Prédiction du prix de Vision jusqu'à $0.0947097 d'ici 2026
| Année | Prix min. | Prix max. |
|---|---|---|
| 2026 | $0.031728 | $0.0947097 |
| 2027 | $0.030544 | $0.080239 |
| 2028 | $0.055122 | $0.135013 |
| 2029 | $0.121089 | $0.398329 |
| 2030 | $0.102981 | $0.297749 |
| 2031 | $0.121755 | $0.271811 |
| 2032 | $0.185851 | $0.504195 |
| 2033 | $0.431877 | $1.34 |
| 2034 | $0.3472086 | $0.77779 |
| 2035 | $0.4105081 | $0.91643 |
Calculateur de profit d’investissement
Si vous ouvrez une position short de $10,000.00 sur Vision aujourd’hui et la fermez le Apr 06, 2026, notre prévision indique que vous pourriez gagner environ $3,954.46, soit un rendement de 39.54% sur les 90 prochains jours.
$
≈ $3,954.46
(39.54% ROI)
Prévision du prix à long terme de Vision pour 2027, 2028, 2029, 2030, 2031, 2032 et 2037
[
'name' => 'Vision'
'name_with_ticker' => 'Vision <small>VSN</small>'
'name_lang' => 'Vision'
'name_lang_with_ticker' => 'Vision <small>VSN</small>'
'name_with_lang' => 'Vision'
'name_with_lang_with_ticker' => 'Vision <small>VSN</small>'
'image' => '/uploads/coins/vision-3.png?1752681647'
'price_for_sd' => 0.09183
'ticker' => 'VSN'
'marketcap' => '$324.02M'
'low24h' => '$0.08946'
'high24h' => '$0.09188'
'volume24h' => '$24.38M'
'current_supply' => '3.53B'
'max_supply' => '4.2B'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.09183'
'change_24h_pct' => '2.5406%'
'ath_price' => '$0.2238'
'ath_days' => 148
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '11 août 2025'
'ath_pct' => '-58.96%'
'fdv' => '$385.73M'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$4.52'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.092618'
'next_week_prediction_price_date' => '13 janvier 2026'
'next_week_prediction_price_change_pct' => '0.86%'
'next_week_prediction_price_is_increased' => true
'next_month_prediction_price' => '$0.081163'
'next_month_prediction_price_date' => '5 février 2026'
'next_month_prediction_price_change_pct' => '-11.62%'
'next_month_prediction_price_is_increased' => false
'current_year' => '2026'
'current_year_min_price_prediction' => '$0.031728'
'current_year_max_price_prediction' => '$0.0947097'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.102981'
'grand_prediction_max_price' => '$0.297749'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.093573187045842
107 => 0.093922555359204
108 => 0.094709700008398
109 => 0.087983635163944
110 => 0.091003440812215
111 => 0.092777293713049
112 => 0.084762961773757
113 => 0.092618876138651
114 => 0.087866549339145
115 => 0.08625353824584
116 => 0.088425245184924
117 => 0.087578928878708
118 => 0.086851315815986
119 => 0.086445295225007
120 => 0.088039957118522
121 => 0.087965564235156
122 => 0.08535638786683
123 => 0.081952823657983
124 => 0.083095171524659
125 => 0.082680145835128
126 => 0.081176039196886
127 => 0.082189625464533
128 => 0.077726304506086
129 => 0.070047392780315
130 => 0.075120317077786
131 => 0.074925015010614
201 => 0.074826534852101
202 => 0.078638697256322
203 => 0.078272245802707
204 => 0.077607132826092
205 => 0.081163823875482
206 => 0.079865583798209
207 => 0.083866453812532
208 => 0.086501685564013
209 => 0.085833305551021
210 => 0.08831175375047
211 => 0.083121488912289
212 => 0.084845486694251
213 => 0.085200800247755
214 => 0.081119934860023
215 => 0.0783322017925
216 => 0.07814629177938
217 => 0.073312746813575
218 => 0.075894787519296
219 => 0.078166876488226
220 => 0.077078722193335
221 => 0.076734245051258
222 => 0.078494104062156
223 => 0.078630860179476
224 => 0.075512806211818
225 => 0.076161148367622
226 => 0.078864842935237
227 => 0.076093022201483
228 => 0.070707827290146
301 => 0.06937222449599
302 => 0.069194030463206
303 => 0.065571769757461
304 => 0.069461475861129
305 => 0.067763514909235
306 => 0.073127353211572
307 => 0.070063557540119
308 => 0.069931483432253
309 => 0.069731834047155
310 => 0.066614004624015
311 => 0.067296611119286
312 => 0.069565699073472
313 => 0.070375335218631
314 => 0.070290883535537
315 => 0.0695545793046
316 => 0.069891655611035
317 => 0.068805815382836
318 => 0.068422382598449
319 => 0.067212163259427
320 => 0.06543347516269
321 => 0.06568081265187
322 => 0.062156766113177
323 => 0.060236678523591
324 => 0.059705223585141
325 => 0.058994539830415
326 => 0.059785497206295
327 => 0.062146782932105
328 => 0.059298571372065
329 => 0.054415512431187
330 => 0.054708992593862
331 => 0.055368355384349
401 => 0.054139637186398
402 => 0.052976758530539
403 => 0.053987787174481
404 => 0.051918770729002
405 => 0.055618386136942
406 => 0.055518321908209
407 => 0.056897309749607
408 => 0.057759619146512
409 => 0.055772275162628
410 => 0.055272463525031
411 => 0.055557178948979
412 => 0.050851467202565
413 => 0.056512752706586
414 => 0.056561711738715
415 => 0.056142494781738
416 => 0.059156954540049
417 => 0.065518404863661
418 => 0.063124971363172
419 => 0.062198161569872
420 => 0.060436295475315
421 => 0.062783877437055
422 => 0.062603619770377
423 => 0.061788426240968
424 => 0.061295394650823
425 => 0.062203820472839
426 => 0.061182830638372
427 => 0.060999432809177
428 => 0.059888241503064
429 => 0.059491596762764
430 => 0.059197936787929
501 => 0.058874646010068
502 => 0.059587744906987
503 => 0.057971768990596
504 => 0.056023060451502
505 => 0.055861046421795
506 => 0.056308381402235
507 => 0.056110468973563
508 => 0.055860098893229
509 => 0.055382074225637
510 => 0.055240254518143
511 => 0.055701099766357
512 => 0.055180832350071
513 => 0.055948515263233
514 => 0.055739747988686
515 => 0.054573590963677
516 => 0.053120127543888
517 => 0.053107188670709
518 => 0.052794042361073
519 => 0.052395203453889
520 => 0.052284255594108
521 => 0.053902641162076
522 => 0.057252650853566
523 => 0.056594963792188
524 => 0.057070210096515
525 => 0.059407951545244
526 => 0.060151049253457
527 => 0.059623616101401
528 => 0.058901633072207
529 => 0.058933396661366
530 => 0.061400631231248
531 => 0.061554509625
601 => 0.06194331068296
602 => 0.062443029917604
603 => 0.059708720447908
604 => 0.058804610931236
605 => 0.05837619368415
606 => 0.057056834381466
607 => 0.058479650276093
608 => 0.057650636385345
609 => 0.057762498682354
610 => 0.057689648214678
611 => 0.057729429496156
612 => 0.055617352019037
613 => 0.056386882044175
614 => 0.05510738912458
615 => 0.053394291735062
616 => 0.053388548831923
617 => 0.053807826991064
618 => 0.053558423935651
619 => 0.052887286726274
620 => 0.052982618599188
621 => 0.052147411079552
622 => 0.053084027913992
623 => 0.053110886733427
624 => 0.052750238234304
625 => 0.054193225695975
626 => 0.054784418836387
627 => 0.054547032268425
628 => 0.054767763161955
629 => 0.056622293658868
630 => 0.056924663048703
701 => 0.057058955558267
702 => 0.056879021385799
703 => 0.054801660575028
704 => 0.054893800360606
705 => 0.054217739749744
706 => 0.053646539775077
707 => 0.053669384778514
708 => 0.053963055816292
709 => 0.055245534461847
710 => 0.05794443516517
711 => 0.058046856473991
712 => 0.058170994088121
713 => 0.057666064024886
714 => 0.057513772286284
715 => 0.057714684399333
716 => 0.058728249602044
717 => 0.061335414483684
718 => 0.060413868287825
719 => 0.05966463688587
720 => 0.06032191481672
721 => 0.06022073203118
722 => 0.059366647494469
723 => 0.059342676186141
724 => 0.057703414892849
725 => 0.057097417316892
726 => 0.056591000384291
727 => 0.056038006314238
728 => 0.055710172892982
729 => 0.056213874025657
730 => 0.056329076434316
731 => 0.055227725104534
801 => 0.055077614987918
802 => 0.055977002258138
803 => 0.055581215453051
804 => 0.055988291997123
805 => 0.056082737247186
806 => 0.056067529386667
807 => 0.055654282506331
808 => 0.055917673744658
809 => 0.055294674945309
810 => 0.05461725732241
811 => 0.05418510708361
812 => 0.053807998683846
813 => 0.054017240341704
814 => 0.053271332037458
815 => 0.053032700958761
816 => 0.055828442719603
817 => 0.057893687217626
818 => 0.057863657744698
819 => 0.057680861051204
820 => 0.057409262243625
821 => 0.058708380457585
822 => 0.05825579364853
823 => 0.058585088367011
824 => 0.05866890769332
825 => 0.058922603549292
826 => 0.059013278011906
827 => 0.058739196808422
828 => 0.057819346813331
829 => 0.055527168082275
830 => 0.054460152695351
831 => 0.054108019845119
901 => 0.05412081920543
902 => 0.053767755709207
903 => 0.053871748732041
904 => 0.053731591179792
905 => 0.053466166683587
906 => 0.05400085112701
907 => 0.054062468528184
908 => 0.053937666790086
909 => 0.053967062117297
910 => 0.052933757029364
911 => 0.053012316970979
912 => 0.052574885233152
913 => 0.052492872055628
914 => 0.051387082713941
915 => 0.049428016608415
916 => 0.050513529402025
917 => 0.049202382593542
918 => 0.048705831430053
919 => 0.051056427408459
920 => 0.050820492767611
921 => 0.050416675220802
922 => 0.04981934490612
923 => 0.049597789281949
924 => 0.048251687445472
925 => 0.048172152567799
926 => 0.048839316985764
927 => 0.048531443562599
928 => 0.048099072675692
929 => 0.046533069152049
930 => 0.044772362705527
1001 => 0.044825507365741
1002 => 0.045385555327272
1003 => 0.04701397030818
1004 => 0.046377720403274
1005 => 0.045916113797139
1006 => 0.045829668755653
1007 => 0.046911709434798
1008 => 0.048443023690319
1009 => 0.049161482077784
1010 => 0.048449511635712
1011 => 0.04763163832707
1012 => 0.047681418485707
1013 => 0.048012583579215
1014 => 0.048047384348121
1015 => 0.04751503290293
1016 => 0.047664886716484
1017 => 0.047437245070775
1018 => 0.046040208711248
1019 => 0.046014940753554
1020 => 0.045672085500672
1021 => 0.045661703979874
1022 => 0.04507842166547
1023 => 0.044996816437644
1024 => 0.043838673999689
1025 => 0.044600966859529
1026 => 0.04408966083132
1027 => 0.043319002041909
1028 => 0.043186140176136
1029 => 0.043182146188016
1030 => 0.043973440448588
1031 => 0.044591720125381
1101 => 0.04409855521859
1102 => 0.043986271128914
1103 => 0.045185171447522
1104 => 0.04503260045376
1105 => 0.04490047495714
1106 => 0.048305911294339
1107 => 0.045610242703935
1108 => 0.044434777335134
1109 => 0.042979915726425
1110 => 0.04345362600227
1111 => 0.043553443717642
1112 => 0.040054763807211
1113 => 0.038635349803282
1114 => 0.038148260406622
1115 => 0.037867933572411
1116 => 0.037995682030884
1117 => 0.036718042946691
1118 => 0.037576637541469
1119 => 0.036470310090701
1120 => 0.036284830693279
1121 => 0.038263081222924
1122 => 0.038538343227352
1123 => 0.03736398999926
1124 => 0.038118114882213
1125 => 0.037844658716534
1126 => 0.036489274899492
1127 => 0.036437509207209
1128 => 0.035757425251862
1129 => 0.034693225551947
1130 => 0.034206857732796
1201 => 0.033953553149743
1202 => 0.034058071557519
1203 => 0.034005223852231
1204 => 0.033660356827666
1205 => 0.034024991226393
1206 => 0.033093501014982
1207 => 0.032722574107272
1208 => 0.032555035028498
1209 => 0.031728283851295
1210 => 0.033044012632142
1211 => 0.033303227777083
1212 => 0.033562953655936
1213 => 0.035823690108958
1214 => 0.03571075010454
1215 => 0.036731672740467
1216 => 0.036692001564191
1217 => 0.036400817890574
1218 => 0.035172361868976
1219 => 0.035662002544062
1220 => 0.034154964653203
1221 => 0.03528413990965
1222 => 0.034768831478094
1223 => 0.035109913610587
1224 => 0.034496617182228
1225 => 0.034836040748071
1226 => 0.033364697304197
1227 => 0.031990777498668
1228 => 0.032543682935633
1229 => 0.033144754378019
1230 => 0.034448030415267
1231 => 0.033671809959276
]
'min_raw' => 0.031728283851295
'max_raw' => 0.094709700008398
'avg_raw' => 0.063218991929846
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.031728'
'max' => '$0.0947097'
'avg' => '$0.063218'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.060104716148705
'max_diff' => 0.0028767000083978
'year' => 2026
]
1 => [
'items' => [
101 => 0.033950968187396
102 => 0.033015834853718
103 => 0.03108638767871
104 => 0.031097308140183
105 => 0.0308005047276
106 => 0.03054402324512
107 => 0.033760968216117
108 => 0.033360890256599
109 => 0.032723418389017
110 => 0.033576699815901
111 => 0.033802320968567
112 => 0.033808744085597
113 => 0.034431276188271
114 => 0.034763521683062
115 => 0.034822081391554
116 => 0.035801649105807
117 => 0.036129987282814
118 => 0.037482365765748
119 => 0.034735332974099
120 => 0.034678759641491
121 => 0.033588707235439
122 => 0.032897378766475
123 => 0.033636043087166
124 => 0.034290398837564
125 => 0.033609039892614
126 => 0.033698010986552
127 => 0.032783342272026
128 => 0.033110293298306
129 => 0.033391907567198
130 => 0.033236416720437
131 => 0.033003639396995
201 => 0.034236749128206
202 => 0.034167172244575
203 => 0.03531547237535
204 => 0.036210654443018
205 => 0.037814980741216
206 => 0.036140782613625
207 => 0.036079768179521
208 => 0.036676194059913
209 => 0.036129895973119
210 => 0.036475137506404
211 => 0.03775935699279
212 => 0.037786490526891
213 => 0.037331968871119
214 => 0.037304311187058
215 => 0.037391607042971
216 => 0.037902901597691
217 => 0.037724239569777
218 => 0.037930991791648
219 => 0.038189538611
220 => 0.039258997877419
221 => 0.039516840885916
222 => 0.038890416051542
223 => 0.038946975200304
224 => 0.038712675116502
225 => 0.038486344171321
226 => 0.038995103083108
227 => 0.039924869994081
228 => 0.039919085962383
301 => 0.040134773813643
302 => 0.040269145558123
303 => 0.039692323664686
304 => 0.039316833822387
305 => 0.039460820520964
306 => 0.03969105838761
307 => 0.039386157483879
308 => 0.037504167862208
309 => 0.03807504329146
310 => 0.037980021705651
311 => 0.037844699412438
312 => 0.038418719071
313 => 0.038363353474601
314 => 0.036704938911213
315 => 0.036811105230848
316 => 0.036711395236744
317 => 0.037033578626441
318 => 0.03611249701276
319 => 0.036395815513549
320 => 0.036573510221298
321 => 0.036678173769277
322 => 0.037056290273044
323 => 0.037011922665531
324 => 0.037053532320266
325 => 0.037614179276297
326 => 0.040449739189098
327 => 0.040604072458841
328 => 0.039844078993883
329 => 0.040147681392926
330 => 0.03956483117731
331 => 0.03995610243181
401 => 0.040223800286926
402 => 0.039014125154992
403 => 0.038942496044405
404 => 0.038357240198618
405 => 0.038671723539559
406 => 0.03817135793197
407 => 0.038294130150026
408 => 0.037950848325251
409 => 0.038568687263117
410 => 0.039259527198115
411 => 0.039434060647792
412 => 0.038974938283068
413 => 0.038642503433369
414 => 0.038058857348146
415 => 0.039029473795274
416 => 0.039313311623414
417 => 0.039027982915996
418 => 0.038961866019932
419 => 0.038836574621361
420 => 0.038988447182429
421 => 0.039311765781645
422 => 0.039159294701012
423 => 0.039260004535964
424 => 0.038876202496655
425 => 0.039692514616734
426 => 0.040989014719629
427 => 0.040993183179459
428 => 0.04084071127695
429 => 0.040778323059496
430 => 0.040934768484239
501 => 0.041019633709435
502 => 0.041525549525869
503 => 0.042068417353478
504 => 0.044601744633138
505 => 0.043890396470282
506 => 0.046138115141112
507 => 0.047915768779997
508 => 0.048448809378927
509 => 0.04795843710941
510 => 0.046280900064783
511 => 0.046198592094261
512 => 0.048705540676805
513 => 0.047997212876717
514 => 0.047912959538777
515 => 0.047016646371355
516 => 0.047546478463847
517 => 0.047430596413051
518 => 0.047247670926726
519 => 0.048258553650776
520 => 0.050150835868075
521 => 0.049855905938799
522 => 0.049635754428
523 => 0.04867111459282
524 => 0.049252043233706
525 => 0.049045185671641
526 => 0.049933977033322
527 => 0.049407476719802
528 => 0.047991846596971
529 => 0.04821729036001
530 => 0.048183214988757
531 => 0.048884483714545
601 => 0.048673980249623
602 => 0.048142110808771
603 => 0.050144368253174
604 => 0.050014352791876
605 => 0.050198684990324
606 => 0.050279833724744
607 => 0.051498572547419
608 => 0.051997850847776
609 => 0.052111195763054
610 => 0.052585471532824
611 => 0.052099395349847
612 => 0.0540440466482
613 => 0.055337126288055
614 => 0.056839104831017
615 => 0.059033899176058
616 => 0.059859162152776
617 => 0.059710085782674
618 => 0.061374153806243
619 => 0.064364447054441
620 => 0.060314509543891
621 => 0.064579103576517
622 => 0.063228982342893
623 => 0.060027869185616
624 => 0.059821755236932
625 => 0.061989586232728
626 => 0.066797626735403
627 => 0.065593267121827
628 => 0.066799596636281
629 => 0.065392349179706
630 => 0.065322467482274
701 => 0.06673124976835
702 => 0.070022946368492
703 => 0.068459184701167
704 => 0.066217148900964
705 => 0.067872633245893
706 => 0.066438499498472
707 => 0.063206994776771
708 => 0.065592346170728
709 => 0.063997329624486
710 => 0.064462840248422
711 => 0.067815327787819
712 => 0.067411947617497
713 => 0.067933958909892
714 => 0.067012622642229
715 => 0.066151949286838
716 => 0.064545438554559
717 => 0.064069829926753
718 => 0.064201271040873
719 => 0.064069764791064
