Previsão de Preço Beldex - Projeção BDX
$0.09074
-0.0749%
Add to portfolio
Add to favorites
Sentiment
Altista 48.57%
Baixista 51.43%
SMA 50
$0.08873
SMA 200
$0.078748
RSI (14)
41.73
Momentum (10)
-0.01
MACD (12, 26)
-0
Hull Moving Average (9)
0.0911011
Previsão de Preço Beldex até $0.093583 até 2026
| Ano | Preço Mínimo | Preço Máximo |
|---|---|---|
| 2026 | $0.03135 | $0.093583 |
| 2027 | $0.03018 | $0.079285 |
| 2028 | $0.054467 | $0.1334079 |
| 2029 | $0.119649 | $0.393592 |
| 2030 | $0.101756 | $0.2942086 |
| 2031 | $0.1203079 | $0.268579 |
| 2032 | $0.183641 | $0.49820043 |
| 2033 | $0.426741 | $1.32 |
| 2034 | $0.343079 | $0.768541 |
| 2035 | $0.405626 | $0.905533 |
Calculadora de lucro do investimento
Se você abrir um short de $10,000.00 em Beldex hoje e fechar em Apr 06, 2026, nossa previsão mostra que pode lucrar cerca de $3,954.44, com um retorno de 39.54% nos próximos 90 dias.
$
≈ $3,954.44
(39.54% ROI)
Previsão de preço de longo prazo de Beldex para os anos 2027, 2028, 2029, 2030, 2031, 2032 e 2037
[
'name' => 'Beldex'
'name_with_ticker' => 'Beldex <small>BDX</small>'
'name_lang' => 'Beldex'
'name_lang_with_ticker' => 'Beldex <small>BDX</small>'
'name_with_lang' => 'Beldex'
'name_with_lang_with_ticker' => 'Beldex <small>BDX</small>'
'image' => '/uploads/coins/beldex.png?1717124491'
'price_for_sd' => 0.09074
'ticker' => 'BDX'
'marketcap' => '$689.96M'
'low24h' => '$0.08875'
'high24h' => '$0.0908'
'volume24h' => '$10.48M'
'current_supply' => '7.61B'
'max_supply' => '9.94B'
'algo' => 'Cryptonight'
'proof' => null
'ico_price_and_roi' => '0.25 USD 0.36x'
'price' => '$0.09074'
'change_24h_pct' => '-0.0749%'
'ath_price' => '$0.4507'
'ath_days' => 2577
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '17 de dez. de 2018'
'ath_pct' => '-79.87%'
'fdv' => '$901.37M'
'new_prediction' => true
'change_24h_pct_is_increased' => false
'change_30d_pct' => '54.2%'
'change_30d_pct_is_increased' => true
'max_price' => '$4.47'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.091517'
'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' => '$0.080198'
'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' => '$0.03135'
'current_year_max_price_prediction' => '$0.093583'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.101756'
'grand_prediction_max_price' => '$0.2942086'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.092460494220234
107 => 0.092805708142493
108 => 0.093583492736402
109 => 0.086937408539538
110 => 0.08992130522515
111 => 0.091674064974637
112 => 0.083755032660509
113 => 0.091517531167417
114 => 0.086821714999874
115 => 0.085227884463818
116 => 0.087373767309411
117 => 0.086537514677544
118 => 0.085818553771066
119 => 0.085417361231936
120 => 0.086993060761292
121 => 0.08691955249488
122 => 0.084341402234752
123 => 0.080978310319265
124 => 0.082107074355832
125 => 0.081696983799128
126 => 0.080210762718898
127 => 0.081212296279955
128 => 0.076802049341596
129 => 0.069214448708836
130 => 0.07422705010133
131 => 0.07403407040038
201 => 0.073936761284228
202 => 0.077703592692561
203 => 0.077341498768236
204 => 0.076684294749953
205 => 0.080198692651717
206 => 0.078915890142251
207 => 0.082869185210142
208 => 0.085473081024949
209 => 0.084812648819108
210 => 0.087261625418655
211 => 0.082133078799451
212 => 0.083836576264774
213 => 0.084187664731431
214 => 0.080155325527135
215 => 0.077400741812347
216 => 0.077217042483124
217 => 0.072440973926699
218 => 0.074992311198463
219 => 0.077237382416105
220 => 0.076162167527419
221 => 0.075821786614792
222 => 0.07756071887779
223 => 0.077695848807573
224 => 0.074614872088101
225 => 0.075255504709923
226 => 0.077927049239232
227 => 0.075188188642262
228 => 0.069867029892687
301 => 0.068547308952017
302 => 0.068371233851249
303 => 0.064792045991765
304 => 0.068635499015764
305 => 0.066957728772651
306 => 0.072257784867871
307 => 0.069230421251053
308 => 0.069099917656246
309 => 0.068902642331982
310 => 0.065821887486935
311 => 0.066496377005816
312 => 0.068738482894231
313 => 0.069538491534348
314 => 0.069455044078906
315 => 0.068727495352201
316 => 0.069060563433634
317 => 0.067987635094726
318 => 0.067608761767185
319 => 0.066412933328146
320 => 0.064655395878798
321 => 0.064899792240734
322 => 0.061417650668885
323 => 0.059520395129301
324 => 0.058995259801371
325 => 0.058293026893946
326 => 0.059074578876835
327 => 0.06140778619932
328 => 0.058593443150856
329 => 0.053768449397476
330 => 0.054058439743443
331 => 0.054709961951925
401 => 0.053495854626669
402 => 0.052346803935618
403 => 0.053345810286058
404 => 0.051301396825982
405 => 0.054957019551275
406 => 0.05485814520132
407 => 0.056220735291117
408 => 0.05707279083743
409 => 0.055109078659437
410 => 0.054615210357114
411 => 0.05489654018718
412 => 0.05024678476613
413 => 0.05584075107367
414 => 0.055889127926592
415 => 0.055474895941434
416 => 0.058453510305866
417 => 0.064739315667935
418 => 0.06237434284479
419 => 0.061458553885986
420 => 0.059717638405862
421 => 0.062037304917794
422 => 0.061859190722113
423 => 0.061053690781437
424 => 0.060566521904003
425 => 0.061464145498088
426 => 0.060455296407136
427 => 0.060274079389082
428 => 0.059176101425735
429 => 0.058784173247634
430 => 0.058494005227679
501 => 0.058174558749029
502 => 0.058879178079828
503 => 0.057282417975844
504 => 0.055356881822762
505 => 0.055196794326224
506 => 0.055638809979204
507 => 0.055443250956955
508 => 0.055195858064862
509 => 0.054723517660411
510 => 0.054583384352366
511 => 0.055038749620495
512 => 0.054524668782222
513 => 0.055283223062527
514 => 0.055076938271007
515 => 0.053924648194386
516 => 0.052488468126489
517 => 0.052475683111395
518 => 0.052166260471574
519 => 0.051772164217757
520 => 0.051662535655646
521 => 0.053261676757679
522 => 0.056571850980621
523 => 0.055921984574902
524 => 0.056391579654022
525 => 0.058701522667962
526 => 0.059435784089684
527 => 0.058914622724481
528 => 0.058201224903958
529 => 0.058232610787506
530 => 0.060670507100439
531 => 0.060822555703092
601 => 0.061206733469259
602 => 0.061700510467406
603 => 0.058998715082417
604 => 0.058105356467841
605 => 0.057682033594606
606 => 0.056378362991611
607 => 0.05778425996867
608 => 0.056965104006649
609 => 0.057075636132278
610 => 0.057003651940458
611 => 0.057042960176741
612 => 0.054955997730221
613 => 0.055716377158216
614 => 0.054452098881159
615 => 0.052759372190077
616 => 0.052753697576662
617 => 0.05316799003622
618 => 0.052921552670009
619 => 0.05225839605402
620 => 0.05235259432131
621 => 0.051527318379772
622 => 0.052452797762716
623 => 0.052479337199894
624 => 0.052122977226258
625 => 0.053548805907228
626 => 0.054132969081186
627 => 0.053898405312569
628 => 0.054116511461881
629 => 0.05594898945803
630 => 0.056247763328023
701 => 0.05638045894518
702 => 0.05620266439699
703 => 0.054150005795723
704 => 0.054241049933268
705 => 0.0535730284607
706 => 0.053008620710749
707 => 0.053031194060819
708 => 0.053321373012165
709 => 0.054588601511466
710 => 0.057255409181043
711 => 0.057356612582692
712 => 0.057479274057803
713 => 0.05698034819381
714 => 0.056829867379152
715 => 0.05702839041608
716 => 0.058029903162687
717 => 0.060606065855019
718 => 0.059695477903428
719 => 0.058955155724639
720 => 0.059604617864863
721 => 0.059504638259028
722 => 0.058660709769861
723 => 0.058637023507961
724 => 0.05701725491699
725 => 0.056418463349255
726 => 0.055918068296483
727 => 0.055371649961999
728 => 0.055047714857209
729 => 0.055545426404039
730 => 0.055659258923549
731 => 0.054571003927897
801 => 0.05442267879323
802 => 0.055311371314295
803 => 0.054920290869571
804 => 0.055322526805298
805 => 0.055415848992703
806 => 0.055400821971138
807 => 0.054992489071543
808 => 0.055252748285083
809 => 0.054637157658056
810 => 0.053967795309887
811 => 0.053540783834502
812 => 0.053168159687377
813 => 0.053374913221245
814 => 0.05263787462471
815 => 0.052402081144022
816 => 0.055164578319553
817 => 0.057205264684967
818 => 0.057175592297014
819 => 0.056994969266465
820 => 0.056726600081113
821 => 0.05801027028521
822 => 0.057563065253898
823 => 0.057888444279408
824 => 0.057971266897515
825 => 0.058221946017949
826 => 0.058311542256905
827 => 0.05804072019419
828 => 0.057131808273588
829 => 0.054866886184201
830 => 0.053812558837551
831 => 0.053464613251946
901 => 0.05347726041314
902 => 0.053128395247995
903 => 0.05323115167417
904 => 0.053092660756433
905 => 0.05283039246279
906 => 0.053358718893165
907 => 0.053419603592564
908 => 0.053296285890684
909 => 0.053325331673643
910 => 0.052304313771754
911 => 0.0523819395453
912 => 0.051949709373988
913 => 0.05186867142748
914 => 0.050776031192989
915 => 0.048840260636854
916 => 0.049912865434747
917 => 0.04861730966995
918 => 0.048126663070948
919 => 0.050449307759422
920 => 0.050216178652835
921 => 0.049817162961144
922 => 0.049226935590977
923 => 0.04900801451802
924 => 0.047677919380719
925 => 0.047599330264225
926 => 0.048258561329862
927 => 0.047954348875826
928 => 0.047527119376095
929 => 0.045979737435629
930 => 0.044239967813991
1001 => 0.044292480523066
1002 => 0.044845868870145
1003 => 0.046454920123862
1004 => 0.045826235962165
1005 => 0.045370118389535
1006 => 0.045284701279025
1007 => 0.046353875249888
1008 => 0.047866980417532
1009 => 0.048576895508371
1010 => 0.047873391213792
1011 => 0.04706524335954
1012 => 0.047114431574832
1013 => 0.047441658734459
1014 => 0.047476045682193
1015 => 0.046950024508017
1016 => 0.047098096387361
1017 => 0.046873161662661
1018 => 0.045492737672376
1019 => 0.045467770179764
1020 => 0.045128991870204
1021 => 0.045118733797629
1022 => 0.044542387380858
1023 => 0.044461752533057
1024 => 0.043317381740832
1025 => 0.044070610061749
1026 => 0.043565384050339
1027 => 0.042803889280377
1028 => 0.042672607295011
1029 => 0.042668660800004
1030 => 0.043450545661639
1031 => 0.044061473281905
1101 => 0.043574172673114
1102 => 0.043463223770417
1103 => 0.044647867785214
1104 => 0.044497111036062
1105 => 0.044366556663572
1106 => 0.047731498445652
1107 => 0.045067884455454
1108 => 0.043906396721956
1109 => 0.042468835091215
1110 => 0.042936912406999
1111 => 0.043035543174921
1112 => 0.039578466592948
1113 => 0.038175931054192
1114 => 0.037694633710728
1115 => 0.037417640285019
1116 => 0.037543869667379
1117 => 0.036281423181489
1118 => 0.037129808098945
1119 => 0.036036636154109
1120 => 0.035853362320068
1121 => 0.037808089175452
1122 => 0.038080077998031
1123 => 0.036919689180609
1124 => 0.037664846651279
1125 => 0.03739464219395
1126 => 0.036055375449509
1127 => 0.036004225310851
1128 => 0.035332228335993
1129 => 0.034280683194595
1130 => 0.033800098848253
1201 => 0.033549806348054
1202 => 0.03365308191174
1203 => 0.033600862626456
1204 => 0.033260096467492
1205 => 0.033620394943801
1206 => 0.032699981222442
1207 => 0.032333465062319
1208 => 0.032167918215902
1209 => 0.031350998061158
1210 => 0.032651081313397
1211 => 0.032907214092105
1212 => 0.033163851531511
1213 => 0.035397705227717
1214 => 0.03528610820986
1215 => 0.036294890901339
1216 => 0.036255691460981
1217 => 0.035967970296175
1218 => 0.034754122029692
1219 => 0.035237940313947
1220 => 0.033748822837066
1221 => 0.034864570900891
1222 => 0.034355390079314
1223 => 0.034692416352926
1224 => 0.034086412724538
1225 => 0.034421800153765
1226 => 0.032967952675837
1227 => 0.031610370357134
1228 => 0.032156701112478
1229 => 0.032750625124038
1230 => 0.034038403710124
1231 => 0.033271413408194
]
'min_raw' => 0.031350998061158
'max_raw' => 0.093583492736402
'avg_raw' => 0.06246724539878
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.03135'
'max' => '$0.093583'
'avg' => '$0.062467'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.059390001938842
'max_diff' => 0.0028424927364022
'year' => 2026
]
1 => [
'items' => [
101 => 0.033547252123882
102 => 0.03262323860117
103 => 0.0307167347724
104 => 0.030727525377025
105 => 0.030434251298413
106 => 0.030180819675775
107 => 0.033359511470808
108 => 0.032964190898414
109 => 0.032334299304583
110 => 0.033177434233823
111 => 0.033400372491465
112 => 0.033406719230246
113 => 0.034021848710157
114 => 0.034350143423854
115 => 0.034408006790054
116 => 0.035375926317446
117 => 0.035700360175861
118 => 0.037036657323073
119 => 0.034322289911064
120 => 0.034266389300453
121 => 0.033189298871331
122 => 0.032506191093057
123 => 0.033236071845334
124 => 0.033882646553194
125 => 0.033209389749825
126 => 0.033297302875118
127 => 0.032393510623697
128 => 0.032716573826202
129 => 0.032994839377512
130 => 0.032841197495772
131 => 0.032611188162455
201 => 0.03382963480059
202 => 0.033760885266135
203 => 0.034895530787534
204 => 0.035780068110743
205 => 0.037365317123895
206 => 0.035711027137771
207 => 0.03565073823547
208 => 0.036240071926111
209 => 0.035700269951943
210 => 0.036041406166286
211 => 0.037310354805819
212 => 0.037337165690989
213 => 0.036888048820513
214 => 0.036860720018129
215 => 0.036946977825904
216 => 0.037452192500256
217 => 0.037275654969359
218 => 0.037479948669497
219 => 0.037735421069776
220 => 0.038792163235383
221 => 0.039046940193927
222 => 0.038427964271372
223 => 0.038483850866799
224 => 0.038252336880495
225 => 0.038028697270587
226 => 0.038531406453718
227 => 0.039450117366665
228 => 0.039444402113757
301 => 0.039657525188372
302 => 0.03979029909825
303 => 0.03922033628061
304 => 0.038849311444439
305 => 0.038991585975551
306 => 0.039219086049134
307 => 0.038917810767857
308 => 0.037058200167528
309 => 0.037622287231283
310 => 0.037528395561426
311 => 0.037394682405932
312 => 0.037961876310494
313 => 0.03790716907472
314 => 0.036268474968066
315 => 0.036373378848044
316 => 0.03627485452046
317 => 0.036593206779065
318 => 0.035683077885236
319 => 0.035963027403166
320 => 0.036138609116448
321 => 0.036242028094453
322 => 0.036615648358066
323 => 0.03657180833244
324 => 0.036612923200519
325 => 0.037166903419364
326 => 0.039968745263227
327 => 0.040121243332873
328 => 0.039370287064388
329 => 0.03967027928169
330 => 0.039094359825556
331 => 0.039480978414784
401 => 0.039745493034486
402 => 0.038550202331287
403 => 0.038479424973216
404 => 0.03790112849262
405 => 0.038211872264906
406 => 0.037717456579932
407 => 0.037838768895098
408 => 0.037499569086076
409 => 0.038110061208307
410 => 0.038792686261847
411 => 0.038965144308051
412 => 0.038511481436345
413 => 0.038182999619389
414 => 0.037606293757452
415 => 0.038565368458581
416 => 0.038845831128464
417 => 0.038563895307573
418 => 0.038498564617453
419 => 0.038374763077727
420 => 0.038524829699354
421 => 0.038844303668531
422 => 0.038693645644425
423 => 0.0387931579236
424 => 0.038413919732002
425 => 0.039220524962018
426 => 0.040501608187404
427 => 0.040505727079451
428 => 0.040355068243243
429 => 0.040293421893456
430 => 0.040448007002149
501 => 0.040531863082202
502 => 0.041031762977653
503 => 0.041568175482364
504 => 0.044071378586735
505 => 0.043368489171756
506 => 0.045589479882173
507 => 0.047345995174564
508 => 0.047872697307647
509 => 0.047388156128461
510 => 0.045730566928865
511 => 0.045649237694786
512 => 0.048126375775091
513 => 0.047426470807293
514 => 0.047343219338453
515 => 0.046457564365567
516 => 0.046981096145045
517 => 0.046866592065125
518 => 0.046685841773241
519 => 0.047684703938944
520 => 0.049554484744101
521 => 0.049263061870924
522 => 0.049045528214815
523 => 0.048092359056843
524 => 0.048666379787981
525 => 0.048461982000266
526 => 0.049340204610332
527 => 0.048819964991142
528 => 0.047421168338786
529 => 0.047643931316168
530 => 0.047610261140274
531 => 0.048303190974285
601 => 0.04809519063769
602 => 0.047569645736268
603 => 0.04954809403658
604 => 0.049419624608665
605 => 0.049601764885248
606 => 0.049681948667875
607 => 0.050886195284106
608 => 0.051379536591182
609 => 0.051491533705043
610 => 0.05196016979038
611 => 0.051479873612323
612 => 0.053401400769922
613 => 0.054679104205508
614 => 0.056163222495958
615 => 0.058331918211696
616 => 0.05914736786237
617 => 0.059000064181783
618 => 0.060644344522473
619 => 0.063599079744395
620 => 0.059597300649246
621 => 0.063811183753516
622 => 0.062477117014324
623 => 0.059314068774536
624 => 0.059110405757783
625 => 0.061252458749513
626 => 0.066003326120209
627 => 0.064813287727742
628 => 0.0660052725967
629 => 0.064614758931056
630 => 0.064545708207387
701 => 0.065937738451644
702 => 0.069190292992969
703 => 0.06764512625057
704 => 0.065429750834911
705 => 0.067065549566774
706 => 0.065648469319208
707 => 0.062455390905655
708 => 0.064812377727811
709 => 0.063236327762955
710 => 0.063696302930124
711 => 0.067008925536512
712 => 0.066610342020399
713 => 0.067126145998089
714 => 0.066215765478406
715 => 0.065365326519192
716 => 0.063777919047393
