.10593243643019
625 => 0.10883022765673
626 => 0.11001745508661
627 => 0.10954073804491
628 => 0.10998400734814
629 => 0.11370825467948
630 => 0.1143154694948
701 => 0.1145851542054
702 => 0.11422381241957
703 => 0.11005207975266
704 => 0.11023711383601
705 => 0.1088794565044
706 => 0.10773237912559
707 => 0.10777825620511
708 => 0.10836800308744
709 => 0.11094346231077
710 => 0.11636336441465
711 => 0.11656904573759
712 => 0.11681833750115
713 => 0.11580434261476
714 => 0.1154985120544
715 => 0.11590198150508
716 => 0.11793741177038
717 => 0.12317309102667
718 => 0.12132245229824
719 => 0.11981785420512
720 => 0.12113779236952
721 => 0.12093459823512
722 => 0.1192194352535
723 => 0.11917129634114
724 => 0.11587935020863
725 => 0.11466239267743
726 => 0.11364541187667
727 => 0.11253489539119
728 => 0.11187654399375
729 => 0.11288807095558
730 => 0.11311941913978
731 => 0.11090769775928
801 => 0.11060624830771
802 => 0.11241238773035
803 => 0.11161757311011
804 => 0.11243505965748
805 => 0.11262472354874
806 => 0.11259418329392
807 => 0.11176430554651
808 => 0.1122932448754
809 => 0.11104214567818
810 => 0.10968176321022
811 => 0.10881392395049
812 => 0.1080566190942
813 => 0.10847681584328
814 => 0.10697889115769
815 => 0.1064996749035
816 => 0.11211405213228
817 => 0.11626145295591
818 => 0.11620114810538
819 => 0.11583405783695
820 => 0.1152886361596
821 => 0.11789751077746
822 => 0.1169886310267
823 => 0.11764991698482
824 => 0.11781824201525
825 => 0.1183277111861
826 => 0.11850980262433
827 => 0.11795939582738
828 => 0.11611216339029
829 => 0.11150903578667
830 => 0.10936626746127
831 => 0.10865911822327
901 => 0.108684821755
902 => 0.10797580360416
903 => 0.10818464122554
904 => 0.10790317840204
905 => 0.1073701559075
906 => 0.10844390320627
907 => 0.1085676425798
908 => 0.10831701712994
909 => 0.10837604849616
910 => 0.10630097681488
911 => 0.10645874000799
912 => 0.10558029450119
913 => 0.10541559655848
914 => 0.10319496281227
915 => 0.099260788244866
916 => 0.10144070285478
917 => 0.098807672548384
918 => 0.097810504074434
919 => 0.1025309445386
920 => 0.10205714324064
921 => 0.10124620137499
922 => 0.10004664934062
923 => 0.099601723822574
924 => 0.096898497221249
925 => 0.09673877617249
926 => 0.098078568269365
927 => 0.097460300316088
928 => 0.096592017953304
929 => 0.09344718725167
930 => 0.089911356325372
1001 => 0.090018080835596
1002 => 0.091142762866779
1003 => 0.094412927556478
1004 => 0.093135217637789
1005 => 0.092208224431748
1006 => 0.09203462646957
1007 => 0.094207568418178
1008 => 0.097282736520872
1009 => 0.098725536591648
1010 => 0.097295765539999
1011 => 0.095653321540205
1012 => 0.09575328949612
1013 => 0.096418331520387
1014 => 0.09648821803395
1015 => 0.095419155836055
1016 => 0.095720090582695
1017 => 0.095262943184499
1018 => 0.092457430445601
1019 => 0.092406687616531
1020 => 0.091718169545401
1021 => 0.091697321491842
1022 => 0.090525980493968
1023 => 0.090362101791267
1024 => 0.088036333144672
1025 => 0.089567161110937
1026 => 0.088540362083242
1027 => 0.086992733751101
1028 => 0.086725922043303
1029 => 0.086717901361182
1030 => 0.088306969614929
1031 => 0.089548591923191
1101 => 0.08855822369194
1102 => 0.088332736043165
1103 => 0.090740354208282
1104 => 0.090433962850844
1105 => 0.090168629911315
1106 => 0.097007388946015
1107 => 0.091593977535028
1108 => 0.089233421173116
1109 => 0.086311784417756
1110 => 0.087263084077473
1111 => 0.087463536893275
1112 => 0.080437527161241
1113 => 0.077587075887989
1114 => 0.076608908427999
1115 => 0.076045959225517
1116 => 0.076302502246159
1117 => 0.073736761775645
1118 => 0.075460981805261
1119 => 0.073239267434439
1120 => 0.072866789790087
1121 => 0.076839490302714
1122 => 0.077392268370867
1123 => 0.075033945397444
1124 => 0.07654837052419
1125 => 0.075999218921148
1126 => 0.07327735235062
1127 => 0.073173397068321
1128 => 0.071807660101466
1129 => 0.069670546207126
1130 => 0.068693827810992
1201 => 0.068185144390027
1202 => 0.068395037083559
1203 => 0.068288908914887
1204 => 0.06759635082644
1205 => 0.068328605533837
1206 => 0.066457997344974
1207 => 0.065713106091654
1208 => 0.065376655993875
1209 => 0.063716383558068
1210 => 0.06635861532994
1211 => 0.066879168274957
1212 => 0.067400746870084
1213 => 0.071940732443826
1214 => 0.071713927594428
1215 => 0.073764132974545
1216 => 0.073684465763559
1217 => 0.073099713978025
1218 => 0.070632742381854
1219 => 0.071616033290547
1220 => 0.068589616710924
1221 => 0.070857213788702
1222 => 0.069822377179522
1223 => 0.070507334490186
1224 => 0.069275719485501
1225 => 0.069957346081231
1226 => 0.067002610689462
1227 => 0.064243520354877
1228 => 0.065353858848382
1229 => 0.066560923773431
1230 => 0.069178148085359
1231 => 0.067619350876806
]
'min_raw' => 0.063716383558068
'max_raw' => 0.19019495667297
'avg_raw' => 0.12695567011552
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.063716'
'max' => '$0.190194'
'avg' => '$0.126955'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.12070161644193
'max_diff' => 0.0057769566729684
'year' => 2026
]
1 => [
'items' => [
101 => 0.06817995329765
102 => 0.066302029031535
103 => 0.062427334867992
104 => 0.062449265216167
105 => 0.061853227933907
106 => 0.061338164699166
107 => 0.067798397487612
108 => 0.066994965419201
109 => 0.065714801568779
110 => 0.067428351754259
111 => 0.067881441620998
112 => 0.067894340452535
113 => 0.069144502434729
114 => 0.06981171410873
115 => 0.069929313058133
116 => 0.071896469948654
117 => 0.072555834990929
118 => 0.075271666283229
119 => 0.06975510585974
120 => 0.069641495928091
121 => 0.067452464919421
122 => 0.066064146846511
123 => 0.067547524245631
124 => 0.068861594120043
125 => 0.067493296733375
126 => 0.067671967485739
127 => 0.06583514003814
128 => 0.066491719419893
129 => 0.067057254034252
130 => 0.066744999060791
131 => 0.066277538252208
201 => 0.068753855375797
202 => 0.068614131858919
203 => 0.070920135294689
204 => 0.07271782987676
205 => 0.075939619944175
206 => 0.072577514053113
207 => 0.072454985551282
208 => 0.073652721310869
209 => 0.072555651623825
210 => 0.073248961796478
211 => 0.075827916956827
212 => 0.075882406215501
213 => 0.07496964092727
214 => 0.074914099076529
215 => 0.075089405634692
216 => 0.076116181621453
217 => 0.075757394542039
218 => 0.076172592033714
219 => 0.076691802854784
220 => 0.078839478951552
221 => 0.07935727638756
222 => 0.078099297065251
223 => 0.078212878513058
224 => 0.07774235971421
225 => 0.077287844450106
226 => 0.078309528387188
227 => 0.080176675863453
228 => 0.080165060435908
301 => 0.080598202358241
302 => 0.080868046187513
303 => 0.079709678934522
304 => 0.078955624447169
305 => 0.079244776919354
306 => 0.079707138019299
307 => 0.079094839446189
308 => 0.075315449008664
309 => 0.076461874639013
310 => 0.076271053356774
311 => 0.075999300646204
312 => 0.077152040482568
313 => 0.077040855913223
314 => 0.073710446398659
315 => 0.073923648410294
316 => 0.073723411919134
317 => 0.074370416986605
318 => 0.072520711226892
319 => 0.073089668260621
320 => 0.073446512778535
321 => 0.073656696940996
322 => 0.074416026260431
323 => 0.074326927728942
324 => 0.074410487770614
325 => 0.075536372695829
326 => 0.081230712290517
327 => 0.081540642630803
328 => 0.080014432283535
329 => 0.080624123214101
330 => 0.079453649952164
331 => 0.080239396494392
401 => 0.080776984322785
402 => 0.078347728298468
403 => 0.078203883522449
404 => 0.077028579301
405 => 0.077660121216973
406 => 0.076655292619189
407 => 0.076901842409673
408 => 0.076212467701656
409 => 0.077453204922952
410 => 0.078840541927433
411 => 0.079191038042364
412 => 0.078269033662047
413 => 0.077601441727648
414 => 0.076429370209297
415 => 0.078378551265631
416 => 0.07894855120672
417 => 0.078375557298597
418 => 0.078242782089921
419 => 0.077991173309399
420 => 0.07829616208214
421 => 0.078945446864627
422 => 0.078639256151614
423 => 0.078841500511945
424 => 0.07807075356384
425 => 0.079710062402282
426 => 0.082313679358885
427 => 0.082322050413135
428 => 0.082015858049639
429 => 0.081890570731503
430 => 0.082204742677756
501 => 0.08237516807059
502 => 0.08339114253549
503 => 0.084481323614535
504 => 0.08956872302717
505 => 0.08814020162966
506 => 0.092654045039295
507 => 0.096223909127106
508 => 0.097294355275803
509 => 0.096309595187385
510 => 0.092940784120601
511 => 0.092775494177903
512 => 0.097809920187024
513 => 0.096387464248128
514 => 0.096218267640414
515 => 0.094418301596513
516 => 0.09548230445859
517 => 0.095249591424673
518 => 0.094882242515925
519 => 0.096912285857686
520 => 0.10071234577024
521 => 0.10012007079613
522 => 0.099677965002808
523 => 0.097740786111513
524 => 0.098907400488642
525 => 0.098491991453973
526 => 0.100276852292
527 => 0.099219540271061
528 => 0.096376687745367
529 => 0.096829421380248
530 => 0.096760991602109
531 => 0.098169271587217
601 => 0.097746540891346
602 => 0.096678446649155
603 => 0.10069935757858
604 => 0.10043826198831
605 => 0.10080843584055
606 => 0.10097139781832
607 => 0.10341885544466
608 => 0.10442150052427
609 => 0.10464911851111
610 => 0.10560155378938
611 => 0.10462542105374
612 => 0.10853064796715
613 => 0.11112739598827
614 => 0.11414365244222
615 => 0.11855121381475
616 => 0.12020849766305
617 => 0.11990912416963
618 => 0.12325088689948
619 => 0.12925596024181
620 => 0.12112292118373
621 => 0.12968703106045
622 => 0.12697573275088
623 => 0.12054729323307
624 => 0.12013337751445
625 => 0.12448679139163
626 => 0.13414224437065
627 => 0.13172366291064
628 => 0.13414620030348
629 => 0.13132018175409
630 => 0.13117984611355
701 => 0.13400894689033
702 => 0.14061929506152
703 => 0.13747896643058
704 => 0.13297653529796
705 => 0.1363010603807
706 => 0.13342104908376
707 => 0.12693157756735
708 => 0.13172181346698
709 => 0.12851871913896
710 => 0.12945355234974
711 => 0.13618598020291
712 => 0.13537591667182
713 => 0.13642421389091
714 => 0.13457399673793
715 => 0.13284560216458
716 => 0.12961942534116
717 => 0.12866431343234
718 => 0.12892827200261
719 => 0.12866418262758
720 => 0.12685916634497
721 => 0.1264693732506
722 => 0.12581970101608
723 => 0.12602106160739
724 => 0.12479948773819
725 => 0.12710485001941
726 => 0.12753274557359
727 => 0.12921039599061
728 => 0.1293845752223
729 => 0.13405680775383
730 => 0.13148342058914
731 => 0.13320987087478
801 => 0.13305544091125
802 => 0.12068661701016
803 => 0.12239093181267
804 => 0.12504231080193
805 => 0.12384786816113
806 => 0.12215920572357
807 => 0.12079552026488
808 => 0.11872939735098
809 => 0.12163742567592
810 => 0.12546117368889
811 => 0.12948155178205
812 => 0.13431177263538
813 => 0.13323372357089
814 => 0.12939125416303
815 => 0.12956362453374
816 => 0.13062915034023
817 => 0.1292491976076
818 => 0.12884222260687
819 => 0.13057323822466
820 => 0.13058515877787
821 => 0.12899735638611
822 => 0.12723280459245
823 => 0.127225411056
824 => 0.12691142610787
825 => 0.13137603897884
826 => 0.1338311246346
827 => 0.13411259624846
828 => 0.13381217935234
829 => 0.13392779789253
830 => 0.13249923764357
831 => 0.13576450274632
901 => 0.13876103290586
902 => 0.13795789881157
903 => 0.136753886632
904 => 0.13579483293789
905 => 0.1377319762404
906 => 0.13764571829849
907 => 0.13873486082903
908 => 0.13868545103265
909 => 0.13831921336435
910 => 0.13795791189107
911 => 0.13939043139297
912 => 0.13897788878198
913 => 0.13856470537837
914 => 0.13773600280722
915 => 0.13784863724993
916 => 0.13664483296004
917 => 0.1360878980132
918 => 0.12771293268649
919 => 0.12547486829131
920 => 0.12617900891003
921 => 0.12641083028472
922 => 0.12543682179178
923 => 0.1268332997684
924 => 0.12661566015498
925 => 0.12746236857589
926 => 0.12693338191431
927 => 0.12695509171142
928 => 0.12851072869127
929 => 0.12896233672467
930 => 0.12873264523396
1001 => 0.12889351328069
1002 => 0.13260064951945
1003 => 0.13207361329384
1004 => 0.13179363580321
1005 => 0.13187119148151
1006 => 0.13281844427241
1007 => 0.13308362333578
1008 => 0.13196004101049
1009 => 0.13248992893045
1010 => 0.13474612444084
1011 => 0.13553566517988
1012 => 0.13805550021781
1013 => 0.1369850295072
1014 => 0.13894992482541
1015 => 0.14498934315142
1016 => 0.14981404840619
1017 => 0.14537705006453
1018 => 0.15423700684241
1019 => 0.16113575407931
1020 => 0.1608709686699
1021 => 0.15966801251824
1022 => 0.15181397220172
1023 => 0.14458656720531
1024 => 0.15063259837663
1025 => 0.15064801095346
1026 => 0.15012865151389
1027 => 0.14690295463947
1028 => 0.15001640425476
1029 => 0.15026353857883
1030 => 0.15012520907567
1031 => 0.1476520748451
1101 => 0.14387605598662
1102 => 0.14461388103306
1103 => 0.14582245351034
1104 => 0.14353437367621
1105 => 0.14280319352956
1106 => 0.1441625965349
1107 => 0.14854287626096
1108 => 0.14771480975198
1109 => 0.14769318558895
1110 => 0.15123600526921
1111 => 0.14870011096648
1112 => 0.14462318736974
1113 => 0.14359371039354
1114 => 0.13993976066684
1115 => 0.142463556758
1116 => 0.14255438368629
1117 => 0.14117212635973
1118 => 0.14473534993373
1119 => 0.1447025142012
1120 => 0.14808526466888
1121 => 0.15455181306001
1122 => 0.15263933650123
1123 => 0.15041533434023
1124 => 0.15065714504002
1125 => 0.15330921157708
1126 => 0.15170571160798
1127 => 0.15228234137687
1128 => 0.15330833877886
1129 => 0.15392734848556
1130 => 0.15056807906925
1201 => 0.14978487267587
1202 => 0.14818270726312
1203 => 0.14776473221277
1204 => 0.14906966251118
1205 => 0.14872585948141
1206 => 0.14254675003466
1207 => 0.14190099871724
1208 => 0.14192080298822
1209 => 0.14029703059676
1210 => 0.13782038794974
1211 => 0.14432885695345
1212 => 0.14380613580649
1213 => 0.14322909211564
1214 => 0.1432997766752
1215 => 0.14612488247723
1216 => 0.14448617844079
1217 => 0.14884294169998
1218 => 0.14794732215018
1219 => 0.14702873333841
1220 => 0.14690175638373
1221 => 0.14654817806151
1222 => 0.14533562643394
1223 => 0.14387139748058
1224 => 0.14290458669624
1225 => 0.13182192731941
1226 => 0.13387880443488
1227 => 0.13624505406599
1228 => 0.1370618739565
1229 => 0.13566464701157
1230 => 0.14539079746992
1231 => 0.14716785888218
]
'min_raw' => 0.061338164699166
'max_raw' => 0.16113575407931
'avg_raw' => 0.11123695938924
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.061338'
'max' => '$0.161135'
'avg' => '$0.111236'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.002378218858902
'max_diff' => -0.029059202593656
'year' => 2027
]
2 => [
'items' => [
101 => 0.1417850239496
102 => 0.14077811531342
103 => 0.14545681023248
104 => 0.14263498524909
105 => 0.14390565286633
106 => 0.14115916449589
107 => 0.1467398168264
108 => 0.14669730160579
109 => 0.14452630180447
110 => 0.14636121597018
111 => 0.14604235447887
112 => 0.14359130105012
113 => 0.14681751959195
114 => 0.1468191197561
115 => 0.14472957964894
116 => 0.14228945426292
117 => 0.14185321747709
118 => 0.14152457165913
119 => 0.14382482614146
120 => 0.14588722711761
121 => 0.14972484402167
122 => 0.15068971209088
123 => 0.1544556563999
124 => 0.15221321992438
125 => 0.15320726296956
126 => 0.15428643731108
127 => 0.15480383317573
128 => 0.15396076437928
129 => 0.15981082601571
130 => 0.16030475045908
131 => 0.16047035905252
201 => 0.15849775118371
202 => 0.16024988866583
203 => 0.15943012156264
204 => 0.16156292782728
205 => 0.16189737908261
206 => 0.16161411076779
207 => 0.16172027087519
208 => 0.15672827529009
209 => 0.15646941398412
210 => 0.15293982170937
211 => 0.15437815665076
212 => 0.15168925841902
213 => 0.15254193574702
214 => 0.1529177877886
215 => 0.1527214640115
216 => 0.15445947795029
217 => 0.15298181104953
218 => 0.14908200514749
219 => 0.14518113674594
220 => 0.14513216452074
221 => 0.14410513472665
222 => 0.14336278029542
223 => 0.14350578409532
224 => 0.14400974813842
225 => 0.14333348898908
226 => 0.1434778031658
227 => 0.14587438005969
228 => 0.14635499646416