720 => 0.06317093680095
721 => 0.062976834982063
722 => 0.062653323446788
723 => 0.062753593199099
724 => 0.062145296866146
725 => 0.063293277726865
726 => 0.063506353090587
727 => 0.064341757827359
728 => 0.064428492318479
729 => 0.066755082619147
730 => 0.065473635778301
731 => 0.066333340953938
801 => 0.06625644083117
802 => 0.060097247014358
803 => 0.060945929579288
804 => 0.062266213319058
805 => 0.061671427283894
806 => 0.060830538988669
807 => 0.060151476604698
808 => 0.059122627655287
809 => 0.060570712794289
810 => 0.06247479076539
811 => 0.064476782878034
812 => 0.066882045225656
813 => 0.066345218670007
814 => 0.06443181817151
815 => 0.064517651920133
816 => 0.065048242379783
817 => 0.06436107952531
818 => 0.064158421784513
819 => 0.065020400318219
820 => 0.065026336290645
821 => 0.064235672380169
822 => 0.063356994133642
823 => 0.063353312439706
824 => 0.063196960132762
825 => 0.065420163907772
826 => 0.066642701192774
827 => 0.066782863122282
828 => 0.066633267178166
829 => 0.066690840719806
830 => 0.065979473210434
831 => 0.067605448387375
901 => 0.069097604002015
902 => 0.068697674422037
903 => 0.068098123128309
904 => 0.067620551644552
905 => 0.068585173757904
906 => 0.068542220653652
907 => 0.06908457132445
908 => 0.069059967165253
909 => 0.068877595033504
910 => 0.06869768093512
911 => 0.069411019998646
912 => 0.069205589804226
913 => 0.068999840519972
914 => 0.068587178831761
915 => 0.068643266408773
916 => 0.06804381863603
917 => 0.067766486667495
918 => 0.063596079273164
919 => 0.062481610145406
920 => 0.06283224482011
921 => 0.062947682859247
922 => 0.062462664466616
923 => 0.063158056250647
924 => 0.063049680177708
925 => 0.063471308079632
926 => 0.063207893271465
927 => 0.063218703907075
928 => 0.063993350691934
929 => 0.064218233949162
930 => 0.064103856509506
1001 => 0.064183962547612
1002 => 0.066029972385123
1003 => 0.0657675288183
1004 => 0.06562811090412
1005 => 0.065666730619147
1006 => 0.066138425711528
1007 => 0.066270474583798
1008 => 0.065710974233082
1009 => 0.065974837832913
1010 => 0.067098335551715
1011 => 0.067491496168831
1012 => 0.068746276130866
1013 => 0.068213223301058
1014 => 0.069191664840157
1015 => 0.072199060556043
1016 => 0.074601576349847
1017 => 0.0723921235377
1018 => 0.076804037834481
1019 => 0.080239345966042
1020 => 0.080107493118148
1021 => 0.079508467685301
1022 => 0.075597460709911
1023 => 0.071998493781328
1024 => 0.075009182437295
1025 => 0.075016857301833
1026 => 0.074758236476238
1027 => 0.073151964739917
1028 => 0.07470234170161
1029 => 0.074825404994687
1030 => 0.074756522275735
1031 => 0.073524997501601
1101 => 0.071644686795322
1102 => 0.072012095006501
1103 => 0.072613917151337
1104 => 0.071474542277911
1105 => 0.071110442968693
1106 => 0.071787372857257
1107 => 0.073968582002151
1108 => 0.073556237048193
1109 => 0.073545469055028
1110 => 0.075309655629534
1111 => 0.074046878777479
1112 => 0.072016729200648
1113 => 0.071504089658115
1114 => 0.069684564637497
1115 => 0.070941317050163
1116 => 0.070986545332142
1117 => 0.070298234879423
1118 => 0.072072581800391
1119 => 0.072056230881146
1120 => 0.073740709205918
1121 => 0.076960799101716
1122 => 0.076008460068528
1123 => 0.074900993387123
1124 => 0.075021405722112
1125 => 0.076342031833974
1126 => 0.075543551139781
1127 => 0.075830690364618
1128 => 0.076341597214367
1129 => 0.076649840001924
1130 => 0.07497705432857
1201 => 0.074587047969523
1202 => 0.073789231832544
1203 => 0.073581096494349
1204 => 0.074230901090939
1205 => 0.074059700537673
1206 => 0.070982744070174
1207 => 0.070661184999297
1208 => 0.07067104675692
1209 => 0.069862471183897
1210 => 0.068629199354665
1211 => 0.071870164087053
1212 => 0.07160986926177
1213 => 0.071322523919877
1214 => 0.071357722084689
1215 => 0.072764515028532
1216 => 0.071948504076356
1217 => 0.07411800293428
1218 => 0.073672019190196
1219 => 0.073214597645927
1220 => 0.073151368055108
1221 => 0.072975299785937
1222 => 0.072371496178831
1223 => 0.071642367040279
1224 => 0.071160932826923
1225 => 0.065642198980159
1226 => 0.066666443881121
1227 => 0.067844744276816
1228 => 0.068251488851668
1229 => 0.067555724110517
1230 => 0.072398969211548
1231 => 0.073283876762177
]
'min_raw' => 0.03054402324512
'max_raw' => 0.080239345966042
'avg_raw' => 0.055391684605581
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.030544'
'max' => '$0.080239'
'avg' => '$0.055391'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.0011842606061748
'max_diff' => -0.014470354042356
'year' => 2027
]
2 => [
'items' => [
101 => 0.070603434070229
102 => 0.07010203268432
103 => 0.072431841002934
104 => 0.071026681779326
105 => 0.071659424891678
106 => 0.070291780374752
107 => 0.073070728446348
108 => 0.073049557518054
109 => 0.071968483952814
110 => 0.072882199927283
111 => 0.072723419291273
112 => 0.071502889898684
113 => 0.073109421405112
114 => 0.073110218224696
115 => 0.072069708422719
116 => 0.070854620770894
117 => 0.070637391797837
118 => 0.070473738947245
119 => 0.071619176322534
120 => 0.072646171891528
121 => 0.074557156031634
122 => 0.07503762284832
123 => 0.076912916820332
124 => 0.075796270566405
125 => 0.076291265387781
126 => 0.076828652287677
127 => 0.077086295329236
128 => 0.076666479818903
129 => 0.079579583259231
130 => 0.079825538444778
131 => 0.079908005090988
201 => 0.078925723001301
202 => 0.079798219402929
203 => 0.079390007230651
204 => 0.08045206189831
205 => 0.080618605631194
206 => 0.080477549014406
207 => 0.080530412623938
208 => 0.07804459274428
209 => 0.077915689869775
210 => 0.076158090029371
211 => 0.076874324955858
212 => 0.075535358090825
213 => 0.075959958276614
214 => 0.07614711799277
215 => 0.076049356378271
216 => 0.076914819803971
217 => 0.076178999089629
218 => 0.074237047244354
219 => 0.072294566315598
220 => 0.072270180049848
221 => 0.071758759108942
222 => 0.071389095440085
223 => 0.07146030577723
224 => 0.07171126029344
225 => 0.071374509507393
226 => 0.071446372361294
227 => 0.072639774555747
228 => 0.07287910285489
229 => 0.072065771782801
301 => 0.068800130165249
302 => 0.06799873352106
303 => 0.068574761536517
304 => 0.068299457246084
305 => 0.05512299255167
306 => 0.058218607482359
307 => 0.056379298207694
308 => 0.05722693654401
309 => 0.055349478061404
310 => 0.056245499655334
311 => 0.056080037184404
312 => 0.061057694387048
313 => 0.060979975116372
314 => 0.061017175218432
315 => 0.059241517422751
316 => 0.062070188505634
317 => 0.063463693596785
318 => 0.06320579289135
319 => 0.063270700942655
320 => 0.062155365570566
321 => 0.061027974102836
322 => 0.059777523460821
323 => 0.062100706193315
324 => 0.061842407931514
325 => 0.062434851211305
326 => 0.063941601277859
327 => 0.064163475948746
328 => 0.064461677756449
329 => 0.064354793635838
330 => 0.066901207020727
331 => 0.066592819558041
401 => 0.067335944613987
402 => 0.065807279992872
403 => 0.064077450871902
404 => 0.064406234835423
405 => 0.064374570295823
406 => 0.063971444363838
407 => 0.06360752029742
408 => 0.063001689261804
409 => 0.064918628304615
410 => 0.064840804080219
411 => 0.066100687812431
412 => 0.065877991124905
413 => 0.064390768142482
414 => 0.064443884602248
415 => 0.064801118321081
416 => 0.066037508300782
417 => 0.066404553026606
418 => 0.066234523285401
419 => 0.066636971071039
420 => 0.066955049391689
421 => 0.066676916810893
422 => 0.070614687625268
423 => 0.068979450642716
424 => 0.069776453770106
425 => 0.069966534319773
426 => 0.069479646988763
427 => 0.069585235416731
428 => 0.069745173113978
429 => 0.070716283492649
430 => 0.073264758119334
501 => 0.074393460183439
502 => 0.077789216032479
503 => 0.074299737189307
504 => 0.074092685955652
505 => 0.074704364126066
506 => 0.076698032286714
507 => 0.078313713075191
508 => 0.07884972760359
509 => 0.078920570772153
510 => 0.079926169661001
511 => 0.08050256019078
512 => 0.079804063506019
513 => 0.079212160701335
514 => 0.077092038324638
515 => 0.077337448262642
516 => 0.079028079374166
517 => 0.081416195396868
518 => 0.08346544738547
519 => 0.082747870762704
520 => 0.088222473864262
521 => 0.088765258400033
522 => 0.088690263127515
523 => 0.089926807077171
524 => 0.0874725191549
525 => 0.08642326351854
526 => 0.07934013680609
527 => 0.081330206495304
528 => 0.084222889661272
529 => 0.083840032197251
530 => 0.081739288360483
531 => 0.083463853782892
601 => 0.082893658522096
602 => 0.082443921862484
603 => 0.084504252685909
604 => 0.082238834311828
605 => 0.084200290380036
606 => 0.081684702683894
607 => 0.082751148592272
608 => 0.082145782316492
609 => 0.082537528487822
610 => 0.080247388374916
611 => 0.081483092389831
612 => 0.080195979025277
613 => 0.080195368765955
614 => 0.080166955667095
615 => 0.081681238832558
616 => 0.081730619552219
617 => 0.080611562004987
618 => 0.080450288329466
619 => 0.081046601634821
620 => 0.080348474928953
621 => 0.080675124020671
622 => 0.080358368797178
623 => 0.080287060524484
624 => 0.079718864075556
625 => 0.07947406942247
626 => 0.079570059713526
627 => 0.079242395363766
628 => 0.079044965740898
629 => 0.080127681945875
630 => 0.079549230354203
701 => 0.080039025943287
702 => 0.079480842052394
703 => 0.077545933497413
704 => 0.076433147126157
705 => 0.072778284231916
706 => 0.07381479881488
707 => 0.074502009055736
708 => 0.074274886075233
709 => 0.07476283412228
710 => 0.074792790169419
711 => 0.074634153285282
712 => 0.074450472096095
713 => 0.074361066251406
714 => 0.075027424168885
715 => 0.075414267368558
716 => 0.074570979797093
717 => 0.074373409317946
718 => 0.07522601961188
719 => 0.075746111398643
720 => 0.079586176937771
721 => 0.079301692479384
722 => 0.080015692642679
723 => 0.079935307181518
724 => 0.080683693101797
725 => 0.081906987789967
726 => 0.079419687650345
727 => 0.079851396950215
728 => 0.079745551799511
729 => 0.080901141400815
730 => 0.080904749025414
731 => 0.08021191533345
801 => 0.080587511717806
802 => 0.080377864120006
803 => 0.080756725664803
804 => 0.079297893016
805 => 0.081074593710989
806 => 0.082081868516984
807 => 0.082095854528643
808 => 0.082573294792457
809 => 0.083058401751968
810 => 0.083989522316837
811 => 0.08303243330478
812 => 0.081310723342827
813 => 0.081435025240991
814 => 0.080425587320247
815 => 0.080442556154065
816 => 0.080351975189275
817 => 0.080623815483226
818 => 0.079357546673616
819 => 0.079654737432249
820 => 0.079238668629816
821 => 0.079850492497896
822 => 0.079192271153951
823 => 0.079745500757774
824 => 0.079984256314932
825 => 0.080865269460886
826 => 0.079062144795963
827 => 0.075385451543377
828 => 0.076158337040668
829 => 0.075015178681329
830 => 0.075120982339797
831 => 0.075334722568429
901 => 0.074641920555982
902 => 0.074774085347256
903 => 0.074769363490883
904 => 0.074728673083608
905 => 0.074548448522887
906 => 0.0742870872535
907 => 0.075328270107983
908 => 0.07550518736374
909 => 0.075898452507875
910 => 0.077068542822525
911 => 0.076951623207462
912 => 0.077142323950578
913 => 0.076726025299094
914 => 0.075140293240266
915 => 0.075226406120248
916 => 0.074152577127013
917 => 0.075870992286221
918 => 0.075464048894549
919 => 0.075201689842614
920 => 0.075130102744554
921 => 0.076303093486774
922 => 0.076654070701223
923 => 0.076435365254383
924 => 0.075986794002257
925 => 0.076848183414525
926 => 0.077078654882146
927 => 0.077130248944286
928 => 0.078656465827788
929 => 0.077215547513919
930 => 0.077562390873564
1001 => 0.080268363754707
1002 => 0.077814419750243
1003 => 0.079114328618889
1004 => 0.079050704844168
1005 => 0.07971569423485
1006 => 0.078996156304546
1007 => 0.079005075839551
1008 => 0.079595541368193
1009 => 0.078766339024234
1010 => 0.078561016862771
1011 => 0.078277365767255
1012 => 0.078896707557147
1013 => 0.079267974949767
1014 => 0.082260117468431
1015 => 0.084193177993764
1016 => 0.084109258738275
1017 => 0.084876123643183
1018 => 0.084530643979844
1019 => 0.083414999013995
1020 => 0.08531926893229
1021 => 0.084716678252104
1022 => 0.084766355095631
1023 => 0.084764506121034
1024 => 0.085165176243966
1025 => 0.084881264740991
1026 => 0.084321646025709
1027 => 0.084693147045225
1028 => 0.085796372259143
1029 => 0.089220817174225
1030 => 0.091137181916566
1031 => 0.089105449610478
1101 => 0.090506911349238
1102 => 0.089666533697859
1103 => 0.089513812079533
1104 => 0.090394033618684
1105 => 0.091275795869116
1106 => 0.091219631425727
1107 => 0.090579517310905
1108 => 0.090217933089737
1109 => 0.092955969952024
1110 => 0.094973308870916
1111 => 0.094835739881059
1112 => 0.095442924662455
1113 => 0.09722563796015
1114 => 0.097388626922401
1115 => 0.097368094059416
1116 => 0.096964108910337
1117 => 0.098719421666493
1118 => 0.10018373444947
1119 => 0.096870598020579
1120 => 0.098132197000559
1121 => 0.098698569428853
1122 => 0.099530172188715
1123 => 0.10093322543741
1124 => 0.10245731340698
1125 => 0.10267283615666
1126 => 0.10251991245205
1127 => 0.10151473546643
1128 => 0.10318241070889
1129 => 0.10415929575413
1130 => 0.10474100844295
1201 => 0.10621613503404
1202 => 0.098702067152154
1203 => 0.093383236431949
1204 => 0.092552624210142
1205 => 0.094241706825399
1206 => 0.09468710444086
1207 => 0.094507565220549
1208 => 0.088520737678025
1209 => 0.092521104802133
1210 => 0.096825163467252
1211 => 0.09699049988941
1212 => 0.099145201650791
1213 => 0.099846860868507
1214 => 0.10158167820963
1215 => 0.10147316491261
1216 => 0.1018955653282
1217 => 0.10179846278761
1218 => 0.10501184660316
1219 => 0.10855668614382
1220 => 0.10843393962243
1221 => 0.10792432699782
1222 => 0.10868118864723
1223 => 0.11233984294129
1224 => 0.11200301268263
1225 => 0.11233021458778
1226 => 0.1166439741932
1227 => 0.12225247530539
1228 => 0.11964676345447
1229 => 0.12530040839757
1230 => 0.12885907820241
1231 => 0.13501342965656
]
'min_raw' => 0.05512299255167
'max_raw' => 0.13501342965656
'avg_raw' => 0.095068211104115
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.055122'
'max' => '$0.135013'
'avg' => '$0.095068'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.02457896930655
'max_diff' => 0.054774083690518
'year' => 2028
]
3 => [
'items' => [
101 => 0.13424287454368
102 => 0.13663871840206
103 => 0.13286342007192
104 => 0.12419457199224
105 => 0.12282269360061
106 => 0.12556922888214
107 => 0.1323213178688
108 => 0.12535658157131
109 => 0.1267655386534
110 => 0.12635975891897
111 => 0.12633813664138
112 => 0.12716337103301
113 => 0.12596632550661
114 => 0.12108934668769
115 => 0.12332443734019
116 => 0.12246136150139
117 => 0.1234190084911
118 => 0.12858703433091
119 => 0.12630212691679
120 => 0.12389516256681
121 => 0.12691403000983
122 => 0.1307580856602
123 => 0.13051753156603
124 => 0.13005075607953
125 => 0.13268194505735
126 => 0.13702789838266
127 => 0.13820259210303
128 => 0.13906972699186
129 => 0.13918929024267
130 => 0.14042086603411
131 => 0.13379837260647
201 => 0.14430843975382
202 => 0.14612323801542
203 => 0.14578213115792
204 => 0.1477992030473
205 => 0.14720572932927
206 => 0.14634587902502
207 => 0.14954336701319
208 => 0.14587770505873
209 => 0.14067475940838
210 => 0.137820320522
211 => 0.1415792759086
212 => 0.14387473879373
213 => 0.14539189374194
214 => 0.14585098391258
215 => 0.13431245791944
216 => 0.12809383236513
217 => 0.13207990004875
218 => 0.13694317772648
219 => 0.13377135685342
220 => 0.13389568622659
221 => 0.12937350320148
222 => 0.13734329058055
223 => 0.13618215959588
224 => 0.14220610919834
225 => 0.1407684452805
226 => 0.14568074233293
227 => 0.14438716989002
228 => 0.14975671677787
301 => 0.15189877440611
302 => 0.15549562254857
303 => 0.15814147868397
304 => 0.15969517601384
305 => 0.15960189785393
306 => 0.16575842072381
307 => 0.16212813427997
308 => 0.15756763891368
309 => 0.15748515394068
310 => 0.1598470991136
311 => 0.16479708822803
312 => 0.16608054838599
313 => 0.16679782752143
314 => 0.16569928955683
315 => 0.16175887380701
316 => 0.1600574222646
317 => 0.16150710827453
318 => 0.15973426685733
319 => 0.16279468851487
320 => 0.16699730112147
321 => 0.16612947823714
322 => 0.16903048002819
323 => 0.17203271168763
324 => 0.17632603779929
325 => 0.17744847222628
326 => 0.17930381365175
327 => 0.18121356942646
328 => 0.18182693151193
329 => 0.18299803004818
330 => 0.18299185778083
331 => 0.18652104204384
401 => 0.19041384157569
402 => 0.19188328328044
403 => 0.19526218345503
404 => 0.18947593531683
405 => 0.19386487099729
406 => 0.19782380084325
407 => 0.19310380147337
408 => 0.19960922098594
409 => 0.19986181168401
410 => 0.20367563133546
411 => 0.19980959447928
412 => 0.19751395413491
413 => 0.20414138179259
414 => 0.20734818527413
415 => 0.20638226996766
416 => 0.19903160679229
417 => 0.19475320553945
418 => 0.1835558042188
419 => 0.19681960977485
420 => 0.20328002255068