717 => 0.063307965953235
718 => 0.063437844081319
719 => 0.063307901592085
720 => 0.062419761700641
721 => 0.062227967975644
722 => 0.06190830336464
723 => 0.062007380794262
724 => 0.061406317804394
725 => 0.062540647852225
726 => 0.062751189504785
727 => 0.063576660318321
728 => 0.063662363436576
729 => 0.065961287902432
730 => 0.064695078938495
731 => 0.065544561230726
801 => 0.065468575538872
802 => 0.059382621621093
803 => 0.060221212374137
804 => 0.061525796421598
805 => 0.060938083076539
806 => 0.060107193910368
807 => 0.059436206359227
808 => 0.058419591607247
809 => 0.059850457348301
810 => 0.061731893642179
811 => 0.063710079765832
812 => 0.066086740777512
813 => 0.065556297707089
814 => 0.063665649741389
815 => 0.063750462828011
816 => 0.06427474395679
817 => 0.063595752259058
818 => 0.063395504351905
819 => 0.064247232969362
820 => 0.064253098356249
821 => 0.063471836349122
822 => 0.062603606597637
823 => 0.062599968683277
824 => 0.062445475585105
825 => 0.064642242910012
826 => 0.065850242820484
827 => 0.06598873806343
828 => 0.065840920987161
829 => 0.065897809913167
830 => 0.065194901381725
831 => 0.066801541843551
901 => 0.068275954011596
902 => 0.067880780054338
903 => 0.067288358115121
904 => 0.066816465505628
905 => 0.067769617152504
906 => 0.067727174810069
907 => 0.068263076307557
908 => 0.068238764720114
909 => 0.068058561202783
910 => 0.067880786489973
911 => 0.068585643131523
912 => 0.068382655738408
913 => 0.068179353049805
914 => 0.067771598383727
915 => 0.067827019014935
916 => 0.067234699365718
917 => 0.066960665193287
918 => 0.062839848739845
919 => 0.061738631931923
920 => 0.06208509715703
921 => 0.062199162505101
922 => 0.061719911539046
923 => 0.062407034314897
924 => 0.062299946958124
925 => 0.06271656121932
926 => 0.062456278716213
927 => 0.062466960800931
928 => 0.063232396144488
929 => 0.063454605281118
930 => 0.06334158792078
1001 => 0.063420741405952
1002 => 0.065244800063141
1003 => 0.064985477252201
1004 => 0.064847717177384
1005 => 0.064885877659578
1006 => 0.065351963754748
1007 => 0.065482442414039
1008 => 0.064929595166053
1009 => 0.065190321124175
1010 => 0.066300459162808
1011 => 0.066688944647958
1012 => 0.067928803832946
1013 => 0.067402089614423
1014 => 0.068368896358179
1015 => 0.071340530679776
1016 => 0.073714477797322
1017 => 0.071531297920513
1018 => 0.075890749481544
1019 => 0.079285207847992
1020 => 0.079154922882121
1021 => 0.078563020550694
1022 => 0.074698519946838
1023 => 0.071142348874712
1024 => 0.074117236979545
1025 => 0.074124820581116
1026 => 0.073869275054613
1027 => 0.072282103736835
1028 => 0.073814044933148
1029 => 0.073935644862118
1030 => 0.073867581237926
1031 => 0.072650700709905
1101 => 0.070792749060733
1102 => 0.071155788365673
1103 => 0.071750454152967
1104 => 0.070624627757341
1105 => 0.070264858007712
1106 => 0.070933738421268
1107 => 0.073089010480515
1108 => 0.072681568782355
1109 => 0.072670928833015
1110 => 0.074414137199912
1111 => 0.073166376217125
1112 => 0.071160367453921
1113 => 0.070653823785208
1114 => 0.068855935009975
1115 => 0.070097743190888
1116 => 0.070142433656571
1117 => 0.069462308006857
1118 => 0.071215555902009
1119 => 0.071199399414002
1120 => 0.072863847353938
1121 => 0.076045646676998
1122 => 0.075104632050334
1123 => 0.074010334421623
1124 => 0.074129314915446
1125 => 0.075434237263801
1126 => 0.074645251423506
1127 => 0.07492897623268
1128 => 0.075433807812321
1129 => 0.075738385238581
1130 => 0.074085490910988
1201 => 0.073700122176151
1202 => 0.07291179299072
1203 => 0.072706132621103
1204 => 0.073348210293608
1205 => 0.073179045511842
1206 => 0.07013867759598
1207 => 0.069820942232326
1208 => 0.069830686722307
1209 => 0.069031726042904
1210 => 0.06781311923428
1211 => 0.071015545168112
1212 => 0.070758345547703
1213 => 0.070474417072441
1214 => 0.070509196690588
1215 => 0.071899261248179
1216 => 0.071092953604833
1217 => 0.073236654625892
1218 => 0.072795974141513
1219 => 0.07234399186555
1220 => 0.072281514147295
1221 => 0.072107539532365
1222 => 0.071510915844667
1223 => 0.070790456890246
1224 => 0.070314747483451
1225 => 0.064861637729995
1226 => 0.065873703180956
1227 => 0.067037992229619
1228 => 0.067439900143622
1229 => 0.066752408845539
1230 => 0.071538062191424
1231 => 0.07241244717342
]
'min_raw' => 0.030180819675775
'max_raw' => 0.079285207847992
'avg_raw' => 0.054733013761883
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.03018'
'max' => '$0.079285'
'avg' => '$0.054733'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.0011701783853833
'max_diff' => -0.014298284888411
'year' => 2027
]
2 => [
'items' => [
101 => 0.069763878028232
102 => 0.069268438881533
103 => 0.0715705430994
104 => 0.070182092835231
105 => 0.070807311904171
106 => 0.06945593025367
107 => 0.072201833436238
108 => 0.072180914254633
109 => 0.071112695897578
110 => 0.072015546738118
111 => 0.071858654186506
112 => 0.070652638292296
113 => 0.072240066291217
114 => 0.072240853635699
115 => 0.071212716692103
116 => 0.070012077830101
117 => 0.069797431959399
118 => 0.069635725129441
119 => 0.07076754193681
120 => 0.071782325347197
121 => 0.073670585687786
122 => 0.07414533920137
123 => 0.075998333771016
124 => 0.07489496572546
125 => 0.075384074489047
126 => 0.075915071240579
127 => 0.076169650610022
128 => 0.075754827188996
129 => 0.07863329047865
130 => 0.078876320974133
131 => 0.078957806997063
201 => 0.077987205371283
202 => 0.078849326787115
203 => 0.078445968727108
204 => 0.079495394343151
205 => 0.079659957679485
206 => 0.07952057838812
207 => 0.079572813388528
208 => 0.077116552766529
209 => 0.076989182695471
210 => 0.075252482738832
211 => 0.0759602008082
212 => 0.074637155799326
213 => 0.075056707000514
214 => 0.075241641172367
215 => 0.075145042055913
216 => 0.076000214125991
217 => 0.075273143166313
218 => 0.073354283362189
219 => 0.071434900765995
220 => 0.071410804480995
221 => 0.070905464923334
222 => 0.070540196980702
223 => 0.070610560545029
224 => 0.070858530923383
225 => 0.070525784491526
226 => 0.070596792813435
227 => 0.071776004083097
228 => 0.072012486493478
229 => 0.071208826863362
301 => 0.067982017480915
302 => 0.067190150364624
303 => 0.067759328744407
304 => 0.067487298138653
305 => 0.054467516765553
306 => 0.057526321274016
307 => 0.055708883502274
308 => 0.056546442443784
309 => 0.054691309102064
310 => 0.055576675968602
311 => 0.055413181036774
312 => 0.060331648169776
313 => 0.060254853070625
314 => 0.060291610820682
315 => 0.058537067638624
316 => 0.061332102568682
317 => 0.062709037281433
318 => 0.062454203312033
319 => 0.062518339531949
320 => 0.061416266780338
321 => 0.06030228129393
322 => 0.059066699948366
323 => 0.061362257365953
324 => 0.06110703056759
325 => 0.061692429015333
326 => 0.063181262090471
327 => 0.063400498416312
328 => 0.063695154261518
329 => 0.063589541116043
330 => 0.066105674716799
331 => 0.065800954335763
401 => 0.066535242780022
402 => 0.065024755739583
403 => 0.06331549627658
404 => 0.063640370620595
405 => 0.063609082608792
406 => 0.06321075030783
407 => 0.062851153717162
408 => 0.062252526709411
409 => 0.064146671142063
410 => 0.064069772337211
411 => 0.065314674602679
412 => 0.065094626034922
413 => 0.063625087844423
414 => 0.063677572688387
415 => 0.064030558487397
416 => 0.065252246368094
417 => 0.065614926509939
418 => 0.065446918617932
419 => 0.065844580836487
420 => 0.066158876840039
421 => 0.065884051575547
422 => 0.069774997765557
423 => 0.068159205631643
424 => 0.068946731475103
425 => 0.069134551748397
426 => 0.06865345406779
427 => 0.068757786927897
428 => 0.068915822781957
429 => 0.069875385541215
430 => 0.072393555873231
501 => 0.073508836371516
502 => 0.076864212777576
503 => 0.073416227851588
504 => 0.073211638695259
505 => 0.073816043308651
506 => 0.075786004461672
507 => 0.077382472947153
508 => 0.077912113646264
509 => 0.077982114408066
510 => 0.078975755569446
511 => 0.079545292152838
512 => 0.078855101397097
513 => 0.078270236997591
514 => 0.076175325314603
515 => 0.076417817046164
516 => 0.07808834460914
517 => 0.080448063185425
518 => 0.082472947210751
519 => 0.081763903399415
520 => 0.087173407172988
521 => 0.087709737376296
522 => 0.08763563388383
523 => 0.088857473903602
524 => 0.086432370287748
525 => 0.0853955915078
526 => 0.078396691319257
527 => 0.080363096790809
528 => 0.083221382626654
529 => 0.082843077778258
530 => 0.080767314202068
531 => 0.08247137255794
601 => 0.081907957574657
602 => 0.081463568801233
603 => 0.083499399921293
604 => 0.081260919977454
605 => 0.083199052076866
606 => 0.080713377611961
607 => 0.08176714225182
608 => 0.081168974477375
609 => 0.081556062336126
610 => 0.079293154623373
611 => 0.080514164696195
612 => 0.079242356590035
613 => 0.079241753587398
614 => 0.079213678352965
615 => 0.080709954949802
616 => 0.080758748475906
617 => 0.079652997810095
618 => 0.07949364186408
619 => 0.080082864318331
620 => 0.079393039142009
621 => 0.079715804000302
622 => 0.079402815360761
623 => 0.079332355025451
624 => 0.078770915085862
625 => 0.078529031322775
626 => 0.078623880178858
627 => 0.078300112135109
628 => 0.078105030177548
629 => 0.079174871641464
630 => 0.078603298504575
701 => 0.079087269860723
702 => 0.078535723418338
703 => 0.076623823151686
704 => 0.075524269090355
705 => 0.071912866719897
706 => 0.072937055952228
707 => 0.073616094472864
708 => 0.073391672245845
709 => 0.073873818029355
710 => 0.073903417864637
711 => 0.073746667355523
712 => 0.073565170346953
713 => 0.073476827640596
714 => 0.074135261795965
715 => 0.074517504985031
716 => 0.073684245072773
717 => 0.073489023933877
718 => 0.074331495710709
719 => 0.074845403007897
720 => 0.078639805750767
721 => 0.078358704139816
722 => 0.079064214019898
723 => 0.078984784434333
724 => 0.079724271185197
725 => 0.080933019492441
726 => 0.078475296212471
727 => 0.078901871992197
728 => 0.078797285462082
729 => 0.079939133773821
730 => 0.079942698499614
731 => 0.079258103397172
801 => 0.079629233508493
802 => 0.079422078861776
803 => 0.079796435307023
804 => 0.078354949856422
805 => 0.080110523536516
806 => 0.081105820686459
807 => 0.081119640388352
808 => 0.081591403338259
809 => 0.082070741818031
810 => 0.082990790288372
811 => 0.082045082165551
812 => 0.080343845315425
813 => 0.080466669121043
814 => 0.079469234578273
815 => 0.079486001633138
816 => 0.07939649778021
817 => 0.079665105580383
818 => 0.078413894163433
819 => 0.078707550982106
820 => 0.078296429716312
821 => 0.078900978294856
822 => 0.078250583959803
823 => 0.07879723502729
824 => 0.079033151506248
825 => 0.07990368839252
826 => 0.078122004953889
827 => 0.074489031813156
828 => 0.07525272681288
829 => 0.074123161921341
830 => 0.074227707452609
831 => 0.07443890606407
901 => 0.07375434226444
902 => 0.073884935464325
903 => 0.073880269756255
904 => 0.073840063204726
905 => 0.073661981721334
906 => 0.073403728338068
907 => 0.074432530330801
908 => 0.074607343836889
909 => 0.074995932606111
910 => 0.076152109201036
911 => 0.076036579894681
912 => 0.07622501298661
913 => 0.075813664604936
914 => 0.07424678872426
915 => 0.074331877623048
916 => 0.073270817691704
917 => 0.074968798918079
918 => 0.074566694551416
919 => 0.074307455250385
920 => 0.074236719405264
921 => 0.075395761938337
922 => 0.075742565629999
923 => 0.075526460842485
924 => 0.075083223618512
925 => 0.075934370119863
926 => 0.076162101016637
927 => 0.076213081566032
928 => 0.077721149975273
929 => 0.076297365837558
930 => 0.076640084830704
1001 => 0.079313880581771
1002 => 0.076889116794145
1003 => 0.078173568251136
1004 => 0.078110701036279
1005 => 0.078767782938208
1006 => 0.078056801141537
1007 => 0.078065614613011
1008 => 0.07864905882734
1009 => 0.077829716653033
1010 => 0.07762683600824
1011 => 0.077346557850517
1012 => 0.077958534954134
1013 => 0.078325387550409
1014 => 0.081281950052844
1015 => 0.083192024265048
1016 => 0.083109102906034
1017 => 0.083866848905143
1018 => 0.083525477392386
1019 => 0.08242309872844
1020 => 0.08430472468704
1021 => 0.083709299503165
1022 => 0.083758385631882
1023 => 0.08375655864372
1024 => 0.084152464338023
1025 => 0.083871928869385
1026 => 0.083318964664324
1027 => 0.083686048109402
1028 => 0.084776154706552
1029 => 0.088159879032661
1030 => 0.090053455993936
1031 => 0.088045883321947
1101 => 0.089430680068616
1102 => 0.088600295474147
1103 => 0.08844938989153
1104 => 0.089319144584114
1105 => 0.090190421667151
1106 => 0.090134925083595
1107 => 0.089502422661884
1108 => 0.089145138093014
1109 => 0.091850616547609
1110 => 0.093843966986331
1111 => 0.093708033850001
1112 => 0.094307998505937
1113 => 0.096069513291975
1114 => 0.096230564127988
1115 => 0.096210275424361
1116 => 0.095811094123386
1117 => 0.09754553419184
1118 => 0.098992434611514
1119 => 0.095718695185667
1120 => 0.096965292302633
1121 => 0.09752492991129
1122 => 0.098346643957795
1123 => 0.099733013289513
1124 => 0.10123897810006
1125 => 0.10145193803634
1126 => 0.10130083277048
1127 => 0.10030760849542
1128 => 0.10195545316102
1129 => 0.10292072191941
1130 => 0.10349551737526
1201 => 0.10495310301443
1202 => 0.097528386042638
1203 => 0.092272802337629
1204 => 0.091452067050543
1205 => 0.093121064530653
1206 => 0.093561165856153
1207 => 0.093383761563684
1208 => 0.08746812428693
1209 => 0.09142092244455
1210 => 0.09567380090144
1211 => 0.095837171283362
1212 => 0.097966251162376
1213 => 0.098659566844916
1214 => 0.1003737552124
1215 => 0.10026653226329
1216 => 0.10068390985208
1217 => 0.10058796197239
1218 => 0.10376313495821
1219 => 0.10726582227932
1220 => 0.10714453535525
1221 => 0.10664098261093
1222 => 0.10738884430475
1223 => 0.11100399299092
1224 => 0.11067116803148
1225 => 0.11099447912962
1226 => 0.11525694317146
1227 => 0.1207987527543
1228 => 0.11822402581449
1229 => 0.12381044241617
1230 => 0.1273267955437
1231 => 0.13340796468008
]
'min_raw' => 0.054467516765553
'max_raw' => 0.13340796468008
'avg_raw' => 0.093937740722817
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.054467'
'max' => '$0.1334079'
'avg' => '$0.093937'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.024286697089778
'max_diff' => 0.054122756832089
'year' => 2028
]
3 => [
'items' => [
101 => 0.13264657235382
102 => 0.13501392687293
103 => 0.13128352118243
104 => 0.12271775567767
105 => 0.12136219049811
106 => 0.12407606631597
107 => 0.13074786519805
108 => 0.12386594762626
109 => 0.125258150588
110 => 0.12485719604136
111 => 0.12483583087752
112 => 0.12565125228302
113 => 0.12446844100482
114 => 0.11964945507375
115 => 0.1218579679275
116 => 0.12100515505317
117 => 0.12195141451865
118 => 0.12705798658675
119 => 0.12480024934997
120 => 0.1224219065747
121 => 0.1254048762114
122 => 0.1292032216185
123 => 0.12896552798921
124 => 0.12850430300015
125 => 0.13110420411452
126 => 0.1353984790559
127 => 0.13655920431676
128 => 0.13741602797435
129 => 0.13753416948058
130 => 0.13875110041925
131 => 0.13220735605593
201 => 0.14259244641579
202 => 0.14438566463861
203 => 0.144048613934
204 => 0.1460417005185
205 => 0.14545528388561
206 => 0.14460565819051
207 => 0.14776512436862
208 => 0.14414305135119
209 => 0.13900197470926
210 => 0.13618147838453
211 => 0.13989573546788
212 => 0.14216390265898
213 => 0.14366301688976
214 => 0.14411664795021
215 => 0.1327153283032
216 => 0.12657064935964
217 => 0.13050931811358
218 => 0.13531476582577
219 => 0.13218066155125
220 => 0.13230351250517
221 => 0.12783510343782
222 => 0.13571012087778
223 => 0.1345627970761
224 => 0.1405151149888
225 => 0.1390945465486
226 => 0.14394843073876
227 => 0.14267024036012
228 => 0.1479759371592
301 => 0.15009252325835
302 => 0.15364660073917
303 => 0.15626099460175
304 => 0.15779621668324
305 => 0.15770404770794
306 => 0.16378736243942
307 => 0.1602002442771
308 => 0.15569397844638
309 => 0.15561247431459
310 => 0.1579463332426
311 => 0.16283746129278
312 => 0.16410565963317
313 => 0.16481440949465
314 => 0.16372893441003
315 => 0.1598353747359
316 => 0.15815415540941
317 => 0.1595866029852
318 => 0.15783484269163
319 => 0.16085887241545
320 => 0.16501151112415
321 => 0.16415400765211
322 => 0.16702051319501
323 => 0.16998704486674
324 => 0.17422931839257
325 => 0.17533840578316
326 => 0.17717168506499
327 => 0.17905873164686
328 => 0.17966480015163
329 => 0.18082197297924
330 => 0.18081587410724
331 => 0.18430309230996
401 => 0.18814960197771
402 => 0.18960157033039
403 => 0.19294029149536
404 => 0.18722284850309
405 => 0.19155959468998
406 => 0.19547144830635
407 => 0.19080757515811
408 => 0.19723563774988
409 => 0.19748522485402
410 => 0.201253693803
411 => 0.19743362857191
412 => 0.19516528603177
413 => 0.20171390595147
414 => 0.20488257685102
415 => 0.20392814738857
416 => 0.19666489205339
