Prédiction du prix de Ēnosys jusqu'à $0.074604 d'ici 2026
| Année | Prix min. | Prix max. |
|---|---|---|
| 2026 | $0.024992 | $0.074604 |
| 2027 | $0.024059 | $0.0632055 |
| 2028 | $0.043421 | $0.106351 |
| 2029 | $0.095383 | $0.313768 |
| 2030 | $0.081119 | $0.23454 |
| 2031 | $0.0959085 | $0.2141091 |
| 2032 | $0.146397 | $0.397161 |
| 2033 | $0.340195 | $1.05 |
| 2034 | $0.27350059 | $0.612675 |
| 2035 | $0.323362 | $0.721883 |
Calculateur de profit d’investissement
Si vous ouvrez une position short de $10,000.00 sur Ēnosys aujourd’hui et la fermez le Apr 06, 2026, notre prévision indique que vous pourriez gagner environ $3,954.49, soit un rendement de 39.54% sur les 90 prochains jours.
Prévision du prix à long terme de Ēnosys pour 2027, 2028, 2029, 2030, 2031, 2032 et 2037
[
'name' => 'Ēnosys'
'name_with_ticker' => 'Ēnosys <small>HLN</small>'
'name_lang' => 'Ēnosys'
'name_lang_with_ticker' => 'Ēnosys <small>HLN</small>'
'name_with_lang' => 'Ēnosys'
'name_with_lang_with_ticker' => 'Ēnosys <small>HLN</small>'
'image' => '/uploads/coins/enosys.png?1717251509'
'price_for_sd' => 0.07233
'ticker' => 'HLN'
'marketcap' => '$4.77M'
'low24h' => '$0.06909'
'high24h' => '$0.07416'
'volume24h' => '$368.35K'
'current_supply' => '65.85M'
'max_supply' => '150M'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.07233'
'change_24h_pct' => '4.2055%'
'ath_price' => '$0.9897'
'ath_days' => 813
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '16 oct. 2023'
'ath_pct' => '-92.66%'
'fdv' => '$10.87M'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$3.56'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.072957'
'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' => '$0.063933'
'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' => '$0.024992'
'current_year_max_price_prediction' => '$0.074604'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.081119'
'grand_prediction_max_price' => '$0.23454'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.073708767050212
107 => 0.073983968830095
108 => 0.074604012492323
109 => 0.069305807285936
110 => 0.071684545876471
111 => 0.073081831940746
112 => 0.066768842668649
113 => 0.072957044440645
114 => 0.069213577320735
115 => 0.067942988355249
116 => 0.069653669009909
117 => 0.068987015095097
118 => 0.068413865206372
119 => 0.068094037720499
120 => 0.069350172792347
121 => 0.069291572589839
122 => 0.067236291806984
123 => 0.064555261809711
124 => 0.065455103478606
125 => 0.065128182564236
126 => 0.063943378996922
127 => 0.064741793547563
128 => 0.061225979934895
129 => 0.05517720535039
130 => 0.059173211119891
131 => 0.059019369244583
201 => 0.058941795194879
202 => 0.061944683089171
203 => 0.061656024706546
204 => 0.06113210691553
205 => 0.063933756835828
206 => 0.06291111692741
207 => 0.066062652160889
208 => 0.068138457094177
209 => 0.06761196581784
210 => 0.069564270390834
211 => 0.065475834013232
212 => 0.066833848578275
213 => 0.067113733498003
214 => 0.063899184910701
215 => 0.061703252787842
216 => 0.061556809150706
217 => 0.057749365467755
218 => 0.059783271150576
219 => 0.061573023982722
220 => 0.060715871266554
221 => 0.060444522323325
222 => 0.06183078522588
223 => 0.061938509725947
224 => 0.05948237970828
225 => 0.059993086914475
226 => 0.062122820862317
227 => 0.059939423083324
228 => 0.055697437854743
301 => 0.05464536686802
302 => 0.054505001204876
303 => 0.051651701248083
304 => 0.054715671282026
305 => 0.053378166252918
306 => 0.0576033286141
307 => 0.055189938533393
308 => 0.055085902110596
309 => 0.054928635798712
310 => 0.052472682657563
311 => 0.05301038031151
312 => 0.054797769206895
313 => 0.055435529701146
314 => 0.055369006056578
315 => 0.054789010026201
316 => 0.055054529238847
317 => 0.054199199341888
318 => 0.053897164553119
319 => 0.052943859678552
320 => 0.05154276487013
321 => 0.051737595696655
322 => 0.048961660264774
323 => 0.04744918331144
324 => 0.047030549624884
325 => 0.046470735163314
326 => 0.047093782157927
327 => 0.048953796388473
328 => 0.046710224602403
329 => 0.042863778143448
330 => 0.043094956129657
331 => 0.043614344427308
401 => 0.042646467770732
402 => 0.041730453743013
403 => 0.042526853621548
404 => 0.040897063550081
405 => 0.043811296771031
406 => 0.043732474929449
407 => 0.044818720859245
408 => 0.045497972731158
409 => 0.043932517076805
410 => 0.043538809213177
411 => 0.043763083105324
412 => 0.040056335244402
413 => 0.044515800477922
414 => 0.044554366118445
415 => 0.044224143690409
416 => 0.046598671256717
417 => 0.051609665055345
418 => 0.049724327621543
419 => 0.048994267982549
420 => 0.047606424075151
421 => 0.049455643679741
422 => 0.049313652466428
423 => 0.048671514351259
424 => 0.048283147215612
425 => 0.048998725571028
426 => 0.04819447913842
427 => 0.04805001437991
428 => 0.047174715122545
429 => 0.046862273111244
430 => 0.046630953484752
501 => 0.046376293304981
502 => 0.046938010204192
503 => 0.045665085810566
504 => 0.044130063778171
505 => 0.044002443305346
506 => 0.044354814651323
507 => 0.044198916561689
508 => 0.044001696925271
509 => 0.043625150929776
510 => 0.043513437776545
511 => 0.043876451329029
512 => 0.043466630193279
513 => 0.04407134360319
514 => 0.043906895016014
515 => 0.042988298576007
516 => 0.041843387303799
517 => 0.041833195191943
518 => 0.041586525936377
519 => 0.041272355552442
520 => 0.041184960538876
521 => 0.042459783045117
522 => 0.04509862748081
523 => 0.044580559175888
524 => 0.04495491661997
525 => 0.046796384729671
526 => 0.047381732066867
527 => 0.046966266391637
528 => 0.046397551350575
529 => 0.046422571926104
530 => 0.048366043383163
531 => 0.048487255314029
601 => 0.048793518758877
602 => 0.049187153835546
603 => 0.04703330414732
604 => 0.046321125799481
605 => 0.045983656188124
606 => 0.044944380402322
607 => 0.046065150236538
608 => 0.04541212565029
609 => 0.045500240977471
610 => 0.045442855755049
611 => 0.045474191966863
612 => 0.043810482183454
613 => 0.044416650586516
614 => 0.043408778048129
615 => 0.042059349858231
616 => 0.042054826101768
617 => 0.042385096739512
618 => 0.042188638840691
619 => 0.041659975686357
620 => 0.04173506979221
621 => 0.041077166407202
622 => 0.041814951174875
623 => 0.041836108202091
624 => 0.041552020879129
625 => 0.042688680108408
626 => 0.043154370322069
627 => 0.042967377960355
628 => 0.043141250439488
629 => 0.044602087252896
630 => 0.04484026739426
701 => 0.044946051279757
702 => 0.04480431488687
703 => 0.043167951854741
704 => 0.043240531513569
705 => 0.04270799013445
706 => 0.042258048786923
707 => 0.042276044081193
708 => 0.042507372422103
709 => 0.043517596854084
710 => 0.045643554615205
711 => 0.045724233158184
712 => 0.045822017905835
713 => 0.045424278194464
714 => 0.045304316091658
715 => 0.045462577070105
716 => 0.046260975027633
717 => 0.048314671337327
718 => 0.047588757899717
719 => 0.046998578975424
720 => 0.047516325003124
721 => 0.047436622060387
722 => 0.04676384901348
723 => 0.046744966514794
724 => 0.045453699939225
725 => 0.044976348086955
726 => 0.044577437150031
727 => 0.044141836820744
728 => 0.043883598344087
729 => 0.044280370011521
730 => 0.044371116386327
731 => 0.043503568201102
801 => 0.043385324589156
802 => 0.044093783164539
803 => 0.043782016959511
804 => 0.044102676232813
805 => 0.044177071934783
806 => 0.044165092513287
807 => 0.043839572789117
808 => 0.044047049354165
809 => 0.043556305426086
810 => 0.043022695111654
811 => 0.042682284976144
812 => 0.042385231984059
813 => 0.042550054248889
814 => 0.041962492970127
815 => 0.041774520291778
816 => 0.043976760962298
817 => 0.045603579823687
818 => 0.045579925233151
819 => 0.045435933996733
820 => 0.04522199222697
821 => 0.046245323854614
822 => 0.045888815577705
823 => 0.04614820513642
824 => 0.046214230665658
825 => 0.046414070057046
826 => 0.04648549546269
827 => 0.046269598278698
828 => 0.045545020959597
829 => 0.043739443171144
830 => 0.042898941836554
831 => 0.042621562396483
901 => 0.042631644612311
902 => 0.04235353209078
903 => 0.0424354486925
904 => 0.042325044839696
905 => 0.042115966652046
906 => 0.042537144259968
907 => 0.04258568105574
908 => 0.042487373169354
909 => 0.042510528235395
910 => 0.041696580923961
911 => 0.041758463570249
912 => 0.041413893132052
913 => 0.041349290328749
914 => 0.040478246266169
915 => 0.038935065449452
916 => 0.0397901374221
917 => 0.038757330720456
918 => 0.038366191172968
919 => 0.040217784956096
920 => 0.040031936295487
921 => 0.039713844174995
922 => 0.039243319632582
923 => 0.039068797502833
924 => 0.038008456289466
925 => 0.03794580567388
926 => 0.038471339410845
927 => 0.038228823673748
928 => 0.03788823973097
929 => 0.036654679214672
930 => 0.035267748776501
1001 => 0.035309611488495
1002 => 0.035750768256119
1003 => 0.037033491056082
1004 => 0.036532309066807
1005 => 0.036168695783187
1006 => 0.03610060194534
1007 => 0.036952938890099
1008 => 0.038159174237042
1009 => 0.038725112873833
1010 => 0.038164284872585
1011 => 0.037520035861875
1012 => 0.037559248313995
1013 => 0.037820111190457
1014 => 0.037847524190371
1015 => 0.037428184314267
1016 => 0.037546226033093
1017 => 0.037366909868236
1018 => 0.036266446895498
1019 => 0.036246543009927
1020 => 0.035976471649054
1021 => 0.03596829399558
1022 => 0.035508835238277
1023 => 0.035444553782042
1024 => 0.034532270532265
1025 => 0.035132738129917
1026 => 0.034729975991376
1027 => 0.034122918446611
1028 => 0.03401826149708
1029 => 0.0340151153828
1030 => 0.03463842774569
1031 => 0.035125454362046
1101 => 0.034736982211213
1102 => 0.034648534632685
1103 => 0.035592923373633
1104 => 0.035472741298053
1105 => 0.035368664395692
1106 => 0.038051169091828
1107 => 0.035927757306385
1108 => 0.035001828567824
1109 => 0.033855815924756
1110 => 0.034228963420036
1111 => 0.034307591079969
1112 => 0.031551637257697
1113 => 0.030433547135233
1114 => 0.030049860739541
1115 => 0.029829043794291
1116 => 0.029929672849086
1117 => 0.028923260599977
1118 => 0.0295995862759
1119 => 0.028728118338082
1120 => 0.028582013902305
1121 => 0.030140306529285
1122 => 0.030357133844916
1123 => 0.029432081153468
1124 => 0.030026114733805
1125 => 0.029810709899891
1126 => 0.028743057154612
1127 => 0.028702280672864
1128 => 0.028166570055091