421 => 0.19901487588392
422 => 0.20116596777387
423 => 0.21290162763156
424 => 0.21736980707766
425 => 0.2164404569878
426 => 0.21659750185458
427 => 0.21900845038051
428 => 0.22969992387806
429 => 0.22329334513191
430 => 0.22819093453341
501 => 0.2307885982924
502 => 0.23320145316112
503 => 0.22727624419416
504 => 0.21956763438674
505 => 0.21712599407531
506 => 0.19859079110476
507 => 0.19762595329584
508 => 0.19708436059611
509 => 0.19366969523414
510 => 0.1909867036152
511 => 0.18885308906672
512 => 0.18325384734027
513 => 0.18514342705548
514 => 0.1762194043961
515 => 0.18192867784563
516 => 0.16768572220319
517 => 0.17954767889393
518 => 0.17309175516415
519 => 0.17742673431718
520 => 0.1774116099833
521 => 0.16942953895617
522 => 0.1648256469693
523 => 0.16775942612949
524 => 0.1709046702729
525 => 0.17141497555329
526 => 0.17549286668449
527 => 0.17663091844523
528 => 0.17318256847963
529 => 0.1673905686055
530 => 0.16873591807481
531 => 0.16479838350524
601 => 0.15789800562716
602 => 0.16285397748824
603 => 0.16454616418031
604 => 0.16529353022528
605 => 0.15850780109594
606 => 0.15637557767816
607 => 0.15524039982162
608 => 0.16651461618644
609 => 0.16713224320901
610 => 0.16397237603788
611 => 0.17825527528227
612 => 0.17502261529461
613 => 0.17863428852175
614 => 0.16861384171175
615 => 0.16899663627422
616 => 0.16425279616958
617 => 0.16690902964467
618 => 0.16503168943888
619 => 0.16669443222929
620 => 0.16769107340212
621 => 0.17243413508927
622 => 0.17960183703951
623 => 0.17172567984038
624 => 0.16829392536007
625 => 0.17042296653873
626 => 0.17609288375928
627 => 0.18468309858614
628 => 0.17959751851445
629 => 0.18185441259152
630 => 0.18234744354513
701 => 0.17859752507868
702 => 0.18482136342882
703 => 0.18815676896304
704 => 0.19157820487622
705 => 0.19454894181317
706 => 0.19021160813351
707 => 0.19485317690311
708 => 0.19111289182199
709 => 0.18775746944067
710 => 0.18776255823136
711 => 0.18565765275666
712 => 0.18157913316426
713 => 0.1808269915757
714 => 0.18473972710438
715 => 0.18787737046094
716 => 0.18813580179609
717 => 0.18987296237622
718 => 0.19090099611336
719 => 0.20097712428148
720 => 0.2050298263848
721 => 0.20998539380301
722 => 0.21191586659288
723 => 0.21772589757759
724 => 0.21303382568979
725 => 0.21201866642235
726 => 0.19792543170009
727 => 0.20023319809634
728 => 0.20392815476308
729 => 0.19798636017459
730 => 0.2017550612284
731 => 0.20249908264842
801 => 0.19778446026813
802 => 0.20030274378825
803 => 0.19361492937783
804 => 0.17974761311797
805 => 0.184836801716
806 => 0.18858415752651
807 => 0.18323621873927
808 => 0.19282219202159
809 => 0.18722226432471
810 => 0.18544735608874
811 => 0.17852280625973
812 => 0.18179092722866
813 => 0.18621110763412
814 => 0.18347995004467
815 => 0.18914751212815
816 => 0.19717429152195
817 => 0.20289465252094
818 => 0.20333379080844
819 => 0.19965598192051
820 => 0.20554969413489
821 => 0.20559262339406
822 => 0.19894449193972
823 => 0.19487254844088
824 => 0.19394739431051
825 => 0.19625861071534
826 => 0.19906485410489
827 => 0.2034895177861
828 => 0.20616324938053
829 => 0.21313492334113
830 => 0.21502125842131
831 => 0.21709376877336
901 => 0.21986328174224
902 => 0.22318879214991
903 => 0.21591276469932
904 => 0.21620185483415
905 => 0.20942651881562
906 => 0.20218610059834
907 => 0.20768067549438
908 => 0.21486410125828
909 => 0.21321621545106
910 => 0.2130307946345
911 => 0.21334262101652
912 => 0.21210016893279
913 => 0.20648060420553
914 => 0.20365849397984
915 => 0.20729973616808
916 => 0.20923489433809
917 => 0.21223615589625
918 => 0.21186618706026
919 => 0.21959711452212
920 => 0.22260111916268
921 => 0.22183256622702
922 => 0.22197399846344
923 => 0.22741260537522
924 => 0.23346145479594
925 => 0.23912700049442
926 => 0.24489023691977
927 => 0.23794243046607
928 => 0.23441476283
929 => 0.23805441536582
930 => 0.2361231644985
1001 => 0.24722070482836
1002 => 0.24798907444281
1003 => 0.25908581229419
1004 => 0.26961793789011
1005 => 0.26300289850594
1006 => 0.2692405826973
1007 => 0.2759871467161
1008 => 0.28900236329894
1009 => 0.28461929623468
1010 => 0.28126193555488
1011 => 0.27808924593511
1012 => 0.28469110938355
1013 => 0.29318430124263
1014 => 0.29501365342229
1015 => 0.29797790281967
1016 => 0.2948613570295
1017 => 0.2986148931575
1018 => 0.31186652507669
1019 => 0.30828581715674
1020 => 0.30320063628288
1021 => 0.31366152698282
1022 => 0.31744728266144
1023 => 0.34401769862969
1024 => 0.37756394635873
1025 => 0.36367557952237
1026 => 0.35505462205224
1027 => 0.35708075154956
1028 => 0.36933070560806
1029 => 0.37326500205754
1030 => 0.36257022807454
1031 => 0.36634780304728
1101 => 0.38716261255006
1102 => 0.39832909002926
1103 => 0.3831635137545
1104 => 0.34132229028791
1105 => 0.30274277138335
1106 => 0.31297579705522
1107 => 0.31181568951179
1108 => 0.33417860562216
1109 => 0.30820041845706
1110 => 0.30863782450415
1111 => 0.33146318203694
1112 => 0.32537376797289
1113 => 0.31550969706234
1114 => 0.30281479001723
1115 => 0.27934708020757
1116 => 0.25856107518366
1117 => 0.29932721776663
1118 => 0.29756930757003
1119 => 0.29502359309766
1120 => 0.30068880518084
1121 => 0.32819746695826
1122 => 0.32756330326744
1123 => 0.32352907741961
1124 => 0.32658900216915
1125 => 0.31497327745923
1126 => 0.31796691420211
1127 => 0.30273666019045
1128 => 0.30962137107531
1129 => 0.31548853319635
1130 => 0.31666645285697
1201 => 0.31932036599841
1202 => 0.29664296877648
1203 => 0.30682445435572
1204 => 0.31280512325734
1205 => 0.28578424358123
1206 => 0.3122710073449
1207 => 0.2962482057435
1208 => 0.29080982622558
1209 => 0.29813188779444
1210 => 0.29527847328012
1211 => 0.29282527503883
1212 => 0.29145634826889
1213 => 0.29683286217861
1214 => 0.2965820413784
1215 => 0.28778502108571
1216 => 0.27630966672632
1217 => 0.280161172315
1218 => 0.27876188422658
1219 => 0.27369068368237
1220 => 0.27710806055008
1221 => 0.26205966231955
1222 => 0.23616967531162
1223 => 0.25327339376081
1224 => 0.25261491920578
1225 => 0.25228288647569
1226 => 0.2651358581782
1227 => 0.26390034151752
1228 => 0.26165786668016
1229 => 0.27364949887341
1230 => 0.26927239181266
1231 => 0.28276160439777
]
'min_raw' => 0.12108934668769
'max_raw' => 0.39832909002926
'avg_raw' => 0.25970921835848
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.121089'
'max' => '$0.398329'
'avg' => '$0.2597092'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.065966354136024
'max_diff' => 0.2633156603727
'year' => 2029
]
4 => [
'items' => [
101 => 0.2916464722339
102 => 0.28939298235529
103 => 0.29774924349946
104 => 0.28024990322481
105 => 0.28606248211238
106 => 0.28726044656522
107 => 0.27350152399356
108 => 0.2641024873231
109 => 0.26347567873404
110 => 0.2471790444145
111 => 0.25588457492616
112 => 0.2635450815171
113 => 0.25987629333936
114 => 0.25871486460422
115 => 0.2646483521289
116 => 0.26510943492645
117 => 0.25459669827892
118 => 0.25678262912301
119 => 0.26589832412365
120 => 0.25655293699746
121 => 0.23839637637158
122 => 0.23389329830228
123 => 0.23329250467963
124 => 0.22107979981205
125 => 0.23419421551117
126 => 0.22846942161401
127 => 0.24655397694157
128 => 0.23622417592789
129 => 0.2357788788521
130 => 0.23510574701117
131 => 0.22459376743115
201 => 0.22689522288802
202 => 0.23454561134822
203 => 0.23727535613861
204 => 0.23699062139284
205 => 0.23450812027111
206 => 0.23564459657217
207 => 0.23198361043186
208 => 0.23069084002887
209 => 0.22661050103254
210 => 0.22061352993036
211 => 0.22144744554368
212 => 0.2095658765974
213 => 0.20309216723288
214 => 0.2013003298029
215 => 0.19890420990549
216 => 0.20157097792114
217 => 0.20953221760542
218 => 0.19992927347496
219 => 0.1834656993315
220 => 0.18445518819009
221 => 0.18667827587346
222 => 0.1825355666827
223 => 0.17861484010488
224 => 0.18202359376569
225 => 0.17504776036565
226 => 0.18752127201242
227 => 0.18718389847898
228 => 0.19183325226411
301 => 0.1947405886003
302 => 0.18804011960671
303 => 0.18635496977481
304 => 0.18731490770485
305 => 0.17144927200951
306 => 0.19053669134465
307 => 0.19070176013968
308 => 0.18928834090044
309 => 0.19945180243845
310 => 0.22089987634679
311 => 0.21283024819569
312 => 0.20970544426979
313 => 0.20376518972243
314 => 0.21168022620937
315 => 0.21107247490098
316 => 0.20832399300158
317 => 0.20666170257304
318 => 0.20972452365624
319 => 0.2062821851461
320 => 0.20566384656054
321 => 0.20191738749108
322 => 0.20058007205631
323 => 0.19958997694846
324 => 0.19849997951946
325 => 0.2009042422374
326 => 0.19545586661146
327 => 0.18888565971741
328 => 0.1883394181048
329 => 0.18984763922328
330 => 0.18918036365221
331 => 0.18833622344608
401 => 0.18672452990468
402 => 0.18624637485933
403 => 0.18780014678887
404 => 0.18604602887095
405 => 0.18863432541059
406 => 0.18793045196879
407 => 0.18399867214048
408 => 0.17909821874309
409 => 0.1790545944288
410 => 0.17799879978269
411 => 0.17665408656107
412 => 0.17628001810569
413 => 0.18173651804017
414 => 0.19303130960523
415 => 0.19081387175955
416 => 0.19241619785523
417 => 0.20029805636551
418 => 0.20280346217018
419 => 0.20102518447382
420 => 0.19859096828364
421 => 0.19869806144216
422 => 0.20701651505133
423 => 0.20753532679931
424 => 0.20884619671145
425 => 0.21053103500033
426 => 0.20131211971986
427 => 0.19826385136149
428 => 0.1968194127018
429 => 0.19237110069808
430 => 0.19716822382465
501 => 0.19437314561209
502 => 0.19475029715643
503 => 0.1945046767184
504 => 0.19463880208635
505 => 0.1875177854117
506 => 0.19011230961832
507 => 0.18579840990857
508 => 0.18002258245517
509 => 0.18000321985628
510 => 0.18141684544289
511 => 0.1805759656288
512 => 0.17831317967008
513 => 0.17863459773546
514 => 0.17581863727069
515 => 0.1789765063205
516 => 0.17906706270545
517 => 0.17785111111098
518 => 0.18271624408417
519 => 0.18470949303286
520 => 0.18390912764517
521 => 0.18465333726365
522 => 0.19090601631317
523 => 0.19192547582176
524 => 0.19237825239376
525 => 0.19177159176868
526 => 0.18476762475847
527 => 0.18507828047854
528 => 0.18279889492797
529 => 0.18087305433347
530 => 0.18095007785755
531 => 0.18194021026487
601 => 0.18626417655816
602 => 0.19536370871064
603 => 0.19570902930416
604 => 0.19612756793721
605 => 0.19442516097592
606 => 0.19391169874656
607 => 0.19458908796294
608 => 0.19800639380874
609 => 0.20679663223363
610 => 0.20368957489399
611 => 0.20116348891263
612 => 0.20337954734617
613 => 0.20303840252037
614 => 0.20015879687457
615 => 0.20007797593492
616 => 0.19455109203501
617 => 0.19250792889828
618 => 0.19080050885311
619 => 0.18893605073712
620 => 0.18783073746875
621 => 0.18952900100485
622 => 0.18991741396883
623 => 0.18620413106657
624 => 0.18569802432805
625 => 0.1887303713028
626 => 0.1873959484565
627 => 0.18876843544602
628 => 0.18908686420056
629 => 0.18903558983704
630 => 0.18764229912802
701 => 0.18853034107742
702 => 0.18642985712903
703 => 0.18414589631764
704 => 0.18268887161576
705 => 0.18141742431709
706 => 0.18212289717534
707 => 0.17960801524992
708 => 0.17880345390741
709 => 0.18822949244654
710 => 0.19519260846239
711 => 0.19509136199782
712 => 0.19447505018325
713 => 0.19355933584108
714 => 0.19793940360098
715 => 0.19641347557565
716 => 0.19752371570963
717 => 0.19780631842036
718 => 0.19866167171125
719 => 0.19896738699264
720 => 0.19804330307935
721 => 0.19494196459903
722 => 0.18721372397247
723 => 0.18361620709882
724 => 0.18242896660913
725 => 0.18247212054604
726 => 0.18128174231842
727 => 0.18163236205546
728 => 0.18115981108257
729 => 0.18026491386227
730 => 0.18206763979374
731 => 0.18227538716379
801 => 0.18185460939041
802 => 0.18195371778842
803 => 0.1784698575414
804 => 0.17873472786943
805 => 0.17725989622484
806 => 0.17698338307084
807 => 0.1732551371016
808 => 0.16665000894919
809 => 0.17030989112093
810 => 0.16588926811478
811 => 0.16421511119898
812 => 0.17214030965355
813 => 0.1713448395395
814 => 0.16998334048679
815 => 0.16796939962657
816 => 0.16722240937116
817 => 0.16268393304765
818 => 0.16241577565462
819 => 0.16466516706972
820 => 0.16362715032849
821 => 0.16216938169611
822 => 0.15688949148128
823 => 0.15095314676823
824 => 0.15113232770058
825 => 0.15302056850418
826 => 0.15851088330462
827 => 0.15636572232868
828 => 0.15480938342775
829 => 0.15451792793498
830 => 0.15816610363038
831 => 0.16332903655582
901 => 0.16575136917032
902 => 0.16335091111668
903 => 0.16059339415451
904 => 0.16076123143489
905 => 0.16187777766886
906 => 0.16199511089094
907 => 0.16020025082589
908 => 0.16070549342075
909 => 0.1599379837188
910 => 0.15522777809469
911 => 0.15514258541118
912 => 0.1539866249887
913 => 0.15395162296651
914 => 0.15198504592003
915 => 0.15170990819692
916 => 0.14780515010843
917 => 0.15037527370697
918 => 0.14865136973461
919 => 0.14605303982044
920 => 0.14560508676386
921 => 0.14559162075406
922 => 0.14825952459999
923 => 0.1503440976972
924 => 0.14868135778228
925 => 0.14830278413451
926 => 0.15234496026325
927 => 0.15183055650561
928 => 0.15138508616905
929 => 0.16286675253989
930 => 0.15377811768177
1001 => 0.14981495412249
1002 => 0.14490978663353
1003 => 0.14650693390194
1004 => 0.14684347629837
1005 => 0.13504743271032
1006 => 0.13026177929575
1007 => 0.12861952338742
1008 => 0.12767438189408
1009 => 0.12810509474093
1010 => 0.12379744536666
1011 => 0.12669225698812
1012 => 0.12296219674654
1013 => 0.12233684000837
1014 => 0.12900664978611
1015 => 0.12993471485222
1016 => 0.12597530095298
1017 => 0.12851788564718
1018 => 0.12759590909249
1019 => 0.12302613792346
1020 => 0.12285160627776
1021 => 0.12055865574036
1022 => 0.11697063215205
1023 => 0.11533080909266
1024 => 0.11447677500574
1025 => 0.1148291661148
1026 => 0.11465098638671
1027 => 0.11348824313554
1028 => 0.11471763346881
1029 => 0.11157704918647
1030 => 0.11032644321983
1031 => 0.10976157351854
1101 => 0.10697412420268
1102 => 0.11141019564856
1103 => 0.11228415760755
1104 => 0.11315984154158
1105 => 0.12078207233253
1106 => 0.12040128722241
1107 => 0.12384339916798
1108 => 0.12370964502741
1109 => 0.12272789894202
1110 => 0.11858607369714
1111 => 0.12023693141881
1112 => 0.11515584795175
1113 => 0.11896294116537
1114 => 0.11722554281069
1115 => 0.11837552503398
1116 => 0.11630775330678
1117 => 0.11745214355682
1118 => 0.11249140640988
1119 => 0.10785913986152
1120 => 0.10972329914487
1121 => 0.11174985347834
1122 => 0.11614393962975
1123 => 0.1135268581684
1124 => 0.11446805962471
1125 => 0.11131519230129
1126 => 0.10480992644105
1127 => 0.10484674553935
1128 => 0.10384605211167
1129 => 0.10298130688653
1130 => 0.11382746145617
1201 => 0.1124785706831
1202 => 0.11032928977468
1203 => 0.11320618767963
1204 => 0.11396688514821
1205 => 0.11398854113572
1206 => 0.11608745158369
1207 => 0.11720764046602
1208 => 0.11740507861171
1209 => 0.12070775955155
1210 => 0.12181477463917
1211 => 0.12637441311443
1212 => 0.11711260026568
1213 => 0.11692185932497
1214 => 0.11324667153293
1215 => 0.11091580933281
1216 => 0.11340626766192
1217 => 0.11561247376004
1218 => 0.11331522450618
1219 => 0.11361519676115
1220 => 0.11053132733
1221 => 0.1116336655421
1222 => 0.11258314771134
1223 => 0.11205889946547
1224 => 0.11127407446749
1225 => 0.11543159001924
1226 => 0.11519700669837
1227 => 0.11906858076103
1228 => 0.1220867496018
1229 => 0.12749584772665
1230 => 0.1218511718507
1231 => 0.12164545742623
]
'min_raw' => 0.10298130688653
'max_raw' => 0.29774924349946
'avg_raw' => 0.20036527519299
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.102981'
'max' => '$0.297749'
'avg' => '$0.200365'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.018108039801168
'max_diff' => -0.1005798465298
'year' => 2030
]
5 => [
'items' => [
101 => 0.12365634892309
102 => 0.12181446678216
103 => 0.12297847271562
104 => 0.12730830837531
105 => 0.12739979097993
106 => 0.12586733948381
107 => 0.125774089671
108 => 0.12606841374401
109 => 0.1277922790327
110 => 0.1271899075318
111 => 0.12788698708282
112 => 0.12875869573543
113 => 0.13236445231942
114 => 0.13323378802459
115 => 0.13112175295991
116 => 0.1313124460788
117 => 0.13052248698795
118 => 0.12975939640435
119 => 0.13147471259586
120 => 0.13460948665045
121 => 0.13458998538376
122 => 0.13531719203312
123 => 0.13577023575117
124 => 0.13382544046503
125 => 0.13255945024586
126 => 0.13304491145294
127 => 0.13382117449503
128 => 0.1327931798106
129 => 0.12644792040482
130 => 0.12837266677179
131 => 0.12805229486104
201 => 0.12759604630157
202 => 0.12953139365719
203 => 0.12934472468342
204 => 0.12375326419615
205 => 0.1241112113551
206 => 0.12377503214845
207 => 0.12486129594094
208 => 0.12175580497255
209 => 0.12271103307862
210 => 0.12331014319205
211 => 0.12366302365143
