Predicción del precio de Beldex - Pronóstico de BDX
$0.09218
2.1339%
Add to portfolio
Add to favorites
Sentiment
Alcista 51.43%
Bajista 48.57%
SMA 50
$0.088759
SMA 200
$0.078755
RSI (14)
46.61
Momentum (10)
-0.01
MACD (12, 26)
-0
Hull Moving Average (9)
0.091534
Predicción de precio de Beldex hasta $0.095072 para el año 2026
| Año | Precio min. | Precio max. |
|---|---|---|
| 2026 | $0.031849 | $0.095072 |
| 2027 | $0.030661 | $0.080546 |
| 2028 | $0.055334 | $0.13553 |
| 2029 | $0.121553 | $0.399855 |
| 2030 | $0.103376 | $0.29889 |
| 2031 | $0.122222 | $0.272853 |
| 2032 | $0.186563 | $0.506128 |
| 2033 | $0.433532 | $1.34 |
| 2034 | $0.348539 | $0.780771 |
| 2035 | $0.412081 | $0.919943 |
Calculadora de ganancias de inversión
Si abres una posición corta de $10,000.00 en Beldex hoy y la cierras el Apr 06, 2026, nuestra previsión indica que podrías obtener una ganancia de alrededor de $3,954.44, equivalente a un ROI del 39.54% en los próximos 90 días.
$
≈ $3,954.44
(39.54% ROI)
Predicción del precio a largo plazo de Beldex para 2027, 2028, 2029, 2030, 2031, 2032 y 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' => 0.09218
'ticker' => 'BDX'
'marketcap' => '$700.98M'
'low24h' => '$0.08875'
'high24h' => '$0.09276'
'volume24h' => '$10.54M'
'current_supply' => '7.61B'
'max_supply' => '9.94B'
'algo' => 'Cryptonight'
'proof' => null
'ico_price_and_roi' => '0.25 USD 0.37x'
'price' => '$0.09218'
'change_24h_pct' => '2.1339%'
'ath_price' => '$0.4507'
'ath_days' => 2577
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '17 dic. 2018'
'ath_pct' => '-79.56%'
'fdv' => '$915.77M'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => '56.66%'
'change_30d_pct_is_increased' => true
'max_price' => '$4.54'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.092973'
'next_week_prediction_price_date' => '13 de enero de 2026'
'next_week_prediction_price_change_pct' => '0.86%'
'next_week_prediction_price_is_increased' => true
'next_month_prediction_price' => '$0.081474'
'next_month_prediction_price_date' => '5 de febrero de 2026'
'next_month_prediction_price_change_pct' => '-11.62%'
'next_month_prediction_price_is_increased' => false
'current_year' => '2026'
'current_year_min_price_prediction' => '$0.031849'
'current_year_max_price_prediction' => '$0.095072'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.103376'
'grand_prediction_max_price' => '$0.29889'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.09393185726069
107 => 0.094282564718437
108 => 0.095072726528308
109 => 0.088320880376206
110 => 0.091352261074712
111 => 0.093132913233124
112 => 0.085087862000738
113 => 0.092973888437071
114 => 0.0882033457562
115 => 0.086584151919166
116 => 0.088764183108166
117 => 0.087914622833663
118 => 0.087184220797498
119 => 0.086776643911418
120 => 0.088377418215357
121 => 0.08830274018074
122 => 0.085683562722591
123 => 0.082266952499768
124 => 0.083413679036955
125 => 0.082997062535376
126 => 0.081487190589057
127 => 0.082504661978242
128 => 0.078024232910757
129 => 0.070315887572586
130 => 0.075408256615985
131 => 0.075212205947246
201 => 0.075113348309877
202 => 0.078940122903249
203 => 0.078572266824807
204 => 0.077904604440379
205 => 0.08147492844578
206 => 0.080171712156174
207 => 0.084187917684365
208 => 0.086833250397118
209 => 0.086162308453615
210 => 0.088650256655963
211 => 0.08344009730031
212 => 0.085170703242946
213 => 0.085527378729207
214 => 0.08143087120176
215 => 0.078632452628593
216 => 0.07844583001407
217 => 0.073593757854033
218 => 0.076185695637367
219 => 0.078466493625028
220 => 0.077374168386012
221 => 0.077028370847628
222 => 0.078794975476897
223 => 0.078932255786536
224 => 0.075802250178438
225 => 0.076453077458748
226 => 0.079167135408675
227 => 0.076384690161965
228 => 0.070978853557459
301 => 0.069638131338003
302 => 0.069459254279514
303 => 0.06582310928633
304 => 0.06972772480762
305 => 0.068023255495386
306 => 0.073407653630054
307 => 0.070332114292638
308 => 0.070199533938805
309 => 0.069999119288676
310 => 0.066869339085784
311 => 0.067554562042309
312 => 0.069832347512202
313 => 0.070645087028949
314 => 0.070560311638774
315 => 0.069821185120758
316 => 0.070159553455765
317 => 0.069069551153363
318 => 0.068684648653948
319 => 0.067469790490023
320 => 0.065684284602187
321 => 0.065932570147034
322 => 0.062395015780201
323 => 0.060467568408929
324 => 0.059934076379909
325 => 0.059220668542537
326 => 0.060014657693446
327 => 0.06238499433315
328 => 0.059525865450697
329 => 0.054624089526303
330 => 0.054918694611579
331 => 0.055580584769159
401 => 0.05434715683935
402 => 0.053179820817546
403 => 0.05419472477954
404 => 0.052117777701404
405 => 0.05583157390082
406 => 0.055731126121419
407 => 0.057115399684945
408 => 0.057981014352371
409 => 0.055986052790031
410 => 0.055484325352052
411 => 0.055770132102965
412 => 0.051046383152772
413 => 0.056729368617563
414 => 0.056778515311854
415 => 0.056357691477514
416 => 0.059383705795024
417 => 0.065769539842504
418 => 0.063366932204262
419 => 0.062436569907535
420 => 0.060667950501365
421 => 0.063024530849857
422 => 0.062843582247473
423 => 0.062025264044773
424 => 0.061530342642472
425 => 0.06244225050133
426 => 0.061417347167122
427 => 0.061233246365838
428 => 0.060117795813705
429 => 0.059719630716359
430 => 0.059424845129694
501 => 0.059100315163809
502 => 0.059816147400723
503 => 0.058193977376304
504 => 0.056237799350143
505 => 0.056075164313408
506 => 0.056524213948854
507 => 0.056325542912982
508 => 0.056074213152922
509 => 0.05559435619538
510 => 0.055451992886599
511 => 0.055914604575279
512 => 0.055392342950696
513 => 0.056162968426831
514 => 0.055953400937975
515 => 0.054782773980885
516 => 0.053323739370741
517 => 0.053310750902282
518 => 0.052996404288823
519 => 0.052596036614253
520 => 0.052484663486359
521 => 0.054109252398658
522 => 0.057472102827262
523 => 0.056811894821936
524 => 0.057288962766622
525 => 0.059635664882976
526 => 0.06038161091797
527 => 0.059852156091031
528 => 0.059127405668566
529 => 0.059159291008984
530 => 0.06163598259942
531 => 0.061790450815944
601 => 0.062180742165764
602 => 0.062682376846606
603 => 0.059937586646308
604 => 0.059030011637385
605 => 0.058599952247812
606 => 0.057275535781859
607 => 0.058703805393503
608 => 0.057871613855401
609 => 0.057983904925602
610 => 0.057910775218822
611 => 0.057950708983733
612 => 0.055830535819095
613 => 0.056603015487268
614 => 0.055318618214034
615 => 0.053598954445534
616 => 0.05359318952959
617 => 0.054014074800685
618 => 0.053763715772195
619 => 0.05309000606385
620 => 0.0531857033481
621 => 0.052347294440653
622 => 0.053287501369348
623 => 0.053314463139841
624 => 0.052952432258876
625 => 0.054400950756084
626 => 0.054994409966268
627 => 0.054756113484964
628 => 0.05497769044989
629 => 0.056839329445218
630 => 0.05714285783046
701 => 0.057277665089225
702 => 0.05709704122102
703 => 0.055011717793266
704 => 0.055104210754767
705 => 0.054425558773318
706 => 0.053852169363578
707 => 0.053875101932936
708 => 0.054169898624948
709 => 0.055457293068563
710 => 0.058166538779101
711 => 0.058269352673384
712 => 0.058393966112546
713 => 0.057887100629775
714 => 0.057734225150121
715 => 0.057935907368293
716 => 0.0589533576118
717 => 0.061570515873144
718 => 0.060645437349462
719 => 0.059893334110003
720 => 0.060553131416586
721 => 0.0604515607929
722 => 0.059594202511926
723 => 0.059570139320499
724 => 0.057924594665287
725 => 0.057316274273493
726 => 0.056807916222119
727 => 0.056252802501041
728 => 0.055923712479605
729 => 0.05642934432127
730 => 0.056544988305919
731 => 0.055439415447187
801 => 0.055288729951773
802 => 0.056191564613662
803 => 0.055794260740033
804 => 0.056202897626722
805 => 0.056297704889656
806 => 0.056282438736727
807 => 0.0558676078626
808 => 0.056132008691334
809 => 0.055506621909698
810 => 0.054826607714725
811 => 0.054392801024714
812 => 0.054014247151572
813 => 0.054224290842072
814 => 0.053475523437904
815 => 0.053235977675601
816 => 0.056042435639766
817 => 0.058115596312403
818 => 0.058085451735161
819 => 0.057901954373757
820 => 0.057629314515791
821 => 0.058933412308021
822 => 0.058479090713466
823 => 0.058809647633344
824 => 0.058893788242883
825 => 0.059148456526428
826 => 0.059239478548317
827 => 0.05896434677931
828 => 0.058040970958009
829 => 0.055740006203266
830 => 0.054668900898598
831 => 0.054315418307387
901 => 0.054328266728219
902 => 0.05397384992381
903 => 0.054078241556555
904 => 0.053937546774135
905 => 0.053671104893954
906 => 0.054207838806784
907 => 0.054269692390216
908 => 0.054144412281468
909 => 0.054173920282284
910 => 0.053136654489692
911 => 0.05321551555508
912 => 0.05277640712182
913 => 0.052694079584115
914 => 0.05158405170238
915 => 0.049617476408772
916 => 0.050707150021514
917 => 0.049390977528619
918 => 0.048892523062291
919 => 0.05125212898031
920 => 0.051015289991421
921 => 0.050609924593878
922 => 0.05001030468536
923 => 0.049787899828563
924 => 0.048436638323487
925 => 0.048356798585068
926 => 0.049026520274113
927 => 0.048717466758335
928 => 0.048283438574463
929 => 0.046711432489211
930 => 0.044943977176059
1001 => 0.044997325542135
1002 => 0.045559520192573
1003 => 0.047194176961001
1004 => 0.046555488281727
1005 => 0.046092112316806
1006 => 0.046005335927606
1007 => 0.047091524117113
1008 => 0.048628707968726
1009 => 0.049349920239353
1010 => 0.048635220782704
1011 => 0.047814212529058
1012 => 0.047864183497271
1013 => 0.048196617961408
1014 => 0.048231552123218
1015 => 0.047697160151106
1016 => 0.047847588361037
1017 => 0.047619074154709
1018 => 0.046216682892276
1019 => 0.046191318081369
1020 => 0.045847148648954
1021 => 0.045836727335322
1022 => 0.045251209273696
1023 => 0.045169291249379
1024 => 0.044006709599614
1025 => 0.044771924362111
1026 => 0.044258658475006
1027 => 0.043485045715956
1028 => 0.043351674584704
1029 => 0.043347665287448
1030 => 0.044141992614345
1031 => 0.044762642184816
1101 => 0.04426758695486
1102 => 0.044154872475242
1103 => 0.045358368232442
1104 => 0.045205212427231
1105 => 0.045072580487667
1106 => 0.048491070014795
1107 => 0.045785068806009
1108 => 0.044605097825829
1109 => 0.043144659667445
1110 => 0.043620185695983
1111 => 0.043720386017127
1112 => 0.040208295509978
1113 => 0.03878344082863
1114 => 0.038294484396508
1115 => 0.038013083056992
1116 => 0.038141321181025
1117 => 0.036858784849027
1118 => 0.037720670475322
1119 => 0.03661010242191
1120 => 0.036423912073654
1121 => 0.038409745326138
1122 => 0.038686062422152
1123 => 0.037507207845565
1124 => 0.038264223322954
1125 => 0.03798971898755
1126 => 0.036629139923662
1127 => 0.036577175811164
1128 => 0.035894485063571
1129 => 0.034826206238566
1130 => 0.034337974149792
1201 => 0.034083698638932
1202 => 0.034188617670444
1203 => 0.034135567397536
1204 => 0.033789378482227
1205 => 0.034155410540928
1206 => 0.033220349885838
1207 => 0.032848001198685
1208 => 0.032679819935122
1209 => 0.031849899783647
1210 => 0.033170671811811
1211 => 0.033430880540007
1212 => 0.03369160195978
1213 => 0.035961003916831
1214 => 0.03584763100832
1215 => 0.036872466886413
1216 => 0.036832643648742
1217 => 0.03654034385507
1218 => 0.035307179106547
1219 => 0.03579869659626
1220 => 0.034285882161701
1221 => 0.035419385597455
1222 => 0.034902101965612
1223 => 0.035244491481188
1224 => 0.034628844260164
1225 => 0.03496956885173
1226 => 0.033492585682569
1227 => 0.032113399580921
1228 => 0.032668424329177
1229 => 0.033271799705309
1230 => 0.034580071257951
1231 => 0.033800875514204
]
'min_raw' => 0.031849899783647
'max_raw' => 0.095072726528308
'avg_raw' => 0.063461313155978
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.031849'
'max' => '$0.095072'
'avg' => '$0.063461'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.060335100216353
'max_diff' => 0.0028877265283085
'year' => 2026
]
1 => [
'items' => [
101 => 0.034081103768308
102 => 0.033142386026701
103 => 0.031205543194297
104 => 0.031216505514388
105 => 0.030918564441038
106 => 0.030661099853554
107 => 0.033890375518634
108 => 0.033488764042388
109 => 0.0328488487166
110 => 0.033705400809391
111 => 0.033931886778035
112 => 0.033938334515161
113 => 0.034563252811252
114 => 0.034896771817899
115 => 0.034955555988375
116 => 0.035938878429528
117 => 0.036268475141466
118 => 0.037626037351666
119 => 0.034868475060353
120 => 0.034811684879627
121 => 0.033717454253906
122 => 0.033023475891972
123 => 0.033764971546072
124 => 0.034421835471354
125 => 0.033737864847066
126 => 0.03382717697119
127 => 0.032909002290536
128 => 0.033237206534735
129 => 0.033519900243726
130 => 0.03336381339359
131 => 0.033130143824246
201 => 0.034367980120259
202 => 0.034298136545318
203 => 0.035450838161898
204 => 0.036349451502506
205 => 0.037959927255224
206 => 0.036279311851263
207 => 0.036218063546101
208 => 0.036816775553593
209 => 0.036268383481777
210 => 0.036614948341313
211 => 0.03790409029848
212 => 0.037931327836632
213 => 0.037475063979006
214 => 0.037447300281804
215 => 0.037534930746641
216 => 0.038048185116278
217 => 0.037868838268813
218 => 0.038076382981206
219 => 0.03833592082209
220 => 0.039409479373753
221 => 0.039668310706044
222 => 0.039039484757237
223 => 0.039096260699749
224 => 0.038861062533237
225 => 0.038633864051411
226 => 0.039144573058882
227 => 0.040077903808047
228 => 0.040072097605897
301 => 0.040288612198346
302 => 0.040423498995738
303 => 0.039844466118161
304 => 0.039467537006487
305 => 0.039612075612525
306 => 0.039843195991222
307 => 0.039537126388677
308 => 0.037647923016537
309 => 0.038220986636866
310 => 0.038125600829064
311 => 0.037989759839443
312 => 0.038565979741053
313 => 0.038510401925845
314 => 0.036845630585195
315 => 0.036952203845086
316 => 0.03685211165811
317 => 0.037175529991163
318 => 0.036250917830424
319 => 0.036535322303709
320 => 0.036713698123227
321 => 0.036818762851271
322 => 0.037198328692524
323 => 0.037153791021985
324 => 0.03719556016839
325 => 0.037758356109301
326 => 0.040604784850184
327 => 0.04075970968626
328 => 0.039996803132328
329 => 0.040301569252957
330 => 0.039716484946373
331 => 0.040109255961107
401 => 0.040377979914086
402 => 0.039163668043219
403 => 0.039091764375045
404 => 0.038504265217401
405 => 0.038819953987066
406 => 0.038317670455704
407 => 0.038440913265168
408 => 0.038096315625791
409 => 0.038716522767964
410 => 0.039410010723359
411 => 0.039585213167561
412 => 0.03912433096626
413 => 0.038790621878901
414 => 0.038204738652106
415 => 0.039179075515526
416 => 0.039464001306768
417 => 0.039177578921641
418 => 0.039111208596555
419 => 0.038985436950444
420 => 0.039137891645838
421 => 0.039462449539718
422 => 0.039309394030607
423 => 0.039410489890866
424 => 0.039025216721159
425 => 0.039844657802137
426 => 0.041146127447965
427 => 0.041150311885688
428 => 0.040997255551552
429 => 0.040934628197267
430 => 0.041091673284327
501 => 0.04117686380173
502 => 0.041684718816136
503 => 0.04222966748043
504 => 0.044772705116961
505 => 0.044058630324752
506 => 0.046314964601869
507 => 0.04809943206673
508 => 0.048634515834137
509 => 0.04814226394576
510 => 0.046458296826544
511 => 0.046375673365886
512 => 0.048892231194573
513 => 0.048181188342319
514 => 0.048096612057562
515 => 0.047196863281646
516 => 0.047728726244266
517 => 0.047612400012382
518 => 0.047428773364479
519 => 0.048443530847264
520 => 0.050343066267012
521 => 0.050047005858114
522 => 0.049826010496719
523 => 0.048857673153867
524 => 0.049440828520239
525 => 0.04923317806388
526 => 0.050125376202637
527 => 0.049596857789846
528 => 0.048175801493383
529 => 0.048402109392457
530 => 0.04836790340878
531 => 0.049071860128987
601 => 0.048860549794861
602 => 0.048326641674633
603 => 0.050336573861453
604 => 0.050206060045071
605 => 0.050391098797089
606 => 0.05047255857824
607 => 0.05169596888138
608 => 0.052197160937813
609 => 0.052310940309226
610 => 0.052787033999252
611 => 0.052299094664506
612 => 0.05425119989834
613 => 0.055549235970341
614 => 0.057056971664296
615 => 0.059260178754314
616 => 0.060088605000965
617 => 0.059938957214464
618 => 0.06160940368526
619 => 0.064611158861342
620 => 0.060545697759015
621 => 0.064826638171476
622 => 0.063471341862725
623 => 0.060257958695414
624 => 0.060051054702739
625 => 0.062227195091787
626 => 0.067053665028945
627 => 0.065844689051056
628 => 0.067055642480541
629 => 0.065643000981468
630 => 0.065572851424362
701 => 0.066987033636006
702 => 0.070291347456573
703 => 0.068721591820773
704 => 0.066470962196981
705 => 0.068132792087514
706 => 0.066693161241238
707 => 0.063449270017278
708 => 0.06584376456991
709 => 0.064242634253843
710 => 0.064709929200841
711 => 0.068075266975054
712 => 0.067670340630481
713 => 0.068194352815528
714 => 0.067269485024707
715 => 0.066405512669816