417 => 0.19243736591263
418 => 0.18137311457339
419 => 0.19447919822481
420 => 0.20086278926172
421 => 0.19664836009477
422 => 0.19877387302787
423 => 0.21036998239103
424 => 0.21478503004404
425 => 0.21386673099572
426 => 0.2140219084184
427 => 0.21640418799318
428 => 0.22696852757308
429 => 0.22063813041733
430 => 0.22547748184744
501 => 0.2280442563964
502 => 0.23042841964537
503 => 0.22457366822843
504 => 0.21695672265838
505 => 0.21454411625873
506 => 0.19622931817143
507 => 0.19527595339385
508 => 0.19474080085429
509 => 0.19136673979116
510 => 0.18871565202864
511 => 0.18660740861132
512 => 0.18107474830947
513 => 0.1829418587484
514 => 0.1741239529832
515 => 0.17976533660438
516 => 0.16569174608735
517 => 0.17741265046894
518 => 0.17103349509817
519 => 0.1753169263628
520 => 0.17530198187465
521 => 0.16741482685333
522 => 0.16286568043776
523 => 0.16576457358919
524 => 0.16887241716195
525 => 0.16937665432558
526 => 0.17340605464068
527 => 0.17453057365695
528 => 0.17112322853887
529 => 0.16540010220543
530 => 0.16672945392208
531 => 0.16283874116765
601 => 0.15602041671964
602 => 0.16091745637473
603 => 0.16258952102061
604 => 0.16332800002365
605 => 0.15662296101888
606 => 0.1545160921901
607 => 0.153394412904
608 => 0.16453456586819
609 => 0.16514484859504
610 => 0.16202255587919
611 => 0.17613561502279
612 => 0.17294139508072
613 => 0.1765101213589
614 => 0.1666088291874
615 => 0.16698707188221
616 => 0.16229964149297
617 => 0.16492428929673
618 => 0.16306927282538
619 => 0.16471224369146
620 => 0.16569703365437
621 => 0.1703836948824
622 => 0.17746616461187
623 => 0.16968366398131
624 => 0.16629271700912
625 => 0.16839644143926
626 => 0.17399893682229
627 => 0.18248700411404
628 => 0.17746189743905
629 => 0.17969195444956
630 => 0.18017912269803
701 => 0.17647379507545
702 => 0.18262362482871
703 => 0.1859193685546
704 => 0.1893001196593
705 => 0.19223553111702
706 => 0.18794977332378
707 => 0.19253614850179
708 => 0.18884033971252
709 => 0.18552481716284
710 => 0.18552984544196
711 => 0.1834499697145
712 => 0.17941994841133
713 => 0.17867675065141
714 => 0.18254295925406
715 => 0.18564329242207
716 => 0.18589865071139
717 => 0.18761515445407
718 => 0.18863096368759
719 => 0.19858727510182
720 => 0.20259178591555
721 => 0.20748842593707
722 => 0.20939594318496
723 => 0.21513688621833
724 => 0.21050060846229
725 => 0.20949752060621
726 => 0.19557187065541
727 => 0.19785219505472
728 => 0.2015032144366
729 => 0.19563207462026
730 => 0.19935596148363
731 => 0.20009113563317
801 => 0.19543257553592
802 => 0.19792091376836
803 => 0.19131262516387
804 => 0.17761020724508
805 => 0.18263887953689
806 => 0.18634167497646
807 => 0.18105732933282
808 => 0.19052931436663
809 => 0.18499597625134
810 => 0.18324217371586
811 => 0.17639996474921
812 => 0.17962922400069
813 => 0.18399684337686
814 => 0.18129816239264
815 => 0.18689833064389
816 => 0.19482966239797
817 => 0.2004820017249
818 => 0.20091591815305
819 => 0.19728184264315
820 => 0.20310547184012
821 => 0.20314789062102
822 => 0.19657881309662
823 => 0.1925552896897
824 => 0.19164113670608
825 => 0.19392487008941
826 => 0.19669774401721
827 => 0.20106979335782
828 => 0.20371173120815
829 => 0.21060050394626
830 => 0.2124644083326
831 => 0.21451227415269
901 => 0.21724885442675
902 => 0.22053482069055
903 => 0.21334531357553
904 => 0.21363096609612
905 => 0.20693619661612
906 => 0.19978187529967
907 => 0.20521111338011
908 => 0.21230911994901
909 => 0.21068082939951
910 => 0.21049761344973
911 => 0.21080573185739
912 => 0.20957805395806
913 => 0.20402531231925
914 => 0.20123676023025
915 => 0.20483470386057
916 => 0.20674685077405
917 => 0.20971242388011
918 => 0.20934685439913
919 => 0.21698585224104
920 => 0.2199541358111
921 => 0.21919472185386
922 => 0.21933447229831
923 => 0.22470840791821
924 => 0.23068532956168
925 => 0.23628350540507
926 => 0.24197821032022
927 => 0.2351130212769
928 => 0.23162730166669
929 => 0.23522367454738
930 => 0.23331538847428
1001 => 0.24428096628478
1002 => 0.2450401991007
1003 => 0.25600498397512
1004 => 0.26641187048323
1005 => 0.25987549152622
1006 => 0.26603900247771
1007 => 0.27270534209016
1008 => 0.28556579277721
1009 => 0.28123484542192
1010 => 0.27791740762237
1011 => 0.27478244493153
1012 => 0.28130580462985
1013 => 0.28969800266851
1014 => 0.29150560174656
1015 => 0.29443460280901
1016 => 0.29135511633306
1017 => 0.29506401859903
1018 => 0.30815807337214
1019 => 0.30461994418803
1020 => 0.29959523196394
1021 => 0.30993173064092
1022 => 0.31367246933
1023 => 0.33992693249002
1024 => 0.37307427674733
1025 => 0.35935105856761
1026 => 0.35083261419797
1027 => 0.35283465068504
1028 => 0.36493893869939
1029 => 0.3688264518387
1030 => 0.35825885101991
1031 => 0.36199150628111
1101 => 0.38255880375687
1102 => 0.39359249897471
1103 => 0.37860725884591
1104 => 0.3372635756538
1105 => 0.29914281160473
1106 => 0.30925415483092
1107 => 0.30810784230058
1108 => 0.33020483761567
1109 => 0.30453556097712
1110 => 0.30496776576319
1111 => 0.32752170354027
1112 => 0.32150469961373
1113 => 0.31175792385236
1114 => 0.29921397385421
1115 => 0.27602532210769
1116 => 0.2554864865924
1117 => 0.29576787284921
1118 => 0.29403086622687
1119 => 0.29151542322776
1120 => 0.29711326942292
1121 => 0.32429482157023
1122 => 0.32366819881514
1123 => 0.31968194455297
1124 => 0.32270548327759
1125 => 0.31122788289534
1126 => 0.31418592185395
1127 => 0.29913677308094
1128 => 0.30593961683431
1129 => 0.31173701164908
1130 => 0.31290092449004
1201 => 0.31552327955159
1202 => 0.29311554266709
1203 => 0.30317595867164
1204 => 0.30908551054081
1205 => 0.28238594020455
1206 => 0.30855774588093
1207 => 0.29272547382064
1208 => 0.28735176289063
1209 => 0.29458675672531
1210 => 0.29176727259167
1211 => 0.28934324569924
1212 => 0.28799059704319
1213 => 0.29330317801824
1214 => 0.29305533976585
1215 => 0.28436292616313
1216 => 0.27302402696648
1217 => 0.27682973372356
1218 => 0.27544708478002
1219 => 0.27043618664338
1220 => 0.27381292696933
1221 => 0.25894347150304
1222 => 0.23336134622033
1223 => 0.25026168178378
1224 => 0.24961103724861
1225 => 0.2492829527696
1226 => 0.26198308785457
1227 => 0.26076226290811
1228 => 0.25854645367595
1229 => 0.27039549156918
1230 => 0.2660704333461
1231 => 0.27939924367774
]
'min_raw' => 0.11964945507375
'max_raw' => 0.39359249897471
'avg_raw' => 0.25662097702423
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.119649'
'max' => '$0.393592'
'avg' => '$0.25662'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072434
'min_diff' => 0.0651819383082
'max_diff' => 0.26018453429463
'year' => 2029
]
4 => [
'items' => [
101 => 0.28817846021556
102 => 0.28595176692367
103 => 0.29420866251113
104 => 0.27691740952079
105 => 0.28266087015952
106 => 0.28384458943707
107 => 0.27024927628085
108 => 0.26096200496755
109 => 0.2603426498536
110 => 0.24423980126116
111 => 0.25284181300159
112 => 0.26041122735773
113 => 0.25678606529142
114 => 0.25563844727986
115 => 0.26150137881293
116 => 0.26195697880567
117 => 0.25156925068904
118 => 0.25372918830106
119 => 0.2627364872029
120 => 0.25350222747908
121 => 0.23556156924345
122 => 0.23111203795201
123 => 0.2305183884566
124 => 0.21845090669743
125 => 0.23140937690916
126 => 0.22575265739633
127 => 0.24362216655946
128 => 0.23341519876158
129 => 0.23297519678022
130 => 0.23231006925114
131 => 0.22192308919963
201 => 0.22419717770389
202 => 0.23175659424552
203 => 0.23445387923049
204 => 0.23417253030836
205 => 0.23171954898044
206 => 0.23284251127106
207 => 0.22922505846697
208 => 0.22794766059107
209 => 0.22391584151878
210 => 0.21799018130096
211 => 0.21881418069843
212 => 0.20707389727358
213 => 0.20067716775972
214 => 0.19890663733783
215 => 0.19653901006211
216 => 0.19917406713864
217 => 0.20704063852573
218 => 0.19755188444667
219 => 0.18128408113685
220 => 0.18226180383475
221 => 0.18445845644848
222 => 0.18036500883511
223 => 0.17649090420608
224 => 0.17985912386498
225 => 0.17296624114794
226 => 0.1852914283937
227 => 0.18495806661964
228 => 0.18955213424039
301 => 0.1924248990034
302 => 0.18580410629329
303 => 0.18413899483123
304 => 0.18508751799512
305 => 0.16941054295749
306 => 0.18827099092162
307 => 0.18843409685881
308 => 0.18703748480009
309 => 0.19708009108999
310 => 0.21827312272912
311 => 0.21029945173876
312 => 0.20721180532581
313 => 0.20134218723773
314 => 0.20916310483666
315 => 0.20856258039038
316 => 0.20584678110218
317 => 0.20420425721887
318 => 0.2072306578364
319 => 0.20382925269067
320 => 0.20321826686213
321 => 0.19951635750033
322 => 0.19819494428431
323 => 0.19721662254615
324 => 0.19613958644034
325 => 0.19851525970908
326 => 0.19313167153627
327 => 0.18663959195951
328 => 0.18609984578798
329 => 0.18759013242255
330 => 0.18693079152554
331 => 0.18609668911743
401 => 0.18450416046607
402 => 0.1840316912342
403 => 0.18556698702829
404 => 0.18383372759007
405 => 0.18639124630669
406 => 0.18569574272973
407 => 0.18181071628608
408 => 0.17696853491628
409 => 0.17692542934527
410 => 0.17588218931191
411 => 0.17455346627724
412 => 0.17418384592607
413 => 0.17957546180004
414 => 0.19073594530167
415 => 0.18854487534256
416 => 0.1901281479379
417 => 0.19791628208447
418 => 0.2003918957323
419 => 0.19863476380319
420 => 0.19622949324345
421 => 0.19633531294113
422 => 0.20455485056867
423 => 0.20506749304821
424 => 0.20636277520927
425 => 0.20802757883294
426 => 0.19891828705912
427 => 0.19590626611777
428 => 0.19447900349519
429 => 0.19008358703782
430 => 0.19482366685257
501 => 0.19206182533497
502 => 0.19243449211364
503 => 0.19219179238514
504 => 0.19232432284818
505 => 0.18528798325268
506 => 0.18785165558216
507 => 0.18358905310197
508 => 0.17788190688058
509 => 0.17786277452526
510 => 0.17925959047764
511 => 0.17842870969175
512 => 0.17619283086083
513 => 0.17651042689571
514 => 0.17372795143989
515 => 0.17684826979439
516 => 0.17693774935976
517 => 0.17573625682839
518 => 0.18054353777446
519 => 0.18251308470043
520 => 0.18172223657781
521 => 0.18245759668791
522 => 0.18863592419145
523 => 0.18964326115386
524 => 0.19009065369161
525 => 0.18949120695917
526 => 0.18257052517296
527 => 0.18287748683919
528 => 0.18062520580465
529 => 0.17872226567
530 => 0.17879837329578
531 => 0.1797767318899
601 => 0.18404928125036
602 => 0.1930406094989
603 => 0.19338182383336
604 => 0.19379538556064
605 => 0.1921132221763
606 => 0.19160586560345
607 => 0.19227519988288
608 => 0.19565187003146
609 => 0.20433758241059
610 => 0.20126747155658
611 => 0.19877142364315
612 => 0.20096113059291
613 => 0.20062404237149
614 => 0.19777867854906
615 => 0.19769881866334
616 => 0.19223765577025
617 => 0.19021878819334
618 => 0.18853167133645
619 => 0.18668938377203
620 => 0.1855972139498
621 => 0.18727528317905
622 => 0.18765907746611
623 => 0.18398994976873
624 => 0.18348986122147
625 => 0.18648615010277
626 => 0.18516759507902
627 => 0.18652376161954
628 => 0.18683840388992
629 => 0.18678773923756
630 => 0.18541101635769
701 => 0.18628849846685
702 => 0.18421299168867
703 => 0.18195618979843
704 => 0.18051649079618
705 => 0.17926016246836
706 => 0.17995724644286
707 => 0.17747226935626
708 => 0.17667727517354
709 => 0.18599122727224
710 => 0.19287154382941
711 => 0.19277150130176
712 => 0.19216251814357
713 => 0.19125769269821
714 => 0.19558567641432
715 => 0.19407789342839
716 => 0.19517493153014
717 => 0.19545417376958
718 => 0.19629935592598
719 => 0.19660143590103
720 => 0.19568834040839
721 => 0.19262388040988
722 => 0.1849875374537
723 => 0.18143279919368
724 => 0.18025967635903
725 => 0.18030231714599
726 => 0.17912609388472
727 => 0.17947254434979
728 => 0.17900561255151
729 => 0.17812135668851
730 => 0.17990264613509
731 => 0.18010792314995
801 => 0.1796921489083
802 => 0.17979007879345
803 => 0.17634764565204
804 => 0.17660936636721
805 => 0.17515207216728
806 => 0.17487884707274
807 => 0.17119493423645
808 => 0.16466834865526
809 => 0.16828471061823
810 => 0.1639166539044
811 => 0.16226240464002
812 => 0.17009336336908
813 => 0.16930735230967
814 => 0.16796204304675
815 => 0.16597205025987
816 => 0.16523394257781
817 => 0.16074943395812
818 => 0.16048446526495
819 => 0.16270710882878
820 => 0.16168143530057
821 => 0.16024100121402
822 => 0.15502389496698
823 => 0.14915814022079
824 => 0.14933519048576
825 => 0.15120097793427
826 => 0.15662600657655
827 => 0.15450635403206
828 => 0.15296852179083
829 => 0.15268053203911
830 => 0.15628532672922
831 => 0.16138686644356
901 => 0.16378039473701
902 => 0.16140848089074
903 => 0.15868375397705
904 => 0.15884959547911
905 => 0.15995286469407
906 => 0.16006880268917
907 => 0.15829528557481
908 => 0.15879452025407
909 => 0.1580361371253
910 => 0.15338194126393
911 => 0.15329776161941
912 => 0.15215554689599
913 => 0.15212096108811
914 => 0.15017776890474
915 => 0.14990590288563
916 => 0.14604757686223
917 => 0.14858713873492
918 => 0.1468837339637
919 => 0.14431630118091
920 => 0.14387367480143
921 => 0.14386036891798
922 => 0.14649654831844
923 => 0.14855633344377
924 => 0.14691336541899
925 => 0.14653929344734
926 => 0.15053340345243
927 => 0.15002511654717
928 => 0.1495849433653
929 => 0.16093007951632
930 => 0.15194951898077
1001 => 0.1480334819948
1002 => 0.14318664258941
1003 => 0.14476479793969
1004 => 0.14509733845992
1005 => 0.13344156339842
1006 => 0.1287128169076
1007 => 0.127090089311
1008 => 0.12615618663716
1009 => 0.12658177781284
1010 => 0.12232535134446
1011 => 0.12518574032601
1012 => 0.12150003479117
1013 => 0.12088211426393
1014 => 0.12747261233153
1015 => 0.1283896416365
1016 => 0.12447730972281
1017 => 0.1269896601604
1018 => 0.12607864696745
1019 => 0.12156321563395
1020 => 0.12139075937027
1021 => 0.11912507465221
1022 => 0.11557971679145
1023 => 0.11395939311443
1024 => 0.11311551447514
1025 => 0.11346371524858
1026 => 0.11328765428241
1027 => 0.11213873738593
1028 => 0.11335350885404
1029 => 0.11025026973124
1030 => 0.10901453490805
1031 => 0.10845638215724
1101 => 0.10570207881998
1102 => 0.11008540027382
1103 => 0.11094896981985
1104 => 0.11181424086466
1105 => 0.11934583456411
1106 => 0.11896957742695
1107 => 0.12237075870223
1108 => 0.12223859505224
1109 => 0.12126852305705
1110 => 0.11717594887842
1111 => 0.1188071760029
1112 => 0.11378651246273
1113 => 0.11754833495896
1114 => 0.11583159626915
1115 => 0.11696790388105
1116 => 0.11492472033812
1117 => 0.11605550247176
1118 => 0.11115375419554
1119 => 0.10657657062466
1120 => 0.1084185629099
1121 => 0.11042101918132
1122 => 0.11476285459414
1123 => 0.11217689324163
1124 => 0.11310690273002
1125 => 0.10999152662563
1126 => 0.10356361585908
1127 => 0.10359999713595
1128 => 0.10261120310417
1129 => 0.10175674069442
1130 => 0.11247392201054
1201 => 0.11114107110032
1202 => 0.10901734761409
1203 => 0.11186003589382
1204 => 0.11261168779451
1205 => 0.11263308626743
1206 => 0.11470703825592
1207 => 0.11581390680395
1208 => 0.11600899718298
1209 => 0.11927240544757
1210 => 0.12036625685247
1211 => 0.12487167598158
1212 => 0.11571999674091
1213 => 0.11553152392938
1214 => 0.11190003834754
1215 => 0.10959689278003
1216 => 0.11205773669498
1217 => 0.11423770846493
1218 => 0.11196777614708
1219 => 0.11226418138691
1220 => 0.10921698271048
1221 => 0.11030621285328
1222 => 0.1112444045874
1223 => 0.11072639025618
1224 => 0.10995089773017
1225 => 0.11405897563987
1226 => 0.11382718178451
1227 => 0.11765271837833
1228 => 0.12063499771995
1229 => 0.12597977544634
1230 => 0.12040222125929
1231 => 0.12019895301594
]
'min_raw' => 0.10175674069442
'max_raw' => 0.29420866251113
'avg_raw' => 0.19798270160277
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.101756'
'max' => '$0.2942086'
'avg' => '$0.197982'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.017892714379339
'max_diff' => -0.099383836463584
'year' => 2030
]
5 => [
'items' => [
101 => 0.12218593269991
102 => 0.12036595265623
103 => 0.12151611722026
104 => 0.1257944661536
105 => 0.12588486092483
106 => 0.12437063203968
107 => 0.12427849107441
108 => 0.12456931529565
109 => 0.12627268184319
110 => 0.12567747323231
111 => 0.12636626370566
112 => 0.12722760673972
113 => 0.13079048673044
114 => 0.13164948503413
115 => 0.12956256449572
116 => 0.12975099005408
117 => 0.12897042448546
118 => 0.12821640792664
119 => 0.1299113270356
120 => 0.13300882502095
121 => 0.13298955564674
122 => 0.13370811497259
123 => 0.13415577147972
124 => 0.13223410204651
125 => 0.13098316590724
126 => 0.13146285442217
127 => 0.1322298868038
128 => 0.13121411615861
129 => 0.12494430918573
130 => 0.12684616810448
131 => 0.12652960578425
201 => 0.12607878254495
202 => 0.1279911163944
203 => 0.12780666712945
204 => 0.12228169553889
205 => 0.12263538629439