229 => 0.14472167413283
301 => 0.13816364928528
302 => 0.13655429353813
303 => 0.13771106653427
304 => 0.13715820354784
305 => 0.11069737502198
306 => 0.11691395418511
307 => 0.11322027394146
308 => 0.11492249173579
309 => 0.11115220068089
310 => 0.11295158119017
311 => 0.11261930131296
312 => 0.12261537664533
313 => 0.12245930167817
314 => 0.12253400650564
315 => 0.11896815044776
316 => 0.12464865597151
317 => 0.12744707725689
318 => 0.12692916395454
319 => 0.12705951157473
320 => 0.12481970759741
321 => 0.12255569270411
322 => 0.12004455175806
323 => 0.12470994124943
324 => 0.12419122957884
325 => 0.1253809675246
326 => 0.12840680609868
327 => 0.12885237232276
328 => 0.1294512178464
329 => 0.1292365743549
330 => 0.1343502531372
331 => 0.13373095289552
401 => 0.13522328829312
402 => 0.13215344115651
403 => 0.12867961772886
404 => 0.12933987799461
405 => 0.12927628962154
406 => 0.12846673664903
407 => 0.127735908423
408 => 0.12651928533624
409 => 0.13036886080908
410 => 0.13021257507504
411 => 0.13274265944696
412 => 0.1322954424583
413 => 0.12930881795542
414 => 0.12941548583382
415 => 0.13013287857891
416 => 0.1326157830607
417 => 0.13335287815993
418 => 0.13301142634181
419 => 0.13381961746844
420 => 0.13445837878232
421 => 0.13389983605492
422 => 0.14180762321253
423 => 0.13852375865569
424 => 0.14012429139171
425 => 0.14050600901837
426 => 0.13952824734435
427 => 0.13974028884042
428 => 0.14006147392913
429 => 0.14201164689324
430 => 0.14712946503818
501 => 0.14939611185641
502 => 0.15621543064342
503 => 0.1492078983914
504 => 0.14879210042762
505 => 0.15002046566486
506 => 0.15402412769104
507 => 0.15726871971841
508 => 0.15834513807889
509 => 0.15848740453496
510 => 0.16050683693816
511 => 0.1616643379315
512 => 0.16026162472807
513 => 0.15907297215836
514 => 0.15481536619465
515 => 0.15530819567802
516 => 0.158703302103
517 => 0.16349908989905
518 => 0.16761437474474
519 => 0.16617334542394
520 => 0.1771673819335
521 => 0.17825739574682
522 => 0.17810679108218
523 => 0.18059000476471
524 => 0.17566133130256
525 => 0.17355422790894
526 => 0.15932997233571
527 => 0.16332640795195
528 => 0.16913546182257
529 => 0.16836661175996
530 => 0.16414792156266
531 => 0.16761117448992
601 => 0.16646611476624
602 => 0.16556295865359
603 => 0.16970049189104
604 => 0.16515110413597
605 => 0.16909007819962
606 => 0.16403830321952
607 => 0.16617992792449
608 => 0.16496423816322
609 => 0.16575093842809
610 => 0.16115190475456
611 => 0.16363343168957
612 => 0.16104866507556
613 => 0.16104743955963
614 => 0.16099038069337
615 => 0.16403134715214
616 => 0.16413051295919
617 => 0.16188323415151
618 => 0.16155936616623
619 => 0.16275687585389
620 => 0.16135490563793
621 => 0.16201087867808
622 => 0.16137477439306
623 => 0.1612315739201
624 => 0.16009052818797
625 => 0.15959893431286
626 => 0.15979170093811
627 => 0.15913368906814
628 => 0.15873721311516
629 => 0.16091151164717
630 => 0.15974987165247
701 => 0.16073347365772
702 => 0.15961253503227
703 => 0.15572687338676
704 => 0.15349218828429
705 => 0.14615253363694
706 => 0.14823405059012
707 => 0.14961409848356
708 => 0.14915799266301
709 => 0.15013788445507
710 => 0.15019804185275
711 => 0.14987946904234
712 => 0.14951060253958
713 => 0.14933105872564
714 => 0.15066923121729
715 => 0.15144608538951
716 => 0.14975260475233
717 => 0.14935584593334
718 => 0.15106804835717
719 => 0.15211249084659
720 => 0.15982406736696
721 => 0.15925276887026
722 => 0.16068661598529
723 => 0.16052518680432
724 => 0.16202808701063
725 => 0.16448469367493
726 => 0.15948972544838
727 => 0.1603566792195
728 => 0.16014412217571
729 => 0.16246476424439
730 => 0.16247200903563
731 => 0.16108066819078
801 => 0.1618349366347
802 => 0.16141392468158
803 => 0.16217475018405
804 => 0.15924513883054
805 => 0.16281308922711
806 => 0.16483588718832
807 => 0.16486397373998
808 => 0.16582276391967
809 => 0.16679695027163
810 => 0.16866681614045
811 => 0.16674480072742
812 => 0.16328728210379
813 => 0.1635369037807
814 => 0.16150976187673
815 => 0.16154383849836
816 => 0.16136193482142
817 => 0.16190784144899
818 => 0.1593649346363
819 => 0.15996174978255
820 => 0.15912620508285
821 => 0.16035486290851
822 => 0.15903303019251
823 => 0.16014401967427
824 => 0.16062348590471
825 => 0.1623927266172
826 => 0.15877171190075
827 => 0.15138821777277
828 => 0.15294031775468
829 => 0.15064463996661
830 => 0.15085711368615
831 => 0.15128634441458
901 => 0.14989506718819
902 => 0.1501604790388
903 => 0.15015099665982
904 => 0.15006928264058
905 => 0.14970735770032
906 => 0.14918249493228
907 => 0.15127338665593
908 => 0.15162866990348
909 => 0.15241842055249
910 => 0.15476818279098
911 => 0.15453338613215
912 => 0.15491634922433
913 => 0.15408034294435
914 => 0.15089589361976
915 => 0.15106882453893
916 => 0.14891237320581
917 => 0.15236327524354
918 => 0.15154605609133
919 => 0.15101918958757
920 => 0.15087542918063
921 => 0.15323101602522
922 => 0.15393584452842
923 => 0.1534966427045
924 => 0.1525958269501
925 => 0.15432565950083
926 => 0.15478848971563
927 => 0.1548921003322
928 => 0.15795703194961
929 => 0.15506339596247
930 => 0.15575992290485
1001 => 0.16119402727686
1002 => 0.15626604446659
1003 => 0.15887650686832
1004 => 0.15874873831794
1005 => 0.16008416254944
1006 => 0.15863919455285
1007 => 0.15865710666294
1008 => 0.15984287291104
1009 => 0.15817767806966
1010 => 0.15776535240925
1011 => 0.15719572746252
1012 => 0.15843948269439
1013 => 0.15918505770568
1014 => 0.16519384473221
1015 => 0.16907579518533
1016 => 0.16890726947824
1017 => 0.1704472789741
1018 => 0.16975349059134
1019 => 0.1675130648913
1020 => 0.17133719837047
1021 => 0.17012708252912
1022 => 0.17022684300879
1023 => 0.17022312991875
1024 => 0.17102775116309
1025 => 0.17045760326902
1026 => 0.16933378324534
1027 => 0.17007982742354
1028 => 0.17229531191714
1029 => 0.17917224376462
1030 => 0.1830206659337
1031 => 0.17894056391782
1101 => 0.18175496365363
1102 => 0.18006732668531
1103 => 0.17976063284531
1104 => 0.18152828386191
1105 => 0.18329902891761
1106 => 0.1831862401127
1107 => 0.18190077013103
1108 => 0.18117464075597
1109 => 0.18667313565507
1110 => 0.19072433303231
1111 => 0.19044806853076
1112 => 0.1916674101946
1113 => 0.19524743503245
1114 => 0.19557474763729
1115 => 0.19553351377227
1116 => 0.19472223532964
1117 => 0.19824723470747
1118 => 0.20118785120493
1119 => 0.19453444781025
1120 => 0.1970679767235
1121 => 0.19820535947786
1122 => 0.19987537480751
1123 => 0.20269297059571
1124 => 0.20575362695207
1125 => 0.20618643731925
1126 => 0.20587933765185
1127 => 0.20386075250997
1128 => 0.20720975921632
1129 => 0.20917152880103
1130 => 0.21033971769443
1201 => 0.21330205035998
1202 => 0.19821238356654
1203 => 0.18753116740504
1204 => 0.18586314126279
1205 => 0.18925513801494
1206 => 0.19014958050782
1207 => 0.18978903186048
1208 => 0.17776635197702
1209 => 0.18579984434136
1210 => 0.19444320665016
1211 => 0.19477523339764
1212 => 0.1991022812936
1213 => 0.20051134546022
1214 => 0.2039951861756
1215 => 0.20377727099031
1216 => 0.20462553076449
1217 => 0.20443053053222
1218 => 0.21088361184826
1219 => 0.2180023188317
1220 => 0.21775582064497
1221 => 0.21673242229138
1222 => 0.21825234336181
1223 => 0.22559961185572
1224 => 0.22492319311038
1225 => 0.22558027630427
1226 => 0.2342431199325
1227 => 0.24550604892434
1228 => 0.24027328762804
1229 => 0.2516268739545
1230 => 0.25877335471924
1231 => 0.27113245424198
]
'min_raw' => 0.11069737502198
'max_raw' => 0.27113245424198
'avg_raw' => 0.19091491463198
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.110697'
'max' => '$0.271132'
'avg' => '$0.190914'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.049359210322817
'max_diff' => 0.10999670016266
'year' => 2028
]
3 => [
'items' => [
101 => 0.26958503411188
102 => 0.27439634086082
103 => 0.26681482912269
104 => 0.24940614569561
105 => 0.24665115490551
106 => 0.25216671623477
107 => 0.26572618556213
108 => 0.25173968029159
109 => 0.25456913209176
110 => 0.25375424978296
111 => 0.25371082816776
112 => 0.25536805461181
113 => 0.25296416121959
114 => 0.24317026708755
115 => 0.24765875105249
116 => 0.24592553183892
117 => 0.24784866777642
118 => 0.25822703926953
119 => 0.25363851384295
120 => 0.24880487504759
121 => 0.25486733076729
122 => 0.26258692018427
123 => 0.26210384215199
124 => 0.26116646885842
125 => 0.26645039303503
126 => 0.27517788773026
127 => 0.27753689447647
128 => 0.27927826502875
129 => 0.27951837060721
130 => 0.28199160729016
131 => 0.26869239031003
201 => 0.28979858920562
202 => 0.29344304670791
203 => 0.29275803974477
204 => 0.29680870087635
205 => 0.29561689361608
206 => 0.29389015188479
207 => 0.30031131137868
208 => 0.29294997017979
209 => 0.28250147311505
210 => 0.27676922097749
211 => 0.28431791299982
212 => 0.2889276358048
213 => 0.29197436934546
214 => 0.29289630907398
215 => 0.26972477066618
216 => 0.25723659661681
217 => 0.26524137300525
218 => 0.2750077526593
219 => 0.26863813757793
220 => 0.26888781442984
221 => 0.25980641722921
222 => 0.27581125480256
223 => 0.27347948458999
224 => 0.28557671257761
225 => 0.28268961203205
226 => 0.29255443184426
227 => 0.28995669418159
228 => 0.30073975798178
301 => 0.30504141407147
302 => 0.31226456414537
303 => 0.31757794274325
304 => 0.32069806028466
305 => 0.32051074013074
306 => 0.33287420026618
307 => 0.32558389977071
308 => 0.31642556415649
309 => 0.31625991875941
310 => 0.32100315054863
311 => 0.33094366313675
312 => 0.33352109342227
313 => 0.33496152533237
314 => 0.33275545372026
315 => 0.32484235503296
316 => 0.32142551914011
317 => 0.32433676231608
318 => 0.32077656207784
319 => 0.3269224665048
320 => 0.33536210597737
321 => 0.33361935380024
322 => 0.33944511304039
323 => 0.3454741609662
324 => 0.35409597028159
325 => 0.35635003050131
326 => 0.36007590633027
327 => 0.36391105644472
328 => 0.36514280330129
329 => 0.36749459023908
330 => 0.36748219516105
331 => 0.3745694633916
401 => 0.38238693972433
402 => 0.38533785606495
403 => 0.39212332547571
404 => 0.38050344690099
405 => 0.38931725827946
406 => 0.39726753676684
407 => 0.38778888700267
408 => 0.40085299746044
409 => 0.4013602472656
410 => 0.40901911708887
411 => 0.40125538526107
412 => 0.39664530608443
413 => 0.40995443192998
414 => 0.4163942986931
415 => 0.41445455841468
416 => 0.39969303911905
417 => 0.39110120173765
418 => 0.36861470606887
419 => 0.39525093153287
420 => 0.40822465996703
421 => 0.39965944029663
422 => 0.4039792388893
423 => 0.42754665931154
424 => 0.43651960713086
425 => 0.43465329671008
426 => 0.4349686724491
427 => 0.43981031222189
428 => 0.46128080931412
429 => 0.44841518977423
430 => 0.45825047384691
501 => 0.4634670730553
502 => 0.46831254112429
503 => 0.45641360297276
504 => 0.44093325926774
505 => 0.43602998459574
506 => 0.39880779800244
507 => 0.39687022154249
508 => 0.39578260116095
509 => 0.38892530850228
510 => 0.38353735484311
511 => 0.37925265405144
512 => 0.36800831965414
513 => 0.37180295243233
514 => 0.35388183027801
515 => 0.36534712914677
516 => 0.33674458546784
517 => 0.36056563377283
518 => 0.34760092019059
519 => 0.35630637667621
520 => 0.35627600415863
521 => 0.34024649870111
522 => 0.33100101448046
523 => 0.33689259686549
524 => 0.34320884085663
525 => 0.3442336301938
526 => 0.35242280539915
527 => 0.35470822817324
528 => 0.34778329047158
529 => 0.33615186132532
530 => 0.33885357703135
531 => 0.33094626429791
601 => 0.31708900288295
602 => 0.32704152995575
603 => 0.33043976028012
604 => 0.33194061238428
605 => 0.3183135872999
606 => 0.31403168016127
607 => 0.31175202872935
608 => 0.33439278350778
609 => 0.33563309516316
610 => 0.32928748537186
611 => 0.35797024334395
612 => 0.35147845183541
613 => 0.35873137347799
614 => 0.33860842464907
615 => 0.33937714839348
616 => 0.32985062193331
617 => 0.33518484018827
618 => 0.33141478665554
619 => 0.33475388806704
620 => 0.33675533168547
621 => 0.34628029493639
622 => 0.360674393553
623 => 0.34485758305623
624 => 0.3379659722219
625 => 0.34224148882363
626 => 0.35362775295503
627 => 0.37087852596624
628 => 0.36066572113944
629 => 0.3651979904969
630 => 0.36618808972488
701 => 0.35865754554418
702 => 0.37115618787164
703 => 0.37785431183371
704 => 0.38472520103734
705 => 0.39069100161491
706 => 0.38198081679532
707 => 0.39130196310823
708 => 0.38379076458385
709 => 0.37705244301405
710 => 0.37706266226641
711 => 0.3728356147145
712 => 0.36464517744042
713 => 0.36313473514322
714 => 0.37099224672106
715 => 0.37729322689737
716 => 0.37781220580435
717 => 0.38130075218601
718 => 0.38336523799979
719 => 0.40360000550718
720 => 0.41173859638944
721 => 0.42169031126461
722 => 0.42556706505641
723 => 0.43723470407657
724 => 0.42781213796848
725 => 0.42577350652028
726 => 0.39747163071301
727 => 0.40210606129095
728 => 0.40952623180227
729 => 0.39759398659172
730 => 0.40516224975356
731 => 0.40665638521944
801 => 0.3971885334654
802 => 0.40224572216896
803 => 0.38881532832425
804 => 0.36096713943778
805 => 0.3711871908667
806 => 0.3787125887505
807 => 0.36797291809545
808 => 0.38722336206197
809 => 0.37597765010655
810 => 0.37241329930606
811 => 0.35850749605051
812 => 0.36507049990368
813 => 0.37394705658825
814 => 0.36846237656766
815 => 0.37984391113922
816 => 0.39596319943696
817 => 0.40745076419814
818 => 0.40833263677884
819 => 0.40094690224447
820 => 0.41278258897093
821 => 0.41286879902742
822 => 0.39951809604977
823 => 0.39134086481299
824 => 0.38948298067095
825 => 0.3941243395174
826 => 0.39975980599911
827 => 0.40864536594772
828 => 0.41401472372957
829 => 0.42801516113732
830 => 0.43180327807586
831 => 0.43596527010602
901 => 0.44152697496912
902 => 0.44820522764913
903 => 0.43359359097841
904 => 0.43417413854283
905 => 0.42056798478693
906 => 0.40602785817893
907 => 0.41706200182203
908 => 0.43148767682478
909 => 0.42817841104019
910 => 0.42780605103726
911 => 0.42843225727814
912 => 0.42593717894708
913 => 0.41465203212762
914 => 0.40898470204364
915 => 0.41629700374207
916 => 0.42018316666169
917 => 0.42621026644098
918 => 0.42546729917654
919 => 0.44099246094475
920 => 0.44702506935136
921 => 0.44548166997108
922 => 0.44576569260103
923 => 0.45668744196625
924 => 0.46883467348945
925 => 0.48021215877931
926 => 0.49178582549051
927 => 0.47783331854225
928 => 0.47074909598492
929 => 0.47805820536119
930 => 0.47417988904298
1001 => 0.49646584499076
1002 => 0.49800887622743
1003 => 0.52029322064693
1004 => 0.54144371707141
1005 => 0.5281594692177
1006 => 0.54068591660808
1007 => 0.55423429075703
1008 => 0.58037130263483
1009 => 0.57156927654555
1010 => 0.5648270625065
1011 => 0.55845570281773
1012 => 0.57171349090518
1013 => 0.58876942348135
1014 => 0.59244310799857
1015 => 0.59839588037195
1016 => 0.59213726809171
1017 => 0.59967507721973
1018 => 0.62628685572281
1019 => 0.61909611826261
1020 => 0.6088841151004
1021 => 0.62989155840621
1022 => 0.63749407047421
1023 => 0.69085248163394
1024 => 0.75821967984912
1025 => 0.73032921743116
1026 => 0.71301670738874
1027 => 0.71708555790693
1028 => 0.74168577817154
1029 => 0.74958658814857
1030 => 0.72810946305849
1031 => 0.73569554672474
1101 => 0.77749561357308
1102 => 0.79992000833051
1103 => 0.7694646682519
1104 => 0.68543959285133
1105 => 0.60796463594759
1106 => 0.62851448326124
1107 => 0.62618476831188
1108 => 0.67109372547588
1109 => 0.61892462155232
1110 => 0.61980301546727
1111 => 0.66564064230601
1112 => 0.6534119493213
1113 => 0.63360303281874
1114 => 0.60810926295992
1115 => 0.5609816714876
1116 => 0.51923944947044
1117 => 0.60110555950569
1118 => 0.59757534397711
1119 => 0.59246306874309
1120 => 0.60383988407043
1121 => 0.65908246993464
1122 => 0.65780894952767
1123 => 0.64970746245435
1124 => 0.65585236899623
1125 => 0.63252580099176
1126 => 0.63853758870259
1127 => 0.60795236351859
1128 => 0.62177816265359
1129 => 0.63356053178056
1130 => 0.63592601682376
