Previsão de Preço Beldex - Projeção BDX
Previsão de Preço Beldex até $0.092879 até 2026
| Ano | Preço Mínimo | Preço Máximo |
|---|---|---|
| 2026 | $0.031115 | $0.092879 |
| 2027 | $0.029953 | $0.078688 |
| 2028 | $0.054057 | $0.1324038 |
| 2029 | $0.118748 | $0.390629 |
| 2030 | $0.10099 | $0.291994 |
| 2031 | $0.1194024 | $0.266557 |
| 2032 | $0.182258 | $0.49445 |
| 2033 | $0.423529 | $1.31 |
| 2034 | $0.340497 | $0.762756 |
| 2035 | $0.402573 | $0.898717 |
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 $3,954.45, com um retorno de 39.54% nos próximos 90 dias.
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' => 0.09005
'ticker' => 'BDX'
'marketcap' => '$684.62M'
'low24h' => '$0.08875'
'high24h' => '$0.092'
'volume24h' => '$10.67M'
'current_supply' => '7.61B'
'max_supply' => '9.94B'
'algo' => 'Cryptonight'
'proof' => null
'ico_price_and_roi' => '0.25 USD 0.36x'
'price' => '$0.09005'
'change_24h_pct' => '-0.6456%'
'ath_price' => '$0.4507'
'ath_days' => 2577
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '17 de dez. de 2018'
'ath_pct' => '-80.01%'
'fdv' => '$894.4M'
'new_prediction' => true
'change_24h_pct_is_increased' => false
'change_30d_pct' => '53.04%'
'change_30d_pct_is_increased' => true
'max_price' => '$4.44'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.090828'
'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' => '$0.079595'
'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' => '$0.031115'
'current_year_max_price_prediction' => '$0.092879'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.10099'
'grand_prediction_max_price' => '$0.291994'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.091764551729492
107 => 0.092107167255118
108 => 0.092879097528735
109 => 0.08628303785779
110 => 0.089244474999907
111 => 0.090984041871765
112 => 0.083124615458724
113 => 0.090828686281562
114 => 0.086168215133827
115 => 0.084586381228359
116 => 0.086716112191302
117 => 0.085886153963812
118 => 0.085172604616598
119 => 0.084774431820518
120 => 0.086338271189875
121 => 0.086265316214102
122 => 0.083706571477693
123 => 0.080368793276825
124 => 0.081489061199871
125 => 0.081082057360861
126 => 0.079607022943747
127 => 0.080601018044547
128 => 0.076223966670032
129 => 0.068693477279513
130 => 0.073668349236018
131 => 0.073476822077312
201 => 0.073380245398828
202 => 0.07711872417878
203 => 0.076759355705467
204 => 0.076107098407459
205 => 0.079595043726963
206 => 0.078321896765859
207 => 0.08224543570883
208 => 0.084829732215259
209 => 0.084174271027995
210 => 0.08660481438328
211 => 0.081514869910195
212 => 0.083205545291026
213 => 0.083553991143841
214 => 0.07955200302314
215 => 0.076818152832086
216 => 0.076635836192517
217 => 0.071895716708993
218 => 0.074427850276184
219 => 0.076656023028505
220 => 0.075588901193334
221 => 0.075251082299676
222 => 0.076976925763393
223 => 0.077111038581373
224 => 0.07405325211878
225 => 0.074689062751857
226 => 0.07734049878651
227 => 0.074622253366668
228 => 0.069341146538782
301 => 0.068031359028452
302 => 0.067856609230401
303 => 0.064304361621829
304 => 0.068118885292885
305 => 0.06645374348759
306 => 0.071713906499055
307 => 0.068709329597726
308 => 0.068579808292682
309 => 0.068384017843463
310 => 0.065326451585264
311 => 0.065995864277337
312 => 0.068221094020218
313 => 0.069015081061486
314 => 0.068932261708138
315 => 0.068210189180509
316 => 0.068540750286048
317 => 0.067475897789982
318 => 0.067099876210634
319 => 0.065913048673325
320 => 0.064168740062957
321 => 0.064411296873695
322 => 0.060955365093381
323 => 0.059072390039284
324 => 0.058551207361522
325 => 0.057854260103095
326 => 0.058629929408867
327 => 0.060945574872862
328 => 0.058152415151693
329 => 0.053363738727123
330 => 0.053651546339747
331 => 0.054298164594467
401 => 0.053093195754605
402 => 0.051952793873044
403 => 0.052944280785332
404 => 0.050915255456235
405 => 0.054543362611705
406 => 0.054445232480802
407 => 0.05579756646772
408 => 0.056643208662427
409 => 0.054694277183539
410 => 0.05420412618707
411 => 0.05448333847078
412 => 0.04986858137411
413 => 0.055420442360042
414 => 0.055468455084394
415 => 0.055057340989119
416 => 0.058013535569651
417 => 0.064252028194784
418 => 0.061904856326424
419 => 0.06099596043535
420 => 0.059268148682019
421 => 0.061570355256022
422 => 0.061393581711156
423 => 0.060594144701895
424 => 0.060110642704298
425 => 0.061001509959851
426 => 0.060000254392544
427 => 0.059820401379993
428 => 0.05873068780594
429 => 0.058341709638812
430 => 0.058053725689537
501 => 0.057736683658104
502 => 0.058435999377494
503 => 0.056851257954713
504 => 0.054940215152956
505 => 0.054781332621759
506 => 0.055220021259488
507 => 0.055025934193821
508 => 0.054780403407559
509 => 0.054311618270256
510 => 0.054172539734027
511 => 0.054624477505456
512 => 0.054114266111122
513 => 0.054867110816115
514 => 0.054662378713154
515 => 0.053518761828611
516 => 0.05209339176927
517 => 0.052080702985927
518 => 0.051773609344718
519 => 0.0513824794208
520 => 0.051273676023806
521 => 0.052860780523061
522 => 0.056146039338478
523 => 0.055501064423431
524 => 0.05596712489924
525 => 0.058259681163216
526 => 0.058988415859961
527 => 0.058471177233239
528 => 0.057763149099091
529 => 0.05779429874369
530 => 0.060213845212763
531 => 0.060364749358163
601 => 0.060746035450067
602 => 0.061236095829599
603 => 0.058554636634954
604 => 0.057668002256762
605 => 0.057247865699772
606 => 0.055954007717553
607 => 0.057349322624376
608 => 0.056536332381512
609 => 0.056646032540976
610 => 0.056574590168213
611 => 0.056613602534653
612 => 0.054542348481814
613 => 0.055297004596761
614 => 0.054042242437701
615 => 0.052362256760383
616 => 0.052356624859314
617 => 0.052767798973803
618 => 0.05252321652126
619 => 0.051865051430257
620 => 0.051958540674982
621 => 0.051139476517181
622 => 0.052057989893374
623 => 0.052084329570405
624 => 0.051730651888809
625 => 0.053145748475255
626 => 0.053725514701331
627 => 0.053492716474794
628 => 0.053709180957165
629 => 0.055527866043038
630 => 0.055824391066829
701 => 0.055956087895053
702 => 0.055779631591719
703 => 0.053742423181927
704 => 0.05383278203778
705 => 0.053169788707572
706 => 0.052609629208061
707 => 0.052632032650392
708 => 0.052920027448778
709 => 0.054177717624002
710 => 0.056824452452875
711 => 0.056924894104893
712 => 0.057046632317228
713 => 0.056551461826938
714 => 0.056402113668923
715 => 0.056599142439375
716 => 0.057593116882393
717 => 0.060149889011267
718 => 0.059246154979854
719 => 0.058511405144857
720 => 0.059155978837283
721 => 0.059056751769669
722 => 0.058219175460422
723 => 0.058195667483056
724 => 0.056588090756266
725 => 0.055993806243123
726 => 0.055497177622515
727 => 0.05495487213363
728 => 0.054633375261575
729 => 0.055127340574767
730 => 0.05524031628632
731 => 0.054160252495989
801 => 0.054013043792339
802 => 0.05489504719832
803 => 0.054506910383749
804 => 0.054906118722865
805 => 0.054998738481886
806 => 0.05498382456747
807 => 0.054578565155828
808 => 0.054836865419799
809 => 0.054225908292494
810 => 0.053561584179343
811 => 0.053137786784007
812 => 0.05276796734801
813 => 0.052973164665133
814 => 0.052241673697139
815 => 0.052007655014473
816 => 0.054749359102306
817 => 0.056774685390273
818 => 0.056745236343929
819 => 0.056565972847988
820 => 0.056299623655292
821 => 0.057573631779961
822 => 0.057129792823923
823 => 0.057452722748426
824 => 0.057534921967539
825 => 0.057783714246971
826 => 0.057872636102449
827 => 0.057603852494995
828 => 0.056701781879225
829 => 0.054453907671028
830 => 0.053407516159092
831 => 0.053062189531124
901 => 0.053074741498182
902 => 0.052728502212274
903 => 0.05283048519933
904 => 0.052693036691273
905 => 0.052432742469379
906 => 0.052957092230421
907 => 0.053017518655725
908 => 0.052895129155985
909 => 0.052923956313738
910 => 0.051910623529128
911 => 0.051987665019899
912 => 0.051558688209328
913 => 0.051478260228738
914 => 0.050393844206899
915 => 0.048472644035594
916 => 0.04953717542591
917 => 0.048251371202173
918 => 0.047764417659531
919 => 0.050069579993586
920 => 0.049838205630498
921 => 0.049442193296908
922 => 0.048856408519327
923 => 0.048639135247174
924 => 0.047319051625933
925 => 0.047241054043218
926 => 0.047895323131161
927 => 0.0475934004591
928 => 0.047169386680468
929 => 0.045633651755853
930 => 0.043906977236226
1001 => 0.043959094686485
1002 => 0.044508317725256
1003 => 0.046105257783303
1004 => 0.045481305675281
1005 => 0.045028621261885
1006 => 0.0449438470789
1007 => 0.046004973465737
1008 => 0.047506689615963
1009 => 0.048211261234644
1010 => 0.047513052158689
1011 => 0.046710987166479
1012 => 0.046759805146144
1013 => 0.047084569294012
1014 => 0.047118697414035
1015 => 0.046596635557719
1016 => 0.046743592912277
1017 => 0.046520351252641
1018 => 0.045150317599529
1019 => 0.045125538035168
1020 => 0.044789309681917
1021 => 0.044779128821006
1022 => 0.044207120516033
1023 => 0.04412709260006
1024 => 0.042991335392114
1025 => 0.043738894225774
1026 => 0.043237471008755
1027 => 0.042481707946928
1028 => 0.042351414110205
1029 => 0.042347497320139
1030 => 0.043123496999107
1031 => 0.043729826217716
1101 => 0.043246193480293
1102 => 0.043136079680809
1103 => 0.044311806978112
1104 => 0.044162184962538
1105 => 0.044032613262009
1106 => 0.047372227405677
1107 => 0.044728662217622
1108 => 0.043575916906205
1109 => 0.042149175682928
1110 => 0.042613729819481
1111 => 0.042711618201773
1112 => 0.039280562749228
1113 => 0.037888583979441
1114 => 0.037410909321263
1115 => 0.037136000802154
1116 => 0.037261280066396
1117 => 0.036008335910763
1118 => 0.036850335105132
1119 => 0.035765391375087
1120 => 0.035583497028032
1121 => 0.037523510816091
1122 => 0.037793452401303
1123 => 0.036641797734511
1124 => 0.037381346466546
1125 => 0.037113175815814
1126 => 0.035783989621361
1127 => 0.035733224485565
1128 => 0.035066285576342
1129 => 0.034022655328229
1130 => 0.033545688300504
1201 => 0.033297279731247
1202 => 0.033399777948309
1203 => 0.033347951713265
1204 => 0.033009750472988
1205 => 0.033367337012473
1206 => 0.032453851169049
1207 => 0.032090093745741
1208 => 0.031925792956742
1209 => 0.031115021692419
1210 => 0.032405319325574
1211 => 0.032659524214047
1212 => 0.032914229964678
1213 => 0.035131269628919
1214 => 0.035020512592583
1215 => 0.0360217022602
1216 => 0.035982797870786
1217 => 0.035697242359384
1218 => 0.034492530628382
1219 => 0.034972707252438
1220 => 0.03349479823961
1221 => 0.034602148160065
1222 => 0.034096799900408
1223 => 0.03443128940514
1224 => 0.033829847115928
1225 => 0.034162710111722
1226 => 0.032719805623484
1227 => 0.031372441714581
1228 => 0.031914660283528
1229 => 0.032504113878188
1230 => 0.033782199461394
1231 => 0.033020982232013
]
'min_raw' => 0.031115021692419
'max_raw' => 0.092879097528735
'avg_raw' => 0.061997059610577
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.031115'
'max' => '$0.092879'
'avg' => '$0.061997'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.058942978307581
'max_diff' => 0.0028210975287347
'year' => 2026
]
1 => [
'items' => [
101 => 0.033294744732509
102 => 0.032377686183138
103 => 0.030485532450963
104 => 0.0304962418356
105 => 0.030205175206714
106 => 0.029953651142934
107 => 0.033108417187798
108 => 0.032716072160648
109 => 0.032090921708733
110 => 0.032927710431113
111 => 0.033148970650933
112 => 0.033155269618336
113 => 0.033765769069542
114 => 0.034091592736089
115 => 0.034149020569518
116 => 0.035109654646704
117 => 0.035431646518307
118 => 0.036757885467444
119 => 0.034063948874385
120 => 0.034008469023046
121 => 0.032939485764476
122 => 0.032261519681935
123 => 0.032985906682173
124 => 0.033627614675698
125 => 0.032959425420589
126 => 0.033046676831062
127 => 0.032149687349146
128 => 0.032470318881653
129 => 0.03274648995118
130 => 0.032594004519172
131 => 0.032365726447079
201 => 0.03357500193817
202 => 0.033506769875774
203 => 0.034632875014202
204 => 0.035510754498158
205 => 0.037084071473135
206 => 0.035442233190877
207 => 0.035382398078156
208 => 0.035967295902863
209 => 0.035431556973497
210 => 0.035770125483777
211 => 0.03702952285188
212 => 0.037056131933735
213 => 0.036610395528788
214 => 0.036583272428039
215 => 0.036668880980431
216 => 0.037170292945726
217 => 0.036995084198218
218 => 0.037197840196577
219 => 0.037451389677234
220 => 0.038500177831984
221 => 0.038753037105439
222 => 0.038138720163446
223 => 0.038194186105093
224 => 0.03796441470541
225 => 0.037742458412344
226 => 0.038241383745043
227 => 0.039153179596953
228 => 0.039147507362281
301 => 0.039359026277145
302 => 0.039490800808788
303 => 0.038925128054123
304 => 0.038556895891199
305 => 0.038698099533685
306 => 0.038923887233036
307 => 0.038624879625877
308 => 0.036779266160691
309 => 0.037339107387784
310 => 0.037245922432758
311 => 0.037113215725124
312 => 0.03767614040809
313 => 0.037621844949154
314 => 0.035995485157471
315 => 0.036099599434623
316 => 0.036001816691502
317 => 0.036317772738993
318 => 0.035414494310053
319 => 0.035692336671122
320 => 0.035866596795374
321 => 0.035969237347288
322 => 0.036340045402086
323 => 0.036296535356706
324 => 0.036337340756574
325 => 0.036887151212143
326 => 0.039667903824244
327 => 0.039819254053535
328 => 0.039073950170757
329 => 0.039371684371458
330 => 0.038800099813424
331 => 0.039183808356516
401 => 0.039446331996559
402 => 0.038260038147597
403 => 0.038189793524844
404 => 0.037615849834016
405 => 0.037924254663635
406 => 0.037433560404619
407 => 0.037553959612025
408 => 0.037217312931903
409 => 0.037823209930436
410 => 0.038500696921671
411 => 0.038671856890429
412 => 0.038221608701627
413 => 0.037895599340132
414 => 0.037323234295507
415 => 0.038275090120705
416 => 0.038553441771274
417 => 0.038273628057983
418 => 0.038208789106563
419 => 0.038085919410784
420 => 0.038234856493365
421 => 0.038551925808406
422 => 0.038402401774784
423 => 0.038501165033265
424 => 0.038124781336162
425 => 0.038925315315342
426 => 0.040196755933274
427 => 0.040200843822762
428 => 0.040051318983149
429 => 0.039990136640337
430 => 0.040143558199706
501 => 0.040226783101982
502 => 0.040722920292277
503 => 0.041255295264442
504 => 0.043739656966136
505 => 0.043042058141634
506 => 0.045246331638716
507 => 0.046989625785818
508 => 0.047512363475519
509 => 0.047031469397703
510 => 0.04538635673488
511 => 0.045305639659217
512 => 0.047764132526125
513 => 0.047069495685117
514 => 0.046986870843195
515 => 0.04610788212202
516 => 0.046627473321106
517 => 0.046513831103923
518 => 0.046334441304532
519 => 0.04732578511735
520 => 0.049181492237073
521 => 0.048892262879753
522 => 0.048676366581477
523 => 0.047730371848901
524 => 0.048300071973485
525 => 0.048097212671008
526 => 0.048968824972144
527 => 0.048452501153527
528 => 0.047064233127852
529 => 0.047285319386732
530 => 0.047251902643466
531 => 0.047939616851943
601 => 0.047733182116674
602 => 0.047211592948246
603 => 0.049175149631879
604 => 0.04904764718272
605 => 0.049228416504509
606 => 0.049307996750438
607 => 0.050503179102016
608 => 0.050992807069888
609 => 0.051103961190738
610 => 0.051569069891031
611 => 0.051092388862571
612 => 0.052999452844223
613 => 0.054267539111754
614 => 0.055740486566613
615 => 0.057892858689114
616 => 0.05870217051773
617 => 0.05855597557976
618 => 0.060187879558357
619 => 0.063120374732709
620 => 0.059148716697742
621 => 0.063330882252501
622 => 0.062006856923288
623 => 0.058867616685921
624 => 0.058665486623846
625 => 0.060791416559919
626 => 0.065506524544956
627 => 0.064325443473016
