Previsão de Preço Brazilian Digital - Projeção BRZ
$0.1844
0.5087%
Add to portfolio
Add to favorites
Sentiment
Altista 91.18%
Baixista 8.82%
SMA 50
$0.18339
SMA 200
$0.183294
RSI (14)
63.52
Momentum (10)
0
MACD (12, 26)
0
Hull Moving Average (9)
0.184231
Previsão de Preço Brazilian Digital até $0.190238 até 2026
| Ano | Preço Mínimo | Preço Máximo |
|---|---|---|
| 2026 | $0.06373 | $0.190238 |
| 2027 | $0.061352 | $0.161172 |
| 2028 | $0.110722 | $0.271194 |
| 2029 | $0.243225 | $0.8001021 |
| 2030 | $0.206853 | $0.598072 |
| 2031 | $0.244564 | $0.545972 |
| 2032 | $0.3733089 | $1.01 |
| 2033 | $0.867488 | $2.69 |
| 2034 | $0.697419 | $1.56 |
| 2035 | $0.824565 | $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 $3,954.46, com um retorno de 39.54% nos próximos 90 dias.
$
≈ $3,954.46
(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' => '$221.02K'
'current_supply' => '0'
'max_supply' => '9M'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.1844'
'change_24h_pct' => '0.5087%'
'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' => '$0.1860385'
'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' => '$0.1630294'
'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' => '$0.06373'
'current_year_max_price_prediction' => '$0.190238'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.206853'
'grand_prediction_max_price' => '$0.598072'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.18795541997404
107 => 0.18865717728441
108 => 0.19023827233728
109 => 0.17672798822146
110 => 0.18279370914836
111 => 0.18635675191172
112 => 0.17025879508224
113 => 0.18603854706408
114 => 0.17649280423267
115 => 0.17325283574344
116 => 0.1776150264808
117 => 0.17591507650808
118 => 0.17445355934595
119 => 0.17363800765743
120 => 0.17684111909752
121 => 0.17669169012029
122 => 0.17145077810717
123 => 0.16461422203295
124 => 0.16690879465376
125 => 0.16607515490888
126 => 0.16305393693179
127 => 0.1650898730651
128 => 0.15612464069771
129 => 0.14070042438183
130 => 0.15089013413662
131 => 0.15049784139533
201 => 0.15030002960612
202 => 0.15795731486395
203 => 0.15722124357004
204 => 0.15588526696396
205 => 0.16302940067374
206 => 0.16042169576751
207 => 0.16845802783596
208 => 0.17375127589361
209 => 0.17240873696755
210 => 0.17738706235026
211 => 0.16696165697256
212 => 0.17042455844437
213 => 0.17113825763833
214 => 0.16294124317271
215 => 0.15734167393687
216 => 0.1569682465086
217 => 0.14725936512182
218 => 0.15244577119129
219 => 0.15700959390435
220 => 0.15482387699174
221 => 0.15413194431365
222 => 0.15766687830415
223 => 0.15794157294988
224 => 0.15167850591652
225 => 0.1529807958783
226 => 0.15841156150658
227 => 0.15284395451837
228 => 0.14202700360372
301 => 0.13934425022084
302 => 0.13898632146661
303 => 0.13171048152038
304 => 0.13952352462997
305 => 0.1361129219361
306 => 0.14688697498074
307 => 0.14073289366405
308 => 0.14046760351849
309 => 0.14006657855388
310 => 0.133803962551
311 => 0.13517507744562
312 => 0.13973287218203
313 => 0.14135914469122
314 => 0.14118951114485
315 => 0.13971053650133
316 => 0.14038760351956
317 => 0.13820653474805
318 => 0.13743635396981
319 => 0.13500545157878
320 => 0.13143269661788
321 => 0.13192951010817
322 => 0.12485094766845
323 => 0.12099417116354
324 => 0.11992666625848
325 => 0.11849915408533
326 => 0.1200879075569
327 => 0.12483089499043
328 => 0.11910984586468
329 => 0.10930150842352
330 => 0.10989100621632
331 => 0.1112154327333
401 => 0.10874737268088
402 => 0.10641156096984
403 => 0.10844235974219
404 => 0.10428643786734
405 => 0.11171765603672
406 => 0.11151666241099
407 => 0.11428656100108
408 => 0.11601863543351
409 => 0.11202676463252
410 => 0.11102281992124
411 => 0.11159471245553
412 => 0.10214260277008
413 => 0.11351412198509
414 => 0.11361246335548
415 => 0.11277040483747
416 => 0.11882538776319
417 => 0.13160329033301
418 => 0.1267957293963
419 => 0.12493409649231
420 => 0.12139513098098
421 => 0.12611059240185
422 => 0.12574851853739
423 => 0.12411108320984
424 => 0.12312075721463
425 => 0.12494546322585
426 => 0.12289465594671
427 => 0.12252627460696
428 => 0.12029428449093
429 => 0.11949756556858
430 => 0.11890770659677
501 => 0.11825832982715
502 => 0.11969069316632
503 => 0.11644476939668
504 => 0.11253050353233
505 => 0.11220507467865
506 => 0.11310361235565
507 => 0.11270607632184
508 => 0.11220317142906
509 => 0.11124298903075
510 => 0.11095812342422
511 => 0.11188379844829
512 => 0.11083876531632
513 => 0.11238076862844
514 => 0.11196142905048
515 => 0.10961903225594
516 => 0.10669953858358
517 => 0.10667354896605
518 => 0.10604454884326
519 => 0.1052434226161
520 => 0.10502056762699
521 => 0.10827133153394
522 => 0.11500031553416
523 => 0.11367925496398
524 => 0.11463385661367
525 => 0.11932955192617
526 => 0.12082217226153
527 => 0.11976274570214
528 => 0.11831253728506
529 => 0.11837633909548
530 => 0.12333214026457
531 => 0.12364122750457
601 => 0.12442219124475
602 => 0.12542595035119
603 => 0.11993369021834
604 => 0.11811765413714
605 => 0.11725711549202
606 => 0.11460698953541
607 => 0.11746492317498
608 => 0.11579972763212
609 => 0.11602441940203
610 => 0.11587808859211
611 => 0.11595799510918
612 => 0.11171557885979
613 => 0.11326129236624
614 => 0.11069124386571
615 => 0.107250237425
616 => 0.10723870196483
617 => 0.10808088341633
618 => 0.10757992093442
619 => 0.10623184377651
620 => 0.10642333177405
621 => 0.1047456954225
622 => 0.10662702720171
623 => 0.10668097706541
624 => 0.10595656185358
625 => 0.10885501303322
626 => 0.11004251084643
627 => 0.10956568523552
628 => 0.11000905549045
629 => 0.1137341509949
630 => 0.11434150409944
701 => 0.11461125022898
702 => 0.11424982614991
703 => 0.11007714339801
704 => 0.11026221962168
705 => 0.10890425309244
706 => 0.10775691447422
707 => 0.10780280200195
708 => 0.10839268319529
709 => 0.11096872896271
710 => 0.11638986541404
711 => 0.11659559357957
712 => 0.1168449421177
713 => 0.11583071630057
714 => 0.11552481608929
715 => 0.11592837742751
716 => 0.11796427124882
717 => 0.123201142897
718 => 0.12135008269764
719 => 0.11984514194209
720 => 0.12116538071382
721 => 0.12096214030328
722 => 0.11924658670445
723 => 0.11919843682876
724 => 0.11590574097693
725 => 0.11468850629157
726 => 0.11367129388005
727 => 0.11256052448166
728 => 0.11190202314897
729 => 0.11291378047949
730 => 0.11314518135174
731 => 0.11093295626607
801 => 0.11063143816135
802 => 0.1124379889205
803 => 0.1116429932864
804 => 0.11246066601101
805 => 0.11265037309699
806 => 0.11261982588682
807 => 0.11178975914016
808 => 0.11231881893153
809 => 0.11106743480461
810 => 0.10970674251839
811 => 0.10883870561392
812 => 0.10808122828637
813 => 0.10850152073253
814 => 0.10700325490433
815 => 0.10652392951176
816 => 0.11213958537844
817 => 0.11628793074563
818 => 0.11622761216106
819 => 0.11586043829021
820 => 0.11531489239662
821 => 0.11792436116871
822 => 0.11701527442649
823 => 0.11767671098819
824 => 0.11784507435355
825 => 0.11835465955269
826 => 0.11853679246106
827 => 0.11798626031254
828 => 0.11613860718028
829 => 0.11153443124429
830 => 0.10939117491734
831 => 0.1086838646307
901 => 0.10870957401624
902 => 0.10800039439113
903 => 0.10820927957392
904 => 0.1079277526491
905 => 0.10739460876215
906 => 0.10846860059987
907 => 0.10859236815425
908 => 0.10834168562607
909 => 0.1084007304363
910 => 0.10632518617095
911 => 0.10648298529359
912 => 0.10560433972654
913 => 0.10543960427495
914 => 0.10321846479385
915 => 0.099283394243772
916 => 0.10146380531506
917 => 0.098830175353137
918 => 0.097832779780553
919 => 0.10255429529433
920 => 0.1020803860912
921 => 0.10126925953883
922 => 0.10006943431428
923 => 0.09962440746734
924 => 0.09692056522374
925 => 0.096760807799551
926 => 0.098100905025361
927 => 0.097482496265579
928 => 0.096614016157134
929 => 0.093468469240763
930 => 0.089931833051969
1001 => 0.090038581868007
1002 => 0.091163520038206
1003 => 0.094434429486644
1004 => 0.093156428577831
1005 => 0.092229224255117
1006 => 0.092055586757132
1007 => 0.094229023579136
1008 => 0.097304892031364
1009 => 0.098748020690471
1010 => 0.097317924017765
1011 => 0.095675105962033
1012 => 0.095775096684999
1013 => 0.096440290168262
1014 => 0.096510192598024
1015 => 0.095440886928167
1016 => 0.095741890210738
1017 => 0.095284638700196
1018 => 0.092478487024019
1019 => 0.0924277326386
1020 => 0.091739057761958
1021 => 0.09171820496039
1022 => 0.090546597197222
1023 => 0.090382681172213
1024 => 0.088056382846936
1025 => 0.089587559449313
1026 => 0.088560526574818
1027 => 0.087012545780391
1028 => 0.086745673307962
1029 => 0.086737650799183
1030 => 0.088327080952888
1031 => 0.089568986032556
1101 => 0.088578392251381
1102 => 0.088352853249261
1103 => 0.090761019733755
1104 => 0.090454558597678
1105 => 0.090189165230298
1106 => 0.097029481747887
1107 => 0.091614837467661
1108 => 0.089253743504392
1109 => 0.086331441365264
1110 => 0.087282957677291
1111 => 0.087483456144918
1112 => 0.080455846284867
1113 => 0.077604745839877
1114 => 0.076626355608611
1115 => 0.076063278198109
1116 => 0.076319879644756
1117 => 0.073753554843537
1118 => 0.075478167553051
1119 => 0.073255947201231
1120 => 0.072883384727518
1121 => 0.076856989996848
1122 => 0.07740989395661
1123 => 0.075051033890469
1124 => 0.076565803917687
1125 => 0.07601652724894
1126 => 0.073294040791004
1127 => 0.073190061833565
1128 => 0.071824013828999
1129 => 0.069686413220871
1130 => 0.068709472383474
1201 => 0.068200673113169
1202 => 0.068410613608397
1203 => 0.068304461269724
1204 => 0.067611745455678
1205 => 0.068344166929321
1206 => 0.06647313272161
1207 => 0.065728071824152
1208 => 0.065391545102052
1209 => 0.063730894549997
1210 => 0.066373728072968
1211 => 0.066894399570533
1212 => 0.067416096951792
1213 => 0.07195711647772
1214 => 0.071730259974992
1215 => 0.07378093227605
1216 => 0.073701246921375
1217 => 0.073116361962425
1218 => 0.070648828529519
1219 => 0.071632343376321
1220 => 0.068605237550007
1221 => 0.070873351058269
1222 => 0.069838278771783
1223 => 0.070523392077019
1224 => 0.069291496580028
1225 => 0.069973278411781
1226 => 0.067017870098245
1227 => 0.064258151398782
1228 => 0.065368742764657
1229 => 0.066576082590891
1230 => 0.069193902958634
1231 => 0.067634750744156
]
'min_raw' => 0.063730894549997
'max_raw' => 0.19023827233728
'avg_raw' => 0.12698458344364
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.06373'
'max' => '$0.190238'
'avg' => '$0.126984'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.12072910545
'max_diff' => 0.005778272337276
'year' => 2026
]
1 => [
'items' => [
101 => 0.068195480838555
102 => 0.066317128887402
103 => 0.062441552287466
104 => 0.062463487630135
105 => 0.061867314604261
106 => 0.061352134067218
107 => 0.067813838131662
108 => 0.067010223086824
109 => 0.065729767687411
110 => 0.0674437081228
111 => 0.067896901177809
112 => 0.067909802946971
113 => 0.069160249645426
114 => 0.069827613272546
115 => 0.069945239004345
116 => 0.071912843902052
117 => 0.072572359110427
118 => 0.075288808915639
119 => 0.069770992131395
120 => 0.069657356325823
121 => 0.067467826779579
122 => 0.066079192526258
123 => 0.067562907754932
124 => 0.068877276900211
125 => 0.067508667892713
126 => 0.067687379336179
127 => 0.065850133563076
128 => 0.066506862476512
129 => 0.067072525887701
130 => 0.066760199800201
131 => 0.06629263253046
201 => 0.068769513619167
202 => 0.068629758281166
203 => 0.070936286894221
204 => 0.07273439088954
205 => 0.075956914698688
206 => 0.072594043109876
207 => 0.072471486702976
208 => 0.073669495239092
209 => 0.072572175701562
210 => 0.073265643771098
211 => 0.075845186271711
212 => 0.075899687939959
213 => 0.07498671477537
214 => 0.074931160275334
215 => 0.075106506758425
216 => 0.076133516586739
217 => 0.075774647795902
218 => 0.076189939846105
219 => 0.076709268914061
220 => 0.078857434130092
221 => 0.079375349491098
222 => 0.07811708367218
223 => 0.078230690987424
224 => 0.07776006503098
225 => 0.077305446253981
226 => 0.078327362872934
227 => 0.080194935579892
228 => 0.080183317507009
301 => 0.080616558074598
302 => 0.080886463359047
303 => 0.079727832295448
304 => 0.07897360607709
305 => 0.07926282440187
306 => 0.079725290801548
307 => 0.079112852781421
308 => 0.075332601612306
309 => 0.076479288333636
310 => 0.07628842359309
311 => 0.076016608992609
312 => 0.077169611357972
313 => 0.077058401467065
314 => 0.073727233473396
315 => 0.073940484040402
316 => 0.073740201946683
317 => 0.07438735436535
318 => 0.072537227347181
319 => 0.073106313957174
320 => 0.073463239744107
321 => 0.073673471774643
322 => 0.074432974026392
323 => 0.074343855203291
324 => 0.07442743427522
325 => 0.075553575613403
326 => 0.081249212056896
327 => 0.081559212981802
328 => 0.080032655050054
329 => 0.080642484833764
330 => 0.079471745004155
331 => 0.080257670495046
401 => 0.080795380755571
402 => 0.078365571483996
403 => 0.078221693948264
404 => 0.077046122058923
405 => 0.07767780780446
406 => 0.076672750363499
407 => 0.076919356304094
408 => 0.07622982459547
409 => 0.077470844386599
410 => 0.078858497348059
411 => 0.0792090732862
412 => 0.078286858925382
413 => 0.077619114951262
414 => 0.076446776501247
415 => 0.078396401470889
416 => 0.078966531225757
417 => 0.078393406821998
418 => 0.078260601374632
419 => 0.078008935291847
420 => 0.078313993523797
421 => 0.07896342617667
422 => 0.078657165730713
423 => 0.078859456150882
424 => 0.078088533670173
425 => 0.079728215850541
426 => 0.082332425763971
427 => 0.082340798724674
428 => 0.082034536627859
429 => 0.081909220776351
430 => 0.082223464273221
501 => 0.08239392847933
502 => 0.083410134325806
503 => 0.084500563686501
504 => 0.089589121721262
505 => 0.088160274987295
506 => 0.092675146395408
507 => 0.096245823496546
508 => 0.097316513432391
509 => 0.096331529071268
510 => 0.092961950779675
511 => 0.092796623193267
512 => 0.097832195760167
513 => 0.096409415866183
514 => 0.096240180725041
515 => 0.094439804750582
516 => 0.09550404993239
517 => 0.095271283899593
518 => 0.09490385132952
519 => 0.096934357000448
520 => 0.10073528235193
521 => 0.10014287249105
522 => 0.099700666011007
523 => 0.09776304593982
524 => 0.098929926005786
525 => 0.098514422364411
526 => 0.10029968969288
527 => 0.099242136876009
528 => 0.096398636909143
529 => 0.096851473651165
530 => 0.096783028288589
531 => 0.098191629000303
601 => 0.097768802030266
602 => 0.096700464536559
603 => 0.1007222912023
604 => 0.1004611361492
605 => 0.10083139430613
606 => 0.10099439339743
607 => 0.10344240841633
608 => 0.10444528184183
609 => 0.10467295166719
610 => 0.1056256038564
611 => 0.10464924881287
612 => 0.10855536511632
613 => 0.1111527045299
614 => 0.11416964791665
615 => 0.11857821308261
616 => 0.12023587436652
617 => 0.11993643269274
618 => 0.12327895648731
619 => 0.12928539744604
620 => 0.12115050614121
621 => 0.12971656643825
622 => 0.12700465064813
623 => 0.12057474709504
624 => 0.1201607371098
625 => 0.12451514244867
626 => 0.13417279439431
627 => 0.13175366211811
628 => 0.13417675122808