1129 => 0.027328286672294
1130 => 0.026945168672209
1201 => 0.026745637491382
1202 => 0.026827967945377
1203 => 0.026786339148484
1204 => 0.026514683089953
1205 => 0.02680191015577
1206 => 0.026068163693027
1207 => 0.025775979939366
1208 => 0.025644007316449
1209 => 0.024992765097895
1210 => 0.026029181076344
1211 => 0.026233368080523
1212 => 0.026437957396177
1213 => 0.028218767709884
1214 => 0.028129803459129
1215 => 0.028933996958608
1216 => 0.028902747478036
1217 => 0.028673378464913
1218 => 0.027705708327921
1219 => 0.028091404397465
1220 => 0.026904291845887
1221 => 0.027793757285336
1222 => 0.027387842403736
1223 => 0.027656517055554
1224 => 0.02717341580617
1225 => 0.02744078398434
1226 => 0.026281788394052
1227 => 0.025199534619349
1228 => 0.025635065131247
1229 => 0.026108536606635
1230 => 0.027135143403565
1231 => 0.026523704864636
]
'min_raw' => 0.024992765097895
'max_raw' => 0.074604012492323
'avg_raw' => 0.049798388795109
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.024992'
'max' => '$0.074604'
'avg' => '$0.049798'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.047345234902105
'max_diff' => 0.0022660124923228
'year' => 2026
]
1 => [
'items' => [
101 => 0.026743601284286
102 => 0.026006985088675
103 => 0.024487135473115
104 => 0.024495737656883
105 => 0.024261941905253
106 => 0.024059908241106
107 => 0.026593935936074
108 => 0.026278789535155
109 => 0.025776644990632
110 => 0.026448785417907
111 => 0.026626510015182
112 => 0.026631569584615
113 => 0.027121945889899
114 => 0.027383659811934
115 => 0.027429788025026
116 => 0.028201405736673
117 => 0.028460041815733
118 => 0.029525327221834
119 => 0.027361455214143
120 => 0.02731689169412
121 => 0.026458243812107
122 => 0.025913675750648
123 => 0.026495530853173
124 => 0.027010975042868
125 => 0.026474260099876
126 => 0.02654434374076
127 => 0.025823847781014
128 => 0.026081391184137
129 => 0.02630322225775
130 => 0.026180740177529
131 => 0.025997378575238
201 => 0.026968714497361
202 => 0.026913907917939
203 => 0.027818438259537
204 => 0.028523584344397
205 => 0.029787332188408
206 => 0.028468545432518
207 => 0.028420483601431
208 => 0.028890295709668
209 => 0.028459969889947
210 => 0.028731920953669
211 => 0.029743516667695
212 => 0.029764890091081
213 => 0.029406857711269
214 => 0.02938507140842
215 => 0.029453835443408
216 => 0.029856588544137
217 => 0.02971585423539
218 => 0.029878715540429
219 => 0.030082376096202
220 => 0.030924802505164
221 => 0.031127908660344
222 => 0.030634466001725
223 => 0.030679018348955
224 => 0.030494457249328
225 => 0.030316173539632
226 => 0.030716929282784
227 => 0.031449318280268
228 => 0.031444762126326
301 => 0.031614662138134
302 => 0.031720508437964
303 => 0.03126613863487
304 => 0.030970360600697
305 => 0.031083780719844
306 => 0.03126514196033
307 => 0.031024967713881
308 => 0.029542501005264
309 => 0.029992186704318
310 => 0.029917337015488
311 => 0.029810741956561
312 => 0.030262904404277
313 => 0.030219292233137
314 => 0.028912938387718
315 => 0.028996566922447
316 => 0.028918024115901
317 => 0.029171811992197
318 => 0.028446264511766
319 => 0.02866943803011
320 => 0.028809410368693
321 => 0.028891855151437
322 => 0.029189702239625
323 => 0.029154753321564
324 => 0.029187529765807
325 => 0.029629158368873
326 => 0.031862764294545
327 => 0.031984334536906
328 => 0.031385678201295
329 => 0.031624829599397
330 => 0.031165711211702
331 => 0.031473920461188
401 => 0.03168478940202
402 => 0.030731913206165
403 => 0.030675490061962
404 => 0.030214476729364
405 => 0.030462199181172
406 => 0.03006805494847
407 => 0.030164764156595
408 => 0.02989435677972
409 => 0.030381036220524
410 => 0.030925219457681
411 => 0.031062701633835
412 => 0.030701045218174
413 => 0.030439182138916
414 => 0.0299794368348
415 => 0.030744003521637
416 => 0.030967586120616
417 => 0.030742829137427
418 => 0.030690748033385
419 => 0.030592054435334
420 => 0.030711686346766
421 => 0.030966368441765
422 => 0.030846265069003
423 => 0.030925595462661
424 => 0.030623269807183
425 => 0.031266289050181
426 => 0.03228755835907
427 => 0.032290841906893
428 => 0.032170737886729
429 => 0.032121593909355
430 => 0.032244827922565
501 => 0.032311677319407
502 => 0.032710193520873
503 => 0.033137817282631
504 => 0.035133350791894
505 => 0.034573012967749
506 => 0.036343569011986
507 => 0.03774384896505
508 => 0.038163731696153
509 => 0.037777459340547
510 => 0.036456042478045
511 => 0.036391207462618
512 => 0.038365962143006
513 => 0.037808003496302
514 => 0.037741636090687
515 => 0.037035599024437
516 => 0.037452954374982
517 => 0.037361672637584
518 => 0.037217579949446
519 => 0.038013864885062
520 => 0.039504439199687
521 => 0.039272119214235
522 => 0.039098703122109
523 => 0.03833884428708
524 => 0.038796449026383
525 => 0.038633504743558
526 => 0.039333616789569
527 => 0.038918885922893
528 => 0.037803776410786
529 => 0.037981361276038
530 => 0.037954519680906
531 => 0.0385069178067
601 => 0.038341101600701
602 => 0.03792214140543
603 => 0.039499344578725
604 => 0.039396929777517
605 => 0.039542130550348
606 => 0.039606052421031
607 => 0.040566068199179
608 => 0.040959355946407
609 => 0.041048639150499
610 => 0.0414222320924
611 => 0.041039343817769
612 => 0.042571169911006
613 => 0.043589744878479
614 => 0.044772872118586
615 => 0.046501739011006
616 => 0.047151808955468
617 => 0.047034379638551
618 => 0.048345186785099
619 => 0.050700678089839
620 => 0.047510491777313
621 => 0.05086976571078
622 => 0.049806258368127
623 => 0.047284701590377
624 => 0.047122343061091
625 => 0.04882997058686
626 => 0.052617324085956
627 => 0.05166863499024
628 => 0.052618875801458
629 => 0.05151036942016
630 => 0.051455322735103
701 => 0.052565038120751
702 => 0.055157948606753
703 => 0.05392615402865
704 => 0.052160074452516
705 => 0.053464120128292
706 => 0.052334435080205
707 => 0.04978893848793
708 => 0.051667909545568
709 => 0.05041149510934
710 => 0.050778183636496
711 => 0.053418979903904
712 => 0.053101232310329
713 => 0.05351242711905
714 => 0.0527866790445
715 => 0.052108715902903
716 => 0.050843247352909
717 => 0.050468604502101
718 => 0.050572142307827
719 => 0.050468553193906
720 => 0.049760535170441
721 => 0.049607638745685
722 => 0.049352804672545
723 => 0.049431788407614
724 => 0.048952625795773
725 => 0.049856904644365
726 => 0.050024746767141
727 => 0.050682805502548
728 => 0.050751127343484
729 => 0.052583811554712
730 => 0.051574399888175
731 => 0.052251600382498
801 => 0.052191025196228
802 => 0.04733935137178
803 => 0.048007869218108
804 => 0.049047873194538
805 => 0.048579352812848
806 => 0.047916974610024
807 => 0.047382068696771
808 => 0.046571631541256
809 => 0.047712306274577
810 => 0.049212172251661
811 => 0.050789166419818
812 => 0.052683821584109
813 => 0.052260956607657
814 => 0.050753747159417
815 => 0.050821359474248
816 => 0.051239312200067
817 => 0.050698025445122
818 => 0.050538389413915
819 => 0.051217380660757
820 => 0.051222056500307
821 => 0.050599240672053
822 => 0.049907094853042
823 => 0.049904194736788
824 => 0.049781034073631
825 => 0.051532279428533
826 => 0.052495287302853
827 => 0.052605694603679
828 => 0.052487856011828
829 => 0.052533207408985
830 => 0.051972854345348
831 => 0.053253655281282
901 => 0.054429044878179
902 => 0.054114015357674
903 => 0.053641741322353
904 => 0.05326555230542
905 => 0.054025397180744
906 => 0.053991562484552
907 => 0.054418778875437
908 => 0.054399397872225
909 => 0.054255741068392
910 => 0.054114020488111
911 => 0.054675926569556
912 => 0.054514106642036
913 => 0.054352035363472
914 => 0.05402697660244
915 => 0.054071157486719
916 => 0.053598964996168
917 => 0.053380507143981
918 => 0.050095425200768
919 => 0.049217543962392
920 => 0.049493743270906
921 => 0.04958467525478
922 => 0.049202620214804
923 => 0.049750389000243
924 => 0.049665019815263
925 => 0.049997141374717
926 => 0.049789646243412
927 => 0.049798161915978
928 => 0.05040836085452
929 => 0.050585504202351
930 => 0.050495407665922
1001 => 0.050558508191708
1002 => 0.052012633175384
1003 => 0.051805903103004
1004 => 0.051696081872336
1005 => 0.051726503103763
1006 => 0.052098063213883
1007 => 0.052202079758287
1008 => 0.051761354350535
1009 => 0.051969203000634
1010 => 0.052854196172835
1011 => 0.053163893696829
1012 => 0.054152299530175
1013 => 0.053732407164657
1014 => 0.054503137774082
1015 => 0.056872100906025
1016 => 0.058764592575602
1017 => 0.057024179025733
1018 => 0.06049949896955
1019 => 0.063205534050848
1020 => 0.063101671917291
1021 => 0.062629812109147
1022 => 0.059549063112754
1023 => 0.056714111954893
1024 => 0.059085668976828
1025 => 0.059091714563392
1026 => 0.058887995711978
1027 => 0.057622715422083
1028 => 0.058843966700544
1029 => 0.058940905192095
1030 => 0.058886645414852
1031 => 0.057916557983196
1101 => 0.056435413777182
1102 => 0.056724825809679
1103 => 0.057198888622754
1104 => 0.05630138881774
1105 => 0.056014583248607
1106 => 0.056547809368617
1107 => 0.058265975029364
1108 => 0.057941165763856
1109 => 0.057932683681276
1110 => 0.059322355459685
1111 => 0.058327650376284
1112 => 0.056728476222234
1113 => 0.056324663657821
1114 => 0.054891401094892
1115 => 0.055881360652213
1116 => 0.05591698753429
1117 => 0.055374796801887
1118 => 0.056772472011985
1119 => 0.056759592188868
1120 => 0.058086476784355
1121 => 0.060622981775831
1122 => 0.059872812436022
1123 => 0.059000447112015
1124 => 0.059095297410802
1125 => 0.060135571078
1126 => 0.059506597871674
1127 => 0.059732781022026
1128 => 0.060135228722713
1129 => 0.060378035412751
1130 => 0.059060361264688
1201 => 0.058753148389134
1202 => 0.058124698662818
1203 => 0.057960747859792
1204 => 0.058472607048842
1205 => 0.058337750236779
1206 => 0.055913993232806
1207 => 0.055660697140234
1208 => 0.05566846536977
1209 => 0.055031540301425
1210 => 0.054060076692668
1211 => 0.056613025053404
1212 => 0.056407987571547
1213 => 0.056181642060218
1214 => 0.056209368093847
1215 => 0.057317516449794
1216 => 0.056674734440511
1217 => 0.058383675762089
1218 => 0.058032368801851
1219 => 0.057672052143686
1220 => 0.057622245406013
1221 => 0.057483554233392
1222 => 0.057007930597762