628 => 0.065508456370479
629 => 0.064128408986159
630 => 0.064059878001575
701 => 0.065441430549346
702 => 0.068669503381722
703 => 0.067135966981561
704 => 0.064937266513377
705 => 0.066560752723516
706 => 0.065154338721738
707 => 0.06198529434524
708 => 0.064324540322579
709 => 0.062760353155422
710 => 0.063216866127562
711 => 0.066504554897645
712 => 0.066108971486683
713 => 0.066620893050505
714 => 0.065717364889679
715 => 0.064873327114154
716 => 0.063297867927068
717 => 0.062831452130971
718 => 0.06296035267713
719 => 0.062831388254262
720 => 0.061949933318305
721 => 0.061759583208809
722 => 0.061442324686887
723 => 0.061540656368892
724 => 0.060944117530423
725 => 0.062069909569828
726 => 0.062278866492786
727 => 0.0630981240558
728 => 0.063183182093775
729 => 0.065464802745366
730 => 0.064208124431547
731 => 0.065051212740842
801 => 0.064975798987004
802 => 0.058935653540874
803 => 0.059767932290696
804 => 0.06106269684196
805 => 0.060479407166627
806 => 0.059654772034471
807 => 0.058988834951116
808 => 0.057979872174271
809 => 0.059399967907267
810 => 0.061267242785812
811 => 0.063230539266167
812 => 0.065589311347033
813 => 0.065062860877718
814 => 0.063186443662843
815 => 0.063270618368379
816 => 0.063790953276474
817 => 0.063117072293079
818 => 0.062918331635356
819 => 0.063763649361974
820 => 0.063769470600578
821 => 0.062994089087945
822 => 0.062132394429971
823 => 0.062128783897891
824 => 0.061975453656488
825 => 0.064155686095479
826 => 0.065354593490562
827 => 0.065492046291273
828 => 0.065345341821908
829 => 0.065401802549674
830 => 0.064704184752597
831 => 0.066298732164584
901 => 0.067762046554218
902 => 0.067369847038644
903 => 0.066781884210352
904 => 0.066313543497491
905 => 0.067259520850776
906 => 0.06721739796834
907 => 0.067749265779592
908 => 0.067725137183456
909 => 0.067546290043092
910 => 0.067369853425838
911 => 0.06806940466976
912 => 0.06786794514596
913 => 0.067666172699875
914 => 0.067261487169435
915 => 0.067316490654136
916 => 0.066728629345917
917 => 0.066456657806031
918 => 0.062366858397118
919 => 0.061273930357006
920 => 0.061617787767027
921 => 0.06173099455466
922 => 0.061255350870978
923 => 0.061937301730541
924 => 0.061831020411443
925 => 0.062244498851562
926 => 0.061986175473322
927 => 0.061996777154872
928 => 0.062756451129923
929 => 0.062976987716764
930 => 0.062864821028748
1001 => 0.062943378732186
1002 => 0.064753707850766
1003 => 0.06449633694117
1004 => 0.06435961377504
1005 => 0.064397487026441
1006 => 0.064860064930132
1007 => 0.064989561487348
1008 => 0.064440875474861
1009 => 0.064699638970266
1010 => 0.065801421091724
1011 => 0.066186982478767
1012 => 0.067417509346243
1013 => 0.066894759662068
1014 => 0.067854289331447
1015 => 0.070803556407349
1016 => 0.073159635021338
1017 => 0.070992887758847
1018 => 0.075319526088636
1019 => 0.078688434647782
1020 => 0.078559130326072
1021 => 0.077971683194525
1022 => 0.074136270367005
1023 => 0.070606866300337
1024 => 0.073559362668517
1025 => 0.073566889188946
1026 => 0.07331326713248
1027 => 0.071738042321904
1028 => 0.073258452723569
1029 => 0.073379137379934
1030 => 0.07331158606501
1031 => 0.072103864896052
1101 => 0.070259897895235
1102 => 0.070620204633361
1103 => 0.07121039442047
1104 => 0.070093042026985
1105 => 0.069735980234497
1106 => 0.070399826040517
1107 => 0.07253887554528
1108 => 0.072134500627075
1109 => 0.072123940763753
1110 => 0.073854028145488
1111 => 0.072615658956391
1112 => 0.070624749255191
1113 => 0.070122018298765
1114 => 0.068337662083605
1115 => 0.069570123277075
1116 => 0.069614477361319
1117 => 0.068939470961104
1118 => 0.070679522304396
1119 => 0.070663487424937
1120 => 0.072315407202929
1121 => 0.075473257385714
1122 => 0.074539325698295
1123 => 0.073453264757304
1124 => 0.073571349694793
1125 => 0.074866450000588
1126 => 0.07408340279144
1127 => 0.074364992027449
1128 => 0.074866023781554
1129 => 0.075168308678724
1130 => 0.073527855549991
1201 => 0.07314538745374
1202 => 0.07236299195687
1203 => 0.07215887957584
1204 => 0.072796124382823
1205 => 0.072628232890374
1206 => 0.069610749572286
1207 => 0.069295405776427
1208 => 0.069305076920439
1209 => 0.068512129951972
1210 => 0.067302695495981
1211 => 0.070481017034746
1212 => 0.070225753334601
1213 => 0.069943961965483
1214 => 0.069978479800321
1215 => 0.071358081456987
1216 => 0.070557842824567
1217 => 0.072685408385389
1218 => 0.072248044866559
1219 => 0.071799464623794
1220 => 0.071737457170156
1221 => 0.071564792047759
1222 => 0.0709726590972
1223 => 0.070257622977725
1224 => 0.06978549419628
1225 => 0.064373429548802
1226 => 0.065377877266843
1227 => 0.066533402808157
1228 => 0.066932285594541
1229 => 0.066249968986583
1230 => 0.070999601115651
1231 => 0.071867404674225
]
'min_raw' => 0.029953651142934
'max_raw' => 0.078688434647782
'avg_raw' => 0.054321042895358
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.029953'
'max' => '$0.078688'
'avg' => '$0.054321'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.0011613705494854
'max_diff' => -0.014190662880952
'year' => 2027
]
2 => [
'items' => [
101 => 0.069238771089877
102 => 0.068747061072648
103 => 0.07103183754252
104 => 0.069653838028623
105 => 0.070274351125354
106 => 0.068933141212738
107 => 0.071658376209219
108 => 0.071637614484563
109 => 0.070577436518708
110 => 0.071473491675664
111 => 0.071317780041308
112 => 0.070120841728961
113 => 0.071696321288661
114 => 0.071697102706867
115 => 0.070676704464988
116 => 0.069485102712371
117 => 0.06927207246338
118 => 0.069111582787353
119 => 0.070234880503248
120 => 0.071242025722858
121 => 0.07311607328408
122 => 0.073587253367242
123 => 0.075426300600061
124 => 0.074331237514502
125 => 0.074816664796889
126 => 0.075343664779802
127 => 0.075596327951393
128 => 0.075184626871939
129 => 0.078041424206547
130 => 0.078282625431597
131 => 0.078363498115973
201 => 0.077400202128332
202 => 0.078255834427591
203 => 0.077855512410331
204 => 0.078897039086581
205 => 0.079060363768297
206 => 0.078922033573328
207 => 0.078973875405209
208 => 0.076536102853705
209 => 0.076409691486635
210 => 0.074686063526892
211 => 0.075388454660902
212 => 0.074075368102354
213 => 0.07449176137636
214 => 0.074675303564001
215 => 0.074579431541105
216 => 0.07542816680176
217 => 0.074706568445045
218 => 0.072802151739919
219 => 0.070897216177736
220 => 0.07087330126348
221 => 0.070371765354863
222 => 0.070009246753816
223 => 0.070079080697416
224 => 0.070325184623246
225 => 0.069994942746254
226 => 0.070065416594399
227 => 0.07123575203839
228 => 0.071470454465232
229 => 0.070672843914665
301 => 0.067470322459486
302 => 0.066684415661468
303 => 0.067249309882674
304 => 0.066979326828785
305 => 0.054057544272955
306 => 0.057093325412937
307 => 0.055289567344946
308 => 0.056120822049595
309 => 0.054279652143063
310 => 0.055158354926443
311 => 0.05499609060744
312 => 0.059877536845238
313 => 0.059801319776444
314 => 0.059837800853958
315 => 0.058096463973278
316 => 0.06087046090665
317 => 0.062237031545732
318 => 0.061984115690538
319 => 0.062047769162432
320 => 0.060953991621248
321 => 0.059848391011436
322 => 0.058622109784441
323 => 0.060900388731257
324 => 0.06064708300389
325 => 0.061228075205947
326 => 0.0627057019577
327 => 0.062923288109853
328 => 0.063215726104889
329 => 0.063110907900823
330 => 0.065608102772126
331 => 0.065305675996189
401 => 0.066034437512075
402 => 0.064535319782627
403 => 0.062838925774195
404 => 0.0631613548159
405 => 0.063130302306373
406 => 0.062734968219687
407 => 0.062378078282807
408 => 0.061783957091019
409 => 0.063663844455229
410 => 0.063587524461319
411 => 0.064823056450425
412 => 0.064604664170033
413 => 0.063146187071919
414 => 0.063198276866805
415 => 0.063548605770909
416 => 0.064761098107998
417 => 0.06512104838642
418 => 0.064954305075916
419 => 0.065348974123851
420 => 0.065660904447385
421 => 0.065388147769923
422 => 0.069249807129859
423 => 0.067646176929662
424 => 0.068427775131251
425 => 0.068614181696886
426 => 0.06813670519872
427 => 0.06824025275402
428 => 0.068397099085281
429 => 0.069349439295035
430 => 0.07184865556729
501 => 0.072955541441531
502 => 0.076285662206973
503 => 0.072863629978271
504 => 0.072660580747597
505 => 0.073260436057466
506 => 0.075215569475863
507 => 0.076800021475129
508 => 0.077325675612515
509 => 0.077395149484374
510 => 0.078381311590936
511 => 0.078946561319583
512 => 0.078261565572561
513 => 0.077681103399005
514 => 0.075601959942942
515 => 0.075842626459301
516 => 0.077500580099513
517 => 0.079842537269294
518 => 0.08185218016008
519 => 0.081148473262853
520 => 0.08651726014905
521 => 0.087049553439288
522 => 0.08697600771768
523 => 0.088188651048706
524 => 0.085781800987139
525 => 0.084752825955296
526 => 0.077806605909453
527 => 0.079758210409701
528 => 0.082594982164525
529 => 0.082219524785426
530 => 0.080159385309946
531 => 0.081850617359551
601 => 0.081291443154236
602 => 0.080850399258345
603 => 0.082870906845988
604 => 0.080649275755497
605 => 0.082572819694938
606 => 0.080105854696091
607 => 0.081151687736683
608 => 0.080558022321591
609 => 0.080942196602052
610 => 0.078696321608443
611 => 0.079908141239461
612 => 0.078645905927699
613 => 0.078645307463813
614 => 0.078617443549347
615 => 0.080102457796026
616 => 0.080150884057297
617 => 0.079053456285269
618 => 0.078895299798276
619 => 0.079480087223859
620 => 0.07879545430457
621 => 0.079115789738477
622 => 0.078805156938532
623 => 0.078735226952337
624 => 0.078178012924726
625 => 0.077937949800712
626 => 0.078032084737303
627 => 0.077710753668834
628 => 0.077517140077028
629 => 0.078578928932754
630 => 0.07801165797958
701 => 0.078491986523369
702 => 0.077944591525426
703 => 0.076047081973909
704 => 0.074955804165032
705 => 0.071371584521445
706 => 0.072388064766156
707 => 0.073061992220024
708 => 0.072839259200541
709 => 0.073317775912627
710 => 0.073347152952397
711 => 0.073191582291398
712 => 0.073011451395796
713 => 0.07292377363768
714 => 0.073577251813634
715 => 0.073956617889839
716 => 0.073129629856006
717 => 0.072935878130471
718 => 0.073772008691937
719 => 0.074282047851415
720 => 0.07804789043875
721 => 0.077768904656369
722 => 0.07846910422195
723 => 0.078390272496304
724 => 0.079124193191572
725 => 0.080323843350307
726 => 0.077884619150139
727 => 0.078307984129261
728 => 0.078204184813306
729 => 0.079337438527268
730 => 0.079340976421664
731 => 0.078661534209922
801 => 0.079029870855598
802 => 0.078824275444769
803 => 0.079195814140024
804 => 0.077765178631155
805 => 0.079507538253397
806 => 0.080495343884034
807 => 0.080509059566174
808 => 0.080977271595386
809 => 0.081453002134077
810 => 0.082366125475697
811 => 0.081427535619678
812 => 0.07973910383858
813 => 0.079861003159574
814 => 0.078871076224089
815 => 0.07888771707472
816 => 0.078798886909888
817 => 0.079065472921371
818 => 0.077823679269244
819 => 0.078115125757337
820 => 0.077707098967299
821 => 0.078307097158706
822 => 0.077661598288006
823 => 0.078204134758133
824 => 0.07843827551327
825 => 0.079302259940419
826 => 0.077533987085632
827 => 0.073928359033174
828 => 0.074686305763815
829 => 0.073565243013766
830 => 0.07366900163947
831 => 0.073878610576454
901 => 0.07319919943191
902 => 0.073328809667583
903 => 0.073324179077912
904 => 0.07328427515777
905 => 0.073107534078971
906 => 0.072851224547555
907 => 0.073872282832802
908 => 0.074045780532092
909 => 0.074431444425796
910 => 0.075578918575141
911 => 0.075464258848318
912 => 0.075651273619953
913 => 0.075243021423516
914 => 0.073687939287967
915 => 0.073772387729653
916 => 0.072719314308631
917 => 0.074404514970789
918 => 0.074005437210428
919 => 0.073748149182169
920 => 0.073677945759902
921 => 0.074828264275716
922 => 0.075172457604682
923 => 0.074957979420026
924 => 0.074518078405968
925 => 0.075362818398019
926 => 0.075588835183173
927 => 0.07563943200619
928 => 0.077136149309278
929 => 0.075723081876978
930 => 0.076063221252615
1001 => 0.078716891564267
1002 => 0.07631037877307
1003 => 0.077585162270206
1004 => 0.077522768251675
1005 => 0.078174904352488
1006 => 0.077469274056981
1007 => 0.077478021190184
1008 => 0.078057073868181
1009 => 0.077243898814636
1010 => 0.077042545235671
1011 => 0.076764376708454
1012 => 0.077371747511041
1013 => 0.077735838838174
1014 => 0.08067014753925
1015 => 0.082565844780878
1016 => 0.082483547564073
1017 => 0.083235590071736
1018 => 0.082896788034114
1019 => 0.081802706883172
1020 => 0.083670169998848
1021 => 0.083079226531072
1022 => 0.083127943192559
1023 => 0.083126129955986
1024 => 0.083519055700882
1025 => 0.083240631799507
1026 => 0.082691829710271
1027 => 0.083056150148627
1028 => 0.084138051603605
1029 => 0.087496306916646
1030 => 0.089375631080789
1031 => 0.087383169242216
1101 => 0.088757542738337
1102 => 0.087933408380013
1103 => 0.087783638651232
1104 => 0.088646846772199
1105 => 0.089511565824713
1106 => 0.089456486959351
1107 => 0.088828745331041
1108 => 0.088474150013563
1109 => 0.091159264555654
1110 => 0.093137611210533
1111 => 0.093002701231675
1112 => 0.093598150003281
1113 => 0.095346406013254
1114 => 0.095506244632948
1115 => 0.095486108640715
1116 => 0.095089931944368
1117 => 0.096811317025917
1118 => 0.098247326745834
1119 => 0.094998228485809
1120 => 0.096235442569407
1121 => 0.096790867832082
1122 => 0.097606396904939
1123 => 0.098982331149392
1124 => 0.1004769606874
1125 => 0.10068831769186
1126 => 0.10053834978283
1127 => 0.099552601424716
1128 => 0.10118804289984
1129 => 0.10214604616015
1130 => 0.10271651517815
1201 => 0.1041631296908
1202 => 0.096794297949415
1203 => 0.091578272588159
1204 => 0.09076371490768
1205 => 0.092420149981833
1206 => 0.092856938701066
1207 => 0.092680869716029
1208 => 0.086809758951657
1209 => 0.09073280472456
1210 => 0.094953672117145
1211 => 0.095115812823718
1212 => 0.097228867294621
1213 => 0.097916964447377
1214 => 0.099618250260835
1215 => 0.099511834369992
1216 => 0.0999260703922
1217 => 0.099830844704262
1218 => 0.1029821184257
1219 => 0.10645844130912
1220 => 0.1063380673017
1221 => 0.10583830475722
1222 => 0.10658053735795
1223 => 0.11016847511904
1224 => 0.10983815530553
1225 => 0.11015903286778
1226 => 0.11438941369541
1227 => 0.119889510536
1228 => 0.11733416335285
1229 => 0.12287853145894
1230 => 0.12636841728739
1231 => 0.13240381396677
]
'min_raw' => 0.054057544272955
'max_raw' => 0.13240381396677
'avg_raw' => 0.093230679119863
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.054057'
'max' => '$0.1324038'
'avg' => '$0.09323'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.024103893130021
'max_diff' => 0.053715379318988
'year' => 2028
]
3 => [
'items' => [
101 => 0.13164815257756
102 => 0.13399768821505
103 => 0.13029536097957
104 => 0.12179406928312
105 => 0.12044870733052
106 => 0.12314215602962
107 => 0.12976373683347
108 => 0.1229336188859
109 => 0.12431534285113
110 => 0.12391740625619
111 => 0.12389620190617
112 => 0.12470548570221
113 => 0.12353157734665
114 => 0.11874886352401
115 => 0.12094075308421
116 => 0.12009435926184
117 => 0.1210334963106
118 => 0.12610163163322
119 => 0.12386088819784
120 => 0.12150044701187
121 => 0.1244609640829
122 => 0.12823071965836
123 => 0.12799481512935
124 => 0.12753706174263
125 => 0.1301173936164
126 => 0.13437934590556
127 => 0.13553133448341
128 => 0.13638170890021
129 => 0.13649896116509
130 => 0.13770673236527
131 => 0.1312122422244
201 => 0.14151916486829
202 => 0.14329888568589
203 => 0.14296437193405
204 => 0.14494245672072
205 => 0.14436045399732
206 => 0.14351722336453
207 => 0.1466529085021