212 => 0.12493786984314
213 => 0.12478828135676
214 => 0.12492857121279
215 => 0.12681883156817
216 => 0.13637911978665
217 => 0.13689946518079
218 => 0.13433709415264
219 => 0.13536071083785
220 => 0.1333955906426
221 => 0.13471478899483
222 => 0.13561735100343
223 => 0.13153884683929
224 => 0.13129734429196
225 => 0.12932411334663
226 => 0.13038441588714
227 => 0.12869739830674
228 => 0.1291113334116
301 => 0.1279539347722
302 => 0.13003702188735
303 => 0.1323662369611
304 => 0.13295468867222
305 => 0.13140672556466
306 => 0.13028589825904
307 => 0.12831809473384
308 => 0.13159059585161
309 => 0.13254757490611
310 => 0.13158556924803
311 => 0.13136265151682
312 => 0.13094022281897
313 => 0.13145227176202
314 => 0.13254236299265
315 => 0.13202829609911
316 => 0.13236784633899
317 => 0.13107383096725
318 => 0.13382608427319
319 => 0.13819732488885
320 => 0.1382113791422
321 => 0.13769730947764
322 => 0.13748696324669
323 => 0.13801442991888
324 => 0.13830055895073
325 => 0.14000628944775
326 => 0.14183660623036
327 => 0.15037789602499
328 => 0.14797953602918
329 => 0.15555787645859
330 => 0.16155135981391
331 => 0.1633485434089
401 => 0.16169521906553
402 => 0.15603928579767
403 => 0.1557617787285
404 => 0.16421413090411
405 => 0.16182595427224
406 => 0.161541888261
407 => 0.15851990583845
408 => 0.16030627172998
409 => 0.15991556730509
410 => 0.1592988212565
411 => 0.16270708293821
412 => 0.16908704454876
413 => 0.16809266770086
414 => 0.16735041151171
415 => 0.1640980609584
416 => 0.16605670243029
417 => 0.16535926771745
418 => 0.16835588984679
419 => 0.16658075728068
420 => 0.16180786148542
421 => 0.16256796087248
422 => 0.16245307337924
423 => 0.16481744984925
424 => 0.16410772272038
425 => 0.16231448776661
426 => 0.16906523853357
427 => 0.16862688232841
428 => 0.16924837120514
429 => 0.16952196982886
430 => 0.17363103285914
501 => 0.17531438450729
502 => 0.17569653480264
503 => 0.1772955886733
504 => 0.17565674888563
505 => 0.18221327650925
506 => 0.18657298479496
507 => 0.19163701031735
508 => 0.1990369126873
509 => 0.20181934443133
510 => 0.20131672304135
511 => 0.20692724456433
512 => 0.21700922702624
513 => 0.20335457995181
514 => 0.21773295647725
515 => 0.21318092847564
516 => 0.2023881519713
517 => 0.20169322440289
518 => 0.20900221795835
519 => 0.22521286219978
520 => 0.22115227967691
521 => 0.22521950385812
522 => 0.2204748708074
523 => 0.22023925978553
524 => 0.22498906762107
525 => 0.23608725252737
526 => 0.23081492088763
527 => 0.2232557406533
528 => 0.22883732170446
529 => 0.224002039647
530 => 0.21310679586134
531 => 0.22114917462598
601 => 0.21577146497982
602 => 0.21734096654934
603 => 0.22864411235162
604 => 0.22728408794428
605 => 0.22904408546225
606 => 0.22593773591018
607 => 0.22303591560219
608 => 0.21761945250531
609 => 0.21601590481073
610 => 0.21645906770391
611 => 0.2160156852012
612 => 0.21298522387837
613 => 0.21233079604423
614 => 0.2112400543162
615 => 0.21157812078673
616 => 0.20952720723028
617 => 0.21339770485166
618 => 0.2141161033169
619 => 0.21693272871302
620 => 0.21722516010544
621 => 0.22506942174149
622 => 0.22074893424982
623 => 0.22364749027217
624 => 0.22338821613927
625 => 0.20262206416471
626 => 0.20548345668549
627 => 0.20993488549339
628 => 0.2079295228492
629 => 0.20509440925291
630 => 0.20280490301472
701 => 0.19933606694985
702 => 0.20421838709807
703 => 0.21063811891611
704 => 0.21738797509852
705 => 0.22549748503358
706 => 0.22368753682118
707 => 0.21723637345114
708 => 0.21752576792734
709 => 0.21931469070669
710 => 0.21699787316666
711 => 0.21631459844445
712 => 0.21922081925226
713 => 0.21924083279773
714 => 0.21657505422117
715 => 0.21361252916565
716 => 0.21360011607749
717 => 0.21307296335846
718 => 0.22056865010504
719 => 0.22469051991625
720 => 0.22516308564738
721 => 0.22465871247734
722 => 0.22485282569263
723 => 0.22245440046869
724 => 0.22793648929971
725 => 0.23296739613345
726 => 0.23161900563236
727 => 0.22959757658622
728 => 0.22798741098576
729 => 0.23123970178869
730 => 0.23109488239882
731 => 0.23292345555112
801 => 0.23284050091059
802 => 0.23222562053558
803 => 0.23161902759167
804 => 0.2340241000481
805 => 0.23333147780493
806 => 0.23263777972811
807 => 0.23124646203519
808 => 0.231435565217
809 => 0.22941448519908
810 => 0.22847944110447
811 => 0.21441862140594
812 => 0.21066111093195
813 => 0.21184330021825
814 => 0.21223250762682
815 => 0.21059723425317
816 => 0.21294179620373
817 => 0.21257639870724
818 => 0.2139979466157
819 => 0.21310982519893
820 => 0.21314627401166
821 => 0.21575804973093
822 => 0.21651625933352
823 => 0.21613062781014
824 => 0.21640071091044
825 => 0.2226246619619
826 => 0.22173981515313
827 => 0.22126975792162
828 => 0.22139996698718
829 => 0.22299031992384
830 => 0.22343553191606
831 => 0.22154913742055
901 => 0.22243877196975
902 => 0.22622672296879
903 => 0.227552291439
904 => 0.23178286968694
905 => 0.22998564485468
906 => 0.23328452881636
907 => 0.24342417344213
908 => 0.25152442317924
909 => 0.24407509876402
910 => 0.25895017584564
911 => 0.27053255705675
912 => 0.2700880059744
913 => 0.26806834990494
914 => 0.25488211682962
915 => 0.24274794855806
916 => 0.25289869556122
917 => 0.25292457190285
918 => 0.25205261373303
919 => 0.24663695642771
920 => 0.25186416059792
921 => 0.25227907708254
922 => 0.25204683418635
923 => 0.24789466242804
924 => 0.24155506360272
925 => 0.24279380603834
926 => 0.24482289141753
927 => 0.24098140948316
928 => 0.23975382324153
929 => 0.24203613962256
930 => 0.24939023854173
1001 => 0.24799998874046
1002 => 0.2479636836997
1003 => 0.25391176190722
1004 => 0.24965422158626
1005 => 0.24280943054745
1006 => 0.24108103053845
1007 => 0.23494637489626
1008 => 0.23918360339921
1009 => 0.23933609370964
1010 => 0.237015406962
1011 => 0.24299774148699
1012 => 0.24294261322117
1013 => 0.24862194949966
1014 => 0.25947870740284
1015 => 0.25626782986226
1016 => 0.25253392862505
1017 => 0.25293990721938
1018 => 0.2573924903587
1019 => 0.25470035695008
1020 => 0.25566846689404
1021 => 0.25739102500835
1022 => 0.25843028708742
1023 => 0.25279037339954
1024 => 0.25147543973064
1025 => 0.24878554692307
1026 => 0.2480838040988
1027 => 0.25027466566411
1028 => 0.24969745104594
1029 => 0.23932327748952
1030 => 0.23823911863152
1031 => 0.23827236823587
1101 => 0.23554619923849
1102 => 0.23138813716194
1103 => 0.24231527603412
1104 => 0.24143767385747
1105 => 0.24046886897547
1106 => 0.24058754204559
1107 => 0.2453306426749
1108 => 0.24257940477758
1109 => 0.24989402164664
1110 => 0.24839035631587
1111 => 0.24684812764322
1112 => 0.24663494466322
1113 => 0.24604131820102
1114 => 0.24400555218344
1115 => 0.24154724238664
1116 => 0.23992405332364
1117 => 0.22131725685359
1118 => 0.22477057004767
1119 => 0.22874329209807
1120 => 0.23011465983018
1121 => 0.22776884042864
1122 => 0.24409817943135
1123 => 0.24708170702057
1124 => 0.23804440734213
1125 => 0.23635389756281
1126 => 0.24420900897104
1127 => 0.23947141654356
1128 => 0.24160475412357
1129 => 0.23699364514886
1130 => 0.24636306259221
1201 => 0.24629168332936
1202 => 0.24264676832601
1203 => 0.24572742552754
1204 => 0.24519208552752
1205 => 0.24107698546577
1206 => 0.24649351860414
1207 => 0.246496205137
1208 => 0.24298805369356
1209 => 0.23889130084072
1210 => 0.23815889819161
1211 => 0.23760713117997
1212 => 0.24146905326264
1213 => 0.24493164052604
1214 => 0.25137465697506
1215 => 0.25299458439264
1216 => 0.25931726894812
1217 => 0.25555241814125
1218 => 0.25722132774096
1219 => 0.25903316519311
1220 => 0.25990182669579
1221 => 0.25848638939212
1222 => 0.26830812102757
1223 => 0.26913737610769
1224 => 0.26941541816302
1225 => 0.2661035855169
1226 => 0.26904526805074
1227 => 0.26766895221144
1228 => 0.27124974367374
1229 => 0.27181125749687
1230 => 0.27133567526511
1231 => 0.27151390861547
]
'min_raw' => 0.12175580497255
'max_raw' => 0.27181125749687
'avg_raw' => 0.19678353123471
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.121755'
'max' => '$0.271811'
'avg' => '$0.196783'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.018774498086021
'max_diff' => -0.025937986002588
'year' => 2031
]
6 => [
'items' => [
101 => 0.2631327933368
102 => 0.2626981882957
103 => 0.25677231772207
104 => 0.25918715378265
105 => 0.25467273351351
106 => 0.25610430268453
107 => 0.25673532473463
108 => 0.25640571462585
109 => 0.25932368499032
110 => 0.25684281407856
111 => 0.25029538784946
112 => 0.24374617777847
113 => 0.2436639577809
114 => 0.24193966637237
115 => 0.24069331950373
116 => 0.24093341012716
117 => 0.24177952079964
118 => 0.2406441420133
119 => 0.24088643264253
120 => 0.24491007146181
121 => 0.24571698353173
122 => 0.24297478103722
123 => 0.23196444232383
124 => 0.22926247758622
125 => 0.23120459625733
126 => 0.230276388621
127 => 0.1858510179524
128 => 0.19628809982015
129 => 0.19008674018414
130 => 0.19294461201525
131 => 0.18661462966118
201 => 0.18963562902334
202 => 0.18907776075038
203 => 0.20586027953802
204 => 0.20559824359075
205 => 0.20572366633208
206 => 0.19973691210147
207 => 0.20927397414892
208 => 0.21397227385515
209 => 0.21310274362073
210 => 0.21332158564744
211 => 0.20956115457021
212 => 0.2057600755248
213 => 0.20154409388157
214 => 0.20937686666361
215 => 0.20850599604014
216 => 0.21050345992103
217 => 0.21558357296834
218 => 0.21633163891203
219 => 0.21733704712649
220 => 0.21697667985144
221 => 0.2255620903635
222 => 0.22452234050212
223 => 0.22702783851158
224 => 0.22187383901353
225 => 0.21604159935937
226 => 0.21715011744735
227 => 0.21704335824134
228 => 0.2156841910163
229 => 0.214457195618
301 => 0.21241459398365
302 => 0.2188776878029
303 => 0.21861529799683
304 => 0.22286308396226
305 => 0.22211224653208
306 => 0.21709797041225
307 => 0.21727705626482
308 => 0.21848149468913
309 => 0.22265006982768
310 => 0.22388758674704
311 => 0.22331431960347
312 => 0.22467120041076
313 => 0.22574362367635
314 => 0.2248058802616
315 => 0.23808234948864
316 => 0.23256903383337
317 => 0.23525618552234
318 => 0.23589705536655
319 => 0.23425548073666
320 => 0.2346114794935
321 => 0.23515072060626
322 => 0.23842488704871
323 => 0.2470172471814
324 => 0.25082274499399
325 => 0.26227177292313
326 => 0.25050675137574
327 => 0.24980866368562
328 => 0.25187097934318
329 => 0.25859277074027
330 => 0.26404015132185
331 => 0.26584736172769
401 => 0.26608621441661
402 => 0.26947666127903
403 => 0.27142000219248
404 => 0.26906497185233
405 => 0.267069330221
406 => 0.25992118960575
407 => 0.26074860634571
408 => 0.2664486871743
409 => 0.27450038707778
410 => 0.28140958323156
411 => 0.2789902235483
412 => 0.29744823012979
413 => 0.29927826608815
414 => 0.29902541429085
415 => 0.30319450854985
416 => 0.29491970546701
417 => 0.29138206683233
418 => 0.26750081059319
419 => 0.27421046949261
420 => 0.28396335274736
421 => 0.28267252207716
422 => 0.27558971756224
423 => 0.2814042102892
424 => 0.27948175715767
425 => 0.27796543861018
426 => 0.28491198782906
427 => 0.27727397161438
428 => 0.28388715769284
429 => 0.27540567814257
430 => 0.27900127497954
501 => 0.27696024031543
502 => 0.27828103988291
503 => 0.27055967259977
504 => 0.27472593496016
505 => 0.27038634238818
506 => 0.27038428485627
507 => 0.27028848810972
508 => 0.27539399952595
509 => 0.27556049006994
510 => 0.27178750941934
511 => 0.27124376396256
512 => 0.27325427590483
513 => 0.27090049297434
514 => 0.27200181319298
515 => 0.27093385084183
516 => 0.27069343002186
517 => 0.26877771602409
518 => 0.26795237376019
519 => 0.26827601172832
520 => 0.26717126849631
521 => 0.26650562073871
522 => 0.27015607401662
523 => 0.2682057840891
524 => 0.26985716411413
525 => 0.26797520815483
526 => 0.26145152887071
527 => 0.25769969192776
528 => 0.24537706650545
529 => 0.24887174778905
530 => 0.25118872509558
531 => 0.25042296410959
601 => 0.25206811501766
602 => 0.25216911392205
603 => 0.25163425859151
604 => 0.25101496463796
605 => 0.25071352659047
606 => 0.25296019883288
607 => 0.2542644676891
608 => 0.25142126476545
609 => 0.25075514210107
610 => 0.25362977723442
611 => 0.25538330300514
612 => 0.26833035207513
613 => 0.2673711928616
614 => 0.26977849426205
615 => 0.26950746906741
616 => 0.27203070444827
617 => 0.27615512789714
618 => 0.26776902181866
619 => 0.26922455986415
620 => 0.26886769554868
621 => 0.27276384657017
622 => 0.27277600992838
623 => 0.27044007276382
624 => 0.27170642219698
625 => 0.27099958068387
626 => 0.27227693883342
627 => 0.26735838270554
628 => 0.27334865314397
629 => 0.27674475047807
630 => 0.27679190529284
701 => 0.27840162847611
702 => 0.28003720045919
703 => 0.2831765384524
704 => 0.27994964602643
705 => 0.27414478068376
706 => 0.2745638732119
707 => 0.27116048278541
708 => 0.27121769439335
709 => 0.2709122943464
710 => 0.27182882287674
711 => 0.26755950917707
712 => 0.268561508569
713 => 0.2671587035526
714 => 0.26922151044001
715 => 0.26700227122335
716 => 0.2688675234579
717 => 0.26967250448824
718 => 0.2726429018202
719 => 0.26656354112227
720 => 0.25416731312265
721 => 0.2567731505379
722 => 0.25291891231663
723 => 0.25327563673813
724 => 0.25399627684182
725 => 0.25166044648697
726 => 0.2521060493082
727 => 0.25209012923977
728 => 0.25195293869073
729 => 0.25134529900138
730 => 0.25046410123398
731 => 0.25397452192094
801 => 0.25457101080069
802 => 0.25589693169103
803 => 0.25984197287997
804 => 0.25944777023472
805 => 0.26009073110444
806 => 0.25868715113592
807 => 0.2533407447873
808 => 0.25363108037437
809 => 0.25001059095133
810 => 0.25580434763652
811 => 0.25443230957961
812 => 0.25354774771869
813 => 0.25330638681953
814 => 0.25726120700252
815 => 0.25844455118549
816 => 0.25770717050194
817 => 0.25619478120715
818 => 0.2590990157509
819 => 0.25987606639499
820 => 0.26005001937768
821 => 0.26519576615746
822 => 0.26033760946055
823 => 0.26150701606342
824 => 0.27063039255719
825 => 0.26235674901724
826 => 0.26673948252462
827 => 0.26652497052608
828 => 0.26876702868484
829 => 0.26634105631628
830 => 0.26637112915129
831 => 0.2683619249061
901 => 0.26556621131038
902 => 0.26487395330787
903 => 0.26391760383546
904 => 0.26600575792114
905 => 0.26725751185642
906 => 0.27734572926281
907 => 0.28386317778595
908 => 0.28358023815701
909 => 0.28616577672471
910 => 0.28500096791914
911 => 0.28123949302494
912 => 0.28765987200635
913 => 0.28562819545656
914 => 0.28579568440284
915 => 0.2857894504559
916 => 0.28714033774926
917 => 0.28618311029491
918 => 0.28429631672501
919 => 0.28554885834968
920 => 0.28926845918312
921 => 0.30081421430143
922 => 0.30727537182655
923 => 0.30042524450555
924 => 0.30515037060472
925 => 0.3023169786798
926 => 0.30180206708093
927 => 0.30476979545528
928 => 0.30774271844529
929 => 0.30755335610312
930 => 0.30539516667366
1001 => 0.30417606022699
1002 => 0.31340754267182
1003 => 0.32020914168297
1004 => 0.31974531822891
1005 => 0.32179248411167
1006 => 0.32780302645992
1007 => 0.32835255512567
1008 => 0.32828332714456
1009 => 0.3269212630091
1010 => 0.3328394225185
1011 => 0.33777645530136
1012 => 0.32660598451556
1013 => 0.33085955355859
1014 => 0.33276911774344
1015 => 0.33557292450897
1016 => 0.34030341649499
1017 => 0.34544198549284
1018 => 0.34616863549067
1019 => 0.3456530425438
1020 => 0.34226401815757
1021 => 0.3478867016709
1022 => 0.35118033780485
1023 => 0.35314162274909
1024 => 0.358115115041
1025 => 0.33278091056175
1026 => 0.31484810143968
1027 => 0.31204763434237
1028 => 0.31774249430769
1029 => 0.31924418346488
1030 => 0.31863885444857
1031 => 0.298453847402
1101 => 0.31194136445765
1102 => 0.32645279874688
1103 => 0.3270102420376
1104 => 0.33427496946257
1105 => 0.33664066250338
1106 => 0.34248972029007
1107 => 0.34212386013299
1108 => 0.34354801262521
1109 => 0.34322062463013
1110 => 0.35405477251555
1111 => 0.3660064465197
1112 => 0.36559259805293
1113 => 0.36387440350904
1114 => 0.36642621540242
1115 => 0.37876162379392
1116 => 0.37762597706012
1117 => 0.37872916112785
1118 => 0.39327330281458
1119 => 0.41218275588737
1120 => 0.40339741645701
1121 => 0.42245907510756
1122 => 0.43445737881298
1123 => 0.45520720442373
1124 => 0.45260922406222
1125 => 0.46068697890323
1126 => 0.44795829700025
1127 => 0.41873067045996
1128 => 0.41410528668109
1129 => 0.42336542213975
1130 => 0.44613056157404
1201 => 0.42264846688471
1202 => 0.42739886405722
1203 => 0.42603074935196
1204 => 0.42595784833343
1205 => 0.42874018370085
1206 => 0.42470426113355
1207 => 0.40826118654577
1208 => 0.4157969507297
1209 => 0.41288703028117
1210 => 0.41611580396776
1211 => 0.43354016390672
1212 => 0.42583643903285
1213 => 0.41772119067801
1214 => 0.42789951303275
1215 => 0.44086001504137
1216 => 0.44004897011793
1217 => 0.43847520397598
1218 => 0.44734644131843
1219 => 0.46199912637948