629 => 0.13135008907134
630 => 0.13120972147028
701 => 0.13403946655636
702 => 0.14065132019135
703 => 0.13751027637099
704 => 0.13300681983897
705 => 0.13633210206067
706 => 0.13345143485989
707 => 0.12696048540855
708 => 0.13175181225325
709 => 0.12854798844133
710 => 0.12948303455429
711 => 0.13621699567412
712 => 0.13540674765633
713 => 0.13645528361829
714 => 0.13460464509039
715 => 0.13287585688642
716 => 0.1296489453222
717 => 0.12869361589286
718 => 0.12895763457798
719 => 0.12869348505831
720 => 0.12688805769498
721 => 0.12649817582777
722 => 0.12584835563463
723 => 0.1260497620845
724 => 0.12482791000979
725 => 0.12713379732229
726 => 0.12756179032689
727 => 0.12923982281788
728 => 0.12941404171776
729 => 0.13408733831986
730 => 0.13151336508298
731 => 0.13324020855644
801 => 0.13308574342249
802 => 0.12071410260221
803 => 0.12241880555133
804 => 0.12507078837491
805 => 0.12387607370757
806 => 0.12218702668812
807 => 0.12082303065894
808 => 0.11875643719898
809 => 0.12166512780846
810 => 0.12548974665516
811 => 0.12951104036329
812 => 0.134342361268
813 => 0.13326406668485
814 => 0.12942072217957
815 => 0.12959313180652
816 => 0.13065890027958
817 => 0.12927863327168
818 => 0.12887156558504
819 => 0.13060297543039
820 => 0.13061489869842
821 => 0.129026734695
822 => 0.12726178103614
823 => 0.12725438581586
824 => 0.1269403293597
825 => 0.13140595901721
826 => 0.13386160380276
827 => 0.13414313951996
828 => 0.13384265420584
829 => 0.1339582990774
830 => 0.13252941348313
831 => 0.13579542222878
901 => 0.13879263482857
902 => 0.13798931782571
903 => 0.1367850314402
904 => 0.13582575932785
905 => 0.13776334380215
906 => 0.13767706621555
907 => 0.13876645679122
908 => 0.13871703574208
909 => 0.13835071466554
910 => 0.13798933090819
911 => 0.13942217665709
912 => 0.1390095400922
913 => 0.13859626258876
914 => 0.13776737128599
915 => 0.13788003138047
916 => 0.13667595293197
917 => 0.13611889114682
918 => 0.12774201847623
919 => 0.12550344437644
920 => 0.12620774535861
921 => 0.12643961952911
922 => 0.12546538921207
923 => 0.12686218522747
924 => 0.12664449604804
925 => 0.12749139730128
926 => 0.12696229016644
927 => 0.12698400490781
928 => 0.12853999617386
929 => 0.12899170705806
930 => 0.1287619632566
1001 => 0.12892286793998
1002 => 0.13263084845491
1003 => 0.13210369220023
1004 => 0.13182365094654
1005 => 0.13190122428765
1006 => 0.13284869280921
1007 => 0.13311393226539
1008 => 0.13199009405153
1009 => 0.13252010265002
1010 => 0.13477681199426
1011 => 0.13556653254606
1012 => 0.13808694146004
1013 => 0.13701622695668
1014 => 0.13898156976703
1015 => 0.14502236353128
1016 => 0.14984816758129
1017 => 0.14541015874211
1018 => 0.15427213331753
1019 => 0.16117245169924
1020 => 0.16090760598667
1021 => 0.15970437586957
1022 => 0.15184854684645
1023 => 0.14461949585556
1024 => 0.15066690397116
1025 => 0.15068232005811
1026 => 0.1501628423378
1027 => 0.14693641083189
1028 => 0.15005056951509
1029 => 0.15029776012239
1030 => 0.15015939911559
1031 => 0.14768570164478
1101 => 0.14390882282257
1102 => 0.14464681590386
1103 => 0.14585566362566
1104 => 0.14356706269624
1105 => 0.14283571602806
1106 => 0.14419542862859
1107 => 0.14857670593487
1108 => 0.14774845083913
1109 => 0.14772682175134
1110 => 0.15127044828573
1111 => 0.14873397644957
1112 => 0.14465612436
1113 => 0.14362641292712
1114 => 0.13997163103713
1115 => 0.14249600190643
1116 => 0.14258684951996
1117 => 0.14120427739329
1118 => 0.14476831246828
1119 => 0.14473546925763
1120 => 0.14811899012472
1121 => 0.15458701123019
1122 => 0.15267409911732
1123 => 0.15044959045429
1124 => 0.15069145622489
1125 => 0.15334412675285
1126 => 0.15174026159707
1127 => 0.15231702268964
1128 => 0.15334325375586
1129 => 0.153962404438
1130 => 0.15060236996992
1201 => 0.14981898520639
1202 => 0.14821645491088
1203 => 0.14779838466943
1204 => 0.14910361215723
1205 => 0.14875973082856
1206 => 0.14257921412983
1207 => 0.14193331574674
1208 => 0.14195312452802
1209 => 0.14032898233295
1210 => 0.13785177564668
1211 => 0.14436172691187
1212 => 0.14383888671857
1213 => 0.14326171160977
1214 => 0.14333241226729
1215 => 0.14615816146879
1216 => 0.14451908422816
1217 => 0.14887683971184
1218 => 0.14798101619052
1219 => 0.14706221817612
1220 => 0.14693521230326
1221 => 0.14658155345588
1222 => 0.14536872567756
1223 => 0.14390416325558
1224 => 0.14293713228637
1225 => 0.13185194890595
1226 => 0.13390929446181
1227 => 0.13627608299088
1228 => 0.13709308890681
1229 => 0.13569554375253
1230 => 0.14542390927839
1231 => 0.14720137540482
]
'min_raw' => 0.061352134067218
'max_raw' => 0.16117245169924
'avg_raw' => 0.11126229288323
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.061352'
'max' => '$0.161172'
'avg' => '$0.111262'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.0023787604827785
'max_diff' => -0.029065820638038
'year' => 2027
]
2 => [
'items' => [
101 => 0.1418173145666
102 => 0.14081017661352
103 => 0.14548993707492
104 => 0.14266746943925
105 => 0.14393842644277
106 => 0.14119131257747
107 => 0.14677323586525
108 => 0.14673071096208
109 => 0.14455921672967
110 => 0.14639454878515
111 => 0.14607561467521
112 => 0.14362400303498
113 => 0.1468509563271
114 => 0.14685255685568
115 => 0.14476254086935
116 => 0.14232185976064
117 => 0.14188552362472
118 => 0.14155680295982
119 => 0.14385758131015
120 => 0.1459204519847
121 => 0.14975894288105
122 => 0.15072403069268
123 => 0.15449083267103
124 => 0.15224788549518
125 => 0.1532421549272
126 => 0.15432157504366
127 => 0.15483908874186
128 => 0.15399582794197
129 => 0.15984722189189
130 => 0.16034125882334
131 => 0.16050690513305
201 => 0.15853384801564
202 => 0.16028638453567
203 => 0.15946643073586
204 => 0.16159972273325
205 => 0.16193425015768
206 => 0.16165091733034
207 => 0.16175710161501
208 => 0.15676396913538
209 => 0.15650504887544
210 => 0.15297465275901
211 => 0.15441331527182
212 => 0.151723804661
213 => 0.15257667618072
214 => 0.15295261382016
215 => 0.15275624533159
216 => 0.15449465509175
217 => 0.15301665166196
218 => 0.14911595760449
219 => 0.14521420080554
220 => 0.14516521742723
221 => 0.14413795373379
222 => 0.14339543023617
223 => 0.14353846660425
224 => 0.14404254542188
225 => 0.14336613225892
226 => 0.14351047930226
227 => 0.14590760200095
228 => 0.14638832786267
229 => 0.14475463355281
301 => 0.13819511515775
302 => 0.1365853928903
303 => 0.13774242933396
304 => 0.13718944043658
305 => 0.11072258562914
306 => 0.11694058057774
307 => 0.11324605912244
308 => 0.1149486645858
309 => 0.11117751487163
310 => 0.11297730517813
311 => 0.11264494962633
312 => 0.12264330149984
313 => 0.12248719098762
314 => 0.12256191282863
315 => 0.11899524467022
316 => 0.12467704389217
317 => 0.12747610249979
318 => 0.12695807124605
319 => 0.12708844855207
320 => 0.12484813447395
321 => 0.12258360396599
322 => 0.12007189112392
323 => 0.1247383431274
324 => 0.12421951332361
325 => 0.12540952222444
326 => 0.12843604991358
327 => 0.12888171761247
328 => 0.12948069951929
329 => 0.12926600714413
330 => 0.1343808505335
331 => 0.13376140925023
401 => 0.1352540845175
402 => 0.13218353824317
403 => 0.12870892367483
404 => 0.12936933431057
405 => 0.12930573145566
406 => 0.12849599411272
407 => 0.12776499944532
408 => 0.12654809928057
409 => 0.13039855146918
410 => 0.13024223014207
411 => 0.13277289072426
412 => 0.13232557188483
413 => 0.12933826719765
414 => 0.12944495936897
415 => 0.13016251549559
416 => 0.13264598544273
417 => 0.13338324841057
418 => 0.13304171882902
419 => 0.13385009401592
420 => 0.13448900080353
421 => 0.13393033087166
422 => 0.14183991897637
423 => 0.13855530654073
424 => 0.14015620378768
425 => 0.14053800834804
426 => 0.13956002399516
427 => 0.1397721137823
428 => 0.14009337201882
429 => 0.14204398912215
430 => 0.14716297281688
501 => 0.14943013584917
502 => 0.15625100769169
503 => 0.14924187951977
504 => 0.14882598686071
505 => 0.15005463185014
506 => 0.15405920568431
507 => 0.15730453664641
508 => 0.15838120015417
509 => 0.1585234990105
510 => 0.1605433913263
511 => 0.16170115593296
512 => 0.16029812327072
513 => 0.15910919999312
514 => 0.15485062438734
515 => 0.15534356610943
516 => 0.15873944574781
517 => 0.16353632575334
518 => 0.16765254782838
519 => 0.16621119032252
520 => 0.1772077306524
521 => 0.17829799270927
522 => 0.1781473537454
523 => 0.18063113296369
524 => 0.17570133702822
525 => 0.17359375375551
526 => 0.15936625870059
527 => 0.16336360447904
528 => 0.16917398132391
529 => 0.16840495616069
530 => 0.16418530518413
531 => 0.16764934684473
601 => 0.16650402634114
602 => 0.16560066454057
603 => 0.1697391400743
604 => 0.16518871622575
605 => 0.16912858736512
606 => 0.16407566187613
607 => 0.1662177743222
608 => 0.16500180769549
609 => 0.16578868712624
610 => 0.16118860605269
611 => 0.16367069813932
612 => 0.16108534286153
613 => 0.1610841170665
614 => 0.16102704520545
615 => 0.16406870422456
616 => 0.16416789261597
617 => 0.16192010200516
618 => 0.16159616026105
619 => 0.16279394267376
620 => 0.16139165316819
621 => 0.16204777560194
622 => 0.16141152644831
623 => 0.16126829336237
624 => 0.1601269877645
625 => 0.15963528193208
626 => 0.15982809245867
627 => 0.15916993073079
628 => 0.15877336448298
629 => 0.16094815819734
630 => 0.15978625364669
701 => 0.16077007966089
702 => 0.15964888574896
703 => 0.15576233916928
704 => 0.15352714513182
705 => 0.14618581892587
706 => 0.14826780993099
707 => 0.14964817212136
708 => 0.14919196242568
709 => 0.15017207738172
710 => 0.15023224847986
711 => 0.14991360311656
712 => 0.14954465260686
713 => 0.14936506790298
714 => 0.15070354515471
715 => 0.15148057625041
716 => 0.14978670993403
717 => 0.14938986075581
718 => 0.1511024531226
719 => 0.152147133477
720 => 0.15986046625876
721 => 0.15928903765255
722 => 0.16072321131694
723 => 0.16056174537152
724 => 0.16206498785358
725 => 0.16452215399407
726 => 0.15952604819599
727 => 0.1603931994102
728 => 0.16018059395792
729 => 0.16250176453774
730 => 0.16250901097893
731 => 0.16111735326525
801 => 0.1618717934889
802 => 0.16145068565305
803 => 0.16221168442858
804 => 0.15928140587514
805 => 0.1628501688492
806 => 0.1648734274895
807 => 0.16490152043768
808 => 0.1658605289756
809 => 0.16683493719216
810 => 0.16870522891078
811 => 0.16678277577123
812 => 0.16332446972023
813 => 0.16357414824685
814 => 0.16154654467449
815 => 0.16158062905686
816 => 0.16139868395254
817 => 0.1619447149068
818 => 0.15940122896361
819 => 0.15999818003063
820 => 0.15916244504106
821 => 0.16039138268555
822 => 0.15906924893075
823 => 0.16018049143313
824 => 0.16066006685889
825 => 0.16242971050445
826 => 0.15880787112545
827 => 0.1514226954547
828 => 0.15297514891729
829 => 0.15067894830353
830 => 0.15089147041258
831 => 0.15132079889552
901 => 0.14992920481479
902 => 0.15019467711122
903 => 0.15018519257269
904 => 0.15010345994362
905 => 0.14974145257731
906 => 0.14921647027518
907 => 0.15130783818582
908 => 0.15166320234682
909 => 0.15245313285641
910 => 0.15480343023796
911 => 0.15456858010572
912 => 0.15495163041525
913 => 0.15411543374028
914 => 0.15093025917807
915 => 0.15110322948113
916 => 0.14894628703025
917 => 0.15239797498847
918 => 0.15158056971991
919 => 0.15105358322573
920 => 0.1509097900783
921 => 0.15326591339247
922 => 0.15397090241577
923 => 0.1535316005665
924 => 0.15263057965716
925 => 0.15436080616601
926 => 0.15482374178738
927 => 0.1549273760006
928 => 0.15799300563625
929 => 0.15509871064233
930 => 0.15579539621419
1001 => 0.16123073816812
1002 => 0.15630163304182
1003 => 0.15891268995938
1004 => 0.15878489231055
1005 => 0.16012062067623
1006 => 0.15867532359758
1007 => 0.15869323978704
1008 => 0.15987927608569
1009 => 0.15821370200701
1010 => 0.15780128244211
1011 => 0.15723152776701
1012 => 0.15847556625604
1013 => 0.1592213110672
1014 => 0.16523146655589
1015 => 0.16911430109797
1016 => 0.16894573701025
1017 => 0.17048609723325
1018 => 0.16979215084471
1019 => 0.16755121490228
1020 => 0.17137621930298
1021 => 0.17016582786562
1022 => 0.17026561106509
1023 => 0.17026189712942
1024 => 0.17106670162101
1025 => 0.17049642387947
1026 => 0.16937234791308
1027 => 0.170118561998
1028 => 0.17233455105378
1029 => 0.17921304907776
1030 => 0.18306234769995
1031 => 0.17898131646738
1101 => 0.18179635716442
1102 => 0.18010833584776
1103 => 0.17980157216023
1104 => 0.18156962574785
1105 => 0.18334077407922
1106 => 0.1832279595874
1107 => 0.1819421968483
1108 => 0.181215902102
1109 => 0.18671564924755
1110 => 0.19076776925864
1111 => 0.19049144183965
1112 => 0.19171106120062
1113 => 0.19529190136584
1114 => 0.195619288514
1115 => 0.19557804525824
1116 => 0.19476658205221
1117 => 0.19829238422573
1118 => 0.20123367042946
1119 => 0.19457875176544
1120 => 0.19711285767342
1121 => 0.1982504994593
1122 => 0.19992089512409
1123 => 0.2027391326014
1124 => 0.20580048600233
1125 => 0.20623339493926
1126 => 0.20592622533191
1127 => 0.2039071804704
1128 => 0.20725694989124
1129 => 0.20921916625621
1130 => 0.21038762119703
1201 => 0.21335062851458
1202 => 0.19825752514767
1203 => 0.18757387640867
1204 => 0.18590547038431
1205 => 0.18929823964166
1206 => 0.190192885838
1207 => 0.18983225507805
1208 => 0.17780683710745
1209 => 0.18584215904742
1210 => 0.19448748982576
1211 => 0.19481959219018
1212 => 0.19914762554316
1213 => 0.20055701061497
1214 => 0.20404164475242
1215 => 0.20382367993836
1216 => 0.20467213289819
1217 => 0.20447708825588
1218 => 0.21093163921922
1219 => 0.21805196744188
1220 => 0.21780541311678
1221 => 0.21678178169088
1222 => 0.21830204891344
1223 => 0.22565099069997
1224 => 0.22497441790466
1225 => 0.22563165074497
1226 => 0.23429646727949
1227 => 0.24556196133015
1228 => 0.24032800830651
1229 => 0.2516841803384
1230 => 0.25883228866766
1231 => 0.27119420289492
]
'min_raw' => 0.11072258562914
'max_raw' => 0.27119420289492
'avg_raw' => 0.19095839426203
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.110722'
'max' => '$0.271194'
'avg' => '$0.190958'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.049370451561924
'max_diff' => 0.11002175119568
'year' => 2028
]
3 => [
'items' => [
101 => 0.26964643034995
102 => 0.27445883284271
103 => 0.26687559446459
104 => 0.24946294632309
105 => 0.24670732810176
106 => 0.25222414556423
107 => 0.26578670297255
108 => 0.2517970123664
109 => 0.25462710855581
110 => 0.25381204066287
111 => 0.25376860915867
112 => 0.25542621302527
113 => 0.25302177216197
114 => 0.24322564753424
115 => 0.2477151537222
116 => 0.24598153977924
117 => 0.24790511369844
118 => 0.25828584879815
119 => 0.25369627836475
120 => 0.24886153873959
121 => 0.25492537514415
122 => 0.26264672264741
123 => 0.26216353459726
124 => 0.26122594782301
125 => 0.26651107537898
126 => 0.27524055770437
127 => 0.27760010169902
128 => 0.27934186883711
129 => 0.27958202909806
130 => 0.28205582904458
131 => 0.26875358325428
201 => 0.28986458894939
202 => 0.29350987645317
203 => 0.29282471348415
204 => 0.29687629712746
205 => 0.29568421844084
206 => 0.29395708345535
207 => 0.30037970532654
208 => 0.29301668763008
209 => 0.28256581098809