208 => 0.14305809852862
209 => 0.13795571834525
210 => 0.13515645166302
211 => 0.13884275184059
212 => 0.14109384672488
213 => 0.14258167724687
214 => 0.14303189386385
215 => 0.1317163910066
216 => 0.1256179625531
217 => 0.12952698527317
218 => 0.13429626277799
219 => 0.13118574864706
220 => 0.13130767491201
221 => 0.12687289919004
222 => 0.13468864202523
223 => 0.13354995403489
224 => 0.13945746934309
225 => 0.13804759340402
226 => 0.14286494280944
227 => 0.14159637326403
228 => 0.14686213452224
301 => 0.14896278925294
302 => 0.15249011548658
303 => 0.15508483102285
304 => 0.15660849761474
305 => 0.15651702238769
306 => 0.16255454851246
307 => 0.15899443029178
308 => 0.15452208275117
309 => 0.15444119209423
310 => 0.15675748425917
311 => 0.16161179719316
312 => 0.16287044990957
313 => 0.16357386506948
314 => 0.16249656026602
315 => 0.15863230709344
316 => 0.15696374216573
317 => 0.15838540782712
318 => 0.15664683288836
319 => 0.15964810099063
320 => 0.16376948313131
321 => 0.16291843401697
322 => 0.1657633636098
323 => 0.16870756644305
324 => 0.17291790872702
325 => 0.17401864810857
326 => 0.17583812844891
327 => 0.17771097138728
328 => 0.17831247806455
329 => 0.17946094094802
330 => 0.17945488798172
331 => 0.18291585818153
401 => 0.18673341548924
402 => 0.18817445499624
403 => 0.19148804588322
404 => 0.18581363761134
405 => 0.19011774146846
406 => 0.19400015088629
407 => 0.1893713823254
408 => 0.19575106142184
409 => 0.19599876990449
410 => 0.19973887389946
411 => 0.19594756198333
412 => 0.19369629306983
413 => 0.20019562206916
414 => 0.20334044264499
415 => 0.20239319709415
416 => 0.19518461168098
417 => 0.19098890577975
418 => 0.18000793414499
419 => 0.19301536938903
420 => 0.19935091166432
421 => 0.19516820415704
422 => 0.19727771853015
423 => 0.20878654493747
424 => 0.21316836089205
425 => 0.21225697380471
426 => 0.21241098321976
427 => 0.21477533157327
428 => 0.22526015424314
429 => 0.21897740546306
430 => 0.22378033149532
501 => 0.2263277861446
502 => 0.22869400399403
503 => 0.22288332080665
504 => 0.21532370735576
505 => 0.21292926044488
506 => 0.1947523163276
507 => 0.19380612744783
508 => 0.19327500295716
509 => 0.18992633817251
510 => 0.18729520492827
511 => 0.18520283008472
512 => 0.17971181365925
513 => 0.18156487051237
514 => 0.17281333639437
515 => 0.17841225778774
516 => 0.16444459802223
517 => 0.1760772801262
518 => 0.16974614013016
519 => 0.17399733036204
520 => 0.1739824983598
521 => 0.16615470930183
522 => 0.16163980393498
523 => 0.16451687735748
524 => 0.16760132844878
525 => 0.168101770261
526 => 0.17210084161327
527 => 0.17321689646794
528 => 0.16983519815468
529 => 0.16415514931968
530 => 0.16547449511593
531 => 0.16161306743453
601 => 0.15484606395055
602 => 0.15970624399329
603 => 0.16136572314691
604 => 0.16209864367959
605 => 0.1554440729487
606 => 0.1533530623473
607 => 0.15223982584839
608 => 0.16329612780284
609 => 0.16390181698209
610 => 0.1608030255052
611 => 0.17480985682021
612 => 0.17163967950738
613 => 0.17518154427811
614 => 0.16535477831364
615 => 0.16573017400698
616 => 0.16107802551849
617 => 0.16368291781537
618 => 0.16184186389954
619 => 0.16347246825983
620 => 0.16444984579016
621 => 0.16910123090686
622 => 0.17613039147261
623 => 0.16840646908045
624 => 0.16504104548558
625 => 0.16712893535598
626 => 0.17268926121975
627 => 0.18111343953122
628 => 0.17612615641844
629 => 0.17833942797433
630 => 0.17882292934769
701 => 0.17514549141959
702 => 0.18124903191307
703 => 0.1845199688486
704 => 0.18787527331942
705 => 0.19078859017794
706 => 0.18653509092905
707 => 0.19108694484053
708 => 0.18741895409826
709 => 0.18412838721252
710 => 0.1841333776442
711 => 0.18206915696927
712 => 0.17806946930304
713 => 0.17733186553117
714 => 0.18116897350153
715 => 0.18424597071828
716 => 0.18449940694687
717 => 0.18620299070789
718 => 0.18721115402935
719 => 0.19709252511125
720 => 0.20106689430338
721 => 0.20592667772055
722 => 0.20781983724393
723 => 0.21351756867403
724 => 0.2089161877971
725 => 0.20792065010033
726 => 0.19409981736464
727 => 0.19636297795085
728 => 0.19998651641189
729 => 0.19415956817923
730 => 0.19785542565425
731 => 0.19858506620879
801 => 0.19396157070799
802 => 0.19643117942442
803 => 0.18987263086155
804 => 0.17627334990883
805 => 0.18126417180033
806 => 0.18493909660495
807 => 0.17969452579379
808 => 0.18909521597988
809 => 0.1836035268428
810 => 0.18186292503392
811 => 0.17507221680811
812 => 0.17827716969236
813 => 0.18261191435882
814 => 0.1799335461231
815 => 0.18549156237122
816 => 0.19336319564735
817 => 0.19897299028379
818 => 0.19940364065888
819 => 0.1957969185347
820 => 0.20157671375649
821 => 0.20161881325473
822 => 0.1950991806334
823 => 0.1911059419543
824 => 0.19019866972456
825 => 0.19246521363564
826 => 0.19521721637079
827 => 0.19955635765771
828 => 0.20217840986041
829 => 0.20901533137603
830 => 0.21086520630825
831 => 0.21289765801173
901 => 0.21561364027247
902 => 0.21887487334005
903 => 0.21173948105029
904 => 0.212022983488
905 => 0.20537860498401
906 => 0.19827813365223
907 => 0.20366650630681
908 => 0.21071108676748
909 => 0.20909505222623
910 => 0.20891321532775
911 => 0.20921901455365
912 => 0.2080005772843
913 => 0.20248963067243
914 => 0.1997220677843
915 => 0.20329292999058
916 => 0.20519068433243
917 => 0.20813393581506
918 => 0.20777111794533
919 => 0.21535261768245
920 => 0.21829855922765
921 => 0.21754486131644
922 => 0.21768355987086
923 => 0.22301704632193
924 => 0.22894898017066
925 => 0.23450501900762
926 => 0.24015686034999
927 => 0.23334334501664
928 => 0.22988386212957
929 => 0.23345316540911
930 => 0.2315592428474
1001 => 0.24244228366091
1002 => 0.24319580179424
1003 => 0.25407805564002
1004 => 0.26440661037435
1005 => 0.257919430201
1006 => 0.26403654891546
1007 => 0.27065271154115
1008 => 0.28341636267982
1009 => 0.27911801400698
1010 => 0.27582554628729
1011 => 0.27271418020128
1012 => 0.27918843911082
1013 => 0.28751746976913
1014 => 0.28931146319847
1015 => 0.29221841791223
1016 => 0.28916211047622
1017 => 0.29284309614167
1018 => 0.30583859304778
1019 => 0.30232709506932
1020 => 0.29734020343845
1021 => 0.30759890014503
1022 => 0.31131148260347
1023 => 0.33736833059131
1024 => 0.37026617753067
1025 => 0.35664625287887
1026 => 0.34819192613527
1027 => 0.35017889345933
1028 => 0.36219207349918
1029 => 0.36605032564871
1030 => 0.35556226628703
1031 => 0.35926682616088
1101 => 0.37967931529007
1102 => 0.39062996079682
1103 => 0.37575751333074
1104 => 0.33472502062166
1105 => 0.29689118840985
1106 => 0.30692642439209
1107 => 0.30578874006133
1108 => 0.32771941312077
1109 => 0.30224334700387
1110 => 0.30267229862026
1111 => 0.32505647477358
1112 => 0.31908476033781
1113 => 0.30941134775125
1114 => 0.29696181502697
1115 => 0.27394770234375
1116 => 0.25356346094421
1117 => 0.29354165253914
1118 => 0.29181772022194
1119 => 0.28932121075418
1120 => 0.29487692242414
1121 => 0.32185388127717
1122 => 0.32123197505972
1123 => 0.3172757250036
1124 => 0.32027650580238
1125 => 0.30888529636866
1126 => 0.31182107041275
1127 => 0.29688519533753
1128 => 0.30363683464877
1129 => 0.30939059295239
1130 => 0.31054574511769
1201 => 0.31314836192964
1202 => 0.29090928622687
1203 => 0.30089397831245
1204 => 0.3067590494736
1205 => 0.28026044459441
1206 => 0.30623525725465
1207 => 0.29052215339636
1208 => 0.28518888994396
1209 => 0.29236942657859
1210 => 0.28957116446877
1211 => 0.28716538302622
1212 => 0.2858229156447
1213 => 0.29109550926226
1214 => 0.29084953646789
1215 => 0.28222254994323
1216 => 0.27096899770277
1217 => 0.27474605921993
1218 => 0.27337381736061
1219 => 0.2684006358397
1220 => 0.27175195972056
1221 => 0.25699442541542
1222 => 0.23160485467331
1223 => 0.24837798280913
1224 => 0.24773223562156
1225 => 0.24740662060728
1226 => 0.26001116282614
1227 => 0.25879952692806
1228 => 0.25660039590867
1229 => 0.26836024707395
1230 => 0.2640677432063
1231 => 0.27729622868527
]
'min_raw' => 0.11874886352401
'max_raw' => 0.39062996079682
'avg_raw' => 0.25468941216042
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.118748'
'max' => '$0.390629'
'avg' => '$0.254689'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072434
'min_diff' => 0.064691319251054
'max_diff' => 0.25822614683005
'year' => 2029
]
4 => [
'items' => [
101 => 0.28600936478652
102 => 0.28379943163082
103 => 0.29199417824828
104 => 0.2748330750887
105 => 0.28053330517436
106 => 0.28170811469483
107 => 0.268215132336
108 => 0.25899776554554
109 => 0.25838307226629
110 => 0.24240142848301
111 => 0.25093869359272
112 => 0.25845113359322
113 => 0.25485325782188
114 => 0.25371427783615
115 => 0.25953307956861
116 => 0.25998525029789
117 => 0.24967570975142
118 => 0.25181938969172
119 => 0.26075889139991
120 => 0.25159413718508
121 => 0.23378851679975
122 => 0.22937247676223
123 => 0.22878329561746
124 => 0.21680664479515
125 => 0.22966757767366
126 => 0.22405343582062
127 => 0.24178844266663
128 => 0.23165830187094
129 => 0.23122161174809
130 => 0.23056149057889
131 => 0.22025269246692
201 => 0.22250966409514
202 => 0.23001218153385
203 => 0.23268916427789
204 => 0.23240993304581
205 => 0.22997541510541
206 => 0.23108992495178
207 => 0.22749970041567
208 => 0.2262319174079
209 => 0.22223044550422
210 => 0.21634938724062
211 => 0.2171671844628
212 => 0.20551526918002
213 => 0.19916668732001
214 => 0.19740948353412
215 => 0.19505967719304
216 => 0.19767490041295
217 => 0.20548226076801
218 => 0.19606492775591
219 => 0.17991957085575
220 => 0.1808899343158
221 => 0.18307005290704
222 => 0.1790074163352
223 => 0.1751624717712
224 => 0.17850533911939
225 => 0.17166433856031
226 => 0.18389675514133
227 => 0.18356590255377
228 => 0.1881253910076
301 => 0.19097653270791
302 => 0.18440557415679
303 => 0.18275299585095
304 => 0.18369437955945
305 => 0.16813540381598
306 => 0.1868538907486
307 => 0.1870157690009
308 => 0.18562966912561
309 => 0.19559668554879
310 => 0.21663019899207
311 => 0.20871654516359
312 => 0.20565213920975
313 => 0.19982670125143
314 => 0.20758875145061
315 => 0.20699274710216
316 => 0.20429738941052
317 => 0.2026672286686
318 => 0.20567084981905
319 => 0.20229504676845
320 => 0.2016886597797
321 => 0.19801461438341
322 => 0.19670314733535
323 => 0.19573218934397
324 => 0.19466325999982
325 => 0.19702105177241
326 => 0.19167798542239
327 => 0.18523477119152
328 => 0.18469908764477
329 => 0.18617815701513
330 => 0.18552377892251
331 => 0.18469595473422
401 => 0.18311541291426
402 => 0.18264649991922
403 => 0.18417023966888
404 => 0.18245002633106
405 => 0.18498829481588
406 => 0.18429802623681
407 => 0.18044224206579
408 => 0.17563650739456
409 => 0.17559372627562
410 => 0.17455833862369
411 => 0.17323961677738
412 => 0.172872778528
413 => 0.17822381215534
414 => 0.18930029162096
415 => 0.18712571366417
416 => 0.18869706909767
417 => 0.19642658260283
418 => 0.19888356251154
419 => 0.19713965636909
420 => 0.19475249008187
421 => 0.19485751328343
422 => 0.20301518313125
423 => 0.20352396699326
424 => 0.20480949967266
425 => 0.20646177245718
426 => 0.19742104556893
427 => 0.19443169586002
428 => 0.19301517612513
429 => 0.1886528436038
430 => 0.19335724522993
501 => 0.19061619186494
502 => 0.1909860536116
503 => 0.19074518066388
504 => 0.19087671358109
505 => 0.1838933359316
506 => 0.18643771171155
507 => 0.18220719348759
508 => 0.17654300448365
509 => 0.17652401613599
510 => 0.17791031837025
511 => 0.1770856915553
512 => 0.17486664199936
513 => 0.17518184751517
514 => 0.17242031552191
515 => 0.1755171474983
516 => 0.17560595355838
517 => 0.1744135045619
518 => 0.17918460150199
519 => 0.18113932381119
520 => 0.18035442833697
521 => 0.18108425345235
522 => 0.18721607719591
523 => 0.18821583201633
524 => 0.18865985706747
525 => 0.18806492232099
526 => 0.18119633193403
527 => 0.18150098312519
528 => 0.17926565482368
529 => 0.17737703796199
530 => 0.17745257273197
531 => 0.17842356730188
601 => 0.18266395753677
602 => 0.19158760880145
603 => 0.19192625484384
604 => 0.19233670372621
605 => 0.1906672018465
606 => 0.1901636641046
607 => 0.19082796036029
608 => 0.194179214592
609 => 0.20279955033263
610 => 0.19975254794903
611 => 0.19727528758174
612 => 0.19944851278845
613 => 0.19911396180218
614 => 0.19629001479784
615 => 0.19621075601088
616 => 0.19079069883908
617 => 0.1887870271114
618 => 0.18711260904352
619 => 0.18528418822518
620 => 0.18420023907485
621 => 0.18586567761584
622 => 0.18624658311505
623 => 0.1826050726383
624 => 0.18210874821616
625 => 0.18508248427894
626 => 0.18377385390977
627 => 0.18511981269693
628 => 0.18543208668098
629 => 0.18538180337727
630 => 0.18401544297661
701 => 0.18488632035053
702 => 0.18282643574016
703 => 0.18058662061104
704 => 0.17915775810408
705 => 0.17791088605565
706 => 0.17860272313675
707 => 0.17613645026709
708 => 0.17534743993982
709 => 0.18459128669161
710 => 0.19141981567526
711 => 0.19132052615944
712 => 0.1907161267671
713 => 0.18981811186802
714 => 0.19411351920875
715 => 0.19261708518062
716 => 0.19370586596733
717 => 0.19398300637353
718 => 0.19482182691376
719 => 0.19512163315783
720 => 0.19421541045943
721 => 0.1911740163978
722 => 0.1835951515633
723 => 0.18006716952408
724 => 0.17890287668795
725 => 0.17894519652124
726 => 0.17777782659514
727 => 0.17812166935623
728 => 0.17765825211497
729 => 0.17678065197269
730 => 0.17854853380097
731 => 0.17875226571272
801 => 0.17833962096939
802 => 0.1784368137444
803 => 0.17502029151245
804 => 0.17528004227745
805 => 0.17383371701041
806 => 0.17356254845855
807 => 0.1699063641294
808 => 0.16342890361794
809 => 0.1670180455236
810 => 0.16268286681128
811 => 0.16104106894425
812 => 0.16881308469482
813 => 0.16803298987562
814 => 0.16669780664423
815 => 0.16472279236843
816 => 0.16399024036183
817 => 0.15953948626752
818 => 0.15927651197177
819 => 0.16148242588138
820 => 0.16046447251296
821 => 0.15903488045461
822 => 0.15385704293468
823 => 0.14803543923919
824 => 0.14821115686146
825 => 0.15006290068221
826 => 0.15544709558271
827 => 0.15334339748757
828 => 0.15181714038239
829 => 0.15153131830571
830 => 0.15510898000441
831 => 0.16017212085137
901 => 0.16254763325537
902 => 0.16019357260839
903 => 0.15748935448876
904 => 0.15765394771556
905 => 0.15874891271441
906 => 0.15886397805382
907 => 0.15710381005605
908 => 0.15759928703718
909 => 0.15684661219548
910 => 0.15222744808132
911 => 0.15214390205002
912 => 0.15101028468232
913 => 0.15097595919896
914 => 0.1490473932624
915 => 0.14877757355633
916 => 0.1449482888337
917 => 0.14746873563427
918 => 0.14577815224984
919 => 0.1432300443212
920 => 0.14279074955386
921 => 0.14277754382269
922 => 0.1453938809189
923 => 0.147438162212
924 => 0.14580756067162
925 => 0.14543630430876
926 => 0.14940035097827
927 => 0.14889588990649
928 => 0.14845902987175
929 => 0.15971877212154
930 => 0.15080580752218
1001 => 0.14691924622263
1002 => 0.14210888857646
1003 => 0.14367516528199
1004 => 0.14400520279723
1005 => 0.13243715979033
1006 => 0.12774400618314
1007 => 0.12613349272292
1008 => 0.12520661945724
1009 => 0.12562900724335
1010 => 0.12140461854487
1011 => 0.12424347761519
1012 => 0.12058551408099
1013 => 0.11997224459044
1014 => 0.12651313652431
1015 => 0.12742326342558
1016 => 0.12354037931053
1017 => 0.12603381949423
1018 => 0.12512966342221
1019 => 0.12064821936679
1020 => 0.12047706116714
1021 => 0.11822843007051
1022 => 0.11470975782506
1023 => 0.11310163019031
1024 => 0.11226410335573
1025 => 0.11260968325075
1026 => 0.11243494748091
1027 => 0.11129467838686
1028 => 0.11250030637063
1029 => 0.10942042507198