1220 => 0.46595968827223
1221 => 0.46888329409134
1222 => 0.46928640993906
1223 => 0.47343875370578
1224 => 0.45111055474679
1225 => 0.48654597992352
1226 => 0.49266469896768
1227 => 0.4915146333823
1228 => 0.49831533208482
1229 => 0.49631439400946
1230 => 0.49341534867584
1231 => 0.50419590266943
]
'min_raw' => 0.1858510179524
'max_raw' => 0.50419590266943
'avg_raw' => 0.34502346031091
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.185851'
'max' => '$0.504195'
'avg' => '$0.345023'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.064095212979848
'max_diff' => 0.23238464517256
'year' => 2032
]
7 => [
'items' => [
101 => 0.49183686746162
102 => 0.47429477294341
103 => 0.46467083294742
104 => 0.47734441347523
105 => 0.48508372685655
106 => 0.49019892068882
107 => 0.49174677525179
108 => 0.45284382927175
109 => 0.43187729904481
110 => 0.44531660453852
111 => 0.46171348477216
112 => 0.4510194692492
113 => 0.45143865441125
114 => 0.43619179861333
115 => 0.46306249319465
116 => 0.45914765901227
117 => 0.4794578256757
118 => 0.4746106414022
119 => 0.4911727938801
120 => 0.48681142407449
121 => 0.50491522629665
122 => 0.51213732314395
123 => 0.52426434778019
124 => 0.53318503646847
125 => 0.53842343549181
126 => 0.53810894166319
127 => 0.55886608835371
128 => 0.54662632414978
129 => 0.53125029561871
130 => 0.53097219177333
131 => 0.53893565482958
201 => 0.55562488872608
202 => 0.55995216425697
203 => 0.56237052094094
204 => 0.55866672349583
205 => 0.54538133668427
206 => 0.53964477401748
207 => 0.5445324916138
208 => 0.53855523299986
209 => 0.54887365829009
210 => 0.56304306011029
211 => 0.5601171346663
212 => 0.56989806474628
213 => 0.58002029839521
214 => 0.59449554713114
215 => 0.59827991316762
216 => 0.60453532631937
217 => 0.61097420124869
218 => 0.61304219434345
219 => 0.6169906348219
220 => 0.61696982459158
221 => 0.62886871573411
222 => 0.6419935611423
223 => 0.64694788644303
224 => 0.65834008428895
225 => 0.63883134470803
226 => 0.65362894778041
227 => 0.66697675615972
228 => 0.65106294874436
301 => 0.67299642482485
302 => 0.67384805199873
303 => 0.68670661122597
304 => 0.67367199804729
305 => 0.66593208634975
306 => 0.68827692140985
307 => 0.69908888323972
308 => 0.6958322323459
309 => 0.67104895824323
310 => 0.65662402971085
311 => 0.61887120938069
312 => 0.66359105586223
313 => 0.68537278858758
314 => 0.67099254881755
315 => 0.67824510530896
316 => 0.71781270187676
317 => 0.73287748083763
318 => 0.72974411212452
319 => 0.73027359985739
320 => 0.7384022811396
321 => 0.77444933049142
322 => 0.75284910295575
323 => 0.76936166756169
324 => 0.7781198722882
325 => 0.78625498093823
326 => 0.76627772522124
327 => 0.7402876090576
328 => 0.73205544827772
329 => 0.66956271737597
330 => 0.66630969934036
331 => 0.66448368174044
401 => 0.65297089906824
402 => 0.64392500550447
403 => 0.63673137509006
404 => 0.61785314068278
405 => 0.62422399061885
406 => 0.59413602516738
407 => 0.61338523921121
408 => 0.56536411985133
409 => 0.6053575350095
410 => 0.58359093741636
411 => 0.59820662228939
412 => 0.59815562954175
413 => 0.57124351978339
414 => 0.55572117651617
415 => 0.56561261778468
416 => 0.57621702800811
417 => 0.57793755788934
418 => 0.59168645254744
419 => 0.59552347351502
420 => 0.58389712084989
421 => 0.56436898888973
422 => 0.5689049285548
423 => 0.55562925584364
424 => 0.53236415005869
425 => 0.54907355520321
426 => 0.55477888078024
427 => 0.55729867758028
428 => 0.53442011805624
429 => 0.52723117793609
430 => 0.52340384653717
501 => 0.56141565415182
502 => 0.56349802677976
503 => 0.55284431399742
504 => 0.60100010600006
505 => 0.59010096715455
506 => 0.60227797559883
507 => 0.56849333957367
508 => 0.56978395816688
509 => 0.55378977004975
510 => 0.56274544666331
511 => 0.55641586308778
512 => 0.56202191649465
513 => 0.56538216179211
514 => 0.58137372542034
515 => 0.60554013297854
516 => 0.57898511908593
517 => 0.56741471925812
518 => 0.5745929302369
519 => 0.59370945200696
520 => 0.62267196104534
521 => 0.6055255727698
522 => 0.61313484872193
523 => 0.61479713700435
524 => 0.60215402508376
525 => 0.6231381306158
526 => 0.63438368324499
527 => 0.6459192933033
528 => 0.65593534029648
529 => 0.64131171697251
530 => 0.65696109014322
531 => 0.64435045785386
601 => 0.63303741702711
602 => 0.63305457424023
603 => 0.62595773847245
604 => 0.61220672491353
605 => 0.60967082703486
606 => 0.62286288804827
607 => 0.63344167168819
608 => 0.63431299097773
609 => 0.64016994915832
610 => 0.64363603667813
611 => 0.67760840628973
612 => 0.69127237438169
613 => 0.70798041591887
614 => 0.71448913971122
615 => 0.73407806481958
616 => 0.71825841685987
617 => 0.71483573651354
618 => 0.66731941168922
619 => 0.67510020721729
620 => 0.68755801159282
621 => 0.66752483629488
622 => 0.6802312750201
623 => 0.68273979518363
624 => 0.66684411666404
625 => 0.67533468537308
626 => 0.65278625216006
627 => 0.60603162720482
628 => 0.62319018187889
629 => 0.63582465362606
630 => 0.61779370462372
701 => 0.65011348281632
702 => 0.63123293561185
703 => 0.62524870857413
704 => 0.60190210536899
705 => 0.61292080338865
706 => 0.62782375023279
707 => 0.61861546173664
708 => 0.63772404299763
709 => 0.66478689013566
710 => 0.68407348662664
711 => 0.68555407202259
712 => 0.67315408258051
713 => 0.69302514479713
714 => 0.69316988379164
715 => 0.67075524443562
716 => 0.6570264026353
717 => 0.65390718089253
718 => 0.6616996083654
719 => 0.67116105387894
720 => 0.68607911640028
721 => 0.69509378914487
722 => 0.71859927464976
723 => 0.7249591850723
724 => 0.73194679842231
725 => 0.74128440475808
726 => 0.75249659527729
727 => 0.72796496073161
728 => 0.7289396483048
729 => 0.70609612987947
730 => 0.68168455435008
731 => 0.70020989723104
801 => 0.7244293187248
802 => 0.71887335667405
803 => 0.71824819744533
804 => 0.71929954186332
805 => 0.71511052791781
806 => 0.69616377309437
807 => 0.686648831435
808 => 0.69892553369609
809 => 0.70545005457471
810 => 0.71556901745943
811 => 0.71432164169849
812 => 0.74038700339225
813 => 0.75051521477082
814 => 0.74792398488958
815 => 0.74840083354916
816 => 0.76673747646363
817 => 0.78713159460276
818 => 0.80623337748097
819 => 0.82566453146534
820 => 0.80223951692633
821 => 0.79034573919746
822 => 0.8026170818344
823 => 0.79610573469958
824 => 0.83352186672723
825 => 0.8361124785282
826 => 0.87352590494363
827 => 0.90903570171981
828 => 0.88673263458878
829 => 0.90776342234114
830 => 0.9305099339606
831 => 0.97439164536304
901 => 0.95961382873992
902 => 0.94829425280452
903 => 0.93759730824135
904 => 0.95985595178516
905 => 0.98849134111376
906 => 0.99465912970879
907 => 1.0046533035093
908 => 0.9941456517875
909 => 1.0068009609066
910 => 1.0514797631215
911 => 1.0394071563723
912 => 1.0222621140201
913 => 1.0575317373711
914 => 1.0702956769546
915 => 1.1598796894787
916 => 1.2729832058214
917 => 1.2261576073778
918 => 1.1970914473712
919 => 1.2039226844313
920 => 1.245224259804
921 => 1.2584890149672
922 => 1.2224308377983
923 => 1.2351671955607
924 => 1.3053457790429
925 => 1.3429943374826
926 => 1.2918625382455
927 => 1.150791932067
928 => 1.0207183905443
929 => 1.055219751044
930 => 1.0513083674652
1001 => 1.1267065004603
1002 => 1.0391192286941
1003 => 1.0405939737205
1004 => 1.1175512602579
1005 => 1.0970203755916
1006 => 1.0637629718293
1007 => 1.0209612063966
1008 => 0.94183818431016
1009 => 0.87175671713949
1010 => 1.0092026130592
1011 => 1.003275696098
1012 => 0.99469264201826
1013 => 1.0137933000892
1014 => 1.1065406738652
1015 => 1.1044025467057
1016 => 1.0908008725991
1017 => 1.1011176225293
1018 => 1.0619543956858
1019 => 1.0720476509735
1020 => 1.0206977862307
1021 => 1.0439100696542
1022 => 1.0636916163775
1023 => 1.067663054753
1024 => 1.0766109081996
1025 => 1.0001524801806
1026 => 1.0344800696596
1027 => 1.0546443124184
1028 => 0.96354153005283
1029 => 1.0528435033288
1030 => 0.99882150905344
1031 => 0.98048563281324
1101 => 1.0051724746027
1102 => 0.99555198834858
1103 => 0.98728085920124
1104 => 0.98266542702098
1105 => 1.0007927190438
1106 => 0.99994705920416
1107 => 0.97028729109902
1108 => 0.93159733269268
1109 => 0.94458295268844
1110 => 0.93986515520314
1111 => 0.92276724850844
1112 => 0.93428917321154
1113 => 0.88355244793173
1114 => 0.7962625491533
1115 => 0.85392893004824
1116 => 0.85170883711274
1117 => 0.85058936558146
1118 => 0.8939240570423
1119 => 0.88975842635977
1120 => 0.88219776588101
1121 => 0.9226283910496
1122 => 0.90787066899442
1123 => 0.95335049101188
1124 => 0.98330644324303
1125 => 0.97570864478367
1126 => 1.0038823626468
1127 => 0.94488211514587
1128 => 0.9644796306866
1129 => 0.96851865147856
1130 => 0.92212948341091
1201 => 0.89043997505666
1202 => 0.88832664613627
1203 => 0.83338140573325
1204 => 0.86273270965406
1205 => 0.88856064246489
1206 => 0.87619106697706
1207 => 0.87227522890816
1208 => 0.89228039636048
1209 => 0.89383496920419
1210 => 0.8583905436212
1211 => 0.86576056207888
1212 => 0.89649476421105
1213 => 0.86498613904099
1214 => 0.80377002724027
1215 => 0.78858758513473
1216 => 0.78656196748993
1217 => 0.74538598036503
1218 => 0.7896021485139
1219 => 0.77030060619728
1220 => 0.83127394710748
1221 => 0.79644630178616
1222 => 0.79494495160549
1223 => 0.79267544060722
1224 => 0.75723356753022
1225 => 0.76499308528554
1226 => 0.79078690411217
1227 => 0.79999042925768
1228 => 0.79903042618275
1229 => 0.79066050032816
1230 => 0.79449220952343
1231 => 0.78214893914946
]
'min_raw' => 0.43187729904481
'max_raw' => 1.3429943374826
'avg_raw' => 0.88743581826371
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.431877'
'max' => '$1.34'
'avg' => '$0.887435'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.24602628109241
'max_diff' => 0.83879843481318
'year' => 2033
]
8 => [
'items' => [
101 => 0.77779027347746
102 => 0.76403312567116
103 => 0.74381391890499
104 => 0.74662552361743
105 => 0.70656598437041
106 => 0.68473942126797
107 => 0.67869811627069
108 => 0.67061943074481
109 => 0.6796106252974
110 => 0.70645250072894
111 => 0.67407550413696
112 => 0.61856741446225
113 => 0.62190354523288
114 => 0.62939884056837
115 => 0.61543140729702
116 => 0.6022124039035
117 => 0.61370525486252
118 => 0.59018574551713
119 => 0.63224106090698
120 => 0.63110358248434
121 => 0.64677920337842
122 => 0.65658149081961
123 => 0.63399039179591
124 => 0.62830879148428
125 => 0.63154528923612
126 => 0.57805319078599
127 => 0.64240775771547
128 => 0.64296429868266
129 => 0.63819885703578
130 => 0.67246567720138
131 => 0.74477935584005
201 => 0.7175720411252
202 => 0.70703654652217
203 => 0.68700856358041
204 => 0.71369466170634
205 => 0.71164558573825
206 => 0.70237888712156
207 => 0.69677435888433
208 => 0.70710087400565
209 => 0.69549478938231
210 => 0.69341001767009
211 => 0.68077856934798
212 => 0.67626971699126
213 => 0.67293154220894
214 => 0.66925653977588
215 => 0.67736267938966
216 => 0.65899310057335
217 => 0.63684118931289
218 => 0.63499949757858
219 => 0.6400845703802
220 => 0.63783480420463
221 => 0.63498872656368
222 => 0.62955478926399
223 => 0.62794265614487
224 => 0.63318130668621
225 => 0.62726717565734
226 => 0.63599379814982
227 => 0.63362063969791
228 => 0.6203643694987
301 => 0.60384214873064
302 => 0.60369506630928
303 => 0.60013538094667
304 => 0.59560158643512
305 => 0.59434038852117
306 => 0.61273735901092
307 => 0.6508185373497
308 => 0.64334229083643
309 => 0.64874464513883
310 => 0.67531888140005
311 => 0.68376603199233
312 => 0.67777044458366
313 => 0.66956331474694
314 => 0.66992438680787
315 => 0.69797063392708
316 => 0.69971984395768
317 => 0.70413953338846
318 => 0.70982008331109
319 => 0.67873786679887
320 => 0.66846041720532
321 => 0.6635903914167
322 => 0.64859259692492
323 => 0.66476643247058
324 => 0.65534263113081
325 => 0.65661422389444
326 => 0.65578609743897
327 => 0.65623831048132
328 => 0.63222930558924
329 => 0.64097692509577
330 => 0.62643231103746
331 => 0.60695870552293
401 => 0.60689342316892
402 => 0.61165956053036
403 => 0.6088244755288
404 => 0.60119533468631
405 => 0.60227901813445
406 => 0.59278481082337
407 => 0.60343178680019
408 => 0.60373710397449
409 => 0.59963743827872
410 => 0.61604057377057
411 => 0.62276095176526
412 => 0.62006246398095
413 => 0.6225716186687
414 => 0.64365296263229
415 => 0.64709014154188
416 => 0.64861670936622
417 => 0.64657131071308
418 => 0.62295694693678
419 => 0.62400434438629
420 => 0.61631923686093
421 => 0.60982613083868
422 => 0.61008582102772
423 => 0.61342412156785
424 => 0.62800267581535
425 => 0.65868238377651
426 => 0.65984665626706
427 => 0.66125778848983
428 => 0.65551800456158
429 => 0.65378683080649
430 => 0.65607069584332
501 => 0.66759238109112
502 => 0.69722928365548
503 => 0.68675362290707
504 => 0.67823674765523
505 => 0.68570834338417
506 => 0.68455814978601
507 => 0.67484935830355
508 => 0.67457686486277
509 => 0.65594258991953
510 => 0.64905392275493
511 => 0.64329723686439
512 => 0.637011086154
513 => 0.63328444529921
514 => 0.63901025938015
515 => 0.64031982080631
516 => 0.62780022824822
517 => 0.62609385404404
518 => 0.63631762358114
519 => 0.63181852378841
520 => 0.63644595949754
521 => 0.63751956427547
522 => 0.63734668917901
523 => 0.63264911227707
524 => 0.63564320771061
525 => 0.62856127942749
526 => 0.62086074609084
527 => 0.61594828558223
528 => 0.61166151224515
529 => 0.61404006324129
530 => 0.60556096324629
531 => 0.60284832850732
601 => 0.63462887554701
602 => 0.65810550734368
603 => 0.65776414781959
604 => 0.65568620950723
605 => 0.65259881466947
606 => 0.66736651892854
607 => 0.66222174605424
608 => 0.66596499818045
609 => 0.66691781295037
610 => 0.66980169628946
611 => 0.67083243670503
612 => 0.66771682327391
613 => 0.65726044405895
614 => 0.63120414121797
615 => 0.61907486190785
616 => 0.61507199770639
617 => 0.61521749421759
618 => 0.61120405091361
619 => 0.61238618983655
620 => 0.61079295123898
621 => 0.60777574278101
622 => 0.61385375912128
623 => 0.61455419388386
624 => 0.61313551224315
625 => 0.61346966312656
626 => 0.60172358506836
627 => 0.60261661387199
628 => 0.59764411601279
629 => 0.59671183260855
630 => 0.58414179102543
701 => 0.56187214030426
702 => 0.57421168857109
703 => 0.55930724946782
704 => 0.5536627125403
705 => 0.58038307244956
706 => 0.57770108942209
707 => 0.57311070030906
708 => 0.56632055808997
709 => 0.56380202829065
710 => 0.54850023849963
711 => 0.5475961271269
712 => 0.55518010733041
713 => 0.55168036141532
714 => 0.5467653926931
715 => 0.52896387420362
716 => 0.50894907354122
717 => 0.50955319456467
718 => 0.51591953026677
719 => 0.53443050993798
720 => 0.52719794993724
721 => 0.52195064467264
722 => 0.52096798213
723 => 0.53326806119455
724 => 0.55067525001712
725 => 0.55884231354878
726 => 0.55074900162631
727 => 0.54145184066465
728 => 0.54201771577349
729 => 0.54578222935609
730 => 0.54617782650627
731 => 0.54012633048382
801 => 0.5418297911673
802 => 0.53924207862138
803 => 0.52336129150364
804 => 0.5230740584232
805 => 0.51917665715222
806 => 0.51905864539066
807 => 0.51242819357642
808 => 0.51150054753345
809 => 0.49833538301661
810 => 0.50700073416939
811 => 0.50118847156746
812 => 0.49242802085221
813 => 0.49091771584689
814 => 0.49087231425469
815 => 0.49986733833831
816 => 0.50689562207581
817 => 0.50128957836387
818 => 0.50001319087925
819 => 0.51364166991301
820 => 0.51190732172962
821 => 0.51040538738815
822 => 0.54911662718178
823 => 0.51847366020941
824 => 0.50511157757005
825 => 0.48857346291317
826 => 0.49395835643786
827 => 0.49509303262406
828 => 0.45532184809349
829 => 0.43918668348263
830 => 0.43364970302903
831 => 0.43046309249657
901 => 0.43191527093115
902 => 0.41739173031532
903 => 0.42715178980635
904 => 0.41457563127737
905 => 0.41246719737363
906 => 0.43495492671053
907 => 0.43808396287635
908 => 0.42473452247762
909 => 0.43330702429169
910 => 0.43019851596722
911 => 0.41479121341959
912 => 0.41420276779071
913 => 0.40647192496518
914 => 0.39437465292938
915 => 0.38884587499587
916 => 0.38596643944505
917 => 0.3871545506724
918 => 0.38655380527905
919 => 0.38263353522759
920 => 0.38677851056949
921 => 0.37618981139299
922 => 0.37197330606196
923 => 0.37006880842611
924 => 0.36067072844418
925 => 0.37562725304057
926 => 0.37857387680339
927 => 0.38152630632528
928 => 0.40722518960411
929 => 0.40594134601979
930 => 0.41754666676486
1001 => 0.41709570534152
1002 => 0.41378567987129
1003 => 0.39982122688518
1004 => 0.405387208953
1005 => 0.3882559812939
1006 => 0.40109186186635
1007 => 0.39523410201227
1008 => 0.39911134736731
1009 => 0.39213971062183
1010 => 0.3959981022486
1011 => 0.37927263061009
1012 => 0.36365462052778
1013 => 0.36993976370304
1014 => 0.37677243312785
1015 => 0.39158740137263
1016 => 0.38276372850687
1017 => 0.38593705492941