716 => 0.064792844109982
717 => 0.064315412453015
718 => 0.064447357386809
719 => 0.064315347067658
720 => 0.063413073829621
721 => 0.063218228009773
722 => 0.062893476440301
723 => 0.062994130531062
724 => 0.062383502571033
725 => 0.063535883693781
726 => 0.063749775784911
727 => 0.064588382665437
728 => 0.064675449613745
729 => 0.067010957839188
730 => 0.065724599155235
731 => 0.066587599619296
801 => 0.066510404734915
802 => 0.06032760245248
803 => 0.061179538055673
804 => 0.062504882502122
805 => 0.061907816625459
806 => 0.061063705167755
807 => 0.060382039907267
808 => 0.059349247333775
809 => 0.06080288304794
810 => 0.062714259435143
811 => 0.064723925273175
812 => 0.06713840709905
813 => 0.066599522863182
814 => 0.064678788214919
815 => 0.064764950968143
816 => 0.065297575204777
817 => 0.064607778424321
818 => 0.064404343887332
819 => 0.065269626423344
820 => 0.065275585148619
821 => 0.064481890587979
822 => 0.063599844328398
823 => 0.063596148522365
824 => 0.063439196910028
825 => 0.065670922324633
826 => 0.066898145649776
827 => 0.067038844826234
828 => 0.066888675474168
829 => 0.06694646969777
830 => 0.06623237548489
831 => 0.067864583097473
901 => 0.069362458211381
902 => 0.06896099568342
903 => 0.068359146282743
904 => 0.06787974424611
905 => 0.068848063799205
906 => 0.068804946053782
907 => 0.069349375578979
908 => 0.069324677110939
909 => 0.069141605938645
910 => 0.068961002221468
911 => 0.069677075545558
912 => 0.069470857928006
913 => 0.069264319997534
914 => 0.068850076558599
915 => 0.068906379121806
916 => 0.068304633638914
917 => 0.068026238644529
918 => 0.063839845891963
919 => 0.062721104954148
920 => 0.063073083627256
921 => 0.063188964145566
922 => 0.062702086655723
923 => 0.063400143907592
924 => 0.063291352424314
925 => 0.06371459644486
926 => 0.063450171955942
927 => 0.063461024029202
928 => 0.064238640069866
929 => 0.064464385314685
930 => 0.064349569461183
1001 => 0.064429982549319
1002 => 0.066283068225176
1003 => 0.066019618700413
1004 => 0.065879666391126
1005 => 0.06591843413725
1006 => 0.066391937258036
1007 => 0.066524492279545
1008 => 0.065962847338938
1009 => 0.066227722339759
1010 => 0.067355526475611
1011 => 0.067750194094974
1012 => 0.069009783684774
1013 => 0.068474687639607
1014 => 0.069456879588926
1015 => 0.07247580278722
1016 => 0.074887527531614
1017 => 0.072669605787929
1018 => 0.077098431149714
1019 => 0.080546906971128
1020 => 0.080414548725365
1021 => 0.079813227201219
1022 => 0.075887229161011
1023 => 0.072274467231079
1024 => 0.075296695991442
1025 => 0.075304400274079
1026 => 0.075044788143282
1027 => 0.073432359495489
1028 => 0.07498867912148
1029 => 0.075112214121669
1030 => 0.075043067372171
1031 => 0.073806822108448
1101 => 0.071919304087057
1102 => 0.072288120590357
1103 => 0.072892249546416
1104 => 0.071748507398095
1105 => 0.071383012479926
1106 => 0.072062537071055
1107 => 0.074252106888246
1108 => 0.07383818139762
1109 => 0.073827372130256
1110 => 0.075598320910877
1111 => 0.074330703778619
1112 => 0.072292772547578
1113 => 0.07177816803473
1114 => 0.069951668693255
1115 => 0.071213238294179
1116 => 0.071258639938187
1117 => 0.07056769116069
1118 => 0.072348839232836
1119 => 0.072332425639786
1120 => 0.074023360645384
1121 => 0.077255793289903
1122 => 0.076299803898569
1123 => 0.075188092247797
1124 => 0.075308966128657
1125 => 0.076634654259524
1126 => 0.075833112953085
1127 => 0.076121352795425
1128 => 0.076634217974001
1129 => 0.076943642269962
1130 => 0.075264444734237
1201 => 0.074872943463357
1202 => 0.07407206926141
1203 => 0.073863136131147
1204 => 0.074515431457844
1205 => 0.074343574685193
1206 => 0.071254824105812
1207 => 0.070932032484621
1208 => 0.070941932042802
1209 => 0.070130257163412
1210 => 0.068892258148049
1211 => 0.072145645643342
1212 => 0.071884353096341
1213 => 0.071595906346889
1214 => 0.071631239427842
1215 => 0.073043424672016
1216 => 0.072224285913331
1217 => 0.074402100557497
1218 => 0.073954407337757
1219 => 0.073495232476232
1220 => 0.073431760523561
1221 => 0.073255017376832
1222 => 0.07264889936347
1223 => 0.07191697544029
1224 => 0.071433695868042
1225 => 0.065893808467392
1226 => 0.06692197934491
1227 => 0.06810479621877
1228 => 0.068513099863786
1229 => 0.067814668225235
1230 => 0.072676477701551
1231 => 0.073564777142436
]
'min_raw' => 0.030661099853554
'max_raw' => 0.080546906971128
'avg_raw' => 0.055604003412341
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.030661'
'max' => '$0.080546'
'avg' => '$0.055604'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.0011887999300929
'max_diff' => -0.01452581955718
'year' => 2027
]
2 => [
'items' => [
101 => 0.070874060193657
102 => 0.070370736913789
103 => 0.072709475491985
104 => 0.07129893023017
105 => 0.071934098675196
106 => 0.070561211915613
107 => 0.073350811819571
108 => 0.073329559742161
109 => 0.07224434237355
110 => 0.073161560662252
111 => 0.073002171412956
112 => 0.071776963676567
113 => 0.073389653090178
114 => 0.073390452964007
115 => 0.072345954841379
116 => 0.07112620970419
117 => 0.070908148082755
118 => 0.07074386794346
119 => 0.071893695831485
120 => 0.07292462792047
121 => 0.074842936948332
122 => 0.075325245415835
123 => 0.077207727473591
124 => 0.076086801064585
125 => 0.07658369322327
126 => 0.07712313995121
127 => 0.077381770550081
128 => 0.076960345868104
129 => 0.079884615364327
130 => 0.080131513307111
131 => 0.080214296051667
201 => 0.079228248830757
202 => 0.080104089550151
203 => 0.079694312682342
204 => 0.080760438253087
205 => 0.080927620355554
206 => 0.08078602306244
207 => 0.080839089300553
208 => 0.078343741162016
209 => 0.078214344197023
210 => 0.07645000739775
211 => 0.077168987684773
212 => 0.075824888499806
213 => 0.076251116197115
214 => 0.076438993304842
215 => 0.076340856965697
216 => 0.077209637751452
217 => 0.076470996603372
218 => 0.074521601169741
219 => 0.072571674624627
220 => 0.072547194885229
221 => 0.072033813644963
222 => 0.071662733038715
223 => 0.07173421632827
224 => 0.071986132764374
225 => 0.071648091197489
226 => 0.071720229504927
227 => 0.072918206063415
228 => 0.073158451718642
229 => 0.072342003112144
301 => 0.069063844144082
302 => 0.068259375710681
303 => 0.068837611667307
304 => 0.068561252123205
305 => 0.055334281449759
306 => 0.058441762011056
307 => 0.056595402581602
308 => 0.057446289953607
309 => 0.055561635088591
310 => 0.056461091173401
311 => 0.056294994477414
312 => 0.061291731262945
313 => 0.061213714090825
314 => 0.061251056782542
315 => 0.05946859281104
316 => 0.062308106316813
317 => 0.06370695277536
318 => 0.063448063524976
319 => 0.063513220371748
320 => 0.062393609869248
321 => 0.061261897059553
322 => 0.060006653384249
323 => 0.062338740980157
324 => 0.062079452649555
325 => 0.06267416679096
326 => 0.06418669229797
327 => 0.064409417424403
328 => 0.064708762252984
329 => 0.064601468440753
330 => 0.06715764234214
331 => 0.066848072816504
401 => 0.067594046304056
402 => 0.066059522243016
403 => 0.064323062609588
404 => 0.06465310681676
405 => 0.064621320905561
406 => 0.064216649773833
407 => 0.063851330770177
408 => 0.063243177557081
409 => 0.065167464313057
410 => 0.065089341784924
411 => 0.066354054707882
412 => 0.066130504413984
413 => 0.064637580839292
414 => 0.064690900896827
415 => 0.065049503908495
416 => 0.066290633026337
417 => 0.066659084651026
418 => 0.066488403178211
419 => 0.066892393564228
420 => 0.06721169109332
421 => 0.066932492417891
422 => 0.070885356884075
423 => 0.069243851964966
424 => 0.070043910041022
425 => 0.070234719177946
426 => 0.069745965586
427 => 0.069851958739139
428 => 0.070012509484739
429 => 0.070987342172965
430 => 0.073545585216979
501 => 0.074678613646623
502 => 0.078087385579847
503 => 0.074584531408058
504 => 0.074376686537756
505 => 0.07499070929798
506 => 0.076992019277937
507 => 0.078613893043204
508 => 0.079151962139285
509 => 0.079223076852885
510 => 0.08023253024729
511 => 0.080811130107772
512 => 0.080109956053949
513 => 0.079515784459318
514 => 0.077387535558642
515 => 0.077633886163924
516 => 0.079330997540181
517 => 0.081728267318505
518 => 0.083785374181716
519 => 0.083065047055632
520 => 0.088560634555955
521 => 0.08910549960915
522 => 0.089030216876395
523 => 0.090271500554365
524 => 0.087807805236619
525 => 0.086754527756434
526 => 0.079644251102211
527 => 0.081641948817632
528 => 0.08454571976767
529 => 0.08416139479385
530 => 0.082052598711913
531 => 0.083783774470788
601 => 0.083211393626033
602 => 0.082759933105671
603 => 0.084828161269375
604 => 0.082554059445252
605 => 0.084523033862377
606 => 0.081997803805982
607 => 0.083068337449268
608 => 0.082460650777453
609 => 0.082853898529395
610 => 0.080554980206915
611 => 0.081795420730637
612 => 0.080503373802938
613 => 0.080502761204465
614 => 0.080474239196924
615 => 0.081994326677549
616 => 0.082043896675719
617 => 0.080920549730813
618 => 0.080758657886074
619 => 0.081357256887023
620 => 0.080656454230239
621 => 0.080984355382549
622 => 0.080666386022104
623 => 0.080594804421609
624 => 0.080024430050255
625 => 0.079778697088306
626 => 0.079875055314445
627 => 0.079546135012564
628 => 0.079347948633113
629 => 0.080434814937773
630 => 0.079854146115254
701 => 0.080345819112758
702 => 0.079785495678024
703 => 0.077843170531933
704 => 0.076726118800701
705 => 0.073057246653373
706 => 0.074097734243133
707 => 0.074787578591607
708 => 0.074559585038552
709 => 0.075049403412307
710 => 0.075079474282316
711 => 0.0749202293359
712 => 0.074735844088493
713 => 0.074646095547198
714 => 0.075315007644406
715 => 0.07570333363138
716 => 0.074856813700903
717 => 0.074658485925265
718 => 0.075514364312624
719 => 0.076036449634488
720 => 0.079891234316731
721 => 0.07960565941668
722 => 0.080322396374565
723 => 0.080241702792332
724 => 0.080992957309346
725 => 0.082220940940817
726 => 0.079724106868413
727 => 0.080157470929356
728 => 0.080051220069451
729 => 0.081211239097428
730 => 0.081214860550214
731 => 0.080519371195693
801 => 0.080896407257805
802 => 0.080685956071377
803 => 0.081066269809435
804 => 0.079601845389783
805 => 0.081385356258072
806 => 0.08239649199349
807 => 0.082410531614157
808 => 0.082889801927876
809 => 0.083376768324079
810 => 0.084311457915756
811 => 0.083350700338671
812 => 0.08162239098536
813 => 0.081747169338264
814 => 0.080733862196781
815 => 0.080750896072898
816 => 0.080659967907216
817 => 0.080932850177182
818 => 0.079661727702539
819 => 0.079960057606655
820 => 0.079542393993876
821 => 0.080156563010231
822 => 0.079495818674408
823 => 0.080051168832069
824 => 0.080290839549966
825 => 0.081175229658748
826 => 0.079365193536266
827 => 0.075674407353851
828 => 0.076450255355852
829 => 0.075302715219348
830 => 0.075408924427975
831 => 0.075623483932471
901 => 0.074928026378896
902 => 0.075060697763732
903 => 0.075055957808272
904 => 0.075015111432844
905 => 0.074834196063314
906 => 0.074571832984481
907 => 0.075617006739456
908 => 0.075794602126973
909 => 0.076189374674011
910 => 0.077363949997217
911 => 0.077246582224036
912 => 0.077438013931637
913 => 0.077020119588786
914 => 0.075428309347989
915 => 0.075514752302495
916 => 0.074436807274659
917 => 0.076161809196098
918 => 0.075753305972188
919 => 0.075489941286263
920 => 0.075418079791652
921 => 0.076595566659896
922 => 0.07694788918572
923 => 0.076728345431112
924 => 0.076278054785296
925 => 0.077142745941742
926 => 0.077374100816816
927 => 0.077425892641306
928 => 0.078957959582445
929 => 0.077511518164175
930 => 0.077859690989943
1001 => 0.080576035986275
1002 => 0.078112685904589
1003 => 0.07941757738212
1004 => 0.079353709734623
1005 => 0.080021248059408
1006 => 0.079298952108007
1007 => 0.079307905831988
1008 => 0.079900634641434
1009 => 0.079068253927771
1010 => 0.078862144757272
1011 => 0.078577406414409
1012 => 0.079199122169106
1013 => 0.079571812646263
1014 => 0.082575424181147
1015 => 0.08451589421401
1016 => 0.084431653292258
1017 => 0.085201457624675
1018 => 0.084854653722321
1019 => 0.083734732439375
1020 => 0.085646301509514
1021 => 0.085041401072275
1022 => 0.085091268329367
1023 => 0.085089412267567
1024 => 0.085491618177017
1025 => 0.085206618428542
1026 => 0.084644854669672
1027 => 0.085017779669227
1028 => 0.086125233594776
1029 => 0.089562804560517
1030 => 0.091486514814704
1031 => 0.089446994787733
1101 => 0.090853828392076
1102 => 0.090010229535538
1103 => 0.089856922528413
1104 => 0.090740517996127
1105 => 0.091625660080739
1106 => 0.091569280356523
1107 => 0.090926712655644
1108 => 0.09056374246597
1109 => 0.093312274346121
1110 => 0.095337345815397
1111 => 0.095199249517444
1112 => 0.095808761665288
1113 => 0.097598308182858
1114 => 0.097761921889098
1115 => 0.09774131032273
1116 => 0.09733577668049
1117 => 0.099097817629019
1118 => 0.10056774318844
1119 => 0.097241907359305
1120 => 0.098508342104653
1121 => 0.099076885463818
1122 => 0.099911675794287
1123 => 0.10132010700889
1124 => 0.10285003687588
1125 => 0.1030663857339
1126 => 0.10291287586589
1127 => 0.10190384599189
1128 => 0.10357791350821
1129 => 0.10455854299755
1130 => 0.10514248541715
1201 => 0.1066232662345
1202 => 0.099080396594049
1203 => 0.093741178557591
1204 => 0.092907382561954
1205 => 0.094602939506489
1206 => 0.095050044350949
1207 => 0.094869816948769
1208 => 0.088860041628268
1209 => 0.092875742338644
1210 => 0.097196298653302
1211 => 0.097362268817367
1212 => 0.099525229647057
1213 => 0.10022957835596
1214 => 0.10197104532962
1215 => 0.10186211609627
1216 => 0.10228613559156
1217 => 0.10218866085259
1218 => 0.10541436171215
1219 => 0.10897278878147
1220 => 0.10884957176716
1221 => 0.10833800577455
1222 => 0.10909776850854
1223 => 0.11277044658829
1224 => 0.11243232524418
1225 => 0.11276078132888
1226 => 0.11709107576797
1227 => 0.12272107451599
1228 => 0.1201053748549
1229 => 0.12578069047216
1230 => 0.12935300081767
1231 => 0.13553094217645
]
'min_raw' => 0.055334281449759
'max_raw' => 0.13553094217645
'avg_raw' => 0.095432611813105
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.055334'
'max' => '$0.13553'
'avg' => '$0.095432'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.024673181596205
'max_diff' => 0.054984035205322
'year' => 2028
]
3 => [
'items' => [
101 => 0.13475743349133
102 => 0.13716246072647
103 => 0.13337269150883
104 => 0.12467061534639
105 => 0.12329347848347
106 => 0.12605054135769
107 => 0.13282851140369
108 => 0.12583707896019
109 => 0.12725143663785
110 => 0.12684410153154
111 => 0.12682239637478
112 => 0.12765079392678
113 => 0.1264491600713
114 => 0.12155348757424
115 => 0.12379714542926
116 => 0.12293076138214
117 => 0.12389207907563
118 => 0.12907991418984
119 => 0.1267862486233
120 => 0.12437005827122
121 => 0.12740049716829
122 => 0.13125928725606
123 => 0.13101781110728
124 => 0.13054924644944
125 => 0.1331905208924
126 => 0.13755313245136
127 => 0.13873232882535
128 => 0.13960278748102
129 => 0.13972280902312
130 => 0.1409591054997
131 => 0.1343112277583
201 => 0.14486158046351
202 => 0.14668333492809
203 => 0.14634092059274
204 => 0.14836572400897
205 => 0.14776997547961
206 => 0.14690682933065
207 => 0.15011657343341
208 => 0.14643686083258
209 => 0.14121397205864
210 => 0.13834859198023
211 => 0.1421219556111
212 => 0.14442621710823
213 => 0.14594918737928
214 => 0.14641003726309
215 => 0.13482728358328
216 => 0.12858482175884
217 => 0.13258616821834
218 => 0.13746808705711
219 => 0.13428410845265
220 => 0.13440891438588
221 => 0.12986939763079
222 => 0.13786973356166
223 => 0.13670415190995
224 => 0.1427511915809
225 => 0.1413080170329
226 => 0.14623914313984
227 => 0.14494061237585
228 => 0.15033074097729
301 => 0.15248100920831
302 => 0.15609164423072
303 => 0.15874764205114
304 => 0.16030729477242
305 => 0.16021365907315
306 => 0.1663937801708
307 => 0.1627495786765
308 => 0.15817160272731
309 => 0.15808880158572
310 => 0.16045980020023
311 => 0.16542876284452
312 => 0.16671714256272
313 => 0.1674371710612
314 => 0.16633442235141
315 => 0.16237890281162
316 => 0.16067092952928
317 => 0.16212617225058
318 => 0.16034653545286
319 => 0.16341868784362
320 => 0.16763740925248
321 => 0.16676625996419
322 => 0.16967838142496
323 => 0.17269212077275
324 => 0.17700190339559
325 => 0.17812864016399
326 => 0.1799910931962
327 => 0.18190816915028
328 => 0.18252388228009
329 => 0.18369946968946
330 => 0.18369327376352
331 => 0.1872359855478
401 => 0.19114370635452
402 => 0.19261878049511
403 => 0.19601063214533
404 => 0.19020220505898
405 => 0.19460796372638
406 => 0.19858206832767
407 => 0.19384397698891
408 => 0.20037433206569
409 => 0.20062789095522
410 => 0.20445632914812
411 => 0.2005754735996
412 => 0.19827103396302
413 => 0.2049238648476
414 => 0.20814296015044
415 => 0.20717334244736
416 => 0.19979450385098