1030 => 0.10819399152257
1031 => 0.10764003994134
1101 => 0.10490646801743
1102 => 0.10925679657332
1103 => 0.11011386610282
1104 => 0.11097262432406
1105 => 0.11844752834082
1106 => 0.11807410326
1107 => 0.1214496841252
1108 => 0.12131851526008
1109 => 0.12035574491654
1110 => 0.11629397520518
1111 => 0.11791292421804
1112 => 0.11293005079698
1113 => 0.1166635583665
1114 => 0.11495974142677
1115 => 0.11608749614529
1116 => 0.11405969147585
1117 => 0.11518196230592
1118 => 0.11031710908345
1119 => 0.10577437759464
1120 => 0.10760250535634
1121 => 0.10958988930507
1122 => 0.11389904408194
1123 => 0.11133254704659
1124 => 0.1122555564305
1125 => 0.10916362950431
1126 => 0.10278410109033
1127 => 0.10282020852834
1128 => 0.10183885706743
1129 => 0.10099082612554
1130 => 0.11162734010453
1201 => 0.11030452145284
1202 => 0.1081967830576
1203 => 0.11101807465783
1204 => 0.11176406893684
1205 => 0.11178530634522
1206 => 0.11384364786867
1207 => 0.11494218510872
1208 => 0.11513580705861
1209 => 0.11837465191917
1210 => 0.11946026999503
1211 => 0.1239317772071
1212 => 0.11484898189895
1213 => 0.11466192770668
1214 => 0.11105777601639
1215 => 0.10877196603502
1216 => 0.11121428738141
1217 => 0.1133778506842
1218 => 0.11112500395911
1219 => 0.11141917818122
1220 => 0.10839491551714
1221 => 0.10947594711476
1222 => 0.11040707715732
1223 => 0.10989296187711
1224 => 0.10912330641918
1225 => 0.11320046316632
1226 => 0.11297041400414
1227 => 0.1167671561005
1228 => 0.11972698807224
1229 => 0.12503153609886
1230 => 0.11949596370074
1231 => 0.11929422544065
]
'min_raw' => 0.10099082612554
'max_raw' => 0.29199417824828
'avg_raw' => 0.19649250218691
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.10099'
'max' => '$0.291994'
'avg' => '$0.196492'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.017758037398469
'max_diff' => -0.098635782548544
'year' => 2030
]
5 => [
'items' => [
101 => 0.12126624929291
102 => 0.11945996808846
103 => 0.12060147545896
104 => 0.12484762161384
105 => 0.1249373359911
106 => 0.1234345045815
107 => 0.12334305715365
108 => 0.12363169236504
109 => 0.12532223781349
110 => 0.12473150928859
111 => 0.12541511529303
112 => 0.12626997506932
113 => 0.12980603755711
114 => 0.13065857025164
115 => 0.12858735779147
116 => 0.12877436508624
117 => 0.12799967477008
118 => 0.12725133363152
119 => 0.12893349522456
120 => 0.13200767859883
121 => 0.13198855426361
122 => 0.13270170505286
123 => 0.13314599208649
124 => 0.13123878690013
125 => 0.12999726645368
126 => 0.13047334439285
127 => 0.1312346033852
128 => 0.13022647836162
129 => 0.12400386370713
130 => 0.12589140749114
131 => 0.12557722790931
201 => 0.12512979797923
202 => 0.12702773785
203 => 0.12684467691941
204 => 0.12136129133293
205 => 0.12171231988738
206 => 0.12138263854197
207 => 0.12244790641544
208 => 0.11940244012738
209 => 0.12033920504606
210 => 0.12092673522143
211 => 0.12127279500834
212 => 0.12252300025408
213 => 0.12237630309831
214 => 0.12251388135291
215 => 0.12436760569039
216 => 0.13374310726804
217 => 0.13425339513303
218 => 0.13174055105679
219 => 0.13274438270159
220 => 0.13081724545742
221 => 0.13211094560013
222 => 0.13299606238135
223 => 0.12899638984518
224 => 0.12875955519525
225 => 0.12682446397015
226 => 0.12786427238535
227 => 0.1262098624319
228 => 0.12661579676567
301 => 0.12548076897972
302 => 0.12752359301265
303 => 0.12980778770423
304 => 0.13038486548891
305 => 0.12886682228504
306 => 0.12776765896151
307 => 0.12583789025231
308 => 0.12904713862341
309 => 0.1299856206472
310 => 0.12904220917687
311 => 0.12882360012524
312 => 0.12840933636744
313 => 0.12891148813981
314 => 0.12998050947255
315 => 0.12947637875375
316 => 0.12980936597516
317 => 0.1285403620621
318 => 0.1312394182644
319 => 0.13552616907691
320 => 0.13553995168173
321 => 0.13503581824548
322 => 0.13482953770508
323 => 0.13534680920404
324 => 0.13562740777264
325 => 0.13730016894891
326 => 0.1390951083368
327 => 0.14747130726666
328 => 0.14511930412505
329 => 0.15255116611793
330 => 0.15842880404779
331 => 0.160191250665
401 => 0.15856988270669
402 => 0.15302327050588
403 => 0.1527511272498
404 => 0.16104010759707
405 => 0.15869809098962
406 => 0.15841951556639
407 => 0.15545594372392
408 => 0.15720778172834
409 => 0.15682462905886
410 => 0.15621980382562
411 => 0.15956218870395
412 => 0.16581883481943
413 => 0.16484367784787
414 => 0.16411576840484
415 => 0.16092628111672
416 => 0.16284706486194
417 => 0.16216311056046
418 => 0.16510181228776
419 => 0.16336099048472
420 => 0.15868034791038
421 => 0.15942575566794
422 => 0.15931308878494
423 => 0.16163176525349
424 => 0.16093575613072
425 => 0.15917718183317
426 => 0.16579745028319
427 => 0.16536756687391
428 => 0.16597704326324
429 => 0.1662453536185
430 => 0.17027499436181
501 => 0.17192580924022
502 => 0.17230057311921
503 => 0.17386871957509
504 => 0.17226155620683
505 => 0.17869135556793
506 => 0.18296679695386
507 => 0.18793294213583
508 => 0.19518981502067
509 => 0.19791846635519
510 => 0.19742555991482
511 => 0.20292763811456
512 => 0.21281475033516
513 => 0.19942402797796
514 => 0.21352449113531
515 => 0.20906044729737
516 => 0.19847627966233
517 => 0.19779478404577
518 => 0.20496250525293
519 => 0.22085982102281
520 => 0.21687772372832
521 => 0.22086633430744
522 => 0.21621340819937
523 => 0.21598235120017
524 => 0.22064035207189
525 => 0.2315240250031
526 => 0.22635359996186
527 => 0.21894052782502
528 => 0.22441422493069
529 => 0.219672401931
530 => 0.20898774756003
531 => 0.21687467869357
601 => 0.21160091245144
602 => 0.21314007780972
603 => 0.22422475003716
604 => 0.22289101294835
605 => 0.22461699224199
606 => 0.22157068396545
607 => 0.21872495167643
608 => 0.21341318103212
609 => 0.21184062761147
610 => 0.21227522480239
611 => 0.21184041224669
612 => 0.20886852538889
613 => 0.2082267467049
614 => 0.20715708744796
615 => 0.20748861957914
616 => 0.20547734723623
617 => 0.20927303369737
618 => 0.20997754655203
619 => 0.21273973062447
620 => 0.21302650973806
621 => 0.22071915306257
622 => 0.21648217438905
623 => 0.21932470548639
624 => 0.2190704427501
625 => 0.19870567066899
626 => 0.20151175658186
627 => 0.20587714566402
628 => 0.20391054379965
629 => 0.2011302288774
630 => 0.19888497550662
701 => 0.19548318706096
702 => 0.20027113897267
703 => 0.20656678659466
704 => 0.21318617775116
705 => 0.22113894250601
706 => 0.21936397799311
707 => 0.21303750634589
708 => 0.2133213072425
709 => 0.21507565271376
710 => 0.21280361592938
711 => 0.21213354792624
712 => 0.21498359565973
713 => 0.21500322237211
714 => 0.21238896946686
715 => 0.2094837057659
716 => 0.20947153260491
717 => 0.20895456899084
718 => 0.21630537487787
719 => 0.22034757486544
720 => 0.22081100657968
721 => 0.22031638221864
722 => 0.22050674350426
723 => 0.2181546763953
724 => 0.22353080432256
725 => 0.22846447095256
726 => 0.2271421429033
727 => 0.22515978517746
728 => 0.22358074176555
729 => 0.22677017045818
730 => 0.22662815021912
731 => 0.22842137967858
801 => 0.2283400284321
802 => 0.22773703281166
803 => 0.22714216443818
804 => 0.22950075029816
805 => 0.22882151544822
806 => 0.22814122555894
807 => 0.22677680003882
808 => 0.22696224812771
809 => 0.22498023268388
810 => 0.22406326164871
811 => 0.21027421740089
812 => 0.20658933420785
813 => 0.20774867347309
814 => 0.20813035806144
815 => 0.20652669217353
816 => 0.20882593710883
817 => 0.20846760222117
818 => 0.20986167365017
819 => 0.20899071834488
820 => 0.20902646265441
821 => 0.21158775650003
822 => 0.21233131099994
823 => 0.21195313318007
824 => 0.21221799596193
825 => 0.21832164697837
826 => 0.2174539029876
827 => 0.21699293128729
828 => 0.21712062359861
829 => 0.21868023729706
830 => 0.21911684398088
831 => 0.21726691078174
901 => 0.21813934997279
902 => 0.22185408531926
903 => 0.22315403245471
904 => 0.22730283970105
905 => 0.22554035264364
906 => 0.22877547391617
907 => 0.23871913377382
908 => 0.24666281731704
909 => 0.23935747764409
910 => 0.25394504084922
911 => 0.26530355126606
912 => 0.26486759271768
913 => 0.26288697369942
914 => 0.24995561157146
915 => 0.23805597934557
916 => 0.2480105269876
917 => 0.24803590317671
918 => 0.24718079870601
919 => 0.24186981827847
920 => 0.24699598809935
921 => 0.24740288484422
922 => 0.24717513086967
923 => 0.24310321462813
924 => 0.23688615114321
925 => 0.23810095046661
926 => 0.24009081653959
927 => 0.2363235849339
928 => 0.23511972617127
929 => 0.2373579286545
930 => 0.24456988340347
1001 => 0.24320650513419
1002 => 0.24317090181773
1003 => 0.24900401221609
1004 => 0.24482876403488
1005 => 0.23811627297641
1006 => 0.23642128045726
1007 => 0.23040519889808
1008 => 0.23456052785955
1009 => 0.23471007075129
1010 => 0.23243423954552
1011 => 0.23830094413593
1012 => 0.23824688142032
1013 => 0.24381644428517
1014 => 0.25446335665049
1015 => 0.25131454076133
1016 => 0.24765281047243
1017 => 0.2480509420836
1018 => 0.2524174631856
1019 => 0.24977736484935
1020 => 0.25072676261849
1021 => 0.25241602615837
1022 => 0.25343520079404
1023 => 0.24790429853773
1024 => 0.24661478064815
1025 => 0.24397687960535
1026 => 0.24328870046203
1027 => 0.24543721581979
1028 => 0.24487115793119
1029 => 0.2346975022503
1030 => 0.23363429862596
1031 => 0.23366690556321
1101 => 0.23099342949723
1102 => 0.22691573678884
1103 => 0.23763166976011
1104 => 0.23677103037313
1105 => 0.23582095109811
1106 => 0.23593733038822
1107 => 0.24058875369438
1108 => 0.2378906932743
1109 => 0.24506392910449
1110 => 0.24358932746501
1111 => 0.24207690785766
1112 => 0.2418678453985
1113 => 0.24128569288324
1114 => 0.23928927529903
1115 => 0.23687848109999
1116 => 0.23528666595037
1117 => 0.21703951213311
1118 => 0.22042607774279
1119 => 0.22432201278155
1120 => 0.22566687394495
1121 => 0.22336639586339
1122 => 0.23938011219527
1123 => 0.24230597248111
1124 => 0.23344335082615
1125 => 0.23178551617296
1126 => 0.23948879955913
1127 => 0.23484277798918
1128 => 0.23693488121765
1129 => 0.23241289835697
1130 => 0.24160121841744
1201 => 0.24153121881323
1202 => 0.23795675478209
1203 => 0.24097786730433
1204 => 0.24045287465767
1205 => 0.23641731357002
1206 => 0.24172915290202
1207 => 0.24173178750806
1208 => 0.23829144359363
1209 => 0.23427387508971
1210 => 0.23355562873194
1211 => 0.23301452658418
1212 => 0.23680180325946
1213 => 0.24019746368401
1214 => 0.24651594587849
1215 => 0.24810456242562
1216 => 0.25430503856925
1217 => 0.25061295692142
1218 => 0.25224960889544
1219 => 0.25402642613179
1220 => 0.25487829765519
1221 => 0.25349021872176
1222 => 0.26312211039061
1223 => 0.263935337161
1224 => 0.26420800506273
1225 => 0.26096018538522
1226 => 0.26384500942051
1227 => 0.26249529578972
1228 => 0.26600687569577
1229 => 0.26655753626314
1230 => 0.2660911463529
1231 => 0.26626593470857
]
'min_raw' => 0.11940244012738
'max_raw' => 0.26655753626314
'avg_raw' => 0.19297998819526
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.1194024'
'max' => '$0.266557'
'avg' => '$0.192979'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.018411614001839
'max_diff' => -0.025436641985137
'year' => 2031
]
6 => [
'items' => [
101 => 0.25804681435133
102 => 0.25762060960149
103 => 0.25180927759536
104 => 0.25417743834305
105 => 0.24975027533413
106 => 0.25115417432909
107 => 0.25177299962923
108 => 0.25144976041047
109 => 0.25431133059857
110 => 0.25187841135851
111 => 0.24545753747506
112 => 0.2390349142288
113 => 0.2389542834257
114 => 0.23726332009368
115 => 0.23604106332001
116 => 0.23627651333651
117 => 0.23710626990487
118 => 0.23599283635984
119 => 0.23623044385919
120 => 0.24017631151881
121 => 0.24096762713731
122 => 0.23827842747869
123 => 0.22748090279964
124 => 0.22483116315987
125 => 0.22673574346632
126 => 0.22582547675051
127 => 0.18225878469348
128 => 0.19249413275841
129 => 0.18641263649781
130 => 0.18921526977088
131 => 0.18300763688463
201 => 0.18597024466786
202 => 0.18542315918741
203 => 0.20188129598984
204 => 0.2016243248211
205 => 0.20174732332096
206 => 0.19587628445149
207 => 0.20522900878664
208 => 0.20983649710722
209 => 0.20898377364341
210 => 0.20919838576804
211 => 0.20551063842283
212 => 0.20178302877628
213 => 0.19764853600325
214 => 0.20532991253679
215 => 0.20447587459173
216 => 0.20643473036455
217 => 0.21141665212269
218 => 0.21215025902606
219 => 0.21313623414369
220 => 0.2127828322505
221 => 0.22120229910768
222 => 0.22018264611785
223 => 0.22263971644916
224 => 0.21758533635927
225 => 0.21186582552139
226 => 0.21295291754678
227 => 0.21284822184289
228 => 0.21151532536828
229 => 0.21031204602883
301 => 0.2083089249505
302 => 0.21464709644848
303 => 0.21438977826052
304 => 0.21855546062388
305 => 0.21781913580288
306 => 0.21290177843897
307 => 0.21307740281922
308 => 0.21425856117859
309 => 0.2183465637466
310 => 0.21956016124122
311 => 0.21899797452821
312 => 0.22032862877824
313 => 0.22138032364231
314 => 0.22046070546099
315 => 0.23348055960546
316 => 0.22807380842361
317 => 0.23070902132971
318 => 0.23133750408024
319 => 0.22972765873033
320 => 0.23007677654248
321 => 0.23060559489899
322 => 0.23381647640644
323 => 0.24224275855806
324 => 0.24597470156337
325 => 0.25720243622566
326 => 0.24566481564793
327 => 0.24498022099027
328 => 0.24700267504805
329 => 0.25359454387123
330 => 0.25893663440967
331 => 0.26070891403386
401 => 0.26094315004335
402 => 0.26426806443726
403 => 0.26617384336187
404 => 0.26386433237591
405 => 0.26190726363119
406 => 0.25489728630791
407 => 0.25570871027062
408 => 0.26129861672322
409 => 0.26919468883136
410 => 0.27597034014643
411 => 0.27359774321119
412 => 0.29169898303473
413 => 0.2934936470263
414 => 0.2932456824911
415 => 0.29733419414571
416 => 0.28921933112223
417 => 0.28575006996163
418 => 0.26233040410747
419 => 0.26891037493673
420 => 0.2784747489652
421 => 0.27720886819797
422 => 0.27026296412205
423 => 0.27596507105534
424 => 0.27407977618182
425 => 0.27259276589412
426 => 0.2794050482932
427 => 0.27191466396228
428 => 0.27840002665165
429 => 0.27008248192004
430 => 0.27360858103413
501 => 0.27160699663875
502 => 0.27290226704752
503 => 0.26533014270458
504 => 0.2694158771971
505 => 0.26516016271704
506 => 0.26515814495427
507 => 0.26506419982125
508 => 0.27007102903431
509 => 0.2702343015552
510 => 0.26653424720185
511 => 0.26600101156382
512 => 0.26797266319773
513 => 0.2656643755108
514 => 0.26674440879132
515 => 0.26569708861862
516 => 0.26546131478781
517 => 0.26358262879027
518 => 0.26277323920699
519 => 0.263090621718
520 => 0.26200723158603
521 => 0.26135444984359
522 => 0.2649343451024
523 => 0.26302175147818
524 => 0.26464121269903
525 => 0.26279563224557
526 => 0.25639804631275
527 => 0.25271872698953
528 => 0.24063428021896
529 => 0.24406141433238
530 => 0.24633360779521
531 => 0.2455826478693
601 => 0.24719600037307
602 => 0.24729504711369
603 => 0.24677052976854
604 => 0.24616320587768
605 => 0.24586759419473
606 => 0.24807084148934
607 => 0.24934990070176
608 => 0.24656165280723
609 => 0.24590840533728
610 => 0.24872747790203
611 => 0.25044711053801
612 => 0.26314391174394
613 => 0.26220329170048
614 => 0.26456406342221
615 => 0.26429827675534
616 => 0.26677274162014
617 => 0.27081744588722
618 => 0.26259343119515
619 => 0.26402083578066
620 => 0.26367086913988
621 => 0.26749171315775
622 => 0.26750364141572
623 => 0.26521285456169
624 => 0.26645472727903
625 => 0.26576154799721
626 => 0.26701421664826
627 => 0.26219072914633
628 => 0.26806521626038
629 => 0.27139567191046
630 => 0.27144191529039
701 => 0.2730205248364
702 => 0.27462448356204
703 => 0.27770314266055