1201 => 0.64125557541074
1202 => 0.59571508080778
1203 => 0.61616142588583
1204 => 0.62817173805574
1205 => 0.57390871073321
1206 => 0.6270991324745
1207 => 0.5949223221152
1208 => 0.58400102939977
1209 => 0.59870511127019
1210 => 0.5929749162651
1211 => 0.58804843108806
1212 => 0.58529936771152
1213 => 0.59609642260685
1214 => 0.59559272709071
1215 => 0.5779266496639
1216 => 0.55488197182205
1217 => 0.56261652212154
1218 => 0.55980648748594
1219 => 0.54962255946485
1220 => 0.55648529733891
1221 => 0.5262652728937
1222 => 0.47427329153592
1223 => 0.50862078697833
1224 => 0.50729844576668
1225 => 0.50663166136437
1226 => 0.5324428548943
1227 => 0.52996170420195
1228 => 0.52545839139983
1229 => 0.54953985259369
1230 => 0.54074979531657
1231 => 0.5678386806467
]
'min_raw' => 0.24317026708755
'max_raw' => 0.79992000833051
'avg_raw' => 0.52154513770903
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.24317'
'max' => '$0.79992'
'avg' => '$0.521545'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072434
'min_diff' => 0.13247289206557
'max_diff' => 0.52878755408853
'year' => 2029
]
4 => [
'items' => [
101 => 0.58568117252437
102 => 0.58115573944005
103 => 0.59793668929125
104 => 0.56279471053884
105 => 0.57446746622892
106 => 0.57687320499891
107 => 0.54924269110063
108 => 0.53036765114012
109 => 0.52910890116597
110 => 0.49638218301517
111 => 0.51386453169049
112 => 0.52924827505602
113 => 0.52188065581064
114 => 0.51954828765892
115 => 0.53146385071714
116 => 0.53238979201666
117 => 0.51127823226074
118 => 0.51566799405015
119 => 0.53397403044914
120 => 0.51520672890134
121 => 0.47874492761528
122 => 0.4697018967725
123 => 0.46849538976195
124 => 0.44396997290449
125 => 0.47030619533435
126 => 0.45880972847684
127 => 0.4951269295309
128 => 0.47438273906187
129 => 0.47348849847164
130 => 0.47213672266293
131 => 0.45102668324151
201 => 0.45564844026181
202 => 0.47101186451075
203 => 0.47649370736414
204 => 0.47592190624311
205 => 0.47093657535045
206 => 0.47321883430408
207 => 0.46586688302268
208 => 0.46327075600759
209 => 0.45507666502695
210 => 0.44303361496082
211 => 0.44470827493683
212 => 0.42084784152037
213 => 0.40784741102603
214 => 0.40424906320811
215 => 0.39943720212069
216 => 0.40479257572181
217 => 0.4207802479104
218 => 0.4014957232771
219 => 0.36843375844541
220 => 0.37042083886664
221 => 0.37488521860367
222 => 0.36656587649854
223 => 0.35869231738549
224 => 0.36553773823224
225 => 0.35152894788488
226 => 0.37657811398937
227 => 0.37590060424572
228 => 0.38523738433943
301 => 0.39107586454205
302 => 0.37762005790543
303 => 0.37423595892469
304 => 0.37616369550284
305 => 0.34430250395229
306 => 0.38263364525168
307 => 0.38296513455338
308 => 0.38012672189929
309 => 0.40053687130001
310 => 0.44360865262075
311 => 0.4274033159295
312 => 0.42112811975375
313 => 0.40919896723651
314 => 0.42509385468274
315 => 0.42387337532574
316 => 0.41835390482034
317 => 0.41501571183687
318 => 0.42116643476349
319 => 0.41425356919923
320 => 0.41301182859105
321 => 0.40548823153256
322 => 0.40280264968454
323 => 0.40081435180035
324 => 0.39862543119598
325 => 0.40345364460419
326 => 0.39251227781681
327 => 0.37931806206664
328 => 0.37822110579041
329 => 0.38124989851447
330 => 0.37990988320117
331 => 0.37821469031263
401 => 0.37497810543009
402 => 0.37401787983413
403 => 0.37713814718576
404 => 0.37361554726866
405 => 0.37881333533228
406 => 0.37739982458571
407 => 0.36950406845909
408 => 0.359663032942
409 => 0.35957542708363
410 => 0.357455192124
411 => 0.35475475412346
412 => 0.35400355404936
413 => 0.36496123598196
414 => 0.38764330964661
415 => 0.38319027585022
416 => 0.38640804913337
417 => 0.40223630893922
418 => 0.40726763675912
419 => 0.40369651944608
420 => 0.39880815381108
421 => 0.39902321709015
422 => 0.41572824227386
423 => 0.41677011420377
424 => 0.41940258845003
425 => 0.42278606179359
426 => 0.40427273958705
427 => 0.39815124127909
428 => 0.39525053577299
429 => 0.38631748552849
430 => 0.39595101435533
501 => 0.39033796965677
502 => 0.39109536115551
503 => 0.39060210894836
504 => 0.39087145800703
505 => 0.37657111223694
506 => 0.38178140663151
507 => 0.37311828164731
508 => 0.36151932977488
509 => 0.36148044602109
510 => 0.36431927305964
511 => 0.3626306276538
512 => 0.35808652628571
513 => 0.3587319944375
514 => 0.35307701423437
515 => 0.35941861142088
516 => 0.35960046573686
517 => 0.35715860539092
518 => 0.36692871082851
519 => 0.37093153099793
520 => 0.36932424620852
521 => 0.37081875961242
522 => 0.3833753195087
523 => 0.38542258665292
524 => 0.3863318474835
525 => 0.38511355842449
526 => 0.37104827047692
527 => 0.37167212580762
528 => 0.36709468932547
529 => 0.36322723785644
530 => 0.36338191563309
531 => 0.36537028842167
601 => 0.37405362900594
602 => 0.39232720735465
603 => 0.39302067629517
604 => 0.393861180881
605 => 0.39044242632668
606 => 0.38941129724002
607 => 0.39077162266232
608 => 0.39763421791099
609 => 0.41528667606701
610 => 0.40904711838663
611 => 0.40397426086799
612 => 0.40842452454441
613 => 0.40773944133374
614 => 0.40195664959235
615 => 0.40179434588836
616 => 0.39069531966628
617 => 0.38659226238457
618 => 0.38316344061147
619 => 0.37941925674689
620 => 0.37719957904579
621 => 0.38061001282015
622 => 0.38139001937542
623 => 0.3739330463236
624 => 0.37291668845109
625 => 0.37900621361516
626 => 0.37632644063083
627 => 0.37908265360038
628 => 0.37972211865167
629 => 0.37961915005029
630 => 0.37682115928469
701 => 0.37860451516139
702 => 0.37438634686901
703 => 0.36979972239943
704 => 0.36687374174464
705 => 0.36432043554832
706 => 0.36573715822506
707 => 0.36068680056581
708 => 0.359071089507
709 => 0.37800035431714
710 => 0.39198360575629
711 => 0.39178028374239
712 => 0.39054261327294
713 => 0.38870368600764
714 => 0.39749968892756
715 => 0.39443533739189
716 => 0.39666490916923
717 => 0.3972324287614
718 => 0.39895013964092
719 => 0.39956407363811
720 => 0.39770833869402
721 => 0.39148026556274
722 => 0.37596049946701
723 => 0.36873600645464
724 => 0.36635180342711
725 => 0.36643846467892
726 => 0.36404796048128
727 => 0.36475207110237
728 => 0.36380309954183
729 => 0.36200597698705
730 => 0.36562619097146
731 => 0.36604338690854
801 => 0.36519838570624
802 => 0.36539741407887
803 => 0.35840116502858
804 => 0.35893307464882
805 => 0.35597133429151
806 => 0.35541604367883
807 => 0.34792902196381
808 => 0.33466467773449
809 => 0.34201441203858
810 => 0.33313696652828
811 => 0.32977494339827
812 => 0.34569023799384
813 => 0.344092783838
814 => 0.34135863671984
815 => 0.33731426328589
816 => 0.3358141658381
817 => 0.32670004861848
818 => 0.32616153795122
819 => 0.33067874054713
820 => 0.32859420697657
821 => 0.3256667323689
822 => 0.31506371609328
823 => 0.30314241526143
824 => 0.30350224439892
825 => 0.30729418838984
826 => 0.31831977695677
827 => 0.31401188875905
828 => 0.31088646644428
829 => 0.31030116879458
830 => 0.31762739428427
831 => 0.32799553824389
901 => 0.33286003941559
902 => 0.32803946649153
903 => 0.32250185187445
904 => 0.32283890081735
905 => 0.32508113643392
906 => 0.32531676369372
907 => 0.32171234585398
908 => 0.32272696836287
909 => 0.32118566399284
910 => 0.311726681919
911 => 0.31155559892804
912 => 0.30923421218043
913 => 0.30916392151229
914 => 0.30521466355754
915 => 0.30466213506974
916 => 0.29682064369776
917 => 0.30198193706502
918 => 0.29852001245433
919 => 0.29330207548055
920 => 0.29240250117951
921 => 0.29237545888976
922 => 0.29773311345247
923 => 0.30191932975207
924 => 0.29858023411511
925 => 0.29781998676422
926 => 0.30593743950244
927 => 0.30490441964928
928 => 0.3040098311187
929 => 0.3270671846711
930 => 0.30881549014664
1001 => 0.30085670956368
1002 => 0.29100620726082
1003 => 0.29421358048117
1004 => 0.29488942114482
1005 => 0.27120073879293
1006 => 0.26159024331301
1007 => 0.25829228342818
1008 => 0.25639426088816
1009 => 0.25725921359351
1010 => 0.24860864046289
1011 => 0.25442196867394
1012 => 0.24693130355757
1013 => 0.24567546917408
1014 => 0.2590697063175
1015 => 0.260933436168
1016 => 0.25298218561026
1017 => 0.25808817565887
1018 => 0.25623667268867
1019 => 0.24705970951148
1020 => 0.24670921701928
1021 => 0.24210453948282
1022 => 0.23489911077953
1023 => 0.23160603651466
1024 => 0.22989097484573
1025 => 0.23059864271622
1026 => 0.23024082418591
1027 => 0.22790581623785
1028 => 0.23037466410823
1029 => 0.22406777799778
1030 => 0.22155632513057
1031 => 0.22042196013571
1101 => 0.21482423570187
1102 => 0.22373270459546
1103 => 0.22548778519344
1104 => 0.22724632384236
1105 => 0.2425532021759
1106 => 0.24178851379115
1107 => 0.24870092437098
1108 => 0.24843232080696
1109 => 0.24646078933596
1110 => 0.23814322236101
1111 => 0.24145845631085
1112 => 0.231254681515
1113 => 0.23890004338129
1114 => 0.23541101950346
1115 => 0.23772040089856
1116 => 0.23356792492165
1117 => 0.2358660765788
1118 => 0.22590397991241
1119 => 0.21660151421583
1120 => 0.22034509796804
1121 => 0.22441480163742
1122 => 0.23323895613385
1123 => 0.22798336251347
1124 => 0.22987347271536
1125 => 0.22354191993966
1126 => 0.21047811804477
1127 => 0.21055205774477
1128 => 0.20854247643364
1129 => 0.20680590477714
1130 => 0.22858703066244
1201 => 0.22587820334995
1202 => 0.22156204155007
1203 => 0.22733939563667
1204 => 0.2288670197561
1205 => 0.2289105090672
1206 => 0.23312551747369
1207 => 0.23537506821581
1208 => 0.23577156128422
1209 => 0.24240396808312
1210 => 0.24462706335855
1211 => 0.25378367817382
1212 => 0.23518420955208
1213 => 0.23480116573554
1214 => 0.22742069485654
1215 => 0.22273988354445
1216 => 0.22774119401169
1217 => 0.2321716723387
1218 => 0.22755836216807
1219 => 0.22816076308406
1220 => 0.22196777110129
1221 => 0.22418147432777
1222 => 0.22608821376445
1223 => 0.22503542432048
1224 => 0.22345934756727
1225 => 0.23180842364039
1226 => 0.23133733604805
1227 => 0.23911218763177
1228 => 0.24517324042625
1229 => 0.25603573057674
1230 => 0.24470015583029
1231 => 0.2442870424317
]
'min_raw' => 0.20680590477714
'max_raw' => 0.59793668929125
'avg_raw' => 0.4023712970342
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.2068059'
'max' => '$0.597936'
'avg' => '$0.402371'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.036364362310409
'max_diff' => -0.20198331903926
'year' => 2030
]
5 => [
'items' => [
101 => 0.24832529216838
102 => 0.24462644512356
103 => 0.24696398877603
104 => 0.25565911615604
105 => 0.25584283049598
106 => 0.25276537859947
107 => 0.25257811537189
108 => 0.25316917367225
109 => 0.25663102059883
110 => 0.25542134491087
111 => 0.25682121224221
112 => 0.25857176777559
113 => 0.2658128076818
114 => 0.26755859788876
115 => 0.26331723277429
116 => 0.26370018055557
117 => 0.26211379357468
118 => 0.26058136362852
119 => 0.26402604235408
120 => 0.27032126043038
121 => 0.27028209820545
122 => 0.2717424664376
123 => 0.27265226374789
124 => 0.26874674767981
125 => 0.26620440032929
126 => 0.26717929807725
127 => 0.26873818080673
128 => 0.26667377341817
129 => 0.25393129468944
130 => 0.25779654874305
131 => 0.25715318146726
201 => 0.25623694823041
202 => 0.26012349107043
203 => 0.25974862453222
204 => 0.24851991633211
205 => 0.24923874179962
206 => 0.24856363048961
207 => 0.25074505324704
208 => 0.24450864113584
209 => 0.24642691949837
210 => 0.2476300457046
211 => 0.24833869628293
212 => 0.25089882809808
213 => 0.25059842617851
214 => 0.25088015469298
215 => 0.25467615432512
216 => 0.2738750178347
217 => 0.27491996961562
218 => 0.2697742448732
219 => 0.27182986041287
220 => 0.26788352809042
221 => 0.27053272741661
222 => 0.27234524231322
223 => 0.264154836022
224 => 0.26366985331673
225 => 0.25970723307699
226 => 0.26183652073954
227 => 0.25844867096722
228 => 0.25927993079939
301 => 0.25695565584071
302 => 0.26113888800782
303 => 0.2658163915792
304 => 0.26699811370155
305 => 0.26388951156102
306 => 0.26163867874441
307 => 0.25768695778887
308 => 0.26425875780778
309 => 0.26618055240528
310 => 0.26424866343889
311 => 0.26380100255277
312 => 0.26295268598247
313 => 0.26398097692341
314 => 0.26617008589918
315 => 0.2651377425327
316 => 0.26581962351381
317 => 0.26322099636644
318 => 0.26874804056813
319 => 0.27752631691605
320 => 0.2775545405099
321 => 0.27652219157871
322 => 0.27609977663833
323 => 0.27715902928991
324 => 0.27773363040057
325 => 0.28115905924205
326 => 0.28483468086406
327 => 0.30198720317465
328 => 0.29717084354676
329 => 0.31238958174883
330 => 0.32442562776084
331 => 0.32803471168733
401 => 0.32471452429548
402 => 0.31335634258094
403 => 0.31279905599895
404 => 0.32977297478111
405 => 0.32497706527042
406 => 0.32440660709458
407 => 0.31833789590795
408 => 0.32192525584375
409 => 0.3211406476024
410 => 0.31990210510907
411 => 0.32674653796891
412 => 0.33955870527581
413 => 0.33756180884929
414 => 0.33607121830025
415 => 0.32953988441874
416 => 0.33347320624164
417 => 0.33207262567832
418 => 0.33809040860873
419 => 0.33452560731097
420 => 0.32494073153897
421 => 0.32646715459782
422 => 0.32623643882321
423 => 0.33098455311597
424 => 0.32955928706073
425 => 0.32595813275122
426 => 0.33951491468082
427 => 0.33863461266909
428 => 0.33988267965666
429 => 0.34043211734234
430 => 0.34868389160559
501 => 0.35206437949392
502 => 0.35283180942834
503 => 0.35604301146594
504 => 0.35275191179631
505 => 0.36591865698913
506 => 0.37467377424147
507 => 0.38484329346427
508 => 0.39970369435787
509 => 0.40529134256026
510 => 0.4042819839256
511 => 0.41554897028371
512 => 0.43579549431821
513 => 0.40837438530325
514 => 0.43724887967966
515 => 0.42810754813216
516 => 0.40643361547856
517 => 0.40503806973454
518 => 0.4197159085671
519 => 0.45226994240806
520 => 0.44411552615569
521 => 0.45228328011181
522 => 0.4427551612662
523 => 0.44228200985623
524 => 0.45182052064664
525 => 0.47410777102558
526 => 0.46351993379563
527 => 0.4483396728823
528 => 0.45954854130968
529 => 0.44983838214608
530 => 0.42795867584807
531 => 0.44410929062726
601 => 0.43330983446744
602 => 0.43646168990555
603 => 0.45916054045562
604 => 0.45642935470373
605 => 0.45996376196767
606 => 0.45372562565835
607 => 0.44789822268165
608 => 0.437020942277
609 => 0.43380071579263
610 => 0.4346906705413
611 => 0.43380027477525
612 => 0.42771453635622
613 => 0.42640032172406
614 => 0.42420990642672
615 => 0.42488880771887
616 => 0.42077018613128
617 => 0.4285428760177
618 => 0.42998555575333
619 => 0.43564187126411
620 => 0.43622912870455
621 => 0.45198188688948
622 => 0.44330553239557
623 => 0.44912638007049
624 => 0.44860570866651
625 => 0.40690335532027
626 => 0.4126495716684
627 => 0.42158888104407
628 => 0.41756173428728
629 => 0.41186829098039
630 => 0.40727053024696
701 => 0.40030445259064
702 => 0.41010907312024
703 => 0.42300110651151
704 => 0.43655609194645
705 => 0.4528415187887
706 => 0.44920680110077
707 => 0.43625164721954
708 => 0.4368328059589
709 => 0.44042530060813
710 => 0.43577269362482
711 => 0.43440054899577
712 => 0.44023678900681
713 => 0.44027697998423
714 => 0.4349235933636
715 => 0.42897428379417
716 => 0.42894935596985
717 => 0.42789073379548
718 => 0.44294348779928
719 => 0.45122098049628
720 => 0.45216998169415
721 => 0.45115710515442
722 => 0.45154692113493
723 => 0.44673043051665
724 => 0.45773949978411
725 => 0.46784251042804
726 => 0.46513468775613
727 => 0.46107527663125
728 => 0.45784176014256
729 => 0.46437297403402
730 => 0.46408214936052
731 => 0.46775426944374
801 => 0.46758768086557
802 => 0.46635288499701
803 => 0.46513473185458
804 => 0.46996457137053
805 => 0.46857365515478
806 => 0.46718057846198
807 => 0.46438654988518
808 => 0.46476630477266
809 => 0.46070759456235
810 => 0.45882984950512
811 => 0.43059306918471
812 => 0.42304727881969
813 => 0.42542133807725
814 => 0.42620294002726
815 => 0.42291900239021
816 => 0.42762732538738
817 => 0.42689353823562
818 => 0.429748274792
819 => 0.42796475932983