210 => 0.2768322533674
211 => 0.28438266455523
212 => 0.2889934371946
213 => 0.29204086460901
214 => 0.2929630143033
215 => 0.26978619872834
216 => 0.25729518057856
217 => 0.26530178000276
218 => 0.27507038388625
219 => 0.26869931816648
220 => 0.26894905188067
221 => 0.25986558645089
222 => 0.2758740690219
223 => 0.27354176776383
224 => 0.28564175081644
225 => 0.2827539927525
226 => 0.29262105921327
227 => 0.29002272993274
228 => 0.30080824950557
301 => 0.30511088526946
302 => 0.31233568036881
303 => 0.3176502690541
304 => 0.32077109718199
305 => 0.32058373436712
306 => 0.3329500102002
307 => 0.3256580493862
308 => 0.31649762802062
309 => 0.31633194489887
310 => 0.32107625692828
311 => 0.33101903340349
312 => 0.33359705068199
313 => 0.33503781064109
314 => 0.33283123661052
315 => 0.32491633576646
316 => 0.32149872171146
317 => 0.32441062790414
318 => 0.32084961685345
319 => 0.32699692097017
320 => 0.33543848251573
321 => 0.33369533343812
322 => 0.33952241945705
323 => 0.34555284045931
324 => 0.3541766133357
325 => 0.35643118690297
326 => 0.36015791127592
327 => 0.36399393482086
328 => 0.36522596219977
329 => 0.36757828474174
330 => 0.3675658868408
331 => 0.3746547691506
401 => 0.38247402586272
402 => 0.38542561425533
403 => 0.39221262901262
404 => 0.38059010408613
405 => 0.38940592275281
406 => 0.39735801186442
407 => 0.38787720339941
408 => 0.40094428912336
409 => 0.40145165445137
410 => 0.40911226853243
411 => 0.4013467685652
412 => 0.39673563947301
413 => 0.4100477963854
414 => 0.4164891297863
415 => 0.41454894774464
416 => 0.39978406660901
417 => 0.39119027249253
418 => 0.36869865567062
419 => 0.39534094736171
420 => 0.40831763047814
421 => 0.39975046013467
422 => 0.40407124253338
423 => 0.42764403028233
424 => 0.43661902163215
425 => 0.43475228617131
426 => 0.43506773373511
427 => 0.43991047615986
428 => 0.46138586301816
429 => 0.44851731341709
430 => 0.45835483741175
501 => 0.46357262466668
502 => 0.46841919625951
503 => 0.45651754820221
504 => 0.4410336789496
505 => 0.43612928758869
506 => 0.39889862388449
507 => 0.39696060615411
508 => 0.3958727380741
509 => 0.38901388371163
510 => 0.38362470298106
511 => 0.37933902637665
512 => 0.36809213115532
513 => 0.37188762813645
514 => 0.35396242456312
515 => 0.36543033457913
516 => 0.33682127685691
517 => 0.36064775025071
518 => 0.34768008403928
519 => 0.35638752313599
520 => 0.35635714370127
521 => 0.34032398762814
522 => 0.33107639780859
523 => 0.33696932196319
524 => 0.34328700443782
525 => 0.3443120271641
526 => 0.35250306740084
527 => 0.35478901066509
528 => 0.34786249585392
529 => 0.33622841772533
530 => 0.33893074872953
531 => 0.33102163515705
601 => 0.31716121784093
602 => 0.32711601153703
603 => 0.33051501578627
604 => 0.33201620969973
605 => 0.31838608114901
606 => 0.31410319883389
607 => 0.31182302822618
608 => 0.33446893928925
609 => 0.33570953341754
610 => 0.32936247845488
611 => 0.35805176873855
612 => 0.35155849876671
613 => 0.35881307221502
614 => 0.33868554051539
615 => 0.33945443933163
616 => 0.32992574326702
617 => 0.3352611763555
618 => 0.3314902642176
619 => 0.33483012608773
620 => 0.33683202552192
621 => 0.34635915802127
622 => 0.36075653480021
623 => 0.34493612212774
624 => 0.33804294177386
625 => 0.34231943209669
626 => 0.35370828937568
627 => 0.37096299113825
628 => 0.36074786041157
629 => 0.3652811619639
630 => 0.36627148668054
701 => 0.35873922746739
702 => 0.37124071627934
703 => 0.37794036569558
704 => 0.38481281969953
705 => 0.39077997894938
706 => 0.38206781044185
707 => 0.3913910795852
708 => 0.38387817043421
709 => 0.3771383142555
710 => 0.37714853583523
711 => 0.37292052560074
712 => 0.36472822300784
713 => 0.36321743671723
714 => 0.37107673779223
715 => 0.37737915297579
716 => 0.37789825007684
717 => 0.38138759095224
718 => 0.38345254693924
719 => 0.40369192278333
720 => 0.41183236717672
721 => 0.42178634849023
722 => 0.42566398518749
723 => 0.43733428143655
724 => 0.42790956940031
725 => 0.42587047366705
726 => 0.39756215229165
727 => 0.40219763833101
728 => 0.4096194987379
729 => 0.39768453603612
730 => 0.40525452282067
731 => 0.40674899856618
801 => 0.39727899057048
802 => 0.40233733101588
803 => 0.38890387848633
804 => 0.36104934735597
805 => 0.37127172633513
806 => 0.37879883807935
807 => 0.36805672153416
808 => 0.38731154966409
809 => 0.37606327657091
810 => 0.37249811401271
811 => 0.35858914380092
812 => 0.36515364233552
813 => 0.37403222059814
814 => 0.36854629147735
815 => 0.37993041811939
816 => 0.39605337748019
817 => 0.40754355845952
818 => 0.40842563188097
819 => 0.4010382152936
820 => 0.41287659752073
821 => 0.412962827211
822 => 0.39960908369758
823 => 0.39142999014957
824 => 0.3895716828865
825 => 0.39421409877225
826 => 0.39985084869479
827 => 0.40873843227189
828 => 0.41410901289005
829 => 0.42811263880635
830 => 0.43190161846389
831 => 0.43606455836066
901 => 0.44162752986587
902 => 0.44830730347449
903 => 0.43369233909855
904 => 0.43427301887891
905 => 0.42066376640999
906 => 0.40612032838272
907 => 0.41715698498027
908 => 0.43158594533667
909 => 0.42827592588833
910 => 0.42790348108283
911 => 0.42852982993811
912 => 0.42603418336919
913 => 0.41474646643093
914 => 0.40907784564939
915 => 0.41639181267698
916 => 0.42027886064492
917 => 0.42630733305699
918 => 0.42556419658659
919 => 0.44109289410941
920 => 0.44712687640334
921 => 0.44558312552389
922 => 0.44586721283815
923 => 0.45679144956076
924 => 0.46894144753692
925 => 0.48032152397505
926 => 0.49189782651356
927 => 0.47794214197261
928 => 0.47085630602967
929 => 0.47816708000805
930 => 0.47428788042853
1001 => 0.49657891185782
1002 => 0.49812229450982
1003 => 0.52041171404382
1004 => 0.54156702735629
1005 => 0.52827975410153
1006 => 0.54080905430884
1007 => 0.55436051401187
1008 => 0.58050347842412
1009 => 0.57169944773065
1010 => 0.56495569819621
1011 => 0.55858288747171
1012 => 0.57184369493417
1013 => 0.58890351188805
1014 => 0.59257803306302
1015 => 0.59853216114159
1016 => 0.59227212350311
1017 => 0.59981164931813
1018 => 0.62642948848068
1019 => 0.61923711337679
1020 => 0.60902278449728
1021 => 0.63003501211166
1022 => 0.63763925560234
1023 => 0.69100981879315
1024 => 0.75839235944955
1025 => 0.73049554516019
1026 => 0.71317909230621
1027 => 0.71724886947865
1028 => 0.74185469228341
1029 => 0.74975730161853
1030 => 0.72827528525289
1031 => 0.73586309660036
1101 => 0.77767268314204
1102 => 0.80010218490953
1103 => 0.76963990882531
1104 => 0.68559569726033
1105 => 0.60810309593908
1106 => 0.62865762334679
1107 => 0.62632737782
1108 => 0.6712465627069
1109 => 0.61906557760924
1110 => 0.61994417157269
1111 => 0.66579223763281
1112 => 0.65356075964281
1113 => 0.63374733178835
1114 => 0.60824775588927
1115 => 0.56110943141451
1116 => 0.5193577028778
1117 => 0.60124245738713
1118 => 0.59771143787492
1119 => 0.59259799835347
1120 => 0.60397740467651
1121 => 0.65923257168033
1122 => 0.65795876123738
1123 => 0.64985542910306
1124 => 0.65600173510745
1125 => 0.63266985462883
1126 => 0.63868301148521
1127 => 0.60809082071511
1128 => 0.62191976858594
1129 => 0.63370482107084
1130 => 0.63607084483787
1201 => 0.64140161719715
1202 => 0.59585075104275
1203 => 0.61630175264291
1204 => 0.62831480008329
1205 => 0.57403941470924
1206 => 0.62724195022312
1207 => 0.59505781180454
1208 => 0.58413403183573
1209 => 0.59884146246515
1210 => 0.59310996244542
1211 => 0.58818235529343
1212 => 0.58543266583558
1213 => 0.59623217968994
1214 => 0.59572836946043
1215 => 0.57805826869938
1216 => 0.55500834258205
1217 => 0.56274465437506
1218 => 0.55993397977235
1219 => 0.54974773242788
1220 => 0.55661203324586
1221 => 0.52638512638665
1222 => 0.47438130419328
1223 => 0.50873662205437
1224 => 0.50741397968811
1225 => 0.50674704342999
1226 => 0.53256411529136
1227 => 0.53008239953308
1228 => 0.52557806113076
1229 => 0.54966500672078
1230 => 0.54087294756529
1231 => 0.56796800221285
]
'min_raw' => 0.24322564753424
'max_raw' => 0.80010218490953
'avg_raw' => 0.52166391622188
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.243225'
'max' => '$0.8001021'
'avg' => '$0.521663'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.1325030619051
'max_diff' => 0.52890798201461
'year' => 2029
]
4 => [
'items' => [
101 => 0.585814557602
102 => 0.58128809387973
103 => 0.59807286548311
104 => 0.56292288337361
105 => 0.57459829745788
106 => 0.57700458411922
107 => 0.54936777755112
108 => 0.53048843892303
109 => 0.52922940227675
110 => 0.49649523082876
111 => 0.51398156099528
112 => 0.5293688079083
113 => 0.52199951073556
114 => 0.51966661140216
115 => 0.53158488815237
116 => 0.532511040329
117 => 0.51139467255266
118 => 0.51578543408176
119 => 0.53409563956147
120 => 0.51532406388282
121 => 0.47885395865867
122 => 0.46980886832443
123 => 0.46860208653975
124 => 0.44407108417813
125 => 0.47041330451135
126 => 0.45891421940828
127 => 0.49523969146867
128 => 0.47449077664519
129 => 0.47359633239748
130 => 0.47224424873063
131 => 0.45112940163503
201 => 0.45575221123043
202 => 0.47111913439932
203 => 0.47660222570676
204 => 0.47603029436175
205 => 0.47104382809239
206 => 0.47332660681566
207 => 0.46597298117518
208 => 0.46337626290904
209 => 0.45518030577748
210 => 0.44313451298503
211 => 0.44480955435396
212 => 0.42094368687897
213 => 0.40794029562115
214 => 0.40434112830292
215 => 0.39952817134544
216 => 0.40488476459806
217 => 0.42087607787501
218 => 0.40158716131664
219 => 0.36851766683751
220 => 0.37050519980338
221 => 0.37497059627387
222 => 0.36664935949268
223 => 0.35877400722775
224 => 0.36562098707458
225 => 0.35160900631633
226 => 0.37666387720547
227 => 0.37598621316338
228 => 0.38532511964804
301 => 0.39116492952654
302 => 0.37770605841748
303 => 0.37432118873021
304 => 0.37624936433783
305 => 0.34438091660813
306 => 0.38272078757565
307 => 0.38305235237187
308 => 0.38021329328777
309 => 0.40062809096725
310 => 0.44370968160605
311 => 0.42750065425476
312 => 0.4212240289439
313 => 0.40929215963977
314 => 0.42519066704323
315 => 0.42396990973
316 => 0.41844918220108
317 => 0.41511022896588
318 => 0.42126235267964
319 => 0.41434791275521
320 => 0.41310588934868
321 => 0.4055805788399
322 => 0.40289438536807
323 => 0.40090563466198
324 => 0.39871621554518
325 => 0.40354552854759
326 => 0.39260166993509
327 => 0.3794044492881
328 => 0.37830724318721
329 => 0.38133672569912
330 => 0.37999640520604
331 => 0.37830082624835
401 => 0.37506350425465
402 => 0.37410305997356
403 => 0.37722403794578
404 => 0.37370063577946
405 => 0.37889960760551
406 => 0.37748577494106
407 => 0.36958822060734
408 => 0.35974494385842
409 => 0.35965731804838
410 => 0.35753660021903
411 => 0.3548355472113
412 => 0.35408417605627
413 => 0.36504435352966
414 => 0.38773159288906
415 => 0.38327754494318
416 => 0.38649605105327
417 => 0.40232791564234
418 => 0.40736038931442
419 => 0.40378845870265
420 => 0.39889897977416
421 => 0.39911409203249
422 => 0.41582292167704
423 => 0.41686503088651
424 => 0.41949810466165
425 => 0.42288234856926
426 => 0.404364810074
427 => 0.39824191763462
428 => 0.3953405515117
429 => 0.38640546682312
430 => 0.39604118962349
501 => 0.3904268665905
502 => 0.39118443058024
503 => 0.3906910660381
504 => 0.39096047643927
505 => 0.37665687385844
506 => 0.38186835486367
507 => 0.3732032569091
508 => 0.36160166345083
509 => 0.36156277084151
510 => 0.36440224440446
511 => 0.36271321442061
512 => 0.35816807816299
513 => 0.35881369331595
514 => 0.35315742522787
515 => 0.35950046667188
516 => 0.359682362404
517 => 0.35723994594025
518 => 0.36701227645581
519 => 0.37101600824149
520 => 0.36940835740342
521 => 0.37090321117302
522 => 0.38346263074415
523 => 0.38551036414014
524 => 0.38641983204896
525 => 0.38520126553255
526 => 0.37113277430713
527 => 0.37175677171682
528 => 0.36717829275329
529 => 0.36330996049734
530 => 0.36346467350085
531 => 0.3654534991284
601 => 0.37413881728701
602 => 0.39241655732433
603 => 0.3931101841979
604 => 0.39395088020318
605 => 0.39053134704974
606 => 0.38949998313014
607 => 0.39086061835771
608 => 0.39772477651781
609 => 0.41538125490636
610 => 0.4091402762073
611 => 0.40406626337835
612 => 0.40851754057338
613 => 0.40783230133947
614 => 0.40204819260487
615 => 0.40188585193727
616 => 0.39078429798415
617 => 0.38668030625784
618 => 0.38325070359288
619 => 0.37950566701478
620 => 0.37728548379652
621 => 0.38069669427499
622 => 0.38147687847168
623 => 0.37401820714274
624 => 0.37300161780135
625 => 0.37909252981516
626 => 0.37641214652997
627 => 0.37916898720909
628 => 0.37980859789439
629 => 0.37970560584257
630 => 0.37690697785278
701 => 0.37869073987718
702 => 0.3744716109244
703 => 0.36988394188093
704 => 0.36695729485308
705 => 0.36440340715788
706 => 0.365820452484
707 => 0.36076894463864
708 => 0.35915286561214
709 => 0.37808644143923
710 => 0.39207287747294
711 => 0.39186950915377
712 => 0.39063155681293
713 => 0.3887922107439
714 => 0.39759021689628
715 => 0.39452516747448
716 => 0.39675524702229
717 => 0.39732289586335
718 => 0.39904099794035
719 => 0.39965507175702
720 => 0.39779891418137
721 => 0.39156942264694
722 => 0.37604612202543
723 => 0.36881998368176
724 => 0.3664352376675
725 => 0.36652191865584
726 => 0.36413087003643
727 => 0.36483514101413
728 => 0.36388595333149
729 => 0.36208842149373
730 => 0.36570945995833
731 => 0.36612675090907
801 => 0.36528155726325
802 => 0.36548063096329
803 => 0.35848278856278
804 => 0.35901481932198
805 => 0.35605240444757
806 => 0.35549698737107
807 => 0.34800826053555
808 => 0.33474089543811
809 => 0.34209230359638
810 => 0.3332128363056
811 => 0.32985004749669
812 => 0.34576896669709
813 => 0.34417114873146
814 => 0.34143637892907
815 => 0.33739108441537
816 => 0.33589064533015
817 => 0.32677445242961
818 => 0.32623581912005
819 => 0.33075405047947
820 => 0.32866904216995
821 => 0.32574090084898
822 => 0.31513546980536
823 => 0.30321145397479
824 => 0.30357136506102
825 => 0.30736417264253
826 => 0.31839227221554
827 => 0.3140834029243
828 => 0.31095726881494
829 => 0.3103718378675
830 => 0.3176997318574
831 => 0.32807023709436
901 => 0.33293584612456
902 => 0.32811417534637
903 => 0.32257529957358
904 => 0.32291242527719
905 => 0.32515517154834
906 => 0.32539085247071
907 => 0.32178561374825
908 => 0.32280046733082
909 => 0.32125881193874
910 => 0.31179767564326
911 => 0.31162655368926
912 => 0.30930463826092
913 => 0.30923433158453
914 => 0.30528417421197
915 => 0.3047315198894
916 => 0.29688824266877
917 => 0.30205071148702
918 => 0.29858799844551
919 => 0.29336887312053
920 => 0.2924690939473
921 => 0.29244204549884
922 => 0.29780092023252
923 => 0.30198808991567
924 => 0.29864823382139
925 => 0.29788781332911
926 => 0.3060071147644
927 => 0.30497385964768
928 => 0.30407906738039
929 => 0.32714167209509
930 => 0.30888582086591
1001 => 0.30092522772243
1002 => 0.29107248203174
1003 => 0.29428058571049
1004 => 0.29495658029245
1005 => 0.27126250299724
1006 => 0.26164981878948
1007 => 0.25835110781574
1008 => 0.25645265301342
1009 => 0.25731780270613
1010 => 0.24866525946375