704 => 0.27453862143073
705 => 0.26884595579822
706 => 0.26925694786969
707 => 0.26591934009221
708 => 0.26597544588194
709 => 0.26567594877928
710 => 0.26657476212944
711 => 0.26238796813203
712 => 0.26337060031478
713 => 0.26199490950465
714 => 0.26401784529751
715 => 0.26184150078765
716 => 0.26367070037537
717 => 0.2644601222785
718 => 0.2673731060961
719 => 0.26141125070932
720 => 0.24925462399354
721 => 0.25181009431405
722 => 0.24803035298216
723 => 0.24838018243292
724 => 0.24908689359839
725 => 0.24679621148959
726 => 0.24723320144826
727 => 0.24721758909188
728 => 0.24708305023912
729 => 0.24648715535228
730 => 0.24562298987215
731 => 0.24906555916888
801 => 0.24965051877526
802 => 0.25095081151907
803 => 0.25481960072768
804 => 0.2544330174534
805 => 0.25506355081293
806 => 0.25368710002938
807 => 0.24844403203701
808 => 0.24872875585416
809 => 0.24517824529194
810 => 0.25086001698136
811 => 0.24951449844958
812 => 0.24864703389903
813 => 0.24841033815941
814 => 0.25228871734816
815 => 0.25344918918757
816 => 0.25272606101362
817 => 0.25124290403181
818 => 0.25409100389288
819 => 0.25485303526401
820 => 0.25502362598537
821 => 0.26006991287019
822 => 0.25530565736498
823 => 0.25645246101771
824 => 0.26539949574679
825 => 0.25728576985391
826 => 0.26158379141705
827 => 0.26137342562736
828 => 0.26357214802194
829 => 0.26119306621511
830 => 0.2612225577854
831 => 0.26317487431744
901 => 0.26043319785034
902 => 0.2597543202008
903 => 0.25881645559018
904 => 0.26086424865638
905 => 0.26209180798586
906 => 0.27198503463842
907 => 0.27837651024193
908 => 0.27809903942966
909 => 0.28063460325018
910 => 0.27949230852593
911 => 0.27580353753922
912 => 0.28209981981584
913 => 0.28010741265588
914 => 0.28027166428137
915 => 0.28026555082766
916 => 0.28159032740978
917 => 0.28065160178736
918 => 0.27880127722736
919 => 0.28002960902132
920 => 0.28367731531273
921 => 0.29499990756654
922 => 0.30133618019617
923 => 0.29461845599818
924 => 0.29925225219605
925 => 0.29647362566773
926 => 0.29596866657056
927 => 0.29887903301767
928 => 0.30179449367597
929 => 0.30160879143592
930 => 0.29949231670855
1001 => 0.29829677383862
1002 => 0.30734982498599
1003 => 0.31401995885667
1004 => 0.31356510044384
1005 => 0.31557269755021
1006 => 0.32146706474717
1007 => 0.32200597181305
1008 => 0.32193808190939
1009 => 0.32060234451748
1010 => 0.32640611450319
1011 => 0.33124772153288
1012 => 0.32029315990441
1013 => 0.32446451356679
1014 => 0.32633716861846
1015 => 0.32908678182602
1016 => 0.33372584019585
1017 => 0.33876508803495
1018 => 0.33947769293194
1019 => 0.33897206565624
1020 => 0.3356485462441
1021 => 0.34116255136038
1022 => 0.34439252623816
1023 => 0.34631590236122
1024 => 0.35119326419002
1025 => 0.32634873349853
1026 => 0.30876253982179
1027 => 0.30601620173145
1028 => 0.31160098823257
1029 => 0.31307365189507
1030 => 0.31248002301928
1031 => 0.29268516316934
1101 => 0.30591198589098
1102 => 0.32014293499664
1103 => 0.32068960370915
1104 => 0.32781391438655
1105 => 0.33013388197848
1106 => 0.33586988587853
1107 => 0.33551109727284
1108 => 0.33690772294274
1109 => 0.33658666288742
1110 => 0.34721140225415
1111 => 0.35893206756472
1112 => 0.35852621819444
1113 => 0.35684123388343
1114 => 0.3593437229178
1115 => 0.37144070558114
1116 => 0.3703270092677
1117 => 0.37140887037178
1118 => 0.38567189468792
1119 => 0.40421585519044
1120 => 0.39560032375383
1121 => 0.4142935479189
1122 => 0.42605994164558
1123 => 0.44640870292806
1124 => 0.44386093779573
1125 => 0.45178256123689
1126 => 0.43929990647423
1127 => 0.41063720797842
1128 => 0.40610122622506
1129 => 0.41518237656465
1130 => 0.43750749854883
1201 => 0.414479279025
1202 => 0.41913785784265
1203 => 0.41779618682977
1204 => 0.41772469488323
1205 => 0.42045325170397
1206 => 0.41649533772353
1207 => 0.40037008415209
1208 => 0.40776019283717
1209 => 0.40490651697169
1210 => 0.40807288310006
1211 => 0.42516045518617
1212 => 0.41760563225006
1213 => 0.40964723999085
1214 => 0.41962882999252
1215 => 0.4323388241111
1216 => 0.43154345552122
1217 => 0.43000010801856
1218 => 0.43869987708399
1219 => 0.45306934678692
1220 => 0.45695335670642
1221 => 0.4598204534239
1222 => 0.46021577762125
1223 => 0.46428786254652
1224 => 0.44239123560579
1225 => 0.477141744906
1226 => 0.4831421978987
1227 => 0.48201436142936
1228 => 0.48868361239309
1229 => 0.48672134957699
1230 => 0.48387833862607
1231 => 0.49445051999394
]
'min_raw' => 0.18225878469348
'max_raw' => 0.49445051999394
'avg_raw' => 0.33835465234371
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.182258'
'max' => '$0.49445'
'avg' => '$0.338354'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.062856344566105
'max_diff' => 0.2278929837308
'year' => 2032
]
7 => [
'items' => [
101 => 0.48233036718673
102 => 0.4651273361617
103 => 0.45568941310399
104 => 0.46811803152191
105 => 0.47570775509073
106 => 0.48072407957264
107 => 0.48224201632991
108 => 0.44409100842349
109 => 0.42352973111384
110 => 0.4367092741338
111 => 0.45278922622163
112 => 0.44230191066004
113 => 0.44271299357494
114 => 0.42776083760216
115 => 0.45411216024875
116 => 0.45027299418865
117 => 0.47019059449982
118 => 0.46543709933683
119 => 0.48167912919379
120 => 0.47740205840276
121 => 0.49515594012854
122 => 0.50223844421611
123 => 0.51413107088288
124 => 0.52287933547066
125 => 0.52801648376424
126 => 0.52770806864965
127 => 0.54806400950593
128 => 0.53606082236538
129 => 0.52098199038287
130 => 0.52070926188541
131 => 0.52851880263786
201 => 0.54488545761211
202 => 0.54912909312179
203 => 0.5515007064443
204 => 0.54786849808443
205 => 0.53483989871954
206 => 0.52921421557028
207 => 0.53400746060518
208 => 0.52814573381574
209 => 0.53826471876437
210 => 0.55216024639739
211 => 0.54929087489005
212 => 0.55888275363889
213 => 0.56880933904888
214 => 0.583004802016
215 => 0.58671602169208
216 => 0.5928505266916
217 => 0.59916494741601
218 => 0.60119296917428
219 => 0.60506509196902
220 => 0.60504468397056
221 => 0.61671358663642
222 => 0.6295847476327
223 => 0.63444331294073
224 => 0.6456153159637
225 => 0.62648365230054
226 => 0.64099523895776
227 => 0.65408505337114
228 => 0.6384788369978
301 => 0.65998837048639
302 => 0.6608235369301
303 => 0.67343355867486
304 => 0.66065088584869
305 => 0.65306057552824
306 => 0.67497351701815
307 => 0.68557649915392
308 => 0.6823827946447
309 => 0.65807854563685
310 => 0.643932430256
311 => 0.60690931772245
312 => 0.65076479379788
313 => 0.67212551691244
314 => 0.65802322652435
315 => 0.66513560151486
316 => 0.70393841326775
317 => 0.71871201168724
318 => 0.71563920649124
319 => 0.71615845998668
320 => 0.72413002553406
321 => 0.75948033719247
322 => 0.73829761103294
323 => 0.7544910114803
324 => 0.76307993268792
325 => 0.77105780137135
326 => 0.75146667731615
327 => 0.72597891277111
328 => 0.71790586783612
329 => 0.65662103167102
330 => 0.65343088980207
331 => 0.65164016649984
401 => 0.64034990938211
402 => 0.63147885994927
403 => 0.62442427207932
404 => 0.60591092683033
405 => 0.61215863738691
406 => 0.58265222909546
407 => 0.60152938347743
408 => 0.55443644338713
409 => 0.5936568432686
410 => 0.57231096274588
411 => 0.58664414742127
412 => 0.58659414029021
413 => 0.56020220296247
414 => 0.54497988429751
415 => 0.55468013821233
416 => 0.56507958041613
417 => 0.56676685492577
418 => 0.58025000319621
419 => 0.58401286005918
420 => 0.57261122809337
421 => 0.55346054687782
422 => 0.55790881334366
423 => 0.54488974031956
424 => 0.52207431561623
425 => 0.53846075195726
426 => 0.54405580178483
427 => 0.54652689453165
428 => 0.52409054470515
429 => 0.51704055647282
430 => 0.51328720189305
501 => 0.55056429585884
502 => 0.55260641921456
503 => 0.54215862739952
504 => 0.5893836371038
505 => 0.57869516295889
506 => 0.59063680731849
507 => 0.55750517978641
508 => 0.55877085257579
509 => 0.54308580914421
510 => 0.55186838539091
511 => 0.54566114357539
512 => 0.55115884002129
513 => 0.55445413660311
514 => 0.5701366062734
515 => 0.59383591188114
516 => 0.56779416826893
517 => 0.55644740765245
518 => 0.56348687412231
519 => 0.58223390098159
520 => 0.61063660631604
521 => 0.59382163310033
522 => 0.6012838326767
523 => 0.60291399131398
524 => 0.59051525258886
525 => 0.61109376549821
526 => 0.62212195774587
527 => 0.63343460102913
528 => 0.64325705221892
529 => 0.62891608253144
530 => 0.6442629757943
531 => 0.63189608891578
601 => 0.62080171292049
602 => 0.62081853850931
603 => 0.6138588743845
604 => 0.60037364816855
605 => 0.59788676555384
606 => 0.61082384297421
607 => 0.62119815391956
608 => 0.62205263185862
609 => 0.62779638344931
610 => 0.63119547647533
611 => 0.66451120897324
612 => 0.6779110721861
613 => 0.69429617127635
614 => 0.70067909078559
615 => 0.7198893901051
616 => 0.70437551322036
617 => 0.70101898836949
618 => 0.65442108586137
619 => 0.66205148978661
620 => 0.67426850269539
621 => 0.65462253990443
622 => 0.66708338141801
623 => 0.6695434154895
624 => 0.65395497760641
625 => 0.66228143581641
626 => 0.64016883143347
627 => 0.59431790622991
628 => 0.61114481068515
629 => 0.62353507623899
630 => 0.60585263958493
701 => 0.63754772288254
702 => 0.6190321095394
703 => 0.6131635490158
704 => 0.59026820212037
705 => 0.6010739245323
706 => 0.61568881881746
707 => 0.60665851331306
708 => 0.6253977531419
709 => 0.65193751431225
710 => 0.67085132859235
711 => 0.67230329639901
712 => 0.66014298094405
713 => 0.67962996406672
714 => 0.67977190546435
715 => 0.65779050889531
716 => 0.6443270258897
717 => 0.64126809422342
718 => 0.64890990526468
719 => 0.6581884746249
720 => 0.67281819242294
721 => 0.68165862449019
722 => 0.70470978271871
723 => 0.71094676520685
724 => 0.71779931802637
725 => 0.72695644184229
726 => 0.73795191682164
727 => 0.71389444353955
728 => 0.71485029180179
729 => 0.69244830577989
730 => 0.66850857094573
731 => 0.68667584555478
801 => 0.71042714041486
802 => 0.70497856713111
803 => 0.70436549133243
804 => 0.70539651477276
805 => 0.70128846845058
806 => 0.68270792718666
807 => 0.67337689568426
808 => 0.68541630692237
809 => 0.69181471818288
810 => 0.70173809604783
811 => 0.70051483026888
812 => 0.72607638595602
813 => 0.73600883355472
814 => 0.73346768842557
815 => 0.73393532028541
816 => 0.75191754222732
817 => 0.77191747135273
818 => 0.79065004420176
819 => 0.80970562188653
820 => 0.78673337923569
821 => 0.77506949114855
822 => 0.78710364635634
823 => 0.78071815421008
824 => 0.81741108614246
825 => 0.81995162513793
826 => 0.85664190375369
827 => 0.89146534715715
828 => 0.86959336628223
829 => 0.89021765911162
830 => 0.91252451332988
831 => 0.95555805427356
901 => 0.94106587162195
902 => 0.92996508683228
903 => 0.91947489884464
904 => 0.94130331477647
905 => 0.96938522315532
906 => 0.97543379725495
907 => 0.98523479802949
908 => 0.97493024412442
909 => 0.9873409442937
910 => 1.0311561694293
911 => 1.0193169088299
912 => 1.0025032555228
913 => 1.0370911677084
914 => 1.0496083986712
915 => 1.1374608808933
916 => 1.2483782687036
917 => 1.2024577418273
918 => 1.173953388949
919 => 1.1806525880077
920 => 1.2211558632455
921 => 1.2341642297422
922 => 1.1988030053514
923 => 1.2112931876102
924 => 1.2801153198637
925 => 1.3170361857394
926 => 1.2668926907464
927 => 1.1285487767806
928 => 1.0009893700047
929 => 1.0348238687566
930 => 1.0309880866048
1001 => 1.1049288819754
1002 => 1.0190345463802
1003 => 1.0204807867033
1004 => 1.0959505994175
1005 => 1.0758165472655
1006 => 1.0432019613538
1007 => 1.0012274925753
1008 => 0.92363380486975
1009 => 0.85490691180891
1010 => 0.98969617595942
1011 => 0.98388381779088
1012 => 0.97546666181961
1013 => 0.99419813160227
1014 => 1.0851528318464
1015 => 1.0830560316141
1016 => 1.0697172583334
1017 => 1.0798346003043
1018 => 1.0414283423897
1019 => 1.0513265095485
1020 => 1.0009691639429
1021 => 1.0237327872651
1022 => 1.0431319851004
1023 => 1.0470266612758
1024 => 1.0558015655662
1025 => 0.98082096915166
1026 => 1.0144850556271
1027 => 1.0342595525332
1028 => 0.94491765610943
1029 => 1.032493550497
1030 => 0.97951572378485
1031 => 0.9615342536985
1101 => 0.98574393429122
1102 => 0.97630939821955
1103 => 0.96819813811968
1104 => 0.96367191561481
1105 => 0.98144883311716
1106 => 0.98061951866766
1107 => 0.95153303128282
1108 => 0.91359089420618
1109 => 0.9263255208173
1110 => 0.92169891158172
1111 => 0.90493148286751
1112 => 0.91623070531382
1113 => 0.86647464806589
1114 => 0.78087193766563
1115 => 0.83742371023797
1116 => 0.83524652851043
1117 => 0.83414869475607
1118 => 0.876645788868
1119 => 0.87256067384391
1120 => 0.86514615007363
1121 => 0.90479530932393
1122 => 0.89032283284112
1123 => 0.93492359521683
1124 => 0.96430054191392
1125 => 0.95684959798686
1126 => 0.98447875834658
1127 => 0.92661890089409
1128 => 0.94583762460524
1129 => 0.94979857692611
1130 => 0.90430604485336
1201 => 0.87322904918332
1202 => 0.87115656787582
1203 => 0.81727334005777
1204 => 0.84605732542795
1205 => 0.87138604139147
1206 => 0.8592555520327
1207 => 0.85541540148978
1208 => 0.87503389778654
1209 => 0.87655842296986
1210 => 0.84179908722831
1211 => 0.84902665381399
1212 => 0.87916680795921
1213 => 0.8482671992612
1214 => 0.78823430698337
1215 => 0.7733453196788
1216 => 0.77135885431389
1217 => 0.73097873988341
1218 => 0.77434027300496
1219 => 0.75541180178056
1220 => 0.81520661558051
1221 => 0.781052138624
1222 => 0.77957980738609
1223 => 0.77735416277596
1224 => 0.74259733020413
1225 => 0.75020686762542
1226 => 0.77550212897906
1227 => 0.78452776320155
1228 => 0.7835863156073
1229 => 0.77537816839864
1230 => 0.77913581615825
1231 => 0.76703112347328
]
'min_raw' => 0.42352973111384
'max_raw' => 1.3170361857394
'avg_raw' => 0.87028295842663
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.423529'
'max' => '$1.31'
'avg' => '$0.870282'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.24127094642035
'max_diff' => 0.82258566574548
'year' => 2033
]
8 => [
'items' => [
101 => 0.76275670454883
102 => 0.7492654626517
103 => 0.72943706411362
104 => 0.73219432454497
105 => 0.69290907865833
106 => 0.67150439167347
107 => 0.66557985642531
108 => 0.65765732028809
109 => 0.66647472796307
110 => 0.69279778849266
111 => 0.66104659274515
112 => 0.60661139472347
113 => 0.60988304287764
114 => 0.617233464919
115 => 0.60353600207283
116 => 0.59057250302986
117 => 0.6018432136858
118 => 0.57877830267748
119 => 0.62002074922044
120 => 0.61890525662207
121 => 0.6342778902775
122 => 0.64389071358044
123 => 0.62173626805567
124 => 0.61616448491818
125 => 0.61933842581672
126 => 0.56688025280459
127 => 0.62999093838097
128 => 0.63053672221056
129 => 0.62586338970662
130 => 0.65946788145222
131 => 0.73038384053927
201 => 0.70370240414287
202 => 0.69337054551951
203 => 0.67372967472394
204 => 0.69989996889952
205 => 0.69789049862702
206 => 0.68880291198582
207 => 0.68330671123022
208 => 0.69343362964512
209 => 0.68205187396897
210 => 0.6800073978998
211 => 0.66762009733255
212 => 0.6631983946163
213 => 0.65992474195825
214 => 0.65632077204421
215 => 0.66427023162125
216 => 0.64625571038117
217 => 0.62453196375094
218 => 0.62272586927283
219 => 0.62771265492034
220 => 0.62550637349384
221 => 0.62271530644618
222 => 0.6173863993503
223 => 0.61580542644904
224 => 0.62094282139913
225 => 0.61514300202921
226 => 0.62370095144203
227 => 0.62137366273469
228 => 0.60837361719984
301 => 0.59217074723012
302 => 0.59202650770072
303 => 0.58853562594378
304 => 0.58408946316873
305 => 0.58285264239913
306 => 0.60089402587093
307 => 0.63823914972438
308 => 0.63090740831887
309 => 0.63620534287143
310 => 0.66226593731148