820 => 0.42803795542651
821 => 0.43328289411516
822 => 0.43480552213004
823 => 0.43403110123256
824 => 0.43457347908356
825 => 0.44707234773653
826 => 0.4452954083054
827 => 0.44435144464833
828 => 0.4446129290325
829 => 0.4478066579521
830 => 0.44870072767845
831 => 0.44491249142273
901 => 0.44669904554046
902 => 0.45430596622629
903 => 0.45696795795191
904 => 0.46546375771157
905 => 0.46185459097286
906 => 0.46847937272283
907 => 0.48884169326769
908 => 0.50510852388433
909 => 0.49014887419406
910 => 0.52002083705313
911 => 0.54328044501749
912 => 0.54238770252292
913 => 0.5383318518699
914 => 0.51185140659115
915 => 0.48748370604445
916 => 0.50786832225898
917 => 0.50792028683785
918 => 0.5061692302268
919 => 0.49529356800372
920 => 0.5057907807558
921 => 0.50662401138378
922 => 0.50615762380602
923 => 0.49781927907893
924 => 0.48508816786435
925 => 0.48757579652171
926 => 0.4916505830087
927 => 0.48393616209931
928 => 0.48147093718551
929 => 0.48605425932849
930 => 0.50082267824626
1001 => 0.49803079419748
1002 => 0.49795788682208
1003 => 0.50990275072584
1004 => 0.50135280603372
1005 => 0.48760717348557
1006 => 0.48413621998454
1007 => 0.47181667337033
1008 => 0.48032582809748
1009 => 0.48063205742756
1010 => 0.47597168034495
1011 => 0.48798533740101
1012 => 0.48787462943628
1013 => 0.49927980881414
1014 => 0.52108222819484
1015 => 0.51463417995207
1016 => 0.50713580139137
1017 => 0.50795108304841
1018 => 0.51689271053946
1019 => 0.51148639844087
1020 => 0.51343054596567
1021 => 0.51688976783933
1022 => 0.51897680228336
1023 => 0.50765079090955
1024 => 0.50501015587256
1025 => 0.49960834332385
1026 => 0.49819911125949
1027 => 0.5025987748679
1028 => 0.5014396189495
1029 => 0.48060632003814
1030 => 0.47842912438653
1031 => 0.47849589586884
1101 => 0.47302123388284
1102 => 0.46467106028476
1103 => 0.48661481793756
1104 => 0.48485242709535
1105 => 0.48290688400376
1106 => 0.48314520193137
1107 => 0.49267024338549
1108 => 0.48714523831598
1109 => 0.50183436982381
1110 => 0.49881472598151
1111 => 0.49571763966882
1112 => 0.49528952800085
1113 => 0.49409741400144
1114 => 0.49000921153142
1115 => 0.48507246138598
1116 => 0.48181279132599
1117 => 0.44444683147044
1118 => 0.45138173627184
1119 => 0.45935971210939
1120 => 0.46211367739878
1121 => 0.45740282920268
1122 => 0.49019522453116
1123 => 0.49618671115306
1124 => 0.47803810736033
1125 => 0.47464324459332
1126 => 0.49041779116898
1127 => 0.48090381122397
1128 => 0.48518795581066
1129 => 0.47592797851603
1130 => 0.49474353747705
1201 => 0.49460019444245
1202 => 0.48728051703794
1203 => 0.49346705825724
1204 => 0.49239199447709
1205 => 0.48412809671497
1206 => 0.49500551777616
1207 => 0.49501091284129
1208 => 0.48796588248296
1209 => 0.47973882937989
1210 => 0.47826802659938
1211 => 0.47715997427882
1212 => 0.48491544286464
1213 => 0.49186897174797
1214 => 0.50480776507384
1215 => 0.50806088513412
1216 => 0.52075802930182
1217 => 0.51319749816268
1218 => 0.51654898369139
1219 => 0.52018749532938
1220 => 0.52193193161047
1221 => 0.51908946630205
1222 => 0.53881335754754
1223 => 0.54047865829307
1224 => 0.54103701922825
1225 => 0.5343862340755
1226 => 0.54029368792679
1227 => 0.53752978590408
1228 => 0.54472069113308
1229 => 0.54584831689107
1230 => 0.5448932579905
1231 => 0.54525118420445
]
'min_raw' => 0.24450864113584
'max_raw' => 0.54584831689107
'avg_raw' => 0.39517847901345
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.2445086'
'max' => '$0.545848'
'avg' => '$0.395178'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.037702736358693
'max_diff' => -0.052088372400175
'year' => 2031
]
6 => [
'items' => [
101 => 0.52842032255927
102 => 0.5275475535931
103 => 0.5156472868105
104 => 0.52049673348674
105 => 0.51143092536554
106 => 0.51430578650895
107 => 0.51557299790828
108 => 0.51491107858688
109 => 0.52077091392577
110 => 0.51578885680244
111 => 0.50264038892797
112 => 0.48948833876221
113 => 0.48932322548581
114 => 0.48586052283013
115 => 0.48335762303571
116 => 0.48383977033125
117 => 0.48553892028822
118 => 0.48325886535132
119 => 0.48374543067383
120 => 0.49182565699524
121 => 0.49344608875846
122 => 0.48793922848347
123 => 0.46582838984326
124 => 0.46040233458012
125 => 0.46430247549991
126 => 0.4624384593415
127 => 0.37322392853054
128 => 0.39418355920673
129 => 0.38173005838074
130 => 0.38746920451938
131 => 0.37475740499445
201 => 0.38082414201024
202 => 0.37970383720519
203 => 0.41340630309195
204 => 0.41288008544335
205 => 0.41313195798492
206 => 0.40110942532563
207 => 0.42026164629921
208 => 0.42969671904238
209 => 0.42795053818395
210 => 0.42839001428603
211 => 0.42083835879835
212 => 0.41320507451714
213 => 0.40473858749524
214 => 0.4204682738925
215 => 0.41871940127983
216 => 0.42273068582879
217 => 0.43293251183862
218 => 0.43443476947153
219 => 0.43645381896456
220 => 0.43573013344704
221 => 0.4529712584872
222 => 0.45088324448423
223 => 0.45591475746876
224 => 0.44556455351778
225 => 0.43385231529686
226 => 0.43607842888074
227 => 0.43586403624134
228 => 0.43313457187333
229 => 0.43067053348448
301 => 0.42656860380557
302 => 0.43954771628102
303 => 0.43902078801716
304 => 0.44755114412196
305 => 0.44604332082098
306 => 0.43597370779007
307 => 0.43633334598941
308 => 0.43875208571624
309 => 0.44712337152746
310 => 0.44960853911683
311 => 0.44845731047263
312 => 0.45118218328216
313 => 0.45333581164881
314 => 0.45145264584717
315 => 0.47811430235314
316 => 0.46704252372765
317 => 0.47243883159278
318 => 0.47372581922172
319 => 0.47042922747262
320 => 0.4711441401809
321 => 0.47222703813189
322 => 0.47880218243714
323 => 0.49605726362744
324 => 0.50369942162732
325 => 0.52669123102738
326 => 0.50306484678941
327 => 0.50166295492442
328 => 0.5058044740835
329 => 0.51930310013153
330 => 0.53024246868199
331 => 0.53387168833748
401 => 0.53435134962684
402 => 0.54116000696652
403 => 0.54506260237968
404 => 0.54033325688002
405 => 0.53632563175217
406 => 0.52197081598895
407 => 0.52363242500041
408 => 0.53507926335098
409 => 0.55124859673658
410 => 0.56512356691383
411 => 0.56026503594928
412 => 0.59733219762041
413 => 0.60100725529432
414 => 0.60049948115263
415 => 0.60887180945572
416 => 0.5922544427691
417 => 0.58515019656425
418 => 0.53719212579329
419 => 0.55066638749564
420 => 0.57025201819566
421 => 0.56765978653017
422 => 0.5534361779904
423 => 0.56511277703129
424 => 0.56125212822736
425 => 0.55820707433724
426 => 0.57215705652063
427 => 0.5568184780763
428 => 0.57009900414228
429 => 0.55306659209322
430 => 0.56028722930948
501 => 0.5561884464026
502 => 0.55884086127129
503 => 0.54333489814668
504 => 0.55170153946274
505 => 0.54298681836097
506 => 0.54298268644847
507 => 0.54279030849714
508 => 0.55304313922639
509 => 0.55337748366838
510 => 0.5458006262683
511 => 0.54470868274419
512 => 0.54874617026359
513 => 0.54401932979803
514 => 0.54623098870149
515 => 0.54408631869316
516 => 0.54360350830063
517 => 0.53975639294949
518 => 0.53809894987758
519 => 0.53874887601312
520 => 0.53653034305262
521 => 0.53519359669608
522 => 0.54252439600141
523 => 0.53860784565617
524 => 0.54192412848976
525 => 0.53814480565263
526 => 0.52504402612654
527 => 0.51750962928286
528 => 0.492763471201
529 => 0.4997814509355
530 => 0.5044343787601
531 => 0.50289658614183
601 => 0.50620035973263
602 => 0.50640318459896
603 => 0.50532909412661
604 => 0.50408543495914
605 => 0.50348009045508
606 => 0.5079918324389
607 => 0.51061105051875
608 => 0.50490136231545
609 => 0.50356366225644
610 => 0.50933647227051
611 => 0.51285788304425
612 => 0.53885800168774
613 => 0.53693182891936
614 => 0.54176614457569
615 => 0.54122187482141
616 => 0.54628900779613
617 => 0.55457162867962
618 => 0.53773074456626
619 => 0.54065373973438
620 => 0.53993708882097
621 => 0.54776129557759
622 => 0.54778572189705
623 => 0.54309471909834
624 => 0.54563778781835
625 => 0.54421831662428
626 => 0.546783492925
627 => 0.5369061037077
628 => 0.54893569757609
629 => 0.55575570212956
630 => 0.5558503978994
701 => 0.55908302593084
702 => 0.56236756323198
703 => 0.5686719465586
704 => 0.56219173740271
705 => 0.55053447196691
706 => 0.55137608887864
707 => 0.54454143841886
708 => 0.54465633012787
709 => 0.54404302918095
710 => 0.54588359148979
711 => 0.53731000363069
712 => 0.53932220756458
713 => 0.53650511027369
714 => 0.54064761591504
715 => 0.53619096462566
716 => 0.5399367432302
717 => 0.5415532971014
718 => 0.54751841568801
719 => 0.53530991176033
720 => 0.51041594580872
721 => 0.51564895926191
722 => 0.50790892132031
723 => 0.5086252913002
724 => 0.51007247266904
725 => 0.50538168436438
726 => 0.50627653894918
727 => 0.50624456844641
728 => 0.50596906392546
729 => 0.50474880872057
730 => 0.50297919725336
731 => 0.51002878468105
801 => 0.51122664695524
802 => 0.51388934640703
803 => 0.52181173384926
804 => 0.52102010052102
805 => 0.52231128732393
806 => 0.51949263378288
807 => 0.50875604055388
808 => 0.50933908922152
809 => 0.50206846299329
810 => 0.51370342014778
811 => 0.51094810871967
812 => 0.5091717415176
813 => 0.50868704326859
814 => 0.51662906877693
815 => 0.51900544728502
816 => 0.5175246476716
817 => 0.51448748446267
818 => 0.52031973568052
819 => 0.5218802000635
820 => 0.52222953049113
821 => 0.53256316142592
822 => 0.52280706566807
823 => 0.52515545488424
824 => 0.54347691717151
825 => 0.52686187906592
826 => 0.53566323531002
827 => 0.53523245472192
828 => 0.53973493075474
829 => 0.5348631202698
830 => 0.53492351219957
831 => 0.53892140589257
901 => 0.53330708522468
902 => 0.53191690047294
903 => 0.5299963701951
904 => 0.53418977779557
905 => 0.53670353600053
906 => 0.55696258098058
907 => 0.57005084796238
908 => 0.56948265177485
909 => 0.57467490131017
910 => 0.57233574533896
911 => 0.56478199366973
912 => 0.57767532668722
913 => 0.57359533664052
914 => 0.57393168606278
915 => 0.57391916712048
916 => 0.57663200382262
917 => 0.57470971039132
918 => 0.57092067271887
919 => 0.57343601275283
920 => 0.58090567340317
921 => 0.604091729259
922 => 0.61706695329031
923 => 0.60331060448014
924 => 0.61279954968454
925 => 0.60710956381879
926 => 0.60607552412456
927 => 0.61203528294047
928 => 0.61800547352524
929 => 0.61762519819483
930 => 0.61329114640297
1001 => 0.61084295051824
1002 => 0.62938150996321
1003 => 0.64304040476615
1004 => 0.64210895971098
1005 => 0.64622005526234
1006 => 0.6582903589525
1007 => 0.65939391625196
1008 => 0.6592548933972
1009 => 0.6565196114862
1010 => 0.66840439299617
1011 => 0.67831888682462
1012 => 0.6558864727537
1013 => 0.66442844237004
1014 => 0.66826320773589
1015 => 0.67389378101657
1016 => 0.68339350193474
1017 => 0.69371271852839
1018 => 0.69517196889919
1019 => 0.69413656092955
1020 => 0.6873307601906
1021 => 0.69862217012124
1022 => 0.70523641324246
1023 => 0.70917504365688
1024 => 0.71916275506225
1025 => 0.66828688994128
1026 => 0.63227442391409
1027 => 0.62665055731764
1028 => 0.63808691118917
1029 => 0.64110258650187
1030 => 0.63988697156466
1031 => 0.59935166694089
1101 => 0.62643714732777
1102 => 0.65557884681217
1103 => 0.65669829817267
1104 => 0.67128724225876
1105 => 0.67603800047422
1106 => 0.68778401268013
1107 => 0.68704929641856
1108 => 0.68990926347082
1109 => 0.68925180657323
1110 => 0.71100882077001
1111 => 0.73501003837694
1112 => 0.73417895253041
1113 => 0.7307284935299
1114 => 0.73585301353634
1115 => 0.76062484223348
1116 => 0.75834424920751
1117 => 0.76055965107179
1118 => 0.7897670331848
1119 => 0.82774078463337
1120 => 0.8100981645832
1121 => 0.84837757356491
1122 => 0.87247243241461
1123 => 0.91414199934028
1124 => 0.90892476433424
1125 => 0.92514642095299
1126 => 0.89958482480363
1127 => 0.84089023319378
1128 => 0.83160158939765
1129 => 0.85019768950342
1130 => 0.89591438703256
1201 => 0.84875790800632
1202 => 0.8582976022966
1203 => 0.85555016969923
1204 => 0.85540377069195
1205 => 0.86099122535192
1206 => 0.8528863309456
1207 => 0.81986553309157
1208 => 0.83499877015529
1209 => 0.82915510056725
1210 => 0.8356390876496
1211 => 0.87063049173336
1212 => 0.85515995789704
1213 => 0.8388630072246
1214 => 0.85930299995071
1215 => 0.88533013463459
1216 => 0.88370140332133
1217 => 0.88054098381674
1218 => 0.89835610308997
1219 => 0.92778146078917
1220 => 0.9357350167346
1221 => 0.94160616913022
1222 => 0.94241570185165
1223 => 0.9507543920041
1224 => 0.90591515343388
1225 => 0.97707617659813
1226 => 0.989363719515
1227 => 0.9870541707131
1228 => 1.0007112575264
1229 => 0.99669299613905
1230 => 0.99087116583473
1231 => 1.0125205533794
]
'min_raw' => 0.37322392853054
'max_raw' => 1.0125205533794
'avg_raw' => 0.69287224095497
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.373223'
'max' => '$1.01'
'avg' => '$0.692872'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.1287152873947
'max_diff' => 0.46667223648833
'year' => 2032
]
7 => [
'items' => [
101 => 0.98770127757492
102 => 0.95247344023039
103 => 0.93314675193556
104 => 0.95859769412166
105 => 0.97413969639924
106 => 0.98441197124772
107 => 0.98752035541019
108 => 0.90939589588315
109 => 0.86729114517924
110 => 0.8942798076485
111 => 0.92720783851897
112 => 0.90573223655982
113 => 0.90657403949793
114 => 0.87595547479309
115 => 0.92991690209371
116 => 0.92205517602304
117 => 0.96284182478478
118 => 0.95310776372449
119 => 0.9863676924611
120 => 0.97760923856315
121 => 1.013965091015
122 => 1.0284684248534
123 => 1.0528217796318
124 => 1.0707362065428
125 => 1.0812559006733
126 => 1.0806243376961
127 => 1.1223086067319
128 => 1.0977288496189
129 => 1.066850881681
130 => 1.0662923966597
131 => 1.082284533799
201 => 1.1157996660142
202 => 1.1244896521723
203 => 1.129346168925
204 => 1.1219082444617
205 => 1.0952286797626
206 => 1.083708578994
207 => 1.0935240386183
208 => 1.0815205749498
209 => 1.1022419208187
210 => 1.1306967545372
211 => 1.124820943897
212 => 1.1444628979167
213 => 1.1647902539332
214 => 1.1938592859956
215 => 1.2014590073998
216 => 1.2140210578895
217 => 1.226951534262
218 => 1.2311044547867
219 => 1.239033668644
220 => 1.238991877773
221 => 1.2628870974296
222 => 1.2892442646842
223 => 1.2991934851529
224 => 1.3220711690177
225 => 1.282893937129
226 => 1.3126103175522
227 => 1.3394152365431
228 => 1.307457307085
301 => 1.3515038676004
302 => 1.3532140957336
303 => 1.379036510068
304 => 1.3528605461641
305 => 1.3373173423546
306 => 1.3821899893563
307 => 1.4039024497654
308 => 1.3973624799883
309 => 1.3475929870667
310 => 1.3186250074724
311 => 1.2428102173681
312 => 1.3326161112019
313 => 1.3763579424144
314 => 1.3474797062911
315 => 1.3620442088451
316 => 1.4415034122234
317 => 1.4717563322674
318 => 1.4654639363821
319 => 1.4665272477051
320 => 1.4828511742315
321 => 1.5552404542002
322 => 1.5118631196726
323 => 1.5450234666012
324 => 1.5626115950437
325 => 1.578948428938
326 => 1.5388303282028
327 => 1.4866372685983
328 => 1.4701055357059
329 => 1.3446083348365
330 => 1.3380756605245
331 => 1.3344086724729
401 => 1.3112888315134
402 => 1.2931229695766
403 => 1.2786768017092
404 => 1.2407657432343
405 => 1.2535596125788
406 => 1.1931372980227
407 => 1.2317933536403
408 => 1.135357880661
409 => 1.2156722081537
410 => 1.1719607711438
411 => 1.2013118254807
412 => 1.2012094224171
413 => 1.1471648256227
414 => 1.1159930300737
415 => 1.135856911422
416 => 1.1571525690242
417 => 1.160607717823
418 => 1.1882180937778
419 => 1.1959235562237
420 => 1.1725756452789
421 => 1.1333594698318
422 => 1.1424684929624
423 => 1.1158084360107
424 => 1.0690877116671
425 => 1.1026433515563
426 => 1.1141007223518
427 => 1.1191609500071
428 => 1.0732164835266
429 => 1.0587797346555
430 => 1.0510937306926
501 => 1.1274286161551
502 => 1.131610413497
503 => 1.1102157470493
504 => 1.2069216681184
505 => 1.1850341398049
506 => 1.2094878715057
507 => 1.1416419445896
508 => 1.1442337503645
509 => 1.1121144012832
510 => 1.130099090553