1011 => 0.25447991162249
1012 => 0.24698754055586
1013 => 0.24573142016425
1014 => 0.25912870775806
1015 => 0.26099286206092
1016 => 0.25303980065757
1017 => 0.25814695356221
1018 => 0.25629502892425
1019 => 0.24711597575338
1020 => 0.2467654034388
1021 => 0.24215967721698
1022 => 0.23495260752417
1023 => 0.23165878328305
1024 => 0.22994333101999
1025 => 0.23065116005723
1026 => 0.23029326003607
1027 => 0.22795772030514
1028 => 0.23042713043957
1029 => 0.22411880797683
1030 => 0.22160678314256
1031 => 0.22047215980345
1101 => 0.21487316052428
1102 => 0.22378365826372
1103 => 0.22553913856989
1104 => 0.22729807771455
1105 => 0.24260844209007
1106 => 0.24184357955251
1107 => 0.2487575643889
1108 => 0.24848889965216
1109 => 0.24651691917769
1110 => 0.23819745793097
1111 => 0.24151344690377
1112 => 0.23130734826457
1113 => 0.23895445131231
1114 => 0.23546463283198
1115 => 0.23777454017367
1116 => 0.23362111849737
1117 => 0.23591979354361
1118 => 0.2259554280745
1119 => 0.21665084380186
1120 => 0.22039528013092
1121 => 0.22446591064884
1122 => 0.23329207478907
1123 => 0.22803528424142
1124 => 0.22992582490361
1125 => 0.22359283015796
1126 => 0.21052605306716
1127 => 0.21060000960644
1128 => 0.20858997062623
1129 => 0.20685300347684
1130 => 0.22863908987188
1201 => 0.2259296456416
1202 => 0.22161250086394
1203 => 0.22739117070535
1204 => 0.22891914273125
1205 => 0.22896264194675
1206 => 0.23317861029399
1207 => 0.23542867335666
1208 => 0.23582525672379
1209 => 0.2424591740102
1210 => 0.24468277558112
1211 => 0.25384147575586
1212 => 0.23523777122611
1213 => 0.23485464017383
1214 => 0.22747248844059
1215 => 0.22279061110418
1216 => 0.22779306058734
1217 => 0.23222454792697
1218 => 0.22761018710496
1219 => 0.22821272521384
1220 => 0.22201832281742
1221 => 0.22423253020042
1222 => 0.2261397038846
1223 => 0.22508667467468
1224 => 0.22351023898025
1225 => 0.23186121650114
1226 => 0.23139002162166
1227 => 0.23916664387726
1228 => 0.24522907703709
1229 => 0.25609404104906
1230 => 0.24475588469919
1231 => 0.24434267721671
]
'min_raw' => 0.20685300347684
'max_raw' => 0.59807286548311
'avg_raw' => 0.40246293447997
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.206853'
'max' => '$0.598072'
'avg' => '$0.402462'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.036372644057403
'max_diff' => -0.20202931942642
'year' => 2030
]
5 => [
'items' => [
101 => 0.24838184663851
102 => 0.24468215720532
103 => 0.24702023321816
104 => 0.25571734085688
105 => 0.25590109703656
106 => 0.2528229442704
107 => 0.25263563839483
108 => 0.25322683130488
109 => 0.25668946664458
110 => 0.25547951546085
111 => 0.25687970160287
112 => 0.25863065581389
113 => 0.26587334481984
114 => 0.26761953261917
115 => 0.26337720156137
116 => 0.26376023655652
117 => 0.26217348828632
118 => 0.2606407093392
119 => 0.26408617256794
120 => 0.27038282433921
121 => 0.27034365319534
122 => 0.27180435401685
123 => 0.27271435852756
124 => 0.2688079530036
125 => 0.26626502665001
126 => 0.26724014642458
127 => 0.26879938417947
128 => 0.26673450663556
129 => 0.25398912589018
130 => 0.25785526023025
131 => 0.25721174643175
201 => 0.25629530452874
202 => 0.26018273250361
203 => 0.25980778059199
204 => 0.24857651512662
205 => 0.24929550430196
206 => 0.24862023923974
207 => 0.25080215880201
208 => 0.24456432638851
209 => 0.24648304162646
210 => 0.24768644183686
211 => 0.24839525380575
212 => 0.25095596867428
213 => 0.25065549834011
214 => 0.25093729101642
215 => 0.25473415516279
216 => 0.27393739108866
217 => 0.27498258085056
218 => 0.2698356842028
219 => 0.27189176789553
220 => 0.26794453682156
221 => 0.27059433948566
222 => 0.27240726717076
223 => 0.26421499556777
224 => 0.26372990241085
225 => 0.25976637971012
226 => 0.26189615230409
227 => 0.25850753097102
228 => 0.25933898011721
301 => 0.25701417582002
302 => 0.26119836069105
303 => 0.26587692953345
304 => 0.26705892078532
305 => 0.26394961068087
306 => 0.26169826525173
307 => 0.25774564431745
308 => 0.26431894102106
309 => 0.26624117329479
310 => 0.26430884435325
311 => 0.26386108151527
312 => 0.2630125717464
313 => 0.2640410968739
314 => 0.26623070440501
315 => 0.26519812592904
316 => 0.26588016220411
317 => 0.26328094323631
318 => 0.26880924618637
319 => 0.27758952172963
320 => 0.27761775175122
321 => 0.27658516770927
322 => 0.27616265656664
323 => 0.27722215045612
324 => 0.27779688242845
325 => 0.28122309138907
326 => 0.28489955011
327 => 0.30205597879597
328 => 0.29723852227351
329 => 0.31246072644421
330 => 0.32449951358742
331 => 0.3281094194593
401 => 0.32478847591636
402 => 0.31342770744981
403 => 0.31287029394944
404 => 0.32984807843119
405 => 0.3250510766833
406 => 0.32448048858932
407 => 0.3184103952932
408 => 0.32199857222689
409 => 0.32121378529611
410 => 0.31997496073279
411 => 0.3268209523677
412 => 0.33963603756236
413 => 0.33763868635567
414 => 0.33614775633432
415 => 0.329614934984
416 => 0.33354915259537
417 => 0.33214825305894
418 => 0.33816740650027
419 => 0.3346017933422
420 => 0.32501473467708
421 => 0.32654150536886
422 => 0.32631073705023
423 => 0.33105993269514
424 => 0.32963434204482
425 => 0.32603236759585
426 => 0.33959223699435
427 => 0.33871173449957
428 => 0.33996008572627
429 => 0.34050964854281
430 => 0.34876330209398
501 => 0.35214455986644
502 => 0.35291216457804
503 => 0.35612409794601
504 => 0.35283224874984
505 => 0.36600199258323
506 => 0.37475910375658
507 => 0.38493093902124
508 => 0.39979472427449
509 => 0.40538364502741
510 => 0.40437405651789
511 => 0.41564360885886
512 => 0.43589474390752
513 => 0.40846738991333
514 => 0.43734846026803
515 => 0.42820504684173
516 => 0.40652617809094
517 => 0.40513031452046
518 => 0.41981149613534
519 => 0.45237294394577
520 => 0.44421667057814
521 => 0.45238628468709
522 => 0.44285599587439
523 => 0.44238273670726
524 => 0.45192341983146
525 => 0.47421574598672
526 => 0.46362549744571
527 => 0.44844177932669
528 => 0.45965320050095
529 => 0.44994082991176
530 => 0.42805614065295
531 => 0.44421043362961
601 => 0.43340851796389
602 => 0.43656109121657
603 => 0.45926511128222
604 => 0.45653330352053
605 => 0.46006851572274
606 => 0.45382895871845
607 => 0.44800022858862
608 => 0.43712047095411
609 => 0.4338995110841
610 => 0.43478966851418
611 => 0.43389906996629
612 => 0.42781194555991
613 => 0.42649743162392
614 => 0.42430651747375
615 => 0.42498557338125
616 => 0.42086601380438
617 => 0.42864047387036
618 => 0.43008348216692
619 => 0.43574108586677
620 => 0.43632847705127
621 => 0.45208482282442
622 => 0.44340649234721
623 => 0.44922866568233
624 => 0.44870787569881
625 => 0.40699602491285
626 => 0.41274354992438
627 => 0.42168489516961
628 => 0.41765683125634
629 => 0.41196209130477
630 => 0.40736328346124
701 => 0.40039561932604
702 => 0.41020247279419
703 => 0.42309744226221
704 => 0.43665551475692
705 => 0.45294465049921
706 => 0.44930910502797
707 => 0.43635100069471
708 => 0.43693229178919
709 => 0.44052560460571
710 => 0.43587193802143
711 => 0.43449948089536
712 => 0.4403370500721
713 => 0.44037725020275
714 => 0.43502264438314
715 => 0.42907197989715
716 => 0.42904704639568
717 => 0.427988183127
718 => 0.44304436529761
719 => 0.45132374313974
720 => 0.45227296046645
721 => 0.45125985325068
722 => 0.45164975800925
723 => 0.44683217046656
724 => 0.45784374697794
725 => 0.46794905851683
726 => 0.46524061915591
727 => 0.46118028352656
728 => 0.45794603062552
729 => 0.46447873195847
730 => 0.46418784105153
731 => 0.46786079743622
801 => 0.46769417091859
802 => 0.46645909383329
803 => 0.46524066326441
804 => 0.47007160274489
805 => 0.46868036975703
806 => 0.46728697580006
807 => 0.46449231090143
808 => 0.46487215227562
809 => 0.46081251772046
810 => 0.458934345019
811 => 0.43069113395554
812 => 0.42314362508584
813 => 0.42551822501995
814 => 0.42630000497473
815 => 0.42301531944224
816 => 0.42772471472934
817 => 0.42699076046233
818 => 0.42984614716639
819 => 0.42806222552017
820 => 0.42813543828679
821 => 0.43338157147612
822 => 0.43490454625963
823 => 0.43412994899282
824 => 0.43467245036685
825 => 0.44717416555586
826 => 0.44539682143833
827 => 0.44445264279967
828 => 0.44471418673521
829 => 0.4479086430058
830 => 0.44880291635072
831 => 0.44501381734883
901 => 0.44680077834264
902 => 0.45440943145518
903 => 0.4570720294321
904 => 0.46556976405489
905 => 0.46195977535194
906 => 0.46858606585286
907 => 0.48895302378378
908 => 0.50522355906529
909 => 0.49026050241211
910 => 0.52013926841643
911 => 0.54340417360522
912 => 0.54251122779434
913 => 0.53845445344773
914 => 0.5119679774198
915 => 0.48759472728779
916 => 0.50798398596608
917 => 0.50803596237954
918 => 0.50628450697674
919 => 0.49540636789232
920 => 0.50590597131633
921 => 0.50673939170717
922 => 0.50627289791267
923 => 0.4979326541818
924 => 0.48519864353945
925 => 0.48768683873805
926 => 0.49176255323117
927 => 0.48404637541259
928 => 0.48158058905985
929 => 0.48616495502464
930 => 0.50093673735376
1001 => 0.49814421747154
1002 => 0.49807129349196
1003 => 0.51001887776079
1004 => 0.50146698587437
1005 => 0.48771822284781
1006 => 0.4842464788597
1007 => 0.47192412654888
1008 => 0.48043521918068
1009 => 0.48074151825249
1010 => 0.47608007979931
1011 => 0.48809647288763
1012 => 0.48798573970988
1013 => 0.49939351654315
1014 => 0.52120090128307
1015 => 0.51475138453924
1016 => 0.50725129827161
1017 => 0.50806676560373
1018 => 0.51701042949229
1019 => 0.51160288614128
1020 => 0.51354747643303
1021 => 0.51700748612198
1022 => 0.51909499587453
1023 => 0.50776640507529
1024 => 0.50512516865085
1025 => 0.49972212587446
1026 => 0.49831257286667
1027 => 0.50271323846986
1028 => 0.50155381856123
1029 => 0.48071577500155
1030 => 0.47853808350779
1031 => 0.47860487019687
1101 => 0.47312896139221
1102 => 0.46477688609641
1103 => 0.48672564129728
1104 => 0.48496284908202
1105 => 0.48301686290565
1106 => 0.48325523510861
1107 => 0.49278244582898
1108 => 0.48725618247549
1109 => 0.50194865933749
1110 => 0.49892832779094
1111 => 0.49583053613698
1112 => 0.49540232696936
1113 => 0.49420994147375
1114 => 0.49012080794221
1115 => 0.48518293348403
1116 => 0.48192252105539
1117 => 0.44454805134551
1118 => 0.45148453552638
1119 => 0.45946432829603
1120 => 0.46221892078311
1121 => 0.45750699972197
1122 => 0.4903068633052
1123 => 0.4962997144492
1124 => 0.47814697743
1125 => 0.47475134150508
1126 => 0.49052948063112
1127 => 0.48101333393906
1128 => 0.48529845421181
1129 => 0.47603636801759
1130 => 0.49485621209978
1201 => 0.49471283641973
1202 => 0.4873914920063
1203 => 0.49357944217013
1204 => 0.49250413355119
1205 => 0.48423835374011
1206 => 0.49511825206319
1207 => 0.49512364835702
1208 => 0.48807701353885
1209 => 0.47984808677794
1210 => 0.47837694903166
1211 => 0.47726864435939
1212 => 0.48502587920275
1213 => 0.49198099170705
1214 => 0.50492273175895
1215 => 0.50817659269615
1216 => 0.52087662855586
1217 => 0.51331437555493
1218 => 0.51666662436267
1219 => 0.52030596464802
1220 => 0.52205079821312
1221 => 0.51920768555172
1222 => 0.53893606878515
1223 => 0.54060174879209
1224 => 0.54116023689034
1225 => 0.53450793706453
1226 => 0.54041673630001
1227 => 0.53765220481659
1228 => 0.54484474772749
1229 => 0.54597263029491
1230 => 0.54501735388589
1231 => 0.54537536161521
]
'min_raw' => 0.24456432638851
'max_raw' => 0.54597263029491
'avg_raw' => 0.39526847834171
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.244564'
'max' => '$0.545972'
'avg' => '$0.395268'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.037711322911671
'max_diff' => -0.052100235188193
'year' => 2031
]
6 => [
'items' => [
101 => 0.52854066685076
102 => 0.52766769911713
103 => 0.51576472212618
104 => 0.52061527323236
105 => 0.51154740043232
106 => 0.51442291630665
107 => 0.51569041630514
108 => 0.51502834623592
109 => 0.52088951611419
110 => 0.51590632435976
111 => 0.50275486200725
112 => 0.48959981654761
113 => 0.48943466566773
114 => 0.48597117440405
115 => 0.48346770459048
116 => 0.48394996169193
117 => 0.48564949861925
118 => 0.48336892441467
119 => 0.48385560054927
120 => 0.49193766708966
121 => 0.49355846789568
122 => 0.48805035346908
123 => 0.46593447922919
124 => 0.46050718821725
125 => 0.46440821736877
126 => 0.4625437766928
127 => 0.37330892785272
128 => 0.39427333194847
129 => 0.38181699491867
130 => 0.38755744811051
131 => 0.37484275355592
201 => 0.38091087223161
202 => 0.37979031228442
203 => 0.41350045368858
204 => 0.41297411619734
205 => 0.41322604610123
206 => 0.40120077538833
207 => 0.42035735815567
208 => 0.42979457967529
209 => 0.42804800113553
210 => 0.42848757732543
211 => 0.42093420199733
212 => 0.41329917928527
213 => 0.40483076407603
214 => 0.42056403280705
215 => 0.41881476190001
216 => 0.42282695999295
217 => 0.43303110940229
218 => 0.43453370916461
219 => 0.43655321848303
220 => 0.43582936815084
221 => 0.45307441974508
222 => 0.45098593021051
223 => 0.45601858908939
224 => 0.44566602794678
225 => 0.43395112233979
226 => 0.43617774290656
227 => 0.43596330144063
228 => 0.43323321545486
229 => 0.4307686158973
301 => 0.42666575203058
302 => 0.43964782041448
303 => 0.43912077214613
304 => 0.44765307098405
305 => 0.44614490428612
306 => 0.43607299796634
307 => 0.43643271807094
308 => 0.43885200865001
309 => 0.44722520096712
310 => 0.44971093453725
311 => 0.44855944370821
312 => 0.45128493708981
313 => 0.4534390559313
314 => 0.4515554612509
315 => 0.47822318977573
316 => 0.46714888962467
317 => 0.47254642646381
318 => 0.47383370719581
319 => 0.47053636466939
320 => 0.47125144019439
321 => 0.47233458476834
322 => 0.47891122651994
323 => 0.49617023744276
324 => 0.50381413589441
325 => 0.52681118152952
326 => 0.50317941653621
327 => 0.50177720539947
328 => 0.5059196677626
329 => 0.51942136803491
330 => 0.5303632279554
331 => 0.53399327414207
401 => 0.53447304467117
402 => 0.54128325263827
403 => 0.54518673684215
404 => 0.54045631426481
405 => 0.53644777642641
406 => 0.52208969144727
407 => 0.52375167887937
408 => 0.53520112417292
409 => 0.55137414001903
410 => 0.56525227013049
411 => 0.56039263266712
412 => 0.59746823614322
413 => 0.60114413078762
414 => 0.60063624100367
415 => 0.60901047605007
416 => 0.59238932486627
417 => 0.58528346071556
418 => 0.53731446780591
419 => 0.55079179818372
420 => 0.57038188938374
421 => 0.56778906735435
422 => 0.55356221948026
423 => 0.56524147779062
424 => 0.56137994974904
425 => 0.5583342023677
426 => 0.5722873615688
427 => 0.556945289863
428 => 0.5702288404824
429 => 0.55319254941228
430 => 0.56041483108171
501 => 0.55631511470368
502 => 0.55896813364261
503 => 0.54345863913575
504 => 0.55182718589995
505 => 0.54311048007713
506 => 0.54310634722362
507 => 0.54291392545946
508 => 0.55316909120422
509 => 0.55350351179098
510 => 0.54592492881091
511 => 0.54483273660376
512 => 0.54887114363469
513 => 0.54414322666195
514 => 0.54635538925634
515 => 0.54421023081337
516 => 0.54372731046391
517 => 0.53987931895727
518 => 0.53822149841348
519 => 0.53887157256548
520 => 0.53665253434853
521 => 0.5353154835567
522 => 0.54264795240388
523 => 0.53873051008978