417 => 0.19549970329461
418 => 0.18425938183344
419 => 0.19757402814995
420 => 0.20405920397716
421 => 0.19977770881229
422 => 0.20193704593375
423 => 0.21371768910103
424 => 0.21820299527898
425 => 0.21727008294862
426 => 0.21742772977541
427 => 0.21984791957496
428 => 0.23058037396904
429 => 0.22414923851976
430 => 0.22906560060068
501 => 0.23167322132115
502 => 0.23409532477059
503 => 0.22814740421241
504 => 0.22040924695852
505 => 0.21795824773047
506 => 0.19935199849719
507 => 0.19838346242175
508 => 0.19783979377296
509 => 0.1944120398458
510 => 0.19171876419987
511 => 0.18957697141132
512 => 0.18395626754068
513 => 0.18585309009953
514 => 0.1768948612618
515 => 0.18262601861204
516 => 0.16832846908302
517 => 0.18023589318477
518 => 0.17375522361033
519 => 0.17810681893251
520 => 0.17809163662638
521 => 0.17007896996368
522 => 0.16545743105272
523 => 0.16840245551977
524 => 0.17155975552478
525 => 0.17207201682816
526 => 0.17616553869861
527 => 0.1773079526627
528 => 0.17384638501731
529 => 0.16803218414838
530 => 0.16938269040243
531 => 0.16543006308659
601 => 0.1585032357512
602 => 0.16347820407428
603 => 0.1651768769937
604 => 0.16592710772617
605 => 0.15911536859331
606 => 0.15697497226771
607 => 0.15583544322363
608 => 0.16715287416448
609 => 0.16777286857908
610 => 0.16460088949563
611 => 0.17893853573221
612 => 0.1756934848141
613 => 0.1793190017464
614 => 0.16926014611521
615 => 0.16964440794637
616 => 0.16488238449024
617 => 0.16754879942715
618 => 0.16566426329231
619 => 0.16733337945027
620 => 0.16833384079333
621 => 0.17309508284826
622 => 0.18029025892095
623 => 0.17238391205869
624 => 0.16893900350983
625 => 0.17107620539864
626 => 0.17676785566571
627 => 0.18539099717055
628 => 0.18028592384279
629 => 0.18255146869588
630 => 0.18304638945921
701 => 0.17928209738741
702 => 0.18552979198857
703 => 0.18887798228151
704 => 0.19231253271171
705 => 0.19529465661633
706 => 0.1909406977425
707 => 0.19560005785299
708 => 0.19184543609172
709 => 0.18847715222619
710 => 0.18848226052245
711 => 0.18636928685083
712 => 0.18227513411025
713 => 0.18152010952932
714 => 0.18544784274844
715 => 0.18859751283245
716 => 0.18885693474647
717 => 0.19060075394087
718 => 0.19163272817735
719 => 0.2017474785958
720 => 0.2058157148877
721 => 0.21079027721767
722 => 0.21272814959616
723 => 0.21856045068973
724 => 0.21385039388034
725 => 0.21283134346198
726 => 0.19868408874014
727 => 0.2010007009083
728 => 0.20470982050934
729 => 0.1987452507562
730 => 0.20252839740986
731 => 0.2032752706973
801 => 0.19854257695836
802 => 0.20107051317195
803 => 0.19435706406951
804 => 0.18043659376564
805 => 0.18554528945139
806 => 0.18930700904448
807 => 0.18393857136846
808 => 0.19356128811549
809 => 0.18793989564507
810 => 0.18615818410637
811 => 0.17920709216788
812 => 0.18248773999079
813 => 0.18692486314561
814 => 0.18418323690686
815 => 0.18987252300952
816 => 0.19793006940806
817 => 0.20367235680685
818 => 0.20411317833106
819 => 0.20042127223702
820 => 0.20633757531415
821 => 0.20638066912309
822 => 0.19970705508328
823 => 0.19561950364273
824 => 0.19469080335516
825 => 0.19701087875593
826 => 0.19982787860202
827 => 0.2042695022172
828 => 0.20695348234452
829 => 0.2139518790435
830 => 0.21584544453049
831 => 0.2179258989075
901 => 0.22070602754356
902 => 0.2240442847815
903 => 0.21674036799198
904 => 0.21703056622223
905 => 0.21022926003743
906 => 0.20296108897301
907 => 0.20847672482059
908 => 0.21568768497702
909 => 0.21403348274973
910 => 0.21384735120688
911 => 0.21416037283338
912 => 0.2129131583752
913 => 0.20727205360477
914 => 0.20443912610425
915 => 0.20809432533681
916 => 0.21003690105471
917 => 0.21304966658278
918 => 0.21267827963968
919 => 0.22043884009257
920 => 0.2234543592174
921 => 0.22268286038393
922 => 0.22282483473645
923 => 0.22828428807198
924 => 0.23435632300331
925 => 0.24004358499209
926 => 0.24582891216065
927 => 0.23885447445378
928 => 0.23531328510975
929 => 0.23896688859667
930 => 0.23702823515832
1001 => 0.24816831285706
1002 => 0.24893962766664
1003 => 0.26007889981096
1004 => 0.27065139551577
1005 => 0.26401100038951
1006 => 0.27027259390361
1007 => 0.27704501780432
1008 => 0.29011012229496
1009 => 0.28571025473843
1010 => 0.28234002514484
1011 => 0.27915517446373
1012 => 0.28578234315031
1013 => 0.29430808979399
1014 => 0.29614445396245
1015 => 0.29912006546047
1016 => 0.29599157381077
1017 => 0.29975949741078
1018 => 0.31306192342834
1019 => 0.30946749049463
1020 => 0.30436281789484
1021 => 0.31486380565713
1022 => 0.31866407230674
1023 => 0.34533633386884
1024 => 0.37901116586717
1025 => 0.36506956429899
1026 => 0.35641556231296
1027 => 0.35844945805535
1028 => 0.37074636673613
1029 => 0.37469574352003
1030 => 0.36395997598958
1031 => 0.3677520305763
1101 => 0.3886466241757
1102 => 0.39985590326296
1103 => 0.38463219665543
1104 => 0.34263059390623
1105 => 0.30390319797866
1106 => 0.31417544729602
1107 => 0.31301089300844
1108 => 0.33545952717736
1109 => 0.30938176445792
1110 => 0.30982084710197
1111 => 0.33273369525198
1112 => 0.32662094019122
1113 => 0.3167190598553
1114 => 0.30397549266319
1115 => 0.28041783007127
1116 => 0.25955215135959
1117 => 0.30047455239202
1118 => 0.29870990404695
1119 => 0.29615443173704
1120 => 0.30184135883175
1121 => 0.32945546254121
1122 => 0.32881886807258
1123 => 0.32476917885648
1124 => 0.32784083243457
1125 => 0.31618058413184
1126 => 0.31918569561837
1127 => 0.30389706336128
1128 => 0.31080816365117
1129 => 0.31669781486726
1130 => 0.31788024954667
1201 => 0.32054433525599
1202 => 0.29778001455533
1203 => 0.30800052622458
1204 => 0.31400411929783
1205 => 0.28687966738031
1206 => 0.31346795609519
1207 => 0.29738373837798
1208 => 0.29192451330791
1209 => 0.29927464066654
1210 => 0.29641028888665
1211 => 0.29394768742668
1212 => 0.29257351349915
1213 => 0.29797063582737
1214 => 0.29771885361981
1215 => 0.28888811395453
1216 => 0.27736877404817
1217 => 0.28123504263019
1218 => 0.27983039100788
1219 => 0.27473975232497
1220 => 0.2781702281512
1221 => 0.2630641487366
1222 => 0.23707492424947
1223 => 0.25424420201714
1224 => 0.25358320349967
1225 => 0.25324989807326
1226 => 0.26615213579168
1227 => 0.26491188334033
1228 => 0.26266081299653
1229 => 0.2746984096528
1230 => 0.27030452494474
1231 => 0.28384544228555
]
'min_raw' => 0.12155348757424
'max_raw' => 0.39985590326296
'avg_raw' => 0.2607046954186
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.121553'
'max' => '$0.399855'
'avg' => '$0.2607046'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072434
'min_diff' => 0.06621920612448
'max_diff' => 0.26432496108651
'year' => 2029
]
4 => [
'items' => [
101 => 0.29276436621783
102 => 0.29050223861164
103 => 0.29889052967885
104 => 0.28132411364955
105 => 0.2871589724122
106 => 0.28836152871642
107 => 0.27454986757861
108 => 0.26511480397983
109 => 0.26448559280539
110 => 0.24812649275696
111 => 0.25686539195679
112 => 0.26455526161242
113 => 0.26087241080537
114 => 0.25970653026189
115 => 0.26566276110987
116 => 0.26612561125842
117 => 0.2555725788207
118 => 0.25776688843558
119 => 0.26691752430323
120 => 0.25753631588983
121 => 0.23931016035428
122 => 0.23478982178515
123 => 0.23418672529365
124 => 0.22192720858159
125 => 0.23509189242317
126 => 0.22934515513473
127 => 0.24749902937244
128 => 0.23712963376904
129 => 0.23668262984963
130 => 0.23600691786421
131 => 0.22545464539589
201 => 0.22776492243455
202 => 0.2354446351762
203 => 0.23818484320057
204 => 0.23789901705377
205 => 0.23540700039411
206 => 0.23654783285971
207 => 0.23287281399563
208 => 0.23157508834582
209 => 0.22747910922746
210 => 0.22145915146658
211 => 0.22229626351577
212 => 0.21036915198384
213 => 0.20387062860152
214 => 0.20207192297845
215 => 0.19966661864621
216 => 0.20234360850305
217 => 0.21033536397543
218 => 0.20069561133023
219 => 0.18416893157007
220 => 0.18516221318375
221 => 0.18739382206173
222 => 0.18323523368119
223 => 0.17929947878288
224 => 0.18272129834907
225 => 0.17571872626732
226 => 0.18824004944262
227 => 0.18790138274133
228 => 0.19256855770766
301 => 0.19548703799417
302 => 0.18876088580297
303 => 0.18706927671633
304 => 0.18803289413143
305 => 0.17210644474423
306 => 0.19126702701215
307 => 0.19143272852326
308 => 0.1900138915848
309 => 0.20021631012586
310 => 0.22174659546164
311 => 0.2136460360646
312 => 0.21050925462536
313 => 0.2045462308164
314 => 0.21249160599252
315 => 0.21188152514615
316 => 0.2091225081926
317 => 0.20745384613043
318 => 0.21052840714395
319 => 0.2070728739962
320 => 0.20645216529116
321 => 0.20269134587637
322 => 0.20134890445167
323 => 0.20035501426496
324 => 0.19926083882702
325 => 0.20167431719158
326 => 0.19620505769796
327 => 0.18960966690677
328 => 0.1890613315256
329 => 0.19057533372315
330 => 0.18990550045495
331 => 0.18905812462162
401 => 0.18744025338672
402 => 0.18696026555168
403 => 0.18851999315858
404 => 0.18675915162816
405 => 0.1893573692243
406 => 0.18865079780408
407 => 0.18470394728769
408 => 0.17978471023305
409 => 0.17974091870481
410 => 0.17868107715056
411 => 0.17733120958297
412 => 0.17695570730645
413 => 0.18243312224944
414 => 0.1937712072562
415 => 0.19154526987199
416 => 0.19315373775532
417 => 0.20106580778211
418 => 0.20358081691939
419 => 0.20179572300501
420 => 0.19935217635521
421 => 0.19945968000659
422 => 0.20781001862083
423 => 0.20833081899747
424 => 0.20964671353266
425 => 0.21133800988213
426 => 0.20208375808669
427 => 0.19902380557924
428 => 0.19757383032151
429 => 0.19310846773875
430 => 0.19792397845301
501 => 0.19511818658053
502 => 0.19549678376363
503 => 0.19525022185147
504 => 0.19538486132795
505 => 0.18823654947761
506 => 0.19084101861167
507 => 0.1865105835312
508 => 0.18071261707262
509 => 0.18069318025602
510 => 0.18211222433278
511 => 0.18126812138872
512 => 0.17899666207013
513 => 0.17931931214535
514 => 0.17649255797805
515 => 0.17966253128129
516 => 0.17975343477292
517 => 0.17853282238156
518 => 0.18341660362723
519 => 0.18541749278836
520 => 0.18461405956432
521 => 0.18536112177158
522 => 0.19163776761981
523 => 0.19266113476233
524 => 0.1931156468472
525 => 0.19250666086478
526 => 0.18547584733548
527 => 0.18578769381283
528 => 0.18349957127541
529 => 0.1815663488477
530 => 0.18164366760639
531 => 0.18263759523556
601 => 0.18697813548522
602 => 0.19611254655179
603 => 0.1964591907746
604 => 0.19687933368497
605 => 0.19517040132159
606 => 0.19465497096851
607 => 0.19533495664808
608 => 0.19876536118017
609 => 0.20758929298245
610 => 0.20447032615293
611 => 0.20193455757093
612 => 0.20415911025565
613 => 0.20381665780646
614 => 0.20092601450331
615 => 0.20084488377338
616 => 0.19529681508007
617 => 0.19324582040756
618 => 0.19153185574493
619 => 0.18966025107751
620 => 0.18855070109391
621 => 0.19025547415017
622 => 0.19064537591842
623 => 0.18691785983657
624 => 0.18640981316826
625 => 0.18945378326472
626 => 0.18811424551591
627 => 0.1894919933095
628 => 0.18981164261571
629 => 0.18976017171526
630 => 0.18836154046058
701 => 0.18925298631453
702 => 0.18714445111713
703 => 0.18485173578171
704 => 0.18338912623892
705 => 0.18211280542584
706 => 0.18282098239314
707 => 0.18029646081271
708 => 0.17948881555056
709 => 0.18895098451738
710 => 0.19594079046863
711 => 0.19583915592183
712 => 0.19522048175648
713 => 0.19430125744024
714 => 0.19869811419594
715 => 0.19716633722018
716 => 0.1982808329543
717 => 0.19856451889387
718 => 0.19942315079221
719 => 0.19973003789396
720 => 0.19880241192567
721 => 0.19568918587612
722 => 0.18793132255727
723 => 0.1843200162404
724 => 0.18312822500476
725 => 0.18317154435264
726 => 0.18197660335199
727 => 0.18232856703018
728 => 0.18185420474826
729 => 0.18095587734685
730 => 0.18276551320752
731 => 0.18297405688254
801 => 0.18255166624912
802 => 0.18265115453405
803 => 0.17915394049474
804 => 0.1794198260826
805 => 0.17793934134229
806 => 0.177661768301
807 => 0.17391923179806
808 => 0.16728878589375
809 => 0.17096269655769
810 => 0.16652512910567
811 => 0.16484455507147
812 => 0.17280013116649
813 => 0.17200161197988
814 => 0.17063489424036
815 => 0.16861323385466
816 => 0.16786338035216
817 => 0.16330750784573
818 => 0.16303832259342
819 => 0.16529633602651
820 => 0.16425434052064
821 => 0.16279098419583
822 => 0.15749085592544
823 => 0.15153175693736
824 => 0.15171162467825
825 => 0.15360710319338
826 => 0.15911846261623
827 => 0.15696507914224
828 => 0.15540277472463
829 => 0.15511020206991
830 => 0.15877236138607
831 => 0.16395508406453
901 => 0.16638670158838
902 => 0.16397704247157
903 => 0.16120895582343
904 => 0.16137743643163
905 => 0.1624982624373
906 => 0.16261604540286
907 => 0.16081430555883
908 => 0.16132148477118
909 => 0.16055103317019
910 => 0.15582277311706
911 => 0.15573725388618
912 => 0.15457686261565
913 => 0.15454172642915
914 => 0.15256761140481
915 => 0.15229141906649
916 => 0.14837169386545
917 => 0.15095166886279
918 => 0.14922115708934
919 => 0.14661286766029
920 => 0.14616319757959
921 => 0.14614967995398
922 => 0.14882780999477
923 => 0.15092037335398
924 => 0.14925126008254
925 => 0.14887123534503
926 => 0.15292890531582
927 => 0.15241252982555
928 => 0.15196535198125
929 => 0.16349102809327
930 => 0.15436755609088
1001 => 0.15038920154826
1002 => 0.14546523233273
1003 => 0.14706850153812
1004 => 0.14740633391662
1005 => 0.13556507556544
1006 => 0.1307610785271
1007 => 0.12911252777835
1008 => 0.12816376351535
1009 => 0.12859612730383
1010 => 0.12427196651667
1011 => 0.12717787408066
1012 => 0.1234335163512
1013 => 0.12280576259266
1014 => 0.12950113804986
1015 => 0.13043276043091
1016 => 0.12645816992095
1017 => 0.1290105004561
1018 => 0.128084989924
1019 => 0.12349770261751
1020 => 0.1233225019842
1021 => 0.12102076246475
1022 => 0.1174189858214
1023 => 0.11577287724682
1024 => 0.11491556960901
1025 => 0.11526931144896
1026 => 0.11509044875
1027 => 0.1139232486519
1028 => 0.11515735129335
1029 => 0.11200472901086
1030 => 0.11074932941557
1031 => 0.11018229454343
1101 => 0.10738416080956
1102 => 0.11183723591587
1103 => 0.11271454781018
1104 => 0.11359358827993
1105 => 0.12124503542271
1106 => 0.12086279074622
1107 => 0.12431809646097
1108 => 0.12418382963479
1109 => 0.12319832047271
1110 => 0.11904061942625
1111 => 0.12069780495947
1112 => 0.11559724547203
1113 => 0.11941893144435
1114 => 0.117674873564
1115 => 0.11882926372064
1116 => 0.11675356613184
1117 => 0.11790234288094
1118 => 0.11292259100644
1119 => 0.10827256877304
1120 => 0.11014387346237
1121 => 0.11217819566932
1122 => 0.11658912454966
1123 => 0.1139620116979
1124 => 0.11490682082153
1125 => 0.11174186841652
1126 => 0.10521166758102
1127 => 0.10524862780858
1128 => 0.10424409867819
1129 => 0.10337603884589
1130 => 0.11426376721153
1201 => 0.11290970607975
1202 => 0.11075218688139
1203 => 0.1136401120648
1204 => 0.11440372532083
1205 => 0.11442546431671
1206 => 0.11653241998239
1207 => 0.11765690259885
1208 => 0.11785509753379
1209 => 0.12117043779752
1210 => 0.12228169612352
1211 => 0.12685881189718
1212 => 0.11756149810517
1213 => 0.11737002604589
1214 => 0.11368075109453
1215 => 0.11134095459524
1216 => 0.11384095896261
1217 => 0.11605562154748
1218 => 0.11374956683438
1219 => 0.11405068889644
1220 => 0.11095499885571
1221 => 0.11206156237952
1222 => 0.11301468395642
1223 => 0.11248842624355
1224 => 0.11170059297622
1225 => 0.1158740444712
1226 => 0.11563856198196
1227 => 0.11952497596132
1228 => 0.12255471357836
1229 => 0.12798454501847
1230 => 0.1223182328472
1231 => 0.12211172991013
]
'min_raw' => 0.10337603884589
'max_raw' => 0.29889052967885
'avg_raw' => 0.20113328426237
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.103376'
'max' => '$0.29889'
'avg' => '$0.201133'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.018177448728352
'max_diff' => -0.10096537358411
'year' => 2030
]
5 => [
'items' => [
101 => 0.12413032924412
102 => 0.12228138708648
103 => 0.1234498547068
104 => 0.1277962868204
105 => 0.12788812008194
106 => 0.12634979463063
107 => 0.12625618738712
108 => 0.12655163961748
109 => 0.12828211255898
110 => 0.12767743214116
111 => 0.1283771836293
112 => 0.1292522335802
113 => 0.13287181119059
114 => 0.13374447909844
115 => 0.13162434850881
116 => 0.13181577256296
117 => 0.13102278552355
118 => 0.13025676997958
119 => 0.13197866105484
120 => 0.13512545083872
121 => 0.13510587482279
122 => 0.1358358688878
123 => 0.1362906491427
124 => 0.13433839936917
125 => 0.13306755655281
126 => 0.13355487855443
127 => 0.13433411704752
128 => 0.13330218201344
129 => 0.1269326009443
130 => 0.12886472495026
131 => 0.12854312503963
201 => 0.12808512765901
202 => 0.13002789328768
203 => 0.12984050880339
204 => 0.12422761599776
205 => 0.12458693518419
206 => 0.12424946738759
207 => 0.12533989487782