311 => 0.67054981661456
312 => 0.66467011529967
313 => 0.65662161749567
314 => 0.65697571055223
315 => 0.68447986399448
316 => 0.68619526430739
317 => 0.690529527489
318 => 0.69610028054
319 => 0.66561883863287
320 => 0.65554003737955
321 => 0.65076414219512
322 => 0.63605623353113
323 => 0.65191745206446
324 => 0.64267579927018
325 => 0.64392281397194
326 => 0.6431106940115
327 => 0.64355416642521
328 => 0.62000922111611
329 => 0.62858776170085
330 => 0.6143242741434
331 => 0.5952270654556
401 => 0.59516304491573
402 => 0.59983705968708
403 => 0.59705677280686
404 => 0.58957509229993
405 => 0.5906378297034
406 => 0.58132713178412
407 => 0.59176831700643
408 => 0.59206773283825
409 => 0.58804730779246
410 => 0.60413339423333
411 => 0.61072387697315
412 => 0.60807754708216
413 => 0.61053820341343
414 => 0.6312120752751
415 => 0.63458281845282
416 => 0.63607987991357
417 => 0.6340740158788
418 => 0.6109160838395
419 => 0.61194323660057
420 => 0.60440667116637
421 => 0.59803906755818
422 => 0.59829373830882
423 => 0.60156751429396
424 => 0.61586428602549
425 => 0.64595099929377
426 => 0.6470927680692
427 => 0.64847662513276
428 => 0.6428477829844
429 => 0.6411500703317
430 => 0.64338979153743
501 => 0.65468877915677
502 => 0.68375284295891
503 => 0.67347966168768
504 => 0.66512740540257
505 => 0.67245458591673
506 => 0.67132662390892
507 => 0.66180548942211
508 => 0.66153826288819
509 => 0.64326416171717
510 => 0.6365086425954
511 => 0.6308632251754
512 => 0.62469857673012
513 => 0.62104396649087
514 => 0.62665910880901
515 => 0.62794335829358
516 => 0.61566575147908
517 => 0.61399235903758
518 => 0.62401851779285
519 => 0.61960637913753
520 => 0.6241443731603
521 => 0.62519722669977
522 => 0.62502769303064
523 => 0.62042091354359
524 => 0.6233571374125
525 => 0.61641209263207
526 => 0.60886039954536
527 => 0.60404288984314
528 => 0.59983897367801
529 => 0.60217155069947
530 => 0.59385633952973
531 => 0.5911961361244
601 => 0.62236241083284
602 => 0.64538527305388
603 => 0.64505051151913
604 => 0.64301273677003
605 => 0.63998501684038
606 => 0.65446728258541
607 => 0.64942195078188
608 => 0.65309285122053
609 => 0.65402724944937
610 => 0.65685539146533
611 => 0.65786620914901
612 => 0.6548108160509
613 => 0.64455654362877
614 => 0.6190038716998
615 => 0.60710903393875
616 => 0.60318353935341
617 => 0.60332622362601
618 => 0.59939035441702
619 => 0.60054964429235
620 => 0.59898720070868
621 => 0.5960283105569
622 => 0.60198884757053
623 => 0.6026757439351
624 => 0.60128448337301
625 => 0.60161217559975
626 => 0.59009313236077
627 => 0.59096890020018
628 => 0.58609251358313
629 => 0.58517824987816
630 => 0.57285116914582
701 => 0.55101195878955
702 => 0.56311300131037
703 => 0.54849664360929
704 => 0.54296120747394
705 => 0.56916510120177
706 => 0.56653495705438
707 => 0.56203329357021
708 => 0.55537439504825
709 => 0.55290454481285
710 => 0.53789851664216
711 => 0.53701188044379
712 => 0.54444927320203
713 => 0.54101717234916
714 => 0.53619720291349
715 => 0.51873976220998
716 => 0.49911181889926
717 => 0.49970426313095
718 => 0.50594754670723
719 => 0.52410073572675
720 => 0.51700797072346
721 => 0.51186208833348
722 => 0.51089841924649
723 => 0.52296075544802
724 => 0.54003148831076
725 => 0.54804069423383
726 => 0.54010381440726
727 => 0.53098635421446
728 => 0.53154129177016
729 => 0.53523304271178
730 => 0.5356209935372
731 => 0.52968646424173
801 => 0.5313569994767
802 => 0.52881930369784
803 => 0.5132454693872
804 => 0.51296378810968
805 => 0.50914171800785
806 => 0.50902598724415
807 => 0.50252369254086
808 => 0.50161397656363
809 => 0.48870327576917
810 => 0.49720113812928
811 => 0.49150121821592
812 => 0.48291009443129
813 => 0.48142898145263
814 => 0.48138445740799
815 => 0.49020562059468
816 => 0.49709805770151
817 => 0.49160037076316
818 => 0.49034865401548
819 => 0.50371371412265
820 => 0.50201288839878
821 => 0.50053998429107
822 => 0.53850299141634
823 => 0.5084523089863
824 => 0.49534849621381
825 => 0.47913003956131
826 => 0.48441085082792
827 => 0.48552359535306
828 => 0.44652113070033
829 => 0.43069783564817
830 => 0.42526787707456
831 => 0.4221428591471
901 => 0.42356696905815
902 => 0.40932414762381
903 => 0.41889555918221
904 => 0.40656247973579
905 => 0.40449479883129
906 => 0.42654787265685
907 => 0.42961642904749
908 => 0.41652501415928
909 => 0.42493182182506
910 => 0.42188339650208
911 => 0.40677389498482
912 => 0.40619682316483
913 => 0.39861540642813
914 => 0.38675195728674
915 => 0.38133004269029
916 => 0.37850626249324
917 => 0.37967140923692
918 => 0.37908227538924
919 => 0.37523777852761
920 => 0.37930263744914
921 => 0.36891860262029
922 => 0.36478359628159
923 => 0.36291590984982
924 => 0.35369948125647
925 => 0.36836691771289
926 => 0.3712565874703
927 => 0.37415195076979
928 => 0.39935411154342
929 => 0.39809508281173
930 => 0.40947608937429
1001 => 0.4090338443876
1002 => 0.40578779695587
1003 => 0.39209325679032
1004 => 0.3975516564186
1005 => 0.38075155078638
1006 => 0.39333933222218
1007 => 0.3875947944532
1008 => 0.391397098224
1009 => 0.38456021320419
1010 => 0.38834402766222
1011 => 0.37194183536946
1012 => 0.35662569899155
1013 => 0.36278935937591
1014 => 0.36948996311378
1015 => 0.38401857929956
1016 => 0.37536545535779
1017 => 0.37847744593809
1018 => 0.36805279843501
1019 => 0.34654377298281
1020 => 0.346665511731
1021 => 0.34335681676477
1022 => 0.34049762123657
1023 => 0.37635937073444
1024 => 0.37189939529401
1025 => 0.36479300813685
1026 => 0.37430518974331
1027 => 0.37682036153868
1028 => 0.37689196494378
1029 => 0.38383180709891
1030 => 0.38753560210114
1031 => 0.38818841202345
1101 => 0.39910840359976
1102 => 0.40276864073797
1103 => 0.41784463949409
1104 => 0.38722136097218
1105 => 0.38659069470322
1106 => 0.37443904564556
1107 => 0.36673227770322
1108 => 0.37496673464
1109 => 0.38226133937052
1110 => 0.37466570934817
1111 => 0.37565753827659
1112 => 0.36546102555736
1113 => 0.36910579906397
1114 => 0.37224516901187
1115 => 0.37051179345028
1116 => 0.36791684633824
1117 => 0.3816632649692
1118 => 0.38088763815739
1119 => 0.39368861921533
1120 => 0.40366789935694
1121 => 0.4215525533804
1122 => 0.40288898455882
1123 => 0.40220880992999
1124 => 0.40885762603021
1125 => 0.40276762283886
1126 => 0.40661629463603
1127 => 0.42093247285364
1128 => 0.42123495114024
1129 => 0.41616805011843
1130 => 0.41585972873078
1201 => 0.41683288249784
1202 => 0.42253267450743
1203 => 0.42054099204236
1204 => 0.42284581741417
1205 => 0.42572803683435
1206 => 0.43765011839194
1207 => 0.44052449189345
1208 => 0.43354125447656
1209 => 0.43417176262731
1210 => 0.43155984013924
1211 => 0.42903675574305
1212 => 0.43470828099879
1213 => 0.44507310487776
1214 => 0.44500862584635
1215 => 0.44741306352288
1216 => 0.44891100827593
1217 => 0.44248073283328
1218 => 0.4382948599679
1219 => 0.4398999899785
1220 => 0.44246662782063
1221 => 0.43906766391858
1222 => 0.41808768416188
1223 => 0.42445166981377
1224 => 0.4233923914183
1225 => 0.42188385017049
1226 => 0.4282828869547
1227 => 0.42766568424631
1228 => 0.40917806690376
1229 => 0.4103615841831
1230 => 0.40925004050945
1231 => 0.41284166551946
]
'min_raw' => 0.34049762123657
'max_raw' => 0.76275670454883
'avg_raw' => 0.5516271628927
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.340497'
'max' => '$0.762756'
'avg' => '$0.551627'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.083032109877262
'max_diff' => -0.55427948119059
'year' => 2034
]
9 => [
'items' => [
101 => 0.40257366330161
102 => 0.40573203162777
103 => 0.40771293063408
104 => 0.40887969536677
105 => 0.41309484963934
106 => 0.41260024993658
107 => 0.41306410462737
108 => 0.41931406565411
109 => 0.45092422379976
110 => 0.45264469496374
111 => 0.44417246571952
112 => 0.44755695419525
113 => 0.44105947642811
114 => 0.44542127678251
115 => 0.44840550980728
116 => 0.43492033460337
117 => 0.43412183004585
118 => 0.42759753487668
119 => 0.43110332154563
120 => 0.42552536288035
121 => 0.4268939988281
122 => 0.42306717340266
123 => 0.42995469725511
124 => 0.43765601913515
125 => 0.43960167717647
126 => 0.43448348852822
127 => 0.43077758264182
128 => 0.42427123270659
129 => 0.43509143765234
130 => 0.43825559531825
131 => 0.43507481767914
201 => 0.4343377619988
202 => 0.43294104281638
203 => 0.43463408257607
204 => 0.43823836263606
205 => 0.43653865072037
206 => 0.43766134038575
207 => 0.43338280509387
208 => 0.44248286152202
209 => 0.45693594117777
210 => 0.45698241019218
211 => 0.4552826891144
212 => 0.45458719987038
213 => 0.45633121684388
214 => 0.45727727450867
215 => 0.46291710560294
216 => 0.46896886906786
217 => 0.49720980856741
218 => 0.48927986576388
219 => 0.51433690734889
220 => 0.534153773993
221 => 0.54009598581301
222 => 0.53462943054127
223 => 0.51592864025416
224 => 0.51501109026584
225 => 0.54295796622479
226 => 0.53506169371838
227 => 0.53412245722947
228 => 0.52413056785259
301 => 0.5300370119939
302 => 0.52874518601789
303 => 0.52670597551647
304 => 0.53797505949162
305 => 0.55906977869504
306 => 0.55578196888216
307 => 0.55332777137396
308 => 0.54257419229916
309 => 0.54905024880103
310 => 0.5467442491214
311 => 0.55665228716863
312 => 0.55078298491937
313 => 0.53500187168794
314 => 0.53751506598528
315 => 0.53713520172308
316 => 0.54495278132162
317 => 0.54260613797039
318 => 0.53667698194647
319 => 0.55899767923809
320 => 0.55754829731022
321 => 0.55960318950911
322 => 0.56050781660471
323 => 0.57409403171131
324 => 0.5796598693301
325 => 0.58092341191326
326 => 0.58621052717378
327 => 0.58079186366913
328 => 0.60247038112932
329 => 0.61688533026378
330 => 0.63362903546996
331 => 0.65809608905987
401 => 0.66729592754258
402 => 0.66563405906524
403 => 0.68418469985849
404 => 0.71751978900638
405 => 0.6723720336687
406 => 0.71991272966659
407 => 0.70486189419739
408 => 0.66917663405288
409 => 0.66687892400115
410 => 0.6910453964854
411 => 0.74464430651869
412 => 0.73121838746916
413 => 0.74466626651255
414 => 0.72897860128228
415 => 0.72819957647757
416 => 0.74390435162784
417 => 0.78059941478918
418 => 0.7631669657751
419 => 0.73817327550156
420 => 0.75662822745465
421 => 0.74064084014771
422 => 0.70461678195722
423 => 0.73120812092189
424 => 0.71342724983395
425 => 0.71861665330051
426 => 0.75598939962239
427 => 0.75149261190892
428 => 0.75731187160149
429 => 0.74704103056066
430 => 0.73744644546555
501 => 0.71953743988228
502 => 0.71423546623238
503 => 0.71570074100419
504 => 0.71423474011498
505 => 0.7042148160834
506 => 0.70205101444278
507 => 0.69844458357677
508 => 0.69956236730388
509 => 0.69278122217721
510 => 0.70557864408731
511 => 0.70795395836432
512 => 0.71726685481408
513 => 0.71823375061784
514 => 0.74417003466962
515 => 0.72988476525544
516 => 0.73946855730929
517 => 0.73861129274185
518 => 0.66995004184738
519 => 0.6794109564173
520 => 0.69412917048953
521 => 0.68749863500006
522 => 0.6781246091243
523 => 0.67055458062615
524 => 0.6590852133763
525 => 0.67522812753077
526 => 0.69645434303637
527 => 0.71877208247165
528 => 0.74558538408692
529 => 0.73960096730763
530 => 0.7182708264489
531 => 0.71922768098614
601 => 0.72514257922701
602 => 0.71748224857991
603 => 0.71522306752466
604 => 0.7248322024421
605 => 0.72489837527319
606 => 0.71608423908182
607 => 0.70628893967501
608 => 0.70624789701284
609 => 0.70450491809476
610 => 0.72928867335976
611 => 0.74291723283522
612 => 0.74447972521556
613 => 0.74281206464873
614 => 0.74345388101382
615 => 0.73552372253987
616 => 0.75364971319589
617 => 0.77028391469653
618 => 0.76582559335648
619 => 0.75914193588001
620 => 0.75381808077145
621 => 0.76457146228745
622 => 0.76409263113593
623 => 0.77013862945778
624 => 0.76986434805052
625 => 0.76783130621638
626 => 0.7658256659628
627 => 0.77377780286096
628 => 0.77148771514171
629 => 0.76919407028368
630 => 0.76459381438145
701 => 0.76521906556072
702 => 0.75853656211195
703 => 0.755444930246
704 => 0.70895420484413
705 => 0.69653036388848
706 => 0.70043915716373
707 => 0.70172603340172
708 => 0.69631916189623
709 => 0.70407122672377
710 => 0.70286307563186
711 => 0.70756328478571
712 => 0.70462679816575
713 => 0.70474731260092
714 => 0.71338289362528
715 => 0.71588983953504
716 => 0.7146147866118
717 => 0.71550778997298
718 => 0.7360866755182
719 => 0.73316101606938
720 => 0.73160681779775
721 => 0.73203734134057
722 => 0.73729568781366
723 => 0.73876773773105
724 => 0.73253055879195
725 => 0.73547204843633
726 => 0.74799653801149
727 => 0.75237940053807
728 => 0.76636739382957
729 => 0.76042504566259
730 => 0.77133248290189
731 => 0.80485822635613
801 => 0.83164091003237
802 => 0.80701044728249
803 => 0.8561934350997
804 => 0.89448944599598
805 => 0.89301958131244
806 => 0.88634178600998
807 => 0.84274279575669
808 => 0.8026223549013
809 => 0.83618480728074
810 => 0.83627036487404
811 => 0.83338732044958
812 => 0.81548097913732
813 => 0.83276421858615
814 => 0.8341360993701
815 => 0.83336821094363
816 => 0.81963946104316
817 => 0.79867819744224
818 => 0.80277397817568
819 => 0.80948295056873
820 => 0.79678146619044
821 => 0.79272257232149
822 => 0.80026882826001
823 => 0.82458443721878
824 => 0.81998771219586
825 => 0.81986767312869
826 => 0.83953441209153
827 => 0.82545727134204
828 => 0.80282563908724
829 => 0.79711085346835
830 => 0.77682721446215
831 => 0.79083719617157
901 => 0.79134139047181
902 => 0.7836682666681
903 => 0.80344827079491
904 => 0.80326599457468
905 => 0.822044164628
906 => 0.85794097301136
907 => 0.84732452039774
908 => 0.83497874107486
909 => 0.83632106959859
910 => 0.85104310035476
911 => 0.84214182448831
912 => 0.84534278535178
913 => 0.85103825531712
914 => 0.85447447375777
915 => 0.83582665064538
916 => 0.83147895104939
917 => 0.8225850835112
918 => 0.82026483948239
919 => 0.82750870901561
920 => 0.82560020532329
921 => 0.79129901489321
922 => 0.78771434964324
923 => 0.78782428620874
924 => 0.77881047499616
925 => 0.76506224933441
926 => 0.80119176550959
927 => 0.79829005972847
928 => 0.7950868011203
929 => 0.79547918202226
930 => 0.81116178045099
1001 => 0.80206508137212
1002 => 0.82625014679295
1003 => 0.82127842441204
1004 => 0.81617919611209
1005 => 0.81547432743474
1006 => 0.81351155958497
1007 => 0.80678049831437
1008 => 0.79865233735604
1009 => 0.79328542144211
1010 => 0.73176386837163
1011 => 0.7431819107671
1012 => 0.75631732775578
1013 => 0.76085162106339
1014 => 0.75309539859717
1015 => 0.80708676125207
1016 => 0.81695150348283
1017 => 0.78707055580463
1018 => 0.78148105052509
1019 => 0.80745320828765
1020 => 0.79178882218967
1021 => 0.79884249429044
1022 => 0.78359631336093
1023 => 0.81457537595282
1024 => 0.81433936739999
1025 => 0.80228781235788
1026 => 0.81247370415398
1027 => 0.81070365479193
1028 => 0.79709747883106
1029 => 0.81500671599967
1030 => 0.81501559875787
1031 => 0.80341623905324
1101 => 0.78987072634459
1102 => 0.78744910860301
1103 => 0.7856247449333
1104 => 0.79839381266322
1105 => 0.80984251886204
1106 => 0.83114572272306
1107 => 0.83650185432537
1108 => 0.85740719254702
1109 => 0.84495908149847
1110 => 0.85047716789627
1111 => 0.85646783126205
1112 => 0.85933997557896
1113 => 0.85465997054232
1114 => 0.88713456578105
1115 => 0.88987641661509
1116 => 0.89079573548283
1117 => 0.87984548468458
1118 => 0.88957187033153
1119 => 0.88502121659136
1120 => 0.89686075341528
1121 => 0.89871734396406
1122 => 0.89714487781936
1123 => 0.89773418896384
1124 => 0.87002285083875
1125 => 0.86858587176801
1126 => 0.84899256017508
1127 => 0.85697697947564
1128 => 0.84205049029642
1129 => 0.84678383377503