1223 => 0.056433586477189
1224 => 0.056054354739951
1225 => 0.051707179225624
1226 => 0.052513989714727
1227 => 0.053442151639349
1228 => 0.053762549416353
1229 => 0.053214486847936
1230 => 0.057029571448444
1231 => 0.057726624168026
]
'min_raw' => 0.024059908241106
'max_raw' => 0.063205534050848
'avg_raw' => 0.043632721145977
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.024059'
'max' => '$0.0632055'
'avg' => '$0.043632'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.00093285685678865
'max_diff' => -0.011398478441475
'year' => 2027
]
2 => [
'items' => [
101 => 0.055615206012787
102 => 0.055220245884577
103 => 0.057055464968696
104 => 0.055948603514563
105 => 0.056447023159585
106 => 0.055369712508018
107 => 0.057558724579965
108 => 0.057542047975575
109 => 0.056690472838508
110 => 0.057410218313022
111 => 0.057285144824759
112 => 0.056323718592347
113 => 0.057589203506398
114 => 0.057589831171127
115 => 0.056770208616539
116 => 0.055813068911229
117 => 0.055641954938551
118 => 0.055513043546065
119 => 0.056415318859446
120 => 0.057224296084081
121 => 0.058729602136665
122 => 0.059108071843474
123 => 0.060585264305306
124 => 0.059705668117481
125 => 0.060095581714866
126 => 0.060518888081474
127 => 0.060721836720202
128 => 0.060391142804219
129 => 0.062685830734118
130 => 0.062879572702823
131 => 0.062944532709068
201 => 0.062170776850022
202 => 0.062858053152669
203 => 0.062536499330859
204 => 0.063373093044983
205 => 0.063504281621523
206 => 0.063393169564363
207 => 0.063434810889227
208 => 0.061476699551748
209 => 0.06137516114904
210 => 0.059990677823273
211 => 0.060554865012107
212 => 0.059500144104778
213 => 0.059834606969321
214 => 0.059982035013133
215 => 0.059905026969513
216 => 0.060586763309264
217 => 0.060007148150943
218 => 0.05847744845058
219 => 0.056947331984556
220 => 0.05692812261873
221 => 0.056525269962025
222 => 0.056234081277372
223 => 0.05629017454851
224 => 0.05648785455236
225 => 0.056222591756185
226 => 0.056279199022914
227 => 0.057219256822859
228 => 0.057407778710453
229 => 0.056767107676154
301 => 0.054194721025054
302 => 0.053563450888531
303 => 0.054017195344033
304 => 0.053800334719188
305 => 0.043421069062349
306 => 0.0458595235706
307 => 0.044410676703888
308 => 0.045078371998308
309 => 0.043599474524472
310 => 0.044305281914644
311 => 0.044174945061638
312 => 0.048095907751791
313 => 0.048034687312492
314 => 0.048063990297071
315 => 0.046665282494604
316 => 0.04889346200299
317 => 0.049991143351564
318 => 0.049787991747786
319 => 0.049839120629728
320 => 0.048960557039883
321 => 0.048072496713066
322 => 0.04708750113912
323 => 0.048917501166378
324 => 0.04871403640249
325 => 0.049180711366539
326 => 0.05036759719532
327 => 0.050542370642148
328 => 0.050777267927064
329 => 0.050693073971549
330 => 0.052698915569189
331 => 0.052455994916746
401 => 0.053041363796093
402 => 0.051837215599233
403 => 0.050474607615689
404 => 0.05073359484635
405 => 0.050708652293394
406 => 0.050391104966529
407 => 0.050104437438336
408 => 0.049627216771971
409 => 0.051137213575722
410 => 0.051075910463067
411 => 0.052068336599867
412 => 0.051892915640275
413 => 0.050721411539325
414 => 0.050763252037475
415 => 0.051044649495392
416 => 0.052018569310182
417 => 0.052307695020729
418 => 0.052173760471936
419 => 0.052490773614461
420 => 0.052741327876646
421 => 0.05252223937219
422 => 0.055624070578513
423 => 0.054335974002731
424 => 0.054963783311249
425 => 0.055113512132063
426 => 0.054729984906005
427 => 0.054813158228257
428 => 0.054939143148094
429 => 0.055704098910971
430 => 0.057711564174495
501 => 0.058600656874431
502 => 0.06127553612925
503 => 0.058526830102469
504 => 0.058363733262116
505 => 0.058845559789524
506 => 0.060415997076828
507 => 0.061688688994514
508 => 0.062110914326968
509 => 0.062166718374833
510 => 0.062958841167527
511 => 0.063412871180084
512 => 0.062862656625596
513 => 0.062396407400533
514 => 0.060726360549341
515 => 0.060919673019753
516 => 0.062251404242139
517 => 0.064132553032337
518 => 0.0657467743945
519 => 0.065181530334765
520 => 0.069493943510426
521 => 0.069921501662165
522 => 0.069862426950205
523 => 0.070836468049049
524 => 0.068903194827863
525 => 0.068076683070401
526 => 0.062497215775145
527 => 0.064064818501599
528 => 0.066343421126579
529 => 0.066041839524841
530 => 0.064387057391358
531 => 0.065745519093864
601 => 0.06529636917199
602 => 0.064942105993361
603 => 0.066565054291957
604 => 0.06478055597061
605 => 0.066325619390753
606 => 0.064344059572784
607 => 0.065184112322017
608 => 0.064707257752773
609 => 0.065015841100172
610 => 0.063211869156672
611 => 0.064185248628441
612 => 0.063171373370471
613 => 0.063170892661589
614 => 0.063148511309075
615 => 0.064341331053865
616 => 0.064380228862919
617 => 0.063498733269268
618 => 0.063371695982674
619 => 0.06384141941415
620 => 0.063291496296654
621 => 0.063548801862155
622 => 0.063299289820111
623 => 0.063243119403919
624 => 0.062795543971095
625 => 0.062602716168291
626 => 0.062678328918331
627 => 0.062420223621401
628 => 0.062264705843924
629 => 0.063117574908809
630 => 0.062661921372081
701 => 0.063047739469314
702 => 0.062608051053391
703 => 0.061083899440679
704 => 0.060207343730597
705 => 0.057328362623113
706 => 0.058144838093831
707 => 0.058686162175621
708 => 0.058507254569819
709 => 0.058891617335135
710 => 0.058915214087261
711 => 0.058790253834142
712 => 0.05864556586943
713 => 0.058575139769954
714 => 0.059100038216424
715 => 0.059404759431868
716 => 0.058740491289211
717 => 0.058584862557485
718 => 0.059256474324961
719 => 0.059666157115144
720 => 0.06269102465698
721 => 0.062466932699287
722 => 0.06302935953727
723 => 0.062966038906457
724 => 0.063555551834284
725 => 0.06451915632453
726 => 0.062559878967807
727 => 0.062899941770221
728 => 0.062816566224266
729 => 0.063726838572759
730 => 0.063729680343671
731 => 0.063183926599274
801 => 0.063479788557955
802 => 0.063314646529167
803 => 0.06361308049547
804 => 0.06246393981457
805 => 0.063863469121836
806 => 0.064656912055379
807 => 0.064667929011281
808 => 0.065044014664628
809 => 0.06542613946984
810 => 0.066159594757389
811 => 0.065405683799954
812 => 0.06404947137928
813 => 0.064147385535513
814 => 0.063352238689491
815 => 0.063365605251628
816 => 0.063294253495386
817 => 0.063508385486977
818 => 0.062510929745038
819 => 0.062745030613985
820 => 0.062417288026566
821 => 0.062899229321842
822 => 0.062380740155875
823 => 0.062816526018053
824 => 0.063004596749639
825 => 0.063698581798064
826 => 0.062278237999961
827 => 0.059382060846807
828 => 0.059990872397154
829 => 0.059090392293076
830 => 0.059173735155077
831 => 0.059342101000239
901 => 0.058796372210193
902 => 0.058900480065443
903 => 0.058896760600258
904 => 0.058864708258709
905 => 0.058722743123372
906 => 0.058516865590187
907 => 0.059337018316632
908 => 0.05947637824658
909 => 0.059786158107811
910 => 0.060707852849148
911 => 0.06061575380943
912 => 0.060765971164363
913 => 0.060438047521979
914 => 0.05918894659234
915 => 0.059256778782425
916 => 0.058410910285125
917 => 0.059764527348564
918 => 0.059443972961069
919 => 0.059237309462122
920 => 0.05918091941171
921 => 0.060104898856035
922 => 0.06038136798738
923 => 0.060209090977879
924 => 0.059855745805269
925 => 0.060534272993803
926 => 0.060715818244691
927 => 0.060756459531233
928 => 0.061958679614632
929 => 0.060823650278896
930 => 0.061096863121229
1001 => 0.063228391725066
1002 => 0.061295389412227
1003 => 0.062319343848433
1004 => 0.062269226607183
1005 => 0.062793047048017
1006 => 0.062226258041861
1007 => 0.062233284070883
1008 => 0.062698401135674
1009 => 0.06204522810248
1010 => 0.061883493273868
1011 => 0.061660057766508
1012 => 0.062147921022605
1013 => 0.062440372980478
1014 => 0.064797320978639
1015 => 0.066320016875338
1016 => 0.066253912630638
1017 => 0.066857981685239
1018 => 0.066585843043503
1019 => 0.06570703558279
1020 => 0.067207052759074
1021 => 0.066732384561113
1022 => 0.066771515630631
1023 => 0.066770059170269
1024 => 0.067085672025699
1025 => 0.066862031392134
1026 => 0.066421212747136
1027 => 0.06671384873583
1028 => 0.067582873002971
1029 => 0.070280350993097
1030 => 0.071789895413202
1031 => 0.070189474523567
1101 => 0.071293423422748
1102 => 0.070631447460452
1103 => 0.070511146736024
1104 => 0.071204508225892
1105 => 0.071899083353262
1106 => 0.071854841920379
1107 => 0.071350616044736
1108 => 0.071065791641843
1109 => 0.073222577443724
1110 => 0.074811660482662
1111 => 0.074703295672754
1112 => 0.075181582701563
1113 => 0.076585848211006
1114 => 0.076714236650361
1115 => 0.076698062657977
1116 => 0.076379838515087
1117 => 0.077762520276053
1118 => 0.078915977727022
1119 => 0.076306178820387
1120 => 0.077299956079258
1121 => 0.077746094708268
1122 => 0.078401158579022
1123 => 0.079506361130436
1124 => 0.08070690424177
1125 => 0.080876674200998
1126 => 0.080756214290685
1127 => 0.079964423836429
1128 => 0.081278072434309
1129 => 0.082047576974097
1130 => 0.082505799317742
1201 => 0.083667774940299
1202 => 0.077748849908557
1203 => 0.073559140581428
1204 => 0.072904856969861
1205 => 0.074235368422415
1206 => 0.074586213681824
1207 => 0.074444788397679
1208 => 0.069728889638289
1209 => 0.072880028738871
1210 => 0.076270389455796
1211 => 0.076400627018612
1212 => 0.078097912482604
1213 => 0.078650618203762
1214 => 0.080017155470567
1215 => 0.07993167819246
1216 => 0.08026440827057
1217 => 0.080187919387694
1218 => 0.082719141916079
1219 => 0.085511456255071
1220 => 0.085414767288528
1221 => 0.085013339065134
1222 => 0.085609528430557
1223 => 0.088491496070987
1224 => 0.088226170673246
1225 => 0.088483911696787
1226 => 0.091881913965432
1227 => 0.096299800274857
1228 => 0.094247248535596
1229 => 0.098700695203941
1230 => 0.1015039038146
1231 => 0.10635176324955
]
'min_raw' => 0.043421069062349
'max_raw' => 0.10635176324955
'avg_raw' => 0.074886416155951
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.043421'
'max' => '$0.106351'
'avg' => '$0.074886'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.019361160821243
'max_diff' => 0.043146229198705
'year' => 2028
]
3 => [
'items' => [
101 => 0.10574478737209
102 => 0.10763202347488