524 => 0.54204754818521
525 => 0.53826736463189
526 => 0.52516360148848
527 => 0.51762748873492
528 => 0.49287569487651
529 => 0.49989527291025
530 => 0.5045492604089
531 => 0.50301111756836
601 => 0.5063156435721
602 => 0.50651851463049
603 => 0.50544417954101
604 => 0.50420023713825
605 => 0.50359475477092
606 => 0.50810752427463
607 => 0.51072733886437
608 => 0.50501635031671
609 => 0.50367834560522
610 => 0.50945247033922
611 => 0.51297468309136
612 => 0.53898072309276
613 => 0.53705411165105
614 => 0.54188952829134
615 => 0.54134513458316
616 => 0.54641342156445
617 => 0.55469792876098
618 => 0.5378532092458
619 => 0.54077687010706
620 => 0.54006005598107
621 => 0.54788604464989
622 => 0.54791047653227
623 => 0.54321840538819
624 => 0.54576205327556
625 => 0.54434225880616
626 => 0.5469080193091
627 => 0.53702838058065
628 => 0.5490607141108
629 => 0.55588227187595
630 => 0.55597698921213
701 => 0.55921035345358
702 => 0.56249563878673
703 => 0.56880145789564
704 => 0.56231977291427
705 => 0.55065985261209
706 => 0.55150166119659
707 => 0.54466545418963
708 => 0.54478037206448
709 => 0.54416693144226
710 => 0.54600791292719
711 => 0.53743237248922
712 => 0.53944503468947
713 => 0.53662729582299
714 => 0.54077074489306
715 => 0.53631307863034
716 => 0.54005971031159
717 => 0.54167663234241
718 => 0.54764310944599
719 => 0.53543182511094
720 => 0.51053218972051
721 => 0.51576639495847
722 => 0.50802459427357
723 => 0.50874112740207
724 => 0.51018863835705
725 => 0.50549678175586
726 => 0.50639184013797
727 => 0.50635986235414
728 => 0.50608429508882
729 => 0.50486376197875
730 => 0.50309374749403
731 => 0.51014494041941
801 => 0.51134307549894
802 => 0.51400638136321
803 => 0.52193057307765
804 => 0.52113875946007
805 => 0.52243024032238
806 => 0.51961094485132
807 => 0.50887190643304
808 => 0.50945508788623
809 => 0.50218280582016
810 => 0.51382041276046
811 => 0.51106447382809
812 => 0.50928770206995
813 => 0.50880289343407
814 => 0.51674672768706
815 => 0.5191236473999
816 => 0.517642510544
817 => 0.5146046556409
818 => 0.52043823511604
819 => 0.52199905488462
820 => 0.52234846486999
821 => 0.53268444922202
822 => 0.52292613157681
823 => 0.52527505562334
824 => 0.54360069050449
825 => 0.52698186843204
826 => 0.53578522912777
827 => 0.5353543504322
828 => 0.53985785187465
829 => 0.53498493186656
830 => 0.5350453375502
831 => 0.53904414173749
901 => 0.53342854244458
902 => 0.5320380410873
903 => 0.53011707342119
904 => 0.53431143604296
905 => 0.53682576674
906 => 0.55708942558577
907 => 0.57018067333525
908 => 0.56961234774474
909 => 0.57480577978112
910 => 0.57246609108234
911 => 0.56491061909531
912 => 0.57780688848552
913 => 0.57372596924763
914 => 0.57406239527129
915 => 0.57404987347788
916 => 0.57676332801093
917 => 0.57484059678981
918 => 0.57105069618867
919 => 0.57356660907496
920 => 0.58103797089193
921 => 0.60422930722118
922 => 0.61720748627536
923 => 0.60344800454623
924 => 0.61293911079618
925 => 0.60724782907316
926 => 0.60621355388312
927 => 0.61217466999533
928 => 0.61814622025217
929 => 0.61776585831653
930 => 0.61343081947256
1001 => 0.61098206602714
1002 => 0.62952484750845
1003 => 0.64318685303584
1004 => 0.64225519585012
1005 => 0.64636722767675
1006 => 0.65844028030007
1007 => 0.65954408892752
1008 => 0.65940503441122
1009 => 0.65666912955755
1010 => 0.66855661774921
1011 => 0.67847336953914
1012 => 0.65603584663182
1013 => 0.66457976162618
1014 => 0.6684154003349
1015 => 0.67404725594203
1016 => 0.68354914035984
1017 => 0.69387070708796
1018 => 0.69533028979353
1019 => 0.69429464601646
1020 => 0.68748729530067
1021 => 0.69878127677647
1022 => 0.70539702624854
1023 => 0.70933655366042
1024 => 0.7193265397021
1025 => 0.66843908793376
1026 => 0.63241842030167
1027 => 0.62679327290617
1028 => 0.63823223133291
1029 => 0.64124859344606
1030 => 0.64003270166045
1031 => 0.59948816538471
1101 => 0.62657981431357
1102 => 0.65572815063048
1103 => 0.65684785693875
1104 => 0.67144012356197
1105 => 0.67619196373171
1106 => 0.6879406510155
1107 => 0.68720576742708
1108 => 0.69006638581824
1109 => 0.68940877918912
1110 => 0.71117074840437
1111 => 0.73517743213249
1112 => 0.73434615701156
1113 => 0.73089491219146
1114 => 0.73602059927401
1115 => 0.760798069594
1116 => 0.75851695717781
1117 => 0.76073286358545
1118 => 0.78994689748976
1119 => 0.82792929721324
1120 => 0.8102826591711
1121 => 0.84857078603923
1122 => 0.87267113233632
1123 => 0.91435018923482
1124 => 0.90913176603744
1125 => 0.92535711703298
1126 => 0.89978969939636
1127 => 0.84108174047503
1128 => 0.83179098125069
1129 => 0.85039131649731
1130 => 0.89611842570696
1201 => 0.84895120709933
1202 => 0.85849307399294
1203 => 0.85574501568567
1204 => 0.85559858333697
1205 => 0.86118731050339
1206 => 0.85308057026008
1207 => 0.82005225213412
1208 => 0.83518893569415
1209 => 0.82934393524838
1210 => 0.83582939901661
1211 => 0.87082877216506
1212 => 0.85535471501528
1213 => 0.83905405281832
1214 => 0.85949870061983
1215 => 0.88553176281435
1216 => 0.88390266056813
1217 => 0.88074152129854
1218 => 0.89856069784932
1219 => 0.92799275698234
1220 => 0.93594812429841
1221 => 0.9418206138108
1222 => 0.94263033089804
1223 => 0.95097092013293
1224 => 0.90612146971778
1225 => 0.9772986993422
1226 => 0.98958904066705
1227 => 0.98727896588044
1228 => 1.0009391630064
1229 => 0.99691998648618
1230 => 0.99109683029787
1231 => 1.0127511483498
]
'min_raw' => 0.37330892785272
'max_raw' => 1.0127511483498
'avg_raw' => 0.69303003810124
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.3733089'
'max' => '$1.01'
'avg' => '$0.69303'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.12874460146421
'max_diff' => 0.46677851805484
'year' => 2032
]
7 => [
'items' => [
101 => 0.98792622011663
102 => 0.95269035986127
103 => 0.93335927003889
104 => 0.95881600851154
105 => 0.97436155037904
106 => 0.98463616467131
107 => 0.98774525674805
108 => 0.9096030048835
109 => 0.86748866509647
110 => 0.89448347405807
111 => 0.92741900407341
112 => 0.90593851118559
113 => 0.90678050583884
114 => 0.87615496795504
115 => 0.93012868461975
116 => 0.92226516809211
117 => 0.96306110574781
118 => 0.95332482781842
119 => 0.98659233128748
120 => 0.97783188270862
121 => 1.0141960149694
122 => 1.0287026518477
123 => 1.0530615529443
124 => 1.0709800597495
125 => 1.0815021496719
126 => 1.0808704428603
127 => 1.1225642052173
128 => 1.0979788502245
129 => 1.0670938500302
130 => 1.0665352378177
131 => 1.0825310170621
201 => 1.1160537821307
202 => 1.1247457473766
203 => 1.1296033701694
204 => 1.1221637517672
205 => 1.0954781109708
206 => 1.0839553865741
207 => 1.0937730816055
208 => 1.0817668842263
209 => 1.1024929492469
210 => 1.1309542633688
211 => 1.1250771145508
212 => 1.1447235418978
213 => 1.1650555273375
214 => 1.1941311796828
215 => 1.2017326318741
216 => 1.2142975432891
217 => 1.2272309644935
218 => 1.2313848308189
219 => 1.2393158505031
220 => 1.2392740501145
221 => 1.2631747117519
222 => 1.2895378816799
223 => 1.2994893680189
224 => 1.3223722621273
225 => 1.2831861078789
226 => 1.3129092560144
227 => 1.3397202796513
228 => 1.3077550719827
301 => 1.3518116638158
302 => 1.3535222814423
303 => 1.3793505766635
304 => 1.3531686513541
305 => 1.3376219076811
306 => 1.3825047741363
307 => 1.404222179417
308 => 1.3976807202043
309 => 1.3478998926045
310 => 1.3189253157412
311 => 1.2430932593116
312 => 1.3329196058535
313 => 1.3766713989836
314 => 1.3477865860299
315 => 1.3623544055545
316 => 1.4418317052496
317 => 1.4720915151994
318 => 1.4657976862619
319 => 1.4668612397471
320 => 1.4831888839416
321 => 1.555594650098
322 => 1.5122074366646
323 => 1.5453753356465
324 => 1.5629674696708
325 => 1.5793080241729
326 => 1.5391807868011
327 => 1.4869758405667
328 => 1.4704403426797
329 => 1.3449145606391
330 => 1.3383803985531
331 => 1.3347125753688
401 => 1.3115874690158
402 => 1.2934174699221
403 => 1.2789680120339
404 => 1.2410483195621
405 => 1.2538451026271
406 => 1.1934090272819
407 => 1.2320738865647
408 => 1.1356164510337
409 => 1.2159490695921
410 => 1.1722276775867
411 => 1.2015854164353
412 => 1.2014829900501
413 => 1.1474260849503
414 => 1.1162471902276
415 => 1.1361155954457
416 => 1.1574161029954
417 => 1.1608720386818
418 => 1.1884887027202
419 => 1.1961959200351
420 => 1.1728426917554
421 => 1.1336175850794
422 => 1.1427286827308
423 => 1.1160625541245
424 => 1.0693311894398
425 => 1.1028944714077
426 => 1.1143544515449
427 => 1.1194158316341
428 => 1.0734609016002
429 => 1.0590208648535
430 => 1.0513331104532
501 => 1.1276853806893
502 => 1.1318681304084
503 => 1.1104685914646
504 => 1.2071965366782
505 => 1.1853040236225
506 => 1.2097633245017
507 => 1.141901946117
508 => 1.1444943421587
509 => 1.1123676781046
510 => 1.1303564632704
511 => 1.1176425697208
512 => 1.1289031471977
513 => 1.1356526909082
514 => 1.1677740832929
515 => 1.2163158442958
516 => 1.1629762184247
517 => 1.1397353795951
518 => 1.1541538652935
519 => 1.1925521927543
520 => 1.2507276244316
521 => 1.2162865979889
522 => 1.2315709406776
523 => 1.234909889602
524 => 1.2095143517793
525 => 1.2516639941349
526 => 1.2742523298963
527 => 1.2974232883901
528 => 1.3175419824147
529 => 1.2881682980274
530 => 1.3196023508741
531 => 1.2942720531369
601 => 1.2715481574687
602 => 1.2715826202384
603 => 1.2573275885425
604 => 1.2297066683823
605 => 1.2246129469238
606 => 1.251111129217
607 => 1.2723601620289
608 => 1.2741103341473
609 => 1.2858748905268
610 => 1.2928370338075
611 => 1.361075502534
612 => 1.388521579154
613 => 1.4220821221173
614 => 1.43515584497
615 => 1.4745030635678
616 => 1.4427269889252
617 => 1.4358520352954
618 => 1.3404085533544
619 => 1.3560374181754
620 => 1.381060738715
621 => 1.3408211786934
622 => 1.3663439176571
623 => 1.3713826469741
624 => 1.3394538538417
625 => 1.3565084018154
626 => 1.3112165787184
627 => 1.2173030822711
628 => 1.251768546703
629 => 1.2771467294748
630 => 1.2409289335521
701 => 1.3058479309213
702 => 1.2679235928584
703 => 1.2559033983817
704 => 1.2090083342193
705 => 1.2311409993474
706 => 1.2610757458423
707 => 1.2425795527963
708 => 1.2809619305842
709 => 1.3353216137382
710 => 1.3740615611289
711 => 1.3770355332537
712 => 1.3521283424564
713 => 1.3920422746646
714 => 1.3923330040857
715 => 1.3473099255017
716 => 1.3197335405585
717 => 1.3134681278782
718 => 1.3291203571601
719 => 1.3481250530692
720 => 1.3780901616107
721 => 1.3961974491268
722 => 1.4434116516056
723 => 1.456186461059
724 => 1.4702221035682
725 => 1.4889780503923
726 => 1.5114993734807
727 => 1.4622240007029
728 => 1.4641818031242
729 => 1.4182972582576
730 => 1.3692630415582
731 => 1.4064738998316
801 => 1.4551221470711
802 => 1.4439621854028
803 => 1.4427064617378
804 => 1.4448182406336
805 => 1.436403993986
806 => 1.3983466682455
807 => 1.37923451751
808 => 1.4038940679884
809 => 1.4169995215974
810 => 1.4373249372292
811 => 1.4348194007351
812 => 1.4871754886123
813 => 1.5075194811955
814 => 1.5023146173242
815 => 1.5032724375385
816 => 1.5401042643547
817 => 1.5810688308171
818 => 1.6194375530598
819 => 1.6584678653
820 => 1.6114153005154
821 => 1.5875249099165
822 => 1.6121736948066
823 => 1.5990947025871
824 => 1.6742504713611
825 => 1.6794540937279
826 => 1.7546044278843
827 => 1.8259310437341
828 => 1.7811320742679
829 => 1.8233754846847
830 => 1.8690651772061
831 => 1.9572080069655
901 => 1.9275246028047
902 => 1.9047875804158
903 => 1.8833012041227
904 => 1.9280109423224
905 => 1.9855293062608
906 => 1.997918210949
907 => 2.0179929694699
908 => 1.9968868155099
909 => 2.0223068531881
910 => 2.1120507563228
911 => 2.0878011615045
912 => 2.0533628385456
913 => 2.1242070309743
914 => 2.1498452688145
915 => 2.329787848826
916 => 2.5569727891478
917 => 2.4629167320779
918 => 2.4045331022845
919 => 2.4182546401642
920 => 2.5012148896741
921 => 2.52785908879
922 => 2.4554309707868
923 => 2.4810138065089
924 => 2.6219777465863
925 => 2.6976003777731
926 => 2.594894687147
927 => 2.3115337600762
928 => 2.050262044361
929 => 2.1195630685873
930 => 2.1117064831012
1001 => 2.2631546511047
1002 => 2.087222816688
1003 => 2.0901850575772
1004 => 2.2447650133086
1005 => 2.2035257312908
1006 => 2.1367233759502
1007 => 2.0507497754829
1008 => 1.8918196234235
1009 => 1.7510507556494
1010 => 2.0271309224886
1011 => 2.0152258436753
1012 => 1.9979855253197
1013 => 2.0363519882226
1014 => 2.2226486415686
1015 => 2.2183539007256
1016 => 2.1910329506781
1017 => 2.2117556504933
1018 => 2.1330905864798
1019 => 2.1533643646463
1020 => 2.0502206575863
1021 => 2.0968459208391
1022 => 2.1365800480981
1023 => 2.1445572624191
1024 => 2.1625303336111
1025 => 2.0089524081116
1026 => 2.0779043878499
1027 => 2.1184072160193
1028 => 1.9354139648443
1029 => 2.1147900278117
1030 => 2.0062789581087
1031 => 1.9694486712699
1101 => 2.019035800477
1102 => 1.9997116479999
1103 => 1.9830978764525
1104 => 1.9738271064681
1105 => 2.0102384214261
1106 => 2.0085397900624
1107 => 1.9489638116595
1108 => 1.8712493764604
1109 => 1.8973328918026
1110 => 1.8878565061445
1111 => 1.8535128620416
1112 => 1.8766563314996
1113 => 1.7747442046485
1114 => 1.5994096873326
1115 => 1.715241040113
1116 => 1.7107816590312
1117 => 1.708533036873
1118 => 1.795577097144
1119 => 1.7872098191971
1120 => 1.7720231277908
1121 => 1.8532339465444
1122 => 1.8235909052597
1123 => 1.9149437737202
1124 => 1.9751146812215
1125 => 1.9598533927542
1126 => 2.0164444220903
1127 => 1.8979338033148
1128 => 1.9372982770513
1129 => 1.9454112405316
1130 => 1.852231817647
1201 => 1.788578809349
1202 => 1.784333879393
1203 => 1.6739683349292
1204 => 1.7329247179422
1205 => 1.7848038952128
1206 => 1.759957795287
1207 => 1.7520922623066
1208 => 1.7922755644774
1209 => 1.7953981512028
1210 => 1.7242028429472
1211 => 1.7390066019957
1212 => 1.8007407381483
1213 => 1.7374510601581
1214 => 1.6144895541335
1215 => 1.5839934005635
1216 => 1.5799246515217
1217 => 1.4972166643596
1218 => 1.5860312993681
1219 => 1.5472613311027
1220 => 1.6697351963177
1221 => 1.5997787813474
1222 => 1.5967631001181
1223 => 1.5922044556359
1224 => 1.5210142744615
1225 => 1.5366003997667
1226 => 1.5884110541149
1227 => 1.6068976792751
1228 => 1.6049693728144
1229 => 1.5881571536434
1230 => 1.5958537014874
1231 => 1.5710604392267
]
'min_raw' => 0.86748866509647
'max_raw' => 2.6976003777731
'avg_raw' => 1.7825445214348
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.867488'
'max' => '$2.69'
'avg' => '$1.78'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.49417973724376
'max_diff' => 1.6848492294234
'year' => 2033
]
8 => [
'items' => [
101 => 1.5623054222954
102 => 1.5346721806029
103 => 1.4940589491927
104 => 1.4997064681157
105 => 1.4192410296622
106 => 1.3753991881686
107 => 1.3632643442694
108 => 1.3470371238573
109 => 1.3650972519939
110 => 1.419013081185
111 => 1.3539791522993
112 => 1.2424830428245
113 => 1.2491841489841
114 => 1.2642395449484
115 => 1.2361839141704
116 => 1.2096316141696
117 => 1.2327166847641
118 => 1.1854743133524
119 => 1.2699485598304
120 => 1.2676637681995
121 => 1.2991505434341