206 => 0.1223032046452
207 => 0.12337655151173
208 => 0.12030798840301
209 => 0.12125185774817
210 => 0.12184384375322
211 => 0.12219252805805
212 => 0.12345221486215
213 => 0.12330440515494
214 => 0.12344302680322
215 => 0.12531080978872
216 => 0.13475741518365
217 => 0.13527157307254
218 => 0.13273967158325
219 => 0.13375111628867
220 => 0.1318093636329
221 => 0.13311287519933
222 => 0.13400470470748
223 => 0.12997469864911
224 => 0.12973606784486
225 => 0.12778630088516
226 => 0.12883399520886
227 => 0.12716703820797
228 => 0.1275760511483
301 => 0.12643241531001
302 => 0.12849073212331
303 => 0.13079225015068
304 => 0.13137370449409
305 => 0.12984414844841
306 => 0.12873664906867
307 => 0.12679224499084
308 => 0.13002583230615
309 => 0.13097143177894
310 => 0.13002086547467
311 => 0.12980059849169
312 => 0.12938319295696
313 => 0.12988915304909
314 => 0.13096628184113
315 => 0.13045832779425
316 => 0.13079384039121
317 => 0.12951521235068
318 => 0.13223473819905
319 => 0.13655399973581
320 => 0.13656788686793
321 => 0.13605993008298
322 => 0.13585208511067
323 => 0.13637327959741
324 => 0.13665600622596
325 => 0.13834145362537
326 => 0.14015000583612
327 => 0.14858972987057
328 => 0.1462198891338
329 => 0.15370811437859
330 => 0.15963032832286
331 => 0.16140614133772
401 => 0.15977247692251
402 => 0.15418379920689
403 => 0.15390959201597
404 => 0.16226143600198
405 => 0.15990165753724
406 => 0.15962096939761
407 => 0.15663492182207
408 => 0.1584000457684
409 => 0.15801398726854
410 => 0.15740457503987
411 => 0.16077230856986
412 => 0.16707640509838
413 => 0.16609385253497
414 => 0.16536042262568
415 => 0.16214674626143
416 => 0.16408209723331
417 => 0.16339295582143
418 => 0.16635394466682
419 => 0.16459992046874
420 => 0.15988377989446
421 => 0.16063484082552
422 => 0.16052131947672
423 => 0.1628575807909
424 => 0.16215629313395
425 => 0.16038438180643
426 => 0.16705485838178
427 => 0.16662171473612
428 => 0.16723581339525
429 => 0.16750615861663
430 => 0.17156636016106
501 => 0.17322969482186
502 => 0.17360730091063
503 => 0.17518734019147
504 => 0.17356798809394
505 => 0.18004655106253
506 => 0.18435441740202
507 => 0.1893582258361
508 => 0.19667013485521
509 => 0.19941948028533
510 => 0.19892283564182
511 => 0.20446664161044
512 => 0.21442873770418
513 => 0.20093646008959
514 => 0.21514386117956
515 => 0.21064596202681
516 => 0.19998152404939
517 => 0.1992948599691
518 => 0.20651694118409
519 => 0.22253482221936
520 => 0.21852252469333
521 => 0.22254138490074
522 => 0.21785317099446
523 => 0.21762036165865
524 => 0.22231368881561
525 => 0.23327990353779
526 => 0.22807026598569
527 => 0.22060097309923
528 => 0.22611618273152
529 => 0.22133839773947
530 => 0.21057271093456
531 => 0.21851945656502
601 => 0.21320569407222
602 => 0.21475653246277
603 => 0.22592527086013
604 => 0.22458141870734
605 => 0.22632048783041
606 => 0.22325107634756
607 => 0.22038376202082
608 => 0.2150317069004
609 => 0.21344722723237
610 => 0.213885120409
611 => 0.21344701023426
612 => 0.21045258458231
613 => 0.20980593864787
614 => 0.2087281670936
615 => 0.20906221356493
616 => 0.20703568772972
617 => 0.21086016068237
618 => 0.21157001656353
619 => 0.21435314904389
620 => 0.21464210309069
621 => 0.22239308743311
622 => 0.21812397550731
623 => 0.22098806436452
624 => 0.22073187329928
625 => 0.20021265475776
626 => 0.20304002203018
627 => 0.20743851822935
628 => 0.20545700165365
629 => 0.20265560081907
630 => 0.20039331944354
701 => 0.19696573182947
702 => 0.20178999557529
703 => 0.20813338939779
704 => 0.21480298202623
705 => 0.22281606056028
706 => 0.22102763471399
707 => 0.21465318309681
708 => 0.21493913633982
709 => 0.21670678676964
710 => 0.21441751885505
711 => 0.21374236905522
712 => 0.21661403155477
713 => 0.21663380711617
714 => 0.21399972771316
715 => 0.21107243048817
716 => 0.21106016500591
717 => 0.21053928073906
718 => 0.21794583514838
719 => 0.2220186911864
720 => 0.22248563756742
721 => 0.22198726197452
722 => 0.22217906696041
723 => 0.21980916177115
724 => 0.22522606226025
725 => 0.23019714582498
726 => 0.22886478923792
727 => 0.22686739730827
728 => 0.22527637842887
729 => 0.22848999575324
730 => 0.22834689843249
731 => 0.23015372774672
801 => 0.23007175953227
802 => 0.22946419079219
803 => 0.22886481093611
804 => 0.23124128431462
805 => 0.2305568981466
806 => 0.22987144893784
807 => 0.22849667561263
808 => 0.2286835301401
809 => 0.22668648308832
810 => 0.22576255774352
811 => 0.21186893736452
812 => 0.20815610801211
813 => 0.20932423970799
814 => 0.2097088189928
815 => 0.20809299090051
816 => 0.21040967331267
817 => 0.21004862081271
818 => 0.21145326488141
819 => 0.21057570424984
820 => 0.21061171964427
821 => 0.21319243834606
822 => 0.21394163196435
823 => 0.21356058604336
824 => 0.21382745754493
825 => 0.21997739865935
826 => 0.21910307369693
827 => 0.21863860598658
828 => 0.21876726671658
829 => 0.22033870852754
830 => 0.22077862643706
831 => 0.21891466334192
901 => 0.21979371911303
902 => 0.22353662701764
903 => 0.22484643295402
904 => 0.22902670476041
905 => 0.22725085099865
906 => 0.23051050743551
907 => 0.24052958002366
908 => 0.24853350847416
909 => 0.24117276509475
910 => 0.25587096039995
911 => 0.26731561377595
912 => 0.26687634891731
913 => 0.2648807088816
914 => 0.25185127528488
915 => 0.23986139623128
916 => 0.24989143917678
917 => 0.24991700781894
918 => 0.24905541823472
919 => 0.24370415932407
920 => 0.24886920602415
921 => 0.24927918867451
922 => 0.2490497074135
923 => 0.24494690975339
924 => 0.23868269605016
925 => 0.23990670841337
926 => 0.24191166563347
927 => 0.23811586333792
928 => 0.23690287450873
929 => 0.23915805152277
930 => 0.24642470174681
1001 => 0.2450509836148
1002 => 0.24501511028274
1003 => 0.25089245899865
1004 => 0.2466855457293
1005 => 0.2399221471291
1006 => 0.23821429978428
1007 => 0.232152592254
1008 => 0.23633943523622
1009 => 0.23649011226146
1010 => 0.23419702114859
1011 => 0.24010821883496
1012 => 0.24005374610763
1013 => 0.24566554854517
1014 => 0.256393207109
1015 => 0.25322051059566
1016 => 0.24953100973904
1017 => 0.24993216078092
1018 => 0.25433179758517
1019 => 0.25167167673938
1020 => 0.25262827474254
1021 => 0.25433034965952
1022 => 0.25535725371707
1023 => 0.24978440509019
1024 => 0.2484851074951
1025 => 0.24582720060704
1026 => 0.24513380231213
1027 => 0.24729861201341
1028 => 0.24672826114097
1029 => 0.23647744844094
1030 => 0.2354061814788
1031 => 0.23543903570711
1101 => 0.23274528399485
1102 => 0.22863666605917
1103 => 0.23943386868132
1104 => 0.23856670220401
1105 => 0.23760941752641
1106 => 0.23772667943722
1107 => 0.24241337914435
1108 => 0.23969485663021
1109 => 0.24692249429113
1110 => 0.24543670927072
1111 => 0.24391281947092
1112 => 0.24370217148177
1113 => 0.24311560392101
1114 => 0.241104045503
1115 => 0.23867496783733
1116 => 0.23707108035936
1117 => 0.21868554010161
1118 => 0.22209778942968
1119 => 0.22602327124531
1120 => 0.22737833183769
1121 => 0.22506040692709
1122 => 0.24119557130639
1123 => 0.2441436213208
1124 => 0.23521378553061
1125 => 0.23354337785705
1126 => 0.24130508295538
1127 => 0.23662382595123
1128 => 0.23873179569356
1129 => 0.23417551810844
1130 => 0.24343352240131
1201 => 0.24336299192
1202 => 0.23976141914856
1203 => 0.24280544379247
1204 => 0.24227646960083
1205 => 0.23821030281216
1206 => 0.2435624271412
1207 => 0.2435650817281
1208 => 0.24009864624053
1209 => 0.23605060849136
1210 => 0.2353269149522
1211 => 0.23478170908498
1212 => 0.23859770847195
1213 => 0.24201912158999
1214 => 0.24838552316241
1215 => 0.24998618777969
1216 => 0.2562336883432
1217 => 0.25251360594291
1218 => 0.25416267028783
1219 => 0.25595296290863
1220 => 0.25681129502687
1221 => 0.25541268890084
1222 => 0.26511762884979
1223 => 0.26593702313316
1224 => 0.26621175894864
1225 => 0.26293930780208
1226 => 0.26584601034696
1227 => 0.26448606048608
1228 => 0.26802427221913
1229 => 0.26857910899702
1230 => 0.26810918198503
1231 => 0.26828529593584
]
'min_raw' => 0.12030798840301
'max_raw' => 0.26857910899702
'avg_raw' => 0.19444354870002
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.1203079'
'max' => '$0.268579'
'avg' => '$0.194443'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.018551247708598
'max_diff' => -0.025629553514105
'year' => 2031
]
6 => [
'items' => [
101 => 0.26000384175813
102 => 0.25957440467087
103 => 0.25371899951454
104 => 0.25610512039671
105 => 0.25164438177724
106 => 0.25305892794417
107 => 0.25368244641627
108 => 0.25335675575081
109 => 0.25624002809128
110 => 0.25378865758825
111 => 0.24731908778814
112 => 0.24084775535806
113 => 0.24076651305083
114 => 0.23906272545049
115 => 0.23783119907972
116 => 0.23806843474947
117 => 0.23890448419283
118 => 0.23778260636621
119 => 0.23802201588117
120 => 0.24199780900674
121 => 0.24279512596401
122 => 0.24008553141135
123 => 0.2292061182898
124 => 0.22653628302082
125 => 0.22845530766703
126 => 0.22753813748716
127 => 0.18364103557565
128 => 0.19395400853484
129 => 0.18782639019796
130 => 0.19065027864576
131 => 0.18439556706287
201 => 0.18738064326775
202 => 0.18682940869024
203 => 0.20341236402556
204 => 0.20315344398711
205 => 0.20327737530777
206 => 0.19736181047117
207 => 0.20678546588097
208 => 0.21142789739952
209 => 0.21056870687975
210 => 0.21078494662304
211 => 0.20706923139672
212 => 0.20331335155332
213 => 0.19914750278121
214 => 0.20688713488531
215 => 0.20602661991526
216 => 0.20800033165304
217 => 0.21302003631288
218 => 0.21375920689204
219 => 0.21475265964637
220 => 0.21439657755272
221 => 0.22287989765851
222 => 0.22185251161895
223 => 0.22432821637515
224 => 0.21923550385947
225 => 0.21347261624328
226 => 0.21456795277612
227 => 0.21446246305987
228 => 0.2131194578965
229 => 0.21190705288484
301 => 0.2098887401334
302 => 0.21627498033303
303 => 0.21601571064356
304 => 0.22021298554789
305 => 0.2194710764384
306 => 0.21451642582925
307 => 0.21469338214505
308 => 0.21588349841109
309 => 0.22000250439639
310 => 0.22122530581614
311 => 0.2206588554783
312 => 0.22199960141205
313 => 0.22305927233147
314 => 0.22213267976455
315 => 0.23525127650135
316 => 0.22980352051086
317 => 0.23245871887538
318 => 0.23309196803998
319 => 0.23146991362065
320 => 0.23182167914279
321 => 0.23235450805846
322 => 0.23558974089584
323 => 0.24407992798327
324 => 0.24784017404963
325 => 0.25915305986756
326 => 0.24752793795897
327 => 0.24683815133445
328 => 0.24887594368668
329 => 0.25551780525239
330 => 0.26090041021306
331 => 0.26268613080844
401 => 0.26292214326416
402 => 0.26627227381356
403 => 0.26819250616824
404 => 0.26586547984768
405 => 0.26389356869082
406 => 0.25683042768956
407 => 0.25764800549275
408 => 0.26328030580383
409 => 0.27123626173407
410 => 0.27806329959834
411 => 0.27567270888457
412 => 0.29391122853666
413 => 0.29571950326249
414 => 0.2954696581639
415 => 0.29958917709671
416 => 0.29141277094053
417 => 0.28791719889835
418 => 0.26431991826507
419 => 0.27094979160246
420 => 0.28058670185715
421 => 0.27931122064838
422 => 0.27231263882608
423 => 0.27805799054645
424 => 0.27615839759394
425 => 0.2746601098181
426 => 0.28152405657657
427 => 0.27397686516024
428 => 0.28051141284947
429 => 0.2721307878468
430 => 0.27568362890158
501 => 0.2736668644873
502 => 0.27497195822869
503 => 0.26734240688397
504 => 0.27145912759269
505 => 0.26717113776796
506 => 0.26716910470247
507 => 0.26707444708943
508 => 0.27211924810236
509 => 0.27228375888228
510 => 0.26855564331145
511 => 0.26801836361359
512 => 0.27000496825629
513 => 0.26767917451226
514 => 0.26876739876672
515 => 0.26771213571634
516 => 0.26747457377646
517 => 0.26558163982165
518 => 0.26476611182662
519 => 0.26508590136704
520 => 0.26399429480277
521 => 0.26333656236267
522 => 0.26694360755221
523 => 0.26501650881523
524 => 0.26664825203228
525 => 0.26478867469404
526 => 0.2583425694604
527 => 0.25463534617422
528 => 0.24245925094215
529 => 0.24591237644557
530 => 0.24820180222685
531 => 0.24744514701979
601 => 0.24907073519124
602 => 0.24917053310249
603 => 0.24864203781704
604 => 0.24803010798093
605 => 0.24773225437855
606 => 0.24995221110378
607 => 0.25124097070309
608 => 0.24843157673256
609 => 0.24777337503287
610 => 0.25061382744796
611 => 0.25234650178029
612 => 0.26513959554462
613 => 0.26419184183741
614 => 0.26657051765523
615 => 0.2663027152619
616 => 0.26879594647176
617 => 0.27287132578174
618 => 0.26458494015056
619 => 0.26602317017448
620 => 0.2656705493862
621 => 0.26952037069053
622 => 0.26953238941242
623 => 0.26722422922764
624 => 0.26847552030943
625 => 0.26777708395495
626 => 0.26903925284683
627 => 0.26417918400883
628 => 0.2700982232415
629 => 0.27345393707197
630 => 0.27350053116176
701 => 0.27509111288481
702 => 0.27670723603571
703 => 0.27980924368919
704 => 0.27662072272587
705 => 0.27088488390911
706 => 0.27129899294503
707 => 0.26793607274542
708 => 0.26799260404154
709 => 0.26769083555243
710 => 0.26859646550432
711 => 0.26437791885528
712 => 0.2653680033219
713 => 0.2639818792707
714 => 0.2660201570115
715 => 0.26382730710178
716 => 0.26567037934178
717 => 0.26646578822174
718 => 0.26940086411275
719 => 0.26339379400625
720 => 0.25114497141618
721 => 0.25371982242723
722 => 0.2499114155317
723 => 0.25026389808951
724 => 0.25097596895347
725 => 0.2486679143083
726 => 0.24910821839944
727 => 0.24909248763893
728 => 0.24895692844332
729 => 0.24835651428881
730 => 0.24748579497645
731 => 0.25095447272361
801 => 0.25154386866448
802 => 0.25285402283031
803 => 0.25675215294177
804 => 0.2563626378194
805 => 0.25699795314482
806 => 0.25561106335657
807 => 0.25032823192909
808 => 0.25061511509207
809 => 0.24703767745271
810 => 0.2527625397067
811 => 0.25140681676046
812 => 0.25053277335753
813 => 0.25029428251708
814 => 0.2542020753391
815 => 0.2553713481986
816 => 0.25464273581954
817 => 0.25314833057308
818 => 0.25601803042754
819 => 0.25678584104568
820 => 0.25695772552731
821 => 0.26204228345904
822 => 0.2572418958333
823 => 0.25839739684657
824 => 0.26741228589975
825 => 0.25923702549817
826 => 0.26356764326295
827 => 0.26335568205881
828 => 0.26557107956716
829 => 0.26317395480052
830 => 0.26320367003493
831 => 0.26517079293831
901 => 0.26240832359299
902 => 0.2617242973344
903 => 0.26077931995724
904 => 0.26284264348896
905 => 0.26407951263013
906 => 0.2740477695277
907 => 0.28048771809126
908 => 0.28020814293996
909 => 0.28276293648009
910 => 0.28161197859104
911 => 0.27789523195992
912 => 0.28423926525027
913 => 0.28223174767158
914 => 0.28239724498163
915 => 0.28239108516349
916 => 0.28372590885308
917 => 0.28278006393421
918 => 0.28091570651012
919 => 0.28215335397415
920 => 0.28582872447525
921 => 0.29723718728481
922 => 0.30362151421507
923 => 0.29685284278721
924 => 0.30152178170203
925 => 0.29872208206618
926 => 0.29821329335849
927 => 0.30114573202887
928 => 0.30408330354495
929 => 0.30389619293885
930 => 0.30176366686414
1001 => 0.30055905699539
1002 => 0.30968076649553
1003 => 0.31640148667096
1004 => 0.31594317861128
1005 => 0.31796600133696
1006 => 0.32390507142312
1007 => 0.32444806556095
1008 => 0.32437966078016
1009 => 0.32303379315397
1010 => 0.3288815789395
1011 => 0.33375990472379
1012 => 0.32272226368436
1013 => 0.32692525289885
1014 => 0.32881211016908
1015 => 0.33158257644712
1016 => 0.33625681744222
1017 => 0.3413342829441
1018 => 0.34205229223764
1019 => 0.34154283028396
1020 => 0.33819410529588
1021 => 0.34374992863479
1022 => 0.34700439964664
1023 => 0.34894236265695
1024 => 0.3538567144048
1025 => 0.32882376275722
1026 => 0.31110419536265
1027 => 0.30833702904033
1028 => 0.3139641705702
1029 => 0.31544800291602
1030 => 0.31484987195799
1031 => 0.29490488786281
1101 => 0.30823202282678
1102 => 0.32257089947067
1103 => 0.32312171411948
1104 => 0.33030005557918
1105 => 0.33263761780862
1106 => 0.33841712357041
1107 => 0.33805561391142
1108 => 0.33946283159239
1109 => 0.33913933661715
1110 => 0.34984465402234
1111 => 0.36165420887528
1112 => 0.36124528154281
1113 => 0.35954751830839
1114 => 0.36206898622315
1115 => 0.3742577124202
1116 => 0.37313556983233
1117 => 0.37422563577256
1118 => 0.38859683088539
1119 => 0.40728142881072
1120 => 0.39860055717144
1121 => 0.41743555077516
1122 => 0.42929118084858
1123 => 0.44979426716555
1124 => 0.44722717977883
1125 => 0.45520888082343
1126 => 0.44263155758931
1127 => 0.41375148114737
1128 => 0.40918109850194
1129 => 0.41833112029861
1130 => 0.44082555603966
1201 => 0.41762269046623
1202 => 0.42231659995226
1203 => 0.4209647537045
1204 => 0.42089271956294
1205 => 0.42364196976249
1206 => 0.41965403895679
1207 => 0.40340649143935
1208 => 0.4108526467192
1209 => 0.4079773285719
1210 => 0.41116770842549
1211 => 0.42838487268258
1212 => 0.42077275395859