1130 => 0.84887024647944
1201 => 0.84778042288553
1202 => 0.85742840656317
1203 => 0.84922564948433
1204 => 0.82757722489516
1205 => 0.80592290220718
1206 => 0.80565104982506
1207 => 0.79994984889186
1208 => 0.79582892484419
1209 => 0.7966227610134
1210 => 0.7994203432154
1211 => 0.79566632428088
1212 => 0.79646743455415
1213 => 0.80977120286027
1214 => 0.81243917871593
1215 => 0.80337235431294
1216 => 0.76696774599845
1217 => 0.75803396380402
1218 => 0.76445538928078
1219 => 0.76138636149566
1220 => 0.61449821749607
1221 => 0.64900740810614
1222 => 0.62850321886702
1223 => 0.63795249262079
1224 => 0.61702302494171
1225 => 0.62701166392556
1226 => 0.62516712703193
1227 => 0.68065688433173
1228 => 0.67979048809516
1229 => 0.68020518612494
1230 => 0.66041056867367
1231 => 0.69194393175597
]
'min_raw' => 0.40257366330161
'max_raw' => 0.89871734396406
'avg_raw' => 0.65064550363284
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.402573'
'max' => '$0.898717'
'avg' => '$0.650645'
'bar_min_pct' => 61.631153054957
'bar_max_pct' => 60.119598047091
'min_diff' => 0.062076042065041
'max_diff' => 0.13596063941523
'year' => 2035
]
10 => [
'items' => [
101 => 0.70747840031337
102 => 0.70460338361989
103 => 0.70532696338184
104 => 0.69289346573715
105 => 0.68032556956042
106 => 0.66638583851506
107 => 0.6922841357945
108 => 0.68940468723571
109 => 0.69600910623669
110 => 0.71280600327093
111 => 0.71527941016443
112 => 0.71860369411211
113 => 0.71741217495551
114 => 0.74579899529289
115 => 0.74236116404776
116 => 0.75064534821696
117 => 0.73360415285834
118 => 0.71432042274495
119 => 0.71798562940687
120 => 0.7176326405316
121 => 0.7131386870076
122 => 0.70908174670437
123 => 0.70232808413533
124 => 0.72369767185776
125 => 0.72283010562168
126 => 0.7368749945484
127 => 0.73439242400583
128 => 0.71781321033448
129 => 0.71840534019419
130 => 0.72238769806865
131 => 0.73617068414192
201 => 0.74026241282571
202 => 0.73836696107218
203 => 0.74285335477945
204 => 0.74639921744068
205 => 0.74329866053664
206 => 0.78719600780191
207 => 0.768966768705
208 => 0.7778515730026
209 => 0.77997054647527
210 => 0.77454284048224
211 => 0.77571991556055
212 => 0.77750286357043
213 => 0.7883285747494
214 => 0.81673837332781
215 => 0.82932087972614
216 => 0.86717597103547
217 => 0.82827607772671
218 => 0.82596791904153
219 => 0.83278676410057
220 => 0.85501171006752
221 => 0.8730229412907
222 => 0.87899830578028
223 => 0.8797880488401
224 => 0.89099822985728
225 => 0.89742369655883
226 => 0.88963701902476
227 => 0.88303862511376
228 => 0.85940399714736
229 => 0.86213976968942
301 => 0.88098652956917
302 => 0.90760868796793
303 => 0.93045326943756
304 => 0.92245389322094
305 => 0.98348348707423
306 => 0.98953432202124
307 => 0.98869829227848
308 => 1.0024829947728
309 => 0.97512316752746
310 => 0.96342631130841
311 => 0.88446527277227
312 => 0.90665010382202
313 => 0.93889705862227
314 => 0.93462905323459
315 => 0.91121045269507
316 => 0.93043550432906
317 => 0.92407910103591
318 => 0.91906554203119
319 => 0.94203362775804
320 => 0.91677927402441
321 => 0.93864512712521
322 => 0.91060194435015
323 => 0.92249043369768
324 => 0.9157419521625
325 => 0.92010904677855
326 => 0.89457910088749
327 => 0.9083544399859
328 => 0.89400600149189
329 => 0.89399919846382
330 => 0.8936824558888
331 => 0.9105633301463
401 => 0.91111381484979
402 => 0.89863882326791
403 => 0.89684098208497
404 => 0.90348854322502
405 => 0.89570599012904
406 => 0.89934739773985
407 => 0.89581628465602
408 => 0.89502135672422
409 => 0.88868723571788
410 => 0.88595832222806
411 => 0.88702839952285
412 => 0.88337567405306
413 => 0.88117477483266
414 => 0.89324464163803
415 => 0.88679619870096
416 => 0.89225632527423
417 => 0.88603382192107
418 => 0.86446391428337
419 => 0.85205883230329
420 => 0.81131527630715
421 => 0.82287009824543
422 => 0.83053095714484
423 => 0.82799904332428
424 => 0.83343857393141
425 => 0.83377251693265
426 => 0.83200407008283
427 => 0.8299564351828
428 => 0.82895975975477
429 => 0.83638816183439
430 => 0.84070059927012
501 => 0.83129982682446
502 => 0.82909735737123
503 => 0.83860205734466
504 => 0.84439991883777
505 => 0.88720807056593
506 => 0.8840367044174
507 => 0.89199621110103
508 => 0.89110009279704
509 => 0.89944292385034
510 => 0.91307992667902
511 => 0.88535208696236
512 => 0.89016468118061
513 => 0.88898474421733
514 => 0.90186698658639
515 => 0.90190720354093
516 => 0.89418365572494
517 => 0.89837071629624
518 => 0.89603361395134
519 => 0.9002570737669
520 => 0.88399434888899
521 => 0.90380059233761
522 => 0.91502945608685
523 => 0.9151853688709
524 => 0.92050776117026
525 => 0.92591561999859
526 => 0.93629553409432
527 => 0.92562612982816
528 => 0.90643291019892
529 => 0.90781859866243
530 => 0.89656562101633
531 => 0.89675478560358
601 => 0.89574501021176
602 => 0.89877542217496
603 => 0.88465935390007
604 => 0.88797236690939
605 => 0.88333412929536
606 => 0.89015459855787
607 => 0.88281690109537
608 => 0.888984175216
609 => 0.89164576627809
610 => 0.90146709459715
611 => 0.88136628291717
612 => 0.84037936719636
613 => 0.84899531379919
614 => 0.8362516520056
615 => 0.83743112642314
616 => 0.83981385245853
617 => 0.83209065779838
618 => 0.83356399995371
619 => 0.83351136180417
620 => 0.83305775466888
621 => 0.83104865345385
622 => 0.82813505920349
623 => 0.83974192193991
624 => 0.84171415409339
625 => 0.8460981818627
626 => 0.85914207478975
627 => 0.85783868229016
628 => 0.85996456953422
629 => 0.85532376961678
630 => 0.83764639982117
701 => 0.83860636604947
702 => 0.82663557180024
703 => 0.84579206173974
704 => 0.84125555206875
705 => 0.83833083477212
706 => 0.83753279856042
707 => 0.85060902477506
708 => 0.85452163660321
709 => 0.85208355947752
710 => 0.84708299216265
711 => 0.85668555969221
712 => 0.85925480166332
713 => 0.85982996019066
714 => 0.87684386874334
715 => 0.8607808486778
716 => 0.86464737726027
717 => 0.89481292951138
718 => 0.86745693618128
719 => 0.88194801595968
720 => 0.88123875301247
721 => 0.8886518990757
722 => 0.88063065866177
723 => 0.88073009155007
724 => 0.8873124630442
725 => 0.87806870941764
726 => 0.87577982602451
727 => 0.87261775001019
728 => 0.87952202730522
729 => 0.88366082929
730 => 0.91701653367215
731 => 0.93856583990795
801 => 0.937630327692
802 => 0.94617915814028
803 => 0.94232783172502
804 => 0.92989088280157
805 => 0.95111923808955
806 => 0.94440169824432
807 => 0.94495548406735
808 => 0.94493487213136
809 => 0.94940144887091
810 => 0.9462364698952
811 => 0.93999797145562
812 => 0.94413937785834
813 => 0.95643787429454
814 => 0.99461278459643
815 => 1.0159759701517
816 => 0.9933266940016
817 => 1.008949861404
818 => 0.9995815280663
819 => 0.99787902321507
820 => 1.0076915268868
821 => 1.0175212060472
822 => 1.0168950979796
823 => 1.0097592556687
824 => 1.0057283994126
825 => 1.0362513934198
826 => 1.0587402154587
827 => 1.0572066285626
828 => 1.0639753823727
829 => 1.0838486529088
830 => 1.0856656157067
831 => 1.0854367201566
901 => 1.0809331882816
902 => 1.1005010039947
903 => 1.1168248201255
904 => 1.079890750772
905 => 1.0939547608794
906 => 1.1002685481307
907 => 1.1095390610318
908 => 1.1251799702144
909 => 1.142170146133
910 => 1.1445727432957
911 => 1.1428679856339
912 => 1.1316625078951
913 => 1.1502533611202
914 => 1.1611434469303
915 => 1.167628243815
916 => 1.1840726097474
917 => 1.1003075399312
918 => 1.0410144601213
919 => 1.0317549895065
920 => 1.0505844871124
921 => 1.0555496754686
922 => 1.053548214268
923 => 0.98680846225095
924 => 1.0314036185243
925 => 1.0793842570071
926 => 1.0812273887385
927 => 1.1052474995909
928 => 1.113069432302
929 => 1.1324087699261
930 => 1.1311990890921
1001 => 1.1359079100475
1002 => 1.1348254336553
1003 => 1.1706474842258
1004 => 1.2101645256311
1005 => 1.2087961761438
1006 => 1.2031151338973
1007 => 1.2115524503949
1008 => 1.2523382720287
1009 => 1.2485833671522
1010 => 1.2522309373977
1011 => 1.3003197196921
1012 => 1.3628419772244
1013 => 1.3337941114686
1014 => 1.3968196218604
1015 => 1.4364908398133
1016 => 1.5050981091823
1017 => 1.4965081411594
1018 => 1.5232164476613
1019 => 1.4811303056179
1020 => 1.3844920164736
1021 => 1.3691986373
1022 => 1.3998163696956
1023 => 1.4750870771555
1024 => 1.3974458272519
1025 => 1.4131525509873
1026 => 1.4086290134948
1027 => 1.4083879734057
1028 => 1.4175874932285
1029 => 1.4042431099108
1030 => 1.3498756916654
1031 => 1.374791959058
1101 => 1.3651705916403
1102 => 1.3758462161107
1103 => 1.4334581584152
1104 => 1.4079865454252
1105 => 1.3811542702861
1106 => 1.4148078978691
1107 => 1.4576605304234
1108 => 1.4549788896917
1109 => 1.4497753858334
1110 => 1.479107264636
1111 => 1.5275549349838
1112 => 1.5406501456003
1113 => 1.5503167623576
1114 => 1.5516496254896
1115 => 1.565378944119
1116 => 1.4915529376146
1117 => 1.6087167059234
1118 => 1.6289476521265
1119 => 1.6251450727271
1120 => 1.6476309179836
1121 => 1.6410150118983
1122 => 1.6314296019846
1123 => 1.6670744495925
1124 => 1.6262105082009
1125 => 1.5682092880227
1126 => 1.5363886714989
1127 => 1.5782926262334
1128 => 1.6038819091432
1129 => 1.6207947973626
1130 => 1.6259126271187
1201 => 1.4972838403439
1202 => 1.4279600583518
1203 => 1.47239580781
1204 => 1.5266104889405
1205 => 1.4912517723236
1206 => 1.4926377670721
1207 => 1.4422255292837
1208 => 1.5310708533772
1209 => 1.5181268369636
1210 => 1.5852804170151
1211 => 1.5692536761947
1212 => 1.6240148138397
1213 => 1.6095943710522
1214 => 1.6694528228271
1215 => 1.693331979843
1216 => 1.7334288009667
1217 => 1.7629241858087
1218 => 1.7802444399448
1219 => 1.7792045968531
1220 => 1.8478360726564
1221 => 1.8073664891763
1222 => 1.7565271543768
1223 => 1.7556076312064
1224 => 1.781938043098
1225 => 1.837119363027
1226 => 1.8514270764291
1227 => 1.8594231363267
1228 => 1.8471768922487
1229 => 1.8032500598622
1230 => 1.7842826763518
1231 => 1.8004434366407
]
'min_raw' => 0.66638583851506
'max_raw' => 1.8594231363267
'avg_raw' => 1.2629044874209
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.666385'
'max' => '$1.85'
'avg' => '$1.26'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.26381217521345
'max_diff' => 0.96070579236262
'year' => 2036
]
11 => [
'items' => [
101 => 1.7806802155174
102 => 1.8147970797566
103 => 1.8616468213261
104 => 1.851972534956
105 => 1.8843122238413
106 => 1.9177803996032
107 => 1.9656413940924
108 => 1.9781540303394
109 => 1.9988369422427
110 => 2.0201264525738
111 => 2.0269640695238
112 => 2.0400192018692
113 => 2.0399503948776
114 => 2.0792929149123
115 => 2.122688932847
116 => 2.1390699249973
117 => 2.1767371131935
118 => 2.1122333734231
119 => 2.1611602010045
120 => 2.2052934242009
121 => 2.152675976107
122 => 2.2251968700114
123 => 2.2280126919858
124 => 2.2705282607019
125 => 2.2274305868107
126 => 2.2018393256268
127 => 2.2757203377728
128 => 2.3114690323201
129 => 2.3007012345899
130 => 2.2187577621915
131 => 2.1710631465347
201 => 2.0462371377567
202 => 2.1940989372365
203 => 2.2661181065754
204 => 2.2185712499414
205 => 2.2425511187921
206 => 2.3733775077428
207 => 2.4231877262738
208 => 2.412827549019
209 => 2.4145782484321
210 => 2.441454938232
211 => 2.5606409820683
212 => 2.4892219418907
213 => 2.5438191220861
214 => 2.5727772695969
215 => 2.5996752108601
216 => 2.5336223682994
217 => 2.4476885906369
218 => 2.4204697559966
219 => 2.2138436520953
220 => 2.2030878660556
221 => 2.1970503174178
222 => 2.1589844272848
223 => 2.129075064765
224 => 2.1052900292259
225 => 2.0428709931585
226 => 2.0639355855012
227 => 1.9644526698749
228 => 2.0280983138346
301 => 1.8693211783961
302 => 2.0015554948773
303 => 1.9295863683732
304 => 1.9779117012172
305 => 1.9777430986835
306 => 1.8887608393568
307 => 1.8374377291895
308 => 1.8701428125134
309 => 1.9052052579694
310 => 1.9108940217804
311 => 1.9563533975375
312 => 1.9690401321653
313 => 1.9305987339561
314 => 1.86603087518
315 => 1.8810285161376
316 => 1.8371338024742
317 => 1.7602100051648
318 => 1.8154580193531
319 => 1.8343221204806
320 => 1.8426535822027
321 => 1.7670078623068
322 => 1.743238334767
323 => 1.7305836377505
324 => 1.8562659626597
325 => 1.86315112413
326 => 1.8279256645841
327 => 1.9871480819469
328 => 1.951111145122
329 => 1.9913732328193
330 => 1.8796676374185
331 => 1.8839349415944
401 => 1.8310517225701
402 => 1.8606627915657
403 => 1.8397346424089
404 => 1.8582705098132
405 => 1.869380832309
406 => 1.9222553737175
407 => 2.0021592372066
408 => 1.9143576804416
409 => 1.8761012848176
410 => 1.8998353375006
411 => 1.9630422474323
412 => 2.0588039514809
413 => 2.0021110953002
414 => 2.0272704221661
415 => 2.0327666158257
416 => 1.9909634025617
417 => 2.0603452955815
418 => 2.0975276157082
419 => 2.1356689823613
420 => 2.1687860623293
421 => 2.1204344817734
422 => 2.172177603895
423 => 2.1304817813556
424 => 2.0930763181029
425 => 2.0931330467504
426 => 2.0696680532453
427 => 2.0242016715498
428 => 2.0158169731857
429 => 2.0594352329464
430 => 2.0944129466099
501 => 2.0972938786392
502 => 2.1166593381431
503 => 2.1281196175975
504 => 2.2404459357443
505 => 2.2856245101151
506 => 2.3408680156689
507 => 2.3623884744355
508 => 2.4271573398115
509 => 2.3748512207504
510 => 2.3635344628706
511 => 2.2064263812028
512 => 2.2321528207745
513 => 2.2733433327611
514 => 2.207105597574
515 => 2.2491181947252
516 => 2.2574123713513
517 => 2.2048548646785
518 => 2.2329280998683
519 => 2.1583739103385
520 => 2.0037843148053
521 => 2.0605173979931
522 => 2.1022920433686
523 => 2.0426744736411
524 => 2.149536659859
525 => 2.0871099767538
526 => 2.0673237152187
527 => 1.9901304546587
528 => 2.0265627022019
529 => 2.0758378386637
530 => 2.0453915331798
531 => 2.1085721885947
601 => 2.1980528463275
602 => 2.2618220916932
603 => 2.2667175025265
604 => 2.225718149964
605 => 2.2914198740998
606 => 2.2918984394319
607 => 2.2177866262073
608 => 2.1723935532635
609 => 2.1620801515829
610 => 2.1878450510427
611 => 2.2191283954497
612 => 2.2684535104201
613 => 2.2982596443541
614 => 2.375978233702
615 => 2.397006655613
616 => 2.4201105158739
617 => 2.4509843981493
618 => 2.4880564097217
619 => 2.406944958912
620 => 2.4101676680633
621 => 2.3346378081338
622 => 2.2539233207215
623 => 2.3151755554645
624 => 2.3952547043477
625 => 2.3768844591143
626 => 2.3748174312555
627 => 2.3782935987683
628 => 2.3644430337784
629 => 2.3017974416552
630 => 2.270337217473
701 => 2.3109289330272
702 => 2.3325016233148
703 => 2.3659589846146
704 => 2.3618346586352
705 => 2.4480172282852
706 => 2.4815051688255
707 => 2.4729375206055
708 => 2.47451417407
709 => 2.5351424908258
710 => 2.6025736482225
711 => 2.6657318254495
712 => 2.7299790360317
713 => 2.6525265160636
714 => 2.6132009030311
715 => 2.6537748975121
716 => 2.6322457649202
717 => 2.7559585467489
718 => 2.7645241513469
719 => 2.8882279873334
720 => 3.0056376580633
721 => 2.9318947474906
722 => 3.001430990707
723 => 3.0766401071187
724 => 3.2217306949162
725 => 3.1728692892944
726 => 3.135442218344
727 => 3.1000738171421
728 => 3.1736698454676
729 => 3.2683499601832
730 => 3.288743150058
731 => 3.3217879084534
801 => 3.2870453855215
802 => 3.3288889276296
803 => 3.4766150182555
804 => 3.4366981245541
805 => 3.3800097185373
806 => 3.4966252793218
807 => 3.5388279974383
808 => 3.8350287749144
809 => 4.2089944919218
810 => 4.0541702294894
811 => 3.9580658136499
812 => 3.9806526309994
813 => 4.1172122513121
814 => 4.1610708671708
815 => 4.0418480302953
816 => 4.0839595518175
817 => 4.3159981757182
818 => 4.4404794527506
819 => 4.2714171584746
820 => 3.8049809936751