103 => 0.10465817387173
104 => 0.097829614068741
105 => 0.096748968341241
106 => 0.098912448454004
107 => 0.10423115320193
108 => 0.098744943513829
109 => 0.099854796588477
110 => 0.099535158828315
111 => 0.099518126690448
112 => 0.10016817411808
113 => 0.099225246420105
114 => 0.095383589349084
115 => 0.097144198145706
116 => 0.096464342537951
117 => 0.097218693021348
118 => 0.10128961146243
119 => 0.099489761381055
120 => 0.09759376552827
121 => 0.099971765082824
122 => 0.10299977568507
123 => 0.10281028822344
124 => 0.10244260334827
125 => 0.10451522373829
126 => 0.10793858540181
127 => 0.10886390630328
128 => 0.10954695927539
129 => 0.10964114073997
130 => 0.1106112683586
131 => 0.10539464764962
201 => 0.11367355868709
202 => 0.11510309792296
203 => 0.11483440379495
204 => 0.11642327649141
205 => 0.1159557898383
206 => 0.11527847502436
207 => 0.11779717621117
208 => 0.11490968854919
209 => 0.11081126333762
210 => 0.10856278620888
211 => 0.11152376227147
212 => 0.11333192702907
213 => 0.11452700891297
214 => 0.11488863996895
215 => 0.10579959906544
216 => 0.10090111011977
217 => 0.10404098537265
218 => 0.10787184988379
219 => 0.10537336700383
220 => 0.10547130280247
221 => 0.1019091228054
222 => 0.10818702377158
223 => 0.10727238640627
224 => 0.11201752667548
225 => 0.11088506086811
226 => 0.11475453855237
227 => 0.11373557539778
228 => 0.117965234483
301 => 0.11965256000554
302 => 0.12248584216914
303 => 0.12457001606221
304 => 0.12579388283612
305 => 0.12572040646562
306 => 0.13056997635185
307 => 0.12771035442101
308 => 0.12411799531473
309 => 0.12405302087225
310 => 0.12591355455751
311 => 0.12981272274933
312 => 0.13082372033088
313 => 0.13138873005614
314 => 0.13052339799377
315 => 0.1274194833388
316 => 0.12607922872798
317 => 0.12722116448731
318 => 0.12582467518131
319 => 0.12823540750916
320 => 0.13154585789994
321 => 0.13086226298518
322 => 0.13314741829494
323 => 0.13551231363518
324 => 0.13889422018583
325 => 0.1397783757898
326 => 0.14123985138175
327 => 0.14274418983558
328 => 0.1432273428039
329 => 0.14414983173397
330 => 0.14414496976195
331 => 0.14692495224339
401 => 0.14999135900931
402 => 0.15114885657596
403 => 0.1538104584057
404 => 0.14925255854593
405 => 0.15270977794694
406 => 0.15582827638647
407 => 0.15211027398627
408 => 0.15723467411149
409 => 0.15743364295621
410 => 0.16043783628483
411 => 0.15739251081248
412 => 0.15558420626802
413 => 0.16080471373158
414 => 0.16333075284876
415 => 0.16256988930907
416 => 0.15677968020364
417 => 0.15340953015052
418 => 0.14458919740812
419 => 0.15503726255151
420 => 0.16012621030862
421 => 0.15676650105834
422 => 0.15846094298157
423 => 0.16770526869003
424 => 0.17122490939405
425 => 0.17049284873176
426 => 0.17061655493294
427 => 0.17251568917083
428 => 0.18093749625397
429 => 0.17589095423379
430 => 0.1797488465179
501 => 0.18179505867472
502 => 0.18369569456262
503 => 0.17902833352408
504 => 0.17295616539009
505 => 0.17103285484978
506 => 0.15643244418604
507 => 0.15567242940462
508 => 0.155245810077
509 => 0.1525560355629
510 => 0.15044260958605
511 => 0.14876193478279
512 => 0.14435134220706
513 => 0.14583978772707
514 => 0.13881022372355
515 => 0.14330748966055
516 => 0.13208813577619
517 => 0.14143194707598
518 => 0.13634653539647
519 => 0.13976125256756
520 => 0.13974933894103
521 => 0.133461761992
522 => 0.12983521882619
523 => 0.13214619327862
524 => 0.134623741337
525 => 0.135025715174
526 => 0.13823792090232
527 => 0.13913437847496
528 => 0.13641807017825
529 => 0.13185563960433
530 => 0.13291538816869
531 => 0.12981374305535
601 => 0.12437822929729
602 => 0.1282821101733
603 => 0.12961506674589
604 => 0.13020377630521
605 => 0.12485857279712
606 => 0.12317899380487
607 => 0.12228480004242
608 => 0.13116564095363
609 => 0.13165215346611
610 => 0.12916308666632
611 => 0.14041390462436
612 => 0.13786749801467
613 => 0.14071245808246
614 => 0.13281922709423
615 => 0.13312075914763
616 => 0.12938397710317
617 => 0.1314763253562
618 => 0.12999752105049
619 => 0.13130728429434
620 => 0.13209235098235
621 => 0.13582851985765
622 => 0.14147460812305
623 => 0.13527046081793
624 => 0.13256722499207
625 => 0.13424429729486
626 => 0.1387105618392
627 => 0.14547718124774
628 => 0.14147120636698
629 => 0.1432489899932
630 => 0.14363735662744
701 => 0.14068349905961
702 => 0.14558609418961
703 => 0.14821343474838
704 => 0.15090854251016
705 => 0.15324862906451
706 => 0.14983205720342
707 => 0.15348827884113
708 => 0.15054200961114
709 => 0.14789890153212
710 => 0.14790291003605
711 => 0.14624484972843
712 => 0.14303214895338
713 => 0.14243967763879
714 => 0.14552178823818
715 => 0.14799334906192
716 => 0.14819691864935
717 => 0.14956530171475
718 => 0.15037509671739
719 => 0.1583121886062
720 => 0.16150455262295
721 => 0.16540811491427
722 => 0.16692877241945
723 => 0.17150540632417
724 => 0.16780940275008
725 => 0.16700974912787
726 => 0.15590833228057
727 => 0.1577261886674
728 => 0.16063675213977
729 => 0.1559563264002
730 => 0.15892497924646
731 => 0.15951105420297
801 => 0.15579728732456
802 => 0.15778097067671
803 => 0.15251289581451
804 => 0.14158943775906
805 => 0.14559825512106
806 => 0.14855009405282
807 => 0.14433745593808
808 => 0.15188844670715
809 => 0.14747731378395
810 => 0.14607919641901
811 => 0.14062464211358
812 => 0.1431989817807
813 => 0.14668081304146
814 => 0.14452944612864
815 => 0.14899385550212
816 => 0.15531664978945
817 => 0.15982264952751
818 => 0.16016856423618
819 => 0.15727150828314
820 => 0.16191405893665
821 => 0.16194787484977
822 => 0.15671105874724
823 => 0.15350353804315
824 => 0.1527747825905
825 => 0.15459535659214
826 => 0.15680586952664
827 => 0.16029123231966
828 => 0.16239736405964
829 => 0.16788903863154
830 => 0.16937492831205
831 => 0.17100747057733
901 => 0.17318905050112
902 => 0.17580859654526
903 => 0.17007717893154
904 => 0.17030489883803
905 => 0.16496788211301
906 => 0.15926451433671
907 => 0.16359265954409
908 => 0.16925113365372
909 => 0.16795307344091
910 => 0.16780701515
911 => 0.16805264468211
912 => 0.16707394967234
913 => 0.16264734841527
914 => 0.16042433697596
915 => 0.16329258888337
916 => 0.16481693712096
917 => 0.16718106830032
918 => 0.16688963923171
919 => 0.17297938726058
920 => 0.17534567920018
921 => 0.17474028046269
922 => 0.17485168840012
923 => 0.17913574692793
924 => 0.18390050109469
925 => 0.18836332213655
926 => 0.19290309538295
927 => 0.18743022154404
928 => 0.18465143372858
929 => 0.18751843344694
930 => 0.18599716304044
1001 => 0.19473883403432
1002 => 0.1953440883674
1003 => 0.20408512723898
1004 => 0.21238141399165
1005 => 0.20717066492571
1006 => 0.2120841665976
1007 => 0.21739851925941
1008 => 0.22765076776669
1009 => 0.22419817114789
1010 => 0.22155353624698
1011 => 0.21905436904439
1012 => 0.22425473926135
1013 => 0.23094493246751
1014 => 0.23238593600625
1015 => 0.23472091224472
1016 => 0.23226597023728
1017 => 0.23522267748225
1018 => 0.24566115329999
1019 => 0.24284058499106
1020 => 0.2388349245634
1021 => 0.24707509869963
1022 => 0.25005718568667
1023 => 0.27098703389276
1024 => 0.29741183182187
1025 => 0.28647179196464
1026 => 0.27968095619238
1027 => 0.28127696367964
1028 => 0.29092640534749
1029 => 0.29402549975323
1030 => 0.28560109283652
1031 => 0.28857673577945
1101 => 0.30497282095375
1102 => 0.31376879460038
1103 => 0.30182268093139
1104 => 0.26886382710841
1105 => 0.23847425866877
1106 => 0.24653494067906
1107 => 0.24562110949118
1108 => 0.26323665755769
1109 => 0.24277331536971
1110 => 0.24311786557099
1111 => 0.26109768451633
1112 => 0.25630097707385
1113 => 0.2485309253329
1114 => 0.23853098864533
1115 => 0.22004518079618
1116 => 0.2036717852693
1117 => 0.2357837844653
1118 => 0.23439905666809
1119 => 0.23239376561256
1120 => 0.23685632386148
1121 => 0.25852523999898
1122 => 0.25802570134658
1123 => 0.25484789130683
1124 => 0.25725823221404
1125 => 0.24810838091803
1126 => 0.25046650593526
1127 => 0.23846944480586
1128 => 0.24389261747788
1129 => 0.24851425429157
1130 => 0.24944211630642
1201 => 0.25153263680368
1202 => 0.23366936804148
1203 => 0.24168945127769
1204 => 0.24640049879879
1205 => 0.22511581470908
1206 => 0.24597976902982
1207 => 0.23335840827451
1208 => 0.22907452886769
1209 => 0.23484220813078
1210 => 0.2325945379127
1211 => 0.23066212304682
1212 => 0.22958380234856
1213 => 0.23381894944384
1214 => 0.23362137476975
1215 => 0.22669185211523
1216 => 0.21765257229589
1217 => 0.22068645130751
1218 => 0.21958421461982
1219 => 0.21558956667228
1220 => 0.21828147707329
1221 => 0.20642766601191
1222 => 0.1860338001883
1223 => 0.19950661263238
1224 => 0.19898792400888
1225 => 0.19872637768426
1226 => 0.2088508238748
1227 => 0.2078775919843
1228 => 0.20611116657312
1229 => 0.21555712488435
1230 => 0.21210922303468
1231 => 0.22273484410752
]
'min_raw' => 0.095383589349084
'max_raw' => 0.31376879460038
'avg_raw' => 0.20457619197473
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.095383'
'max' => '$0.313768'
'avg' => '$0.204576'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072434
'min_diff' => 0.051962520286735
'max_diff' => 0.20741703135082
'year' => 2029
]
4 => [
'items' => [
101 => 0.22973356536817
102 => 0.22795846327156
103 => 0.23454079444496
104 => 0.22075634575236
105 => 0.22533498667195
106 => 0.22627863821976
107 => 0.21544056322505
108 => 0.20803682475775
109 => 0.20754307981078
110 => 0.19470601760648
111 => 0.20156347261887
112 => 0.207597749249
113 => 0.20470779902195
114 => 0.20379292711487
115 => 0.20846680927662
116 => 0.20883000994969
117 => 0.2005489961136
118 => 0.20227088111572
119 => 0.20945142781415
120 => 0.20208994976231
121 => 0.1877878003982
122 => 0.18424066961321
123 => 0.1837674169799
124 => 0.17414731696453
125 => 0.18447770585353
126 => 0.17996821426627
127 => 0.19421364415841
128 => 0.18607673100379
129 => 0.18572596494074
130 => 0.18519573059024
131 => 0.17691531310569
201 => 0.17872819828682
202 => 0.18475450473912
203 => 0.1869047587725
204 => 0.18668046966031
205 => 0.18472497254986
206 => 0.18562018911326
207 => 0.18273638464843
208 => 0.1817180532707
209 => 0.17850391932848
210 => 0.17378003036057
211 => 0.17443691609485
212 => 0.16507765597664