122 => 1.318839870162
123 => 1.2734623465494
124 => 1.2620500220747
125 => 1.2685510007568
126 => 1.1611043042521
127 => 1.2903698560234
128 => 1.291487749883
129 => 1.2819156639641
130 => 1.3507455796562
131 => 1.4959981703555
201 => 1.4413483029625
202 => 1.4201862225069
203 => 1.3799570920915
204 => 1.4335600198006
205 => 1.4294441512885
206 => 1.4108306329799
207 => 1.3995731190291
208 => 1.4203154336576
209 => 1.3970029167016
210 => 1.3928153480712
211 => 1.3674432382905
212 => 1.3583865494562
213 => 1.3516813376004
214 => 1.3442995581878
215 => 1.3605819241473
216 => 1.3236839407594
217 => 1.2791885899476
218 => 1.2754892829739
219 => 1.2857033947745
220 => 1.281184410654
221 => 1.2754676478165
222 => 1.2645527906922
223 => 1.2613145857424
224 => 1.2718371808755
225 => 1.2599577844757
226 => 1.2774864809678
227 => 1.272719645429
228 => 1.2460924896032
301 => 1.2129051948086
302 => 1.2126097582722
303 => 1.2054596100468
304 => 1.1963528212497
305 => 1.1938195209414
306 => 1.2307725245081
307 => 1.3072641359808
308 => 1.2922470023596
309 => 1.3030984204187
310 => 1.3564766572262
311 => 1.3734439935677
312 => 1.3614009801259
313 => 1.344915760546
314 => 1.3456410265436
315 => 1.4019760122634
316 => 1.4054895562209
317 => 1.4143671482891
318 => 1.425777362904
319 => 1.363344189014
320 => 1.3427004296679
321 => 1.3329182712176
322 => 1.3027930093623
323 => 1.3352805215285
324 => 1.3163514394432
325 => 1.318905619326
326 => 1.3172422063266
327 => 1.3181505423038
328 => 1.2699249475569
329 => 1.28749581962
330 => 1.2582808368884
331 => 1.2191652545464
401 => 1.2190341253987
402 => 1.2286076087619
403 => 1.222912926247
404 => 1.2075886820232
405 => 1.2097654185868
406 => 1.1906949158198
407 => 1.2120809229053
408 => 1.2126941970657
409 => 1.2044594194341
410 => 1.2374075140496
411 => 1.2509063752967
412 => 1.2454860682535
413 => 1.2505260721051
414 => 1.2928710320598
415 => 1.2997751081726
416 => 1.3028414427242
417 => 1.2987329606365
418 => 1.2513000602393
419 => 1.2534039110722
420 => 1.2379672495875
421 => 1.2249248973082
422 => 1.2254465230012
423 => 1.2321519874599
424 => 1.2614351440212
425 => 1.3230598206681
426 => 1.3253984320998
427 => 1.3282328973771
428 => 1.3167037026061
429 => 1.3132263871437
430 => 1.3178138638099
501 => 1.3409568522869
502 => 1.4004869019099
503 => 1.3794450064948
504 => 1.3623376179857
505 => 1.377345409827
506 => 1.375035077908
507 => 1.3555335514757
508 => 1.3549862085806
509 => 1.317556544342
510 => 1.3037196497052
511 => 1.292156504873
512 => 1.2795298525799
513 => 1.2720443498513
514 => 1.2835454841426
515 => 1.2861759296324
516 => 1.2610284984991
517 => 1.2576009965586
518 => 1.278136931667
519 => 1.2690998322826
520 => 1.2783947131088
521 => 1.2805512051904
522 => 1.2802039602971
523 => 1.2707681906355
524 => 1.2767822688391
525 => 1.2625571810046
526 => 1.2470895345237
527 => 1.2372221397373
528 => 1.2286115290662
529 => 1.2333891963182
530 => 1.2163576849325
531 => 1.2109089616637
601 => 1.2747448344647
602 => 1.3219010800542
603 => 1.3212154095674
604 => 1.3170415668192
605 => 1.3108400831284
606 => 1.3405031751283
607 => 1.3301691470078
608 => 1.3376880159024
609 => 1.339601883602
610 => 1.3453945847087
611 => 1.3474649774548
612 => 1.3412068125958
613 => 1.3202036469582
614 => 1.2678657551106
615 => 1.243502325172
616 => 1.2354619874873
617 => 1.2357542384914
618 => 1.2276926511333
619 => 1.2300671499053
620 => 1.2268668973631
621 => 1.2208063932724
622 => 1.2330149772686
623 => 1.2344219028434
624 => 1.2315722734569
625 => 1.2322434643355
626 => 1.2086497501085
627 => 1.2104435289583
628 => 1.20045554038
629 => 1.1985829129286
630 => 1.1733341475564
701 => 1.1286022998326
702 => 1.1533880856971
703 => 1.1234503417816
704 => 1.11211246453
705 => 1.1657842120376
706 => 1.1603970572104
707 => 1.1511765898861
708 => 1.1375375969997
709 => 1.1324787618666
710 => 1.1017428810301
711 => 1.0999268412208
712 => 1.1151603737019
713 => 1.1081306226157
714 => 1.0982581897158
715 => 1.0625012385047
716 => 1.0222985866237
717 => 1.0235120519791
718 => 1.0362997675455
719 => 1.0734817752133
720 => 1.0589541215622
721 => 1.0484141421528
722 => 1.04644032084
723 => 1.0711468270442
724 => 1.1061117094961
725 => 1.1225164500474
726 => 1.1062598503805
727 => 1.0875851440005
728 => 1.0887217868476
729 => 1.0962833624843
730 => 1.0970779771688
731 => 1.0849226631063
801 => 1.0883443128148
802 => 1.0831465140255
803 => 1.0512476324498
804 => 1.0506706828345
805 => 1.0428421828569
806 => 1.0426051389888
807 => 1.0292869076161
808 => 1.0274235949824
809 => 1.0009794382329
810 => 1.0183850622857
811 => 1.0067102835074
812 => 0.98911363808652
813 => 0.98607996978339
814 => 0.98598877405093
815 => 1.0040565943602
816 => 1.0181739292858
817 => 1.0069133712826
818 => 1.0043495605021
819 => 1.0317243521627
820 => 1.0282406603971
821 => 1.0252238057955
822 => 1.1029809877707
823 => 1.0414301107688
824 => 1.0145904151947
825 => 0.98137119520176
826 => 0.99218754073729
827 => 0.99446670366681
828 => 0.91458046779835
829 => 0.88217063185571
830 => 0.8710487974991
831 => 0.86464802458721
901 => 0.86756493717901
902 => 0.83839228353603
903 => 0.85799678925527
904 => 0.83273573710348
905 => 0.82850063950366
906 => 0.87367052999492
907 => 0.87995565637811
908 => 0.85314135459172
909 => 0.87036047717972
910 => 0.8641165839656
911 => 0.83316876533901
912 => 0.83198678630421
913 => 0.81645825878581
914 => 0.79215912013495
915 => 0.78105376173857
916 => 0.77526999466459
917 => 0.77765648968269
918 => 0.77644980477359
919 => 0.76857536950857
920 => 0.77690115818549
921 => 0.75563220856937
922 => 0.74716274145665
923 => 0.74333727965198
924 => 0.72445986267261
925 => 0.75450222791223
926 => 0.76042095232818
927 => 0.76635133845961
928 => 0.8179713008872
929 => 0.81539251344081
930 => 0.83870349603569
1001 => 0.8377976741182
1002 => 0.83114900426926
1003 => 0.80309935982969
1004 => 0.81427944816646
1005 => 0.77986887403736
1006 => 0.80565161586648
1007 => 0.79388544920871
1008 => 0.80167346308379
1009 => 0.7876699119195
1010 => 0.79542005532627
1011 => 0.7618245014574
1012 => 0.73045344595685
1013 => 0.74307807446847
1014 => 0.756802489462
1015 => 0.78656051808387
1016 => 0.76883688173509
1017 => 0.775210971571
1018 => 0.75385883763045
1019 => 0.70980328637556
1020 => 0.71005263601124
1021 => 0.70327564925304
1022 => 0.69741934323768
1023 => 0.77087265457455
1024 => 0.76173757418479
1025 => 0.74718201915348
1026 => 0.76666520797765
1027 => 0.77181687234255
1028 => 0.77196353298463
1029 => 0.78617796461686
1030 => 0.79376420932706
1031 => 0.7951013178379
1101 => 0.81746803313433
1102 => 0.82496506107759
1103 => 0.85584425815675
1104 => 0.79312056946554
1105 => 0.79182881637342
1106 => 0.76693937639944
1107 => 0.75115410008147
1108 => 0.76802020777383
1109 => 0.78296127673596
1110 => 0.76740363706016
1111 => 0.76943513636212
1112 => 0.74855027620323
1113 => 0.75601563098603
1114 => 0.76244580021686
1115 => 0.75889543871547
1116 => 0.75358037570845
1117 => 0.78173627946677
1118 => 0.78014761303285
1119 => 0.80636703791402
1120 => 0.82680695457796
1121 => 0.86343893931188
1122 => 0.82521155357348
1123 => 0.82381839569708
1124 => 0.83743673740847
1125 => 0.82496297618043
1126 => 0.83284596269695
1127 => 0.86216886831357
1128 => 0.86278841510282
1129 => 0.85241020814194
1130 => 0.85177869330519
1201 => 0.85377194147718
1202 => 0.86544645827844
1203 => 0.86136702338642
1204 => 0.86608784872213
1205 => 0.87199131309228
1206 => 0.89641054474424
1207 => 0.90229793882461
1208 => 0.88799462347317
1209 => 0.88928605270197
1210 => 0.88393622012575
1211 => 0.87876834889032
1212 => 0.89038496872058
1213 => 0.91161456978561
1214 => 0.9114825015392
1215 => 0.91640735634182
1216 => 0.91947550008414
1217 => 0.90630478112359
1218 => 0.89773112738102
1219 => 0.90101881178168
1220 => 0.90627589073479
1221 => 0.89931401193033
1222 => 0.85634207089322
1223 => 0.86937701274565
1224 => 0.86720736104532
1225 => 0.86411751318537
1226 => 0.87722424801422
1227 => 0.87596007146589
1228 => 0.83809307580746
1229 => 0.84051719801034
1230 => 0.83824049470756
1231 => 0.84559698884853
]
'min_raw' => 0.69741934323768
'max_raw' => 1.5623054222954
'avg_raw' => 1.1298623827665
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.697419'
'max' => '$1.56'
'avg' => '$1.12'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.1700693218588
'max_diff' => -1.1352949554778
'year' => 2034
]
9 => [
'items' => [
101 => 0.82456570135486
102 => 0.83103478374003
103 => 0.83509213156813
104 => 0.83748194060889
105 => 0.84611556957153
106 => 0.84510251286174
107 => 0.84605259654405
108 => 0.85885398910211
109 => 0.92359903975331
110 => 0.92712297000836
111 => 0.90976984861559
112 => 0.91670207833681
113 => 0.90339371318405
114 => 0.9123277078694
115 => 0.91844012013425
116 => 0.89081930445865
117 => 0.88918377901195
118 => 0.87582048550215
119 => 0.88300116249869
120 => 0.87157618908825
121 => 0.87437947793457
122 => 0.86654123793394
123 => 0.88064850935706
124 => 0.89642263085645
125 => 0.90040779688613
126 => 0.88992454078389
127 => 0.88233397248562
128 => 0.8690074350425
129 => 0.89116976381167
130 => 0.8976507041285
131 => 0.8911357221912
201 => 0.88962605852116
202 => 0.88676524859434
203 => 0.89023299287106
204 => 0.89761540753568
205 => 0.89413399711164
206 => 0.89643353003128
207 => 0.88767008180967
208 => 0.90630914117959
209 => 0.93591245319295
210 => 0.93600763268171
211 => 0.93252620349156
212 => 0.9311016776754
213 => 0.93467383529527
214 => 0.93661158426648
215 => 0.94816328698747
216 => 0.96055872424724
217 => 1.0184028213856
218 => 1.002160430376
219 => 1.0534831545179
220 => 1.0940727658925
221 => 1.1062438155752
222 => 1.0950470225593
223 => 1.0567433984908
224 => 1.0548640399569
225 => 1.1121058256882
226 => 1.0959323993792
227 => 1.0940086217832
228 => 1.0735428784349
301 => 1.0856406674854
302 => 1.0829947035562
303 => 1.0788179200489
304 => 1.1018996588179
305 => 1.1451066132724
306 => 1.1383724042284
307 => 1.1333456295681
308 => 1.1113197662784
309 => 1.1245842556335
310 => 1.1198610250387
311 => 1.14015502111
312 => 1.1281333074044
313 => 1.0958098697679
314 => 1.100957483751
315 => 1.100179432253
316 => 1.116191676948
317 => 1.1113851985389
318 => 1.0992408902024
319 => 1.1449589365993
320 => 1.1419902609634
321 => 1.1461991642814
322 => 1.1480520536866
323 => 1.175879822886
324 => 1.1872799695377
325 => 1.1898680024153
326 => 1.2006972600155
327 => 1.189598560621
328 => 1.2340012714375
329 => 1.2635264831604
330 => 1.2978215359301
331 => 1.3479358256677
401 => 1.3667792621922
402 => 1.3633753640451
403 => 1.4013714465777
404 => 1.4696495622834
405 => 1.3771763233753
406 => 1.4745508684881
407 => 1.4437232117485
408 => 1.370631392185
409 => 1.365925140701
410 => 1.415423769523
411 => 1.5252069641835
412 => 1.4977075190717
413 => 1.5252519434243
414 => 1.4931199093088
415 => 1.4915242829849
416 => 1.5236913622474
417 => 1.5988514962803
418 => 1.5631457339367
419 => 1.5119527682051
420 => 1.5497528574506
421 => 1.5170069219131
422 => 1.4432211641368
423 => 1.4976864907643
424 => 1.4612670779317
425 => 1.4718961987587
426 => 1.5484443875541
427 => 1.5392339069569
428 => 1.5511531217172
429 => 1.5301160196453
430 => 1.5104640490637
501 => 1.4737821865985
502 => 1.4629224955165
503 => 1.4659237234408
504 => 1.462921008257
505 => 1.4423978433315
506 => 1.4379658678198
507 => 1.4305790477978
508 => 1.4328685322001
509 => 1.4189791494682
510 => 1.4451912843761
511 => 1.4500564875956
512 => 1.4691314934709
513 => 1.4711119238598
514 => 1.5242355437069
515 => 1.4949759466013
516 => 1.5146058104918
517 => 1.512849930702
518 => 1.3722155135487
519 => 1.3915936954045
520 => 1.4217400651636
521 => 1.4081591664495
522 => 1.3889589531088
523 => 1.3734537513858
524 => 1.3499617852872
525 => 1.3830262764477
526 => 1.4265025663072
527 => 1.4722145543175
528 => 1.5271345127437
529 => 1.5148770173618
530 => 1.4711878638962
531 => 1.4731477274057
601 => 1.4852628324437
602 => 1.4695726706461
603 => 1.4649453356237
604 => 1.4846271076692
605 => 1.4847626452163
606 => 1.4667092178489
607 => 1.4466461370723
608 => 1.4465620720312
609 => 1.4429920405934
610 => 1.4937550099707
611 => 1.5216695104131
612 => 1.5248698629024
613 => 1.5214541011915
614 => 1.5227686923073
615 => 1.5065258595539
616 => 1.5436521585657
617 => 1.5777229219494
618 => 1.5685912295469
619 => 1.554901524489
620 => 1.5439970150248
621 => 1.5660224736674
622 => 1.5650417146654
623 => 1.577425343554
624 => 1.5768635506163
625 => 1.5726994019929
626 => 1.5685913782618
627 => 1.5848792280057
628 => 1.5801885888543
629 => 1.5754906638447
630 => 1.5660682560217
701 => 1.5673489177345
702 => 1.5536615763971
703 => 1.5473291860043
704 => 1.4521052280258
705 => 1.4266582749214
706 => 1.4346644043885
707 => 1.4373002300882
708 => 1.426225683486
709 => 1.4421037384959
710 => 1.4396291604416
711 => 1.4492562960711
712 => 1.4432416796915
713 => 1.4434885216457
714 => 1.4611762259668
715 => 1.4663110417801
716 => 1.4636994330144
717 => 1.4655285142732
718 => 1.5076789198748
719 => 1.5016864800924
720 => 1.4985031158917
721 => 1.4993849295308
722 => 1.5101552618769
723 => 1.5131703668954
724 => 1.5003951550641
725 => 1.5064200188164
726 => 1.5320731240045
727 => 1.5410502589804
728 => 1.569700964554
729 => 1.5575296356006
730 => 1.5798706366573
731 => 1.648539257297
801 => 1.7033965029711
802 => 1.6529475127776
803 => 1.75368585843
804 => 1.8321251105778
805 => 1.829114481433
806 => 1.8154367834884
807 => 1.7261357803336
808 => 1.6439596658275
809 => 1.712703474994
810 => 1.7128787171008
811 => 1.7069735629276
812 => 1.670297157517
813 => 1.70569730352
814 => 1.7085072385553
815 => 1.7069344221575
816 => 1.6788147081217
817 => 1.6358811021808
818 => 1.6442702260131
819 => 1.6580117819839
820 => 1.6319961497423
821 => 1.6236825788983
822 => 1.6391390888188
823 => 1.6889431842743
824 => 1.6795280085239
825 => 1.6792821402354
826 => 1.7195642547514
827 => 1.6907309541823
828 => 1.6443760397303
829 => 1.632670812485
830 => 1.5911251413499
831 => 1.6198208843835
901 => 1.6208535930892
902 => 1.6051372278931
903 => 1.6456513361481
904 => 1.6452779915082
905 => 1.6837401075671
906 => 1.7572652277607
907 => 1.7355202317681
908 => 1.7102331672774
909 => 1.7129825723218
910 => 1.7431367595487
911 => 1.7249048495982
912 => 1.7314611715338
913 => 1.7431268357702
914 => 1.7501650206462
915 => 1.7119698858297
916 => 1.7030647728194
917 => 1.6848480368704
918 => 1.6800956304928
919 => 1.6949327818186
920 => 1.6910237166485
921 => 1.6207667979214
922 => 1.6134245590086
923 => 1.6136497349937
924 => 1.5951873261431
925 => 1.56702772116
926 => 1.6410294817329
927 => 1.6350861047049
928 => 1.6285250764469
929 => 1.6293287649718
930 => 1.6614504210841
1001 => 1.6428182383564
1002 => 1.6923549498926
1003 => 1.6821716912106
1004 => 1.6717272703684
1005 => 1.6702835332632
1006 => 1.666263322315
1007 => 1.6524765231192
1008 => 1.6358281346321
1009 => 1.6248354264942
1010 => 1.4988247924652
1011 => 1.5222116331708