511 => 1.1173880918507
512 => 1.1286461053882
513 => 1.135394112284
514 => 1.1675081908962
515 => 1.2160388993459
516 => 1.1627114184617
517 => 1.1394758713768
518 => 1.1538910741066
519 => 1.1922806585892
520 => 1.250442844207
521 => 1.2160096596982
522 => 1.2312905222698
523 => 1.2346287109434
524 => 1.2092389554724
525 => 1.2513790007068
526 => 1.273962193293
527 => 1.2971278759532
528 => 1.3172419891193
529 => 1.2878749928744
530 => 1.31930188845
531 => 1.2939773582099
601 => 1.2712586365828
602 => 1.2712930915056
603 => 1.2570413055613
604 => 1.2294266744537
605 => 1.224334112793
606 => 1.2508262616716
607 => 1.2720704562564
608 => 1.2738202298752
609 => 1.2855821075635
610 => 1.2925426656225
611 => 1.36076559702
612 => 1.3882054243978
613 => 1.421758325906
614 => 1.4348290719814
615 => 1.4741673315464
616 => 1.4423984920504
617 => 1.4355251037901
618 => 1.340103353532
619 => 1.3557286597911
620 => 1.3807462827298
621 => 1.3405158849197
622 => 1.3660328125691
623 => 1.3710703946095
624 => 1.3391488713964
625 => 1.3561995361921
626 => 1.3109180256646
627 => 1.2170259125354
628 => 1.2514835294692
629 => 1.2768559338409
630 => 1.2406463844075
701 => 1.3055506002637
702 => 1.2676348972555
703 => 1.2556174396766
704 => 1.2087330531284
705 => 1.2308606788336
706 => 1.260788609437
707 => 1.2422966278195
708 => 1.2806702662609
709 => 1.3350175721695
710 => 1.3737486987979
711 => 1.3767219937742
712 => 1.351820474136
713 => 1.3917253182755
714 => 1.3920159815
715 => 1.3470031542945
716 => 1.3194330482637
717 => 1.3131690621654
718 => 1.3288177275656
719 => 1.3478180962644
720 => 1.3777763820011
721 => 1.3958795466392
722 => 1.4430829988387
723 => 1.4558548995749
724 => 1.4698873462856
725 => 1.4886390225374
726 => 1.5111552177088
727 => 1.4618910645215
728 => 1.4638484211675
729 => 1.4179743238282
730 => 1.3689512718101
731 => 1.4061536574821
801 => 1.4547908279223
802 => 1.443633407284
803 => 1.4423779695368
804 => 1.4444892675983
805 => 1.4360769368043
806 => 1.3980282763987
807 => 1.3789204773402
808 => 1.403574413045
809 => 1.4166768826518
810 => 1.4369976703563
811 => 1.4344927043519
812 => 1.4868368711857
813 => 1.5071762316118
814 => 1.5019725528445
815 => 1.5029301549712
816 => 1.5397535954882
817 => 1.5807088346613
818 => 1.6190688206667
819 => 1.6580902460311
820 => 1.6110483947222
821 => 1.5871634437655
822 => 1.6118066163333
823 => 1.5987306020911
824 => 1.6738692585247
825 => 1.6790716960702
826 => 1.7542049191238
827 => 1.8255152944994
828 => 1.7807265253841
829 => 1.8229603173294
830 => 1.8686396066898
831 => 1.9567623670637
901 => 1.9270857215659
902 => 1.9043538762068
903 => 1.8828723921821
904 => 1.9275719503481
905 => 1.9850772178358
906 => 1.9974633016741
907 => 2.0175334893403
908 => 1.9964321410751
909 => 2.0218463908232
910 => 2.1115698600214
911 => 2.0873257866331
912 => 2.0528953049924
913 => 2.1237233667908
914 => 2.1493557670185
915 => 2.3292573756088
916 => 2.5563905878189
917 => 2.4623559465268
918 => 2.4039856101979
919 => 2.4177040237981
920 => 2.5006453839528
921 => 2.5272835164073
922 => 2.454871889681
923 => 2.4804489004053
924 => 2.6213807441719
925 => 2.6969861567178
926 => 2.5943038513189
927 => 2.3110074431624
928 => 2.0497952168327
929 => 2.1190804617952
930 => 2.1112256651879
1001 => 2.2626393497096
1002 => 2.0867475735008
1003 => 2.0897091399126
1004 => 2.2442538990803
1005 => 2.2030240069023
1006 => 2.1362368618995
1007 => 2.0502828369023
1008 => 1.89138887191
1009 => 1.7506520560303
1010 => 2.0266693617234
1011 => 2.014766993597
1012 => 1.9975306007179
1013 => 2.0358883278979
1014 => 2.2221425630532
1015 => 2.2178488000868
1016 => 2.1905340707913
1017 => 2.211252052221
1018 => 2.1326048995849
1019 => 2.1528740615816
1020 => 2.0497538394815
1021 => 2.0963684865516
1022 => 2.1360935666819
1023 => 2.144068964658
1024 => 2.1620379435319
1025 => 2.0084949864422
1026 => 2.0774312663911
1027 => 2.1179248724051
1028 => 1.9349732872637
1029 => 2.1143085078011
1030 => 2.0058221451615
1031 => 1.9690002442712
1101 => 2.0185760829035
1102 => 1.9992563303744
1103 => 1.9826463416438
1104 => 1.9733776825363
1105 => 2.0097807069422
1106 => 2.0080824623427
1107 => 1.948520048892
1108 => 1.8708233086202
1109 => 1.896900884964
1110 => 1.8874266569997
1111 => 1.8530908326574
1112 => 1.8762290325409
1113 => 1.7743401102291
1114 => 1.5990455151172
1115 => 1.7148504940668
1116 => 1.7103921283488
1117 => 1.708144018183
1118 => 1.7951682592491
1119 => 1.7868028864615
1120 => 1.7716196529379
1121 => 1.8528119806669
1122 => 1.8231756888549
1123 => 1.914507757031
1124 => 1.9746649641196
1125 => 1.9594071505201
1126 => 2.015985294552
1127 => 1.8975016596536
1128 => 1.9368571704285
1129 => 1.9449682866548
1130 => 1.8518100799459
1201 => 1.7881715649058
1202 => 1.7839276014849
1203 => 1.673587186333
1204 => 1.7325301454704
1205 => 1.784397510286
1206 => 1.7595570676094
1207 => 1.7516933255451
1208 => 1.791867478314
1209 => 1.7949893540525
1210 => 1.7238102563734
1211 => 1.7386106447297
1212 => 1.8003307245356
1213 => 1.737055457076
1214 => 1.6141219483584
1215 => 1.5836327385077
1216 => 1.579564915886
1217 => 1.4968757606411
1218 => 1.5856701732997
1219 => 1.546909032632
1220 => 1.6693550115717
1221 => 1.5994145250923
1222 => 1.5963995305084
1223 => 1.5918419239914
1224 => 1.5206679522262
1225 => 1.5362505287009
1226 => 1.5880493861962
1227 => 1.6065318021065
1228 => 1.6046039347051
1229 => 1.5877955435357
1230 => 1.5954903389402
1231 => 1.5707027218981
]
'min_raw' => 0.86729114517924
'max_raw' => 2.6969861567178
'avg_raw' => 1.7821386509485
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.867291'
'max' => '$2.69'
'avg' => '$1.78'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.4940672166487
'max_diff' => 1.6844656033384
'year' => 2033
]
8 => [
'items' => [
101 => 1.5619496984109
102 => 1.5343227485765
103 => 1.4937187644596
104 => 1.4993649974898
105 => 1.4189178803439
106 => 1.3750860212712
107 => 1.3629539403745
108 => 1.3467304147648
109 => 1.3647864307612
110 => 1.4186899837687
111 => 1.353670862565
112 => 1.2422001398223
113 => 1.248899720196
114 => 1.2639516881724
115 => 1.235902445427
116 => 1.209356191163
117 => 1.2324360054799
118 => 1.1852043907613
119 => 1.2696594031595
120 => 1.2673751317565
121 => 1.2988547377157
122 => 1.3185395813484
123 => 1.2731723898187
124 => 1.2617626638349
125 => 1.2682621622984
126 => 1.1608399305083
127 => 1.2900760495941
128 => 1.2911936889186
129 => 1.2816237824837
130 => 1.3504380261793
131 => 1.4956575440779
201 => 1.4410201200029
202 => 1.4198628579762
203 => 1.3796428873975
204 => 1.433233610168
205 => 1.4291186788048
206 => 1.4105093986387
207 => 1.3992544479297
208 => 1.4199920397066
209 => 1.3966848308158
210 => 1.3924982156598
211 => 1.3671318828963
212 => 1.3580772561943
213 => 1.3513735710593
214 => 1.3439934724161
215 => 1.360272131017
216 => 1.3233825489915
217 => 1.2788973293991
218 => 1.2751988647267
219 => 1.2854106508594
220 => 1.2808926956738
221 => 1.2751772344955
222 => 1.2642648625928
223 => 1.2610273949553
224 => 1.2715475941814
225 => 1.2596709026208
226 => 1.2771956079753
227 => 1.272429857805
228 => 1.2458087647601
301 => 1.212629026435
302 => 1.2123336571671
303 => 1.2051851369706
304 => 1.1960804217132
305 => 1.1935476982163
306 => 1.230492287893
307 => 1.3069664828652
308 => 1.2919527685197
309 => 1.3028017158016
310 => 1.3561677988309
311 => 1.3731312718517
312 => 1.3610910005034
313 => 1.3446095344702
314 => 1.3453346353308
315 => 1.4016567940453
316 => 1.4051695379982
317 => 1.4140451087129
318 => 1.4254527253173
319 => 1.3630337669391
320 => 1.3423947080044
321 => 1.3326147768698
322 => 1.3024963742848
323 => 1.334976489316
324 => 1.3160517172246
325 => 1.318605315542
326 => 1.3169422812878
327 => 1.3178504104444
328 => 1.2696357962623
329 => 1.2872026675848
330 => 1.2579943368605
331 => 1.2188876608096
401 => 1.2187565615189
402 => 1.22832786508
403 => 1.2226344791967
404 => 1.2073137241752
405 => 1.2094899651141
406 => 1.1904238045411
407 => 1.2118049422116
408 => 1.2124180767346
409 => 1.204185174093
410 => 1.2371257667028
411 => 1.250621554372
412 => 1.2452024814875
413 => 1.2502413377723
414 => 1.2925766561336
415 => 1.299479160246
416 => 1.3025447966189
417 => 1.2984372499982
418 => 1.2510151496759
419 => 1.2531185214795
420 => 1.2376853747936
421 => 1.2246459921489
422 => 1.2251674990721
423 => 1.2318714367526
424 => 1.2611479257839
425 => 1.3227585710071
426 => 1.3250966499565
427 => 1.3279304698498
428 => 1.3164039001801
429 => 1.3129273764733
430 => 1.3175138086095
501 => 1.3406515276215
502 => 1.4001680227497
503 => 1.3791309183984
504 => 1.3620274250986
505 => 1.3770317997912
506 => 1.3747219939154
507 => 1.3552249078177
508 => 1.354677689548
509 => 1.317256547731
510 => 1.3034228036394
511 => 1.2918622916387
512 => 1.2792385143287
513 => 1.2717547159865
514 => 1.2832532315657
515 => 1.285883078125
516 => 1.2607413728516
517 => 1.2573146513246
518 => 1.2778459105723
519 => 1.2688108688599
520 => 1.2781036333194
521 => 1.2802596343858
522 => 1.2799124685572
523 => 1.2704788473415
524 => 1.2764915561898
525 => 1.2622697072889
526 => 1.2468055826618
527 => 1.2369404345987
528 => 1.2283317844917
529 => 1.2331083639088
530 => 1.2160807304559
531 => 1.2106332478157
601 => 1.2744545857222
602 => 1.3216000942287
603 => 1.3209145798634
604 => 1.3167416874643
605 => 1.3105416157995
606 => 1.3401979537613
607 => 1.3298662786126
608 => 1.3373834355236
609 => 1.3392968674516
610 => 1.3450882496086
611 => 1.3471581709437
612 => 1.3409014310164
613 => 1.3199030476241
614 => 1.2675770726769
615 => 1.2432191900877
616 => 1.2351806831206
617 => 1.2354728675816
618 => 1.2274131157796
619 => 1.229787073898
620 => 1.2265875500266
621 => 1.220528425862
622 => 1.2327342300658
623 => 1.2341408352953
624 => 1.2312918547457
625 => 1.2319628927997
626 => 1.2083745506641
627 => 1.2101679210855
628 => 1.2001822066887
629 => 1.1983100056189
630 => 1.1730669891796
701 => 1.1283453265235
702 => 1.1531254688718
703 => 1.1231945415303
704 => 1.1118592458186
705 => 1.1655187727179
706 => 1.1601328445008
707 => 1.1509144765999
708 => 1.1372785891982
709 => 1.1322209059195
710 => 1.1014920233862
711 => 1.0996763970739
712 => 1.114906461007
713 => 1.1078783105364
714 => 1.0980081255069
715 => 1.0622593158547
716 => 1.0220658177815
717 => 1.023279006841
718 => 1.0360638107514
719 => 1.0732373523869
720 => 1.0587130065611
721 => 1.0481754270169
722 => 1.0462020551267
723 => 1.0709029358659
724 => 1.1058598571065
725 => 1.1222608624355
726 => 1.1060079642604
727 => 1.087337509955
728 => 1.088473893998
729 => 1.0960337479271
730 => 1.0968281816845
731 => 1.0846756352854
801 => 1.0880965059128
802 => 1.0828998906188
803 => 1.0510082721518
804 => 1.0504314539032
805 => 1.0426047364096
806 => 1.0423677465144
807 => 1.0290525475916
808 => 1.0271896592186
809 => 1.0007515235826
810 => 1.0181531845203
811 => 1.0064810639915
812 => 0.98888842517966
813 => 0.98585544761744
814 => 0.98576427264949
815 => 1.0038279790672
816 => 1.0179420995936
817 => 1.0066841055253
818 => 1.004120878503
819 => 1.0314894371524
820 => 1.0280065385943
821 => 1.0249903709053
822 => 1.1027298482202
823 => 1.0411929858384
824 => 1.0143594014386
825 => 0.98114774518442
826 => 0.99196162792849
827 => 0.99424027191166
828 => 0.9143722254713
829 => 0.88196976897737
830 => 0.87085046696947
831 => 0.86445115146007
901 => 0.86736739989525
902 => 0.83820138862164
903 => 0.85780143055881
904 => 0.83254613013742
905 => 0.82831199683392
906 => 0.87347160251872
907 => 0.87975529783118
908 => 0.85294710143715
909 => 0.87016230337488
910 => 0.86391983184305
911 => 0.83297905977604
912 => 0.831797349868
913 => 0.8162723580655
914 => 0.79197875212537
915 => 0.78087592232627
916 => 0.7750934721677
917 => 0.77747942380083
918 => 0.7762730136438
919 => 0.76840037132187
920 => 0.77672426428631
921 => 0.75546015743221
922 => 0.74699261874636
923 => 0.74316802796736
924 => 0.72429490921803
925 => 0.75433043406222
926 => 0.7602478108341
927 => 0.76617684666619
928 => 0.81778505565985
929 => 0.81520685538181
930 => 0.83851253026081
1001 => 0.8376069145914
1002 => 0.83095975858901
1003 => 0.80291650081899
1004 => 0.81409404354312
1005 => 0.77969130441408
1006 => 0.80546817572842
1007 => 0.79370468812844
1008 => 0.80149092873786
1009 => 0.78749056606511
1010 => 0.79523894482902
1011 => 0.76165104038692
1012 => 0.73028712781345
1013 => 0.7429088818027
1014 => 0.75663017186166
1015 => 0.78638142482918
1016 => 0.76866182400423
1017 => 0.77503446251317
1018 => 0.75368719027503
1019 => 0.70964167010088
1020 => 0.70989096296173
1021 => 0.70311551926676
1022 => 0.69726054668332
1023 => 0.77069713331524
1024 => 0.76156413290692
1025 => 0.74701189205381
1026 => 0.76649064471876
1027 => 0.77164113609275
1028 => 0.77178776334143
1029 => 0.7859989584664
1030 => 0.7935834758521
1031 => 0.7949202799145
1101 => 0.81728190249684
1102 => 0.82477722342951
1103 => 0.85564938957363
1104 => 0.792939982542
1105 => 0.79164852357125
1106 => 0.76676475071469
1107 => 0.75098306857218
1108 => 0.76784533599281
1109 => 0.78278300299844
1110 => 0.76722890566714
1111 => 0.7692599424137
1112 => 0.74837983756287
1113 => 0.75584349254679
1114 => 0.76227219768185
1115 => 0.75872264456809
1116 => 0.75340879175649
1117 => 0.78155828465089
1118 => 0.77996997994303
1119 => 0.80618343488034
1120 => 0.82661869754612
1121 => 0.86324234148335
1122 => 0.82502365980112
1123 => 0.82363081913511
1124 => 0.83724606006395
1125 => 0.82477513900706
1126 => 0.83265633063345
1127 => 0.86197255966959
1128 => 0.86259196539321
1129 => 0.8522161214633
1130 => 0.8515847504172
1201 => 0.85357754474324
1202 => 0.86524940335463
1203 => 0.86117089731582
1204 => 0.86589064775907
1205 => 0.87179276795973
1206 => 0.89620643955678
1207 => 0.90209249312674
1208 => 0.88779243452063
1209 => 0.88908356970179
1210 => 0.88373495523772
1211 => 0.87856826068337
1212 => 0.8901822355064
1213 => 0.91140700276875
1214 => 0.91127496459317
1215 => 0.91619869804752
1216 => 0.91926614319916
1217 => 0.90609842310121
1218 => 0.89752672150793
1219 => 0.90081365733034
1220 => 0.90606953929052
1221 => 0.89910924564766
1222 => 0.8561470889623
1223 => 0.86917906286744
1224 => 0.86700990517866
1225 => 0.86392076085124
1226 => 0.87702451138614
1227 => 0.87576062268024
1228 => 0.83790224902017
1229 => 0.84032581927069
1230 => 0.83804963435422
1231 => 0.84540445348297
]
'min_raw' => 0.69726054668332
'max_raw' => 1.5619496984109
'avg_raw' => 1.1296051225471
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.69726'
'max' => '$1.56'
'avg' => '$1.12'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.17003059849591
'max_diff' => -1.135036458307
'year' => 2034
]
9 => [
'items' => [
101 => 0.82437795463765
102 => 0.83084556406684
103 => 0.83490198807075
104 => 0.83729125297198
105 => 0.84592291612948
106 => 0.84491009008422
107 => 0.84585995744043
108 => 0.85865843522841
109 => 0.92338874397282
110 => 0.9269118718584
111 => 0.90956270162631
112 => 0.91649335293678
113 => 0.90318801798751
114 => 0.91211997847695
115 => 0.91823099899663
116 => 0.89061647234986
117 => 0.88898131929864
118 => 0.87562106849906
119 => 0.88280011051547
120 => 0.87137773847597
121 => 0.87418038903685
122 => 0.86634393373794
123 => 0.88044799305329
124 => 0.89621852291708
125 => 0.90020278155777
126 => 0.88972191240531
127 => 0.88213307241599
128 => 0.86880956931404
129 => 0.89096685190621
130 => 0.89744631656711
131 => 0.89093281803674
201 => 0.8894234981045
202 => 0.88656333956018
203 => 0.89003029426052
204 => 0.89741102801103
205 => 0.89393041027504
206 => 0.89622941961026
207 => 0.88746796675255
208 => 0.90610278216447
209 => 0.93569935375116
210 => 0.93579451156834
211 => 0.93231387507052
212 => 0.93088967360697
213 => 0.93446101787642
214 => 0.93639832563838
215 => 0.94794739813323
216 => 0.96034001305556