213 => 0.15997823433071
214 => 0.15856678162841
215 => 0.15667932808623
216 => 0.15877997452832
217 => 0.16505114236866
218 => 0.15748678345074
219 => 0.14451822066406
220 => 0.14529765338489
221 => 0.14704880729296
222 => 0.14378554357032
223 => 0.14069713832181
224 => 0.14338225611515
225 => 0.13788730510089
226 => 0.14771284587059
227 => 0.14744709252853
228 => 0.15110944652011
301 => 0.15339959163011
302 => 0.14812154859484
303 => 0.14679413504481
304 => 0.14755029013049
305 => 0.13505273092052
306 => 0.15008812930525
307 => 0.15021815605484
308 => 0.14910478808333
309 => 0.15711067355735
310 => 0.17400558900584
311 => 0.16764904221772
312 => 0.16518759517372
313 => 0.16050838254376
314 => 0.16674315554903
315 => 0.16626442225983
316 => 0.16409940877189
317 => 0.16279000185912
318 => 0.1652026242445
319 => 0.16249105124627
320 => 0.16200397822674
321 => 0.15905284566909
322 => 0.15799942561399
323 => 0.15721951534305
324 => 0.15636091076714
325 => 0.15825477851066
326 => 0.1539630250448
327 => 0.14878759109077
328 => 0.14835730975646
329 => 0.1495453543512
330 => 0.14901973305755
331 => 0.14835479328393
401 => 0.14708524217051
402 => 0.14670859347483
403 => 0.14793251901183
404 => 0.14655077843985
405 => 0.14858961192111
406 => 0.14803516202801
407 => 0.14493804999617
408 => 0.14107790170677
409 => 0.14104353829006
410 => 0.14021187567302
411 => 0.1391526282889
412 => 0.13885796989894
413 => 0.143156122984
414 => 0.15205317123717
415 => 0.15030646777675
416 => 0.15156864003628
417 => 0.15777727833533
418 => 0.15975081775033
419 => 0.15835004621941
420 => 0.15643258375205
421 => 0.15651694236933
422 => 0.16306949207565
423 => 0.16347816656331
424 => 0.16451075515025
425 => 0.16583792329396
426 => 0.15857606869312
427 => 0.15617490967068
428 => 0.15503710731461
429 => 0.15153311644286
430 => 0.15531187018857
501 => 0.15311015220332
502 => 0.15340723918092
503 => 0.15321376089702
504 => 0.15331941312297
505 => 0.1477100994317
506 => 0.14975383852395
507 => 0.14635572589337
508 => 0.14180603453706
509 => 0.14179078237631
510 => 0.14290431289022
511 => 0.14224194136809
512 => 0.14045951663317
513 => 0.14071270165396
514 => 0.13849453445806
515 => 0.14098202731275
516 => 0.14105335970715
517 => 0.14009553946344
518 => 0.14392786541397
519 => 0.14549797248278
520 => 0.14486751467987
521 => 0.14545373788265
522 => 0.15037905119143
523 => 0.15118209216724
524 => 0.15153874992279
525 => 0.15106087577845
526 => 0.14554376356841
527 => 0.1457884709555
528 => 0.14399297051495
529 => 0.14247596184786
530 => 0.14253663423888
531 => 0.14331657389109
601 => 0.14672261609513
602 => 0.15389043111638
603 => 0.15416244445683
604 => 0.15449213256065
605 => 0.15315112535446
606 => 0.15274666474937
607 => 0.15328025268763
608 => 0.1559721071438
609 => 0.16289628763643
610 => 0.16044881979987
611 => 0.15845899035164
612 => 0.1602046072319
613 => 0.15993588319578
614 => 0.15766758189662
615 => 0.15760391823397
616 => 0.15325032282109
617 => 0.15164089772352
618 => 0.1502959416486
619 => 0.14882728472577
620 => 0.14795661567209
621 => 0.14929435905055
622 => 0.14960031678892
623 => 0.14667531751215
624 => 0.14627665091897
625 => 0.14866526846888
626 => 0.1476141269418
627 => 0.14869525206945
628 => 0.14894608237279
629 => 0.14890569291684
630 => 0.14780818043974
701 => 0.14850770216435
702 => 0.14685312474818
703 => 0.14505402031759
704 => 0.14390630377904
705 => 0.14290476887665
706 => 0.14346047865005
707 => 0.14147947477648
708 => 0.1408457117676
709 => 0.14827071994379
710 => 0.15375565331583
711 => 0.15367590021233
712 => 0.15319042370559
713 => 0.1524691040919
714 => 0.15591933812124
715 => 0.15471734557502
716 => 0.15559189558223
717 => 0.15581450526381
718 => 0.15648827772422
719 => 0.15672909346611
720 => 0.15600118103682
721 => 0.1535582180171
722 => 0.14747058644191
723 => 0.14463677751042
724 => 0.1437015733622
725 => 0.14373556625678
726 => 0.14279789047325
727 => 0.14307407801518
728 => 0.1427018437173
729 => 0.14199692201026
730 => 0.14341695172106
731 => 0.14358059691673
801 => 0.14324914501414
802 => 0.14332721393594
803 => 0.14058293374745
804 => 0.14079157540992
805 => 0.1396298321204
806 => 0.13941201925864
807 => 0.13647523338729
808 => 0.13127229152229
809 => 0.13415522637729
810 => 0.13067304647444
811 => 0.12935429218159
812 => 0.13559706989555
813 => 0.13497046816077
814 => 0.13389799836805
815 => 0.13231159202233
816 => 0.13172317847714
817 => 0.12814816404561
818 => 0.12793693312104
819 => 0.12970880680681
820 => 0.12889114806728
821 => 0.12774284552539
822 => 0.12358381012024
823 => 0.11890767731556
824 => 0.11904882037181
825 => 0.12053621121444
826 => 0.12486100069136
827 => 0.12317123062311
828 => 0.12194528305071
829 => 0.12171569992225
830 => 0.12458941343977
831 => 0.12865632012865
901 => 0.13056442175517
902 => 0.1286735509932
903 => 0.12650142047356
904 => 0.12663362799361
905 => 0.12751314539447
906 => 0.12760557023759
907 => 0.12619173656793
908 => 0.12658972246436
909 => 0.12598514549509
910 => 0.12227485775063
911 => 0.12220775041079
912 => 0.12129718596182
913 => 0.12126961443219
914 => 0.11972051715356
915 => 0.11950378773588
916 => 0.11642796106567
917 => 0.11845247949446
918 => 0.11709453882442
919 => 0.11504780192884
920 => 0.11469494371658
921 => 0.11468433637263
922 => 0.11678587752239
923 => 0.11842792176255
924 => 0.11711816078376
925 => 0.11681995359753
926 => 0.12000402617276
927 => 0.11959882391409
928 => 0.11924792137137
929 => 0.12829217324089
930 => 0.12113294215439
1001 => 0.11801110876605
1002 => 0.1141472471279
1003 => 0.11540533996056
1004 => 0.11567043860563
1005 => 0.10637854787929
1006 => 0.10260882896885
1007 => 0.10131520349764
1008 => 0.10057070374978
1009 => 0.10090998163372
1010 => 0.097516792470393
1011 => 0.099797071706318
1012 => 0.096858856710016
1013 => 0.096366255404107
1014 => 0.10162014779249
1015 => 0.10235119622554
1016 => 0.099232316491204
1017 => 0.10123514218141
1018 => 0.10050888974478
1019 => 0.096909223972939
1020 => 0.096771743217804
1021 => 0.094965557467863
1022 => 0.092139226515685
1023 => 0.090847517429955
1024 => 0.090174784122974
1025 => 0.090452366996745
1026 => 0.090312012601591
1027 => 0.089396105233835
1028 => 0.090364511339788
1029 => 0.08789063391211
1030 => 0.086905515987024
1031 => 0.086460561074825
1101 => 0.084264852466689
1102 => 0.087759201298283
1103 => 0.088447632038754
1104 => 0.08913741920045
1105 => 0.095141545505322
1106 => 0.094841596322615
1107 => 0.097552990853106
1108 => 0.097447631047586
1109 => 0.09667429740581
1110 => 0.09341172997837
1111 => 0.094712131205275
1112 => 0.090709698356081
1113 => 0.093708593185676
1114 => 0.092340022822291
1115 => 0.093245878169158
1116 => 0.091617068577808
1117 => 0.092518519057561
1118 => 0.088610884506416
1119 => 0.084961990344459
1120 => 0.086430411873091
1121 => 0.088026754009086
1122 => 0.091488030500334
1123 => 0.089426522777057
1124 => 0.090167918908585
1125 => 0.087684365976181
1126 => 0.082560086884809
1127 => 0.082589089747971
1128 => 0.081800831048252
1129 => 0.08111966044404
1130 => 0.089663311737787
1201 => 0.08860077364427
1202 => 0.086907758253798
1203 => 0.089173926631702
1204 => 0.089773137519748
1205 => 0.08979019621134
1206 => 0.091443534161587
1207 => 0.092325920922011
1208 => 0.092481445413019
1209 => 0.095083008400464
1210 => 0.09595501799841
1211 => 0.099546702120932
1212 => 0.092251056570283
1213 => 0.0921008075512
1214 => 0.08920581626811
1215 => 0.087369767028374
1216 => 0.089331532130364
1217 => 0.091069388203086
1218 => 0.089259816300545
1219 => 0.089496108188869
1220 => 0.087066905757164
1221 => 0.087935231321901
1222 => 0.088683150274337
1223 => 0.088270193389446
1224 => 0.087651976945424
1225 => 0.090926903823372
1226 => 0.090742119614376
1227 => 0.093791806813364
1228 => 0.0961692560702
1229 => 0.10043007015834
1230 => 0.095983688536104
1231 => 0.095821644717023
]
'min_raw' => 0.08111966044404
'max_raw' => 0.23454079444496
'avg_raw' => 0.1578302274445
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.081119'
'max' => '$0.23454'
'avg' => '$0.15783'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.014263928905044
'max_diff' => -0.079228000155418
'year' => 2030
]
5 => [
'items' => [
101 => 0.097405649041181
102 => 0.095954775495601
103 => 0.096871677493955
104 => 0.10028234307115
105 => 0.10035440506034
106 => 0.099147273894785
107 => 0.099073819853657
108 => 0.09930566259857
109 => 0.100663572797
110 => 0.10018907724931
111 => 0.10073817550986
112 => 0.10142483129277
113 => 0.10426513074692
114 => 0.10494991732953
115 => 0.10328624095493
116 => 0.10343645230416
117 => 0.10281419167112
118 => 0.10221309569651
119 => 0.10356427166442
120 => 0.10603357230321
121 => 0.10601821091209
122 => 0.10659104066394
123 => 0.10694790885377
124 => 0.10541596933955
125 => 0.10441873304678
126 => 0.10480113689722
127 => 0.10541260898176
128 => 0.10460284474142
129 => 0.099604604730801
130 => 0.10112075146122
131 => 0.10086839050949
201 => 0.10050899782609
202 => 0.10203349508753
203 => 0.10188645360763
204 => 0.097481990411087
205 => 0.097763949854684
206 => 0.097499137298731
207 => 0.098354800842566
208 => 0.095908566856186
209 => 0.096661011954759
210 => 0.09713293846685
211 => 0.097410906807981
212 => 0.098415119060825
213 => 0.098297286343528
214 => 0.098407794413673
215 => 0.099896776082434
216 => 0.10742753440622
217 => 0.1078374169661
218 => 0.10581900533374
219 => 0.10662532096946
220 => 0.10507737127072
221 => 0.10611652027385
222 => 0.10682747963026
223 => 0.10361479100825
224 => 0.10342455643823
225 => 0.10187021780045
226 => 0.10270543134215
227 => 0.10137654654332
228 => 0.10170260839054
301 => 0.10079091104017
302 => 0.10243178475371
303 => 0.10426653653145
304 => 0.10473006728705
305 => 0.1035107174316
306 => 0.10262782777719
307 => 0.10107776438597
308 => 0.10365555435098
309 => 0.10440937869348
310 => 0.10365159483262
311 => 0.10347599975416
312 => 0.10314324739776
313 => 0.10354659473959
314 => 0.10440527320421
315 => 0.1040003362976
316 => 0.10426780425849
317 => 0.10324849220334
318 => 0.10541647647528
319 => 0.10885975725294
320 => 0.10887082796368
321 => 0.1084658888743
322 => 0.10830019652346