1012 => 1.5491160616251
1013 => 1.5584033625148
1014 => 1.5425167916813
1015 => 1.6531038217655
1016 => 1.673309137805
1017 => 1.6121059175612
1018 => 1.6006572939646
1019 => 1.6538543916225
1020 => 1.6217700386541
1021 => 1.6362176208312
1022 => 1.6049898505692
1023 => 1.6684422688518
1024 => 1.6679588677364
1025 => 1.6432744438866
1026 => 1.6641375498928
1027 => 1.6605120718084
1028 => 1.632643418077
1029 => 1.6693257548835
1030 => 1.6693439488649
1031 => 1.6455857275951
1101 => 1.6178413264954
1102 => 1.6128812828723
1103 => 1.6091445562904
1104 => 1.6352986151575
1105 => 1.6587482625563
1106 => 1.7023822427047
1107 => 1.7133528620318
1108 => 1.756171919621
1109 => 1.7306752556487
1110 => 1.7419775965505
1111 => 1.7542478864132
1112 => 1.7601307145983
1113 => 1.7505449617606
1114 => 1.8170605832239
1115 => 1.8226765396613
1116 => 1.824559521277
1117 => 1.8021308279655
1118 => 1.8220527571271
1119 => 1.8127319462174
1120 => 1.8369821068088
1121 => 1.8407848416311
1122 => 1.8375640605228
1123 => 1.8387711085775
1124 => 1.7820117598183
1125 => 1.7790684881557
1126 => 1.7389367701914
1127 => 1.7552907419005
1128 => 1.7247177756565
1129 => 1.734412778189
1130 => 1.7386862429279
1201 => 1.7364540274653
1202 => 1.7562153709237
1203 => 1.7394141920083
1204 => 1.695073118481
1205 => 1.6507199642579
1206 => 1.6501631465359
1207 => 1.6384857439272
1208 => 1.630045120664
1209 => 1.6316710841517
1210 => 1.63740119156
1211 => 1.6297120764047
1212 => 1.6313529389711
1213 => 1.6586021905839
1214 => 1.6640668336621
1215 => 1.6454958413086
1216 => 1.5709306272277
1217 => 1.5526321366596
1218 => 1.5657847288051
1219 => 1.559498636895
1220 => 1.2586371138525
1221 => 1.3293200659493
1222 => 1.2873226559796
1223 => 1.3066769947015
1224 => 1.2638085142991
1225 => 1.2842676000767
1226 => 1.2804895539798
1227 => 1.3941456492908
1228 => 1.3923710656914
1229 => 1.3932204649515
1230 => 1.3526764251654
1231 => 1.4172641814354
]
'min_raw' => 0.82456570135486
'max_raw' => 1.8407848416311
'avg_raw' => 1.332675271493
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.824565'
'max' => '$1.84'
'avg' => '$1.33'
'bar_min_pct' => 61.631153054958
'bar_max_pct' => 60.119598047091
'min_diff' => 0.12714635811719
'max_diff' => 0.27847941933569
'year' => 2035
]
10 => [
'items' => [
101 => 1.4490824326746
102 => 1.4431937211855
103 => 1.444675783
104 => 1.4192090507215
105 => 1.3934670385875
106 => 1.3649151854637
107 => 1.4179609994521
108 => 1.4120632104588
109 => 1.4255906164519
110 => 1.4599946186164
111 => 1.4650607386232
112 => 1.4718696552879
113 => 1.4694291433553
114 => 1.5275720388164
115 => 1.5205305505369
116 => 1.5374985113161
117 => 1.502594128631
118 => 1.4630965064684
119 => 1.470603713167
120 => 1.4698807087928
121 => 1.4606760332832
122 => 1.4523664638021
123 => 1.4385333718226
124 => 1.482303321758
125 => 1.4805263417239
126 => 1.5092935829621
127 => 1.5042086936432
128 => 1.470250558288
129 => 1.4714633797355
130 => 1.4796201868323
131 => 1.5078509893271
201 => 1.5162318136071
202 => 1.5123494818825
203 => 1.5215386731064
204 => 1.5288014351763
205 => 1.522450764203
206 => 1.6123628728058
207 => 1.5750250966635
208 => 1.5932232689607
209 => 1.5975634258237
210 => 1.5864462052827
211 => 1.5888571323403
212 => 1.5925090298941
213 => 1.6146826367261
214 => 1.672872597038
215 => 1.6986445343477
216 => 1.7761806793089
217 => 1.6965045337168
218 => 1.69177688097
219 => 1.7057434820448
220 => 1.7512654071715
221 => 1.7881566518297
222 => 1.8003956059898
223 => 1.8020131858252
224 => 1.8249742774598
225 => 1.8381351469858
226 => 1.8221861969987
227 => 1.8086711318093
228 => 1.7602618458527
229 => 1.7658653525163
301 => 1.8044679566982
302 => 1.8589964087873
303 => 1.9057874933982
304 => 1.8894028864014
305 => 2.014405872057
306 => 2.0267994074934
307 => 2.0250870216271
308 => 2.0533213397564
309 => 1.9972819680885
310 => 1.9733240509888
311 => 1.8115932423058
312 => 1.8570330026318
313 => 1.9230823628491
314 => 1.914340482352
315 => 1.8663736714576
316 => 1.9057511062708
317 => 1.8927316948754
318 => 1.8824627449319
319 => 1.9295067953569
320 => 1.8777799294515
321 => 1.9225663477927
322 => 1.8651273030139
323 => 1.889477729906
324 => 1.8756552499044
325 => 1.8846000884849
326 => 1.8323087449167
327 => 1.8605238846055
328 => 1.8311349023429
329 => 1.8311209681387
330 => 1.8304722047264
331 => 1.8650482120277
401 => 1.8661757343844
402 => 1.8406240127473
403 => 1.8369416104665
404 => 1.8505573817239
405 => 1.8346168795577
406 => 1.8420753401929
407 => 1.8348427887323
408 => 1.8332145890576
409 => 1.8202408170348
410 => 1.8146513593261
411 => 1.8168431297163
412 => 1.8093614874395
413 => 1.804853527345
414 => 1.8295754579999
415 => 1.8163675277308
416 => 1.8275511532577
417 => 1.8148060004837
418 => 1.7706257481702
419 => 1.745217217867
420 => 1.6617648167583
421 => 1.6854318141903
422 => 1.7011230579731
423 => 1.6959371019965
424 => 1.7070785421327
425 => 1.7077625360701
426 => 1.7041403403082
427 => 1.699946301648
428 => 1.6979048755731
429 => 1.7131199930264
430 => 1.7219528808253
501 => 1.7026978842084
502 => 1.6981867079071
503 => 1.7176545725843
504 => 1.7295299587912
505 => 1.8172111383396
506 => 1.8107154333522
507 => 1.8270183781529
508 => 1.8251829167575
509 => 1.8422710001714
510 => 1.8702027945903
511 => 1.8134096466841
512 => 1.8232669734013
513 => 1.8208501845292
514 => 1.8472360517192
515 => 1.8473184255164
516 => 1.8314987800642
517 => 1.8400748665083
518 => 1.8352879303278
519 => 1.8439385709992
520 => 1.8106286792519
521 => 1.8511965318195
522 => 1.8741958900906
523 => 1.8745152362025
524 => 1.8854167494888
525 => 1.8964933183608
526 => 1.9177538277448
527 => 1.8959003742933
528 => 1.8565881389248
529 => 1.8594263553407
530 => 1.836377606128
531 => 1.8367650597663
601 => 1.8346968018795
602 => 1.8409037994891
603 => 1.8119907661774
604 => 1.8187765973051
605 => 1.8092763939886
606 => 1.8232463218147
607 => 1.8082169887856
608 => 1.8208490190804
609 => 1.8263005845972
610 => 1.8464169787181
611 => 1.8052457810178
612 => 1.7212949218619
613 => 1.7389424102623
614 => 1.7128403887379
615 => 1.7152562302073
616 => 1.720136614454
617 => 1.7043176923482
618 => 1.7073354441744
619 => 1.7072276288436
620 => 1.7062985345691
621 => 1.7021834219736
622 => 1.6962156945599
623 => 1.7199892838064
624 => 1.7240288798782
625 => 1.7330084015456
626 => 1.7597253671602
627 => 1.7570557122659
628 => 1.7614100301615
629 => 1.7519045786439
630 => 1.7156971608409
701 => 1.7176633978268
702 => 1.6931443911065
703 => 1.7323813954175
704 => 1.7230895548935
705 => 1.7170990448607
706 => 1.7154644786966
707 => 1.7422476705013
708 => 1.7502616212644
709 => 1.7452678649451
710 => 1.735025525043
711 => 1.7546938455309
712 => 1.7599562583537
713 => 1.7611343185144
714 => 1.7959828113926
715 => 1.7630819621478
716 => 1.7710015235674
717 => 1.8327876810241
718 => 1.7767561621177
719 => 1.8064373073344
720 => 1.8049845697293
721 => 1.820168439267
722 => 1.8037390492433
723 => 1.8039427112231
724 => 1.8174249587281
725 => 1.7984915736434
726 => 1.7938034012357
727 => 1.7873267246317
728 => 1.801468311052
729 => 1.8099455525421
730 => 1.8782658931041
731 => 1.9224039488932
801 => 1.9204877994855
802 => 1.93799781819
803 => 1.9301093943903
804 => 1.9046355930798
805 => 1.9481162657176
806 => 1.9343571615864
807 => 1.9354914454137
808 => 1.935449227313
809 => 1.9445978287185
810 => 1.9381152061657
811 => 1.9253372916865
812 => 1.9338198676381
813 => 1.9590100856378
814 => 2.0372012952393
815 => 2.080958132028
816 => 2.0345670787219
817 => 2.0665670060915
818 => 2.0473784524097
819 => 2.0438913213957
820 => 2.0639896405598
821 => 2.0841231391711
822 => 2.0828407223491
823 => 2.0682248362239
824 => 2.0599686930161
825 => 2.122486975396
826 => 2.1685493808824
827 => 2.1654082336345
828 => 2.1792722360309
829 => 2.219977375864
830 => 2.2236989437169
831 => 2.2232301117067
901 => 2.2140058174778
902 => 2.2540853138739
903 => 2.2875203348992
904 => 2.2118706598793
905 => 2.2406770657999
906 => 2.2536091895021
907 => 2.2725973838851
908 => 2.3046336506002
909 => 2.3394335334528
910 => 2.3443546184495
911 => 2.3408628731487
912 => 2.3179114149364
913 => 2.3559898620026
914 => 2.3782953232446
915 => 2.3915777149628
916 => 2.4252596503809
917 => 2.2536890538955
918 => 2.1322428580912
919 => 2.113277280912
920 => 2.1518445278903
921 => 2.1620144033505
922 => 2.1579149393044
923 => 2.0212162045216
924 => 2.1125575903638
925 => 2.2108332413282
926 => 2.2146084093219
927 => 2.2638072550416
928 => 2.2798284159367
929 => 2.3194399353812
930 => 2.3169622240549
1001 => 2.3266069986827
1002 => 2.32438983202
1003 => 2.3977618306014
1004 => 2.4787020408839
1005 => 2.4758993387759
1006 => 2.4642632259067
1007 => 2.4815448377696
1008 => 2.5650838088612
1009 => 2.5573928790878
1010 => 2.5648639622508
1011 => 2.6633611172179
1012 => 2.791421429732
1013 => 2.7319245575241
1014 => 2.8610156504516
1015 => 2.9422716506247
1016 => 3.0827955008968
1017 => 3.0652012227482
1018 => 3.1199061264475
1019 => 3.0337037928255
1020 => 2.8357658104634
1021 => 2.8044413670785
1022 => 2.8671536959964
1023 => 3.0213258372615
1024 => 2.8622982666159
1025 => 2.8944693370396
1026 => 2.8852040665933
1027 => 2.8847103597061
1028 => 2.9035531435401
1029 => 2.8762207028153
1030 => 2.7648634222901
1031 => 2.8158978077222
1101 => 2.7961909806344
1102 => 2.8180571745296
1103 => 2.9360600046778
1104 => 2.8838881406332
1105 => 2.8289293199602
1106 => 2.8978598774227
1107 => 2.9856321641819
1108 => 2.9801395322185
1109 => 2.9694815304674
1110 => 3.0295601283035
1111 => 3.1287923705512
1112 => 3.1556144468834
1113 => 3.1754139552785
1114 => 3.1781439729708
1115 => 3.2062648518976
1116 => 3.0550517985343
1117 => 3.2950307976485
1118 => 3.3364685415094
1119 => 3.3286799630821
1120 => 3.3747362714167
1121 => 3.3611853371689
1122 => 3.3415521595203
1123 => 3.4145612046884
1124 => 3.3308622259293
1125 => 3.2120620629891
1126 => 3.1468859439994
1127 => 3.2327151150926
1128 => 3.285127994854
1129 => 3.319769574291
1130 => 3.3302520952977
1201 => 3.0667900374185
1202 => 2.9247986004972
1203 => 3.0158134836286
1204 => 3.1268579225606
1205 => 3.0544349410692
1206 => 3.0572737848289
1207 => 2.9540176456468
1208 => 3.1359937997065
1209 => 3.1094814047203
1210 => 3.247027756808
1211 => 3.2142012160038
1212 => 3.3263649266126
1213 => 3.296828462594
1214 => 3.4194326733737
1215 => 3.4683428124302
1216 => 3.5504705481614
1217 => 3.6108840448853
1218 => 3.6463600056876
1219 => 3.644230162068
1220 => 3.7848035928203
1221 => 3.7019123519673
1222 => 3.5977814174904
1223 => 3.5958980174146
1224 => 3.6498289039269
1225 => 3.7628532468406
1226 => 3.7921588145208
1227 => 3.8085366289149
1228 => 3.7834534360544
1229 => 3.6934809349773
1230 => 3.6546312651831
1231 => 3.687732309431
]
'min_raw' => 1.3649151854637
'max_raw' => 3.8085366289149
'avg_raw' => 2.5867259071893
'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' => 0.54034948410882
'max_diff' => 1.9677517872838
'year' => 2036
]
11 => [
'items' => [
101 => 3.6472525767209
102 => 3.7171319519855
103 => 3.8130912596529
104 => 3.7932760420838
105 => 3.8595153435539
106 => 3.9280660519976
107 => 4.0260966438771
108 => 4.0517254706567
109 => 4.0940889467464
110 => 4.1376948793197
111 => 4.1516999296494
112 => 4.1784399162407
113 => 4.1782989833121
114 => 4.2588817327136
115 => 4.3477670007435
116 => 4.3813191317262
117 => 4.4584704068454
118 => 4.3263515519069
119 => 4.4265652210497
120 => 4.5169604591274
121 => 4.409187529733
122 => 4.5577274050312
123 => 4.5634948717905
124 => 4.650576772403
125 => 4.5623025832587
126 => 4.509885651526
127 => 4.6612113694015
128 => 4.7344331175661
129 => 4.7123781311206
130 => 4.5445385952812
131 => 4.4468487864464
201 => 4.1911757137688
202 => 4.4940315126102
203 => 4.6415437378011
204 => 4.5441565742543
205 => 4.5932729948743
206 => 4.8612362597241
207 => 4.9632593216423
208 => 4.9420392379584
209 => 4.9456250827886
210 => 5.0006748751502
211 => 5.2447959709555
212 => 5.0985129516662
213 => 5.2103408387927
214 => 5.2696539468992
215 => 5.3247472672639
216 => 5.1894554848709
217 => 5.0134428638086
218 => 4.957692278211
219 => 4.5344733401308
220 => 4.512442956457
221 => 4.500076634512
222 => 4.4221087238996
223 => 4.3608473033663
224 => 4.3121299472675
225 => 4.1842810566303
226 => 4.2274263041768
227 => 4.0236618566383
228 => 4.1540231292048
301 => 3.8288101508687
302 => 4.0996571829828
303 => 3.9522474573065
304 => 4.0512291235263
305 => 4.0508837858175
306 => 3.8686271561411
307 => 3.7635053357425
308 => 3.8304930511029
309 => 3.9023091994608
310 => 3.9139611279133
311 => 4.0070726388525
312 => 4.0330580601304
313 => 3.954321020515
314 => 3.8220708347476
315 => 3.8527895365958
316 => 3.76288282223
317 => 3.6053247635158
318 => 3.7184857119841
319 => 3.7571238351269
320 => 3.7741886314721
321 => 3.619248376392
322 => 3.5705627843292
323 => 3.5446429836267
324 => 3.8020699934732
325 => 3.8161724261812
326 => 3.744022386564
327 => 4.0701474071813
328 => 3.9963352709276
329 => 4.0788015115354
330 => 3.8500021363813
331 => 3.8587425806314
401 => 3.7504252897608
402 => 3.8110757348843
403 => 3.7682099551261
404 => 3.8061757782777
405 => 3.8289323361358
406 => 3.9372318532049
407 => 4.1008937895039
408 => 3.9210555168254
409 => 3.8426974060879
410 => 3.8913103372867
411 => 4.0207729792063
412 => 4.2169155087852
413 => 4.1007951835382
414 => 4.1523274120318
415 => 4.1635849114484
416 => 4.0779620826193
417 => 4.2200725446152
418 => 4.2962306957021
419 => 4.3743532000085
420 => 4.4421847815548
421 => 4.3431493538378
422 => 4.4491314576659
423 => 4.3637285903403
424 => 4.287113389563
425 => 4.2872295831972
426 => 4.2391677485801
427 => 4.1460418878287
428 => 4.1288680502991
429 => 4.2182085219447
430 => 4.2898511196303
501 => 4.2957519471206
502 => 4.3354169703289
503 => 4.3588903224814
504 => 4.5889610840503
505 => 4.6814974475985
506 => 4.7946491613215
507 => 4.8387281306978
508 => 4.9713900253352
509 => 4.8642547711432
510 => 4.8410753849864
511 => 4.519281021971
512 => 4.5719748308875
513 => 4.6563427031591
514 => 4.5206722171101
515 => 4.606723913467
516 => 4.623712341152
517 => 4.5160621859091
518 => 4.573562785113
519 => 4.4208582413671
520 => 4.1042223312642
521 => 4.2204250508983
522 => 4.3059893659616
523 => 4.1838785383624
524 => 4.4027574704923
525 => 4.2748929169203
526 => 4.2343659920189
527 => 4.0762560090868
528 => 4.1508778348194
529 => 4.2518049226044
530 => 4.1894437163866
531 => 4.3188525828708
601 => 4.5021300498964
602 => 4.6327444872607
603 => 4.6427714419156
604 => 4.558795109178
605 => 4.6933677183198
606 => 4.6943479328611
607 => 4.542549480004
608 => 4.4495737728463
609 => 4.4284494965575
610 => 4.4812220803852
611 => 4.5452977395085
612 => 4.646327195053
613 => 4.707377179124
614 => 4.8665631591715
615 => 4.9096343211526
616 => 4.9569564698095
617 => 5.0201934540253
618 => 5.0961256672063
619 => 4.9299903075896
620 => 4.9365911751422
621 => 4.7818882285677
622 => 4.6165659435062
623 => 4.7420249501542