217 => 1.0181709395766
218 => 1.0019322468236
219 => 1.0532432852103
220 => 1.0938236546697
221 => 1.105991933106
222 => 1.0947976895063
223 => 1.0565027868528
224 => 1.0546238562332
225 => 1.1118526084884
226 => 1.0956828647334
227 => 1.0937595251654
228 => 1.0732984416958
301 => 1.0853934761808
302 => 1.0827481147155
303 => 1.078572282227
304 => 1.101648765477
305 => 1.1448458820691
306 => 1.1381132063483
307 => 1.1330875762425
308 => 1.1110667280578
309 => 1.1243281971995
310 => 1.1196060420448
311 => 1.1398954173429
312 => 1.127876440881
313 => 1.095560363021
314 => 1.1007068049354
315 => 1.0999289305933
316 => 1.115937529434
317 => 1.1111321454199
318 => 1.0989906022408
319 => 1.1446982390208
320 => 1.1417302393275
321 => 1.1459381843133
322 => 1.1477906518311
323 => 1.1756120848802
324 => 1.1870096358138
325 => 1.1895970794179
326 => 1.2004238712867
327 => 1.1893276989733
328 => 1.2337202996636
329 => 1.2632387887427
330 => 1.2975260328155
331 => 1.3476289119483
401 => 1.3664680579798
402 => 1.3630649348719
403 => 1.4010523660142
404 => 1.4693149353636
405 => 1.376862751839
406 => 1.4742151255819
407 => 1.4433944880421
408 => 1.3703193108748
409 => 1.365614130965
410 => 1.4151014893629
411 => 1.5248596873078
412 => 1.4973665035898
413 => 1.5249046563072
414 => 1.4927799383872
415 => 1.4911846753741
416 => 1.5233444304615
417 => 1.5984874511603
418 => 1.5627898187203
419 => 1.511608509199
420 => 1.5493999916802
421 => 1.5166615121184
422 => 1.4428925547424
423 => 1.4973454800703
424 => 1.4609343596335
425 => 1.4715610602986
426 => 1.5480918197113
427 => 1.5388834362635
428 => 1.5507999371183
429 => 1.5297676250187
430 => 1.5101201290265
501 => 1.4734466187147
502 => 1.4625894002936
503 => 1.4655899448634
504 => 1.4625879133728
505 => 1.4420694214003
506 => 1.4376384550124
507 => 1.4302533169076
508 => 1.4325422800134
509 => 1.4186560597779
510 => 1.4448622264018
511 => 1.4497263218552
512 => 1.4687969845111
513 => 1.4707769639726
514 => 1.5238884880155
515 => 1.4946355530756
516 => 1.5142609474102
517 => 1.5125054674195
518 => 1.3719030715474
519 => 1.3912768411531
520 => 1.4214163468358
521 => 1.4078385403789
522 => 1.3886426987662
523 => 1.373141027448
524 => 1.3496544102737
525 => 1.382711372926
526 => 1.4261777635977
527 => 1.4718793433705
528 => 1.5267867969813
529 => 1.5145320925286
530 => 1.470852886718
531 => 1.472812303983
601 => 1.4849246505129
602 => 1.469238061234
603 => 1.4646117798171
604 => 1.4842890704876
605 => 1.484424577174
606 => 1.466375260421
607 => 1.4463167478401
608 => 1.44623270194
609 => 1.4426634833685
610 => 1.493414894442
611 => 1.5213230389861
612 => 1.5245226627818
613 => 1.5211076788113
614 => 1.5224219706057
615 => 1.5061828362095
616 => 1.5433006818735
617 => 1.5773636876291
618 => 1.5682340744366
619 => 1.5545474864101
620 => 1.5436454598116
621 => 1.5656659034414
622 => 1.56468536775
623 => 1.5770661769898
624 => 1.5765045119676
625 => 1.5723413114861
626 => 1.5682342231176
627 => 1.5845183642543
628 => 1.5798287931223
629 => 1.5751319377909
630 => 1.5657116753714
701 => 1.5669920454882
702 => 1.5533078206441
703 => 1.5469768720836
704 => 1.4517745958043
705 => 1.4263334367584
706 => 1.4343377432968
707 => 1.4369729688409
708 => 1.4259009438204
709 => 1.44177538353
710 => 1.4393013689164
711 => 1.4489263125276
712 => 1.4429130656258
713 => 1.4431598513762
714 => 1.4608435283549
715 => 1.4659771750136
716 => 1.4633661608894
717 => 1.4651948256816
718 => 1.5073356339883
719 => 1.5013445586343
720 => 1.498161919259
721 => 1.4990435321165
722 => 1.509811412148
723 => 1.5128258306523
724 => 1.5000535276299
725 => 1.5060770195711
726 => 1.5317242837616
727 => 1.5406993747189
728 => 1.5693435567663
729 => 1.5571749991228
730 => 1.5795109133203
731 => 1.6481638986891
801 => 1.703008653827
802 => 1.6525711504469
803 => 1.7532865588201
804 => 1.8317079510059
805 => 1.8286980073561
806 => 1.815023423709
807 => 1.7257427536461
808 => 1.6435853499543
809 => 1.7123135067301
810 => 1.7124887089358
811 => 1.7065848993168
812 => 1.6699168448172
813 => 1.7053089305028
814 => 1.7081182257394
815 => 1.7065457674588
816 => 1.6784324560468
817 => 1.635508625729
818 => 1.643895839428
819 => 1.6576342665614
820 => 1.6316245578617
821 => 1.6233128799483
822 => 1.6387658705507
823 => 1.68855862603
824 => 1.6791455940365
825 => 1.6788997817301
826 => 1.7191727243454
827 => 1.6903459888778
828 => 1.6440016290523
829 => 1.6322990669893
830 => 1.5907628554563
831 => 1.6194520647091
901 => 1.6204845382757
902 => 1.6047717515645
903 => 1.6452766350958
904 => 1.6449033754633
905 => 1.6833567340199
906 => 1.7568651131583
907 => 1.7351250683194
908 => 1.709843761482
909 => 1.7125925405098
910 => 1.7427398618804
911 => 1.7245121031833
912 => 1.7310669322992
913 => 1.7427299403615
914 => 1.7497665227016
915 => 1.7115800845979
916 => 1.7026769992075
917 => 1.684464411057
918 => 1.6797130867626
919 => 1.694546859793
920 => 1.6906386846844
921 => 1.6203977628703
922 => 1.613057195724
923 => 1.6132823204384
924 => 1.5948241153239
925 => 1.5666709220475
926 => 1.6406558330381
927 => 1.6347138092674
928 => 1.6281542749007
929 => 1.6289577804324
930 => 1.6610721227122
1001 => 1.6424441823767
1002 => 1.6919696148178
1003 => 1.6817886747787
1004 => 1.6713466320438
1005 => 1.6699032236654
1006 => 1.6658839280857
1007 => 1.6521002680288
1008 => 1.6354556702406
1009 => 1.6244654650504
1010 => 1.4984835225894
1011 => 1.521865038307
1012 => 1.5487633408477
1013 => 1.5580485270966
1014 => 1.5421655735026
1015 => 1.6527274238445
1016 => 1.6729281393024
1017 => 1.6117388545202
1018 => 1.6002928376795
1019 => 1.653477822803
1020 => 1.6214007751735
1021 => 1.635845067757
1022 => 1.6046244077972
1023 => 1.6680623784946
1024 => 1.6675790874456
1025 => 1.6429002840327
1026 => 1.6637586396841
1027 => 1.6601339870907
1028 => 1.6322716788188
1029 => 1.6689456633639
1030 => 1.6689638532027
1031 => 1.6452110414813
1101 => 1.6174729575498
1102 => 1.6125140432871
1103 => 1.6087781675266
1104 => 1.6349262713332
1105 => 1.6583705794432
1106 => 1.7019946244991
1107 => 1.7129627459079
1108 => 1.7557720539556
1109 => 1.7302811953606
1110 => 1.7415809628139
1111 => 1.7538484588342
1112 => 1.7597299475485
1113 => 1.7501463773066
1114 => 1.8166468537188
1115 => 1.82226153145
1116 => 1.8241440843265
1117 => 1.801720497841
1118 => 1.8216378909459
1119 => 1.8123192023068
1120 => 1.8365638413394
1121 => 1.8403657103107
1122 => 1.8371456625474
1123 => 1.8383524357673
1124 => 1.7816060106374
1125 => 1.7786634091331
1126 => 1.7385408288255
1127 => 1.754891076872
1128 => 1.7243250718369
1129 => 1.7340178668983
1130 => 1.738290358605
1201 => 1.7360586513992
1202 => 1.7558154953649
1203 => 1.7390181419374
1204 => 1.6946871645019
1205 => 1.6503441091213
1206 => 1.649787418182
1207 => 1.6381126744202
1208 => 1.6296739730165
1209 => 1.6312995662858
1210 => 1.6370283689966
1211 => 1.6293410045885
1212 => 1.6309814935442
1213 => 1.6582245407303
1214 => 1.6636879395549
1215 => 1.6451211756611
1216 => 1.5705729394562
1217 => 1.5522786153014
1218 => 1.5654282127116
1219 => 1.5591435520921
1220 => 1.2583505327033
1221 => 1.3290173908827
1222 => 1.2870295433723
1223 => 1.3063794752731
1224 => 1.2635207556653
1225 => 1.2839751830801
1226 => 1.2801979972126
1227 => 1.3938282139809
1228 => 1.3920540344393
1229 => 1.3929032402984
1230 => 1.3523684320511
1231 => 1.4169414822289
]
'min_raw' => 0.82437795463765
'max_raw' => 1.8403657103107
'avg_raw' => 1.3323718324742
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.824377'
'max' => '$1.84'
'avg' => '$1.33'
'bar_min_pct' => 61.631153054958
'bar_max_pct' => 60.119598047091
'min_diff' => 0.12711740795433
'max_diff' => 0.27841601189987
'year' => 2035
]
10 => [
'items' => [
101 => 1.4487524887183
102 => 1.4428651180396
103 => 1.444346842401
104 => 1.4188859086846
105 => 1.3931497577916
106 => 1.364604405686
107 => 1.417638141586
108 => 1.41174169547
109 => 1.4252660213858
110 => 1.4596621900466
111 => 1.4647271565403
112 => 1.4715345228716
113 => 1.4690945666231
114 => 1.5272242234329
115 => 1.5201843384415
116 => 1.5371484357578
117 => 1.5022520005089
118 => 1.4627633716247
119 => 1.4702688689951
120 => 1.4695460292429
121 => 1.460343449561
122 => 1.4520357720994
123 => 1.4382058297993
124 => 1.481965813683
125 => 1.4801892382524
126 => 1.5089499294302
127 => 1.5038661978981
128 => 1.4699157945265
129 => 1.4711283398247
130 => 1.4792832896847
131 => 1.5075076642617
201 => 1.5158865802982
202 => 1.512005132548
203 => 1.5211922314699
204 => 1.5284533398696
205 => 1.5221041148909
206 => 1.6119957512582
207 => 1.5746664766155
208 => 1.5928605053409
209 => 1.5971996739865
210 => 1.5860849847438
211 => 1.5884953628533
212 => 1.5921464289006
213 => 1.6143149869877
214 => 1.6724916979321
215 => 1.6982577671871
216 => 1.7757762578163
217 => 1.6961182538165
218 => 1.6913916775167
219 => 1.7053550985132
220 => 1.7508666586781
221 => 1.7877495035083
222 => 1.7999856709608
223 => 1.8016028824868
224 => 1.8245587460728
225 => 1.8377166189787
226 => 1.8217713004343
227 => 1.8082593125123
228 => 1.7598610489454
229 => 1.7654632797373
301 => 1.804057094429
302 => 1.8585731308454
303 => 1.9053535615174
304 => 1.8889726851587
305 => 2.0139472086795
306 => 2.0263379222114
307 => 2.024625926241
308 => 2.0528538156522
309 => 1.9968272036807
310 => 1.9728747415985
311 => 1.8111807576686
312 => 1.856610171741
313 => 1.9226444930712
314 => 1.9139046030271
315 => 1.8659487137747
316 => 1.9053171826751
317 => 1.8923007356908
318 => 1.8820341239014
319 => 1.9290674627893
320 => 1.8773523746589
321 => 1.9221285955071
322 => 1.8647026291186
323 => 1.8890475116221
324 => 1.8752281788837
325 => 1.8841709807991
326 => 1.8318915435327
327 => 1.8601002588701
328 => 1.830717968233
329 => 1.8307040372016
330 => 1.8300554215073
331 => 1.8646235561407
401 => 1.8657508217701
402 => 1.8402049180464
403 => 1.8365233542178
404 => 1.8501360252778
405 => 1.8341991526307
406 => 1.8416559150368
407 => 1.8344250103677
408 => 1.8327971814205
409 => 1.8198263634171
410 => 1.8142381783812
411 => 1.8164294497236
412 => 1.8089495109543
413 => 1.8044425772845
414 => 1.8291588789625
415 => 1.8159539560287
416 => 1.8271350351376
417 => 1.8143927843283
418 => 1.7702225914889
419 => 1.7448198464957
420 => 1.6613864468011
421 => 1.6850480554557
422 => 1.7007357264734
423 => 1.6955509512956
424 => 1.7066898546191
425 => 1.7073736928167
426 => 1.7037523217986
427 => 1.6995592380859
428 => 1.6975182768267
429 => 1.7127299299249
430 => 1.7215608065491
501 => 1.7023101941339
502 => 1.6978000449898
503 => 1.7172634769969
504 => 1.7291361592776
505 => 1.8167973745545
506 => 1.8103031485848
507 => 1.8266023813413
508 => 1.824767337865
509 => 1.8418515304652
510 => 1.869776965048
511 => 1.8129967484668
512 => 1.8228518307532
513 => 1.8204355921636
514 => 1.8468154515122
515 => 1.8468978065537
516 => 1.8310817631025
517 => 1.8396558968434
518 => 1.8348700506083
519 => 1.843518721601
520 => 1.8102164142376
521 => 1.8507750298443
522 => 1.8737691513538
523 => 1.8740884247533
524 => 1.8849874558562
525 => 1.896061502686
526 => 1.9173171712297
527 => 1.8954686936269
528 => 1.8561654093258
529 => 1.8590029795035
530 => 1.8359594782983
531 => 1.8363468437167
601 => 1.8342790567549
602 => 1.8404846410831
603 => 1.8115781910274
604 => 1.8183624770781
605 => 1.8088644368784
606 => 1.8228311838687
607 => 1.8078052728931
608 => 1.8204344269802
609 => 1.8258847512211
610 => 1.8459965650072
611 => 1.8048347416445
612 => 1.7209029973974
613 => 1.7385464676122
614 => 1.7124503892999
615 => 1.7148656807025
616 => 1.7197449537265
617 => 1.7039296334569
618 => 1.7069466981663
619 => 1.7068389073841
620 => 1.7059100246566
621 => 1.7017958490379
622 => 1.6958294804258
623 => 1.7195976566248
624 => 1.7236363329143
625 => 1.7326138100197
626 => 1.7593246924046
627 => 1.7566556453684
628 => 1.7610089718222
629 => 1.7515056846164
630 => 1.7153065109399
701 => 1.71727230023
702 => 1.6927588762826
703 => 1.7319869466557
704 => 1.7226972218061
705 => 1.7167080757624
706 => 1.7150738817753
707 => 1.7418509752711
708 => 1.7498631013246
709 => 1.7448704820419
710 => 1.734630474235
711 => 1.7542943164107
712 => 1.7595555310261
713 => 1.7607333229523
714 => 1.7955738811201
715 => 1.7626805231236
716 => 1.7705982813252
717 => 1.8323703705904
718 => 1.7763516095925
719 => 1.8060259966605
720 => 1.8045735898316
721 => 1.8197540021291
722 => 1.8033283529402
723 => 1.8035319685478
724 => 1.8170111462578
725 => 1.7980820721467
726 => 1.7933949671966
727 => 1.7869197652777
728 => 1.801058131777
729 => 1.8095334430701
730 => 1.8778382276616
731 => 1.9219662335844
801 => 1.920050520468
802 => 1.9375565522876
803 => 1.929669924616
804 => 1.9042019234771
805 => 1.9476726959293
806 => 1.933916724631
807 => 1.9350507501914
808 => 1.9350085417034
809 => 1.9441550600488
810 => 1.937673913535
811 => 1.9248989084801
812 => 1.9333795530201
813 => 1.9585640354177
814 => 2.0367374415344
815 => 2.0804843152572
816 => 2.0341038248061
817 => 2.0660964660597
818 => 2.0469122814512
819 => 2.0434259444278
820 => 2.0635196873727
821 => 2.0836486017546
822 => 2.0823664769282
823 => 2.0677539187181
824 => 2.0594996553651
825 => 2.1220037028548
826 => 2.1680556203164
827 => 2.1649151882815
828 => 2.1787760339604
829 => 2.2194719055735
830 => 2.2231926260566
831 => 2.2227239007955
901 => 2.2135017068612
902 => 2.2535720774911
903 => 2.2869994856415
904 => 2.2113670354203
905 => 2.2401668823631
906 => 2.2530960615288
907 => 2.2720799324587
908 => 2.3041089047836
909 => 2.3389008639938
910 => 2.3438208285006
911 => 2.340329878241
912 => 2.3173836458838
913 => 2.3554534228061
914 => 2.377753805281
915 => 2.3910331727096
916 => 2.4247074390325
917 => 2.2531759077377
918 => 2.131757364217
919 => 2.1127961053412
920 => 2.1513545708798
921 => 2.1615221307443
922 => 2.1574236001119
923 => 2.0207559904883
924 => 2.1120765786605
925 => 2.2103298530807
926 => 2.2141041615002
927 => 2.263291805054
928 => 2.2793093180647
929 => 2.3189118182974
930 => 2.3164346711252
1001 => 2.3260772497185
1002 => 2.3238605878861
1003 => 2.3972158802767
1004 => 2.47813766115
1005 => 2.4753355971938
1006 => 2.4637021337703
1007 => 2.4809798107546
1008 => 2.5644997607208
1009 => 2.5568105821078
1010 => 2.5642799641677
1011 => 2.662754692156
1012 => 2.7907858464075
1013 => 2.7313025211399
1014 => 2.8603642211048
1015 => 2.9416017199659
1016 => 3.082093574132
1017 => 3.0645033020534
1018 => 3.1191957499035
1019 => 3.0330130438322
1020 => 2.8351201302941
1021 => 2.803802819223
1022 => 2.8665008690679
1023 => 3.0206379066253
1024 => 2.8616465452281
1025 => 2.8938102905679
1026 => 2.8845471297463
1027 => 2.884053535272
1028 => 2.9028920287617
1029 => 2.8755658114051
1030 => 2.7642338860018
1031 => 2.815256651331
1101 => 2.795554311323
1102 => 2.8174155264686
1103 => 2.9353914883588
1104 => 2.8832315034115
1105 => 2.8282851964026
1106 => 2.8972000589534
1107 => 2.9849523606966
1108 => 2.9794609793596
1109 => 2.9688054043464
1110 => 3.028870322788
1111 => 3.1280799706837
1112 => 3.1548959398533
1113 => 3.1746909400659
1114 => 3.177420336156
1115 => 3.2055348121937
1116 => 3.0543561887786
1117 => 3.2942805466808
1118 => 3.3357088555139
1119 => 3.3279220504807
1120 => 3.373967872179
1121 => 3.3604200233656
1122 => 3.3407913160274
1123 => 3.4137837376462
1124 => 3.3301038164449
1125 => 3.2113307033088
1126 => 3.1461694243765
1127 => 3.2319790528849
1128 => 3.2843799986717
1129 => 3.3190136905107
1130 => 3.3294938247349
1201 => 3.0660917549639
1202 => 2.9241326483059
1203 => 3.0151268081092
1204 => 3.1261459631507
1205 => 3.0537394717668
1206 => 3.0565776691454
1207 => 2.9533450405232
1208 => 3.1352797601337
1209 => 3.1087734017983
1210 => 3.2462884357314
1211 => 3.2134693692562
1212 => 3.3256075411257
1213 => 3.2960778023131
1214 => 3.4186540971389