323 => 0.10871568860292
324 => 0.10894107601165
325 => 0.1102847012084
326 => 0.11172646457691
327 => 0.11845454512709
328 => 0.11656532703145
329 => 0.12253488035087
330 => 0.12725602197705
331 => 0.12867168592024
401 => 0.12736934170464
402 => 0.12291409249433
403 => 0.12269549671319
404 => 0.12935351999108
405 => 0.12747232345829
406 => 0.12724856111663
407 => 0.12486810785384
408 => 0.12627525055702
409 => 0.1259674878063
410 => 0.12548166924801
411 => 0.12816639950328
412 => 0.13319197487361
413 => 0.1324086918226
414 => 0.13182400736047
415 => 0.12926209024652
416 => 0.13080493657402
417 => 0.13025555854807
418 => 0.13261603519146
419 => 0.13121774111888
420 => 0.12745807154435
421 => 0.12805681131613
422 => 0.12796631300412
423 => 0.12982876185244
424 => 0.129269700937
425 => 0.12785714738777
426 => 0.13317479800335
427 => 0.1328294993507
428 => 0.13331905389389
429 => 0.13353457094378
430 => 0.13677133116597
501 => 0.13809732826422
502 => 0.13839835282037
503 => 0.13965794750742
504 => 0.13836701295709
505 => 0.14353167157913
506 => 0.14696586819659
507 => 0.15095486428992
508 => 0.15678385972334
509 => 0.15897561592753
510 => 0.1585796947869
511 => 0.16299917259911
512 => 0.17094087598819
513 => 0.16018494010382
514 => 0.17151096670752
515 => 0.16792527745005
516 => 0.1594236727244
517 => 0.1588762696074
518 => 0.16463365503328
519 => 0.17740298178005
520 => 0.17420441025849
521 => 0.17740821349721
522 => 0.17367080683922
523 => 0.17348521309731
524 => 0.17722669599788
525 => 0.18596887473266
526 => 0.18181579331144
527 => 0.17586133271676
528 => 0.1802580137582
529 => 0.17644920174649
530 => 0.16786688226473
531 => 0.17420196437113
601 => 0.16996587537933
602 => 0.17120219135002
603 => 0.18010582034009
604 => 0.17903451214392
605 => 0.18042088415023
606 => 0.17797397384677
607 => 0.175688173781
608 => 0.1714215582125
609 => 0.17015842368428
610 => 0.17050750862506
611 => 0.17015825069512
612 => 0.16777111849676
613 => 0.16725561752581
614 => 0.16639642665627
615 => 0.16666272583353
616 => 0.16504719563364
617 => 0.1680960349064
618 => 0.1686619263417
619 => 0.17088061731232
620 => 0.17111096916911
621 => 0.1772899919412
622 => 0.17388669003259
623 => 0.17616991877983
624 => 0.1759656853101
625 => 0.15960792827792
626 => 0.16186188287124
627 => 0.16536832888854
628 => 0.16378867971062
629 => 0.16155542535403
630 => 0.15975195272156
701 => 0.15701950726882
702 => 0.16086537177158
703 => 0.16592227463062
704 => 0.17123922057078
705 => 0.17762718273779
706 => 0.17620146394619
707 => 0.17111980206144
708 => 0.17134776170143
709 => 0.17275691849706
710 => 0.17093193241133
711 => 0.17039370838669
712 => 0.17268297478107
713 => 0.17269873970057
714 => 0.170598872652
715 => 0.16826525469912
716 => 0.16825547675469
717 => 0.16784023198005
718 => 0.17374467796215
719 => 0.17699152624549
720 => 0.17736377216861
721 => 0.17696647112896
722 => 0.17711937653081
723 => 0.17523010705416
724 => 0.17954841683232
725 => 0.18351132492134
726 => 0.1824491808983
727 => 0.18085687601509
728 => 0.17958852847983
729 => 0.18215039852766
730 => 0.18203632248718
731 => 0.18347671237635
801 => 0.18341136797088
802 => 0.18292701902696
803 => 0.18244919819593
804 => 0.18434370378055
805 => 0.18379811659701
806 => 0.18325168196587
807 => 0.18215572365818
808 => 0.18230468259413
809 => 0.18071265264482
810 => 0.17997610674393
811 => 0.16890022361529
812 => 0.16594038572839
813 => 0.16687161098066
814 => 0.16717819451297
815 => 0.16589006927145
816 => 0.16773690997556
817 => 0.16744908180811
818 => 0.1685688528338
819 => 0.16786926851176
820 => 0.16789797969636
821 => 0.16995530802038
822 => 0.17055255918535
823 => 0.17024879242244
824 => 0.17046154025066
825 => 0.17536422415689
826 => 0.17466721928443
827 => 0.17429694933776
828 => 0.17439951664346
829 => 0.17565225749623
830 => 0.17600295653789
831 => 0.17451702005519
901 => 0.17521779629052
902 => 0.17820161255885
903 => 0.17924577938339
904 => 0.1825782586588
905 => 0.18116256223251
906 => 0.18376113429288
907 => 0.19174825888795
908 => 0.19812892668148
909 => 0.1922610008863
910 => 0.20397828471597
911 => 0.2131018709219
912 => 0.21275169248719
913 => 0.21116078419983
914 => 0.20077382386747
915 => 0.19121558810877
916 => 0.19921145818505
917 => 0.19923184130224
918 => 0.1985449889715
919 => 0.19427900813507
920 => 0.19839654208544
921 => 0.19872337697774
922 => 0.19854043635046
923 => 0.19526971884529
924 => 0.19027593774453
925 => 0.1912517106182
926 => 0.19285004649049
927 => 0.18982406323645
928 => 0.18885707823599
929 => 0.19065488732827
930 => 0.19644780281197
1001 => 0.19535268569585
1002 => 0.19532408776223
1003 => 0.20000946318692
1004 => 0.19665574555015
1005 => 0.19126401823899
1006 => 0.18990253598478
1007 => 0.18507019118667
1008 => 0.18840790895095
1009 => 0.18852802747126
1010 => 0.18669999356241
1011 => 0.19141235311583
1012 => 0.19136892789295
1013 => 0.19584261194676
1014 => 0.20439461561864
1015 => 0.20186536731432
1016 => 0.19892412671783
1017 => 0.19924392112243
1018 => 0.20275127642097
1019 => 0.20063064934234
1020 => 0.20139324162535
1021 => 0.20275012214622
1022 => 0.20356876185391
1023 => 0.19912613146664
1024 => 0.19809034180779
1025 => 0.19597147967856
1026 => 0.19541870809948
1027 => 0.19714447709223
1028 => 0.19668979793496
1029 => 0.18851793197475
1030 => 0.18766392651407
1031 => 0.18769011764231
1101 => 0.1855426803057
1102 => 0.18226732292335
1103 => 0.19087476656274
1104 => 0.1901834683774
1105 => 0.18942032868301
1106 => 0.18951380894116
1107 => 0.19325000849169
1108 => 0.19108282406978
1109 => 0.19684463904996
1110 => 0.19566018310604
1111 => 0.19444535033653
1112 => 0.19427742344308
1113 => 0.19380981647148
1114 => 0.19220621817697
1115 => 0.19026977687503
1116 => 0.18899117059582
1117 => 0.17433436483916
1118 => 0.17705458273288
1119 => 0.18018394546394
1120 => 0.18126418893857
1121 => 0.17941635772464
1122 => 0.19227918181596
1123 => 0.1946293437267
1124 => 0.1875105500018
1125 => 0.1861789143543
1126 => 0.19236648362731
1127 => 0.18863462295611
1128 => 0.19031507958785
1129 => 0.18668285151066
1130 => 0.19406325854317
1201 => 0.19400703220715
1202 => 0.19113588717745
1203 => 0.1935625592958
1204 => 0.19314086529777
1205 => 0.18989934963055
1206 => 0.19416602037161
1207 => 0.19416813658707
1208 => 0.19140472192005
1209 => 0.18817765857824
1210 => 0.18760073587256
1211 => 0.18716610211249
1212 => 0.1902081863264
1213 => 0.19293570952025
1214 => 0.19801095397365
1215 => 0.19928699101406
1216 => 0.20426744853341
1217 => 0.20130182857472
1218 => 0.2026164494912
1219 => 0.20404365646052
1220 => 0.20472791196542
1221 => 0.20361295433937
1222 => 0.21134965490502
1223 => 0.21200286947914
1224 => 0.21222188667556
1225 => 0.20961311477488
1226 => 0.21193031481335
1227 => 0.21084617365295
1228 => 0.21366680776922
1229 => 0.21410911921432
1230 => 0.21373449715601
1231 => 0.21387489379009
]
'min_raw' => 0.095908566856186
'max_raw' => 0.21410911921432
'avg_raw' => 0.15500884303525
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.0959085'
'max' => '$0.2141091'
'avg' => '$0.1550088'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.014788906412146
'max_diff' => -0.020431675230639
'year' => 2031
]
6 => [
'items' => [
101 => 0.20727298470482
102 => 0.2069306408909
103 => 0.20226275869654
104 => 0.20416495519398
105 => 0.20060889001666
106 => 0.20173655491592
107 => 0.20223361885873
108 => 0.20197398086314
109 => 0.20427250252992
110 => 0.2023182895562
111 => 0.1971608002162
112 => 0.19200190572168
113 => 0.19193714000365
114 => 0.19057889414529
115 => 0.18959713116484
116 => 0.18978625354479
117 => 0.19045274547934
118 => 0.18955839344198
119 => 0.18974924879395
120 => 0.19291871929921
121 => 0.19355433400541
122 => 0.19139426688304
123 => 0.18272128569056
124 => 0.1805929143514
125 => 0.18212274546255
126 => 0.18139158472516
127 => 0.14639716590594
128 => 0.15461858552797
129 => 0.14973369716159
130 => 0.15198487846372
131 => 0.14699867237736
201 => 0.14937835127123
202 => 0.14893891147149
203 => 0.16215871093421
204 => 0.16195230194884
205 => 0.16205109900722
206 => 0.15733525799654
207 => 0.16484772077559
208 => 0.16854863007997
209 => 0.16786369026424
210 => 0.16803607485941
211 => 0.1650739363769
212 => 0.16207977898264
213 => 0.15875879763489
214 => 0.16492877049331
215 => 0.1642427748364
216 => 0.1658162020599
217 => 0.16981787049736
218 => 0.17040713137563
219 => 0.17119910397173
220 => 0.17091523817248
221 => 0.17767807316231
222 => 0.17685904922242
223 => 0.17883266126829
224 => 0.17477279155163
225 => 0.17017866360086
226 => 0.17105185713095
227 => 0.17096776157222
228 => 0.16989712858925
229 => 0.16893060900346
301 => 0.16732162620833
302 => 0.17241268585678
303 => 0.17220599813242
304 => 0.17555203214162
305 => 0.17496058812886
306 => 0.1710107802607
307 => 0.17115184842142
308 => 0.17210059959733
309 => 0.17538423824981
310 => 0.17635904576903
311 => 0.17590747608676
312 => 0.17697630802994
313 => 0.17782106921803
314 => 0.17708239702899
315 => 0.18754043750405
316 => 0.18319752996677
317 => 0.18531423288268
318 => 0.18581905405579
319 => 0.18452596523612
320 => 0.18480638989907
321 => 0.18523115685228
322 => 0.18781025861433
323 => 0.19457856790705
324 => 0.19757620601935
325 => 0.20659474818108
326 => 0.19732729390326
327 => 0.19677740151896
328 => 0.19840191329617
329 => 0.20369675225474
330 => 0.20798772191173
331 => 0.20941128409893
401 => 0.20959943134242
402 => 0.21227012864224
403 => 0.21380092252894
404 => 0.21194583574373
405 => 0.21037384392895
406 => 0.2047431643712
407 => 0.20539493086184
408 => 0.20988495565662
409 => 0.21622738014039
410 => 0.22166984016426
411 => 0.21976408035278
412 => 0.2343036824576
413 => 0.23574522461734
414 => 0.2355460501015
415 => 0.23883009767164
416 => 0.23231193202958
417 => 0.22952528993409
418 => 0.21071372640217
419 => 0.21599900844093
420 => 0.22368147627801
421 => 0.22266467285199
422 => 0.21708545935576
423 => 0.22166560783052
424 => 0.22015126751028
425 => 0.21895684446967
426 => 0.22442872796901
427 => 0.2184121672889
428 => 0.22362145648279
429 => 0.21694048920842
430 => 0.21977278570307
501 => 0.21816503722994
502 => 0.2192054475303