1018 => 0.37530694262234
1019 => 0.35337398459138
1020 => 0.35349812275193
1021 => 0.35012421499433
1022 => 0.34720866609317
1023 => 0.38377723347904
1024 => 0.37922935406111
1025 => 0.37198290342037
1026 => 0.3816825655655
1027 => 0.38424731019101
1028 => 0.38432032486489
1029 => 0.39139694798146
1030 => 0.39517374300733
1031 => 0.3958394195002
1101 => 0.40697463887469
1102 => 0.41070701753192
1103 => 0.42608015699506
1104 => 0.39485330833638
1105 => 0.39421021193766
1106 => 0.3818190597034
1107 => 0.37396039506008
1108 => 0.38235714919491
1109 => 0.38979552708714
1110 => 0.38205019083891
1111 => 0.38306156823996
1112 => 0.37266408714394
1113 => 0.37638069738881
1114 => 0.37958194281316
1115 => 0.37781440325034
1116 => 0.37516831097492
1117 => 0.38918566492612
1118 => 0.38839475088174
1119 => 0.40144803313867
1120 => 0.41162400010711
1121 => 0.42986115208624
1122 => 0.41082973327178
1123 => 0.41013615272715
1124 => 0.41691601380479
1125 => 0.41070597957052
1126 => 0.41463050684348
1127 => 0.42922885006961
1128 => 0.42953729005821
1129 => 0.42437052284668
1130 => 0.4240561245923
1201 => 0.42504845875352
1202 => 0.43086059093074
1203 => 0.42882965335924
1204 => 0.43117990573403
1205 => 0.43411893231705
1206 => 0.44627599238587
1207 => 0.44920701841093
1208 => 0.4420861447328
1209 => 0.44272907989689
1210 => 0.44006567766891
1211 => 0.43749286448902
1212 => 0.44327617278823
1213 => 0.45384528237624
1214 => 0.45377953249404
1215 => 0.45623136048432
1216 => 0.45775882901023
1217 => 0.45120181592173
1218 => 0.44693344150917
1219 => 0.44857020786267
1220 => 0.45118743290604
1221 => 0.44772147705518
1222 => 0.42632799195672
1223 => 0.43281740871447
1224 => 0.43173725244972
1225 => 0.43019897857721
1226 => 0.43672413730831
1227 => 0.43609476983046
1228 => 0.41724277041432
1229 => 0.41844961425178
1230 => 0.41731616258527
1231 => 0.42097857680216
]
'min_raw' => 0.34720866609317
'max_raw' => 0.77779027347746
'avg_raw' => 0.56249946978531
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.3472086'
'max' => '$0.77779'
'avg' => '$0.562499'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.084668632951639
'max_diff' => -0.56520406400515
'year' => 2034
]
9 => [
'items' => [
101 => 0.41050819718378
102 => 0.41372881543531
103 => 0.41574875701125
104 => 0.4169385181174
105 => 0.42123675105965
106 => 0.42073240303389
107 => 0.42120540007823
108 => 0.42757854484015
109 => 0.45981172404676
110 => 0.46156610487248
111 => 0.45292689205202
112 => 0.45637808717285
113 => 0.44975254723425
114 => 0.4542003165823
115 => 0.45724336740913
116 => 0.44349240586768
117 => 0.44267816316819
118 => 0.43602527726943
119 => 0.43960016131271
120 => 0.43391226375659
121 => 0.43530787486265
122 => 0.43140562454292
123 => 0.43842889818815
124 => 0.44628200942991
125 => 0.44826601545833
126 => 0.44304694976584
127 => 0.43926800225129
128 => 0.43263341527842
129 => 0.44366688127571
130 => 0.44689340297209
131 => 0.44364993373081
201 => 0.4428983510364
202 => 0.44147410318857
203 => 0.44320051195017
204 => 0.44687583064201
205 => 0.44514261821941
206 => 0.44628743555981
207 => 0.44192457238874
208 => 0.4512039865659
209 => 0.46594192949186
210 => 0.46598931438826
211 => 0.46425609262301
212 => 0.46354689561945
213 => 0.4653252863313
214 => 0.46628999033906
215 => 0.47204097980007
216 => 0.47821202062126
217 => 0.50700957549769
218 => 0.49892333732367
219 => 0.52447424118425
220 => 0.54468168876834
221 => 0.55074101873422
222 => 0.54516672027912
223 => 0.52609734638189
224 => 0.52516171192324
225 => 0.55365940740769
226 => 0.54560750315619
227 => 0.54464975476642
228 => 0.53446093004072
301 => 0.5404837873641
302 => 0.53916650011749
303 => 0.53708709775482
304 => 0.54857828997195
305 => 0.57008877597661
306 => 0.56673616500873
307 => 0.56423359644435
308 => 0.55326806948199
309 => 0.55987176595244
310 => 0.55752031612479
311 => 0.56762363685133
312 => 0.56163865346888
313 => 0.54554650206222
314 => 0.54810923021415
315 => 0.54772187900948
316 => 0.55569353935362
317 => 0.55330064478709
318 => 0.54725462794078
319 => 0.57001525547394
320 => 0.5685373069232
321 => 0.57063270006207
322 => 0.57155515692399
323 => 0.58540914981618
324 => 0.59108468742578
325 => 0.59237313382743
326 => 0.59776445559472
327 => 0.59223899283048
328 => 0.61434478347564
329 => 0.62904384434603
330 => 0.64611755995373
331 => 0.67106684743871
401 => 0.68044801032688
402 => 0.67875338721866
403 => 0.6976696522475
404 => 0.73166176001935
405 => 0.68562416407091
406 => 0.73410186439264
407 => 0.71875438417275
408 => 0.68236578466076
409 => 0.68002278784559
410 => 0.70466556991544
411 => 0.75932088876648
412 => 0.74563035128979
413 => 0.75934328158129
414 => 0.74334641999107
415 => 0.74255204098098
416 => 0.75856634971952
417 => 0.79598465498162
418 => 0.77820862075579
419 => 0.75272231683066
420 => 0.77154100703817
421 => 0.75523851599286
422 => 0.71850444088785
423 => 0.74561988239379
424 => 0.72748855886208
425 => 0.73278024298281
426 => 0.77088958821564
427 => 0.7663041709724
428 => 0.77223812548335
429 => 0.76176485109015
430 => 0.75198116132313
501 => 0.73371917782662
502 => 0.72831270481822
503 => 0.72980685945322
504 => 0.72831196438938
505 => 0.71809455245938
506 => 0.71588810332591
507 => 0.71221059143669
508 => 0.71335040614512
509 => 0.70643560789935
510 => 0.71948526085934
511 => 0.72190739144186
512 => 0.7314038406154
513 => 0.73238979347185
514 => 0.75883726924666
515 => 0.74427044402167
516 => 0.75404312802177
517 => 0.75316896718073
518 => 0.68315443595207
519 => 0.69280182061194
520 => 0.70781012362661
521 => 0.70104890346178
522 => 0.69149012003056
523 => 0.6837708899003
524 => 0.67207546692117
525 => 0.6885365501736
526 => 0.7101811242095
527 => 0.73293873558839
528 => 0.76028051452236
529 => 0.75417814775769
530 => 0.73242760004977
531 => 0.73340331373116
601 => 0.73943479178034
602 => 0.73162347968908
603 => 0.72931977125844
604 => 0.73911829761782
605 => 0.73918577468369
606 => 0.73019791609409
607 => 0.72020955603251
608 => 0.72016770443914
609 => 0.7183903722423
610 => 0.74366260344053
611 => 0.75755977528878
612 => 0.75915306364477
613 => 0.75745253428777
614 => 0.75810700054568
615 => 0.75002054245047
616 => 0.76850378769147
617 => 0.78546584132811
618 => 0.78091964861207
619 => 0.77410425945135
620 => 0.76867547371122
621 => 0.77964079922099
622 => 0.77915253053706
623 => 0.78531769258697
624 => 0.78503800522468
625 => 0.78296489311077
626 => 0.78091972264943
627 => 0.78902859235305
628 => 0.78669336810287
629 => 0.78435451660443
630 => 0.77966359186404
701 => 0.78030116644427
702 => 0.77348695405658
703 => 0.77033438760889
704 => 0.7229273523002
705 => 0.71025864339616
706 => 0.71424447711272
707 => 0.71555671706434
708 => 0.7100432787139
709 => 0.71794813302232
710 => 0.71671616985167
711 => 0.72150901787433
712 => 0.71851465451104
713 => 0.71863754422795
714 => 0.7274433284138
715 => 0.72999968502544
716 => 0.72869950142044
717 => 0.7296101054497
718 => 0.75059459096208
719 => 0.74761126816829
720 => 0.74602643739392
721 => 0.74646544634934
722 => 0.7518274323102
723 => 0.75332849562566
724 => 0.74696838488021
725 => 0.74996784987513
726 => 0.7627391911347
727 => 0.76720843778024
728 => 0.78147212771271
729 => 0.77541265871253
730 => 0.78653507631004
731 => 0.82072159609322
801 => 0.84803215362326
802 => 0.82291623626211
803 => 0.87306859718749
804 => 0.91211940409679
805 => 0.91062056908509
806 => 0.90381115763902
807 => 0.8593528521922
808 => 0.81844165668404
809 => 0.85266560890773
810 => 0.85275285280017
811 => 0.84981298495243
812 => 0.83155371823844
813 => 0.84917760205004
814 => 0.85057652194646
815 => 0.84979349880729
816 => 0.83579416182879
817 => 0.81441976177256
818 => 0.81859626838047
819 => 0.82543747140264
820 => 0.81248564685721
821 => 0.80834675413622
822 => 0.8160417431611
823 => 0.84083660111387
824 => 0.83614927684473
825 => 0.8360268718651
826 => 0.85608123282331
827 => 0.8417266383792
828 => 0.81864894750382
829 => 0.81282152620044
830 => 0.7921381063948
831 => 0.80642421812637
901 => 0.80693834985451
902 => 0.79911399245966
903 => 0.81928385098392
904 => 0.81909798218678
905 => 0.83824626096831
906 => 0.8748505782335
907 => 0.86402488042913
908 => 0.85143577171521
909 => 0.85280455689053
910 => 0.86781675181415
911 => 0.85874003606826
912 => 0.86200408633559
913 => 0.86781181128315
914 => 0.8713157559417
915 => 0.85230039317681
916 => 0.84786700250637
917 => 0.83879784110334
918 => 0.8364318661772
919 => 0.84381850890571
920 => 0.84187238952069
921 => 0.80689513907358
922 => 0.80323982179027
923 => 0.80335192515276
924 => 0.79416045604302
925 => 0.78014125944532
926 => 0.81698287106134
927 => 0.81402397405055
928 => 0.81075758075108
929 => 0.81115769529248
930 => 0.82714939021693
1001 => 0.8178733995608
1002 => 0.84253514102509
1003 => 0.83746542837984
1004 => 0.83226569673501
1005 => 0.831546935434
1006 => 0.829545482371
1007 => 0.82268175511008
1008 => 0.81439339199647
1009 => 0.80892069674314
1010 => 0.7461865833593
1011 => 0.7578296698958
1012 => 0.7712239796553
1013 => 0.77584764170995
1014 => 0.76793854781779
1015 => 0.82299405434344
1016 => 0.83305322591374
1017 => 0.80258333908378
1018 => 0.79688366733518
1019 => 0.82336772387439
1020 => 0.80739460023701
1021 => 0.81458729683287
1022 => 0.7990406209873
1023 => 0.83063026604938
1024 => 0.83038960588114
1025 => 0.8181005204675
1026 => 0.82848717130708
1027 => 0.82668223512078
1028 => 0.81280788795546
1029 => 0.83107010760175
1030 => 0.83107916543485
1031 => 0.81925118791198
1101 => 0.80543869964248
1102 => 0.80296935297631
1103 => 0.80110903197339
1104 => 0.81412977190591
1105 => 0.8258041266146
1106 => 0.84752720640951
1107 => 0.85298890479759
1108 => 0.87430627721214
1109 => 0.8616128198633
1110 => 0.86723966509825
1111 => 0.87334840156664
1112 => 0.87627715447093
1113 => 0.87150490877894
1114 => 0.90461956271927
1115 => 0.90741545411861
1116 => 0.90835289232045
1117 => 0.89718681732927
1118 => 0.90710490537383
1119 => 0.90246456043033
1120 => 0.91453744884836
1121 => 0.91643063190668
1122 => 0.91482717320822
1123 => 0.9154280993928
1124 => 0.88717058407998
1125 => 0.88570528284074
1126 => 0.8657257964707
1127 => 0.8738675848474
1128 => 0.85864690172324
1129 => 0.86347353713232
1130 => 0.86560107203077
1201 => 0.86448976853636
1202 => 0.87432790934638
1203 => 0.86596347985848
1204 => 0.8438883752004
1205 => 0.82180725619481
1206 => 0.82153004573258
1207 => 0.81571647686253
1208 => 0.81151433137774
1209 => 0.81232381367723
1210 => 0.81517653488307
1211 => 0.81134852603529
1212 => 0.81216542580794
1213 => 0.82573140500863
1214 => 0.82845196538919
1215 => 0.81920643822449
1216 => 0.78208431253499
1217 => 0.77297444977698
1218 => 0.77952243847101
1219 => 0.77639292161974
1220 => 0.62660968273021
1221 => 0.66179903294112
1222 => 0.64089071596322
1223 => 0.65052623037204
1224 => 0.62918425292004
1225 => 0.63936976318901
1226 => 0.63748887135761
1227 => 0.69407230516818
1228 => 0.6931888326772
1229 => 0.69361170420631
1230 => 0.67342694433598
1231 => 0.70558181488537
]
'min_raw' => 0.41050819718378
'max_raw' => 0.91643063190668
'avg_raw' => 0.66346941454523
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.4105081'
'max' => '$0.91643'
'avg' => '$0.663469'
'bar_min_pct' => 61.631153054957
'bar_max_pct' => 60.119598047091
'min_diff' => 0.063299531090618
'max_diff' => 0.13864035842923
'year' => 2035
]
10 => [
'items' => [
101 => 0.72142246036974
102 => 0.71849077847571
103 => 0.71922861964783
104 => 0.70655006372605
105 => 0.69373446034158
106 => 0.67951998388099
107 => 0.70592872418238
108 => 0.7029925230731
109 => 0.70972711200598
110 => 0.72685506782718
111 => 0.72937722438462
112 => 0.73276702837502
113 => 0.73155202494714
114 => 0.76049833590277
115 => 0.75699274665214
116 => 0.76544020811931
117 => 0.74806313897089
118 => 0.72839933578291
119 => 0.73213678191079
120 => 0.73177683579403
121 => 0.72719430860078
122 => 0.72305740794935
123 => 0.71617063392924
124 => 0.73796140597963
125 => 0.73707674042901
126 => 0.75139844738239
127 => 0.74886694656474
128 => 0.73196096454115
129 => 0.73256476499649
130 => 0.73662561323523
131 => 0.75068025535549
201 => 0.75485263004979
202 => 0.75291981985101
203 => 0.75749463822716
204 => 0.76111038814131
205 => 0.75794872074732
206 => 0.80271126367977
207 => 0.78412273502061
208 => 0.79318265455094
209 => 0.79534339197477
210 => 0.78980870849903
211 => 0.79100898316276
212 => 0.79282707222305
213 => 0.80386615297877
214 => 0.83283589506554
215 => 0.84566639663207
216 => 0.88426759364077
217 => 0.84460100208618
218 => 0.8422473507
219 => 0.84920059192574
220 => 0.87186358092152
221 => 0.89022980487629
222 => 0.89632294093497
223 => 0.89712824945183
224 => 0.90855937776193
225 => 0.91511148733136
226 => 0.90717133811656
227 => 0.9004428930253
228 => 0.87634243787374
229 => 0.8791321311809
301 => 0.89835035166144
302 => 0.92549722003775
303 => 0.94879205725488
304 => 0.94063501716848
305 => 1.0028674750548
306 => 1.0090375690575
307 => 1.0081850615693
308 => 1.0222414539404
309 => 0.99434237761831
310 => 0.98241498197146
311 => 0.90189765922513
312 => 0.92451974265793
313 => 0.95740226947589
314 => 0.95305014374839
315 => 0.92916997382072
316 => 0.9487739420046
317 => 0.94229225705025
318 => 0.93717988320139
319 => 0.96060065888543
320 => 0.93484855394839
321 => 0.95714537252981
322 => 0.92854947206809
323 => 0.9406722778405
324 => 0.93379078696994
325 => 0.93824395492699
326 => 0.91221082604323
327 => 0.92625767047043
328 => 0.91162643113332
329 => 0.91161949402083
330 => 0.91129650860153
331 => 0.92851009679679
401 => 0.92907143128985
402 => 0.91635056360526
403 => 0.91451728783461
404 => 0.92129586921743
405 => 0.91335992573143
406 => 0.9170731037403
407 => 0.91347239411064
408 => 0.91266179853046
409 => 0.90620283503609
410 => 0.90342013596982
411 => 0.90451130397502
412 => 0.90078658503759
413 => 0.89854230714881
414 => 0.9108500652418
415 => 0.90427452658626
416 => 0.90984226963634
417 => 0.90349712372558
418 => 0.88150208355043
419 => 0.86885250335237
420 => 0.82730591140282
421 => 0.83908847334132
422 => 0.8469003240965
423 => 0.84431850746851
424 => 0.84986524861582
425 => 0.8502057734735
426 => 0.84840247138418
427 => 0.84631447858205
428 => 0.84529815915921
429 => 0.85287297148213
430 => 0.85727040499205
501 => 0.84768434782886
502 => 0.84543846875872
503 => 0.85513050181142
504 => 0.86104263637466
505 => 0.90469451624821
506 => 0.90146064399346
507 => 0.9095770287375
508 => 0.9086632483714
509 => 0.91717051262463
510 => 0.93107629424055
511 => 0.9028019520977
512 => 0.90770940024051
513 => 0.90650620728542
514 => 0.91964235247495
515 => 0.91968336208637
516 => 0.91180758684613
517 => 0.91607717237372
518 => 0.91369400686217
519 => 0.91800070904568
520 => 0.9014174536579
521 => 0.92161406866842
522 => 0.93306424793826
523 => 0.93322323368853
524 => 0.93865052778819
525 => 0.94416497292112
526 => 0.95474947014684
527 => 0.94386977703824
528 => 0.92429826825266
529 => 0.92571126797139
530 => 0.91423649953134
531 => 0.9144293924619
601 => 0.91339971488126
602 => 0.91648985481127
603 => 0.9020955655989
604 => 0.90547387650615
605 => 0.90074422145263
606 => 0.90769911889411
607 => 0.90021679893282
608 => 0.90650562706935
609 => 0.90921967681512
610 => 0.91923457880633
611 => 0.89873758976584
612 => 0.85694284158813
613 => 0.86572860436742
614 => 0.85273377111007
615 => 0.85393649240286
616 => 0.85636618082596
617 => 0.8484907657021
618 => 0.84999314672488
619 => 0.84993947110265
620 => 0.84947692358822
621 => 0.84742822395154
622 => 0.84445720415548
623 => 0.85629283259131
624 => 0.85830393649491
625 => 0.86277437134955
626 => 0.87607535315205
627 => 0.87474627141123
628 => 0.87691405887358
629 => 0.87218179101488
630 => 0.85415600873635
701 => 0.85513489543873
702 => 0.84292816257447
703 => 0.86246221774574
704 => 0.85783629564425
705 => 0.85485393357202
706 => 0.85404016844922
707 => 0.8673741208129
708 => 0.87136384834421
709 => 0.86887771788736
710 => 0.86377859178833
711 => 0.87357042131976
712 => 0.87619030181825
713 => 0.87677679644439
714 => 0.89412604097701
715 => 0.8777464264877
716 => 0.88168916249464
717 => 0.91244926331718
718 => 0.8845540964749
719 => 0.89933078848771
720 => 0.89860754630788
721 => 0.90616680192564
722 => 0.89798746670908
723 => 0.89808885937193
724 => 0.90480096625218
725 => 0.89537502267373
726 => 0.89304102648637
727 => 0.88981662746992
728 => 0.89685698476006
729 => 0.90107736054752
730 => 0.93509048987003
731 => 0.95706452259952
801 => 0.95611057188634
802 => 0.96482789568386
803 => 0.96090066147154
804 => 0.94821858624794
805 => 0.96986534224032
806 => 0.96301540290559
807 => 0.96358010358167
808 => 0.9635590853943