624 => 4.9060459122341
625 => 4.8684193223059
626 => 4.8641855622975
627 => 4.8713055722845
628 => 4.8429363522482
629 => 4.7146234214363
630 => 4.650185470864
701 => 4.7333268669767
702 => 4.7775128188128
703 => 4.8460413766906
704 => 4.8375937854698
705 => 5.0141159911333
706 => 5.0827071824997
707 => 5.0651586205656
708 => 5.0683879782912
709 => 5.1925690539177
710 => 5.3306839498005
711 => 5.4600467756604
712 => 5.5916401983877
713 => 5.4329991911112
714 => 5.3524510712333
715 => 5.4355561704133
716 => 5.3914594349994
717 => 5.6448523566291
718 => 5.6623967327439
719 => 5.9157713311812
720 => 6.1562539963841
721 => 6.0052111430646
722 => 6.1476377506253
723 => 6.301683738914
724 => 6.5988634433836
725 => 6.4987837738263
726 => 6.4221243153938
727 => 6.3496814975908
728 => 6.5004235014653
729 => 6.6943506812875
730 => 6.7361207384097
731 => 6.8038041883377
801 => 6.7326433166769
802 => 6.8183487484794
803 => 7.1209265836173
804 => 7.0391673816346
805 => 6.9230561713716
806 => 7.1619123123288
807 => 7.2483534212115
808 => 7.8550423929102
809 => 8.6210122807512
810 => 8.3038957175555
811 => 8.1070512334925
812 => 8.1533143564609
813 => 8.4330206297834
814 => 8.5228534073412
815 => 8.2786569507236
816 => 8.3649112674971
817 => 8.8401810332561
818 => 9.0951480141061
819 => 8.7488686074777
820 => 7.7934974582304
821 => 6.9126016272877
822 => 7.14625486891
823 => 7.1197658424143
824 => 7.6303839146115
825 => 7.0372174517069
826 => 7.047204853682
827 => 7.5683819668584
828 => 7.4293408483007
829 => 7.2041120432782
830 => 6.9142460468175
831 => 6.3784019430006
901 => 5.9037898771316
902 => 6.8346134349316
903 => 6.7944746305265
904 => 6.7363476935103
905 => 6.8657029018483
906 => 7.4938150754212
907 => 7.4793350568197
908 => 7.387220566247
909 => 7.4570885954865
910 => 7.1918638399455
911 => 7.2602182985038
912 => 6.9124620888875
913 => 7.0696624192163
914 => 7.203628803418
915 => 7.2305245384527
916 => 7.2911220028162
917 => 6.7733233045263
918 => 7.0057997182874
919 => 7.1423578312778
920 => 6.5253833087604
921 => 7.130162228692
922 => 6.7643095811872
923 => 6.6401336977018
924 => 6.8073201658863
925 => 6.7421674366406
926 => 6.6861529459318
927 => 6.6548958976652
928 => 6.7776591882027
929 => 6.7719321339653
930 => 6.5710675633179
1001 => 6.3090479191957
1002 => 6.3969903122648
1003 => 6.3650400163985
1004 => 6.2492480225088
1005 => 6.3272778456118
1006 => 5.9836739946559
1007 => 5.3925214280604
1008 => 5.7830549210462
1009 => 5.7680198063849
1010 => 5.7604384197846
1011 => 6.0539135462105
1012 => 6.0257026844278
1013 => 5.9744996940506
1014 => 6.2483076394366
1015 => 6.1483640561342
1016 => 6.4563666302026
1017 => 6.6592370458415
1018 => 6.6077825462651
1019 => 6.7985831527313
1020 => 6.3990163273824
1021 => 6.5317363989247
1022 => 6.5590898217275
1023 => 6.2449288918927
1024 => 6.030318330305
1025 => 6.0160062525867
1026 => 5.6439011139508
1027 => 5.8426766754824
1028 => 6.0175909437385
1029 => 5.9338205831393
1030 => 5.907301389542
1031 => 6.0427821983195
1101 => 6.0533102174762
1102 => 5.8132702649946
1103 => 5.8631821721922
1104 => 6.0713231223704
1105 => 5.8579375542824
1106 => 5.4433642518221
1107 => 5.3405443408876
1108 => 5.326826269422
1109 => 5.0479705162177
1110 => 5.3474152589888
1111 => 5.216699604149
1112 => 5.6296287915739
1113 => 5.3937658543005
1114 => 5.3835982744879
1115 => 5.3682284863415
1116 => 5.1282058201724
1117 => 5.1807555298273
1118 => 5.3554387682667
1119 => 5.4177677156894
1120 => 5.4112662958272
1121 => 5.3545827251002
1122 => 5.3805321735121
1123 => 5.2969399587901
1124 => 5.2674218079502
1125 => 5.1742544042926
1126 => 5.037324059068
1127 => 5.0563650634141
1128 => 4.7850702197504
1129 => 4.6372543902153
1130 => 4.5963409167813
1201 => 4.5416297102136
1202 => 4.6025206931441
1203 => 4.7843016755447
1204 => 4.5650352437828
1205 => 4.1891183262788
1206 => 4.211711573552
1207 => 4.2624718921797
1208 => 4.1678803742302
1209 => 4.0783574409553
1210 => 4.1561903682126
1211 => 3.996909414641
1212 => 4.2817202344451
1213 => 4.2740168999425
1214 => 4.3801767609825
1215 => 4.4465607007105
1216 => 4.2935672116932
1217 => 4.2550897629437
1218 => 4.277008266454
1219 => 3.9147442274997
1220 => 4.3505720603292
1221 => 4.3543411175257
1222 => 4.3220681615487
1223 => 4.5541330278556
1224 => 5.0438622786103
1225 => 4.859606435163
1226 => 4.7882570034178
1227 => 4.6526216815141
1228 => 4.8333476947222
1229 => 4.8194707566728
1230 => 4.756713980141
1231 => 4.7187584858815
]
'min_raw' => 3.5446429836267
'max_raw' => 9.0951480141061
'avg_raw' => 6.3198954988664
'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' => 2.179727798163
'max_diff' => 5.2866113851912
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.11126229288323
]
1 => [
'year' => 2028
'avg' => 0.19095839426203
]
2 => [
'year' => 2029
'avg' => 0.52166391622188
]
3 => [
'year' => 2030
'avg' => 0.40246293447997
]
4 => [
'year' => 2031
'avg' => 0.39526847834171
]
5 => [
'year' => 2032
'avg' => 0.69303003810124
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.11126229288323
'min' => '$0.111262'
'max_raw' => 0.69303003810124
'max' => '$0.69303'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.69303003810124
]
1 => [
'year' => 2033
'avg' => 1.7825445214348
]
2 => [
'year' => 2034
'avg' => 1.1298623827665
]
3 => [
'year' => 2035
'avg' => 1.332675271493
]
4 => [
'year' => 2036
'avg' => 2.5867259071893
]
5 => [
'year' => 2037
'avg' => 6.3198954988664
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.69303003810124
'min' => '$0.69303'
'max_raw' => 6.3198954988664
'max' => '$6.31'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 6.3198954988664
]
]
]
]
'prediction_2025_max_price' => '$0.190238'
'last_price' => 0.18446
'sma_50day_nextmonth' => '$0.174135'
'sma_200day_nextmonth' => '$0.1816014'
'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' => '$0.18357'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.183133'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.181767'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.180883'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.18339'
'daily_sma50_action' => 'BUY'
'daily_sma100' => '$0.184337'
'daily_sma100_action' => 'BUY'
'daily_sma200' => '$0.183294'
'daily_sma200_action' => 'BUY'
'daily_ema3' => '$0.183695'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.183173'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.1823075'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.181965'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$0.182856'
'daily_ema50_action' => 'BUY'
'daily_ema100' => '$0.183389'
'daily_ema100_action' => 'BUY'
'daily_ema200' => '$0.182426'
'daily_ema200_action' => 'BUY'
'weekly_sma21' => '$0.183821'
'weekly_sma21_action' => 'BUY'
'weekly_sma50' => '$0.179063'
'weekly_sma50_action' => 'BUY'
'weekly_sma100' => '$0.180355'
'weekly_sma100_action' => 'BUY'
'weekly_sma200' => '$0.1885049'
'weekly_sma200_action' => 'SELL'
'weekly_ema3' => '$0.183245'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$0.183015'
'weekly_ema5_action' => 'BUY'
'weekly_ema10' => '$0.18321'
'weekly_ema10_action' => 'BUY'
'weekly_ema21' => '$0.18281'
'weekly_ema21_action' => 'BUY'
'weekly_ema50' => '$0.181139'
'weekly_ema50_action' => 'BUY'
'weekly_ema100' => '$0.18250031'
'weekly_ema100_action' => 'BUY'
'weekly_ema200' => '$0.187481'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '63.52'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 100.38
'stoch_rsi_14_action' => 'SELL'
'momentum_10' => 0
'momentum_10_action' => 'BUY'
'vwma_10' => '0.182036'
'vwma_10_action' => 'BUY'
'hma_9' => '0.184231'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 100
'stochastic_fast_14_action' => 'SELL'
'cci_20' => 188.48
'cci_20_action' => 'SELL'
'adx_14' => 20.25
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '0.000962'
'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' => 84.5
'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' => 1767701974
'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 $0.06373 na extremidade inferior e $0.190238 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 $0.111262 na extremidade inferior e $0.69303 na extremidade superior. Considerando a volatilidade de preços no mercado, se Brazilian Digital Token atingir a meta de preço superior, poderia ganhar 275.71% até 2032 em comparação com o preço de hoje.
| Previsão de Preço de Brazilian Digital Token | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2027 | $0.061352 | $0.111262 | $0.161172 |
| 2028 | $0.110722 | $0.190958 | $0.271194 |
| 2029 | $0.243225 | $0.521663 | $0.8001021 |
| 2030 | $0.206853 | $0.402462 | $0.598072 |
| 2031 | $0.244564 | $0.395268 | $0.545972 |
| 2032 | $0.3733089 | $0.69303 | $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 $0.69303 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 | $0.3733089 | $0.69303 | $1.01 |
| 2033 | $0.867488 | $1.78 | $2.69 |
| 2034 | $0.697419 | $1.12 | $1.56 |
| 2035 | $0.824565 | $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 $0.1816014 até 4 de fev. de 2026. O SMA de 50 dias de curto prazo para Brazilian Digital Token é esperado para alcançar $0.174135 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 63.52, 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 | $0.18357 | BUY |
| SMA 5 | $0.183133 | BUY |
| SMA 10 | $0.181767 | BUY |
| SMA 21 | $0.180883 | BUY |
| SMA 50 | $0.18339 | BUY |
| SMA 100 | $0.184337 | BUY |
| SMA 200 | $0.183294 | BUY |
Média Móvel Exponencial Diária (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 3 | $0.183695 | BUY |
| EMA 5 | $0.183173 | BUY |
| EMA 10 | $0.1823075 | BUY |
| EMA 21 | $0.181965 | BUY |
| EMA 50 | $0.182856 | BUY |
| EMA 100 | $0.183389 | BUY |
| EMA 200 | $0.182426 | BUY |
Média Móvel Simples Semanal (SMA)
| Período | Valor | Ação |
|---|---|---|
| SMA 21 | $0.183821 | BUY |
| SMA 50 | $0.179063 | BUY |
| SMA 100 | $0.180355 | BUY |
| SMA 200 | $0.1885049 | SELL |
Média Móvel Exponencial Semanal (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 21 | $0.18281 | BUY |
| EMA 50 | $0.181139 | BUY |
| EMA 100 | $0.18250031 | BUY |
| EMA 200 | $0.187481 | SELL |
Osciladores de Brazilian Digital Token
Um oscilador é uma ferramenta de análise técnica que define limites altos e baixos entre dois extremos, criando um indicador de tendência que flutua dentro desses limites. Os traders usam esse indicador para identificar condições de sobrecompra ou sobrevenda de curto prazo.
| Período | Valor | Ação |
|---|---|---|
| RSI (14) | 63.52 | NEUTRAL |
| Stoch RSI (14) | 100.38 | SELL |
| Estocástico Rápido (14) | 100 | SELL |
| Índice de Canal de Commodities (20) | 188.48 | SELL |
| Índice Direcional Médio (14) | 20.25 | NEUTRAL |
| Oscilador Impressionante (5, 34) | 0.000962 | NEUTRAL |
| Momentum (10) | 0 | BUY |
| MACD (12, 26) | 0 | BUY |
| Williams Percent Range (14) | -0 | SELL |
| Oscilador Ultimate (7, 14, 28) | 84.5 | SELL |
| VWMA (10) | 0.182036 | BUY |
| Média Móvel de Hull (9) | 0.184231 | BUY |
| Nuvem Ichimoku B/L (9, 26, 52, 26) | -0.000157 | SELL |
Previsão do preço de Brazilian Digital Token com base nos fluxos financeiros mundiais
Definições dos fluxos financeiros mundiais, usadas na previsão do preço do Brazilian Digital Token
M0: o total de todas as moedas físicas, mais as contas no Banco Central que podem ser trocadas por moedas físicas.
M1: o valor de M0, mais o valor em contas de demanda, incluindo contas 'correntes'.
M2: o valor de M1, mais a maioria das contas de poupança, do mercado de moedas e de certificados de depósito (CD) de menos de US$ 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 | $0.259197 | $0.364215 | $0.511783 | $0.71914 | $1.01 | $1.41 |
| Amazon.com stock | $0.384886 | $0.803089 | $1.67 | $3.49 | $7.29 | $15.22 |
| Apple stock | $0.261642 | $0.371119 | $0.5264051 | $0.746665 | $1.05 | $1.50 |
| Netflix stock | $0.291048 | $0.459229 | $0.724592 | $1.14 | $1.80 | $2.84 |
| Google stock | $0.238874 | $0.309341 | $0.400596 | $0.51877 | $0.6718055 | $0.869985 |
| Tesla stock | $0.418156 | $0.94793 | $2.14 | $4.87 | $11.04 | $25.03 |
| Kodak stock | $0.138325 | $0.103729 | $0.077785 | $0.058331 | $0.043742 | $0.032802 |
| Nokia stock | $0.122197 | $0.08095 | $0.053626 | $0.035525 | $0.023533 | $0.01559 |
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 | $0.189254 | $0.194174 | $0.199221 | $0.204399 |
| Se Brazilian Digital Token tiver 2% da média anterior do crescimento anual do Bitcoin | $0.194049 | $0.204137 | $0.214749 | $0.225913 |
| Se Brazilian Digital Token tiver 5% da média anterior do crescimento anual do Bitcoin | $0.208433 | $0.235522 | $0.266132 | $0.300721 |
| Se Brazilian Digital Token tiver 10% da média anterior do crescimento anual do Bitcoin | $0.232407 | $0.292817 | $0.368929 | $0.464826 |
| Se Brazilian Digital Token tiver 20% da média anterior do crescimento anual do Bitcoin | $0.280354 | $0.42610026 | $0.647614 | $0.984286 |
| Se Brazilian Digital Token tiver 50% da média anterior do crescimento anual do Bitcoin | $0.424195 | $0.9755054 | $2.24 | $5.15 |
| Se Brazilian Digital Token tiver 100% da média anterior do crescimento anual do Bitcoin | $0.66393 | $2.38 | $8.60 | $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 0.5087% 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 $0.190238 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 $0.598072. 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 $0.1860385 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 $0.1630294 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 $0.06373 e $0.190238. 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 $0.598072 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 $0.598072, enquanto seu pico mais baixo está previsto para cerca de $0.206853.
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 $0.190238 se o melhor cenário ocorrer. O preço ficará entre $0.190238 e $0.06373 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 $0.161172 em 2027, assumindo as condições mais favoráveis. O preço está projetado para flutuar entre $0.161172 e $0.061352 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 $0.271194 no melhor cenário. O preço é esperado para variar entre $0.271194 e $0.110722 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 $0.8001021 sob condições ótimas. A faixa de preço prevista para 2029 está entre $0.8001021 e $0.243225.
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 $0.598072 no melhor cenário. O preço está previsto para variar entre $0.598072 e $0.206853 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 $0.545972 sob condições ideais. O preço provavelmente oscilará entre $0.545972 e $0.244564 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 $0.3733089 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 $0.867488.
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 $0.697419.
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 $0.824565.
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