208 => 0.12222250042353
209 => 0.1231813899617
210 => 0.12378279649101
211 => 0.12413702955699
212 => 0.12541676229122
213 => 0.12526660042548
214 => 0.12540742801881
215 => 0.12730493382675
216 => 0.13690186705794
217 => 0.13742420695928
218 => 0.13485201424826
219 => 0.13587955450206
220 => 0.13390690191313
221 => 0.1352311568117
222 => 0.13613717838087
223 => 0.1320430411277
224 => 0.1318006128903
225 => 0.12981981846242
226 => 0.13088418519003
227 => 0.12919070119573
228 => 0.12960622293237
301 => 0.12844438793217
302 => 0.13053545961349
303 => 0.13287360267289
304 => 0.13346430994576
305 => 0.13191041342631
306 => 0.13078528993945
307 => 0.12880994373525
308 => 0.1320949884963
309 => 0.13305563569435
310 => 0.13208994262552
311 => 0.13186617044067
312 => 0.13144212255471
313 => 0.13195613420428
314 => 0.1330504038034
315 => 0.13253436646844
316 => 0.13287521821959
317 => 0.13157624282901
318 => 0.13433904564508
319 => 0.1387270414217
320 => 0.13874114954563
321 => 0.13822510942903
322 => 0.13801395693156
323 => 0.13854344540712
324 => 0.13883067118436
325 => 0.14054293982273
326 => 0.1423802722915
327 => 0.15095430123228
328 => 0.14854674821524
329 => 0.15615413676277
330 => 0.16217059340809
331 => 0.16397466568826
401 => 0.16231500407866
402 => 0.1566373913654
403 => 0.1563588205992
404 => 0.16484357101908
405 => 0.16244624039927
406 => 0.16216108555029
407 => 0.15912751973384
408 => 0.1609207328458
409 => 0.16052853083336
410 => 0.15990942076955
411 => 0.16333074647087
412 => 0.16973516275988
413 => 0.168736974421
414 => 0.16799187313065
415 => 0.16472705617207
416 => 0.1666932052044
417 => 0.16599309719309
418 => 0.1690012055092
419 => 0.1672192687805
420 => 0.16242807826199
421 => 0.16319109114403
422 => 0.16307576328188
423 => 0.16544920251275
424 => 0.16473675496802
425 => 0.1629366464644
426 => 0.16971327316125
427 => 0.16927323671713
428 => 0.16989710778855
429 => 0.17017175512805
430 => 0.17429656838086
501 => 0.17598637239124
502 => 0.17636998748578
503 => 0.1779751706015
504 => 0.17633004906757
505 => 0.18291170815507
506 => 0.18728812739781
507 => 0.19237156355672
508 => 0.19979983008373
509 => 0.20259292701319
510 => 0.20208837905292
511 => 0.20772040595606
512 => 0.21784103310807
513 => 0.20413404716015
514 => 0.21856753664647
515 => 0.21399806051775
516 => 0.20316391481792
517 => 0.20246632356104
518 => 0.20980333281598
519 => 0.22607611318248
520 => 0.22199996626502
521 => 0.2260827802986
522 => 0.22131996085699
523 => 0.22108344672752
524 => 0.22585146078913
525 => 0.236992185535
526 => 0.23169964481206
527 => 0.2241114899015
528 => 0.22971446540269
529 => 0.22486064949266
530 => 0.21392364374982
531 => 0.22199684931229
601 => 0.21659852666432
602 => 0.21817404420362
603 => 0.22952051546976
604 => 0.22815527802797
605 => 0.22992202169522
606 => 0.22680376536626
607 => 0.22389082225112
608 => 0.21845359760872
609 => 0.21684390344404
610 => 0.21728876500043
611 => 0.21684368299275
612 => 0.213801605776
613 => 0.21314466949068
614 => 0.21204974690078
615 => 0.21238910919522
616 => 0.2103303343953
617 => 0.21421566780733
618 => 0.21493681992604
619 => 0.2177642415734
620 => 0.21805779386843
621 => 0.22593212291049
622 => 0.22159507479685
623 => 0.2245047411142
624 => 0.22424447317194
625 => 0.20339872360724
626 => 0.20627108397365
627 => 0.21073957530744
628 => 0.20872652601846
629 => 0.20588054530484
630 => 0.20358226328675
701 => 0.20010013101795
702 => 0.20500116531786
703 => 0.21144550425535
704 => 0.21822123293867
705 => 0.22636182698834
706 => 0.22454494116342
707 => 0.21806905019539
708 => 0.21835955393357
709 => 0.22015533373402
710 => 0.21782963572864
711 => 0.21714374198384
712 => 0.2200611024661
713 => 0.22008119272439
714 => 0.21740519609921
715 => 0.21443131555253
716 => 0.21441885488445
717 => 0.21388968156545
718 => 0.22141409961488
719 => 0.2255517687376
720 => 0.22602614583433
721 => 0.22551983937935
722 => 0.22571469663928
723 => 0.22330707814409
724 => 0.22881018006701
725 => 0.23386037059186
726 => 0.23250681164962
727 => 0.23047763437545
728 => 0.22886129693816
729 => 0.23212605391733
730 => 0.23198067942825
731 => 0.23381626158331
801 => 0.23373298897392
802 => 0.23311575173491
803 => 0.2325068336931
804 => 0.23492112489991
805 => 0.23422584780468
806 => 0.23352949075208
807 => 0.23213284007616
808 => 0.23232266809893
809 => 0.23029384119083
810 => 0.22935521303034
811 => 0.21524049758046
812 => 0.21146858440062
813 => 0.21265530507137
814 => 0.21304600432937
815 => 0.21140446287966
816 => 0.21375801164114
817 => 0.21339121355969
818 => 0.21481821032492
819 => 0.213926684699
820 => 0.21396327322166
821 => 0.21658505999418
822 => 0.21734617584812
823 => 0.21695906618185
824 => 0.21723018452276
825 => 0.22347799225722
826 => 0.22258975379103
827 => 0.22211789480911
828 => 0.22224860297184
829 => 0.2238450518025
830 => 0.22429197031222
831 => 0.22239834518216
901 => 0.22329138974041
902 => 0.22709386012521
903 => 0.2284245095587
904 => 0.23267130380245
905 => 0.23086719012696
906 => 0.23417871885854
907 => 0.24435722919608
908 => 0.25248852755304
909 => 0.24501064954386
910 => 0.25994274346183
911 => 0.27156952045862
912 => 0.27112326539207
913 => 0.26909586789048
914 => 0.25585909139349
915 => 0.24367841231175
916 => 0.25386806758258
917 => 0.25389404310939
918 => 0.25301874268487
919 => 0.24758232692266
920 => 0.25282956720046
921 => 0.25324607407853
922 => 0.25301294098493
923 => 0.24884485376639
924 => 0.24248095497498
925 => 0.2437244455658
926 => 0.24576130852009
927 => 0.2419051020135
928 => 0.24067281037885
929 => 0.24296387498073
930 => 0.25034616249027
1001 => 0.24895058379928
1002 => 0.24891413959968
1003 => 0.25488501705724
1004 => 0.25061115739363
1005 => 0.24374012996436
1006 => 0.24200510492075
1007 => 0.23584693486885
1008 => 0.24010040485835
1009 => 0.24025347967096
1010 => 0.23792389762713
1011 => 0.24392916270816
1012 => 0.24387382313323
1013 => 0.24957492856191
1014 => 0.26047330090415
1015 => 0.25725011592622
1016 => 0.25350190247841
1017 => 0.25390943720687
1018 => 0.25837908729669
1019 => 0.2556766348202
1020 => 0.25664845557291
1021 => 0.25837761632958
1022 => 0.25942086194673
1023 => 0.25375933021721
1024 => 0.25243935634869
1025 => 0.24973915306157
1026 => 0.24903472042564
1027 => 0.25123397966141
1028 => 0.25065455255376
1029 => 0.2402406143257
1030 => 0.23915229983826
1031 => 0.23918567688983
1101 => 0.23644905836464
1102 => 0.23227505825001
1103 => 0.24324408133465
1104 => 0.24236311526958
1105 => 0.24139059691509
1106 => 0.2415097248644
1107 => 0.24627100601076
1108 => 0.24350922249541
1109 => 0.25085187661838
1110 => 0.24934244767108
1111 => 0.24779430756689
1112 => 0.24758030744698
1113 => 0.24698440558798
1114 => 0.24494083638812
1115 => 0.24247310377982
1116 => 0.24084369296048
1117 => 0.2221655758066
1118 => 0.22563212570476
1119 => 0.22962007537661
1120 => 0.23099669962263
1121 => 0.22864188859032
1122 => 0.24503381868042
1123 => 0.24802878226445
1124 => 0.23895684221178
1125 => 0.2372598526328
1126 => 0.2451450730347
1127 => 0.24038932120336
1128 => 0.24253083596181
1129 => 0.23790205239998
1130 => 0.24730738323982
1201 => 0.24723573037706
1202 => 0.24357684425133
1203 => 0.24666930974983
1204 => 0.24613191776763
1205 => 0.24200104434312
1206 => 0.24743833929549
1207 => 0.24744103612595
1208 => 0.24391943778098
1209 => 0.23980698189106
1210 => 0.23907177190981
1211 => 0.23851788995051
1212 => 0.24239461495341
1213 => 0.2458704744688
1214 => 0.25233818728829
1215 => 0.25396432396018
1216 => 0.26031124364861
1217 => 0.25653196200006
1218 => 0.25820726860497
1219 => 0.26002605091119
1220 => 0.26089804203229
1221 => 0.25947717929407
1222 => 0.26933655806657
1223 => 0.27016899171852
1224 => 0.2704480995215
1225 => 0.26712357247259
1226 => 0.27007653060727
1227 => 0.26869493928775
1228 => 0.27228945608402
1229 => 0.27285312221477
1230 => 0.27237571705503
1231 => 0.2725546335818
]
'min_raw' => 0.12222250042353
'max_raw' => 0.27285312221477
'avg_raw' => 0.19753781131915
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.122222'
'max' => '$0.272853'
'avg' => '$0.197537'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.018846461577645
'max_diff' => -0.026037407464076
'year' => 2031
]
6 => [
'items' => [
101 => 0.26414139311307
102 => 0.26370512221139
103 => 0.25775653751058
104 => 0.26018062974588
105 => 0.25564890550175
106 => 0.2570859619415
107 => 0.25771940272736
108 => 0.25738852920828
109 => 0.26031768428378
110 => 0.25782730408275
111 => 0.25125478127582
112 => 0.24468046778945
113 => 0.24459793263895
114 => 0.24286703194426
115 => 0.24161590777227
116 => 0.24185691867381
117 => 0.24270627252638
118 => 0.24156654178232
119 => 0.24180976112238
120 => 0.24584882272937
121 => 0.24665882772939
122 => 0.24390611424996
123 => 0.23285357241539
124 => 0.23014125092598
125 => 0.2320908138249
126 => 0.23115904832715
127 => 0.18656339322402
128 => 0.1970404808938
129 => 0.1908153511687
130 => 0.19368417735047
131 => 0.18732993189067
201 => 0.19036251087862
202 => 0.1898025042716
203 => 0.20664935120504
204 => 0.20638631086226
205 => 0.20651221435456
206 => 0.20050251262698
207 => 0.2100761306602
208 => 0.21479243915953
209 => 0.21391957597679
210 => 0.21413925683479
211 => 0.2103644118569
212 => 0.20654876310535
213 => 0.20231662141575
214 => 0.21017941756651
215 => 0.20930520885695
216 => 0.21131032910631
217 => 0.21640991445435
218 => 0.21716084776829
219 => 0.21817010975744
220 => 0.21780836117849
221 => 0.22642667995338
222 => 0.22538294468424
223 => 0.22789804637973
224 => 0.22272429137089
225 => 0.21686969648104
226 => 0.21798246356848
227 => 0.21787529514965
228 => 0.21651091817579
229 => 0.21527921964921
301 => 0.21322878863135
302 => 0.21971665577853
303 => 0.2194532602206
304 => 0.22371732813978
305 => 0.22296361271612
306 => 0.21793011665145
307 => 0.21810988894812
308 => 0.21931894403882
309 => 0.22350349751249
310 => 0.2247457578896
311 => 0.22417029338741
312 => 0.22553237517957
313 => 0.22660890909155
314 => 0.22566757126431
315 => 0.23899492979223
316 => 0.23346048135125
317 => 0.23615793301294
318 => 0.23680125933995
319 => 0.23515339248101
320 => 0.23551075579703
321 => 0.23605206384511
322 => 0.23933878031411
323 => 0.24796407534783
324 => 0.25178415980389
325 => 0.26327707236961
326 => 0.25146695496796
327 => 0.25076619147647
328 => 0.25283641208227
329 => 0.25958396840669
330 => 0.2650522290419
331 => 0.26686636656612
401 => 0.26710613478809
402 => 0.27050957738512
403 => 0.27246036721129
404 => 0.27009630993441
405 => 0.26809301891938
406 => 0.26091747916115
407 => 0.26174806742651
408 => 0.2674699969201
409 => 0.27555255934975
410 => 0.28248823876168
411 => 0.28005960556445
412 => 0.29858836251146
413 => 0.30042541307957
414 => 0.30017159209001
415 => 0.30435666667394
416 => 0.29605014590045
417 => 0.29249894733852
418 => 0.26852615317515
419 => 0.27526153049749
420 => 0.28505179699035
421 => 0.28375601850841
422 => 0.27664606528672
423 => 0.28248284522459
424 => 0.28055302324415
425 => 0.27903089257978
426 => 0.28600406823279
427 => 0.27833677516004
428 => 0.28497530987678
429 => 0.27646132043571
430 => 0.28007069935632
501 => 0.27802184131497
502 => 0.27934770356632
503 => 0.27159673993673
504 => 0.27577897176725
505 => 0.27142274534268
506 => 0.27142067992415
507 => 0.27132451598439
508 => 0.27644959705443
509 => 0.27661672576413
510 => 0.2728292831098
511 => 0.27228345345234
512 => 0.27430167177688
513 => 0.27193886669106
514 => 0.2730444083194
515 => 0.27197235242075
516 => 0.27173101005701
517 => 0.26980795304172
518 => 0.26897944720398
519 => 0.26930432569093
520 => 0.26819534792865
521 => 0.2675271487134
522 => 0.27119159434215
523 => 0.26923382886602
524 => 0.27089153870462
525 => 0.26900236912388
526 => 0.26245368428502
527 => 0.25868746638311
528 => 0.24631760778592
529 => 0.24982568433932
530 => 0.2521515427236
531 => 0.25138284654147
601 => 0.25303430338661
602 => 0.25313568942433
603 => 0.25259878396936
604 => 0.25197711623436
605 => 0.25167452276134
606 => 0.25392980659903
607 => 0.25523907477617
608 => 0.25238497372843
609 => 0.25171629778606
610 => 0.25460195152456
611 => 0.25636219863806
612 => 0.26935887432672
613 => 0.26839603861299
614 => 0.27081256730748
615 => 0.27054050326113
616 => 0.27307341031616
617 => 0.27721364286475
618 => 0.26879539246625
619 => 0.27025650965423
620 => 0.26989827746186
621 => 0.27380936260463
622 => 0.27382157258554
623 => 0.27147668166925
624 => 0.27274788507648
625 => 0.27203833420821
626 => 0.27332058852873
627 => 0.26838317935502
628 => 0.27439641076821
629 => 0.27780552549542
630 => 0.27785286105671
701 => 0.279468754381
702 => 0.2811105955847
703 => 0.28426196680099
704 => 0.28102270555189
705 => 0.2751955899005
706 => 0.27561628882906
707 => 0.27219985305471
708 => 0.2722572839573
709 => 0.2719507132983
710 => 0.27287075492352
711 => 0.26858507675333
712 => 0.26959091685378
713 => 0.26818273482296
714 => 0.27025344854151
715 => 0.26802570288159
716 => 0.26989810471145
717 => 0.27070617127012
718 => 0.27368795426802
719 => 0.26758529110838
720 => 0.25514154781191
721 => 0.25775737351863
722 => 0.25388836182972
723 => 0.25424645359189
724 => 0.25496985594137
725 => 0.2526250722442
726 => 0.25307238308099
727 => 0.25305640199022
728 => 0.25291868558366
729 => 0.25230871678419
730 => 0.2514241413463
731 => 0.25494801763289
801 => 0.25554679288122
802 => 0.2568777960857
803 => 0.26083795879412
804 => 0.26044224515248
805 => 0.26108767052
806 => 0.25967871056662
807 => 0.25431181120313
808 => 0.2546032596595
809 => 0.25096889273843
810 => 0.25678485715236
811 => 0.25540756001216
812 => 0.25451960758603
813 => 0.25427732153974
814 => 0.25824730072553
815 => 0.25943518071972
816 => 0.258694973623
817 => 0.25717678727234
818 => 0.26009215387711
819 => 0.2608721829911
820 => 0.26104680274336
821 => 0.26621227340091
822 => 0.2613354951719
823 => 0.26250938416263
824 => 0.27166773096691
825 => 0.26336237418089
826 => 0.26776190690201
827 => 0.26754657266937
828 => 0.26979722473742
829 => 0.26736195350818
830 => 0.26739214161371
831 => 0.26939056817776
901 => 0.26658413848668
902 => 0.26588922702826
903 => 0.2649292118255
904 => 0.26702536989927
905 => 0.26828192186342
906 => 0.27840880785875
907 => 0.28495123805384
908 => 0.28466721390463
909 => 0.2872626629574
910 => 0.28609338938754
911 => 0.28231749659168
912 => 0.28876248517314
913 => 0.28672302111619
914 => 0.2868911520551
915 => 0.28688489421316
916 => 0.28824095951799
917 => 0.28728006296795
918 => 0.28538603723383
919 => 0.28664337990662
920 => 0.29037723813658
921 => 0.30196724865111
922 => 0.30845317208226
923 => 0.30157678791659
924 => 0.30632002563562
925 => 0.30347577319261
926 => 0.30295888791454
927 => 0.3059379917246
928 => 0.30892231006151
929 => 0.30873222188501
930 => 0.30656576001886
1001 => 0.3053419806826
1002 => 0.3146088478129
1003 => 0.32143651765754
1004 => 0.32097091634741
1005 => 0.32302592910865
1006 => 0.32905951013478
1007 => 0.32961114516851
1008 => 0.32954165183345
1009 => 0.32817436684519
1010 => 0.33411521092492
1011 => 0.33907116757544
1012 => 0.32785787987506
1013 => 0.33212775303865
1014 => 0.33404463666851
1015 => 0.33685919055088
1016 => 0.34160781472445
1017 => 0.3467660800873
1018 => 0.34749551536711
1019 => 0.34697794612939
1020 => 0.34357593146098
1021 => 0.34922016697191
1022 => 0.35252642776061
1023 => 0.35449523039784
1024 => 0.35948778630835
1025 => 0.33405647468922
1026 => 0.316054928307
1027 => 0.31324372689394
1028 => 0.31896041551244
1029 => 0.3204678607114
1030 => 0.31986021144188
1031 => 0.29959783435969
1101 => 0.313137049672
1102 => 0.32770410693847
1103 => 0.32826368693429
1104 => 0.33555626038469
1105 => 0.33793102123283
1106 => 0.34380249871985
1107 => 0.34343523620441
1108 => 0.34486484753689
1109 => 0.34453620464897
1110 => 0.35541188030823
1111 => 0.36740936561387
1112 => 0.3669939308474
1113 => 0.36526915038691
1114 => 0.36783074348951
1115 => 0.38021343405358
1116 => 0.37907343433501
1117 => 0.38018084695666
1118 => 0.39478073698956
1119 => 0.41376267084247
1120 => 0.40494365681279
1121 => 0.42407837965427
1122 => 0.4361226733949
1123 => 0.45695203401611
1124 => 0.45434409547957
1125 => 0.4624528127165
1126 => 0.44967534120597
1127 => 0.42033568386474
1128 => 0.4156925707828
1129 => 0.4249882007552
1130 => 0.44784059998805
1201 => 0.42426849737858
1202 => 0.4290371030361
1203 => 0.42766374428593
1204 => 0.42759056383454
1205 => 0.43038356401797
1206 => 0.4263321715788
1207 => 0.40982606995004
1208 => 0.41739071905543
1209 => 0.41446964475155
1210 => 0.41771079447222
1211 => 0.43520194276285
1212 => 0.42746868916667
1213 => 0.4193223347016
1214 => 0.42953967102157
1215 => 0.44254985121458
1216 => 0.44173569751964
1217 => 0.44015589906162