1213 => 0.41275400524117
1214 => 0.42281129563561
1215 => 0.43561768236765
1216 => 0.43481628170125
1217 => 0.43326122944894
1218 => 0.44202697757533
1219 => 0.45650542535691
1220 => 0.46041889161315
1221 => 0.46330773239622
1222 => 0.46370605473284
1223 => 0.46780902235597
1224 => 0.4457463313654
1225 => 0.48076038857753
1226 => 0.48680634901425
1227 => 0.48566995903153
1228 => 0.49238978960405
1229 => 0.49041264498397
1230 => 0.48754807263396
1231 => 0.49820043344034
]
'min_raw' => 0.18364103557565
'max_raw' => 0.49820043344034
'avg_raw' => 0.34092073450799
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.183641'
'max' => '$0.49820043'
'avg' => '$0.34092'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.063333047172633
'max_diff' => 0.22962132444332
'year' => 2032
]
7 => [
'items' => [
101 => 0.48598836137701
102 => 0.46865486254024
103 => 0.45914536226065
104 => 0.47166823933832
105 => 0.47931552338146
106 => 0.48436989167537
107 => 0.48589934046718
108 => 0.44745899526257
109 => 0.42674178119657
110 => 0.44002127788953
111 => 0.45622318035685
112 => 0.44565632897914
113 => 0.44607052954745
114 => 0.43100497640252
115 => 0.45755614751751
116 => 0.45368786521656
117 => 0.47375652063679
118 => 0.46896697495973
119 => 0.48533218439421
120 => 0.48102267629222
121 => 0.49891120348224
122 => 0.50604742129088
123 => 0.5180302416552
124 => 0.52684485309404
125 => 0.53202096152758
126 => 0.53171020739233
127 => 0.55222052773299
128 => 0.54012630840411
129 => 0.52493311853841
130 => 0.52465832166764
131 => 0.53252708998825
201 => 0.54901786969709
202 => 0.55329368894451
203 => 0.55568328858583
204 => 0.55202353355259
205 => 0.5388961252716
206 => 0.53322777693334
207 => 0.5380573739454
208 => 0.53215119181166
209 => 0.54234691915652
210 => 0.55634783049086
211 => 0.55345669766593
212 => 0.56312132123684
213 => 0.57312318988468
214 => 0.58742631126312
215 => 0.5911656768345
216 => 0.59734670592865
217 => 0.60370901522881
218 => 0.60575241750698
219 => 0.6096539064865
220 => 0.60963334371375
221 => 0.62139074335401
222 => 0.63435951925358
223 => 0.63925493192781
224 => 0.65051166343758
225 => 0.63123490521002
226 => 0.64585654776106
227 => 0.65904563534556
228 => 0.64332106140507
301 => 0.6649937232262
302 => 0.66583522357341
303 => 0.67854087974101
304 => 0.66566126310595
305 => 0.65801338786125
306 => 0.68009251713056
307 => 0.69077591229792
308 => 0.68755798672916
309 => 0.66306941426229
310 => 0.64881601472229
311 => 0.61151211885066
312 => 0.65570019491898
313 => 0.677222917788
314 => 0.66301367560957
315 => 0.67017999086211
316 => 0.70927708319449
317 => 0.72416272460539
318 => 0.72106661525041
319 => 0.7215898067651
320 => 0.72962182867692
321 => 0.7652402371492
322 => 0.74389686116437
323 => 0.76021307238373
324 => 0.768867131982
325 => 0.77690550483286
326 => 0.75716580166498
327 => 0.7314847378774
328 => 0.72335046695816
329 => 0.66160084650847
330 => 0.65838651059906
331 => 0.65658220644876
401 => 0.645206324005
402 => 0.63626799652065
403 => 0.62915990664627
404 => 0.6105061561606
405 => 0.61680124936292
406 => 0.58707106442905
407 => 0.60609138317668
408 => 0.55864129016181
409 => 0.59815913761172
410 => 0.57665136990078
411 => 0.59109325746912
412 => 0.5910428710839
413 => 0.56445077726596
414 => 0.54911301251461
415 => 0.5588868331689
416 => 0.56936514475716
417 => 0.57106521555908
418 => 0.58465062004516
419 => 0.58844201441994
420 => 0.57695391246109
421 => 0.55765799245198
422 => 0.56213999457702
423 => 0.5490221848846
424 => 0.52603372796789
425 => 0.54254443906542
426 => 0.54818192175884
427 => 0.55067175527656
428 => 0.52806524814109
429 => 0.52096179278798
430 => 0.51717997276175
501 => 0.55473977626115
502 => 0.55679738708331
503 => 0.54627035920029
504 => 0.59385352344529
505 => 0.58308398789728
506 => 0.59511619770468
507 => 0.5617332998623
508 => 0.56300857151591
509 => 0.54720457269265
510 => 0.55605375601009
511 => 0.54979943846382
512 => 0.55533882944738
513 => 0.55865911756316
514 => 0.57446052310571
515 => 0.59833956428087
516 => 0.57210032004809
517 => 0.56066750558298
518 => 0.56776035937655
519 => 0.58664956371417
520 => 0.61526767520624
521 => 0.59832517720977
522 => 0.60584397011833
523 => 0.60748649188104
524 => 0.5949937211038
525 => 0.6157283014843
526 => 0.62684013155764
527 => 0.63823856994364
528 => 0.64813551461721
529 => 0.63368578299524
530 => 0.64914906711842
531 => 0.63668838975224
601 => 0.62550987399363
602 => 0.62552682718774
603 => 0.61851438096031
604 => 0.60492688276957
605 => 0.60242113963358
606 => 0.6154563318675
607 => 0.6259093216018
608 => 0.62677027990276
609 => 0.63255759211368
610 => 0.63598246386604
611 => 0.66955086292657
612 => 0.68305235072108
613 => 0.69956171442612
614 => 0.70599304200599
615 => 0.72534903226284
616 => 0.70971749811376
617 => 0.70633551737365
618 => 0.65938421630668
619 => 0.66707248922613
620 => 0.67938215597818
621 => 0.65958719817749
622 => 0.67214254273081
623 => 0.6746212337042
624 => 0.65891457308605
625 => 0.66730417916695
626 => 0.64502387276094
627 => 0.59882521407547
628 => 0.61577973379801
629 => 0.62826396714343
630 => 0.61044742686464
701 => 0.64238288571903
702 => 0.62372684993798
703 => 0.61781378224303
704 => 0.59474479700421
705 => 0.60563247003026
706 => 0.62035820369446
707 => 0.61125941234027
708 => 0.63014077059061
709 => 0.6568818093474
710 => 0.67593906602188
711 => 0.67740204555445
712 => 0.6651495062498
713 => 0.68478427868017
714 => 0.68492729656156
715 => 0.6627791930497
716 => 0.64921360296984
717 => 0.64613147236145
718 => 0.65383123890851
719 => 0.66318017695195
720 => 0.67792084655056
721 => 0.68682832446718
722 => 0.71005430271246
723 => 0.71633858648465
724 => 0.7232431090745
725 => 0.73246968053045
726 => 0.74354854520768
727 => 0.71930862001402
728 => 0.72027171743084
729 => 0.69769983471511
730 => 0.67357854089794
731 => 0.69188359614345
801 => 0.7158150208575
802 => 0.71032512558622
803 => 0.70970740021982
804 => 0.71074624294338
805 => 0.70660704119205
806 => 0.68788558507678
807 => 0.67848378701821
808 => 0.69061450516826
809 => 0.69706144198886
810 => 0.70706007876565
811 => 0.70582753573729
812 => 0.73158295029909
813 => 0.74159072559449
814 => 0.73903030841708
815 => 0.7395014867976
816 => 0.75762008593628
817 => 0.7777716945526
818 => 0.79664633526075
819 => 0.81584643047376
820 => 0.792699966302
821 => 0.78094761927103
822 => 0.79307304152902
823 => 0.78663912180126
824 => 0.82361033298156
825 => 0.82617013942839
826 => 0.86313867716931
827 => 0.89822622161704
828 => 0.87618836360807
829 => 0.8969690711036
830 => 0.91944510053595
831 => 0.96280500791532
901 => 0.94820291652988
902 => 0.93701794337258
903 => 0.92644819778433
904 => 0.94844216045362
905 => 0.97673704206553
906 => 0.98283148855973
907 => 0.99270682013807
908 => 0.98232411648154
909 => 0.99482893941854
910 => 1.0389764592838
911 => 1.0270474097153
912 => 1.0101062416375
913 => 1.0449564685983
914 => 1.0575686302586
915 => 1.1460873858307
916 => 1.2578459712678
917 => 1.2115771830504
918 => 1.1828566531194
919 => 1.1896066589132
920 => 1.230417111048
921 => 1.2435241330147
922 => 1.2078947290479
923 => 1.2204796368666
924 => 1.289823716269
925 => 1.327024590044
926 => 1.2765008067137
927 => 1.1371076923077
928 => 1.0085808748095
929 => 1.042671974448
930 => 1.038807101719
1001 => 1.1133086641868
1002 => 1.0267629058283
1003 => 1.0282201144401
1004 => 1.1042622903211
1005 => 1.083975541489
1006 => 1.0511136065114
1007 => 1.008820803302
1008 => 0.93063864495865
1009 => 0.86139052704316
1010 => 0.99720203316456
1011 => 0.99134559406341
1012 => 0.98286460236929
1013 => 1.0017381316454
1014 => 1.0933826324655
1015 => 1.0912699300972
1016 => 1.077829995541
1017 => 1.0880240674478
1018 => 1.0493265364185
1019 => 1.0592997712912
1020 => 1.0085605155049
1021 => 1.0314967781788
1022 => 1.051043099558
1023 => 1.0549673129631
1024 => 1.0638087661401
1025 => 0.98825951677575
1026 => 1.0221789117309
1027 => 1.0421033784496
1028 => 0.95208391295639
1029 => 1.0403239830514
1030 => 0.98694437242623
1031 => 0.96882653084519
1101 => 0.99321981768993
1102 => 0.98371373008329
1103 => 0.97554095417529
1104 => 0.97098040479251
1105 => 0.98889214246246
1106 => 0.988056538491
1107 => 0.95874945914449
1108 => 0.92051956884634
1109 => 0.93335077488377
1110 => 0.92868907743717
1111 => 0.91179448451977
1112 => 0.92317940028517
1113 => 0.87304599302835
1114 => 0.78679407155075
1115 => 0.84377473284666
1116 => 0.8415810393698
1117 => 0.84047487964269
1118 => 0.88329427177676
1119 => 0.87917817523452
1120 => 0.87170741970543
1121 => 0.91165727823584
1122 => 0.89707504247082
1123 => 0.94201405709177
1124 => 0.97161379859436
1125 => 0.96410634669798
1126 => 0.99194504664913
1127 => 0.93364637995548
1128 => 0.95301085849457
1129 => 0.95700185068347
1130 => 0.91116430318283
1201 => 0.87985161953346
1202 => 0.87776342052477
1203 => 0.82347154223036
1204 => 0.85247382538651
1205 => 0.87799463436789
1206 => 0.86577214736059
1207 => 0.86190287311049
1208 => 0.88167015611105
1209 => 0.88320624329552
1210 => 0.84818329270231
1211 => 0.85546567316324
1212 => 0.88583441028034
1213 => 0.85470045890604
1214 => 0.79421227708786
1215 => 0.77921037168241
1216 => 0.77720884096135
1217 => 0.73652248368564
1218 => 0.780212870736
1219 => 0.76114084595894
1220 => 0.82138914371174
1221 => 0.78697563915344
1222 => 0.78549214175333
1223 => 0.78324961785131
1224 => 0.74822918941186
1225 => 0.75589643757577
1226 => 0.78138353822746
1227 => 0.79047762287273
1228 => 0.78952903533859
1229 => 0.78125863752983
1230 => 0.78504478329539
1231 => 0.77284828860389
]
'min_raw' => 0.42674178119657
'max_raw' => 1.327024590044
'avg_raw' => 0.87688318562028
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.426741'
'max' => '$1.32'
'avg' => '$0.876883'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.24310074562092
'max_diff' => 0.82882415660364
'year' => 2033
]
8 => [
'items' => [
101 => 0.76854145248024
102 => 0.75494789298539
103 => 0.73496911584461
104 => 0.737747287343
105 => 0.69816410209571
106 => 0.67659708193434
107 => 0.67062761500243
108 => 0.66264499433989
109 => 0.67152927324721
110 => 0.69805196790527
111 => 0.66605997104408
112 => 0.61121193640324
113 => 0.61450839674166
114 => 0.62191456439422
115 => 0.60811321997037
116 => 0.59505140573222
117 => 0.6064075934738
118 => 0.58316775814761
119 => 0.62472298746377
120 => 0.62359903496795
121 => 0.63908825469887
122 => 0.6487739816674
123 => 0.62645151679628
124 => 0.62083747724756
125 => 0.62403548931838
126 => 0.57117947344758
127 => 0.63476879055306
128 => 0.63531871360799
129 => 0.6306099385437
130 => 0.66446928680246
131 => 0.73592307262402
201 => 0.70903928417607
202 => 0.69862906872222
203 => 0.67883924153463
204 => 0.70520801125843
205 => 0.70318330116053
206 => 0.69402679424932
207 => 0.68848891029938
208 => 0.69869263127793
209 => 0.68722455635055
210 => 0.68516457497197
211 => 0.67268332909961
212 => 0.66822809218368
213 => 0.66492961213922
214 => 0.66129830971222
215 => 0.669308058002
216 => 0.65115691460723
217 => 0.62926841505168
218 => 0.62744862315048
219 => 0.63247322858743
220 => 0.63025021471946
221 => 0.62743798021534
222 => 0.62206865868047
223 => 0.62047569567848
224 => 0.62565205263917
225 => 0.61980824743091
226 => 0.62843110034424
227 => 0.62608616147603
228 => 0.61298752357738
301 => 0.59666177101878
302 => 0.59651643757658
303 => 0.59299908096743
304 => 0.58851919848757
305 => 0.5872729976675
306 => 0.60545120701719
307 => 0.64307955634303
308 => 0.63569221100028
309 => 0.64103032509602
310 => 0.66728856312134
311 => 0.67563526737682
312 => 0.66971097439881
313 => 0.66160143677602
314 => 0.66195821527482
315 => 0.68967096025587
316 => 0.69139937016719
317 => 0.69576650440693
318 => 0.70137950605699
319 => 0.67066689285112
320 => 0.66051165395476
321 => 0.65569953837447
322 => 0.64088008491026
323 => 0.65686159494749
324 => 0.64754985344529
325 => 0.64880632550832
326 => 0.64798804642894
327 => 0.64843488213807
328 => 0.62471137193028
329 => 0.63335497217901
330 => 0.61898331031165
331 => 0.59974126836601
401 => 0.59967676229428
402 => 0.6043862248003
403 => 0.60158485222043
404 => 0.5940464306379
405 => 0.59511722784335
406 => 0.58573591757782
407 => 0.59625628876369
408 => 0.59655797536561
409 => 0.59250705941055
410 => 0.60871514275386
411 => 0.61535560772415
412 => 0.6126892080635
413 => 0.61516852601588
414 => 0.63599918855113
415 => 0.63939549544991
416 => 0.6409039106269
417 => 0.63888283411644
418 => 0.61554927228764
419 => 0.61658421497671
420 => 0.60899049221955
421 => 0.60257459669654
422 => 0.60283119887052
423 => 0.60612980317738
424 => 0.62053500164604
425 => 0.65084989259051
426 => 0.65200032054195
427 => 0.65339467277945
428 => 0.64772314148424
429 => 0.64601255337636
430 => 0.64826926063091
501 => 0.65965393978841
502 => 0.68893842549173
503 => 0.67858733239914
504 => 0.6701717325905
505 => 0.67755448245209
506 => 0.67641796597881
507 => 0.66682462319452
508 => 0.66655537001418
509 => 0.64814267803391
510 => 0.64133592504552
511 => 0.63564769277179
512 => 0.62943629162393
513 => 0.62575396481543
514 => 0.63141169238089
515 => 0.63270568161538
516 => 0.62033496141335
517 => 0.61864887796119
518 => 0.62875107511871
519 => 0.62430547479756
520 => 0.62887788497345
521 => 0.62993872335566
522 => 0.62976790394295
523 => 0.62512618663372
524 => 0.62808467882862
525 => 0.62108696281871
526 => 0.61347799768089
527 => 0.60862395197824
528 => 0.60438815330695
529 => 0.60673842059584
530 => 0.59836014685278
531 => 0.59567976846104
601 => 0.62708240824117
602 => 0.65027987588201
603 => 0.64994257551531
604 => 0.64788934627962
605 => 0.64483866411771
606 => 0.65943076338674
607 => 0.65434716777965
608 => 0.65804590833243
609 => 0.65898739303877
610 => 0.6618369836878
611 => 0.66285546741423
612 => 0.65977690221052
613 => 0.64944486137177
614 => 0.62369839794257
615 => 0.61171334971503
616 => 0.60775808417318
617 => 0.6079018505635
618 => 0.60393613171684
619 => 0.60510421364823
620 => 0.6035299204902
621 => 0.6005485901113
622 => 0.60655433184612
623 => 0.6072464376337
624 => 0.60584462574952
625 => 0.60617480319458
626 => 0.5945683995153
627 => 0.59545080917925
628 => 0.59053744003917
629 => 0.58961624255695
630 => 0.57719567322682
701 => 0.55519083426817
702 => 0.56738365111266
703 => 0.55265644293401
704 => 0.54707902604314
705 => 0.57348165013825
706 => 0.5708315589739
707 => 0.56629575486747
708 => 0.55958635524966
709 => 0.55709777366656
710 => 0.5419779397569
711 => 0.54108457930833
712 => 0.54857837726382
713 => 0.54512024735321
714 => 0.54026372326249
715 => 0.52267388530387
716 => 0.50289708364318
717 => 0.50349402097277
718 => 0.50978465362056
719 => 0.52807551645141
720 => 0.52092895990826
721 => 0.51574405113891
722 => 0.5147730735842
723 => 0.52692689056063
724 => 0.54412708788566
725 => 0.55219703563784
726 => 0.54419996250339
727 => 0.53501335547952
728 => 0.53557250168243
729 => 0.53929225086844
730 => 0.53968314391347
731 => 0.53370360713939
801 => 0.53538681171596
802 => 0.5328298700487
803 => 0.51713792375651
804 => 0.51685410620779
805 => 0.51300304952087
806 => 0.51288644105489
807 => 0.50633483293933
808 => 0.50541821767484
809 => 0.4924096021072
810 => 0.50097191226753
811 => 0.49522876415344
812 => 0.48657248527382
813 => 0.48508013953223
814 => 0.48503527781717
815 => 0.493923340718
816 => 0.50086805007765
817 => 0.49532866867374
818 => 0.49406745890447
819 => 0.50753387964649
820 => 0.50582015485792
821 => 0.50433608024335
822 => 0.54258699886862
823 => 0.51230841202032
824 => 0.49910521991314
825 => 0.48276376246234
826 => 0.4880846234091
827 => 0.48920580699029
828 => 0.44990754759021
829 => 0.43396424864588
830 => 0.42849310925873
831 => 0.42534439119087
901 => 0.42677930155351
902 => 0.41242846254116
903 => 0.42207246369843
904 => 0.40964585015996
905 => 0.40756248796054
906 => 0.42978281232934
907 => 0.432874640656
908 => 0.41968394045868
909 => 0.42815450536574
910 => 0.42508296078078
911 => 0.40985886878254
912 => 0.40927742044904
913 => 0.40163850623703
914 => 0.3896850846805
915 => 0.38422205027605
916 => 0.38137685452597
917 => 0.38255083774421
918 => 0.38195723590459
919 => 0.37808358237329
920 => 0.38217926919066
921 => 0.37171648182692
922 => 0.36755011559426
923 => 0.36566826462594
924 => 0.35638193862504
925 => 0.37116061294038
926 => 0.37407219795734
927 => 0.37698951969622
928 => 0.40238281369297
929 => 0.4011142364856
930 => 0.4125815566181
1001 => 0.4121359576448
1002 => 0.40886529218474
1003 => 0.3950668926071
1004 => 0.40056668874592
1005 => 0.38363917108871
1006 => 0.39632241827681
1007 => 0.39053431392523
1008 => 0.39436545437323
1009 => 0.38747671840771
1010 => 0.39128922931997