503 => 0.21312323017349
504 => 0.21640504702174
505 => 0.21298669580299
506 => 0.21298507505943
507 => 0.21290961476681
508 => 0.21693128981639
509 => 0.21706243649537
510 => 0.21409041255732
511 => 0.21366209747611
512 => 0.21524580282037
513 => 0.21339169863533
514 => 0.21425922231392
515 => 0.21341797504379
516 => 0.21322859256391
517 => 0.21171956074342
518 => 0.21106942834346
519 => 0.21132436200933
520 => 0.2104541419804
521 => 0.20992980293573
522 => 0.21280531053341
523 => 0.21126904282161
524 => 0.21256985547339
525 => 0.21108741528104
526 => 0.20594863170592
527 => 0.20299326293021
528 => 0.19328657712229
529 => 0.19603938117631
530 => 0.19786449311211
531 => 0.19726129362821
601 => 0.19855719952683
602 => 0.19863675762409
603 => 0.19821544540626
604 => 0.19772761983144
605 => 0.19749017332006
606 => 0.19925990507957
607 => 0.2002872939324
608 => 0.19804766751171
609 => 0.19752295437705
610 => 0.19978734034153
611 => 0.20116861447177
612 => 0.21136716657858
613 => 0.21061162489761
614 => 0.21250788624926
615 => 0.21229439632157
616 => 0.21428198031622
617 => 0.2175308401318
618 => 0.21092499973123
619 => 0.21207154521199
620 => 0.21179043873771
621 => 0.21485948551384
622 => 0.21486906674288
623 => 0.21302901989033
624 => 0.21402653914045
625 => 0.21346975126054
626 => 0.21447594221393
627 => 0.21060153417783
628 => 0.2153201449493
629 => 0.21799529319615
630 => 0.21803243763216
701 => 0.21930043666988
702 => 0.22058879712975
703 => 0.22306169283994
704 => 0.22051982941056
705 => 0.21594726454653
706 => 0.21627738896042
707 => 0.21359649585368
708 => 0.21364156215114
709 => 0.21340099472335
710 => 0.21412295568322
711 => 0.21075996400914
712 => 0.21154925143319
713 => 0.21044424441745
714 => 0.21206914314255
715 => 0.21032102071973
716 => 0.21179030317966
717 => 0.21242439678188
718 => 0.21476421582513
719 => 0.20997542754459
720 => 0.2002107640681
721 => 0.20226341471596
722 => 0.19922738317555
723 => 0.1995083794536
724 => 0.20007603665549
725 => 0.19823607393828
726 => 0.19858708084084
727 => 0.19857454040428
728 => 0.19846647369692
729 => 0.19798782833145
730 => 0.1972936978544
731 => 0.20005890003285
801 => 0.20052876176647
802 => 0.20157320619675
803 => 0.20468076436784
804 => 0.20437024602528
805 => 0.20487671432527
806 => 0.20377109687008
807 => 0.19955966587636
808 => 0.19978836684112
809 => 0.19693646214582
810 => 0.20150027658173
811 => 0.2004195050839
812 => 0.19972272466842
813 => 0.19953260167643
814 => 0.20264786288315
815 => 0.20357999786194
816 => 0.20299915389641
817 => 0.20180782597718
818 => 0.20409552776658
819 => 0.20470762025504
820 => 0.2048446451901
821 => 0.2088980141376
822 => 0.20507118348695
823 => 0.20599233965999
824 => 0.2131789371664
825 => 0.20666168491075
826 => 0.21011401878264
827 => 0.20994504500468
828 => 0.21171114219293
829 => 0.20980017348673
830 => 0.20982386223412
831 => 0.2113920368915
901 => 0.209189818407
902 => 0.20864451814037
903 => 0.20789118972754
904 => 0.209536054757
905 => 0.21052207695131
906 => 0.21846869168396
907 => 0.22360256721092
908 => 0.22337969213466
909 => 0.225416353127
910 => 0.22449881869627
911 => 0.2215358579861
912 => 0.2265932706238
913 => 0.2249928936541
914 => 0.22512482678702
915 => 0.22511991622923
916 => 0.22618402700669
917 => 0.22543000699654
918 => 0.22394375615795
919 => 0.22493039882503
920 => 0.22786037481503
921 => 0.23695511019064
922 => 0.24204464459605
923 => 0.23664871382883
924 => 0.24037075461766
925 => 0.2381388564431
926 => 0.23773325415156
927 => 0.2400709708236
928 => 0.24241277935922
929 => 0.24226361627942
930 => 0.24056358353576
1001 => 0.2396032781756
1002 => 0.24687503208862
1003 => 0.25223273650063
1004 => 0.25186737697824
1005 => 0.2534799550888
1006 => 0.25821453429658
1007 => 0.25864740488366
1008 => 0.2585928731391
1009 => 0.25751995822365
1010 => 0.2621817663165
1011 => 0.26607072864427
1012 => 0.25727160942021
1013 => 0.26062219883181
1014 => 0.26212638636792
1015 => 0.26433497994326
1016 => 0.26806124750813
1017 => 0.27210896242724
1018 => 0.27268135369774
1019 => 0.27227521469987
1020 => 0.26960563790231
1021 => 0.27403469586608
1022 => 0.27662913414706
1023 => 0.27817406277072
1024 => 0.28209174470872
1025 => 0.26213567571805
1026 => 0.24800977820548
1027 => 0.24580381532845
1028 => 0.25028972758408
1029 => 0.25147262687141
1030 => 0.25099580165192
1031 => 0.2350958197311
1101 => 0.24572010521422
1102 => 0.25715094307876
1103 => 0.25759004811469
1104 => 0.26331256455722
1105 => 0.26517605048479
1106 => 0.26978342628841
1107 => 0.26949523367744
1108 => 0.27061705636626
1109 => 0.27035916875736
1110 => 0.27889336223612
1111 => 0.28830784498319
1112 => 0.28798185138189
1113 => 0.28662840809989
1114 => 0.28863850217003
1115 => 0.29835525728229
1116 => 0.29746069417938
1117 => 0.29832968603515
1118 => 0.30978628792483
1119 => 0.32468150006403
1120 => 0.31776117857052
1121 => 0.33277628494257
1122 => 0.34222749848718
1123 => 0.35857239503886
1124 => 0.35652593349028
1125 => 0.36288888177346
1126 => 0.3528623402089
1127 => 0.3298393740783
1128 => 0.32619590155975
1129 => 0.33349022580929
1130 => 0.35142261020704
1201 => 0.33292547120867
1202 => 0.33666741833732
1203 => 0.33558973731253
1204 => 0.33553231227057
1205 => 0.33772399255771
1206 => 0.33454484599086
1207 => 0.32159243095998
1208 => 0.32752844643957
1209 => 0.32523626579203
1210 => 0.32777961111387
1211 => 0.34150499686044
1212 => 0.33543667664955
1213 => 0.32904419425768
1214 => 0.33706178578249
1215 => 0.34727093493692
1216 => 0.34663206473044
1217 => 0.34539238950284
1218 => 0.35238037385354
1219 => 0.36392247671359
1220 => 0.36704226073674
1221 => 0.36934522152145
1222 => 0.36966276090482
1223 => 0.37293361390316
1224 => 0.35534541296999
1225 => 0.38325833954796
1226 => 0.38807813088894
1227 => 0.38717220987672
1228 => 0.39252920510439
1229 => 0.39095304121456
1230 => 0.38866942703073
1231 => 0.39716140393215
]
'min_raw' => 0.14639716590594
'max_raw' => 0.39716140393215
'avg_raw' => 0.27177928491905
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.146397'
'max' => '$0.397161'
'avg' => '$0.271779'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.050488599049756
'max_diff' => 0.18305228471783
'year' => 2032
]
7 => [
'items' => [
101 => 0.38742603768187
102 => 0.37360791093812
103 => 0.36602701331494
104 => 0.37601015083871
105 => 0.38210650456099
106 => 0.38613580657049
107 => 0.387355070924
108 => 0.35671073494125
109 => 0.34019513745933
110 => 0.35078144609353
111 => 0.36369747325524
112 => 0.35527366378696
113 => 0.35560386116974
114 => 0.34359372260616
115 => 0.36476010402268
116 => 0.36167634028758
117 => 0.37767491200035
118 => 0.37385672446454
119 => 0.38690293863533
120 => 0.38346743321791
121 => 0.3977280241291
122 => 0.40341695993365
123 => 0.41296956856166
124 => 0.41999650635453
125 => 0.42412285863041
126 => 0.42387512791733
127 => 0.44022579137489
128 => 0.43058437638263
129 => 0.41847248684532
130 => 0.41825342097611
131 => 0.42452634019429
201 => 0.43767265798424
202 => 0.44108130691604
203 => 0.44298627665247
204 => 0.44006874918865
205 => 0.42960368422099
206 => 0.42508492222704
207 => 0.42893503836703
208 => 0.42422667717208
209 => 0.43235462952738
210 => 0.44351604414816
211 => 0.44121125616599
212 => 0.44891581683727
213 => 0.45688922658862
214 => 0.4682915606413
215 => 0.47127255298987
216 => 0.47620001998508
217 => 0.48127200211174
218 => 0.48290098607708
219 => 0.48601122191093
220 => 0.48599482943284
221 => 0.49536773446118
222 => 0.50570633896216
223 => 0.50960892282203
224 => 0.51858269921808
225 => 0.50321542161848
226 => 0.51487167820434
227 => 0.52538591341981
228 => 0.51285040874489
301 => 0.53012768154128
302 => 0.53079851889282
303 => 0.54092736644631
304 => 0.53065983899845
305 => 0.52456301397502
306 => 0.54216431937261
307 => 0.55068103661859
308 => 0.54811573207276
309 => 0.52859363781428
310 => 0.51723094161383
311 => 0.48749257395686
312 => 0.52271895504842
313 => 0.5398766977105
314 => 0.52854920340579
315 => 0.53426213265209
316 => 0.56543002219639
317 => 0.57729673656346
318 => 0.5748285429297
319 => 0.57524562702388
320 => 0.58164869070025
321 => 0.61004340127284
322 => 0.5930286325135
323 => 0.60603578569879
324 => 0.61293473284749
325 => 0.6193428594417
326 => 0.60360652583553
327 => 0.58313378702654
328 => 0.57664921125863
329 => 0.5274229073377
330 => 0.52486046443961
331 => 0.52342208759095
401 => 0.51435332502258
402 => 0.50722776178696
403 => 0.5015612493468
404 => 0.48669062853997
405 => 0.49170902653062
406 => 0.4680083607043
407 => 0.48317120679996
408 => 0.44534437186856
409 => 0.4768476840299
410 => 0.45970186350032
411 => 0.47121482085056
412 => 0.47117465322696
413 => 0.4499756485587
414 => 0.43774850507799
415 => 0.44554011679144
416 => 0.45389334304717
417 => 0.45524862590353
418 => 0.4660788017856
419 => 0.46910127108043
420 => 0.45994304801149
421 => 0.44456049479278
422 => 0.4481335110668
423 => 0.43767609801724
424 => 0.41934988388646
425 => 0.43251209082019
426 => 0.43700624696875
427 => 0.43899112235038
428 => 0.42096939553267
429 => 0.41530657769583
430 => 0.41229174099513
501 => 0.44223411616776
502 => 0.44387442707081
503 => 0.43548236457423
504 => 0.47341528282678
505 => 0.46482989515779
506 => 0.4744218766551
507 => 0.44780929729052
508 => 0.44882593366083
509 => 0.43622711210413
510 => 0.44328161032233
511 => 0.4382957183588
512 => 0.44271167658021
513 => 0.44535858373044
514 => 0.45795533794449
515 => 0.47699151872858
516 => 0.45607380292965
517 => 0.44695965460885
518 => 0.45261402096716
519 => 0.46767234370302
520 => 0.49048647346921
521 => 0.47698004947047
522 => 0.48297397108716
523 => 0.48428337630939
524 => 0.47432423928772
525 => 0.49085368105676
526 => 0.49971194318574
527 => 0.508798687171
528 => 0.51668845236861
529 => 0.5051692418015
530 => 0.51749644832228
531 => 0.50756289591141
601 => 0.49865147248709
602 => 0.49866498743795
603 => 0.49307472134875
604 => 0.48224287638207
605 => 0.4802453179799
606 => 0.49063686905182
607 => 0.49896990892795
608 => 0.49965625800472
609 => 0.50426985704719
610 => 0.50700013743668
611 => 0.53376059688986
612 => 0.54452387505606
613 => 0.55768500785925
614 => 0.5628120108069