1218 => 0.44906114025393
1219 => 0.46376998971277
1220 => 0.46774573261655
1221 => 0.47068054474764
1222 => 0.47108520575646
1223 => 0.47525346564271
1224 => 0.45283968169757
1225 => 0.48841093244531
1226 => 0.49455310481347
1227 => 0.49339863097522
1228 => 0.5002253970603
1229 => 0.49821678929973
1230 => 0.49530663179556
1231 => 0.50612850813522
]
'min_raw' => 0.18656339322402
'max_raw' => 0.50612850813522
'avg_raw' => 0.34634595067962
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.186563'
'max' => '$0.506128'
'avg' => '$0.346345'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.064340892800489
'max_diff' => 0.23327538592045
'year' => 2032
]
7 => [
'items' => [
101 => 0.49372210019219
102 => 0.4761127660404
103 => 0.46645193705159
104 => 0.4791740959809
105 => 0.48694307449687
106 => 0.49207787509609
107 => 0.49363166265488
108 => 0.45457959994137
109 => 0.43353270406548
110 => 0.44702352301878
111 => 0.46348325322838
112 => 0.45274824706518
113 => 0.45316903898273
114 => 0.437863741304
115 => 0.46483743246054
116 => 0.46090759254348
117 => 0.48129560898494
118 => 0.47642984523713
119 => 0.4930554811869
120 => 0.48867739405559
121 => 0.50685058896211
122 => 0.51410036842992
123 => 0.52627387649447
124 => 0.53522875858184
125 => 0.54048723662314
126 => 0.54017153732559
127 => 0.56100824708859
128 => 0.54872156732054
129 => 0.53328660178379
130 => 0.53300743195392
131 => 0.54100141932056
201 => 0.55775462379769
202 => 0.5620984859694
203 => 0.56452611232281
204 => 0.56080811805629
205 => 0.54747180776234
206 => 0.54171325659405
207 => 0.54661970903072
208 => 0.54061953931693
209 => 0.55097751559321
210 => 0.5652012293649
211 => 0.56226408871771
212 => 0.57208250954054
213 => 0.58224354216417
214 => 0.5967742751765
215 => 0.60057314685741
216 => 0.6068525372878
217 => 0.61331609271298
218 => 0.61539201251784
219 => 0.61935558754541
220 => 0.61933469754854
221 => 0.63127919767348
222 => 0.64445435120167
223 => 0.64942766665306
224 => 0.66086353130331
225 => 0.64128001385025
226 => 0.65613433679763
227 => 0.66953330792399
228 => 0.65355850217241
301 => 0.67557605024859
302 => 0.67643094174756
303 => 0.68933878840794
304 => 0.67625421297344
305 => 0.66848463384787
306 => 0.69091511766104
307 => 0.70176852222462
308 => 0.69849938844214
309 => 0.67362111894038
310 => 0.65914089901119
311 => 0.62124337043066
312 => 0.6661346300857
313 => 0.68799985316767
314 => 0.67356449329485
315 => 0.68084484915996
316 => 0.72056411009669
317 => 0.7356866330297
318 => 0.73254125397405
319 => 0.73307277125711
320 => 0.74123261013855
321 => 0.77741782944423
322 => 0.75573480726945
323 => 0.77231066527473
324 => 0.78110244059203
325 => 0.78926873147769
326 => 0.76921490204523
327 => 0.74312516460287
328 => 0.7348614495822
329 => 0.67212918124535
330 => 0.66886369424598
331 => 0.66703067743885
401 => 0.65547376575529
402 => 0.64639319887654
403 => 0.63917199495473
404 => 0.62022139942986
405 => 0.62661666911893
406 => 0.59641337514897
407 => 0.61573637229194
408 => 0.56753118583183
409 => 0.60767789754066
410 => 0.58582786760453
411 => 0.60049957505197
412 => 0.60044838684684
413 => 0.57343312176703
414 => 0.5578512806632
415 => 0.56778063626889
416 => 0.57842569367142
417 => 0.58015281842071
418 => 0.59395441320752
419 => 0.59780614164823
420 => 0.58613522465287
421 => 0.56653224048871
422 => 0.57108556661358
423 => 0.55775900765461
424 => 0.5344047256777
425 => 0.55117817872016
426 => 0.55690537306552
427 => 0.5594348283595
428 => 0.53646857429262
429 => 0.52925207864317
430 => 0.52541007691167
501 => 0.56356758548654
502 => 0.56565793994198
503 => 0.55496339100163
504 => 0.60330376631075
505 => 0.59236285057813
506 => 0.6045865340409
507 => 0.57067239999345
508 => 0.5719679655855
509 => 0.55591247102933
510 => 0.56490247515225
511 => 0.55854862999953
512 => 0.56417617166007
513 => 0.56754929692818
514 => 0.58360215693568
515 => 0.60786119541588
516 => 0.58120439496626
517 => 0.56958964527795
518 => 0.57679537066075
519 => 0.59598516691452
520 => 0.62505869054659
521 => 0.60784657939721
522 => 0.6154850220447
523 => 0.61715368195252
524 => 0.60446210841796
525 => 0.62552664696588
526 => 0.63681530430171
527 => 0.64839513086978
528 => 0.65844956981947
529 => 0.64376989349265
530 => 0.65947925141129
531 => 0.64682028200384
601 => 0.63546387778516
602 => 0.63548110076264
603 => 0.62835706250566
604 => 0.61455334069619
605 => 0.61200772260744
606 => 0.62525034938126
607 => 0.63586968197245
608 => 0.63674434106783
609 => 0.64262374923132
610 => 0.64610312241976
611 => 0.68020570964488
612 => 0.69392205233823
613 => 0.71069413654657
614 => 0.71722780856859
615 => 0.73689181890381
616 => 0.72101153352528
617 => 0.71757573389196
618 => 0.66987727686747
619 => 0.67768789653311
620 => 0.69019345223051
621 => 0.67008348887484
622 => 0.68283863194851
623 => 0.68535676738213
624 => 0.66940016001519
625 => 0.67792327345417
626 => 0.65528841108724
627 => 0.60835457356154
628 => 0.62557889774379
629 => 0.63826179798676
630 => 0.62016173554972
701 => 0.65260539689897
702 => 0.63365247971185
703 => 0.627645314864
704 => 0.60420922308364
705 => 0.61527015626607
706 => 0.63023022677262
707 => 0.62098664249444
708 => 0.64016846780282
709 => 0.66733504804543
710 => 0.68669557092414
711 => 0.6881818314702
712 => 0.67573431231348
713 => 0.69568154120113
714 => 0.69582683498669
715 => 0.6733262793146
716 => 0.65954481424907
717 => 0.65641363638973
718 => 0.66423593258594
719 => 0.67373364424368
720 => 0.68870888836649
721 => 0.69775811475526
722 => 0.72135369783834
723 => 0.72773798608223
724 => 0.73475238326703
725 => 0.74412578106589
726 => 0.75538094841329
727 => 0.73075528301421
728 => 0.7317337066085
729 => 0.70880262795442
730 => 0.68429748176322
731 => 0.70289383311275
801 => 0.72720608873331
802 => 0.72162883043129
803 => 0.72100127493927
804 => 0.72205664920748
805 => 0.71785157858399
806 => 0.69883220000114
807 => 0.68928078714444
808 => 0.70160454655488
809 => 0.7081540762141
810 => 0.71831182553654
811 => 0.71705966852848
812 => 0.74322493992045
813 => 0.75339197318663
814 => 0.75079081100526
815 => 0.7512694874471
816 => 0.76967641553472
817 => 0.79014870524164
818 => 0.80932370610873
819 => 0.82882934057618
820 => 0.8053145369078
821 => 0.79337516979645
822 => 0.80569354903906
823 => 0.79915724361919
824 => 0.83671679335587
825 => 0.83931733508784
826 => 0.87687416884157
827 => 0.91252007625844
828 => 0.89013152047267
829 => 0.91124292017595
830 => 0.93407662019272
831 => 0.97812653215937
901 => 0.96329207150359
902 => 0.9519291071269
903 => 0.94119116069637
904 => 0.96353512261731
905 => 0.9922802726751
906 => 0.99847170267992
907 => 1.008504184596
908 => 0.99795625657476
909 => 1.0106600740602
910 => 1.0555101321242
911 => 1.0433912505329
912 => 1.0261804904658
913 => 1.0615853038619
914 => 1.0743981681972
915 => 1.1643255602517
916 => 1.2778626074357
917 => 1.2308575243771
918 => 1.201679952478
919 => 1.2085373739756
920 => 1.2499972601356
921 => 1.2633128596992
922 => 1.2271164699229
923 => 1.2399016467148
924 => 1.3103492278492
925 => 1.3481420948987
926 => 1.2968143051862
927 => 1.155202969059
928 => 1.0246308498288
929 => 1.0592644555878
930 => 1.0553380795006
1001 => 1.1310252169147
1002 => 1.0431022192149
1003 => 1.0445826170051
1004 => 1.1218348842668
1005 => 1.1012253038005
1006 => 1.0678404229208
1007 => 1.0248745964051
1008 => 0.94544829223299
1009 => 0.87509819966138
1010 => 1.013070931853
1011 => 1.0071212967538
1012 => 0.99850534344357
1013 => 1.0176792151919
1014 => 1.1107820938036
1015 => 1.1086357711069
1016 => 1.0949819611746
1017 => 1.1053382556691
1018 => 1.0660249144239
1019 => 1.076156857611
1020 => 1.024610166538
1021 => 1.0479114236829
1022 => 1.0677687939603
1023 => 1.0717554550369
1024 => 1.0807376060064
1025 => 1.00398610941
1026 => 1.0384452780762
1027 => 1.0586868112802
1028 => 0.96723482787147
1029 => 1.0568790996087
1030 => 1.0026500366109
1031 => 0.98424387813628
1101 => 1.0090253456954
1102 => 0.99936798368685
1103 => 0.99106515093121
1104 => 0.98643202759279
1105 => 1.0046288023374
1106 => 1.0037799010458
1107 => 0.97400644572172
1108 => 0.93516818697281
1109 => 0.94820358143133
1110 => 0.94346770041708
1111 => 0.92630425668061
1112 => 0.93787034543689
1113 => 0.88693914401779
1114 => 0.79931465914973
1115 => 0.85720207786413
1116 => 0.85497347521302
1117 => 0.85384971269725
1118 => 0.89735050797038
1119 => 0.89316891023897
1120 => 0.88557926941014
1121 => 0.92616486697492
1122 => 0.91135057791045
1123 => 0.95700472612165
1124 => 0.98707550085872
1125 => 0.97944857969774
1126 => 1.0077302886826
1127 => 0.94850389059186
1128 => 0.96817652428695
1129 => 0.97223102682642
1130 => 0.92566404700091
1201 => 0.89385307134252
1202 => 0.89173164193778
1203 => 0.83657579396862
1204 => 0.8660396027513
1205 => 0.8919665351848
1206 => 0.87954954656039
1207 => 0.87561869890888
1208 => 0.89570054706359
1209 => 0.89726107865461
1210 => 0.86168079300165
1211 => 0.86907906107001
1212 => 0.8999310687748
1213 => 0.86830166963394
1214 => 0.80685091373629
1215 => 0.7916102766505
1216 => 0.78957689472258
1217 => 0.74824307819575
1218 => 0.79262872889651
1219 => 0.77325320290415
1220 => 0.83446025735959
1221 => 0.79949911611466
1222 => 0.79799201119154
1223 => 0.79571380105601
1224 => 0.76013607769291
1225 => 0.76792533802716
1226 => 0.79381802571604
1227 => 0.80305682838543
1228 => 0.80209314557574
1229 => 0.79369113742065
1230 => 0.79753753372881
1231 => 0.78514695104694
]
'min_raw' => 0.43353270406548
'max_raw' => 1.3481420948987
'avg_raw' => 0.8908373994821
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.433532'
'max' => '$1.34'
'avg' => '$0.890837'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.24696931084146
'max_diff' => 0.84201358676351
'year' => 2033
]
8 => [
'items' => [
101 => 0.78077157841429
102 => 0.7669616988446
103 => 0.74666499095376
104 => 0.74948737267293
105 => 0.70927428341866
106 => 0.68736405812276
107 => 0.68129959653298
108 => 0.67318994504383
109 => 0.68221560324764
110 => 0.70916036478932
111 => 0.67665926572001
112 => 0.6209384110527
113 => 0.62428732936192
114 => 0.63181135449997
115 => 0.61779038343162
116 => 0.60452071100633
117 => 0.61605761457756
118 => 0.59244795389998
119 => 0.63466446919637
120 => 0.63352263076802
121 => 0.64925833701872
122 => 0.65909819706648
123 => 0.63642050534891
124 => 0.63071712720894
125 => 0.63396603060155
126 => 0.58026889454343
127 => 0.64487013540885
128 => 0.64542880962248
129 => 0.64064510182443
130 => 0.67504326824572
131 => 0.74763412845181
201 => 0.72032252688169
202 => 0.70974664925621
203 => 0.68964189815927
204 => 0.71643028529395
205 => 0.71437335512595
206 => 0.70507113683862
207 => 0.69944512619376
208 => 0.70981122330982
209 => 0.69816065204457
210 => 0.69606788930904
211 => 0.68338802408005
212 => 0.67886188909041
213 => 0.67551091893471
214 => 0.6718218300528
215 => 0.67995904086261
216 => 0.66151905062836
217 => 0.63928223010039
218 => 0.63743347907922
219 => 0.64253804319252
220 => 0.64027965356249
221 => 0.63742266677853
222 => 0.63196790095392
223 => 0.63034958845639
224 => 0.63560831897976
225 => 0.62967151882191
226 => 0.63843159084906
227 => 0.63604933597456
228 => 0.62274225389824
301 => 0.60615670271835
302 => 0.60600905652348
303 => 0.60243572672753
304 => 0.59788455397865
305 => 0.59661852183664
306 => 0.61508600873783
307 => 0.65331315393793
308 => 0.6458082506371
309 => 0.65123131240538
310 => 0.67790740890381
311 => 0.68638693780245
312 => 0.68036836903885
313 => 0.67212978090607
314 => 0.67249223697237
315 => 0.70064598661231
316 => 0.70240190144326
317 => 0.70683853174148
318 => 0.71254085546626
319 => 0.68133949942672
320 => 0.6710226559088
321 => 0.66613396309331
322 => 0.65107868138385
323 => 0.6673145119652
324 => 0.65785458877303
325 => 0.65913105560865
326 => 0.6582997549074
327 => 0.65875370130259
328 => 0.63465266881997
329 => 0.64343381834366
330 => 0.62883345412856
331 => 0.60928520541234
401 => 0.60921967282814
402 => 0.61400407900745
403 => 0.61115812699817
404 => 0.6034997433173
405 => 0.60458758057261
406 => 0.59505698153989
407 => 0.60574476785225
408 => 0.60605125532095
409 => 0.60193587542304
410 => 0.61840188486753
411 => 0.62514802237192
412 => 0.62243919116313
413 => 0.62495796355312
414 => 0.64612011325185
415 => 0.64957046702207
416 => 0.65110288624923
417 => 0.64904964749148
418 => 0.62534476880171
419 => 0.62639618097253
420 => 0.61868161608599
421 => 0.61216362169769
422 => 0.61242430729085
423 => 0.61577540368639
424 => 0.63040983818495
425 => 0.66120714284013
426 => 0.66237587803925
427 => 0.66379241919501
428 => 0.65803063441802
429 => 0.65629282499642
430 => 0.65858544419017
501 => 0.67015129257331
502 => 0.69990179471193
503 => 0.68938598028691
504 => 0.68083645947097
505 => 0.68833669416081
506 => 0.6871820918191
507 => 0.67743608610426
508 => 0.67716254818393
509 => 0.65845684723065
510 => 0.65154177549643
511 => 0.64576302397116
512 => 0.6394527781637
513 => 0.63571185292768
514 => 0.64145961431032
515 => 0.64277419534404
516 => 0.63020661462723
517 => 0.62849369981433
518 => 0.63875665751775
519 => 0.63424031247411
520 => 0.63888548535147
521 => 0.63996320530457
522 => 0.63978966757012
523 => 0.63507408464563
524 => 0.638079656581
525 => 0.63097058294974
526 => 0.62324053312409
527 => 0.61830924293444
528 => 0.61400603820325
529 => 0.61639370629184
530 => 0.60788210552698
531 => 0.60515907313762
601 => 0.6370614364368
602 => 0.66062805521411
603 => 0.66028538724368
604 => 0.65819948410075
605 => 0.65510025514036
606 => 0.66992456467095
607 => 0.66476007165192
608 => 0.66851767183109
609 => 0.66947413878268
610 => 0.67236907617571
611 => 0.67340376746544
612 => 0.67027621174856
613 => 0.65977975276398
614 => 0.63362357494778
615 => 0.62144780356708
616 => 0.61742959620794
617 => 0.61757565041378
618 => 0.61354682340195
619 => 0.6147334935163
620 => 0.61313414796386
621 => 0.6101053744108
622 => 0.6162066880598
623 => 0.61690980762018
624 => 0.61548568810923
625 => 0.61582111980794
626 => 0.60403001850672
627 => 0.60492647032972
628 => 0.59993491266363
629 => 0.59899905577537
630 => 0.58638083266015
701 => 0.56402582137084
702 => 0.57641266767857
703 => 0.561451099193
704 => 0.55578492650276
705 => 0.58260770674772
706 => 0.57991544355924
707 => 0.57530745927924
708 => 0.56849129014106
709 => 0.56596310670427
710 => 0.55060266446798
711 => 0.54969508759589
712 => 0.55730813753502
713 => 0.55379497693717
714 => 0.54886116891982
715 => 0.53099141641306
716 => 0.51089989812374
717 => 0.51150633477012
718 => 0.51789707292196
719 => 0.53647900600691
720 => 0.52921872327992
721 => 0.52395130485933
722 => 0.52296487572718
723 => 0.53531210154541
724 => 0.55278601290199
725 => 0.56098438115377
726 => 0.5528600472044
727 => 0.54352724980857
728 => 0.54409529394204
729 => 0.54787423707373
730 => 0.54827135056549
731 => 0.54219665888788
801 => 0.54390664901242
802 => 0.54130901764847
803 => 0.52536735876279
804 => 0.52507902470509
805 => 0.52116668452057
806 => 0.52104822041465
807 => 0.51439235378178
808 => 0.51346115203001
809 => 0.50024552484822
810 => 0.50894409067988
811 => 0.5031095494152
812 => 0.4943155195002
813 => 0.49279942542818
814 => 0.49275384980964
815 => 0.50178335222324
816 => 0.50883857568694
817 => 0.50321104375849
818 => 0.5019297638235
819 => 0.51561048142749
820 => 0.51386948540987
821 => 0.51236179408684
822 => 0.55122141579555
823 => 0.52046099295901
824 => 0.50704769285872
825 => 0.49044618686802
826 => 0.49585172093065
827 => 0.49699074638146
828 => 0.45706711712019
829 => 0.44087010570107
830 => 0.43531190175352
831 => 0.43211307680024
901 => 0.43357082149976
902 => 0.4189916115026
903 => 0.42878908173857
904 => 0.41616471823097
905 => 0.41404820260568
906 => 0.43662212841582
907 => 0.43976315831734
908 => 0.42636254891596
909 => 0.43496790951324
910 => 0.43184748613721
911 => 0.41638112670918
912 => 0.41579042554187
913 => 0.40802995004971
914 => 0.39588630862865
915 => 0.39033633864182
916 => 0.38744586608563
917 => 0.3886385313965
918 => 0.38803548331916
919 => 0.3841001866971
920 => 0.38826104991505
921 => 0.37763176378059
922 => 0.37339909639587
923 => 0.37148729873533
924 => 0.36205319549211
925 => 0.37706704911682
926 => 0.38002496742043
927 => 0.38298871373685
928 => 0.40878610198572
929 => 0.40749733737147
930 => 0.41914714183048
1001 => 0.41869445185182
1002 => 0.41537173890579
1003 => 0.40135375954624
1004 => 0.4069410762725
1005 => 0.38974418385088
1006 => 0.40262926492818
1007 => 0.39674905201835
1008 => 0.4006411590284
1009 => 0.39364279968719
1010 => 0.39751598070179
1011 => 0.38072639958175
1012 => 0.36504852496765
1013 => 0.37135775937805
1014 => 0.37821661873064
1015 => 0.39308837341191
1016 => 0.38423087901306