1011 => 0.37476264277755
1012 => 0.35933034879958
1013 => 0.36554075439306
1014 => 0.3722921755192
1015 => 0.38693097675078
1016 => 0.37821222750473
1017 => 0.38134781942602
1018 => 0.37084411138146
1019 => 0.34917196144966
1020 => 0.34929462346469
1021 => 0.34596083535113
1022 => 0.34307995567998
1023 => 0.37921368073701
1024 => 0.37471988083651
1025 => 0.36755959882905
1026 => 0.37714392083433
1027 => 0.37967816769617
1028 => 0.3797503141416
1029 => 0.38674278806949
1030 => 0.39047467265828
1031 => 0.39113243349197
1101 => 0.40213524229992
1102 => 0.40582323868178
1103 => 0.4210135738339
1104 => 0.39015804832415
1105 => 0.38952259908132
1106 => 0.37727879189993
1107 => 0.36951357581857
1108 => 0.37781048288846
1109 => 0.38516040991162
1110 => 0.37750717462039
1111 => 0.37850652558081
1112 => 0.36823268249462
1113 => 0.37190509796868
1114 => 0.37506827690274
1115 => 0.37332175541842
1116 => 0.37070712822379
1117 => 0.38455779971319
1118 => 0.38377629054653
1119 => 0.39667435426302
1120 => 0.4067293172794
1121 => 0.4247496085444
1122 => 0.40594449519034
1123 => 0.40525916211617
1124 => 0.41195840284713
1125 => 0.40582221306293
1126 => 0.40970007319248
1127 => 0.42412482532604
1128 => 0.4244295976084
1129 => 0.41932426920204
1130 => 0.41901360950454
1201 => 0.41999414367115
1202 => 0.42573716291144
1203 => 0.42373037552373
1204 => 0.42605268069443
1205 => 0.42895675887079
1206 => 0.44096925751186
1207 => 0.4438654302661
1208 => 0.43682923196671
1209 => 0.43746452189217
1210 => 0.43483279058024
1211 => 0.4322905711084
1212 => 0.43800510921974
1213 => 0.44844853993774
1214 => 0.44838357189726
1215 => 0.45080624483255
1216 => 0.45231555000073
1217 => 0.44583650733999
1218 => 0.44161888880885
1219 => 0.44323619212773
1220 => 0.4458222953549
1221 => 0.44239755370579
1222 => 0.4212584617528
1223 => 0.42767071188091
1224 => 0.42660339991658
1225 => 0.42508341788981
1226 => 0.43153098497809
1227 => 0.43090910140348
1228 => 0.41228127394473
1229 => 0.4134737670208
1230 => 0.41235379339834
1231 => 0.41597265729754
]
'min_raw' => 0.34307995567998
'max_raw' => 0.76854145248024
'avg_raw' => 0.55581070408011
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.343079'
'max' => '$0.768541'
'avg' => '$0.55581'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.083661825516585
'max_diff' => -0.55848313756374
'year' => 2034
]
9 => [
'items' => [
101 => 0.40562678253628
102 => 0.40880910393231
103 => 0.41080502607949
104 => 0.41198063955758
105 => 0.41622776156614
106 => 0.41572941081854
107 => 0.41619678338395
108 => 0.42249414412401
109 => 0.45434403375396
110 => 0.4560775529737
111 => 0.44754107033084
112 => 0.45095122677199
113 => 0.44440447212422
114 => 0.44879935237871
115 => 0.45180621783098
116 => 0.43821877103916
117 => 0.43741421062194
118 => 0.43084043518893
119 => 0.43437280974896
120 => 0.42875254783724
121 => 0.43013156352196
122 => 0.42627571544705
123 => 0.43321547429019
124 => 0.44097520300632
125 => 0.44293561692098
126 => 0.43777861192275
127 => 0.43404460044084
128 => 0.42748890633846
129 => 0.4383911717339
130 => 0.44157932637604
131 => 0.4383744257148
201 => 0.43763178020313
202 => 0.43622446830044
203 => 0.43793034807608
204 => 0.44156196300117
205 => 0.43984936046789
206 => 0.44098056461329
207 => 0.43666958090367
208 => 0.44583865217271
209 => 0.46040134400511
210 => 0.46044816544059
211 => 0.45873555367575
212 => 0.45803478984031
213 => 0.45979203344101
214 => 0.46074526600848
215 => 0.46642786958978
216 => 0.47252552963742
217 => 0.50098064846228
218 => 0.49299056496125
219 => 0.51823763918526
220 => 0.53820479697416
221 => 0.54419207453706
222 => 0.53868406090237
223 => 0.51984144379514
224 => 0.51891693510641
225 => 0.54707576021235
226 => 0.53911960236403
227 => 0.53817324270425
228 => 0.52810557482414
301 => 0.53405681344621
302 => 0.53275519026016
303 => 0.5307005143834
304 => 0.54205506310743
305 => 0.56330976469127
306 => 0.5599970201241
307 => 0.55752420997851
308 => 0.54668907574472
309 => 0.55321424666831
310 => 0.55089075828384
311 => 0.56087393890569
312 => 0.55496012385983
313 => 0.53905932664323
314 => 0.54159158100969
315 => 0.54120883585638
316 => 0.54908570398971
317 => 0.54672126369197
318 => 0.54074714094034
319 => 0.56323711843194
320 => 0.56177674438947
321 => 0.56384722089371
322 => 0.5647587086825
323 => 0.57844796166378
324 => 0.58405601060297
325 => 0.58532913589489
326 => 0.59065634864505
327 => 0.58519658998868
328 => 0.6070395173561
329 => 0.62156378948529
330 => 0.63843447897555
331 => 0.66308709073466
401 => 0.6723567008055
402 => 0.67068222871526
403 => 0.68937355759466
404 => 0.72296146010602
405 => 0.6774713041277
406 => 0.7253725488316
407 => 0.71020756780481
408 => 0.67425167059665
409 => 0.67193653470862
410 => 0.69628628575454
411 => 0.7502916899977
412 => 0.73676394875901
413 => 0.75031381653619
414 => 0.73450717603051
415 => 0.73372224310058
416 => 0.74954612328791
417 => 0.78651948186041
418 => 0.76895482512824
419 => 0.74377158267214
420 => 0.76236649700707
421 => 0.74625786133207
422 => 0.70996059663306
423 => 0.73675360435024
424 => 0.71883788311069
425 => 0.72406664302051
426 => 0.76172282430363
427 => 0.75719193294575
428 => 0.76305532591209
429 => 0.75270659079821
430 => 0.7430392403561
501 => 0.72499441284904
502 => 0.71965222902344
503 => 0.7211286164412
504 => 0.71965149739916
505 => 0.70955558224948
506 => 0.70737537033415
507 => 0.70374158829132
508 => 0.70486784929181
509 => 0.69803527595086
510 => 0.71092975352692
511 => 0.71332308219078
512 => 0.72270660766045
513 => 0.72368083640336
514 => 0.74981382127025
515 => 0.73542021235253
516 => 0.74507668789894
517 => 0.7442129218358
518 => 0.67503094391696
519 => 0.68456361007642
520 => 0.6993934471051
521 => 0.69271262562505
522 => 0.68326750712372
523 => 0.67564006751869
524 => 0.66408371657131
525 => 0.68034905860968
526 => 0.70173625376384
527 => 0.72422325096671
528 => 0.75123990469955
529 => 0.7452101020949
530 => 0.72371819341757
531 => 0.72468230474099
601 => 0.73064206157852
602 => 0.72292363497291
603 => 0.72064732028532
604 => 0.73032933089563
605 => 0.73039600558157
606 => 0.7215150229688
607 => 0.71164543599736
608 => 0.71160408206758
609 => 0.70984788439492
610 => 0.73481959969506
611 => 0.74855151818496
612 => 0.75012586050973
613 => 0.7484455524028
614 => 0.74909223630411
615 => 0.74110193549702
616 => 0.75936539369193
617 => 0.7761257490004
618 => 0.77163361574497
619 => 0.7648992694007
620 => 0.75953503816743
621 => 0.77036997334413
622 => 0.76988751073648
623 => 0.7759793619182
624 => 0.77570300036036
625 => 0.77365453993406
626 => 0.77163368890194
627 => 0.77964613481764
628 => 0.77733867906986
629 => 0.77502763920597
630 => 0.77039249495644
701 => 0.77102248804155
702 => 0.76428930447712
703 => 0.76117422567071
704 => 0.71433091454132
705 => 0.7018128511582
706 => 0.7057512887272
707 => 0.70704792463641
708 => 0.70160004740974
709 => 0.70941090390795
710 => 0.70819359019644
711 => 0.71292944574319
712 => 0.70997068880453
713 => 0.71009211722135
714 => 0.71879319050447
715 => 0.72131914909557
716 => 0.72003442616915
717 => 0.72093420206909
718 => 0.74166915791153
719 => 0.7387213102573
720 => 0.73715532494377
721 => 0.73758911357775
722 => 0.74288733935797
723 => 0.74437055330402
724 => 0.73808607159099
725 => 0.74104986949701
726 => 0.7536693448189
727 => 0.75808544698112
728 => 0.77217952523362
729 => 0.76619211028969
730 => 0.77718226954852
731 => 0.81096227228877
801 => 0.83794807587608
802 => 0.81313081566169
803 => 0.86268680732842
804 => 0.90127325522576
805 => 0.89979224308637
806 => 0.89306380337485
807 => 0.84913415831751
808 => 0.80870944398165
809 => 0.84252643404764
810 => 0.84261264050984
811 => 0.83970773107237
812 => 0.82166558804214
813 => 0.83907990360353
814 => 0.84046218873329
815 => 0.83968847663991
816 => 0.82585560788068
817 => 0.80473537402681
818 => 0.80886221716716
819 => 0.81562207041637
820 => 0.8028242579625
821 => 0.79873458143669
822 => 0.80633806819097
823 => 0.83083808676264
824 => 0.82620650017061
825 => 0.82608555072698
826 => 0.84590144226607
827 => 0.83171754046113
828 => 0.80891426987514
829 => 0.80315614331399
830 => 0.78271867316074
831 => 0.79683490659136
901 => 0.79734292470189
902 => 0.78961160791635
903 => 0.80954162362257
904 => 0.80935796501923
905 => 0.82827854874092
906 => 0.86444759857008
907 => 0.85375063076475
908 => 0.84131122103394
909 => 0.8426637297791
910 => 0.85749741243745
911 => 0.84852862928217
912 => 0.85175386623739
913 => 0.85749253065504
914 => 0.86095480938123
915 => 0.84216556115184
916 => 0.83778488859594
917 => 0.8288235699537
918 => 0.82648572919087
919 => 0.83378453624093
920 => 0.8318615584539
921 => 0.79730022774684
922 => 0.79368837639053
923 => 0.79379914671509
924 => 0.78471697474546
925 => 0.77086448252075
926 => 0.80726800499796
927 => 0.80434429267607
928 => 0.80111674055006
929 => 0.80151209726934
930 => 0.81731363254684
1001 => 0.80814794408923
1002 => 0.83251642908059
1003 => 0.82750700115007
1004 => 0.82236910029545
1005 => 0.82165888589305
1006 => 0.81968123240912
1007 => 0.81289912276027
1008 => 0.80470931781769
1009 => 0.79930169920584
1010 => 0.73731356658942
1011 => 0.74881820343465
1012 => 0.76205323944444
1013 => 0.76662192083894
1014 => 0.75880687517052
1015 => 0.81320770839653
1016 => 0.82314726484639
1017 => 0.79303970001853
1018 => 0.78740780392301
1019 => 0.81357693456694
1020 => 0.79779374974253
1021 => 0.80490091690255
1022 => 0.78953910891519
1023 => 0.82075311676181
1024 => 0.82051531831978
1025 => 0.80837236426711
1026 => 0.81863550588107
1027 => 0.81685203246213
1028 => 0.80314266724344
1029 => 0.82118772809219
1030 => 0.82119667821724
1031 => 0.80950934895213
1101 => 0.79586110705583
1102 => 0.79342112376186
1103 => 0.79158292411549
1104 => 0.80444883247323
1105 => 0.81598436567612
1106 => 0.83744913306551
1107 => 0.8428458855775
1108 => 0.86390976991394
1109 => 0.8513672523735
1110 => 0.85692718794639
1111 => 0.86296328451165
1112 => 0.86585721117514
1113 => 0.86114171297365
1114 => 0.89386259558883
1115 => 0.89662524062349
1116 => 0.89755153160683
1117 => 0.88651823409096
1118 => 0.89631838466049
1119 => 0.89173321875588
1120 => 0.9036625466439
1121 => 0.90553321757804
1122 => 0.90394882584787
1123 => 0.9045426063289
1124 => 0.87662110537608
1125 => 0.87517322825402
1126 => 0.85543132095813
1127 => 0.86347629410602
1128 => 0.84843660241164
1129 => 0.85320584357392
1130 => 0.85530807963525
1201 => 0.85420999081766
1202 => 0.86393114481722
1203 => 0.85566617801704
1204 => 0.83385357174501
1205 => 0.81203502264298
1206 => 0.81176110853201
1207 => 0.80601666968283
1208 => 0.80186449254132
1209 => 0.80266434916518
1210 => 0.80548314823457
1211 => 0.80170065881511
1212 => 0.80250784470984
1213 => 0.8159125088137
1214 => 0.81860071860204
1215 => 0.80946513138989
1216 => 0.7727844304742
1217 => 0.76378289446292
1218 => 0.77025302003961
1219 => 0.76716071674341
1220 => 0.61915857285096
1221 => 0.65392948121166
1222 => 0.63326978817221
1223 => 0.64279072523156
1224 => 0.62170252843985
1225 => 0.63176692127595
1226 => 0.6299083954119
1227 => 0.68581898710993
1228 => 0.68494602012307
1229 => 0.68536386322329
1230 => 0.66541912336514
1231 => 0.69719163551787
]
'min_raw' => 0.40562678253628
'max_raw' => 0.90553321757804
'avg_raw' => 0.65558000005716
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.405626'
'max' => '$0.905533'
'avg' => '$0.65558'
'bar_min_pct' => 61.631153054958
'bar_max_pct' => 60.119598047091
'min_diff' => 0.062546826856291
'max_diff' => 0.1369917650978
'year' => 2035
]
10 => [
'items' => [
101 => 0.71284391750689
102 => 0.70994709668272
103 => 0.71067616407461
104 => 0.69814837076612
105 => 0.68548515964692
106 => 0.6714397096615
107 => 0.69753441966432
108 => 0.69463313336356
109 => 0.70128764028764
110 => 0.71821192501286
111 => 0.72070409022775
112 => 0.72405358554962
113 => 0.72285302991004
114 => 0.7514551359332
115 => 0.74799123217102
116 => 0.75633824360474
117 => 0.7391678077963
118 => 0.71973782984632
119 => 0.72343083344078
120 => 0.72307516749737
121 => 0.71854713182346
122 => 0.7144594236792
123 => 0.70765454132364
124 => 0.72918619602973
125 => 0.72831205017008
126 => 0.74246345555438
127 => 0.73996205719329
128 => 0.72325710674189
129 => 0.7238537273153
130 => 0.72786628739754
131 => 0.74175380365678
201 => 0.74587656401673
202 => 0.7439667371544
203 => 0.74848715567793
204 => 0.75205991016661
205 => 0.74893583863461
206 => 0.79316610344393
207 => 0.7747986137718
208 => 0.78375080043782
209 => 0.78588584420832
210 => 0.78041697448532
211 => 0.7816029765027
212 => 0.78339944639282
213 => 0.79430725978076
214 => 0.82293251831196
215 => 0.83561045045671
216 => 0.87375263483233
217 => 0.83455772467742
218 => 0.83223206091349
219 => 0.83910262010316
220 => 0.8614961200919
221 => 0.87964394851828
222 => 0.88566463018065
223 => 0.88646036265295
224 => 0.8977555616989
225 => 0.90422975914905
226 => 0.8963840274415
227 => 0.8897355913017
228 => 0.8659217182832
229 => 0.86867823892812
301 => 0.88766793266158
302 => 0.91449199354748
303 => 0.93750982835544
304 => 0.92944978485822
305 => 0.99094222723803
306 => 0.99703895172589
307 => 0.99619658153237
308 => 1.01008582723
309 => 0.98251850301594
310 => 0.9707329378227
311 => 0.89117305865808
312 => 0.91352613949804
313 => 0.94601765524933
314 => 0.94171728130271
315 => 0.91812107406342
316 => 0.93749192851633
317 => 0.93108731825157
318 => 0.92603573640824
319 => 0.94917801212988
320 => 0.92373212934164
321 => 0.94576381310343
322 => 0.91750795079035
323 => 0.92948660245799
324 => 0.92268694042925
325 => 0.92708715509708
326 => 0.9013635900601
327 => 0.91524340134981
328 => 0.90078614427786
329 => 0.90077928965562
330 => 0.90046014490446
331 => 0.91746904373632
401 => 0.91802370331659
402 => 0.90545410138082
403 => 0.90364262536779
404 => 0.91034060162097
405 => 0.90249902563126
406 => 0.90616804968256
407 => 0.90261015663208
408 => 0.90180919996572
409 => 0.89542704097666
410 => 0.89267743140306
411 => 0.89375562416558
412 => 0.89007519642063
413 => 0.88785760557741
414 => 0.90001901026979
415 => 0.89352166233232
416 => 0.89902319851329
417 => 0.89275350368585
418 => 0.87102000983796
419 => 0.85852084769851
420 => 0.81746829251579
421 => 0.82911074624008
422 => 0.83682970510427
423 => 0.8342785892457
424 => 0.83975937326068
425 => 0.84009584888612
426 => 0.83831399013287
427 => 0.83625082596685
428 => 0.83524659175096
429 => 0.84273133084251
430 => 0.84707647380988
501 => 0.83760440589264
502 => 0.83538523290794
503 => 0.84496201653948
504 => 0.85080384902239
505 => 0.8939366578341
506 => 0.89074124004019
507 => 0.89876111163383
508 => 0.89785819716734
509 => 0.90626430026321
510 => 0.92000472614073
511 => 0.89206659844824
512 => 0.89691569138789
513 => 0.895726805781
514 => 0.9087067470945
515 => 0.90874726905447
516 => 0.90096514584087
517 => 0.90518396108549
518 => 0.90282913415309
519 => 0.90708462469389
520 => 0.8906985632874
521 => 0.91065501731448
522 => 0.92196904078235
523 => 0.92212613600918
524 => 0.9274888933393
525 => 0.93293776537667
526 => 0.94339640075566
527 => 0.93264607971238
528 => 0.91330729867819
529 => 0.91470349620498
530 => 0.90336517596042
531 => 0.90355577517217
601 => 0.90253834164234
602 => 0.90559173625418
603 => 0.89136861169742
604 => 0.89470675060212
605 => 0.89003333658743
606 => 0.89690553229852
607 => 0.88951218572803
608 => 0.89572623246436
609 => 0.89840800903685
610 => 0.90830382232384
611 => 0.8880505660595
612 => 0.84675280551161
613 => 0.85543409546573
614 => 0.84259378572298
615 => 0.84378220527618
616 => 0.84618300190921
617 => 0.83840123452979
618 => 0.83988575051411
619 => 0.83983271315677
620 => 0.83937566586433
621 => 0.83735132762282
622 => 0.83441563666953
623 => 0.84611052586943
624 => 0.84809771543437
625 => 0.85251499167652
626 => 0.86565780950606
627 => 0.8643445320759
628 => 0.86648654205185
629 => 0.86181054630123
630 => 0.84399911130797
701 => 0.84496635792151
702 => 0.83290477715168
703 => 0.8522065499381
704 => 0.84763563537133
705 => 0.84468873701456
706 => 0.8438846484951
707 => 0.85706004482793
708 => 0.86100232990975
709 => 0.85854576240367
710 => 0.85350727077918
711 => 0.86318266419453
712 => 0.8657713913004
713 => 0.86635091183083
714 => 0.88349385389016
715 => 0.86730901185761
716 => 0.87120486419834
717 => 0.9015991920406
718 => 0.87403573081821
719 => 0.88863671096625
720 => 0.88792206896783
721 => 0.89539143634134
722 => 0.88730936282871
723 => 0.88740954981617
724 => 0.89404184202507
725 => 0.88472798375788
726 => 0.88242174146983
727 => 0.87923568426653
728 => 0.88619232361038
729 => 0.89036251427529
730 => 0.92397118836689
731 => 0.94568392457181