809 => 0.9681136962198
810 => 0.96488633702598
811 => 0.95852488077333
812 => 0.96274791231057
813 => 0.97528880621478
814 => 1.014216125695
815 => 1.0360003693946
816 => 1.0129046868712
817 => 1.0288357794123
818 => 1.0192828007164
819 => 1.0175467403108
820 => 1.0275526437251
821 => 1.0375760611488
822 => 1.0369376127913
823 => 1.0296611264499
824 => 1.0255508239496
825 => 1.0566754115339
826 => 1.0796074774725
827 => 1.078043664314
828 => 1.0849458270163
829 => 1.1052107901861
830 => 1.1070635644495
831 => 1.1068301574779
901 => 1.1022378631489
902 => 1.1221913511275
903 => 1.1388369018475
904 => 1.1011748796959
905 => 1.1155160846991
906 => 1.1219543136699
907 => 1.1314075439354
908 => 1.1473567279387
909 => 1.1646817720783
910 => 1.1671317232791
911 => 1.1653933656612
912 => 1.1539670333289
913 => 1.1729243033573
914 => 1.1840290275373
915 => 1.1906416366593
916 => 1.2074101131596
917 => 1.1219940739802
918 => 1.0615323559964
919 => 1.0520903856554
920 => 1.0712910036309
921 => 1.076354053469
922 => 1.0743131444278
923 => 1.0062579838981
924 => 1.0517320893195
925 => 1.1006584031817
926 => 1.1025378621558
927 => 1.1270313978761
928 => 1.1350074971306
929 => 1.1547280038267
930 => 1.1534944807635
1001 => 1.1582961103222
1002 => 1.1571922988393
1003 => 1.193720384851
1004 => 1.2340162881952
1005 => 1.2326209691955
1006 => 1.2268279563303
1007 => 1.2354315682906
1008 => 1.2770212589133
1009 => 1.273192346662
1010 => 1.2769118087682
1011 => 1.3259483979045
1012 => 1.3897029391553
1013 => 1.360082553893
1014 => 1.4243502668759
1015 => 1.4648033855135
1016 => 1.5347628712667
1017 => 1.5260035990927
1018 => 1.55323831351
1019 => 1.5103226737859
1020 => 1.4117796902976
1021 => 1.3961848859532
1022 => 1.427406079174
1023 => 1.504160336188
1024 => 1.4249888144754
1025 => 1.4410051102047
1026 => 1.4363924159572
1027 => 1.4361466250834
1028 => 1.4455274630311
1029 => 1.4319200683164
1030 => 1.3764810943249
1031 => 1.4018884494013
1101 => 1.3920774494449
1102 => 1.402963485355
1103 => 1.4617109314192
1104 => 1.43573728515
1105 => 1.4083761587331
1106 => 1.4426930831799
1107 => 1.4863903205753
1108 => 1.4836558259906
1109 => 1.4783497635662
1110 => 1.5082597596362
1111 => 1.5576623103374
1112 => 1.5710156212764
1113 => 1.5808727624151
1114 => 1.5822318956404
1115 => 1.5962318125573
1116 => 1.520950730862
1117 => 1.6404237408677
1118 => 1.6610534293204
1119 => 1.6571759029043
1120 => 1.6801049333894
1121 => 1.6733586309673
1122 => 1.6635842972201
1123 => 1.6999316876838
1124 => 1.6582623376004
1125 => 1.5991179411823
1126 => 1.5666701555638
1127 => 1.6094000171544
1128 => 1.6354936525611
1129 => 1.6527398856981
1130 => 1.6579585854249
1201 => 1.5267945869362
1202 => 1.4561044664397
1203 => 1.5014160232141
1204 => 1.5566992497154
1205 => 1.5206436297474
1206 => 1.5220569417879
1207 => 1.4706511029637
1208 => 1.5612475257966
1209 => 1.5480483890257
1210 => 1.616525533942
1211 => 1.6001829137443
1212 => 1.6560233671561
1213 => 1.6413187043554
1214 => 1.7023569375145
1215 => 1.7267067412659
1216 => 1.7675938515088
1217 => 1.7976705762439
1218 => 1.8153322042845
1219 => 1.814271866384
1220 => 1.8842560356688
1221 => 1.8429888161022
1222 => 1.7911474623897
1223 => 1.7902098158584
1224 => 1.8170591875438
1225 => 1.8733281048309
1226 => 1.887917816404
1227 => 1.8960714748083
1228 => 1.8835838631312
1229 => 1.83879125394
1230 => 1.8194500323949
1231 => 1.8359293135204
]
'min_raw' => 0.67951998388099
'max_raw' => 1.8960714748083
'avg_raw' => 1.2877957293447
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.679519'
'max' => '$1.89'
'avg' => '$1.28'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.2690117866972
'max_diff' => 0.97964084290165
'year' => 2036
]
11 => [
'items' => [
101 => 1.8157765687846
102 => 1.8505658600601
103 => 1.898338987573
104 => 1.888474025657
105 => 1.9214511143044
106 => 1.9555789317635
107 => 2.0043832435063
108 => 2.0171424978143
109 => 2.0382330599944
110 => 2.0599421763665
111 => 2.0669145594681
112 => 2.0802270022126
113 => 2.0801568390681
114 => 2.1202747813092
115 => 2.1645261139504
116 => 2.1812299676017
117 => 2.2196395580171
118 => 2.1538644804633
119 => 2.2037556323575
120 => 2.2487587002225
121 => 2.1951041874551
122 => 2.2690544334069
123 => 2.2719257538823
124 => 2.3152792840729
125 => 2.2713321756934
126 => 2.2452365230217
127 => 2.3205736944934
128 => 2.3570269786699
129 => 2.3460469528093
130 => 2.2624884138592
131 => 2.2138537601959
201 => 2.086567490635
202 => 2.2373435752875
203 => 2.3107822079231
204 => 2.2622982255421
205 => 2.2867507261102
206 => 2.4201556404599
207 => 2.4709475945158
208 => 2.4603832231347
209 => 2.4621684279938
210 => 2.4895748444631
211 => 2.6111099880774
212 => 2.5382833128611
213 => 2.5939565773005
214 => 2.6234854760143
215 => 2.650913562803
216 => 2.5835588503857
217 => 2.4959313591681
218 => 2.4681760543476
219 => 2.2574774490092
220 => 2.2465096715837
221 => 2.240353125757
222 => 2.2015369751809
223 => 2.1710381134665
224 => 2.1467842862811
225 => 2.0831350009407
226 => 2.1046147662988
227 => 2.0031710901044
228 => 2.0680711591904
301 => 1.9061646025411
302 => 2.041005193998
303 => 1.9676175905174
304 => 2.0168953925013
305 => 2.0167234668924
306 => 1.9259874098986
307 => 1.8736527458378
308 => 1.907002430673
309 => 1.9427559401175
310 => 1.9485568267357
311 => 1.9949121849926
312 => 2.007848969077
313 => 1.9686499093405
314 => 1.9028094490262
315 => 1.9181026862962
316 => 1.8733428288727
317 => 1.7949029004009
318 => 1.8512398264591
319 => 1.8704757299751
320 => 1.8789714008131
321 => 1.8018347400477
322 => 1.7775967265169
323 => 1.7646926114897
324 => 1.8928520747621
325 => 1.8998729394638
326 => 1.8639532029997
327 => 2.0263138178666
328 => 1.9895666102954
329 => 2.0306222444369
330 => 1.9167149853101
331 => 1.9210663960052
401 => 1.8671408740898
402 => 1.8973355630578
403 => 1.8759949301154
404 => 1.8948961305789
405 => 1.9062254322041
406 => 1.960142105472
407 => 2.0416208357991
408 => 1.9520887524484
409 => 1.9130783416094
410 => 1.937280181091
411 => 2.0017328689117
412 => 2.0993819902324
413 => 2.0415717450388
414 => 2.0672269501741
415 => 2.0728314711755
416 => 2.0302043366214
417 => 2.1009537134861
418 => 2.1388688793148
419 => 2.177761994017
420 => 2.2115317957526
421 => 2.1622272287271
422 => 2.2149901829764
423 => 2.1724725557667
424 => 2.134329848768
425 => 2.1343876955099
426 => 2.1104602182336
427 => 2.0640977159545
428 => 2.0555477592059
429 => 2.1000257139529
430 => 2.135692821582
501 => 2.1386305354002
502 => 2.1583776788258
503 => 2.1700638348934
504 => 2.284604050914
505 => 2.3306730733238
506 => 2.3870054018846
507 => 2.4089500185751
508 => 2.474995447233
509 => 2.4216583996443
510 => 2.4101185938927
511 => 2.2499139872637
512 => 2.2761474826244
513 => 2.3181498398526
514 => 2.250606590664
515 => 2.2934472359613
516 => 2.3019048868319
517 => 2.2483114969023
518 => 2.2769380420974
519 => 2.2009144252383
520 => 2.0432779428981
521 => 2.1011292079537
522 => 2.14372721156
523 => 2.0829346081179
524 => 2.1919029967891
525 => 2.1282459136915
526 => 2.1080696744285
527 => 2.0293549717146
528 => 2.0665052813888
529 => 2.1167516071643
530 => 2.0857052195974
531 => 2.1501311354373
601 => 2.2413754140309
602 => 2.3064015206474
603 => 2.311393417681
604 => 2.2695859875374
605 => 2.336582661154
606 => 2.3370706587793
607 => 2.2614981372504
608 => 2.2152103886035
609 => 2.2046937147206
610 => 2.2309664279953
611 => 2.2628663521212
612 => 2.3131636414578
613 => 2.3435572400005
614 => 2.4228076254809
615 => 2.4442505075052
616 => 2.4678097337744
617 => 2.4992921254663
618 => 2.5370948086119
619 => 2.4543846899972
620 => 2.4576709172007
621 => 2.3806523999461
622 => 2.298347068687
623 => 2.3608065556083
624 => 2.4424640261205
625 => 2.4237317121615
626 => 2.4216239441747
627 => 2.4251686252825
628 => 2.4110450722976
629 => 2.3471647655902
630 => 2.3150844754736
701 => 2.3564762342788
702 => 2.3784741119486
703 => 2.4125909017979
704 => 2.4083852873309
705 => 2.4962664741068
706 => 2.5304144458988
707 => 2.5216779334403
708 => 2.5232856619886
709 => 2.5851089337983
710 => 2.6538691269762
711 => 2.718272121594
712 => 2.7837856138921
713 => 2.7048065418916
714 => 2.6647058398816
715 => 2.7060795283398
716 => 2.6841260668671
717 => 2.8102771683092
718 => 2.8190115968669
719 => 2.9451535761485
720 => 3.0648773351943
721 => 2.9896809872116
722 => 3.0605877564414
723 => 3.1372792084771
724 => 3.2852294621937
725 => 3.2354050216946
726 => 3.1972402811209
727 => 3.1611747856894
728 => 3.2362213564462
729 => 3.3327675708266
730 => 3.353562700696
731 => 3.3872587554354
801 => 3.3518314740344
802 => 3.3944997322949
803 => 3.5451374333369
804 => 3.5044337967996
805 => 3.4466280894805
806 => 3.5655420870546
807 => 3.6085766005102
808 => 3.9106153532913
809 => 4.2919517552761
810 => 4.1340759808646
811 => 4.036077393068
812 => 4.0591093857577
813 => 4.1983605307107
814 => 4.2430835788592
815 => 4.1215109170324
816 => 4.1644524364527
817 => 4.4010644303752
818 => 4.527999173693
819 => 4.355604742657
820 => 3.8799753446908
821 => 3.4414233180024
822 => 3.5577470637353
823 => 3.5445595609153
824 => 3.7987696304376
825 => 3.5034630285298
826 => 3.5084352343499
827 => 3.7679020988968
828 => 3.6986807878239
829 => 3.5865511290815
830 => 3.4422419886013
831 => 3.1754731954438
901 => 2.9391886359461
902 => 3.4025970702053
903 => 3.3826140558665
904 => 3.3536756897871
905 => 3.4180748920386
906 => 3.7307791381392
907 => 3.7235702931417
908 => 3.6777112992527
909 => 3.7124949419349
910 => 3.5804533883428
911 => 3.6144835032338
912 => 3.4413538491207
913 => 3.5196156833128
914 => 3.5863105491938
915 => 3.5997005309537
916 => 3.6298688435683
917 => 3.3720839153452
918 => 3.4878217799495
919 => 3.5558069322332
920 => 3.2486475408945
921 => 3.5497353786592
922 => 3.3675964532645
923 => 3.3057757663507
924 => 3.389009177024
925 => 3.3565730359374
926 => 3.3286863465454
927 => 3.3131250947104
928 => 3.3742425253726
929 => 3.3713913241811
930 => 3.2713913452357
1001 => 3.1409454492221
1002 => 3.1847273736648
1003 => 3.168820990057
1004 => 3.1111742038981
1005 => 3.1500211774697
1006 => 2.9789587658638
1007 => 2.6846547777462
1008 => 2.8790810070717
1009 => 2.8715958087377
1010 => 2.8678214323109
1011 => 3.0139273701027
1012 => 2.9998826554215
1013 => 2.9743913607489
1014 => 3.1107060362809
1015 => 3.0609493460206
1016 => 3.2142877412523
1017 => 3.3152863256574
1018 => 3.2896698176903
1019 => 3.3846594744919
1020 => 3.1857360207769
1021 => 3.2518104126773
1022 => 3.2654282532728
1023 => 3.1090239343445
1024 => 3.0021805444373
1025 => 2.9950553084343
1026 => 2.8098035942613
1027 => 2.9087635646729
1028 => 2.9958442433933
1029 => 2.9541393560199
1030 => 2.9409368345756
1031 => 3.0083856533572
1101 => 3.0136270042366
1102 => 2.8941236487328
1103 => 2.9189721805211
1104 => 3.0225946888032
1105 => 2.9163611591804
1106 => 2.7099667642718
1107 => 2.6587781007087
1108 => 2.6519485893952
1109 => 2.513120873988
1110 => 2.6621987719761
1111 => 2.597122274465
1112 => 2.8026981503665
1113 => 2.6852743125771
1114 => 2.6802124056221
1115 => 2.6725605908392
1116 => 2.5530658412875
1117 => 2.5792275971518
1118 => 2.6661932581927
1119 => 2.6972235857904
1120 => 2.693986868398
1121 => 2.6657670790097
1122 => 2.678685954083
1123 => 2.6370697562375
1124 => 2.622374210612
1125 => 2.5759910262897
1126 => 2.5078205590176
1127 => 2.5173000806056
1128 => 2.3822365471665
1129 => 2.3086467657847
1130 => 2.2882780841959
1201 => 2.2610402319096
1202 => 2.2913546720888
1203 => 2.3818539291461
1204 => 2.2726926246466
1205 => 2.0855432248572
1206 => 2.0967912226716
1207 => 2.1220621342
1208 => 2.0749699577506
1209 => 2.030401164888
1210 => 2.0691501143016
1211 => 1.9898524464639
1212 => 2.1316448785091
1213 => 2.127809790591
1214 => 2.1806612408723
1215 => 2.2137103373541
1216 => 2.1375428697356
1217 => 2.1183869576082
1218 => 2.1292990357436
1219 => 1.9489466911199
1220 => 2.1659226066151
1221 => 2.1677990233424
1222 => 2.1517320041174
1223 => 2.2672649807387
1224 => 2.5110755970488
1225 => 2.4193442359336
1226 => 2.3838230803148
1227 => 2.3162973375175
1228 => 2.406271380513
1229 => 2.3993627778247
1230 => 2.3681194564583
1231 => 2.3492233982108
]
'min_raw' => 1.7646926114897
'max_raw' => 4.527999173693
'avg_raw' => 3.1463458925913
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$1.76'
'max' => '$4.52'
'avg' => '$3.14'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 1.0851726276087
'max_diff' => 2.6319276988846
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.055391684605581
]
1 => [
'year' => 2028
'avg' => 0.095068211104115
]
2 => [
'year' => 2029
'avg' => 0.25970921835848
]
3 => [
'year' => 2030
'avg' => 0.20036527519299
]
4 => [
'year' => 2031
'avg' => 0.19678353123471
]
5 => [
'year' => 2032
'avg' => 0.34502346031091
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.055391684605581
'min' => '$0.055391'
'max_raw' => 0.34502346031091
'max' => '$0.345023'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.34502346031091
]
1 => [
'year' => 2033
'avg' => 0.88743581826371
]
2 => [
'year' => 2034
'avg' => 0.56249946978531
]
3 => [
'year' => 2035
'avg' => 0.66346941454523
]
4 => [
'year' => 2036
'avg' => 1.2877957293447
]
5 => [
'year' => 2037
'avg' => 3.1463458925913
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.34502346031091
'min' => '$0.345023'
'max_raw' => 3.1463458925913
'max' => '$3.14'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 3.1463458925913
]
]
]
]
'prediction_2025_max_price' => '$0.0947097'
'last_price' => 0.091833
'sma_50day_nextmonth' => '$0.084495'
'sma_200day_nextmonth' => '$0.120532'
'sma_50day_ts_nextmonth' => 1770163200
'sma_200day_ts_nextmonth' => 1770163200
'sma_200day_direction' => 'increase'
'sma_200day_direction_label' => 'augmenter'
'sma_200day_date_nextmonth' => '4 févr. 2026'
'sma_50day_date_nextmonth' => '4 févr. 2026'
'daily_sma3' => '$0.090291'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.089926'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.086417'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.08454'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.085344'
'daily_sma50_action' => 'BUY'
'daily_sma100' => '$0.098383'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '—'
'daily_sma200_action' => '—'
'daily_ema3' => '$0.0906065'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.089681'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.08787'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.086743'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$0.089669'
'daily_ema50_action' => 'BUY'
'daily_ema100' => '$0.103453'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.111711'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.1099063'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '—'
'weekly_sma50_action' => '—'
'weekly_sma100' => '—'
'weekly_sma100_action' => '—'
'weekly_sma200' => '—'
'weekly_sma200_action' => '—'
'weekly_ema3' => '$0.089182'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$0.088279'
'weekly_ema5_action' => 'BUY'
'weekly_ema10' => '$0.091977'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.113985'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.06708'
'weekly_ema50_action' => 'BUY'
'weekly_ema100' => '$0.03354'
'weekly_ema100_action' => 'BUY'
'weekly_ema200' => '$0.01677'
'weekly_ema200_action' => 'BUY'
'rsi_14' => '59.64'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 97.77
'stoch_rsi_14_action' => 'SELL'
'momentum_10' => 0.01
'momentum_10_action' => 'BUY'
'vwma_10' => '0.086617'
'vwma_10_action' => 'BUY'
'hma_9' => '0.091752'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 100
'stochastic_fast_14_action' => 'SELL'
'cci_20' => 145.52
'cci_20_action' => 'SELL'
'adx_14' => 15.07
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '0.002212'
'ao_5_34_action' => 'NEUTRAL'
'macd_12_26' => 0
'macd_12_26_action' => 'BUY'
'williams_percent_r_14' => -0
'williams_percent_r_14_action' => 'SELL'
'ultimate_oscillator' => 74.73
'ultimate_oscillator_action' => 'SELL'
'ichimoku_cloud' => '-0.006488'
'ichimoku_cloud_action' => 'NEUTRAL'
'sell_signals' => 7
'buy_signals' => 23
'sell_pct' => 23.33
'buy_pct' => 76.67
'overall_action' => 'bullish'
'overall_action_label' => 'Haussier'
'overall_action_dir' => 1
'last_updated' => 1767699217
'last_updated_date' => '6 janvier 2026'
]
Prévision du prix de Vision pour 2026
La prévision du prix de Vision pour 2026 suggère que le prix moyen pourrait varier entre $0.031728 à la baisse et $0.0947097 à la hausse. Sur le marché des cryptomonnaies, comparé au prix moyen d'aujourd'hui, Vision pourrait potentiellement gagner 3.13% d'ici 2026 si VSN atteint l'objectif de prix prévu.