1017 => 0.38741636893783
1018 => 0.37674551093442
1019 => 0.35472848289348
1020 => 0.35485309688115
1021 => 0.35146625678408
1022 => 0.34853953245346
1023 => 0.38524826879516
1024 => 0.38068295715182
1025 => 0.37340873054138
1026 => 0.38314557192573
1027 => 0.3857201473322
1028 => 0.3857934418746
1029 => 0.39289719000437
1030 => 0.39668846165464
1031 => 0.39735668971531
1101 => 0.40853459088414
1102 => 0.41228127591585
1103 => 0.42771334131075
1104 => 0.39636679874326
1105 => 0.39572123732724
1106 => 0.38328258925178
1107 => 0.37539380199507
1108 => 0.38382274126439
1109 => 0.39128963079207
1110 => 0.38351460632327
1111 => 0.38452986037917
1112 => 0.37409252527266
1113 => 0.37782338145098
1114 => 0.38103689739234
1115 => 0.37926258277126
1116 => 0.37660634790569
1117 => 0.39067743100208
1118 => 0.38988348534876
1119 => 0.40298680142093
1120 => 0.4132017733263
1121 => 0.43150882912537
1122 => 0.41240446203064
1123 => 0.41170822296072
1124 => 0.41851407154939
1125 => 0.41228023397589
1126 => 0.41621980413758
1127 => 0.4308741034668
1128 => 0.43118372571969
1129 => 0.42599715405814
1130 => 0.42568155070118
1201 => 0.42667768852366
1202 => 0.4325120988637
1203 => 0.43047337661757
1204 => 0.43283263761493
1205 => 0.43578292961841
1206 => 0.4479865882427
1207 => 0.45092884902172
1208 => 0.443780680716
1209 => 0.44442608027936
1210 => 0.44175246911142
1211 => 0.43916979422343
1212 => 0.44497527020225
1213 => 0.45558489166045
1214 => 0.455518889756
1215 => 0.45798011571273
1216 => 0.45951343909388
1217 => 0.45293129268068
1218 => 0.44864655739791
1219 => 0.45028959755012
1220 => 0.45291685453424
1221 => 0.44943761351945
1222 => 0.42796212623491
1223 => 0.4344764172176
1224 => 0.43339212066552
1225 => 0.4318479505204
1226 => 0.43839812047702
1227 => 0.43776634060546
1228 => 0.41884208063163
1229 => 0.42005355035554
1230 => 0.41891575411805
1231 => 0.42259220653259
]
'min_raw' => 0.34853953245346
'max_raw' => 0.78077157841429
'avg_raw' => 0.56465555543387
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.348539'
'max' => '$0.780771'
'avg' => '$0.564655'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.084993171612022
'max_diff' => -0.56737051648443
'year' => 2034
]
9 => [
'items' => [
101 => 0.41208169348042
102 => 0.41531465650588
103 => 0.4173423406083
104 => 0.41853666212204
105 => 0.42285137038356
106 => 0.42234508916925
107 => 0.42281989923243
108 => 0.42921747254352
109 => 0.46157420296899
110 => 0.46333530841494
111 => 0.454662981105
112 => 0.45812740481123
113 => 0.45147646888144
114 => 0.45594128672851
115 => 0.45899600170539
116 => 0.44519233211277
117 => 0.44437496838457
118 => 0.43769658167633
119 => 0.44128516841018
120 => 0.43557546888811
121 => 0.43697642943401
122 => 0.43305922161412
123 => 0.44010941578163
124 => 0.44799262835033
125 => 0.44998423916268
126 => 0.44474516855775
127 => 0.4409517361682
128 => 0.43429171852647
129 => 0.44536747629285
130 => 0.44860636539134
131 => 0.44535046378725
201 => 0.44459600024273
202 => 0.44316629318914
203 => 0.44489931935281
204 => 0.44858872570572
205 => 0.44684886980232
206 => 0.44799807527883
207 => 0.44361848905792
208 => 0.45293347164502
209 => 0.46772790576598
210 => 0.46777547229081
211 => 0.46603560700894
212 => 0.46532369162152
213 => 0.46710889898457
214 => 0.46807730074599
215 => 0.47385033400705
216 => 0.48004502870396
217 => 0.50895296589739
218 => 0.50083573281045
219 => 0.52648457442934
220 => 0.54676947806463
221 => 0.55285203371352
222 => 0.5472563687229
223 => 0.52811390106187
224 => 0.52717468027445
225 => 0.55578160870142
226 => 0.54769884114048
227 => 0.54673742165825
228 => 0.53650954271127
301 => 0.54255548591639
302 => 0.54123314944879
303 => 0.53914577664378
304 => 0.55068101511509
305 => 0.57227395177555
306 => 0.56890849009974
307 => 0.56639632907802
308 => 0.55538877075993
309 => 0.56201777949458
310 => 0.55965731645447
311 => 0.56979936366164
312 => 0.56379143956997
313 => 0.54763760622658
314 => 0.55021015743025
315 => 0.54982132149107
316 => 0.55782353756617
317 => 0.55542147092763
318 => 0.5493522794281
319 => 0.5722001494655
320 => 0.5707165358718
321 => 0.57281996074638
322 => 0.57374595342674
323 => 0.58765304929387
324 => 0.59335034149321
325 => 0.59464372656759
326 => 0.60005571351257
327 => 0.5945090714022
328 => 0.61669959453249
329 => 0.63145499756121
330 => 0.64859415748516
331 => 0.67363907670595
401 => 0.68305619801143
402 => 0.68135507933698
403 => 0.70034385125647
404 => 0.73446625229911
405 => 0.68825219218448
406 => 0.73691570970169
407 => 0.72150940190307
408 => 0.68498132326018
409 => 0.68262934563333
410 => 0.70736658459001
411 => 0.76223139972491
412 => 0.7484883858052
413 => 0.76225387837238
414 => 0.74619570009558
415 => 0.74539827619518
416 => 0.761473968496
417 => 0.79903569979725
418 => 0.78119152923647
419 => 0.75560753516747
420 => 0.77449835825698
421 => 0.7581333790337
422 => 0.72125850057437
423 => 0.74847787678146
424 => 0.73027705507498
425 => 0.73558902245783
426 => 0.77384444251694
427 => 0.76924144916414
428 => 0.77519814878837
429 => 0.76468472986558
430 => 0.7548635387777
501 => 0.73653155628094
502 => 0.73110436001946
503 => 0.73260424181607
504 => 0.73110361675253
505 => 0.72084704102521
506 => 0.71863213447343
507 => 0.71494052651652
508 => 0.71608471018575
509 => 0.70914340720876
510 => 0.72224308007272
511 => 0.7246744947902
512 => 0.73420734427853
513 => 0.73519707633642
514 => 0.76174592646982
515 => 0.74712326595165
516 => 0.756933409087
517 => 0.75605589754833
518 => 0.68577299748719
519 => 0.69545736100434
520 => 0.71052319151633
521 => 0.70373605529193
522 => 0.69414063261591
523 => 0.68639181433101
524 => 0.67465156227203
525 => 0.69117574159347
526 => 0.7129032802506
527 => 0.73574812257267
528 => 0.76319470376927
529 => 0.75706894635962
530 => 0.73523502782864
531 => 0.73621448146425
601 => 0.74226907843881
602 => 0.73442782523862
603 => 0.73211528659043
604 => 0.74195137113999
605 => 0.74201910684847
606 => 0.73299679739455
607 => 0.72297015150171
608 => 0.72292813948932
609 => 0.72114399469859
610 => 0.74651309549034
611 => 0.76046353582041
612 => 0.762062931322
613 => 0.76035588375984
614 => 0.76101285861622
615 => 0.75289540476513
616 => 0.77144949711256
617 => 0.78847656706012
618 => 0.78391294858388
619 => 0.77707143573141
620 => 0.77162184121251
621 => 0.78262919730583
622 => 0.78213905706618
623 => 0.78832785045821
624 => 0.78804709104175
625 => 0.7859660325963
626 => 0.78391302290503
627 => 0.79205297426923
628 => 0.78970879899996
629 => 0.78736098257902
630 => 0.78265207731411
701 => 0.78329209574624
702 => 0.77645176417742
703 => 0.77328711380141
704 => 0.72569836520416
705 => 0.71298109657176
706 => 0.71698220816739
707 => 0.71829947799349
708 => 0.71276490638704
709 => 0.72070006035589
710 => 0.71946337501525
711 => 0.72427459423895
712 => 0.72126875334684
713 => 0.72139211410553
714 => 0.73023165125637
715 => 0.73279780649734
716 => 0.73149263923037
717 => 0.73240673364564
718 => 0.75347165363038
719 => 0.75047689562678
720 => 0.7488859901251
721 => 0.7493266818215
722 => 0.75470922051458
723 => 0.75621603747293
724 => 0.74983154813827
725 => 0.75284251021679
726 => 0.76566280459914
727 => 0.77014918206714
728 => 0.78446754536165
729 => 0.77838485014553
730 => 0.7895499004676
731 => 0.8238674587115
801 => 0.85128269883114
802 => 0.8260705110344
803 => 0.87641510820434
804 => 0.91561559860467
805 => 0.91411101849127
806 => 0.9072755062663
807 => 0.86264679014448
808 => 0.8215787801925
809 => 0.85593391435714
810 => 0.85602149265932
811 => 0.85307035616652
812 => 0.83474110086582
813 => 0.85243253781302
814 => 0.85383681983203
815 => 0.85305079533011
816 => 0.83899779826627
817 => 0.81754146917779
818 => 0.82173398452248
819 => 0.82860141018209
820 => 0.81559994071338
821 => 0.81144518343131
822 => 0.81916966769359
823 => 0.84405956544686
824 => 0.83935427445397
825 => 0.83923140029057
826 => 0.85936263051209
827 => 0.84495301426487
828 => 0.82178686556727
829 => 0.81593710749717
830 => 0.7951744072175
831 => 0.80951527825487
901 => 0.81003138067294
902 => 0.80217703216593
903 => 0.82242420266083
904 => 0.82223762142028
905 => 0.84145929641156
906 => 0.87820391966347
907 => 0.86733672647478
908 => 0.8546993631436
909 => 0.85607339493378
910 => 0.87114313227258
911 => 0.8620316250689
912 => 0.86530818658703
913 => 0.87113817280429
914 => 0.87465554823959
915 => 0.85556729873797
916 => 0.85111691468263
917 => 0.84201299077794
918 => 0.839637946964
919 => 0.84705290302476
920 => 0.84509932407702
921 => 0.80998800426315
922 => 0.80631867598506
923 => 0.80643120904476
924 => 0.79720450862245
925 => 0.78313157581661
926 => 0.82011440297921
927 => 0.81714416438372
928 => 0.81386525085251
929 => 0.81426689905086
930 => 0.83031989085783
1001 => 0.82100834491427
1002 => 0.8457646159376
1003 => 0.84067547085683
1004 => 0.83545580840784
1005 => 0.83473429206258
1006 => 0.83272516734039
1007 => 0.82583513110563
1008 => 0.81751499832516
1009 => 0.81202132598594
1010 => 0.74904674993714
1011 => 0.76073446494554
1012 => 0.77418011569396
1013 => 0.77882150045225
1014 => 0.77088209064915
1015 => 0.82614862739593
1016 => 0.83624635622116
1017 => 0.80565967695097
1018 => 0.7999381581054
1019 => 0.82652372921891
1020 => 0.81048937988357
1021 => 0.81770964640748
1022 => 0.80210337945743
1023 => 0.83381410904318
1024 => 0.83357252641374
1025 => 0.82123633638557
1026 => 0.83166279972279
1027 => 0.82985094513529
1028 => 0.81592341697618
1029 => 0.8342556365279
1030 => 0.83426472908009
1031 => 0.82239141438988
1101 => 0.80852598223451
1102 => 0.80604717045202
1103 => 0.80417971875543
1104 => 0.81725036776699
1105 => 0.8289694707999
1106 => 0.85077581613211
1107 => 0.85625844945462
1108 => 0.87765753231193
1109 => 0.86491542037283
1110 => 0.87056383355746
1111 => 0.8766959850862
1112 => 0.87963596403148
1113 => 0.87484542610811
1114 => 0.90808700999941
1115 => 0.91089361817565
1116 => 0.91183464962008
1117 => 0.90062577456359
1118 => 0.91058187908362
1119 => 0.90592374749022
1120 => 0.91804291183002
1121 => 0.91994335154375
1122 => 0.91833374671632
1123 => 0.91893697627786
1124 => 0.89057114864388
1125 => 0.88910023083939
1126 => 0.86904416220369
1127 => 0.87721715841971
1128 => 0.86193813373576
1129 => 0.86678326985444
1130 => 0.8689189596894
1201 => 0.86780339651895
1202 => 0.8776792473631
1203 => 0.86928275664254
1204 => 0.84712303712008
1205 => 0.82495728019686
1206 => 0.82467900717452
1207 => 0.81884315463475
1208 => 0.81462490213819
1209 => 0.81543748721958
1210 => 0.81830114303351
1211 => 0.81445846125645
1212 => 0.81527849224249
1213 => 0.82889647044876
1214 => 0.83162745885904
1215 => 0.82234649317483
1216 => 0.78508207671575
1217 => 0.77593729544598
1218 => 0.7825103828738
1219 => 0.77936887044435
1220 => 0.62901150569495
1221 => 0.6643357382605
1222 => 0.64334727876764
1223 => 0.65301972653454
1224 => 0.63159594432757
1225 => 0.64182049611337
1226 => 0.63993239473938
1227 => 0.69673271538476
1228 => 0.69584585650417
1229 => 0.69627034891878
1230 => 0.67600821996028
1231 => 0.70828634156793
]
'min_raw' => 0.41208169348042
'max_raw' => 0.91994335154375
'avg_raw' => 0.66601252251208
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.412081'
'max' => '$0.919943'
'avg' => '$0.666012'
'bar_min_pct' => 61.631153054957
'bar_max_pct' => 60.119598047091
'min_diff' => 0.063542161026958
'max_diff' => 0.13917177312946
'year' => 2035
]
10 => [
'items' => [
101 => 0.72418770495556
102 => 0.7212447857936
103 => 0.72198545514396
104 => 0.70925830174976
105 => 0.69639357558381
106 => 0.68212461439862
107 => 0.70863458058381
108 => 0.70568712488423
109 => 0.71244752779797
110 => 0.72964113584058
111 => 0.73217295993702
112 => 0.73557575719786
113 => 0.73435609660745
114 => 0.76341336006879
115 => 0.75989433373762
116 => 0.76837417470276
117 => 0.75093049847039
118 => 0.73119132304452
119 => 0.73494309497072
120 => 0.73458176916438
121 => 0.72998167693926
122 => 0.72582891936243
123 => 0.71891574802922
124 => 0.74079004508436
125 => 0.73990198857108
126 => 0.75427859126834
127 => 0.75173738709473
128 => 0.73476660368523
129 => 0.73537271853474
130 => 0.73944913218658
131 => 0.75355764637925
201 => 0.75774601397253
202 => 0.75580579522574
203 => 0.76039814908552
204 => 0.76402775833095
205 => 0.7608539721243
206 => 0.80578809188766
207 => 0.78712831256602
208 => 0.79622295917348
209 => 0.79839197880059
210 => 0.79283608063531
211 => 0.79404095600556
212 => 0.79586601388261
213 => 0.80694740792904
214 => 0.8360281923341
215 => 0.8489078737875
216 => 0.88765703091236
217 => 0.84783839553662
218 => 0.84547572249932
219 => 0.85245561580994
220 => 0.87520547305708
221 => 0.89364209557045
222 => 0.8997585868924
223 => 0.90056698219286
224 => 0.9120419265295
225 => 0.91861915062822
226 => 0.91064856646604
227 => 0.90389433094353
228 => 0.87970149766849
229 => 0.88250188399498
301 => 0.90179376877495
302 => 0.929044692313
303 => 0.95242881968401
304 => 0.9442405132978
305 => 1.0067115109811
306 => 1.0129052552303
307 => 1.0120494800428
308 => 1.0261597511951
309 => 0.9981537364645
310 => 0.98618062257619
311 => 0.90535467332733
312 => 0.92806346821863
313 => 0.9610720352339
314 => 0.95670322761366
315 => 0.93273152392564
316 => 0.95241063499716
317 => 0.94590410545422
318 => 0.94077213564754
319 => 0.96428268421323
320 => 0.93843187030515
321 => 0.96081415359033
322 => 0.93210864376201
323 => 0.94427791679164
324 => 0.93737004885851
325 => 0.9418402860077
326 => 0.91570737097552
327 => 0.92980805758623
328 => 0.91512073605376
329 => 0.91511377235101
330 => 0.91478954891414
331 => 0.93206911756353
401 => 0.93263260367683
402 => 0.91986297633695
403 => 0.9180226735382
404 => 0.92482723752691
405 => 0.91686087521427
406 => 0.92058828600067
407 => 0.91697377468981
408 => 0.91616007206048
409 => 0.9096763510699
410 => 0.90688298579353
411 => 0.90797833629455
412 => 0.90423934034269
413 => 0.9019864600363
414 => 0.91434139431702
415 => 0.90774065132746
416 => 0.91332973578589
417 => 0.90696026864681
418 => 0.88488092049804
419 => 0.87218285389281
420 => 0.83047701199644
421 => 0.84230473702231
422 => 0.85014653095113
423 => 0.84755481810444
424 => 0.85312282015887
425 => 0.85346465026358
426 => 0.85165443603662
427 => 0.8495584398646
428 => 0.84853822484392
429 => 0.85614207176157
430 => 0.86055636083098
501 => 0.85093355988156
502 => 0.8486790722564
503 => 0.85840825530567
504 => 0.86434305134536
505 => 0.90816225082858
506 => 0.90491598299672
507 => 0.91306347820681
508 => 0.91214619527966
509 => 0.92068606825762
510 => 0.93464515135697
511 => 0.90626243239496
512 => 0.91118869100619
513 => 0.90998088615864
514 => 0.92316738278073
515 => 0.92320854958383
516 => 0.91530258614453
517 => 0.91958853718458
518 => 0.91719623689294
519 => 0.92151944685871
520 => 0.90487262711066
521 => 0.92514665665064
522 => 0.9366407249702
523 => 0.93680032011997
524 => 0.94224841728087
525 => 0.94778399952886
526 => 0.95840906760627
527 => 0.94748767214695
528 => 0.92784114489205
529 => 0.92925956070196
530 => 0.91774080896079
531 => 0.91793444125859
601 => 0.91690081687769
602 => 0.92000280145239
603 => 0.90555333828508
604 => 0.90894459840928
605 => 0.90419681437622
606 => 0.91117837025093
607 => 0.90366737022227
608 => 0.90998030371857
609 => 0.91270475653852
610 => 0.92275804609739
611 => 0.90218249118034
612 => 0.86022754186187
613 => 0.86904698086321
614 => 0.85600233782825
615 => 0.85720966920559
616 => 0.85964867073319
617 => 0.85174306879061
618 => 0.8532512085071
619 => 0.85319732714381
620 => 0.85273300666405
621 => 0.85067645426996
622 => 0.84769404642202
623 => 0.85957504135147
624 => 0.86159385390636
625 => 0.86608142413793
626 => 0.87943338919911
627 => 0.87809921302848
628 => 0.88027530971721
629 => 0.87552490286396
630 => 0.85743002695502
701 => 0.85841266577395
702 => 0.84615914395617
703 => 0.86576807403538
704 => 0.86112442056739
705 => 0.85813062696783
706 => 0.85731374264688
707 => 0.87069880464689
708 => 0.87470382498243
709 => 0.87220816507623
710 => 0.8670894937986
711 => 0.87691885585097
712 => 0.87954877846869
713 => 0.88013752115499
714 => 0.89755326611856
715 => 0.88111086783366
716 => 0.88506871652422
717 => 0.91594672219022
718 => 0.88794463192467
719 => 0.90277796365946
720 => 0.90205194925998
721 => 0.90964017984292
722 => 0.90142949286832
723 => 0.90153127417379
724 => 0.90826910886018
725 => 0.89880703521804
726 => 0.8964640927188
727 => 0.89322733443658
728 => 0.90029467773138
729 => 0.90453123040817
730 => 0.938674733578
731 => 0.96073299375863
801 => 0.95977538650967
802 => 0.96852612419954
803 => 0.96458383672268
804 => 0.95185315053702
805 => 0.97358287951416
806 => 0.96670668405531
807 => 0.96727354925436
808 => 0.96725245050334