801 => 0.94474131742988
802 => 0.95335498222043
803 => 0.94947444734016
804 => 0.9369431765784
805 => 0.95833252774306
806 => 0.9515640420661
807 => 0.9521220278016
808 => 0.95210125954465
809 => 0.95660171080855
810 => 0.95341272862778
811 => 0.94712691740717
812 => 0.95129973224194
813 => 0.96369150049258
814 => 1.0021559293685
815 => 1.0236811333533
816 => 1.0008600850607
817 => 1.0166017385869
818 => 1.0071623557959
819 => 1.0054469391454
820 => 1.0153338608589
821 => 1.0252380883201
822 => 1.024607231848
823 => 1.0174172712989
824 => 1.0133558450232
825 => 1.0441103254603
826 => 1.0667697027575
827 => 1.0652244851362
828 => 1.0720445731849
829 => 1.092068562633
830 => 1.0938993052793
831 => 1.093668673785
901 => 1.0891309871178
902 => 1.1088472051731
903 => 1.1252948211487
904 => 1.0880806437608
905 => 1.1022513153407
906 => 1.1086129863635
907 => 1.1179538068477
908 => 1.1337133367077
909 => 1.1508323661446
910 => 1.1532531846076
911 => 1.1515354980613
912 => 1.1402450379635
913 => 1.1589768842458
914 => 1.1699495604822
915 => 1.1764835380757
916 => 1.1930526181026
917 => 1.108652273878
918 => 1.0489095152665
919 => 1.0395798208134
920 => 1.0585521213558
921 => 1.0635549657076
922 => 1.0615383254224
923 => 0.99429241903122
924 => 1.0392257850331
925 => 1.0875703087464
926 => 1.0894274187915
927 => 1.1136296981987
928 => 1.1215109524586
929 => 1.1409969596467
930 => 1.1397781045916
1001 => 1.1445226372518
1002 => 1.1434319513571
1003 => 1.1795256764101
1004 => 1.2193424151135
1005 => 1.2179636880617
1006 => 1.2122395607828
1007 => 1.2207408659007
1008 => 1.2618360072638
1009 => 1.2580526251833
1010 => 1.2617278586067
1011 => 1.3101813462944
1012 => 1.3731777727167
1013 => 1.3439096079057
1014 => 1.4074131038579
1015 => 1.4473851883841
1016 => 1.5165127753815
1017 => 1.5078576610289
1018 => 1.5347685233653
1019 => 1.4923631999609
1020 => 1.3949920058943
1021 => 1.3795826417113
1022 => 1.4104325790329
1023 => 1.4862741396452
1024 => 1.408044058392
1025 => 1.4238699019425
1026 => 1.4193120579353
1027 => 1.4190691897977
1028 => 1.428338478792
1029 => 1.4148928916522
1030 => 1.3601131508296
1031 => 1.3852183832295
1101 => 1.3755240473476
1102 => 1.3862806357692
1103 => 1.444329507126
1104 => 1.4186647173869
1105 => 1.391628946235
1106 => 1.4255378029774
1107 => 1.4687154299579
1108 => 1.4660134516591
1109 => 1.4607704844202
1110 => 1.4903248162333
1111 => 1.5391399137818
1112 => 1.5523344384942
1113 => 1.5620743668868
1114 => 1.5634173384546
1115 => 1.5772507802561
1116 => 1.5028648772135
1117 => 1.6209172157076
1118 => 1.6413015934355
1119 => 1.6374701752685
1120 => 1.6601265532073
1121 => 1.6534604720809
1122 => 1.6438023664048
1123 => 1.6797175445876
1124 => 1.6385436910064
1125 => 1.580102589492
1126 => 1.5480406453673
1127 => 1.590262399754
1128 => 1.6160457518218
1129 => 1.6330869074094
1130 => 1.6382435507937
1201 => 1.5086392431172
1202 => 1.438789709464
1203 => 1.4835624597091
1204 => 1.5381883050584
1205 => 1.5025614278844
1206 => 1.5039579340191
1207 => 1.4531633697476
1208 => 1.5426824969054
1209 => 1.5296403130528
1210 => 1.5973031859509
1211 => 1.5811548983053
1212 => 1.6363313444961
1213 => 1.62180153705
1214 => 1.6821139554083
1215 => 1.7061742119849
1216 => 1.746575127457
1217 => 1.7762942053396
1218 => 1.7937458163076
1219 => 1.7926980870444
1220 => 1.8618500640578
1221 => 1.8210735591991
1222 => 1.7698486588122
1223 => 1.7689221619767
1224 => 1.7954522637495
1225 => 1.8510520788873
1226 => 1.8654683020082
1227 => 1.8735250040354
1228 => 1.8611858844249
1229 => 1.8169259108792
1230 => 1.7978146787053
1231 => 1.8140980022231
]
'min_raw' => 0.6714397096615
'max_raw' => 1.8735250040354
'avg_raw' => 1.2724823568484
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.671439'
'max' => '$1.87'
'avg' => '$1.27'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.26581292712522
'max_diff' => 0.96799178645736
'year' => 2036
]
11 => [
'items' => [
101 => 1.7941848968028
102 => 1.8285605033889
103 => 1.8757655534651
104 => 1.8660178972933
105 => 1.8986028504251
106 => 1.9323248488795
107 => 1.980548821219
108 => 1.993156353317
109 => 2.0139961244536
110 => 2.0354470944614
111 => 2.042336567908
112 => 2.0554907103957
113 => 2.0554213815717
114 => 2.0950622753343
115 => 2.1387874087307
116 => 2.1552926343487
117 => 2.1932454905538
118 => 2.1282525543293
119 => 2.1775504430406
120 => 2.2220183726644
121 => 2.1690018737694
122 => 2.2420727662363
123 => 2.2449099434086
124 => 2.2877479502582
125 => 2.244323423547
126 => 2.2185380782019
127 => 2.2929794040489
128 => 2.3289992167465
129 => 2.3181497560231
130 => 2.2355848242135
131 => 2.1875284925238
201 => 2.0617558031177
202 => 2.210738986695
203 => 2.2833043495165
204 => 2.2353968974543
205 => 2.2595586296644
206 => 2.3913772061348
207 => 2.4415651854339
208 => 2.4311264365802
209 => 2.4328904133
210 => 2.4599709359536
211 => 2.5800608869157
212 => 2.508100204636
213 => 2.5631114499235
214 => 2.5922892160662
215 => 2.6193911513542
216 => 2.5528373639416
217 => 2.4662518643872
218 => 2.4388266020663
219 => 2.2306334454994
220 => 2.219796087563
221 => 2.2137127501478
222 => 2.1753581682499
223 => 2.1452219730823
224 => 2.1212565517999
225 => 2.0583641296741
226 => 2.0795884759151
227 => 1.9793510817154
228 => 2.0434794143292
301 => 1.8834981128699
302 => 2.0167352945953
303 => 1.9442203541334
304 => 1.9929121863705
305 => 1.9927423051549
306 => 1.903085204247
307 => 1.8513728595393
308 => 1.8843259782616
309 => 1.9196543373537
310 => 1.9253862447576
311 => 1.971190384485
312 => 1.9839733353263
313 => 1.9452403974984
314 => 1.8801828559896
315 => 1.8952942390775
316 => 1.8510666278433
317 => 1.7735594403458
318 => 1.8292264555522
319 => 1.8482336220495
320 => 1.8566282695891
321 => 1.780408852446
322 => 1.7564590567755
323 => 1.7437083865189
324 => 1.8703438863588
325 => 1.8772812649035
326 => 1.8417886554223
327 => 2.0022186158248
328 => 1.9659083748197
329 => 2.0064758102474
330 => 1.8939230394523
331 => 1.8982227068691
401 => 1.8449384214365
402 => 1.8747740608215
403 => 1.8536871925518
404 => 1.8723636360008
405 => 1.8835582191982
406 => 1.9368337612039
407 => 2.0173436157073
408 => 1.928876171811
409 => 1.8903296396282
410 => 1.9142436914005
411 => 1.9779299626269
412 => 2.0744179235752
413 => 2.0172951086926
414 => 2.0426452439292
415 => 2.0481831207294
416 => 2.0060628718365
417 => 2.0759709572315
418 => 2.113435268127
419 => 2.151865898959
420 => 2.1852341389085
421 => 2.136515859897
422 => 2.1886514019303
423 => 2.1466393582135
424 => 2.1089502118743
425 => 2.1090073707519
426 => 2.0853644187028
427 => 2.0395532199039
428 => 2.0311049319755
429 => 2.0750539926802
430 => 2.1102969773738
501 => 2.1131997583957
502 => 2.132712085572
503 => 2.144259279802
504 => 2.2574374809054
505 => 2.3029586896483
506 => 2.3586211620269
507 => 2.3803048319833
508 => 2.4455649045264
509 => 2.3928620957839
510 => 2.3814595115963
511 => 2.2231599220138
512 => 2.2490814709398
513 => 2.2905843718278
514 => 2.223844289563
515 => 2.2661755103107
516 => 2.2745325899841
517 => 2.221576487106
518 => 2.2498626297514
519 => 2.1747430211422
520 => 2.0189810178968
521 => 2.0761443648681
522 => 2.1182358292135
523 => 2.0581661197525
524 => 2.1658387489426
525 => 2.1029386217839
526 => 2.0830023012132
527 => 2.0052236068554
528 => 2.0419321566158
529 => 2.0915809957825
530 => 2.0609037854746
531 => 2.1245636030699
601 => 2.2147228822381
602 => 2.2789757536513
603 => 2.2839082912874
604 => 2.2425979995767
605 => 2.3087980056818
606 => 2.3092802004541
607 => 2.2346063231326
608 => 2.1888689890591
609 => 2.1784773705254
610 => 2.2044376710194
611 => 2.2359582683549
612 => 2.2856574650673
613 => 2.3156896487634
614 => 2.3939976560034
615 => 2.415185557496
616 => 2.4384646374661
617 => 2.4695726673084
618 => 2.5069258330693
619 => 2.4251992329014
620 => 2.4284463830835
621 => 2.3523437045889
622 => 2.2710170783893
623 => 2.3327338501677
624 => 2.4134203194299
625 => 2.3949107542305
626 => 2.3928280500295
627 => 2.3963305808016
628 => 2.3823749731072
629 => 2.3192542767242
630 => 2.2875554581572
701 => 2.3284550213398
702 => 2.3501913189412
703 => 2.3839024209167
704 => 2.3797468160431
705 => 2.4665829944239
706 => 2.5003249075529
707 => 2.4916922822766
708 => 2.4932808930832
709 => 2.5543690150794
710 => 2.6223115704697
711 => 2.6859487394026
712 => 2.7506832009211
713 => 2.6726432809315
714 => 2.6330194223939
715 => 2.6739011301067
716 => 2.6522087205426
717 => 2.7768597402845
718 => 2.7854903064399
719 => 2.9101323124944
720 => 3.028432418334
721 => 2.9541302414227
722 => 3.0241938476065
723 => 3.0999733500639
724 => 3.2461643050855
725 => 3.1969323344941
726 => 3.1592214165843
727 => 3.1235847813775
728 => 3.1977389620864
729 => 3.2931371309265
730 => 3.3136849827824
731 => 3.3469803526724
801 => 3.3119743423972
802 => 3.3541352259881
803 => 3.5029816714953
804 => 3.4627620480153
805 => 3.4056437170467
806 => 3.52314369041
807 => 3.5656664740006
808 => 3.8641136385941
809 => 4.2409155121308
810 => 4.0849170622721
811 => 3.9880837904063
812 => 4.0108419062106
813 => 4.1484371948779
814 => 4.1926284345416
815 => 4.0725014115018
816 => 4.114932306863
817 => 4.3487307120172
818 => 4.4741560552315
819 => 4.3038115922755
820 => 3.8338379749392
821 => 3.4005008362882
822 => 3.5154413588841
823 => 3.5024106706414
824 => 3.7535978900345
825 => 3.4618028232969
826 => 3.4667159038706
827 => 3.7230974089488
828 => 3.6546992188857
829 => 3.5439029107617
830 => 3.401309771952
831 => 3.1377131665934
901 => 2.9042383022921
902 => 3.362136277237
903 => 3.3423908839239
904 => 3.3137966283033
905 => 3.3774300499654
906 => 3.6864158828949
907 => 3.6792927593564
908 => 3.6339790816536
909 => 3.6683491068147
910 => 3.5378776791743
911 => 3.5715031368564
912 => 3.4004321934714
913 => 3.4777634044351
914 => 3.5436651916456
915 => 3.5568959511208
916 => 3.5867055277976
917 => 3.3319859588855
918 => 3.4463475671534
919 => 3.5135242977772
920 => 3.2100173849085
921 => 3.5075249419589
922 => 3.3275518578907
923 => 3.2664662900529
924 => 3.3487099597348
925 => 3.3166595216752
926 => 3.2891044370964
927 => 3.273728226445
928 => 3.3341189005568
929 => 3.331301603427
930 => 3.2324907392553
1001 => 3.1035959949894
1002 => 3.1468573019908
1003 => 3.1311400635803
1004 => 3.0741787640164
1005 => 3.1125638023889
1006 => 2.9435355196198
1007 => 2.6527311444412
1008 => 2.8448454222631
1009 => 2.8374492315471
1010 => 2.8337197367975
1011 => 2.978088306932
1012 => 2.9642106000632
1013 => 2.9390224262054
1014 => 3.0737161634507
1015 => 3.0245511374697
1016 => 3.1760661628061
1017 => 3.27586375787
1018 => 3.2505518596478
1019 => 3.3444119801691
1020 => 3.1478539551285
1021 => 3.2131426465078
1022 => 3.2265985553149
1023 => 3.0720540636411
1024 => 2.9664811645355
1025 => 2.9594406557843
1026 => 2.7763917975768
1027 => 2.8741750201125
1028 => 2.9602202093992
1029 => 2.9190112411073
1030 => 2.905965712829
1031 => 2.972612487573
1101 => 2.9777915127616
1102 => 2.8597091896123
1103 => 2.8842622437759
1104 => 2.9866525612437
1105 => 2.8816822704822
1106 => 2.6777421423322
1107 => 2.6271621708581
1108 => 2.6204138702896
1109 => 2.4832369761038
1110 => 2.6305421664095
1111 => 2.5662395033074
1112 => 2.7693708455828
1113 => 2.6533433122903
1114 => 2.6483415972314
1115 => 2.6407807713277
1116 => 2.5227069517959
1117 => 2.5485576142907
1118 => 2.6344891535904
1119 => 2.6651504949006
1120 => 2.661952265801
1121 => 2.634068042168
1122 => 2.6468332969569
1123 => 2.6057119635724
1124 => 2.5911911648878
1125 => 2.5453595299789
1126 => 2.4779996879751
1127 => 2.4873664871477
1128 => 2.3539090144767
1129 => 2.2811943002414
1130 => 2.2610678257056
1201 => 2.234153862813
1202 => 2.2641078294296
1203 => 2.3535309462247
1204 => 2.2456676951973
1205 => 2.0607437170382
1206 => 2.0718579632207
1207 => 2.0968283745434
1208 => 2.0502961782393
1209 => 2.0062573595886
1210 => 2.0445455394231
1211 => 1.9661908120673
1212 => 2.1062971690002
1213 => 2.1025076846887
1214 => 2.1547306704343
1215 => 2.1873867751446
1216 => 2.1121250263269
1217 => 2.0931969000286
1218 => 2.1039792210035
1219 => 1.9257714732059
1220 => 2.1401672954914
1221 => 2.1420213994655
1222 => 2.12614543558
1223 => 2.2403045922186
1224 => 2.48121601986
1225 => 2.3905754501416
1226 => 2.3554766819209
1227 => 2.2887538978763
1228 => 2.3776580460088
1229 => 2.370831594553
1230 => 2.339959792215
1231 => 2.321288429835
]
'min_raw' => 1.7437083865189
'max_raw' => 4.4741560552315
'avg_raw' => 3.1089322208752
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$1.74'
'max' => '$4.47'
'avg' => '$3.10'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 1.0722686768574
'max_diff' => 2.6006310511961
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.054733013761883
]
1 => [
'year' => 2028
'avg' => 0.093937740722817
]
2 => [
'year' => 2029
'avg' => 0.25662097702423
]
3 => [
'year' => 2030
'avg' => 0.19798270160277
]
4 => [
'year' => 2031
'avg' => 0.19444354870002
]
5 => [
'year' => 2032
'avg' => 0.34092073450799
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.054733013761883
'min' => '$0.054733'
'max_raw' => 0.34092073450799
'max' => '$0.34092'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.34092073450799
]
1 => [
'year' => 2033
'avg' => 0.87688318562028
]
2 => [
'year' => 2034
'avg' => 0.55581070408011
]
3 => [
'year' => 2035
'avg' => 0.65558000005716
]
4 => [
'year' => 2036
'avg' => 1.2724823568484
]
5 => [
'year' => 2037
'avg' => 3.1089322208752
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.34092073450799
'min' => '$0.34092'
'max_raw' => 3.1089322208752
'max' => '$3.10'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 3.1089322208752
]
]
]
]
'prediction_2025_max_price' => '$0.093583'
'last_price' => 0.090741
'sma_50day_nextmonth' => '$0.088424'
'sma_200day_nextmonth' => '$0.081822'
'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' => '$0.091758'
'daily_sma3_action' => 'SELL'
'daily_sma5' => '$0.093217'
'daily_sma5_action' => 'SELL'
'daily_sma10' => '$0.095126'
'daily_sma10_action' => 'SELL'
'daily_sma21' => '$0.095629'
'daily_sma21_action' => 'SELL'
'daily_sma50' => '$0.08873'
'daily_sma50_action' => 'BUY'
'daily_sma100' => '$0.08487'
'daily_sma100_action' => 'BUY'
'daily_sma200' => '$0.078748'
'daily_sma200_action' => 'BUY'
'daily_ema3' => '$0.091752'
'daily_ema3_action' => 'SELL'
'daily_ema5' => '$0.092774'
'daily_ema5_action' => 'SELL'
'daily_ema10' => '$0.094145'
'daily_ema10_action' => 'SELL'
'daily_ema21' => '$0.093875'
'daily_ema21_action' => 'SELL'
'daily_ema50' => '$0.090326'
'daily_ema50_action' => 'BUY'
'daily_ema100' => '$0.086161'
'daily_ema100_action' => 'BUY'
'daily_ema200' => '$0.0811014'
'daily_ema200_action' => 'BUY'
'weekly_sma21' => '$0.084787'
'weekly_sma21_action' => 'BUY'
'weekly_sma50' => '$0.075554'
'weekly_sma50_action' => 'BUY'
'weekly_sma100' => '$0.065392'
'weekly_sma100_action' => 'BUY'
'weekly_sma200' => '$0.059119'
'weekly_sma200_action' => 'BUY'
'weekly_ema3' => '$0.092642'
'weekly_ema3_action' => 'SELL'
'weekly_ema5' => '$0.092159'
'weekly_ema5_action' => 'SELL'
'weekly_ema10' => '$0.089547'
'weekly_ema10_action' => 'BUY'
'weekly_ema21' => '$0.084873'
'weekly_ema21_action' => 'BUY'
'weekly_ema50' => '$0.077458'
'weekly_ema50_action' => 'BUY'
'weekly_ema100' => '$0.070197'
'weekly_ema100_action' => 'BUY'
'weekly_ema200' => '$0.066473'
'weekly_ema200_action' => 'BUY'
'rsi_14' => '41.73'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => -14.88
'stoch_rsi_14_action' => 'BUY'
'momentum_10' => -0.01
'momentum_10_action' => 'SELL'
'vwma_10' => '0.095177'
'vwma_10_action' => 'SELL'
'hma_9' => '0.0911011'
'hma_9_action' => 'SELL'
'stochastic_fast_14' => 0
'stochastic_fast_14_action' => 'BUY'
'cci_20' => -153.66
'cci_20_action' => 'BUY'
'adx_14' => 32.57
'adx_14_action' => 'BUY'
'ao_5_34' => '0.001138'
'ao_5_34_action' => 'BUY'
'macd_12_26' => -0
'macd_12_26_action' => 'SELL'
'williams_percent_r_14' => -100
'williams_percent_r_14_action' => 'BUY'
'ultimate_oscillator' => 16.12
'ultimate_oscillator_action' => 'BUY'
'ichimoku_cloud' => '0.0017087'
'ichimoku_cloud_action' => 'BUY'
'sell_signals' => 18
'buy_signals' => 17
'sell_pct' => 51.43
'buy_pct' => 48.57
'overall_action' => 'bearish'
'overall_action_label' => 'Baixista'
'overall_action_dir' => -1
'last_updated' => 1767693791
'last_updated_date' => '6 de janeiro de 2026'
]
Previsão de preço de Beldex para 2026
A previsão de preço para Beldex em 2026 sugere que o preço médio poderia variar entre $0.03135 na extremidade inferior e $0.093583 na extremidade superior. No mercado de criptomoedas, comparado ao preço médio de hoje, Beldex poderia potencialmente ganhar 3.13% até 2026 se BDX atingir a meta de preço prevista.