1215 => 3.4675530997656
1216 => 3.5496621356979
1217 => 3.6100618767736
1218 => 3.6455297599962
1219 => 3.6434004013242
1220 => 3.7839418246814
1221 => 3.701069457471
1222 => 3.5969622327375
1223 => 3.5950792614961
1224 => 3.6489978683964
1225 => 3.761996476612
1226 => 3.7912953716594
1227 => 3.8076694569621
1228 => 3.782591975335
1229 => 3.6926399602442
1230 => 3.653799136195
1231 => 3.6868926436119
]
'min_raw' => 1.364604405686
'max_raw' => 3.8076694569621
'avg_raw' => 2.5861369313241
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$1.36'
'max' => '$3.80'
'avg' => '$2.58'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.54022645104836
'max_diff' => 1.9673037466514
'year' => 2036
]
11 => [
'items' => [
101 => 3.6464221277986
102 => 3.7162855921136
103 => 3.8122230506488
104 => 3.7924123448391
105 => 3.8586365641739
106 => 3.9271716641944
107 => 4.0251799353276
108 => 4.0508029266376
109 => 4.0931567569179
110 => 4.1367527607849
111 => 4.1507546222817
112 => 4.1774885204016
113 => 4.1773476195622
114 => 4.2579120209454
115 => 4.3467770505428
116 => 4.3803215419857
117 => 4.4574552504045
118 => 4.3253664778248
119 => 4.4255573291529
120 => 4.5159319849906
121 => 4.4081835945912
122 => 4.5566896486016
123 => 4.5624558021569
124 => 4.6495178749486
125 => 4.5612637850992
126 => 4.5088587882637
127 => 4.6601500505383
128 => 4.7333551267229
129 => 4.7113051620134
130 => 4.5435038418333
131 => 4.4458362761513
201 => 4.1902214180951
202 => 4.4930082592028
203 => 4.6404868970931
204 => 4.5431219077894
205 => 4.592227145011
206 => 4.8601293968654
207 => 4.9621292289853
208 => 4.940913976937
209 => 4.9444990053004
210 => 4.9995362632844
211 => 5.243601774757
212 => 5.0973520628884
213 => 5.2091544877398
214 => 5.2684540907474
215 => 5.3235348668236
216 => 5.1882738892385
217 => 5.0123013447786
218 => 4.9565634531233
219 => 4.5334408784574
220 => 4.5114155109178
221 => 4.4990520046809
222 => 4.4211018467099
223 => 4.35985437489
224 => 4.3111481113259
225 => 4.1833283308123
226 => 4.2264637545467
227 => 4.0227457024695
228 => 4.153077292864
301 => 3.8279383628045
302 => 4.0987237253135
303 => 3.9513475635995
304 => 4.0503066925213
305 => 4.049961433443
306 => 3.8677463020775
307 => 3.7626484170387
308 => 3.8296208798563
309 => 3.9014206762775
310 => 3.9130699516834
311 => 4.0061602619099
312 => 4.0321397665246
313 => 3.9534206546749
314 => 3.8212005811693
315 => 3.8519122886259
316 => 3.7620260452674
317 => 3.604503861206
318 => 3.7176390438723
319 => 3.7562683694375
320 => 3.7733292802712
321 => 3.6184243037919
322 => 3.5697497970315
323 => 3.5438358980509
324 => 3.8012042939192
325 => 3.8153035156212
326 => 3.7431699039648
327 => 4.0692206686412
328 => 3.9954253387939
329 => 4.0778728025281
330 => 3.8491255230791
331 => 3.8578639772031
401 => 3.7495713492741
402 => 3.8102079847983
403 => 3.7673519652198
404 => 3.8053091438709
405 => 3.828060520251
406 => 3.9363353784253
407 => 4.0999600502696
408 => 3.9201627252624
409 => 3.8418224560117
410 => 3.8904243184524
411 => 4.0198574828107
412 => 4.2159553523753
413 => 4.0998614667556
414 => 4.1513819617916
415 => 4.1626368979697
416 => 4.077033564743
417 => 4.2191116693747
418 => 4.2952524798872
419 => 4.3733571963524
420 => 4.4411733332147
421 => 4.3421604550367
422 => 4.4481184276257
423 => 4.362735005819
424 => 4.2861372496825
425 => 4.2862534168604
426 => 4.2382025255213
427 => 4.1450978687498
428 => 4.1279279415595
429 => 4.2172480711265
430 => 4.2888743563915
501 => 4.2947738403127
502 => 4.3344298321269
503 => 4.3578978395933
504 => 4.5879162159731
505 => 4.6804315097648
506 => 4.7935574597885
507 => 4.8376263927519
508 => 4.9702580813849
509 => 4.8631472209947
510 => 4.8399731125904
511 => 4.5182520194614
512 => 4.5709338304381
513 => 4.6552824928505
514 => 4.519642897837
515 => 4.605675000942
516 => 4.622659560504
517 => 4.5150339163016
518 => 4.5725214230997
519 => 4.4198516489018
520 => 4.1032878341487
521 => 4.2194640953951
522 => 4.3050089281791
523 => 4.1829259041945
524 => 4.4017549994213
525 => 4.2739195595392
526 => 4.2334018622799
527 => 4.0753278796692
528 => 4.1499327146359
529 => 4.2508368221667
530 => 4.1884898150742
531 => 4.3178692162413
601 => 4.5011049525198
602 => 4.6316896500686
603 => 4.6417143216697
604 => 4.5577571096411
605 => 4.6922990777247
606 => 4.6932790690794
607 => 4.541515179461
608 => 4.4485606420946
609 => 4.4274411756269
610 => 4.4802017435784
611 => 4.5442628132098
612 => 4.6452692651919
613 => 4.7063053486918
614 => 4.8654550834224
615 => 4.90851643846
616 => 4.9558278122592
617 => 5.0190503979423
618 => 5.0949653219932
619 => 4.928867790009
620 => 4.9354671545993
621 => 4.7807994325925
622 => 4.6155147900332
623 => 4.7409452307141
624 => 4.9049288465922
625 => 4.8673108239239
626 => 4.8630780279073
627 => 4.8701964167276
628 => 4.8418336561255
629 => 4.7135499410953
630 => 4.6491266625057
701 => 4.7322491280175
702 => 4.7764250190818
703 => 4.8449379735798
704 => 4.8364923058049
705 => 5.0129743188378
706 => 5.0815498925633
707 => 5.0640053262901
708 => 5.0672339487179
709 => 5.1913867493516
710 => 5.3294701976271
711 => 5.458803568653
712 => 5.5903670286581
713 => 5.4317621426127
714 => 5.3512323628684
715 => 5.434318539712
716 => 5.3902318447562
717 => 5.6435670709358
718 => 5.6611074523429
719 => 5.9144243595022
720 => 6.1548522688125
721 => 6.0038438066881
722 => 6.1462379849009
723 => 6.3002488982058
724 => 6.597360937341
725 => 6.4973040550879
726 => 6.4206620513732
727 => 6.3482357281942
728 => 6.4989434093745
729 => 6.692826433599
730 => 6.7345869800285
731 => 6.8022550190007
801 => 6.7311103500755
802 => 6.8167962674677
803 => 7.1193052081619
804 => 7.037564622066
805 => 6.921479849355
806 => 7.1602816047656
807 => 7.2467030317303
808 => 7.8532538654218
809 => 8.6190493483225
810 => 8.3020049899174
811 => 8.1052053256978
812 => 8.1514579149399
813 => 8.4311005014821
814 => 8.5209128248675
815 => 8.2767719697417
816 => 8.3630066471283
817 => 8.8381681979346
818 => 9.0930771249345
819 => 8.7468765632323
820 => 7.7917229440092
821 => 6.9110276856834
822 => 7.1446277264157
823 => 7.1181447312499
824 => 7.6286465399807
825 => 7.0356151361211
826 => 7.0456002640482
827 => 7.5666587095528
828 => 7.4276492494954
829 => 7.202471727189
830 => 6.9126717307926
831 => 6.3769496341986
901 => 5.9024456335295
902 => 6.8330572505867
903 => 6.7929275854518
904 => 6.7348138834532
905 => 6.8641396386917
906 => 7.4921087963734
907 => 7.477632074751
908 => 7.3855385578778
909 => 7.4553906787511
910 => 7.1902263126698
911 => 7.2585652074894
912 => 6.9108881790548
913 => 7.0680527161825
914 => 7.2019885973585
915 => 7.2288782084591
916 => 7.2894618752865
917 => 6.7717810754318
918 => 7.0042045562568
919 => 7.1407315761064
920 => 6.5238975335302
921 => 7.1285387503574
922 => 6.7627694044421
923 => 6.6386217947673
924 => 6.8057701959906
925 => 6.7406323014767
926 => 6.6846305647992
927 => 6.6533806335011
928 => 6.7761159718637
929 => 6.7703902216286
930 => 6.5695713861649
1001 => 6.3076114017253
1002 => 6.3955337710466
1003 => 6.3635907499955
1004 => 6.2478251209749
1005 => 6.3258371773395
1006 => 5.9823115621081
1007 => 5.3912935960102
1008 => 5.7817381677844
1009 => 5.766706476493
1010 => 5.759126816111
1011 => 6.0525351207039
1012 => 6.0243306822986
1013 => 5.9731393504143
1014 => 6.2468849520201
1015 => 6.1469641250361
1016 => 6.4548965694931
1017 => 6.6577207932344
1018 => 6.6062780094173
1019 => 6.7970351721805
1020 => 6.3975593248575
1021 => 6.530249177149
1022 => 6.5575963718061
1023 => 6.2435069737887
1024 => 6.0289452772319
1025 => 6.014636458254
1026 => 5.6426160448476
1027 => 5.8413463468454
1028 => 6.0162207885849
1029 => 5.9324695017966
1030 => 5.9059563463979
1031 => 6.0414063073278
1101 => 6.0519319293425
1102 => 5.8119466319515
1103 => 5.8618471746251
1104 => 6.0699407328489
1105 => 5.856603750871
1106 => 5.442124843286
1107 => 5.3393283435857
1108 => 5.3256133956103
1109 => 5.0468211355299
1110 => 5.3461976972363
1111 => 5.2155118052584
1112 => 5.6283469721591
1113 => 5.3925377389048
1114 => 5.3823724741652
1115 => 5.3670061855911
1116 => 5.1270381705766
1117 => 5.1795759151018
1118 => 5.3542193796281
1119 => 5.4165341352705
1120 => 5.4100341957273
1121 => 5.3533635313755
1122 => 5.379307071315
1123 => 5.2957338898414
1124 => 5.2662224600378
1125 => 5.1730762698191
1126 => 5.0361771024895
1127 => 5.055213771358
1128 => 4.7839806992623
1129 => 4.6361985261559
1130 => 4.5952943683778
1201 => 4.5405956190945
1202 => 4.6014727376572
1203 => 4.7832123300477
1204 => 4.5639958234193
1205 => 4.188164499055
1206 => 4.2107526020347
1207 => 4.2615013629622
1208 => 4.1669313827105
1209 => 4.0774288330591
1210 => 4.1552440384096
1211 => 3.9959993517796
1212 => 4.2807453225409
1213 => 4.2730437420232
1214 => 4.3791794313503
1215 => 4.4455482560101
1216 => 4.2925896023313
1217 => 4.2541209145753
1218 => 4.2760344274255
1219 => 3.9138528729646
1220 => 4.3495814714399
1221 => 4.3533496704535
1222 => 4.3210840627588
1223 => 4.5530960898357
1224 => 5.0427138333339
1225 => 4.8584999434017
1226 => 4.7871667573257
1227 => 4.651562318451
1228 => 4.8322471818567
1229 => 4.8183734034701
1230 => 4.7556309161317
1231 => 4.7176840640209
]
'min_raw' => 3.5438358980509
'max_raw' => 9.0930771249345
'avg_raw' => 6.3184565114927
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$3.54'
'max' => '$9.09'
'avg' => '$6.31'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 2.1792314923649
'max_diff' => 5.2854076679724
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.11123695938924
]
1 => [
'year' => 2028
'avg' => 0.19091491463198
]
2 => [
'year' => 2029
'avg' => 0.52154513770903
]
3 => [
'year' => 2030
'avg' => 0.4023712970342
]
4 => [
'year' => 2031
'avg' => 0.39517847901345
]
5 => [
'year' => 2032
'avg' => 0.69287224095497
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.11123695938924
'min' => '$0.111236'
'max_raw' => 0.69287224095497
'max' => '$0.692872'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.69287224095497
]
1 => [
'year' => 2033
'avg' => 1.7821386509485
]
2 => [
'year' => 2034
'avg' => 1.1296051225471
]
3 => [
'year' => 2035
'avg' => 1.3323718324742
]
4 => [
'year' => 2036
'avg' => 2.5861369313241
]
5 => [
'year' => 2037
'avg' => 6.3184565114927
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.69287224095497
'min' => '$0.692872'
'max_raw' => 6.3184565114927
'max' => '$6.31'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 6.3184565114927
]
]
]
]
'prediction_2025_max_price' => '$0.190194'
'last_price' => 0.184418
'sma_50day_nextmonth' => '$0.174111'
'sma_200day_nextmonth' => '$0.181595'
'sma_50day_ts_nextmonth' => 1770163200
'sma_200day_ts_nextmonth' => 1770163200
'sma_200day_direction' => 'increase'
'sma_200day_direction_label' => 'aumentar'
'sma_200day_date_nextmonth' => '4 de fev. de 2026'
'sma_50day_date_nextmonth' => '4 de fev. de 2026'
'daily_sma3' => '$0.183556'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.183125'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.181763'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.180881'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.183389'
'daily_sma50_action' => 'BUY'
'daily_sma100' => '$0.184337'
'daily_sma100_action' => 'BUY'
'daily_sma200' => '$0.183294'
'daily_sma200_action' => 'BUY'
'daily_ema3' => '$0.183674'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.183159'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.182299'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.181961'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$0.182855'
'daily_ema50_action' => 'BUY'
'daily_ema100' => '$0.183389'
'daily_ema100_action' => 'BUY'
'daily_ema200' => '$0.182425'
'daily_ema200_action' => 'BUY'
'weekly_sma21' => '$0.183819'
'weekly_sma21_action' => 'BUY'
'weekly_sma50' => '$0.179062'
'weekly_sma50_action' => 'BUY'
'weekly_sma100' => '$0.180355'
'weekly_sma100_action' => 'BUY'
'weekly_sma200' => '$0.1885047'
'weekly_sma200_action' => 'SELL'
'weekly_ema3' => '$0.183224'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$0.1830014'
'weekly_ema5_action' => 'BUY'
'weekly_ema10' => '$0.1832031'
'weekly_ema10_action' => 'BUY'
'weekly_ema21' => '$0.182807'
'weekly_ema21_action' => 'BUY'
'weekly_ema50' => '$0.181138'
'weekly_ema50_action' => 'BUY'
'weekly_ema100' => '$0.182499'
'weekly_ema100_action' => 'BUY'
'weekly_ema200' => '$0.187481'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '63.36'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 100.21
'stoch_rsi_14_action' => 'SELL'
'momentum_10' => 0
'momentum_10_action' => 'BUY'
'vwma_10' => '0.182026'
'vwma_10_action' => 'BUY'
'hma_9' => '0.184218'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 100
'stochastic_fast_14_action' => 'SELL'
'cci_20' => 186.82
'cci_20_action' => 'SELL'
'adx_14' => 20.23
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '0.000954'
'ao_5_34_action' => 'NEUTRAL'
'macd_12_26' => 0
'macd_12_26_action' => 'BUY'
'williams_percent_r_14' => -0
'williams_percent_r_14_action' => 'SELL'
'ultimate_oscillator' => 84.44
'ultimate_oscillator_action' => 'SELL'
'ichimoku_cloud' => '-0.000157'
'ichimoku_cloud_action' => 'SELL'
'sell_signals' => 3
'buy_signals' => 31
'sell_pct' => 8.82
'buy_pct' => 91.18
'overall_action' => 'bullish'
'overall_action_label' => 'Altista'
'overall_action_dir' => 1
'last_updated' => 1767703080
'last_updated_date' => '6 de janeiro de 2026'
]
Previsão de preço de Brazilian Digital Token para 2026
A previsão de preço para Brazilian Digital Token em 2026 sugere que o preço médio poderia variar entre $0.063716 na extremidade inferior e $0.190194 na extremidade superior. No mercado de criptomoedas, comparado ao preço médio de hoje, Brazilian Digital Token poderia potencialmente ganhar 3.13% até 2026 se BRZ atingir a meta de preço prevista.
Previsão de preço de Brazilian Digital Token 2027-2032
A previsão de preço de BRZ para 2027-2032 está atualmente dentro de uma faixa de preço entre $0.111236 na extremidade inferior e $0.692872 na extremidade superior. Considerando a volatilidade de preços no mercado, se Brazilian Digital Token atingir a meta de preço superior, poderia ganhar 275.71% até 2032 em comparação com o preço de hoje.
| Previsão de Preço de Brazilian Digital Token | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2027 | $0.061338 | $0.111236 | $0.161135 |
| 2028 | $0.110697 | $0.190914 | $0.271132 |
| 2029 | $0.24317 | $0.521545 | $0.79992 |
| 2030 | $0.2068059 | $0.402371 | $0.597936 |
| 2031 | $0.2445086 | $0.395178 | $0.545848 |
| 2032 | $0.373223 | $0.692872 | $1.01 |
Previsão de preço de Brazilian Digital Token 2032-2037
A previsão de preço de Brazilian Digital Token para 2032-2037 é atualmente estimada entre $0.692872 na extremidade inferior e $6.31 na extremidade superior. Comparado ao preço atual, Brazilian Digital Token poderia potencialmente ganhar 3326.16% até 2037 se atingir a meta de preço superior. Por favor, note que esta informação é apenas para fins gerais e não deve ser considerada como aconselhamento de investimento a longo prazo.
| Previsão de Preço de Brazilian Digital Token | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2032 | $0.373223 | $0.692872 | $1.01 |
| 2033 | $0.867291 | $1.78 | $2.69 |
| 2034 | $0.69726 | $1.12 | $1.56 |
| 2035 | $0.824377 | $1.33 | $1.84 |
| 2036 | $1.36 | $2.58 | $3.80 |
| 2037 | $3.54 | $6.31 | $9.09 |
Brazilian Digital Token Histograma de preços potenciais
Previsão de preço de Brazilian Digital Token baseada na análise técnica
Indicador de Sentimento de Mercado
Altista 91.18%
Baixista 8.82%
Em 6 de janeiro de 2026, o sentimento geral de previsão de preço para Brazilian Digital Token é Altista, com 31 indicadores técnicos mostrando sinais de alta e 3 indicando sinais de baixa. A previsão de preço de BRZ foi atualizada pela última vez em 6 de janeiro de 2026.