809 => 0.97182451935603
810 => 0.96858478954995
811 => 0.9621989495507
812 => 0.96643816815687
813 => 0.97902713186882
814 => 1.0181036615073
815 => 1.0399714051881
816 => 1.0167871958797
817 => 1.0327793530117
818 => 1.0231897573208
819 => 1.0214470425179
820 => 1.031491299008
821 => 1.0415531366393
822 => 1.0409122410807
823 => 1.0336078636414
824 => 1.0294818061677
825 => 1.0607256956895
826 => 1.0837456612634
827 => 1.0821758539391
828 => 1.08910447294
829 => 1.1094471126208
830 => 1.1113069886509
831 => 1.1110726870199
901 => 1.1064627902212
902 => 1.1264927608125
903 => 1.1432021146735
904 => 1.105395732305
905 => 1.119791907789
906 => 1.1262548147796
907 => 1.1357442796999
908 => 1.1517545976395
909 => 1.1691460494489
910 => 1.1716053914223
911 => 1.1698603706018
912 => 1.1583902406262
913 => 1.1774201747193
914 => 1.1885674638041
915 => 1.1952054193529
916 => 1.2120381701743
917 => 1.126294727493
918 => 1.0656012570375
919 => 1.0561230952015
920 => 1.0753973100053
921 => 1.08047976674
922 => 1.0784310348031
923 => 1.0101150157965
924 => 1.0557634254998
925 => 1.1048772761132
926 => 1.1067639391377
927 => 1.1313513596769
928 => 1.1393580316769
929 => 1.1591541279579
930 => 1.1579158767457
1001 => 1.1627359111654
1002 => 1.1616278687236
1003 => 1.1982959685243
1004 => 1.2387463278699
1005 => 1.23734566055
1006 => 1.2315304428072
1007 => 1.2401670327973
1008 => 1.2819161385659
1009 => 1.2780725499225
1010 => 1.2818062688935
1011 => 1.3310308174712
1012 => 1.3950297327326
1013 => 1.3652958112076
1014 => 1.4298098652113
1015 => 1.4704180424636
1016 => 1.5406456860575
1017 => 1.5318528392011
1018 => 1.559191945498
1019 => 1.5161118082057
1020 => 1.4171911050503
1021 => 1.4015365251227
1022 => 1.4328773905748
1023 => 1.5099258500919
1024 => 1.4304508603924
1025 => 1.4465285473002
1026 => 1.4418981723892
1027 => 1.441651439388
1028 => 1.4510682345075
1029 => 1.4374086820396
1030 => 1.381757207979
1031 => 1.4072619505848
1101 => 1.3974133446264
1102 => 1.4083411071995
1103 => 1.4673137348543
1104 => 1.4412405304362
1105 => 1.4137745275969
1106 => 1.4482229903514
1107 => 1.4920877212139
1108 => 1.489342745189
1109 => 1.4840163443898
1110 => 1.5140409868137
1111 => 1.5636328997033
1112 => 1.5770373944809
1113 => 1.5869323184829
1114 => 1.5882966613266
1115 => 1.6023502405518
1116 => 1.5267806031003
1117 => 1.6467115585017
1118 => 1.6674203214738
1119 => 1.6635279323253
1120 => 1.6865448508108
1121 => 1.6797726895095
1122 => 1.6699608903035
1123 => 1.7064476019419
1124 => 1.6646185313742
1125 => 1.605247431837
1126 => 1.5726752724037
1127 => 1.6155689194666
1128 => 1.641762572946
1129 => 1.6590749116666
1130 => 1.664313614903
1201 => 1.5326468589365
1202 => 1.4616857800436
1203 => 1.5071710180435
1204 => 1.5626661476269
1205 => 1.5264723248534
1206 => 1.5278910541822
1207 => 1.4762881744766
1208 => 1.5672318574539
1209 => 1.5539821278009
1210 => 1.6227217486791
1211 => 1.6063164864866
1212 => 1.662370978856
1213 => 1.6476099524246
1214 => 1.7088821478638
1215 => 1.733325285503
1216 => 1.7743691178698
1217 => 1.8045611280373
1218 => 1.8222904538887
1219 => 1.8212260516656
1220 => 1.8914784734042
1221 => 1.8500530747376
1222 => 1.7980130107956
1223 => 1.7970717702232
1224 => 1.8240240567522
1225 => 1.8805086553182
1226 => 1.8951542899089
1227 => 1.9033392016509
1228 => 1.8908037243992
1229 => 1.8458394231317
1230 => 1.8264240658186
1231 => 1.8429665127664
]
'min_raw' => 0.68212461439862
'max_raw' => 1.9033392016509
'avg_raw' => 1.2927319080248
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.682124'
'max' => '$1.90'
'avg' => '$1.29'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.2700429209182
'max_diff' => 0.98339585010713
'year' => 2036
]
11 => [
'items' => [
101 => 1.8227365216579
102 => 1.8576591618442
103 => 1.9056154058934
104 => 1.8957126311368
105 => 1.9288161224412
106 => 1.9630747533525
107 => 2.0120661342069
108 => 2.0248742953079
109 => 2.046045698557
110 => 2.067838026944
111 => 2.0748371355022
112 => 2.0882006054356
113 => 2.0881301733526
114 => 2.1284018894623
115 => 2.1728228394424
116 => 2.1895907197125
117 => 2.2281475358074
118 => 2.1621203394369
119 => 2.2122027263497
120 => 2.2573782929885
121 => 2.2035181200717
122 => 2.2777518206267
123 => 2.2806341470021
124 => 2.3241538532147
125 => 2.2800382936013
126 => 2.2538426151248
127 => 2.3294685573473
128 => 2.3660615685939
129 => 2.3550394558026
130 => 2.2711606332321
131 => 2.2223395607642
201 => 2.094565397234
202 => 2.2459194133686
203 => 2.3196395395706
204 => 2.2709697159148
205 => 2.2955159440122
206 => 2.4294322053706
207 => 2.4804188472601
208 => 2.4698139821706
209 => 2.4716060297998
210 => 2.4991174962903
211 => 2.6211184895508
212 => 2.5480126664282
213 => 2.6038993289825
214 => 2.6335414132869
215 => 2.6610746331602
216 => 2.593461747115
217 => 2.5054983758007
218 => 2.4776366836544
219 => 2.2661304611296
220 => 2.2551206437222
221 => 2.2489404995798
222 => 2.2099755649609
223 => 2.1793597997442
224 => 2.1550130065535
225 => 2.0911197506531
226 => 2.1126818489133
227 => 2.0108493345669
228 => 2.075998168523
301 => 1.9134710167941
302 => 2.0488284582743
303 => 1.9751595568243
304 => 2.0246262428292
305 => 2.0244536582218
306 => 1.9333698058596
307 => 1.8808345406886
308 => 1.9143120563587
309 => 1.9502026106055
310 => 1.9560257322817
311 => 2.002558772702
312 => 2.015545144059
313 => 1.9761958325717
314 => 1.9101030028256
315 => 1.9254548597587
316 => 1.8805234357979
317 => 1.8017828435688
318 => 1.8583357115866
319 => 1.8776453471819
320 => 1.8861735823065
321 => 1.8087412532673
322 => 1.7844103343456
323 => 1.7714567572678
324 => 1.9001074615002
325 => 1.9071552374906
326 => 1.8710978190686
327 => 2.0340807694406
328 => 1.9971927081777
329 => 2.0384057104028
330 => 1.9240618396525
331 => 1.9284299294996
401 => 1.8742977086447
402 => 1.9046081352072
403 => 1.8831857026634
404 => 1.9021593522744
405 => 1.9135320796199
406 => 1.9676554179101
407 => 2.049446459858
408 => 1.9595711960238
409 => 1.9204112565337
410 => 1.9447058627495
411 => 2.0094056006079
412 => 2.107429015382
413 => 2.0493971809306
414 => 2.0751507236157
415 => 2.080776726997
416 => 2.0379862007279
417 => 2.1090067631213
418 => 2.147067259478
419 => 2.1861094532299
420 => 2.2200086961272
421 => 2.1705151424891
422 => 2.2234803395041
423 => 2.1807997403259
424 => 2.1425108306238
425 => 2.1425688990948
426 => 2.118549706727
427 => 2.0720094949013
428 => 2.0634267657857
429 => 2.1080752065243
430 => 2.1438790277736
501 => 2.1468280019804
502 => 2.1666508370908
503 => 2.1783817867177
504 => 2.2933610405138
505 => 2.3396066475489
506 => 2.3961549004468
507 => 2.4181836318355
508 => 2.484482215578
509 => 2.4309407246982
510 => 2.4193566863546
511 => 2.2585380082966
512 => 2.2848720578194
513 => 2.3270354119632
514 => 2.2592332664767
515 => 2.3022381218853
516 => 2.3107281913103
517 => 2.2569293755179
518 => 2.2856656475422
519 => 2.2093506287565
520 => 2.0511099187227
521 => 2.1091829302671
522 => 2.1519442139281
523 => 2.0909185897156
524 => 2.2003046590987
525 => 2.1364035755519
526 => 2.1161499998605
527 => 2.0371335801673
528 => 2.0744262886416
529 => 2.1248652108332
530 => 2.0936998210729
531 => 2.1583726843323
601 => 2.2499667063304
602 => 2.3152420609245
603 => 2.3202530921229
604 => 2.278285412228
605 => 2.3455388870937
606 => 2.3460287552359
607 => 2.2701665608488
608 => 2.2237013891892
609 => 2.2131444044246
610 => 2.2395178221854
611 => 2.2715400201485
612 => 2.3220301012467
613 => 2.3525401998132
614 => 2.4320943555688
615 => 2.4536194291199
616 => 2.477268958958
617 => 2.5088720240666
618 => 2.546819606589
619 => 2.463792456387
620 => 2.4670912798465
621 => 2.3897775471675
622 => 2.3071567358892
623 => 2.3698556328199
624 => 2.4518261000721
625 => 2.4330219843151
626 => 2.4309061371593
627 => 2.4344644051884
628 => 2.4202867159926
629 => 2.35616155321
630 => 2.3239582979052
701 => 2.3655087131749
702 => 2.3875909096946
703 => 2.4218384707266
704 => 2.4176167359511
705 => 2.50583477525
706 => 2.5401136377466
707 => 2.5313436378447
708 => 2.5329575288885
709 => 2.5950177720666
710 => 2.6640415261431
711 => 2.7286913803223
712 => 2.7944559887692
713 => 2.7151741864501
714 => 2.6749197766542
715 => 2.7164520523124
716 => 2.6944144422391
717 => 2.8210490865003
718 => 2.8298169945137
719 => 2.9564424816488
720 => 3.0766251472225
721 => 3.0011405682718
722 => 3.0723191263222
723 => 3.1493045401268
724 => 3.297821893789
725 => 3.2478064739791
726 => 3.2094954462462
727 => 3.1732917101562
728 => 3.2486259377783
729 => 3.3455422181204
730 => 3.3664170566535
731 => 3.4002422698792
801 => 3.3646791941227
802 => 3.4075110017271
803 => 3.5587261038207
804 => 3.5178664484224
805 => 3.4598391692394
806 => 3.5792089694895
807 => 3.6224084361617
808 => 3.9256049170033
809 => 4.3084029984877
810 => 4.1499220791654
811 => 4.0515478583948
812 => 4.0746681337436
813 => 4.2144530345689
814 => 4.259347508163
815 => 4.1373088528812
816 => 4.1804149690677
817 => 4.417933907355
818 => 4.5453551972264
819 => 4.3722999706187
820 => 3.8948474638782
821 => 3.4546144476392
822 => 3.5713840674968
823 => 3.5581460163882
824 => 3.813330484487
825 => 3.5168919591543
826 => 3.5218832236619
827 => 3.782344636316
828 => 3.7128579968589
829 => 3.6002985401149
830 => 3.4554362562392
831 => 3.1876449263553
901 => 2.9504546775636
902 => 3.4156393770962
903 => 3.3955797669689
904 => 3.3665304788369
905 => 3.4311765261135
906 => 3.7450793815879
907 => 3.7378429047648
908 => 3.6918081312993
909 => 3.726725101241
910 => 3.5941774264631
911 => 3.6283379803078
912 => 3.4545447124802
913 => 3.5331065277863
914 => 3.6000570380738
915 => 3.6134983442332
916 => 3.6437822933406
917 => 3.3850092639475
918 => 3.501190756968
919 => 3.5694364993839
920 => 3.2610997523478
921 => 3.5633416732732
922 => 3.3805046012238
923 => 3.3184469528496
924 => 3.401999400912
925 => 3.3694389306447
926 => 3.3414453503238
927 => 3.325824451514
928 => 3.3871761480238
929 => 3.3843140180505
930 => 3.2839307347092
1001 => 3.1529848337366
1002 => 3.1969345762557
1003 => 3.1809672227675
1004 => 3.1230994738966
1005 => 3.162095349657
1006 => 2.9903772481696
1007 => 2.6949451796907
1008 => 2.8901166534568
1009 => 2.8826027640225
1010 => 2.878813920242
1011 => 3.0254798886339
1012 => 3.0113813399326
1013 => 2.9857923359864
1014 => 3.122629511772
1015 => 3.0726821018905
1016 => 3.2266082500554
1017 => 3.3279939665559
1018 => 3.302279269367
1019 => 3.3976330257754
1020 => 3.1979470895574
1021 => 3.2642747475598
1022 => 3.2779447859479
1023 => 3.1209409622635
1024 => 3.0136880368599
1025 => 3.0065354895083
1026 => 2.8205736972219
1027 => 2.9199129856302
1028 => 3.0073274484904
1029 => 2.9654627044167
1030 => 2.9522095771166
1031 => 3.0199169302401
1101 => 3.025178371452
1102 => 2.9052169542369
1103 => 2.9301607315599
1104 => 3.034180429555
1105 => 2.9275397020575
1106 => 2.7203541881938
1107 => 2.6689693161917
1108 => 2.6621136270556
1109 => 2.5227537788004
1110 => 2.6724030990452
1111 => 2.6070771604059
1112 => 2.8134410178426
1113 => 2.6955670892263
1114 => 2.6904857797553
1115 => 2.6828046352238
1116 => 2.5628518569478
1117 => 2.5891138919935
1118 => 2.6764128963063
1119 => 2.7075621645388
1120 => 2.7043130406637
1121 => 2.6759850835594
1122 => 2.6889534772591
1123 => 2.6471777626643
1124 => 2.6324258883546
1125 => 2.5858649152104
1126 => 2.5174331474855
1127 => 2.5269490045041
1128 => 2.3913677664951
1129 => 2.3174959121869
1130 => 2.2970491565298
1201 => 2.2697069003363
1202 => 2.3001375371218
1203 => 2.3909836818827
1204 => 2.2814039572163
1205 => 2.0935372053996
1206 => 2.1048283172932
1207 => 2.1301960933568
1208 => 2.0829234104869
1209 => 2.0381837834461
1210 => 2.0770812593174
1211 => 1.997479639969
1212 => 2.1398155687538
1213 => 2.135965780772
1214 => 2.1890198130281
1215 => 2.2221955881763
1216 => 2.1457361672446
1217 => 2.1265068296485
1218 => 2.1374607342679
1219 => 1.9564170910336
1220 => 2.174224684926
1221 => 2.1761082940426
1222 => 2.1599796892137
1223 => 2.2759555089064
1224 => 2.5207006622232
1225 => 2.4286176906944
1226 => 2.392960380896
1227 => 2.3251758089037
1228 => 2.4154947264338
1229 => 2.408559642762
1230 => 2.3771965643462
1231 => 2.3582280766615
]
'min_raw' => 1.7714567572678
'max_raw' => 4.5453551972264
'avg_raw' => 3.1584059772471
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$1.77'
'max' => '$4.54'
'avg' => '$3.15'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 1.0893321428692
'max_diff' => 2.6420159955755
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.055604003412341
]
1 => [
'year' => 2028
'avg' => 0.095432611813105
]
2 => [
'year' => 2029
'avg' => 0.2607046954186
]
3 => [
'year' => 2030
'avg' => 0.20113328426237
]
4 => [
'year' => 2031
'avg' => 0.19753781131915
]
5 => [
'year' => 2032
'avg' => 0.34634595067962
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.055604003412341
'min' => '$0.055604'
'max_raw' => 0.34634595067962
'max' => '$0.346345'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.34634595067962
]
1 => [
'year' => 2033
'avg' => 0.8908373994821
]
2 => [
'year' => 2034
'avg' => 0.56465555543387
]
3 => [
'year' => 2035
'avg' => 0.66601252251208
]
4 => [
'year' => 2036
'avg' => 1.2927319080248
]
5 => [
'year' => 2037
'avg' => 3.1584059772471
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.34634595067962
'min' => '$0.346345'
'max_raw' => 3.1584059772471
'max' => '$3.15'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 3.1584059772471
]
]
]
]
'prediction_2025_max_price' => '$0.095072'
'last_price' => 0.092185
'sma_50day_nextmonth' => '$0.089249'
'sma_200day_nextmonth' => '$0.082029'
'sma_50day_ts_nextmonth' => 1770163200
'sma_200day_ts_nextmonth' => 1770163200
'sma_200day_direction' => 'increase'
'sma_200day_direction_label' => 'aumentar'
'sma_200day_date_nextmonth' => '4 feb. 2026'
'sma_50day_date_nextmonth' => '4 feb. 2026'
'daily_sma3' => '$0.092239'
'daily_sma3_action' => 'SELL'
'daily_sma5' => '$0.0935062'
'daily_sma5_action' => 'SELL'
'daily_sma10' => '$0.095271'
'daily_sma10_action' => 'SELL'
'daily_sma21' => '$0.095698'
'daily_sma21_action' => 'SELL'
'daily_sma50' => '$0.088759'
'daily_sma50_action' => 'BUY'
'daily_sma100' => '$0.084884'
'daily_sma100_action' => 'BUY'
'daily_sma200' => '$0.078755'
'daily_sma200_action' => 'BUY'
'daily_ema3' => '$0.092474'
'daily_ema3_action' => 'SELL'
'daily_ema5' => '$0.093256'
'daily_ema5_action' => 'SELL'
'daily_ema10' => '$0.094408'
'daily_ema10_action' => 'SELL'
'daily_ema21' => '$0.0940062'
'daily_ema21_action' => 'SELL'
'daily_ema50' => '$0.090383'
'daily_ema50_action' => 'BUY'
'daily_ema100' => '$0.08619'
'daily_ema100_action' => 'BUY'
'daily_ema200' => '$0.081115'
'daily_ema200_action' => 'BUY'
'weekly_sma21' => '$0.084856'
'weekly_sma21_action' => 'BUY'
'weekly_sma50' => '$0.075583'
'weekly_sma50_action' => 'BUY'
'weekly_sma100' => '$0.0654064'
'weekly_sma100_action' => 'BUY'
'weekly_sma200' => '$0.059126'
'weekly_sma200_action' => 'BUY'
'weekly_ema3' => '$0.093364'
'weekly_ema3_action' => 'SELL'
'weekly_ema5' => '$0.09264'
'weekly_ema5_action' => 'SELL'
'weekly_ema10' => '$0.0898098'
'weekly_ema10_action' => 'BUY'
'weekly_ema21' => '$0.0850046'
'weekly_ema21_action' => 'BUY'
'weekly_ema50' => '$0.077514'
'weekly_ema50_action' => 'BUY'
'weekly_ema100' => '$0.070226'
'weekly_ema100_action' => 'BUY'
'weekly_ema200' => '$0.066487'
'weekly_ema200_action' => 'BUY'
'rsi_14' => '46.61'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => -11.14
'stoch_rsi_14_action' => 'BUY'
'momentum_10' => -0.01
'momentum_10_action' => 'BUY'
'vwma_10' => '0.095320'
'vwma_10_action' => 'SELL'
'hma_9' => '0.091534'
'hma_9_action' => 'SELL'
'stochastic_fast_14' => 15
'stochastic_fast_14_action' => 'BUY'
'cci_20' => -116.56
'cci_20_action' => 'BUY'
'adx_14' => 31.88
'adx_14_action' => 'BUY'
'ao_5_34' => '0.001385'
'ao_5_34_action' => 'BUY'
'macd_12_26' => -0
'macd_12_26_action' => 'SELL'
'williams_percent_r_14' => -85
'williams_percent_r_14_action' => 'BUY'
'ultimate_oscillator' => 26.9
'ultimate_oscillator_action' => 'BUY'
'ichimoku_cloud' => '0.0017087'
'ichimoku_cloud_action' => 'BUY'
'sell_signals' => 17
'buy_signals' => 18
'sell_pct' => 48.57
'buy_pct' => 51.43
'overall_action' => 'bullish'
'overall_action_label' => 'Alcista'
'overall_action_dir' => 1
'last_updated' => 1767704188
'last_updated_date' => '6 de enero de 2026'
]
Predicción de precio de Beldex para 2026
La previsión del precio de Beldex para 2026 sugiere que el precio medio podría oscilar entre $0.031849 en el extremo inferior y $0.095072 en el extremo superior. En el mercado de criptomonedas, en comparación con el precio medio de hoy, Beldex podría potencialmente ganar 3.13% para 2026 si BDX alcanza el objetivo de precio previsto.