Previsão de preço de Beldex 2027-2032
A previsão de preço de BDX para 2027-2032 está atualmente dentro de uma faixa de preço entre $0.054733 na extremidade inferior e $0.34092 na extremidade superior. Considerando a volatilidade de preços no mercado, se Beldex atingir a meta de preço superior, poderia ganhar 275.71% até 2032 em comparação com o preço de hoje.
| Previsão de Preço de Beldex | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2027 | $0.03018 | $0.054733 | $0.079285 |
| 2028 | $0.054467 | $0.093937 | $0.1334079 |
| 2029 | $0.119649 | $0.25662 | $0.393592 |
| 2030 | $0.101756 | $0.197982 | $0.2942086 |
| 2031 | $0.1203079 | $0.194443 | $0.268579 |
| 2032 | $0.183641 | $0.34092 | $0.49820043 |
Previsão de preço de Beldex 2032-2037
A previsão de preço de Beldex para 2032-2037 é atualmente estimada entre $0.34092 na extremidade inferior e $3.10 na extremidade superior. Comparado ao preço atual, Beldex poderia potencialmente ganhar 3326.16% até 2037 se atingir a meta de preço superior. Por favor, note que esta informação é apenas para fins gerais e não deve ser considerada como aconselhamento de investimento a longo prazo.
| Previsão de Preço de Beldex | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2032 | $0.183641 | $0.34092 | $0.49820043 |
| 2033 | $0.426741 | $0.876883 | $1.32 |
| 2034 | $0.343079 | $0.55581 | $0.768541 |
| 2035 | $0.405626 | $0.65558 | $0.905533 |
| 2036 | $0.671439 | $1.27 | $1.87 |
| 2037 | $1.74 | $3.10 | $4.47 |
Beldex Histograma de preços potenciais
Previsão de preço de Beldex baseada na análise técnica
Indicador de Sentimento de Mercado
Altista 48.57%
Baixista 51.43%
Em 6 de janeiro de 2026, o sentimento geral de previsão de preço para Beldex é Baixista, com 17 indicadores técnicos mostrando sinais de alta e 18 indicando sinais de baixa. A previsão de preço de BDX 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 Beldex
De acordo com nossos indicadores técnicos, o SMA de 200 dias de Beldex está projetado para aumentar no próximo mês, alcançando $0.081822 até 4 de fev. de 2026. O SMA de 50 dias de curto prazo para Beldex é esperado para alcançar $0.088424 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 41.73, sugerindo que o mercado de BDX está em um estado NEUTRAL.
Médias Móveis e Osciladores Populares de BDX 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 | $0.091758 | SELL |
| SMA 5 | $0.093217 | SELL |
| SMA 10 | $0.095126 | SELL |
| SMA 21 | $0.095629 | SELL |
| SMA 50 | $0.08873 | BUY |
| SMA 100 | $0.08487 | BUY |
| SMA 200 | $0.078748 | BUY |
Média Móvel Exponencial Diária (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 3 | $0.091752 | SELL |
| EMA 5 | $0.092774 | SELL |
| EMA 10 | $0.094145 | SELL |
| EMA 21 | $0.093875 | SELL |
| EMA 50 | $0.090326 | BUY |
| EMA 100 | $0.086161 | BUY |
| EMA 200 | $0.0811014 | BUY |
Média Móvel Simples Semanal (SMA)
| Período | Valor | Ação |
|---|---|---|
| SMA 21 | $0.084787 | BUY |
| SMA 50 | $0.075554 | BUY |
| SMA 100 | $0.065392 | BUY |
| SMA 200 | $0.059119 | BUY |
Média Móvel Exponencial Semanal (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 21 | $0.084873 | BUY |
| EMA 50 | $0.077458 | BUY |
| EMA 100 | $0.070197 | BUY |
| EMA 200 | $0.066473 | BUY |
Osciladores de Beldex
Um oscilador é uma ferramenta de análise técnica que define limites altos e baixos entre dois extremos, criando um indicador de tendência que flutua dentro desses limites. Os traders usam esse indicador para identificar condições de sobrecompra ou sobrevenda de curto prazo.
| Período | Valor | Ação |
|---|---|---|
| RSI (14) | 41.73 | NEUTRAL |
| Stoch RSI (14) | -14.88 | BUY |
| Estocástico Rápido (14) | 0 | BUY |
| Índice de Canal de Commodities (20) | -153.66 | BUY |
| Índice Direcional Médio (14) | 32.57 | BUY |
| Oscilador Impressionante (5, 34) | 0.001138 | BUY |
| Momentum (10) | -0.01 | SELL |
| MACD (12, 26) | -0 | SELL |
| Williams Percent Range (14) | -100 | BUY |
| Oscilador Ultimate (7, 14, 28) | 16.12 | BUY |
| VWMA (10) | 0.095177 | SELL |
| Média Móvel de Hull (9) | 0.0911011 | SELL |
| Nuvem Ichimoku B/L (9, 26, 52, 26) | 0.0017087 | BUY |
Previsão do preço de Beldex com base nos fluxos financeiros mundiais
Definições dos fluxos financeiros mundiais, usadas na previsão do preço do Beldex
M0: o total de todas as moedas físicas, mais as contas no Banco Central que podem ser trocadas por moedas físicas.
M1: o valor de M0, mais o valor em contas de demanda, incluindo contas 'correntes'.
M2: o valor de M1, mais a maioria das contas de poupança, do mercado de moedas e de certificados de depósito (CD) de menos de US$ 100.000.
Previsões de preço de Beldex por empresas de Internet ou nichos tecnológicos
| Comparação | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook stock | $0.1275062 | $0.179167 | $0.25176 | $0.353765 | $0.497099 | $0.6985077 |
| Amazon.com stock | $0.189336 | $0.395061 | $0.82432 | $1.71 | $3.58 | $7.48 |
| Apple stock | $0.1287091 | $0.182564 | $0.258953 | $0.3673055 | $0.520994 | $0.738991 |
| Netflix stock | $0.143175 | $0.2259078 | $0.356447 | $0.562417 | $0.887407 | $1.40 |
| Google stock | $0.1175091 | $0.152173 | $0.197064 | $0.255197 | $0.330479 | $0.427969 |
| Tesla stock | $0.2057029 | $0.466313 | $1.05 | $2.39 | $5.43 | $12.31 |
| Kodak stock | $0.068046 | $0.051027 | $0.038265 | $0.028694 | $0.021518 | $0.016136 |
| Nokia stock | $0.060112 | $0.039821 | $0.02638 | $0.017475 | $0.011577 | $0.007669 |
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 Beldex
Você pode fazer perguntas como: 'Devo investir em Beldex agora?', 'Devo comprar BDX hoje?', 'Beldex será um bom ou mau investimento no curto ou no longo prazo?'.
Atualizamos a previsão para Beldex regularmente com novos valores. Veja nossas previsões semelhantes. Fazemos previsões de preços futuros para uma enorme quantidade de moedas digitais, como Beldex, 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 Beldex para poder tomar sozinho uma decisão de tão grande responsabilidade sobre o seu investimento.
O preço de Beldex é de $0.09074 USD hoje, mas o preço pode tanto subir quanto descer e seu investimento pode ser perdido, porque criptomoedas são ativos de alto risco
Previsão de curto prazo para Beldex
com base no histórico de preços de 4 horas
Previsão de longo prazo para Beldex
com base no histórico de preços de 1 mês
Previsão do preço de Beldex com base no padrão de crescimento do Bitcoin
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Se Beldex tiver 1% da média anterior do crescimento anual do Bitcoin | $0.093099 | $0.095519 | $0.0980024 | $0.100549 |
| Se Beldex tiver 2% da média anterior do crescimento anual do Bitcoin | $0.095458 | $0.10042 | $0.105641 | $0.111133 |
| Se Beldex tiver 5% da média anterior do crescimento anual do Bitcoin | $0.102534 | $0.11586 | $0.130918 | $0.147933 |
| Se Beldex tiver 10% da média anterior do crescimento anual do Bitcoin | $0.114327 | $0.144044 | $0.181486 | $0.228661 |
| Se Beldex tiver 20% da média anterior do crescimento anual do Bitcoin | $0.137914 | $0.20961 | $0.318579 | $0.484197 |
| Se Beldex tiver 50% da média anterior do crescimento anual do Bitcoin | $0.208673 | $0.479878 | $1.10 | $2.53 |
| Se Beldex tiver 100% da média anterior do crescimento anual do Bitcoin | $0.326606 | $1.17 | $4.23 | $15.22 |
Perguntas Frequentes sobre Beldex
BDX é um bom investimento?
A decisão de adquirir Beldex depende inteiramente da sua tolerância individual ao risco. Como você pode perceber, o valor de Beldex experimentou uma queda de -0.0749% nas últimas 24 horas, e Beldex registrou um crescimento de 54.2% durante os últimos 30 dias. Consequentemente, a decisão de investir ou não em Beldex dependerá de quão alinhado esse investimento está com suas aspirações de negociação.
Beldex pode subir?
Parece que o valor médio de Beldex pode potencialmente subir para $0.093583 até o final deste ano. Observando as perspectivas de Beldex em um horizonte de cinco anos mais longo, a moeda digital poderia potencialmente crescer até $0.2942086. 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 Beldex na próxima semana?
Com base na nossa nova previsão experimental de Beldex, o preço de Beldex aumentará 0.86% na próxima semana e atingirá $0.091517 até 13 de janeiro de 2026.
Qual será o preço de Beldex no próximo mês?
Com base na nossa nova previsão experimental de Beldex, o preço de Beldex diminuirá -11.62% no próximo mês e atingirá $0.080198 até 5 de fevereiro de 2026.
Até onde o preço de Beldex pode subir este ano em 2026?
De acordo com nossa previsão mais recente sobre o valor de Beldex em 2026, espera-se que BDX fluctue dentro do intervalo de $0.03135 e $0.093583. No entanto, é crucial lembrar que o mercado de criptomoedas é excepcionalmente instável, e essa previsão de preço de Beldex não considera flutuações repentinas e extremas de preço.
Onde estará Beldex em 5 anos?
O futuro de Beldex parece seguir uma tendência de alta, com um preço máximo de $0.2942086 projetada após um período de cinco anos. Com base na previsão de Beldex para 2030, o valor de Beldex pode potencialmente atingir seu pico mais alto de aproximadamente $0.2942086, enquanto seu pico mais baixo está previsto para cerca de $0.101756.
Quanto será Beldex em 2026?
Com base na nossa nova simulação experimental de previsão de preços de Beldex, espera-se que o valor de BDX em 2026 aumente 3.13% para $0.093583 se o melhor cenário ocorrer. O preço ficará entre $0.093583 e $0.03135 durante 2026.
Quanto será Beldex em 2027?
De acordo com nossa última simulação experimental para previsão de preços de Beldex, o valor de BDX pode diminuir -12.62% para $0.079285 em 2027, assumindo as condições mais favoráveis. O preço está projetado para flutuar entre $0.079285 e $0.03018 ao longo do ano.
Quanto será Beldex em 2028?
Nosso novo modelo experimental de previsão de preços de Beldex sugere que o valor de BDX em 2028 pode aumentar 47.02%, alcançando $0.1334079 no melhor cenário. O preço é esperado para variar entre $0.1334079 e $0.054467 durante o ano.
Quanto será Beldex em 2029?
Com base no nosso modelo de previsão experimental, o valor de Beldex pode experimentar um 333.75% crescimento em 2029, potencialmente alcançando $0.393592 sob condições ótimas. A faixa de preço prevista para 2029 está entre $0.393592 e $0.119649.
Quanto será Beldex em 2030?
Usando nossa nova simulação experimental para previsões de preços de Beldex, espera-se que o valor de BDX em 2030 aumente 224.23%, alcançando $0.2942086 no melhor cenário. O preço está previsto para variar entre $0.2942086 e $0.101756 ao longo de 2030.
Quanto será Beldex em 2031?
Nossa simulação experimental indica que o preço de Beldex poderia aumentar 195.98% em 2031, potencialmente atingindo $0.268579 sob condições ideais. O preço provavelmente oscilará entre $0.268579 e $0.1203079 durante o ano.
Quanto será Beldex em 2032?
Com base nos achados da nossa mais recente previsão experimental de preços de Beldex, BDX poderia ver um 449.04% aumento em valor, atingindo $0.49820043 se o cenário mais positivo se desenrolar em 2032. O preço é esperado para permanecer dentro de uma faixa de $0.49820043 e $0.183641 ao longo do ano.
Quanto será Beldex em 2033?
De acordo com nossa previsão experimental de preços de Beldex, espera-se que o valor de BDX seja aumentar 1362.43% em 2033, com o preço potencial mais alto sendo $1.32. Ao longo do ano, o preço de BDX poderia variar entre $1.32 e $0.426741.
Quanto será Beldex em 2034?
Os resultados da nossa nova simulação de previsão de preços de Beldex sugerem que BDX pode aumentar 746.96% em 2034, atingindo potencialmente $0.768541 nas melhores circunstâncias. A faixa de preço prevista para o ano é entre $0.768541 e $0.343079.
Quanto será Beldex em 2035?
Com base em nossa previsão experimental para o preço de Beldex, BDX poderia aumentar 897.93%, com o valor potencialmente atingindo $0.905533 em 2035. A faixa de preço esperada para o ano está entre $0.905533 e $0.405626.
Quanto será Beldex em 2036?
Nossa recente simulação de previsão de preços de Beldex sugere que o valor de BDX pode aumentar 1964.7% em 2036, possivelmente atingindo $1.87 se as condições forem ideais. A faixa de preço esperada para 2036 está entre $1.87 e $0.671439.
Quanto será Beldex em 2037?
De acordo com a simulação experimental, o valor de Beldex poderia aumentar 4830.69% em 2037, com um pico de $4.47 sob condições favoráveis. O preço é esperado para cair entre $4.47 e $1.74 ao longo do ano.
Previsões relacionadas
Previsão de Preço do Wrapped Beacon ETH- Previsão de Preço do Alephium
- Previsão de Preço do RIF Token
- Previsão de Preço do GuildFi
- Previsão de Preço do SwissBorg
- Previsão de Preço do Marlin
- Previsão de Preço do Portal
- Previsão de Preço do Synapse
- Previsão de Preço do CHEX Token
- Previsão de Preço do Toshi
- Previsão de Preço do ANyONe Protocol
- Previsão de Preço do Helium Mobile
- Previsão de Preço do COTI
- Previsão de Preço do Zebec Protocol
- Previsão de Preço do Nosana
- Previsão de Preço do Seedify.fund
- Previsão de Preço do The Doge NFT
- Previsão de Preço do iExec RLC
- Previsão de Preço do Avalanche Bridged BTC (Avalanche)
- Previsão de Preço do Coq Inu
- Previsão de Preço do Tenset
- Previsão de Preço do Mog Coin
- Previsão de Preço do Venus
- Previsão de Preço do Big Time
- Previsão de Preço do Delysium
Previsão de Preço do Wrapped Beacon ETH
Previsão de Preço do Alephium
Previsão de Preço do RIF Token
Previsão de Preço do GuildFi
Previsão de Preço do SwissBorg
Previsão de Preço do Marlin
Previsão de Preço do Portal
Previsão de Preço do Synapse
Previsão de Preço do CHEX Token
Previsão de Preço do Toshi
Previsão de Preço do ANyONe Protocol
Previsão de Preço do Helium Mobile
Previsão de Preço do COTI
Previsão de Preço do Zebec Protocol
Previsão de Preço do Nosana
Previsão de Preço do Seedify.fund
Previsão de Preço do The Doge NFT
Previsão de Preço do iExec RLC
Previsão de Preço do Avalanche Bridged BTC (Avalanche)
Previsão de Preço do Coq Inu
Previsão de Preço do Tenset
Previsão de Preço do Mog Coin
Previsão de Preço do Venus
Previsão de Preço do Big Time
Previsão de Preço do DelysiumComo ler e prever os movimentos de preço de Beldex?
Traders de Beldex 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 Beldex
Médias móveis são ferramentas populares para a previsão de preço de Beldex. Uma média móvel simples (SMA) calcula o preço médio de fechamento de BDX 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 BDX 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 BDX.
Como ler gráficos de Beldex 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 Beldex 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 BDX 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 Beldex?
A ação de preço de Beldex 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 BDX. A capitalização de mercado de Beldex pode mudar rapidamente.
Traders frequentemente monitoram a atividade de "baleias" de BDX, grandes detentores de Beldex, pois suas ações podem influenciar significativamente os movimentos de preço no relativamente pequeno mercado de Beldex.
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