821 => 3.3749055478168
822 => 3.4889809226081
823 => 3.4760483152778
824 => 3.7253448692513
825 => 3.4357461198407
826 => 3.4406222200634
827 => 3.6950739627634
828 => 3.6271906002183
829 => 3.5172282467394
830 => 3.3757083946888
831 => 3.1140958591713
901 => 2.8823783408583
902 => 3.3368297556276
903 => 3.3172329842565
904 => 3.2888539552323
905 => 3.352008413394
906 => 3.6586685355214
907 => 3.6515990271444
908 => 3.6066264217449
909 => 3.6407377465701
910 => 3.5112483665717
911 => 3.5446207282157
912 => 3.3748374216688
913 => 3.4515865670052
914 => 3.5169923169154
915 => 3.5301234895586
916 => 3.5597086920179
917 => 3.3069063762281
918 => 3.4204071941317
919 => 3.4870782910616
920 => 3.185855849617
921 => 3.4811240918982
922 => 3.3025056503446
923 => 3.2418798685223
924 => 3.3235044969066
925 => 3.2916952998427
926 => 3.2643476201059
927 => 3.2490871449199
928 => 3.3090232634238
929 => 3.3062271718565
930 => 3.2081600488848
1001 => 3.0802354846955
1002 => 3.1231711674181
1003 => 3.1075722313608
1004 => 3.0510396747864
1005 => 3.0891357921506
1006 => 2.9213797712822
1007 => 2.6327642565774
1008 => 2.8234325061237
1009 => 2.8160919859233
1010 => 2.8123905627722
1011 => 2.9556724826229
1012 => 2.9418992321056
1013 => 2.9169006475486
1014 => 3.0505805561769
1015 => 3.001785591279
1016 => 3.1521601755545
1017 => 3.2512066023767
1018 => 3.2260852247183
1019 => 3.3192388678775
1020 => 3.1241603188301
1021 => 3.1889575876307
1022 => 3.2023122149254
1023 => 3.048930966855
1024 => 2.9441527062269
1025 => 2.9371651908026
1026 => 2.7554941262072
1027 => 2.8525413425165
1028 => 2.9379388767819
1029 => 2.8970400849852
1030 => 2.8840927493189
1031 => 2.9502378793031
1101 => 2.9553779223976
1102 => 2.8381843951257
1103 => 2.8625526404819
1104 => 2.9641722745009
1105 => 2.8599920864337
1106 => 2.6575869987563
1107 => 2.6073877385431
1108 => 2.6006902318747
1109 => 2.4645458568228
1110 => 2.6107422931476
1111 => 2.5469236308709
1112 => 2.7485260203381
1113 => 2.6333718166897
1114 => 2.6284077491263
1115 => 2.6209038329337
1116 => 2.5037187452732
1117 => 2.52937483197
1118 => 2.6146595716825
1119 => 2.6450901276133
1120 => 2.6419159713195
1121 => 2.614241629931
1122 => 2.6269108017031
1123 => 2.5860989851931
1124 => 2.5716874833589
1125 => 2.5262008193743
1126 => 2.4593479893286
1127 => 2.4686442853787
1128 => 2.3361913360635
1129 => 2.2640239394666
1130 => 2.2440489552396
1201 => 2.2173375715191
1202 => 2.2470660771071
1203 => 2.3358161135
1204 => 2.2287647402396
1205 => 2.0452326695653
1206 => 2.0562632597363
1207 => 2.0810457208388
1208 => 2.0348637685266
1209 => 1.9911564264206
1210 => 2.029156414293
1211 => 1.9513914564878
1212 => 2.0904432444631
1213 => 2.0866822832865
1214 => 2.1385121909387
1215 => 2.1709224958505
1216 => 2.0962272359897
1217 => 2.0774415801322
1218 => 2.0881427434691
1219 => 1.9112763506461
1220 => 2.1240584333142
1221 => 2.125898581601
1222 => 2.1101421147823
1223 => 2.2234420048933
1224 => 2.4625401121495
1225 => 2.3725817865006
1226 => 2.3377472038046
1227 => 2.2715266366356
1228 => 2.3597616106001
1229 => 2.3529865412796
1230 => 2.3223471084438
1231 => 2.3038162838638
]
'min_raw' => 1.7305836377505
'max_raw' => 4.4404794527506
'avg_raw' => 3.0855315452505
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$1.73'
'max' => '$4.44'
'avg' => '$3.08'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 1.0641977992354
'max_diff' => 2.5810563164239
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.054321042895358
]
1 => [
'year' => 2028
'avg' => 0.093230679119863
]
2 => [
'year' => 2029
'avg' => 0.25468941216042
]
3 => [
'year' => 2030
'avg' => 0.19649250218691
]
4 => [
'year' => 2031
'avg' => 0.19297998819526
]
5 => [
'year' => 2032
'avg' => 0.33835465234371
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.054321042895358
'min' => '$0.054321'
'max_raw' => 0.33835465234371
'max' => '$0.338354'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.33835465234371
]
1 => [
'year' => 2033
'avg' => 0.87028295842663
]
2 => [
'year' => 2034
'avg' => 0.5516271628927
]
3 => [
'year' => 2035
'avg' => 0.65064550363284
]
4 => [
'year' => 2036
'avg' => 1.2629044874209
]
5 => [
'year' => 2037
'avg' => 3.0855315452505
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.33835465234371
'min' => '$0.338354'
'max_raw' => 3.0855315452505
'max' => '$3.08'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 3.0855315452505
]
]
]
]
'prediction_2025_max_price' => '$0.092879'
'last_price' => 0.090058
'sma_50day_nextmonth' => '$0.088033'
'sma_200day_nextmonth' => '$0.081725'
'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' => '$0.09153'
'daily_sma3_action' => 'SELL'
'daily_sma5' => '$0.09308'
'daily_sma5_action' => 'SELL'
'daily_sma10' => '$0.095058'
'daily_sma10_action' => 'SELL'
'daily_sma21' => '$0.095596'
'daily_sma21_action' => 'SELL'
'daily_sma50' => '$0.088716'
'daily_sma50_action' => 'BUY'
'daily_sma100' => '$0.084863'
'daily_sma100_action' => 'BUY'
'daily_sma200' => '$0.078745'
'daily_sma200_action' => 'BUY'
'daily_ema3' => '$0.09141'
'daily_ema3_action' => 'SELL'
'daily_ema5' => '$0.092547'
'daily_ema5_action' => 'SELL'
'daily_ema10' => '$0.094021'
'daily_ema10_action' => 'SELL'
'daily_ema21' => '$0.093812'
'daily_ema21_action' => 'SELL'
'daily_ema50' => '$0.090299'
'daily_ema50_action' => 'SELL'
'daily_ema100' => '$0.086148'
'daily_ema100_action' => 'BUY'
'daily_ema200' => '$0.081094'
'daily_ema200_action' => 'BUY'
'weekly_sma21' => '$0.084755'
'weekly_sma21_action' => 'BUY'
'weekly_sma50' => '$0.075541'
'weekly_sma50_action' => 'BUY'
'weekly_sma100' => '$0.065385'
'weekly_sma100_action' => 'BUY'
'weekly_sma200' => '$0.059116'
'weekly_sma200_action' => 'BUY'
'weekly_ema3' => '$0.09230081'
'weekly_ema3_action' => 'SELL'
'weekly_ema5' => '$0.091931'
'weekly_ema5_action' => 'SELL'
'weekly_ema10' => '$0.089423'
'weekly_ema10_action' => 'BUY'
'weekly_ema21' => '$0.084811'
'weekly_ema21_action' => 'BUY'
'weekly_ema50' => '$0.077431'
'weekly_ema50_action' => 'BUY'
'weekly_ema100' => '$0.070184'
'weekly_ema100_action' => 'BUY'
'weekly_ema200' => '$0.066466'
'weekly_ema200_action' => 'BUY'
'rsi_14' => '39.98'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => -16.21
'stoch_rsi_14_action' => 'BUY'
'momentum_10' => -0.01
'momentum_10_action' => 'SELL'
'vwma_10' => '0.095100040'
'vwma_10_action' => 'SELL'
'hma_9' => '0.090896'
'hma_9_action' => 'SELL'
'stochastic_fast_14' => 0
'stochastic_fast_14_action' => 'BUY'
'cci_20' => -170.3
'cci_20_action' => 'BUY'
'adx_14' => 32.82
'adx_14_action' => 'BUY'
'ao_5_34' => '0.001022'
'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' => 15.61
'ultimate_oscillator_action' => 'BUY'
'ichimoku_cloud' => '0.0017087'
'ichimoku_cloud_action' => 'BUY'
'sell_signals' => 19
'buy_signals' => 16
'sell_pct' => 54.29
'buy_pct' => 45.71
'overall_action' => 'bearish'
'overall_action_label' => 'Baixista'
'overall_action_dir' => -1
'last_updated' => 1767678734
'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 $0.031115 na extremidade inferior e $0.092879 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 $0.054321 na extremidade inferior e $0.338354 na extremidade superior. Considerando a volatilidade de preços no mercado, se Beldex atingir a meta de preço superior, poderia ganhar 275.71% até 2032 em comparação com o preço de hoje.
| Previsão de Preço de Beldex | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2027 | $0.029953 | $0.054321 | $0.078688 |
| 2028 | $0.054057 | $0.09323 | $0.1324038 |
| 2029 | $0.118748 | $0.254689 | $0.390629 |
| 2030 | $0.10099 | $0.196492 | $0.291994 |
| 2031 | $0.1194024 | $0.192979 | $0.266557 |
| 2032 | $0.182258 | $0.338354 | $0.49445 |
Previsão de preço de Beldex 2032-2037
A previsão de preço de Beldex para 2032-2037 é atualmente estimada entre $0.338354 na extremidade inferior e $3.08 na extremidade superior. Comparado ao preço atual, Beldex poderia potencialmente ganhar 3326.16% até 2037 se atingir a meta de preço superior. Por favor, note que esta informação é apenas para fins gerais e não deve ser considerada como aconselhamento de investimento a longo prazo.
| Previsão de Preço de Beldex | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2032 | $0.182258 | $0.338354 | $0.49445 |
| 2033 | $0.423529 | $0.870282 | $1.31 |
| 2034 | $0.340497 | $0.551627 | $0.762756 |
| 2035 | $0.402573 | $0.650645 | $0.898717 |
| 2036 | $0.666385 | $1.26 | $1.85 |
| 2037 | $1.73 | $3.08 | $4.44 |
Beldex Histograma de preços potenciais
Previsão de preço de Beldex baseada na análise técnica
Em 6 de janeiro de 2026, o sentimento geral de previsão de preço para Beldex é Baixista, com 16 indicadores técnicos mostrando sinais de alta e 19 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 $0.081725 até 4 de fev. de 2026. O SMA de 50 dias de curto prazo para Beldex é esperado para alcançar $0.088033 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 39.98, 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 | $0.09153 | SELL |
| SMA 5 | $0.09308 | SELL |
| SMA 10 | $0.095058 | SELL |
| SMA 21 | $0.095596 | SELL |
| SMA 50 | $0.088716 | BUY |
| SMA 100 | $0.084863 | BUY |
| SMA 200 | $0.078745 | BUY |
Média Móvel Exponencial Diária (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 3 | $0.09141 | SELL |
| EMA 5 | $0.092547 | SELL |
| EMA 10 | $0.094021 | SELL |
| EMA 21 | $0.093812 | SELL |
| EMA 50 | $0.090299 | SELL |
| EMA 100 | $0.086148 | BUY |
| EMA 200 | $0.081094 | BUY |
Média Móvel Simples Semanal (SMA)
| Período | Valor | Ação |
|---|---|---|
| SMA 21 | $0.084755 | BUY |
| SMA 50 | $0.075541 | BUY |
| SMA 100 | $0.065385 | BUY |
| SMA 200 | $0.059116 | BUY |
Média Móvel Exponencial Semanal (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 21 | $0.084811 | BUY |
| EMA 50 | $0.077431 | BUY |
| EMA 100 | $0.070184 | BUY |
| EMA 200 | $0.066466 | BUY |
Osciladores de Beldex
Um oscilador é uma ferramenta de análise técnica que define limites altos e baixos entre dois extremos, criando um indicador de tendência que flutua dentro desses limites. Os traders usam esse indicador para identificar condições de sobrecompra ou sobrevenda de curto prazo.
| Período | Valor | Ação |
|---|---|---|
| RSI (14) | 39.98 | NEUTRAL |
| Stoch RSI (14) | -16.21 | BUY |
| Estocástico Rápido (14) | 0 | BUY |
| Índice de Canal de Commodities (20) | -170.3 | BUY |
| Índice Direcional Médio (14) | 32.82 | BUY |
| Oscilador Impressionante (5, 34) | 0.001022 | BUY |
| Momentum (10) | -0.01 | SELL |
| MACD (12, 26) | -0 | SELL |
| Williams Percent Range (14) | -100 | BUY |
| Oscilador Ultimate (7, 14, 28) | 15.61 | BUY |
| VWMA (10) | 0.095100040 | SELL |
| Média Móvel de Hull (9) | 0.090896 | SELL |
| Nuvem Ichimoku B/L (9, 26, 52, 26) | 0.0017087 | BUY |
Previsão do preço de Beldex com base nos fluxos financeiros mundiais
Definições dos fluxos financeiros mundiais, usadas na previsão do preço do Beldex
M0: o total de todas as moedas físicas, mais as contas no Banco Central que podem ser trocadas por moedas físicas.
M1: o valor de M0, mais o valor em contas de demanda, incluindo contas 'correntes'.
M2: o valor de M1, mais a maioria das contas de poupança, do mercado de moedas e de certificados de depósito (CD) de menos de US$ 100.000.
Previsões de preço de Beldex por empresas de Internet ou nichos tecnológicos
| Comparação | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook stock | $0.126546 | $0.177819 | $0.249865 | $0.3511026 | $0.493357 | $0.69325 |
| Amazon.com stock | $0.187911 | $0.392088 | $0.818115 | $1.70 | $3.56 | $7.43 |
| Apple stock | $0.12774 | $0.18119 | $0.2570041 | $0.36454 | $0.517073 | $0.733429 |
| Netflix stock | $0.142097 | $0.2242074 | $0.353764 | $0.558184 | $0.880727 | $1.38 |
| Google stock | $0.116624 | $0.151028 | $0.195581 | $0.253276 | $0.327992 | $0.424748 |
| Tesla stock | $0.204154 | $0.4628032 | $1.04 | $2.37 | $5.39 | $12.22 |
| Kodak stock | $0.067533 | $0.050643 | $0.037977 | $0.028478 | $0.021356 | $0.016014 |
| Nokia stock | $0.059659 | $0.039522 | $0.026181 | $0.017344 | $0.011489 | $0.007611 |
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 $0.09005 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 | $0.092398 | $0.09480064 | $0.097264 | $0.099793 |
| Se Beldex tiver 2% da média anterior do crescimento anual do Bitcoin | $0.094739 | $0.099664 | $0.104846 | $0.110296 |
| Se Beldex tiver 5% da média anterior do crescimento anual do Bitcoin | $0.101762 | $0.114988 | $0.129932 | $0.146819 |
| Se Beldex tiver 10% da média anterior do crescimento anual do Bitcoin | $0.113466 | $0.14296 | $0.18012 | $0.226939 |
| Se Beldex tiver 20% da média anterior do crescimento anual do Bitcoin | $0.136875 | $0.208032 | $0.316181 | $0.480553 |
| Se Beldex tiver 50% da média anterior do crescimento anual do Bitcoin | $0.2071028 | $0.476266 | $1.09 | $2.51 |
| Se Beldex tiver 100% da média anterior do crescimento anual do Bitcoin | $0.324147 | $1.16 | $4.19 | $15.11 |
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 -0.6456% nas últimas 24 horas, e Beldex registrou um crescimento de 53.04% 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 $0.092879 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 $0.291994. 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 $0.090828 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 $0.079595 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 $0.031115 e $0.092879. 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 $0.291994 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 $0.291994, enquanto seu pico mais baixo está previsto para cerca de $0.10099.
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 $0.092879 se o melhor cenário ocorrer. O preço ficará entre $0.092879 e $0.031115 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 $0.078688 em 2027, assumindo as condições mais favoráveis. O preço está projetado para flutuar entre $0.078688 e $0.029953 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 $0.1324038 no melhor cenário. O preço é esperado para variar entre $0.1324038 e $0.054057 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 $0.390629 sob condições ótimas. A faixa de preço prevista para 2029 está entre $0.390629 e $0.118748.
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 $0.291994 no melhor cenário. O preço está previsto para variar entre $0.291994 e $0.10099 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 $0.266557 sob condições ideais. O preço provavelmente oscilará entre $0.266557 e $0.1194024 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 $0.49445 se o cenário mais positivo se desenrolar em 2032. O preço é esperado para permanecer dentro de uma faixa de $0.49445 e $0.182258 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 $1.31. Ao longo do ano, o preço de BDX poderia variar entre $1.31 e $0.423529.
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 $0.762756 nas melhores circunstâncias. A faixa de preço prevista para o ano é entre $0.762756 e $0.340497.
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 $0.898717 em 2035. A faixa de preço esperada para o ano está entre $0.898717 e $0.402573.
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 $1.85 se as condições forem ideais. A faixa de preço esperada para 2036 está entre $1.85 e $0.666385.
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 $4.44 sob condições favoráveis. O preço é esperado para cair entre $4.44 e $1.73 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
Como 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