Médias Móveis Simples de 50 e 200 dias e Índice de Força Relativa de 14 dias - RSI (14) de Brazilian Digital Token
De acordo com nossos indicadores técnicos, o SMA de 200 dias de Brazilian Digital Token está projetado para aumentar no próximo mês, alcançando $0.181595 até 4 de fev. de 2026. O SMA de 50 dias de curto prazo para Brazilian Digital Token é esperado para alcançar $0.174111 até 4 de fev. de 2026.
O oscilador de momentum Índice de Força Relativa (RSI) é uma ferramenta comumente usada para identificar se uma criptomoeda está sobrevendida (abaixo de 30) ou sobrecomprada (acima de 70). No momento, o RSI está em 63.36, sugerindo que o mercado de BRZ está em um estado NEUTRAL.
Médias Móveis e Osciladores Populares de BRZ para Sábado, 19 de Outubro de 2024
Médias móveis (MA) são indicadores amplamente utilizados nos mercados financeiros, projetados para suavizar movimentos de preços ao longo de um período definido. Como indicadores atrasados, eles se baseiam em dados históricos de preços. A tabela abaixo destaca dois tipos: a média móvel simples (SMA) e a média móvel exponencial (EMA).
Média Móvel Simples Diária (SMA)
| Período | Valor | Ação |
|---|---|---|
| SMA 3 | $0.183556 | BUY |
| SMA 5 | $0.183125 | BUY |
| SMA 10 | $0.181763 | BUY |
| SMA 21 | $0.180881 | BUY |
| SMA 50 | $0.183389 | BUY |
| SMA 100 | $0.184337 | BUY |
| SMA 200 | $0.183294 | BUY |
Média Móvel Exponencial Diária (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 3 | $0.183674 | BUY |
| EMA 5 | $0.183159 | BUY |
| EMA 10 | $0.182299 | BUY |
| EMA 21 | $0.181961 | BUY |
| EMA 50 | $0.182855 | BUY |
| EMA 100 | $0.183389 | BUY |
| EMA 200 | $0.182425 | BUY |
Média Móvel Simples Semanal (SMA)
| Período | Valor | Ação |
|---|---|---|
| SMA 21 | $0.183819 | BUY |
| SMA 50 | $0.179062 | BUY |
| SMA 100 | $0.180355 | BUY |
| SMA 200 | $0.1885047 | SELL |
Média Móvel Exponencial Semanal (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 21 | $0.182807 | BUY |
| EMA 50 | $0.181138 | BUY |
| EMA 100 | $0.182499 | BUY |
| EMA 200 | $0.187481 | SELL |
Osciladores de Brazilian Digital Token
Um oscilador é uma ferramenta de análise técnica que define limites altos e baixos entre dois extremos, criando um indicador de tendência que flutua dentro desses limites. Os traders usam esse indicador para identificar condições de sobrecompra ou sobrevenda de curto prazo.
| Período | Valor | Ação |
|---|---|---|
| RSI (14) | 63.36 | NEUTRAL |
| Stoch RSI (14) | 100.21 | SELL |
| Estocástico Rápido (14) | 100 | SELL |
| Índice de Canal de Commodities (20) | 186.82 | SELL |
| Índice Direcional Médio (14) | 20.23 | NEUTRAL |
| Oscilador Impressionante (5, 34) | 0.000954 | NEUTRAL |
| Momentum (10) | 0 | BUY |
| MACD (12, 26) | 0 | BUY |
| Williams Percent Range (14) | -0 | SELL |
| Oscilador Ultimate (7, 14, 28) | 84.44 | SELL |
| VWMA (10) | 0.182026 | BUY |
| Média Móvel de Hull (9) | 0.184218 | BUY |
| Nuvem Ichimoku B/L (9, 26, 52, 26) | -0.000157 | SELL |
Previsão do preço de Brazilian Digital Token com base nos fluxos financeiros mundiais
Definições dos fluxos financeiros mundiais, usadas na previsão do preço do Brazilian Digital Token
M0: o total de todas as moedas físicas, mais as contas no Banco Central que podem ser trocadas por moedas físicas.
M1: o valor de M0, mais o valor em contas de demanda, incluindo contas 'correntes'.
M2: o valor de M1, mais a maioria das contas de poupança, do mercado de moedas e de certificados de depósito (CD) de menos de US$ 100.000.
Previsões de preço de Brazilian Digital Token por empresas de Internet ou nichos tecnológicos
| Comparação | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook stock | $0.259138 | $0.364132 | $0.511666 | $0.718977 | $1.01 | $1.41 |
| Amazon.com stock | $0.384799 | $0.8029062 | $1.67 | $3.49 | $7.29 | $15.21 |
| Apple stock | $0.261582 | $0.371035 | $0.526285 | $0.746495 | $1.05 | $1.50 |
| Netflix stock | $0.290982 | $0.459125 | $0.724427 | $1.14 | $1.80 | $2.84 |
| Google stock | $0.23882 | $0.309271 | $0.4005051 | $0.518652 | $0.671652 | $0.869787 |
| Tesla stock | $0.418061 | $0.947714 | $2.14 | $4.87 | $11.04 | $25.02 |
| Kodak stock | $0.138293 | $0.1037057 | $0.077768 | $0.058317 | $0.043732 | $0.032794 |
| Nokia stock | $0.122169 | $0.080932 | $0.053614 | $0.035517 | $0.023528 | $0.015586 |
Este cálculo mostra quanto a criptomoeda pode custar, se assumirmos que sua capitalização se comportará da mesma forma que a de algumas empresas de Internet ou nichos tecnológicos. Se você extrapolar os dados, poderá obter uma imagem em potencial do preço futuro para 2024, 2025, 2026, 2027, 2028, 2029 e 2030.
Visão geral da previsão para Brazilian Digital Token
Você pode fazer perguntas como: 'Devo investir em Brazilian Digital Token agora?', 'Devo comprar BRZ hoje?', 'Brazilian Digital Token será um bom ou mau investimento no curto ou no longo prazo?'.
Atualizamos a previsão para Brazilian Digital Token/Brazilian Digital regularmente com novos valores. Veja nossas previsões semelhantes. Fazemos previsões de preços futuros para uma enorme quantidade de moedas digitais, como Brazilian Digital Token, com métodos de análise técnica.
Se você estiver tentando encontrar criptomoedas com bom retorno, você deve explorar o máximo de fontes de informações disponíveis sobre Brazilian Digital Token para poder tomar sozinho uma decisão de tão grande responsabilidade sobre o seu investimento.
O preço de Brazilian Digital Token é de $0.1844 USD hoje, mas o preço pode tanto subir quanto descer e seu investimento pode ser perdido, porque criptomoedas são ativos de alto risco
Previsão do preço de Brazilian Digital Token com base no padrão de crescimento do Bitcoin
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Se Brazilian Digital Token tiver 1% da média anterior do crescimento anual do Bitcoin | $0.189211 | $0.194129 | $0.199175 | $0.204353 |
| Se Brazilian Digital Token tiver 2% da média anterior do crescimento anual do Bitcoin | $0.1940052 | $0.20409 | $0.21470082 | $0.225862 |
| Se Brazilian Digital Token tiver 5% da média anterior do crescimento anual do Bitcoin | $0.208386 | $0.235469 | $0.266072 | $0.300652 |
| Se Brazilian Digital Token tiver 10% da média anterior do crescimento anual do Bitcoin | $0.232354 | $0.29275 | $0.368845 | $0.46472 |
| Se Brazilian Digital Token tiver 20% da média anterior do crescimento anual do Bitcoin | $0.28029 | $0.4260032 | $0.647467 | $0.984062 |
| Se Brazilian Digital Token tiver 50% da média anterior do crescimento anual do Bitcoin | $0.424098 | $0.975283 | $2.24 | $5.15 |
| Se Brazilian Digital Token tiver 100% da média anterior do crescimento anual do Bitcoin | $0.663779 | $2.38 | $8.59 | $30.95 |
Perguntas Frequentes sobre Brazilian Digital Token
BRZ é um bom investimento?
A decisão de adquirir Brazilian Digital Token depende inteiramente da sua tolerância individual ao risco. Como você pode perceber, o valor de Brazilian Digital Token experimentou uma escalada de 0.5051% nas últimas 24 horas, e Brazilian Digital Token registrou um declínio de durante os últimos 30 dias. Consequentemente, a decisão de investir ou não em Brazilian Digital Token dependerá de quão alinhado esse investimento está com suas aspirações de negociação.
Brazilian Digital Token pode subir?
Parece que o valor médio de Brazilian Digital Token pode potencialmente subir para $0.190194 até o final deste ano. Observando as perspectivas de Brazilian Digital Token em um horizonte de cinco anos mais longo, a moeda digital poderia potencialmente crescer até $0.597936. No entanto, dada a imprevisibilidade do mercado, é vital conduzir uma pesquisa aprofundada antes de investir quaisquer fundos em um projeto, rede ou ativo específico.
Qual será o preço de Brazilian Digital Token na próxima semana?
Com base na nossa nova previsão experimental de Brazilian Digital Token, o preço de Brazilian Digital Token aumentará 0.86% na próxima semana e atingirá $0.185996 até 13 de janeiro de 2026.
Qual será o preço de Brazilian Digital Token no próximo mês?
Com base na nossa nova previsão experimental de Brazilian Digital Token, o preço de Brazilian Digital Token diminuirá -11.62% no próximo mês e atingirá $0.162992 até 5 de fevereiro de 2026.
Até onde o preço de Brazilian Digital Token pode subir este ano em 2026?
De acordo com nossa previsão mais recente sobre o valor de Brazilian Digital Token em 2026, espera-se que BRZ fluctue dentro do intervalo de $0.063716 e $0.190194. No entanto, é crucial lembrar que o mercado de criptomoedas é excepcionalmente instável, e essa previsão de preço de Brazilian Digital Token não considera flutuações repentinas e extremas de preço.
Onde estará Brazilian Digital Token em 5 anos?
O futuro de Brazilian Digital Token parece seguir uma tendência de alta, com um preço máximo de $0.597936 projetada após um período de cinco anos. Com base na previsão de Brazilian Digital Token para 2030, o valor de Brazilian Digital Token pode potencialmente atingir seu pico mais alto de aproximadamente $0.597936, enquanto seu pico mais baixo está previsto para cerca de $0.2068059.
Quanto será Brazilian Digital Token em 2026?
Com base na nossa nova simulação experimental de previsão de preços de Brazilian Digital Token, espera-se que o valor de BRZ em 2026 aumente 3.13% para $0.190194 se o melhor cenário ocorrer. O preço ficará entre $0.190194 e $0.063716 durante 2026.
Quanto será Brazilian Digital Token em 2027?
De acordo com nossa última simulação experimental para previsão de preços de Brazilian Digital Token, o valor de BRZ pode diminuir -12.62% para $0.161135 em 2027, assumindo as condições mais favoráveis. O preço está projetado para flutuar entre $0.161135 e $0.061338 ao longo do ano.
Quanto será Brazilian Digital Token em 2028?
Nosso novo modelo experimental de previsão de preços de Brazilian Digital Token sugere que o valor de BRZ em 2028 pode aumentar 47.02%, alcançando $0.271132 no melhor cenário. O preço é esperado para variar entre $0.271132 e $0.110697 durante o ano.
Quanto será Brazilian Digital Token em 2029?
Com base no nosso modelo de previsão experimental, o valor de Brazilian Digital Token pode experimentar um 333.75% crescimento em 2029, potencialmente alcançando $0.79992 sob condições ótimas. A faixa de preço prevista para 2029 está entre $0.79992 e $0.24317.
Quanto será Brazilian Digital Token em 2030?
Usando nossa nova simulação experimental para previsões de preços de Brazilian Digital Token, espera-se que o valor de BRZ em 2030 aumente 224.23%, alcançando $0.597936 no melhor cenário. O preço está previsto para variar entre $0.597936 e $0.2068059 ao longo de 2030.
Quanto será Brazilian Digital Token em 2031?
Nossa simulação experimental indica que o preço de Brazilian Digital Token poderia aumentar 195.98% em 2031, potencialmente atingindo $0.545848 sob condições ideais. O preço provavelmente oscilará entre $0.545848 e $0.2445086 durante o ano.
Quanto será Brazilian Digital Token em 2032?
Com base nos achados da nossa mais recente previsão experimental de preços de Brazilian Digital Token, BRZ poderia ver um 449.04% aumento em valor, atingindo $1.01 se o cenário mais positivo se desenrolar em 2032. O preço é esperado para permanecer dentro de uma faixa de $1.01 e $0.373223 ao longo do ano.
Quanto será Brazilian Digital Token em 2033?
De acordo com nossa previsão experimental de preços de Brazilian Digital Token, espera-se que o valor de BRZ seja aumentar 1362.43% em 2033, com o preço potencial mais alto sendo $2.69. Ao longo do ano, o preço de BRZ poderia variar entre $2.69 e $0.867291.
Quanto será Brazilian Digital Token em 2034?
Os resultados da nossa nova simulação de previsão de preços de Brazilian Digital Token sugerem que BRZ pode aumentar 746.96% em 2034, atingindo potencialmente $1.56 nas melhores circunstâncias. A faixa de preço prevista para o ano é entre $1.56 e $0.69726.
Quanto será Brazilian Digital Token em 2035?
Com base em nossa previsão experimental para o preço de Brazilian Digital Token, BRZ poderia aumentar 897.93%, com o valor potencialmente atingindo $1.84 em 2035. A faixa de preço esperada para o ano está entre $1.84 e $0.824377.
Quanto será Brazilian Digital Token em 2036?
Nossa recente simulação de previsão de preços de Brazilian Digital Token sugere que o valor de BRZ pode aumentar 1964.7% em 2036, possivelmente atingindo $3.80 se as condições forem ideais. A faixa de preço esperada para 2036 está entre $3.80 e $1.36.
Quanto será Brazilian Digital Token em 2037?
De acordo com a simulação experimental, o valor de Brazilian Digital Token poderia aumentar 4830.69% em 2037, com um pico de $9.09 sob condições favoráveis. O preço é esperado para cair entre $9.09 e $3.54 ao longo do ano.
Previsões relacionadas
Previsão de Preço do SolPod- Previsão de Preço do zuzalu
- Previsão de Preço do SOFT COQ INU
- Previsão de Preço do All Street Bets
- Previsão de Preço do MagicRing
- Previsão de Preço do AI INU
- Previsão de Preço do Wall Street Baby On Solana
- Previsão de Preço do Meta Masters Guild Games
- Previsão de Preço do Morfey
- Previsão de Preço do PANTIES
- Previsão de Preço do Celer Bridged BUSD (zkSync)
- Previsão de Preço do Bridged BUSD
- Previsão de Preço do Multichain Bridged BUSD (Moonriver)
- Previsão de Preço do tooker kurlson
- Previsão de Preço do dogwifsaudihat
- Previsão de Preço do Harmony Horizen Bridged BUSD (Harmony)
- Previsão de Preço do IoTeX Bridged BUSD (IoTeX)
- Previsão de Preço do MIMANY
- Previsão de Preço do The Open League MEME
- Previsão de Preço do Sandwich Cat
- Previsão de Preço do Hege
- Previsão de Preço do DexNet
- Previsão de Preço do SolDocs
- Previsão de Preço do Secret Society
- Previsão de Preço do duk
Previsão de Preço do SolPod
Previsão de Preço do zuzalu
Previsão de Preço do SOFT COQ INU
Previsão de Preço do All Street Bets
Previsão de Preço do MagicRing
Previsão de Preço do AI INU
Previsão de Preço do Wall Street Baby On Solana
Previsão de Preço do Meta Masters Guild Games
Previsão de Preço do Morfey
Previsão de Preço do PANTIES
Previsão de Preço do Celer Bridged BUSD (zkSync)
Previsão de Preço do tooker kurlson
Previsão de Preço do dogwifsaudihat
Previsão de Preço do MIMANY
Previsão de Preço do The Open League MEME
Previsão de Preço do Sandwich Cat
Previsão de Preço do Hege
Previsão de Preço do DexNet
Previsão de Preço do SolDocs
Previsão de Preço do Secret Society
Previsão de Preço do dukComo ler e prever os movimentos de preço de Brazilian Digital Token?
Traders de Brazilian Digital Token utilizam indicadores e padrões de gráfico para prever a direção do mercado. Eles também identificam níveis-chave de suporte e resistência para avaliar quando uma tendência de baixa pode desacelerar ou uma tendência de alta pode estagnar.
Indicadores de Previsão de Preço de Brazilian Digital Token
Médias móveis são ferramentas populares para a previsão de preço de Brazilian Digital Token. Uma média móvel simples (SMA) calcula o preço médio de fechamento de BRZ em um período específico, como uma SMA de 12 dias. Uma média móvel exponencial (EMA) dá mais peso aos preços recentes, reagindo mais rapidamente às mudanças de preço.
Médias móveis comumente usadas no mercado de criptomoedas incluem as de 50 dias, 100 dias e 200 dias, que ajudam a identificar níveis-chave de resistência e suporte. Um movimento de preço de BRZ acima dessas médias é visto como altista, enquanto uma queda abaixo indica fraqueza.
Traders também usam RSI e níveis de retração de Fibonacci para avaliar a direção futura de BRZ.
Como ler gráficos de Brazilian Digital Token e prever movimentos de preço?
A maioria dos traders prefere gráficos de velas em vez de gráficos de linha simples porque eles fornecem informações mais detalhadas. Velas podem representar a ação de preço de Brazilian Digital Token em diferentes períodos de tempo, como 5 minutos para tendências de curto prazo e semanal para tendências de longo prazo. Opções populares incluem gráficos de 1 hora, 4 horas e 1 dia.
Por exemplo, um gráfico de velas de 1 hora mostra os preços de abertura, fechamento, máximo e mínimo de BRZ dentro de cada hora. A cor da vela é crucial: verde indica que o preço fechou mais alto do que abriu, enquanto vermelho significa o oposto. Alguns gráficos usam velas vazias e preenchidas para transmitir a mesma informação.
O que afeta o preço de Brazilian Digital Token?
A ação de preço de Brazilian Digital Token é impulsionada pela oferta e demanda, influenciada por fatores como reduções pela metade das recompensas de bloco, hard forks e atualizações de protocolo. Eventos do mundo real, como regulamentações, adoção por empresas e governos e hacks de exchanges de criptomoedas, também impactam o preço de BRZ. A capitalização de mercado de Brazilian Digital Token pode mudar rapidamente.
Traders frequentemente monitoram a atividade de "baleias" de BRZ, grandes detentores de Brazilian Digital Token, pois suas ações podem influenciar significativamente os movimentos de preço no relativamente pequeno mercado de Brazilian Digital Token.
Padrões de previsão de preço altistas e baixistas
Traders frequentemente identificam padrões de velas para ganhar vantagem em previsões de preço de criptomoedas. Certas formações indicam tendências altistas, enquanto outras sugerem movimentos baixistas.
Padrões de velas altistas comumente seguidos:
- Martelo
- Engolfo de Alta
- Linha de Perfuração
- Estrela da Manhã
- Três Soldados Brancos
Padrões de velas baixistas comuns:
- Harami de Baixa
- Nuvem Negra
- Estrela da Noite
- Estrela Cadente
- Homem Enforcado