Predicción de precio de Beldex 2027-2032
La predicción del precio de BDX para 2027-2032 está actualmente dentro de un rango de precios de $0.055604 en el extremo inferior y $0.346345 en el extremo superior. Considerando la volatilidad de precios en el mercado, si Beldex alcanza el objetivo de precio superior, podría ganar 275.71% para 2032 en comparación con el precio de hoy.
| Predicción de Precio de Beldex | Potencial Mínimo ($) | Precio Medio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2027 | $0.030661 | $0.055604 | $0.080546 |
| 2028 | $0.055334 | $0.095432 | $0.13553 |
| 2029 | $0.121553 | $0.2607046 | $0.399855 |
| 2030 | $0.103376 | $0.201133 | $0.29889 |
| 2031 | $0.122222 | $0.197537 | $0.272853 |
| 2032 | $0.186563 | $0.346345 | $0.506128 |
Predicción de precio de Beldex 2032-2037
La predicción de precio de Beldex para 2032-2037 se estima actualmente entre $0.346345 en el extremo inferior y $3.15 en el extremo superior. Comparado con el precio actual, Beldex podría potencialmente ganar 3326.16% para 2037 si alcanza el objetivo de precio superior. Tenga en cuenta que esta información es solo para fines generales y no debe considerarse como consejo de inversión a largo plazo.
| Predicción de Precio de Beldex | Potencial Mínimo ($) | Precio Medio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2032 | $0.186563 | $0.346345 | $0.506128 |
| 2033 | $0.433532 | $0.890837 | $1.34 |
| 2034 | $0.348539 | $0.564655 | $0.780771 |
| 2035 | $0.412081 | $0.666012 | $0.919943 |
| 2036 | $0.682124 | $1.29 | $1.90 |
| 2037 | $1.77 | $3.15 | $4.54 |
Beldex Histograma de precios potenciales
Pronóstico de precio de Beldex basado en análisis técnico
Indicador de Sentimiento del Mercado
Alcista 51.43%
Bajista 48.57%
A fecha de 6 de enero de 2026, el sentimiento general de predicción de precio para Beldex es Alcista, con 18 indicadores técnicos mostrando señales alcistas y 17 indicando señales bajistas. La predicción de precio de BDX se actualizó por última vez el 6 de enero de 2026.
Promedios Móviles Simples de 50 y 200 días y el Índice de Fuerza Relativa de 14 días - RSI (14) de Beldex
Según nuestros indicadores técnicos, se proyecta que el SMA de 200 días de Beldex aumentar durante el próximo mes, alcanzando $0.082029 para el 4 feb. 2026. Se espera que el SMA de 50 días a corto plazo para Beldex alcance $0.089249 para el 4 feb. 2026.
El oscilador de momento del Índice de Fuerza Relativa (RSI) es una herramienta comúnmente utilizada para identificar si una criptomoneda está sobrevendida (por debajo de 30) o sobrecomprada (por encima de 70). Actualmente, el RSI se encuentra en 46.61, lo que sugiere que el mercado de BDX está en un estado NEUTRAL.
Promedios Móviles y Osciladores Populares de BDX para Sáb, 19 de Oct de 2024
Los promedios móviles (MA) son indicadores ampliamente utilizados en los mercados financieros, diseñados para suavizar los movimientos de precios durante un período establecido. Como indicadores rezagados, se basan en datos históricos de precios. La tabla a continuación resalta dos tipos: el promedio móvil simple (SMA) y el promedio móvil exponencial (EMA).
Promedio Móvil Simple Diario (SMA)
| Período | Valor | Acción |
|---|---|---|
| SMA 3 | $0.092239 | SELL |
| SMA 5 | $0.0935062 | SELL |
| SMA 10 | $0.095271 | SELL |
| SMA 21 | $0.095698 | SELL |
| SMA 50 | $0.088759 | BUY |
| SMA 100 | $0.084884 | BUY |
| SMA 200 | $0.078755 | BUY |
Promedio Móvil Exponencial Diario (EMA)
| Período | Valor | Acción |
|---|---|---|
| EMA 3 | $0.092474 | SELL |
| EMA 5 | $0.093256 | SELL |
| EMA 10 | $0.094408 | SELL |
| EMA 21 | $0.0940062 | SELL |
| EMA 50 | $0.090383 | BUY |
| EMA 100 | $0.08619 | BUY |
| EMA 200 | $0.081115 | BUY |
Promedio Móvil Simple Semanal (SMA)
| Período | Valor | Acción |
|---|---|---|
| SMA 21 | $0.084856 | BUY |
| SMA 50 | $0.075583 | BUY |
| SMA 100 | $0.0654064 | BUY |
| SMA 200 | $0.059126 | BUY |
Promedio Móvil Exponencial Semanal (EMA)
| Período | Valor | Acción |
|---|---|---|
| EMA 21 | $0.0850046 | BUY |
| EMA 50 | $0.077514 | BUY |
| EMA 100 | $0.070226 | BUY |
| EMA 200 | $0.066487 | BUY |
Osciladores de Beldex
Un oscilador es una herramienta de análisis técnico que establece límites altos y bajos entre dos extremos, creando un indicador de tendencia que fluctúa dentro de estos límites. Los traders utilizan este indicador para identificar condiciones de sobrecompra o sobreventa a corto plazo.
| Período | Valor | Acción |
|---|---|---|
| RSI (14) | 46.61 | NEUTRAL |
| Stoch RSI (14) | -11.14 | BUY |
| Estocástico Rápido (14) | 15 | BUY |
| Índice de Canal de Materias Primas (20) | -116.56 | BUY |
| Índice Direccional Medio (14) | 31.88 | BUY |
| Oscilador Asombroso (5, 34) | 0.001385 | BUY |
| Momentum (10) | -0.01 | BUY |
| MACD (12, 26) | -0 | SELL |
| Rango Percentil de Williams (14) | -85 | BUY |
| Oscilador Ultimate (7, 14, 28) | 26.9 | BUY |
| VWMA (10) | 0.095320 | SELL |
| Promedio Móvil de Hull (9) | 0.091534 | SELL |
| Nube Ichimoku B/L (9, 26, 52, 26) | 0.0017087 | BUY |
Predicción de precios de Beldex basada en flujos de dinero globales
Definiciones de flujos de dinero globales utilizadas para la predicción de precios de Beldex
M0: El total de toda la moneda física, además de cuentas en el banco central que pueden cambiarse por moneda física.
M1: Medir M0 más la cantidad en cuentas a la vista, incluyendo cuentas "de cheques" o "corrientes".
M2: Medir M1 más la mayoría de cuentas de ahorro, cuentas del mercado monetario, y cuentas de certificados de depósito (CD) inferiores a 100 000 $.
Predicciones de precios de Beldex por parte de empresas de Internet o nichos tecnológicos
| Comparación | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook acción | $0.129535 | $0.182018 | $0.255766 | $0.359395 | $0.50501 | $0.709623 |
| Amazon.com acción | $0.192349 | $0.401348 | $0.837437 | $1.74 | $3.64 | $7.60 |
| Apple acción | $0.130757 | $0.185469 | $0.263074 | $0.37315 | $0.529285 | $0.750751 |
| Netflix acción | $0.145453 | $0.2295027 | $0.362119 | $0.571367 | $0.901528 | $1.42 |
| Google acción | $0.119379 | $0.154595 | $0.20020046 | $0.259258 | $0.335738 | $0.43478 |
| Tesla acción | $0.208976 | $0.473733 | $1.07 | $2.43 | $5.51 | $12.51 |
| Kodak acción | $0.069128 | $0.051839 | $0.038874 | $0.029151 | $0.02186 | $0.016392 |
| Nokia acción | $0.061068 | $0.040455 | $0.02680007 | $0.017753 | $0.011761 | $0.007791 |
Este cálculo muestra cuánto puede costar la criptomoneda si asumimos que su capitalización se comportará como la capitalización de algunas empresas de Internet o nichos tecnológicos. Si extrapola los datos, puede obtener una imagen potencial del precio futuro en 2024, 2025, 2026, 2027, 2028, 2029 y 2030.
Resumen de pronósticos y predicciones de Beldex
Podría preguntarse cosas como: "¿Debo invertir en Beldex ahora?", "¿Debería comprar BDX hoy?", "¿Será Beldex una buena o mala inversión a corto plazo?, ¿Lo será a largo plazo?".
Actualizamos el pronóstico de Beldex regularmente con valores actualizados. Aquí hay algunas predicciones similares. Hacemos un pronóstico de precios futuros para una gran cantidad de monedas digitales, como Beldex, con métodos de análisis técnico.
Si está tratando de encontrar criptomonedas que ofrezcan un buen rendimiento, debería explorar el máximo de fuentes de información disponibles acerca de Beldex a fin de tomar una decisión responsable sobre la inversión por sus propios medios.
El precio de Beldex es de $0.09218 USD hoy, pero dicho precio puede subir y bajar, y su inversión puede perderse porque estos son activos de criptomonedas conllevan un alto riesgo
Pronóstico a corto plazo de Beldex
basado en el historial de precios de las últimas 4 horas
Pronóstico a largo plazo de Beldex
basado en el historial de precios del último mes
Predicción de precios de Beldex basada en el patrón de crecimiento del Bitcoin
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Si Beldex ofrece un 1 % del crecimiento medio anterior anual del Bitcoin | $0.094581 | $0.097039 | $0.099562 | $0.102149 |
| Si Beldex ofrece un 2 % del crecimiento medio anterior anual del Bitcoin | $0.096977 | $0.102018 | $0.107322 | $0.1129017 |
| Si Beldex ofrece un 5 % del crecimiento medio anterior anual del Bitcoin | $0.104165 | $0.1177039 | $0.1330014 | $0.150287 |
| Si Beldex ofrece un 10 % del crecimiento medio anterior anual del Bitcoin | $0.116146 | $0.146337 | $0.184374 | $0.232299 |
| Si Beldex ofrece un 20 % del crecimiento medio anterior anual del Bitcoin | $0.1401086 | $0.212946 | $0.323649 | $0.4919029 |
| Si Beldex ofrece un 50 % del crecimiento medio anterior anual del Bitcoin | $0.211994 | $0.487514 | $1.12 | $2.57 |
| Si Beldex ofrece un 100 % del crecimiento medio anterior anual del Bitcoin | $0.3318034 | $1.19 | $4.29 | $15.47 |
Cuadro de preguntas
¿Es BDX una buena inversión?
La decisión de adquirir Beldex depende completamente de su tolerancia individual al riesgo. Como puede discernir, el valor de Beldex ha experimentado un aumento de 2.1339% durante las últimas 24 horas, y Beldex ha sufrido un crecimiento de 56.66% durante el período previo de 30 días. Por lo tanto, la determinación de si invertir o no en Beldex dependerá de si dicha inversión se alinea con sus aspiraciones comerciales.
¿Puede Beldex subir?
Parece que el valor medio de Beldex podría potencialmente aumentar hasta $0.095072 para el final de este año. Mirando las perspectivas de Beldex en un horizonte de cinco años más extendido, la moneda digital podría potencialmente crecer hasta $0.29889. Sin embargo, dada la imprevisibilidad del mercado, es vital realizar una investigación exhaustiva antes de invertir cualquier fondo en un proyecto, red o activo en particular.
¿Cuál será el precio de Beldex la próxima semana?
Basado en nuestro nuevo pronóstico experimental de Beldex, el precio de Beldex aumentará en un 0.86% durante la próxima semana y alcanzará $0.092973 para el 13 de enero de 2026.
¿Cuál será el precio de Beldex el próximo mes?
Basado en nuestro nuevo pronóstico experimental de Beldex, el precio de Beldex disminuirá en un -11.62% durante el próximo mes y alcanzará $0.081474 para el 5 de febrero de 2026.
¿Hasta qué punto puede subir el precio de Beldex este año en 2026?
Según nuestra predicción más reciente sobre el valor de Beldex en 2026, se anticipa que BDX fluctúe dentro del rango de $0.031849 y $0.095072. Sin embargo, es crucial tener en cuenta que el mercado de criptomonedas es excepcionalmente inestable, y esta predicción de precios proyectada de Beldex no considera fluctuaciones de precios repentinas y extremas.
¿Dónde estará Beldex en 5 años?
El futuro de Beldex parece estar en una tendencia alcista, con un precio máximo de $0.29889 proyectada después de un período de cinco años. Basado en el pronóstico de Beldex para 2030, el valor de Beldex podría potencialmente alcanzar su punto más alto de aproximadamente $0.29889, mientras que su punto más bajo se anticipa que esté alrededor de $0.103376.
¿Cuánto será Beldex en 2026?
Basado en nuestra nueva simulación experimental de predicción de precios de Beldex, se espera que el valor de BDX en 2026 crezca en un 3.13% hasta $0.095072 si ocurre lo mejor. El precio estará entre $0.095072 y $0.031849 durante 2026.
¿Cuánto será Beldex en 2027?
Según nuestra última simulación experimental para la predicción de precios de Beldex, el valor de BDX podría disminuir en un -12.62% hasta $0.080546 en 2027, asumiendo las condiciones más favorables. Se proyecta que el precio fluctúe entre $0.080546 y $0.030661 a lo largo del año.
¿Cuánto será Beldex en 2028?
Nuestro nuevo modelo experimental de predicción de precios de Beldex sugiere que el valor de BDX en 2028 podría aumentar en un 47.02% , alcanzando $0.13553 en el mejor escenario. Se espera que el precio oscile entre $0.13553 y $0.055334 durante el año.
¿Cuánto será Beldex en 2029?
Basado en nuestro modelo de pronóstico experimental, el valor de Beldex podría experimentar un 333.75% crecimiento en 2029, potencialmente alcanzando $0.399855 bajo condiciones óptimas. El rango de precios previsto para 2029 se encuentra entre $0.399855 y $0.121553.
¿Cuánto será Beldex en 2030?
Usando nuestra nueva simulación experimental para las predicciones de precios de Beldex, se espera que el valor de BDX en 2030 aumente en un 224.23% , alcanzando $0.29889 en el mejor escenario. Se pronostica que el precio oscile entre $0.29889 y $0.103376 durante el transcurso de 2030.
¿Cuánto será Beldex en 2031?
Nuestra simulación experimental indica que el precio de Beldex podría crecer en un 195.98% en 2031, potencialmente alcanzando $0.272853 bajo condiciones ideales. Es probable que el precio fluctúe entre $0.272853 y $0.122222 durante el año.
¿Cuánto será Beldex en 2032?
Basado en los hallazgos de nuestra última predicción experimental de precios de Beldex, BDX podría experimentar un 449.04% aumento en valor, alcanzando $0.506128 si se desarrolla el escenario más positivo en 2032. Se espera que el precio se mantenga dentro de un rango de $0.506128 y $0.186563 a lo largo del año.
¿Cuánto será Beldex en 2033?
Según nuestra predicción experimental de precios de Beldex, se anticipa que el valor de BDX aumente en un 1362.43% en 2033, con el precio potencial más alto siendo $1.34. A lo largo del año, el precio de BDX podría oscilar entre $1.34 y $0.433532.
¿Cuánto será Beldex en 2034?
Los resultados de nuestra nueva simulación de predicción de precios de Beldex sugieren que BDX podría aumentar en un 746.96% en 2034, alcanzando potencialmente $0.780771 bajo las mejores circunstancias. El rango de precios previsto para el año está entre $0.780771 y $0.348539.
¿Cuánto será Beldex en 2035?
Basado en nuestra predicción experimental para el precio de Beldex, BDX podría crecer en un 897.93% , con el valor potencialmente alcanzando $0.919943 en 2035. El rango de precios esperado para el año está entre $0.919943 y $0.412081.
¿Cuánto será Beldex en 2036?
Nuestra reciente simulación de predicción de precios de Beldex sugiere que el valor de BDX podría aumentar en un 1964.7% en 2036, posiblemente alcanzando $1.90 si las condiciones son óptimas. El rango de precios esperado para 2036 está entre $1.90 y $0.682124.
¿Cuánto será Beldex en 2037?
Según la simulación experimental, el valor de Beldex podría aumentar en un 4830.69% en 2037, con un máximo de $4.54 bajo condiciones favorables. Se espera que el precio caiga entre $4.54 y $1.77 durante el transcurso del año.
Predicciones relacionadas
Predicción de precios de Wrapped Beacon ETH- Predicción de precios de Alephium
- Predicción de precios de RIF Token
- Predicción de precios de GuildFi
- Predicción de precios de SwissBorg
- Predicción de precios de Marlin
- Predicción de precios de Portal
- Predicción de precios de Synapse
- Predicción de precios de CHEX Token
- Predicción de precios de Toshi
- Predicción de precios de ANyONe Protocol
- Predicción de precios de Helium Mobile
- Predicción de precios de COTI
- Predicción de precios de Zebec Protocol
- Predicción de precios de Nosana
- Predicción de precios de Seedify.fund
- Predicción de precios de The Doge NFT
- Predicción de precios de iExec RLC
- Predicción de precios de Avalanche Bridged BTC (Avalanche)
- Predicción de precios de Coq Inu
- Predicción de precios de Tenset
- Predicción de precios de Mog Coin
- Predicción de precios de Venus
- Predicción de precios de Big Time
- Predicción de precios de Delysium
Predicción de precios de Wrapped Beacon ETH
Predicción de precios de Alephium
Predicción de precios de RIF Token
Predicción de precios de GuildFi
Predicción de precios de SwissBorg
Predicción de precios de Marlin
Predicción de precios de Portal
Predicción de precios de Synapse
Predicción de precios de CHEX Token
Predicción de precios de Toshi
Predicción de precios de ANyONe Protocol
Predicción de precios de Helium Mobile
Predicción de precios de COTI
Predicción de precios de Zebec Protocol
Predicción de precios de Nosana
Predicción de precios de Seedify.fund
Predicción de precios de The Doge NFT
Predicción de precios de iExec RLC
Predicción de precios de Avalanche Bridged BTC (Avalanche)
Predicción de precios de Coq Inu
Predicción de precios de Tenset
Predicción de precios de Mog Coin
Predicción de precios de Venus
Predicción de precios de Big Time
Predicción de precios de Delysium¿Cómo leer y predecir los movimientos de precio de Beldex?
Los traders de Beldex utilizan indicadores y patrones de gráficos para predecir la dirección del mercado. También identifican niveles clave de soporte y resistencia para estimar cuándo una tendencia bajista podría desacelerar o una tendencia alcista podría estancarse.
Indicadores de predicción de precio de Beldex
Las medias móviles son herramientas populares para la predicción de precios de Beldex. Una media móvil simple (SMA) calcula el precio de cierre promedio de BDX durante un período específico, como una SMA de 12 días. Una media móvil exponencial (EMA) da más peso a los precios recientes, reaccionando más rápido a los cambios de precio.
Las medias móviles comúnmente utilizadas en el mercado de criptomonedas incluyen las de 50 días, 100 días y 200 días, que ayudan a identificar niveles clave de resistencia y soporte. Un movimiento de precio de BDX por encima de estas medias se considera alcista, mientras que una caída por debajo indica debilidad.
Los traders también utilizan RSI y niveles de retroceso de Fibonacci para evaluar la dirección futura de BDX.
¿Cómo leer gráficos de Beldex y predecir movimientos de precio?
La mayoría de los traders prefieren gráficos de velas sobre gráficos lineales simples porque proporcionan información más detallada. Las velas pueden representar la acción del precio de Beldex en diferentes marcos de tiempo, como 5 minutos para tendencias a corto plazo y semanal para tendencias a largo plazo. Las opciones populares incluyen gráficos de 1 hora, 4 horas y 1 día.
Por ejemplo, un gráfico de velas de 1 hora muestra los precios de apertura, cierre, máximo y mínimo de BDX dentro de cada hora. El color de la vela es crucial: el verde indica que el precio cerró más alto de lo que abrió, mientras que el rojo significa lo contrario. Algunos gráficos usan velas huecas y llenas para transmitir la misma información.
¿Qué afecta el precio de Beldex?
La acción del precio de Beldex está impulsada por la oferta y la demanda, influenciada por factores como reducciones a la mitad de recompensas de bloque, hard forks y actualizaciones de protocolo. Los eventos del mundo real, como regulaciones, adopción por empresas y gobiernos y hacks de exchanges de criptomonedas, también impactan el precio de BDX. La capitalización de mercado de Beldex puede cambiar rápidamente.
Los traders a menudo monitorean la actividad de las "ballenas" de BDX, grandes poseedores de Beldex, ya que sus acciones pueden influir significativamente en los movimientos de precios en el relativamente pequeño mercado de Beldex.
Patrones de predicción de precios alcistas y bajistas
Los traders a menudo identifican patrones de velas para obtener una ventaja en las predicciones de precios de criptomonedas. Ciertas formaciones indican tendencias alcistas, mientras que otras sugieren movimientos bajistas.
Patrones de velas alcistas comúnmente seguidos:
- Martillo
- Envolvente Alcista
- Línea Penetrante
- Estrella de la Mañana
- Tres Soldados Blancos
Patrones de velas bajistas comunes:
- Harami Bajista
- Cubierta de Nube Oscura
- Estrella de la Tarde
- Estrella Fugaz
- Hombre Colgado