Prévision du prix de Vision de 2027 à 2032
La prévision du prix de VSN pour 2027-2032 se situe actuellement dans une fourchette de prix comprise entre $0.055391 à la baisse et $0.345023 à la hausse. Compte tenu de la volatilité des prix sur le marché, si Vision atteint l'objectif de prix le plus élevé, il pourrait gagner 275.71% d'ici 2032 par rapport au prix actuel.
| Prévision du Prix de Vision | Potentiel Bas ($) | Prix Moyen ($) | Potentiel Haut ($) |
|---|---|---|---|
| 2027 | $0.030544 | $0.055391 | $0.080239 |
| 2028 | $0.055122 | $0.095068 | $0.135013 |
| 2029 | $0.121089 | $0.2597092 | $0.398329 |
| 2030 | $0.102981 | $0.200365 | $0.297749 |
| 2031 | $0.121755 | $0.196783 | $0.271811 |
| 2032 | $0.185851 | $0.345023 | $0.504195 |
Prévision du prix de Vision de 2032 à 2037
La prévision du prix de Vision pour 2032-2037 est actuellement estimée entre $0.345023 à la baisse et $3.14 à la hausse. Par rapport au prix actuel, Vision pourrait potentiellement gagner 3326.16% d'ici 2037 s'il atteint l'objectif de prix le plus élevé. Veuillez noter que ces informations sont à titre général seulement et ne doivent pas être considérées comme un conseil en investissement à long terme.
| Prévision du Prix de Vision | Potentiel Bas ($) | Prix Moyen ($) | Potentiel Haut ($) |
|---|---|---|---|
| 2032 | $0.185851 | $0.345023 | $0.504195 |
| 2033 | $0.431877 | $0.887435 | $1.34 |
| 2034 | $0.3472086 | $0.562499 | $0.77779 |
| 2035 | $0.4105081 | $0.663469 | $0.91643 |
| 2036 | $0.679519 | $1.28 | $1.89 |
| 2037 | $1.76 | $3.14 | $4.52 |
Vision Histogramme des prix potentiels
Prévision du prix de Vision basée sur l'analyse technique
Indicateur de Sentiment du Marché
Haussier 76.67%
Baissier 23.33%
Au 6 janvier 2026, le sentiment global de prévision du prix pour Vision est Haussier, avec 23 indicateurs techniques montrant des signaux haussiers et 7 indiquant des signaux baissiers. La prévision du prix de VSN a été mise à jour pour la dernière fois le 6 janvier 2026.
Moyennes Mobiles Simples sur 50 et 200 jours de Vision et Indice de Force Relative sur 14 jours - RSI (14)
Selon nos indicateurs techniques, le SMA sur 200 jours de Vision devrait augmenter au cours du prochain mois, atteignant $0.120532 d'ici le 4 févr. 2026. Le SMA à court terme sur 50 jours pour Vision devrait atteindre $0.084495 d'ici le 4 févr. 2026.
Le Relative Strength Index (RSI), un oscillateur de momentum, est un outil couramment utilisé pour identifier si une cryptomonnaie est survendue (en dessous de 30) ou surachetée (au-dessus de 70). Actuellement, le RSI est à 59.64, ce qui suggère que le marché de VSN est dans un état NEUTRAL.
Moyennes Mobiles et Oscillateurs Populaires de VSN pour le Samedi 19 Octobre 2024
Les moyennes mobiles (MA) sont des indicateurs largement utilisés sur les marchés financiers, conçus pour lisser les mouvements de prix sur une période donnée. En tant qu'indicateurs retardés, ils sont basés sur des données historiques de prix. Le tableau ci-dessous met en évidence deux types : la moyenne mobile simple (SMA) et la moyenne mobile exponentielle (EMA).
Moyenne Mobile Simple Quotidienne (SMA)
| Période | Valeur | Action |
|---|---|---|
| SMA 3 | $0.090291 | BUY |
| SMA 5 | $0.089926 | BUY |
| SMA 10 | $0.086417 | BUY |
| SMA 21 | $0.08454 | BUY |
| SMA 50 | $0.085344 | BUY |
| SMA 100 | $0.098383 | SELL |
| SMA 200 | — | — |
Moyenne Mobile Exponentielle Quotidienne (EMA)
| Période | Valeur | Action |
|---|---|---|
| EMA 3 | $0.0906065 | BUY |
| EMA 5 | $0.089681 | BUY |
| EMA 10 | $0.08787 | BUY |
| EMA 21 | $0.086743 | BUY |
| EMA 50 | $0.089669 | BUY |
| EMA 100 | $0.103453 | SELL |
| EMA 200 | $0.111711 | SELL |
Moyenne Mobile Simple Hebdomadaire (SMA)
| Période | Valeur | Action |
|---|---|---|
| SMA 21 | $0.1099063 | SELL |
| SMA 50 | — | — |
| SMA 100 | — | — |
| SMA 200 | — | — |
Moyenne Mobile Exponentielle Hebdomadaire (EMA)
| Période | Valeur | Action |
|---|---|---|
| EMA 21 | $0.113985 | SELL |
| EMA 50 | $0.06708 | BUY |
| EMA 100 | $0.03354 | BUY |
| EMA 200 | $0.01677 | BUY |
Oscillateurs de Vision
Un oscillateur est un outil d'analyse technique qui établit des limites hautes et basses entre deux extrêmes, créant un indicateur de tendance qui fluctue à l'intérieur de ces limites. Les traders utilisent cet indicateur pour identifier les conditions de surachat ou de survente à court terme.
| Période | Valeur | Action |
|---|---|---|
| RSI (14) | 59.64 | NEUTRAL |
| Stoch RSI (14) | 97.77 | SELL |
| Stochastique Rapide (14) | 100 | SELL |
| Indice de Canal des Matières Premières (20) | 145.52 | SELL |
| Indice Directionnel Moyen (14) | 15.07 | NEUTRAL |
| Oscillateur Impressionnant (5, 34) | 0.002212 | NEUTRAL |
| Momentum (10) | 0.01 | BUY |
| MACD (12, 26) | 0 | BUY |
| Plage de Pourcentage de Williams (14) | -0 | SELL |
| Oscillateur Ultime (7, 14, 28) | 74.73 | SELL |
| VWMA (10) | 0.086617 | BUY |
| Moyenne Mobile de Hull (9) | 0.091752 | BUY |
| Nuage Ichimoku B/L (9, 26, 52, 26) | -0.006488 | NEUTRAL |
Prévision du cours de Vision basée sur les flux monétaires mondiaux
Définitions des flux monétaires mondiaux utilisés pour la prédiction du cours de Vision
M0 : le total de toutes les devises physiques, plus les comptes à la banque centrale qui peuvent être échangés contre des devises physiques.
M1 : M0 plus le montant des comptes à vue, y compris les comptes de "chèques" et les comptes "courants".
M2 : M1 plus la plupart des comptes d'épargne, comptes du marché monétaire et comptes de certificats de dépôt (CD) de moins de 100 000 $.
Prédictions du cours de Vision par des sociétés Internet ou des niches technologiques
| Comparaison | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Action Facebook | $0.12904 | $0.181323 | $0.25479 | $0.358022 | $0.503081 | $0.706913 |
| Action Amazon.com | $0.191615 | $0.399816 | $0.83424 | $1.74 | $3.63 | $7.57 |
| Action Apple | $0.130258 | $0.184761 | $0.262069 | $0.371725 | $0.527264 | $0.747884 |
| Action Netflix | $0.144898 | $0.228626 | $0.360736 | $0.569186 | $0.898086 | $1.41 |
| Action Google | $0.118923 | $0.1540051 | $0.199436 | $0.258268 | $0.334456 | $0.43312 |
| Action Tesla | $0.208178 | $0.471924 | $1.06 | $2.42 | $5.49 | $12.46 |
| Action Kodak | $0.068864 | $0.051641 | $0.038725 | $0.02904 | $0.021776 | $0.01633 |
| Action Nokia | $0.060835 | $0.040301 | $0.026697 | $0.017686 | $0.011716 | $0.007761 |
Ce calcul montre la valeur potentielle des cryptomonnaies si l'on suppose que leur capitalisation se comportera comme celle de certaines sociétés Internet ou niches technologiques. En extrapolant les données, vous pourrez obtenir une potentielle image des cours futurs pour 2024, 2025, 2026, 2027, 2028, 2029 et 2030.
Aperçu des prévisions relatives à Vision
Vous vous posez peut-être des questions telles que : "Devrais-je investir dans Vision maintenant ?", "Devrais-je acheter VSN aujourd'hui ?", " Vision sera-t-il un bon ou un mauvais investissement à court ou à long terme ?".
Nous mettons régulièrement à jour les prévisions de Vision avec de nouvelles valeurs. Regardez nos prévisions similaires. Nous faisons une prévision des cours futurs pour une grande quantité de devises numériques comme Vision en utilisant des méthodes d'analyse technique.
Si vous souhaitez trouver des cryptomonnaies ayant un bon rendement, vous devriez consulter un maximum d'informations disponibles à propos de Vision afin de prendre une décision responsable concernant cet investissement.
Le cours de Vision est de $0.09183 USD actuellement, mais ce cours peut subir une hausse ou une baisse, ce qui pourrait causer la perte de votre investissement, car les cryptomonnaies sont des actifs à haut risque.
Prévision à court terme de Vision
basée sur l'historique des cours sur 4 heures
Prévision à long terme de Vision
basée sur l'historique des cours sur 1 mois
Prévision du cours de Vision basée sur le modèle de croissance du Bitcoin
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Si Vision présente 1 % de la précédente croissance annuelle moyenne du Bitcoin | $0.09422 | $0.096669 | $0.099181 | $0.101759 |
| Si Vision présente 2 % de la précédente croissance annuelle moyenne du Bitcoin | $0.096607 | $0.101629 | $0.106912 | $0.11247 |
| Si Vision présente 5 % de la précédente croissance annuelle moyenne du Bitcoin | $0.103768 | $0.117254 | $0.132493 | $0.149713 |
| Si Vision présente 10 % de la précédente croissance annuelle moyenne du Bitcoin | $0.1157033 | $0.145778 | $0.18367 | $0.231412 |
| Si Vision présente 20 % de la précédente croissance annuelle moyenne du Bitcoin | $0.139573 | $0.212133 | $0.322413 | $0.490024 |
| Si Vision présente 50 % de la précédente croissance annuelle moyenne du Bitcoin | $0.211184 | $0.485653 | $1.11 | $2.56 |
| Si Vision présente 100 % de la précédente croissance annuelle moyenne du Bitcoin | $0.330536 | $1.18 | $4.28 | $15.41 |
Boîte à questions
Est-ce que VSN est un bon investissement ?
La décision d'acquérir Vision dépend entièrement de votre tolérance individuelle au risque. Comme vous pouvez le discerner, la valeur de Vision a connu une hausse de 2.5406% au cours des 24 heures précédentes, et Vision a enregistré une déclin de sur une période de 30 jours précédents. Par conséquent, la détermination de si investir ou non dans Vision dépendra de la mesure dans laquelle cet investissement s'aligne avec vos aspirations de trading.
Est-ce que Vision peut monter ?
Il semble que la valeur moyenne de Vision pourrait potentiellement s'envoler jusqu'à $0.0947097 pour la fin de cette année. En regardant les perspectives de Vision sur une période de cinq ans plus longue, la monnaie numérique pourrait potentiellement croître jusqu'à $0.297749. Cependant, compte tenu de l'imprévisibilité du marché, il est essentiel de mener des recherches approfondies avant d'investir des fonds dans un projet, un réseau ou un actif particulier.
Quel sera le prix de Vision la semaine prochaine ?
Basé sur notre nouveau pronostic expérimental de Vision, le prix de Vision va augmenter de 0.86% durant la prochaine semaine et atteindre $0.092618 d'ici 13 janvier 2026.
Quel sera le prix de Vision le mois prochain ?
Basé sur notre nouveau pronostic expérimental de Vision, le prix de Vision va diminuer de -11.62% durant le prochain mois et atteindre $0.081163 d'ici 5 février 2026.
Jusqu'où le prix de Vision peut-il monter cette année en 2026 ?
Selon notre prédiction la plus récente sur la valeur de Vision en 2026, VSN devrait fluctuer dans la fourchette de $0.031728 et $0.0947097. Cependant, il est crucial de garder à l'esprit que le marché des cryptomonnaies est exceptionnellement instable, et cette prévision de prix de Vision ne prend pas en compte les fluctuations de prix soudaines et extrêmes.
Où sera Vision dans 5 ans ?
L'avenir de Vision semble suivre une tendance haussière, avec un prix maximum de $0.297749 prévue après une période de cinq ans. Selon la prévision de Vision pour 2030, la valeur de Vision pourrait potentiellement atteindre son point le plus élevé d'environ $0.297749, tandis que son point le plus bas devrait être autour de $0.102981.
Combien vaudra Vision en 2026 ?
Basé sur notre nouvelle simulation expérimentale de prédiction de prix de Vision, il est attendu que la valeur de VSN en 2026 augmente de 3.13% jusqu'à $0.0947097 si le meilleur scénario se produit. Le prix sera entre $0.0947097 et $0.031728 durant 2026.
Combien vaudra Vision en 2027 ?
Selon notre dernière simulation expérimentale pour la prédiction de prix de Vision, le valeur de VSN pourrait diminuer de -12.62% jusqu'à $0.080239 en 2027, en supposant les conditions les plus favorables. Il est prévu que le prix fluctue entre $0.080239 et $0.030544 tout au long de l'année.
Combien vaudra Vision en 2028 ?
Notre nouveau modèle expérimental de prédiction de prix de Vision suggère que la valeur de VSN en 2028 pourrait augmenter de 47.02%, atteignant $0.135013 dans le meilleur scénario. Il est prévu que le prix oscille entre $0.135013 et $0.055122 durant l'année.
Combien vaudra Vision en 2029 ?
Basé sur notre modèle de prévision expérimental, la valeur de Vision pourrait connaître un 333.75% croissance en 2029, atteignant potentiellement $0.398329 sous des conditions optimales. Le range de prix prévu pour 2029 se situe entre $0.398329 et $0.121089.
Combien vaudra Vision en 2030 ?
En utilisant notre nouvelle simulation expérimentale pour les prédictions de prix de Vision, il est prévu que la valeur de VSN en 2030 augmente de 224.23%, atteignant $0.297749 dans le meilleur scénario. Il est prévu que le prix oscille entre $0.297749 et $0.102981 au cours de 2030.
Combien vaudra Vision en 2031 ?
Notre simulation expérimentale indique que le prix de Vision pourrait augmenter de 195.98% en 2031, atteignant potentiellement $0.271811 dans des conditions idéales. Il est probable que le prix fluctue entre $0.271811 et $0.121755 durant l'année.
Combien vaudra Vision en 2032 ?
Basé sur les résultats de notre dernière prédiction expérimentale de prix de Vision, VSN pourrait connaître une 449.04% hausse en valeur, atteignant $0.504195 si le scénario le plus positif se réalise en 2032. Il est prévu que le prix reste dans une fourchette de $0.504195 et $0.185851 tout au long de l'année.
Combien vaudra Vision en 2033 ?
Selon notre prédiction expérimentale de prix de Vision, la valeur de VSN est anticipée à augmenter de 1362.43% en 2033, avec le prix potentiel le plus élevé étant $1.34. Tout au long de l'année, le prix de VSN pourrait osciller entre $1.34 et $0.431877.
Combien vaudra Vision en 2034 ?
Les résultats de notre nouvelle simulation de prédiction de prix de Vision suggèrent que VSN pourrait augmenter de 746.96% en 2034, atteignant potentiellement $0.77779 dans les meilleures circonstances. La fourchette de prix prévue pour l'année est entre $0.77779 et $0.3472086.
Combien vaudra Vision en 2035 ?
Basé sur notre prédiction expérimentale pour le prix de Vision, VSN pourrait augmenter de 897.93%, avec la valeur potentiellement atteignant $0.91643 en 2035. La fourchette de prix attendue pour l'année se situe entre $0.91643 et $0.4105081.
Combien vaudra Vision en 2036 ?
Notre récente simulation de prédiction de prix de Vision suggère que la valeur de VSN pourrait augmenter de 1964.7% en 2036, pouvant atteindre $1.89 si les conditions sont optimales. La fourchette de prix attendue pour 2036 est entre $1.89 et $0.679519.
Combien vaudra Vision en 2037 ?
Selon la simulation expérimentale, la valeur de Vision pourrait augmenter de 4830.69% en 2037, avec un maximum de $4.52 sous des conditions favorables. Il est prévu que le prix chute entre $4.52 et $1.76 au cours de l'année.
Prévisions liées
Comment lire et prédire les mouvements de prix de Vision ?
Les traders de Vision utilisent des indicateurs et des modèles graphiques pour prédire la direction du marché. Ils identifient également des niveaux clés de support et de résistance pour évaluer quand une tendance baissière pourrait ralentir ou une tendance haussière pourrait s'arrêter.
Indicateurs de prédiction du prix de Vision
Les moyennes mobiles sont des outils populaires pour la prédiction du prix de Vision. Une moyenne mobile simple (SMA) calcule le prix de clôture moyen de VSN sur une période spécifique, comme une SMA de 12 jours. Une moyenne mobile exponentielle (EMA) donne plus de poids aux prix récents, réagissant plus rapidement aux changements de prix.
Les moyennes mobiles couramment utilisées sur le marché des cryptomonnaies incluent les moyennes sur 50 jours, 100 jours et 200 jours, qui aident à identifier les niveaux clés de résistance et de support. Un mouvement de prix de VSN au-dessus de ces moyennes est considéré comme haussier, tandis qu'une chute en dessous indique une faiblesse.
Les traders utilisent également le RSI et les niveaux de retracement de Fibonacci pour évaluer la direction future de VSN.
Comment lire les graphiques de Vision et prédire les mouvements de prix ?
La plupart des traders préfèrent les graphiques en chandeliers aux simples graphiques linéaires parce qu'ils fournissent des informations plus détaillées. Les chandeliers peuvent représenter l'action des prix de Vision dans différentes périodes, comme 5 minutes pour les tendances à court terme et hebdomadaire pour les tendances à long terme. Les options populaires incluent les graphiques de 1 heure, 4 heures et 1 jour.
Par exemple, un graphique en chandeliers de 1 heure montre les prix d'ouverture, de clôture, les plus hauts et les plus bas de VSN au sein de chaque heure. La couleur du chandelier est cruciale : le vert indique que le prix a clôturé plus haut qu'il n'a ouvert, tandis que le rouge signifie le contraire. Certains graphiques utilisent des chandeliers creux et pleins pour transmettre la même information.
Qu'est-ce qui affecte le prix de Vision ?
L'action du prix de Vision est déterminée par l'offre et la demande, influencée par des facteurs tels que les réductions de récompenses de bloc, les hard forks et les mises à jour de protocole. Les événements du monde réel, tels que les réglementations, l'adoption par les entreprises et les gouvernements et les piratages d'échanges de cryptomonnaies, impactent également le prix de VSN. La capitalisation boursière de Vision peut changer rapidement.
Les traders surveillent souvent l'activité des « baleines » de VSN, de grands détenteurs de Vision, car leurs actions peuvent influencer significativement les mouvements de prix sur le marché relativement petit de Vision.
Modèles de prédiction de prix haussiers et baissiers
Les traders identifient souvent des modèles de chandeliers pour obtenir un avantage dans les prédictions de prix des cryptomonnaies. Certaines formations indiquent des tendances haussières, tandis que d'autres suggèrent des mouvements baissiers.
Modèles de chandeliers haussiers couramment suivis :
- Marteau
- Englobante haussière
- Ligne pénétrante
- Étoile du matin
- Trois soldats blancs
Modèles de chandeliers baissiers courants :
- Harami baissier
- Nuage sombre
- Étoile du soir
- Étoile filante
- Pendu