615 => 0.57824245154704
616 => 0.56578111745025
617 => 0.56308502943295
618 => 0.52565582745608
619 => 0.53178485718297
620 => 0.54159802513913
621 => 0.52581764298127
622 => 0.53582666331715
623 => 0.53780265595149
624 => 0.52528143163398
625 => 0.53196955855213
626 => 0.51420787634896
627 => 0.47737867486353
628 => 0.4908946824862
629 => 0.50084701353546
630 => 0.4866438100146
701 => 0.51210250258586
702 => 0.49723005995982
703 => 0.49251620965051
704 => 0.47412579898492
705 => 0.48280536490725
706 => 0.49454460209663
707 => 0.4872911183464
708 => 0.50234318624418
709 => 0.52366092862733
710 => 0.53885322134307
711 => 0.54001949693433
712 => 0.53025187052267
713 => 0.54590455418351
714 => 0.54601856689556
715 => 0.52836227578304
716 => 0.51754789578727
717 => 0.51509084589857
718 => 0.52122903825353
719 => 0.52868193694526
720 => 0.54043308094218
721 => 0.54753405114895
722 => 0.5660496153846
723 => 0.57105939618394
724 => 0.57656362641178
725 => 0.58391897543791
726 => 0.59275095781657
727 => 0.57342708317711
728 => 0.57419485674074
729 => 0.55620073223374
730 => 0.53697142957952
731 => 0.55156407332766
801 => 0.5706420138503
802 => 0.56626551321515
803 => 0.5657730674899
804 => 0.56660122460672
805 => 0.56330148605097
806 => 0.54837689085732
807 => 0.54088185258398
808 => 0.55055236414478
809 => 0.5556918106544
810 => 0.56366264398397
811 => 0.56268007053222
812 => 0.5832120811842
813 => 0.59119019966778
814 => 0.58914905555674
815 => 0.58952467519605
816 => 0.60396867762597
817 => 0.62003337896371
818 => 0.63508009169055
819 => 0.65038625414764
820 => 0.63193407789593
821 => 0.62256520076732
822 => 0.6322314904853
823 => 0.62710242109806
824 => 0.65657557517792
825 => 0.65861623241942
826 => 0.68808725525478
827 => 0.71605876526965
828 => 0.69849036099096
829 => 0.71505657492746
830 => 0.73297428596301
831 => 0.76754045759445
901 => 0.75589978704157
902 => 0.74698321583062
903 => 0.73855709912083
904 => 0.75609051038554
905 => 0.7786469638745
906 => 0.783505407913
907 => 0.79137794332384
908 => 0.78310093494717
909 => 0.7930696798543
910 => 0.82826372986491
911 => 0.81875398688557
912 => 0.80524862308744
913 => 0.83303094549832
914 => 0.84308525997778
915 => 0.91365170447998
916 => 1.0027447556184
917 => 0.9658596474306
918 => 0.94296387050341
919 => 0.94834492117639
920 => 0.98087868746204
921 => 0.99132750062287
922 => 0.96292402452986
923 => 0.9729566124647
924 => 1.028237158368
925 => 1.0578933976328
926 => 1.0176162413468
927 => 0.90649316456898
928 => 0.8040326128428
929 => 0.83120976501936
930 => 0.82812871936776
1001 => 0.88752076955229
1002 => 0.8185271826606
1003 => 0.81968885771993
1004 => 0.88030907260501
1005 => 0.86413663856726
1006 => 0.83793936663495
1007 => 0.80422388191954
1008 => 0.74189769011824
1009 => 0.68669364394538
1010 => 0.79496149122291
1011 => 0.790292784776
1012 => 0.78353180597734
1013 => 0.79857763267944
1014 => 0.87163589631243
1015 => 0.86995166686917
1016 => 0.85923745845254
1017 => 0.86736409110585
1018 => 0.83651472863914
1019 => 0.84446531177373
1020 => 0.80401638256792
1021 => 0.82230098786545
1022 => 0.83788315905518
1023 => 0.8410115106195
1024 => 0.84805984643152
1025 => 0.78783258862614
1026 => 0.81487285920137
1027 => 0.83075648483359
1028 => 0.75899368637594
1029 => 0.82933796504307
1030 => 0.7867841660613
1031 => 0.77234076755028
1101 => 0.79178690087231
1102 => 0.78420872380473
1103 => 0.77769345216751
1104 => 0.77405781864737
1105 => 0.78833691276765
1106 => 0.78767077595973
1107 => 0.7643074065262
1108 => 0.73383084351293
1109 => 0.74405977841926
1110 => 0.74034351047101
1111 => 0.72687527601846
1112 => 0.73595123987865
1113 => 0.69598528827856
1114 => 0.6272259458
1115 => 0.67265047359696
1116 => 0.67090167868915
1117 => 0.6700198569951
1118 => 0.70415513419278
1119 => 0.70087381492506
1120 => 0.69491818832338
1121 => 0.72676589626546
1122 => 0.71514105445448
1123 => 0.75096607775872
1124 => 0.77456275512413
1125 => 0.76857787447172
1126 => 0.79077066358652
1127 => 0.74429543241996
1128 => 0.75973263995086
1129 => 0.76291422702793
1130 => 0.72637290049305
1201 => 0.70141067933802
1202 => 0.69974598377714
1203 => 0.65646493230028
1204 => 0.67958532064678
1205 => 0.69993030560501
1206 => 0.69018663664463
1207 => 0.6871020821356
1208 => 0.70286040216397
1209 => 0.70408495859106
1210 => 0.67616494228077
1211 => 0.68197039778361
1212 => 0.70618011230711
1213 => 0.68136037509335
1214 => 0.63313967996806
1215 => 0.62118028087372
1216 => 0.61958467657908
1217 => 0.58714983772332
1218 => 0.62197946510729
1219 => 0.60677539937821
1220 => 0.65480486084372
1221 => 0.62737069004179
1222 => 0.6261880577705
1223 => 0.62440033563801
1224 => 0.59648232996854
1225 => 0.60259459892833
1226 => 0.62291271187554
1227 => 0.63016244347503
1228 => 0.6294062370739
1229 => 0.62281314203759
1230 => 0.6258314271831
1231 => 0.61610847908915
]
'min_raw' => 0.34019513745933
'max_raw' => 1.0578933976328
'avg_raw' => 0.69904426754609
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.340195'
'max' => '$1.05'
'avg' => '$0.699044'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.19379797155339
'max_diff' => 0.66073199370069
'year' => 2033
]
8 => [
'items' => [
101 => 0.61267510375151
102 => 0.60183842676163
103 => 0.58591150529493
104 => 0.58812624141036
105 => 0.55657084247914
106 => 0.53937778636963
107 => 0.53461897503935
108 => 0.52825529364409
109 => 0.53533776978606
110 => 0.55648144999869
111 => 0.53097768578027
112 => 0.48725327090882
113 => 0.48988118274537
114 => 0.49578532040808
115 => 0.48478299893341
116 => 0.47437022501248
117 => 0.48342328712168
118 => 0.46489667613187
119 => 0.49802417283427
120 => 0.4971281668872
121 => 0.5094760490672
122 => 0.51719743319841
123 => 0.49940214260378
124 => 0.49492667514281
125 => 0.49747610480723
126 => 0.4553397113791
127 => 0.50603260677122
128 => 0.50647100103564
129 => 0.50271720318681
130 => 0.52970960501556
131 => 0.58667199201548
201 => 0.5652404507194
202 => 0.55694151015779
203 => 0.54116521808369
204 => 0.5621861905689
205 => 0.56057210786029
206 => 0.55327261372927
207 => 0.54885785690301
208 => 0.55699218171922
209 => 0.5478499240397
210 => 0.54620772334802
211 => 0.53625777388841
212 => 0.53270609462518
213 => 0.53007657269511
214 => 0.5271817274216
215 => 0.53356703474447
216 => 0.51909708829369
217 => 0.5016477513804
218 => 0.5001970278205
219 => 0.5042026031183
220 => 0.50243043422903
221 => 0.50018854335766
222 => 0.49590816314156
223 => 0.49463826576729
224 => 0.49876481616703
225 => 0.49410618135856
226 => 0.50098025078743
227 => 0.49911088426239
228 => 0.48866875481359
301 => 0.47565399534892
302 => 0.4755381366903
303 => 0.47273412811212
304 => 0.4691628016023
305 => 0.46816934026815
306 => 0.48266086348188
307 => 0.51265788283953
308 => 0.50676875017179
309 => 0.51102425206682
310 => 0.53195710956537
311 => 0.53861103549117
312 => 0.53388823647591
313 => 0.52742337789427
314 => 0.52770779886215
315 => 0.54980017768141
316 => 0.55117805224931
317 => 0.55465949676319
318 => 0.55913413681964
319 => 0.53465028702642
320 => 0.52655461173868
321 => 0.52271843165639
322 => 0.51090448179145
323 => 0.52364481386927
324 => 0.51622156796294
325 => 0.5172232174499
326 => 0.51657089190748
327 => 0.5169271057637
328 => 0.4980149130238
329 => 0.50490552206263
330 => 0.49344854807997
331 => 0.47810894602287
401 => 0.47805752229801
402 => 0.48181186816989
403 => 0.47957863633773
404 => 0.47356906689902
405 => 0.47442269787342
406 => 0.46694399230496
407 => 0.47533074813577
408 => 0.47557125028374
409 => 0.4723418924592
410 => 0.48526284696585
411 => 0.49055657256972
412 => 0.48843094007006
413 => 0.49040743252704
414 => 0.50701347022197
415 => 0.50972097893847
416 => 0.51092347546235
417 => 0.50931228942061
418 => 0.49071096041198
419 => 0.49153600845247
420 => 0.48548235335932
421 => 0.48036765272406
422 => 0.4805722139264
423 => 0.48320183491746
424 => 0.49468554401066
425 => 0.51885233279567
426 => 0.51976944476437
427 => 0.52088101122448
428 => 0.51635971180268
429 => 0.51499604463406
430 => 0.51679507362183
501 => 0.5258708488601
502 => 0.54921620682184
503 => 0.54096439813413
504 => 0.53425554922396
505 => 0.54014101841086
506 => 0.53923499656137
507 => 0.53158726036351
508 => 0.53137261388001
509 => 0.51669416298715
510 => 0.51126787390422
511 => 0.50673326059582
512 => 0.50178158124213
513 => 0.49884605973947
514 => 0.50335635493822
515 => 0.50438791281442
516 => 0.49452607353587
517 => 0.49318194128296
518 => 0.5012353321204
519 => 0.49769133507351
520 => 0.50133642392314
521 => 0.50218211580324
522 => 0.50204593993261
523 => 0.49834559999019
524 => 0.50070408632376
525 => 0.49512556304625
526 => 0.48905975684905
527 => 0.48519015040833
528 => 0.48181340555998
529 => 0.4836870198594
530 => 0.47700792699041
531 => 0.47487115075803
601 => 0.49990508422157
602 => 0.51839792003122
603 => 0.51812902687458
604 => 0.51649220893725
605 => 0.51406022949876
606 => 0.52569293441631
607 => 0.52164033262631
608 => 0.52458893903474
609 => 0.52533948311831
610 => 0.52761115400985
611 => 0.52842308109687
612 => 0.52596887352029
613 => 0.51773225313707
614 => 0.49720737825646
615 => 0.4876529935937
616 => 0.48449988751413
617 => 0.48461449693152
618 => 0.48145305756089
619 => 0.48238424314131
620 => 0.48112922921744
621 => 0.47875253646611
622 => 0.48354026577935
623 => 0.48409200698192
624 => 0.4829744937511
625 => 0.48323770857153
626 => 0.47398517631652
627 => 0.47468862624843
628 => 0.47077172763749
629 => 0.47003735636686
630 => 0.46013577776178
701 => 0.44259369600612
702 => 0.45231371214983
703 => 0.44057329948932
704 => 0.43612702731851
705 => 0.45717498823796
706 => 0.45506235674121
707 => 0.4514464499576
708 => 0.44609777020365
709 => 0.4441138928543
710 => 0.43206048209888
711 => 0.431348302289
712 => 0.43732229812886
713 => 0.43456550460141
714 => 0.43069392240952
715 => 0.41667144416649
716 => 0.40090553593833
717 => 0.40138140960678
718 => 0.406396251679
719 => 0.42097758134759
720 => 0.41528040358651
721 => 0.41114703575326
722 => 0.41037298020668
723 => 0.42006190596726
724 => 0.43377376581119
725 => 0.44020706366438
726 => 0.43383186087402
727 => 0.42650837117376
728 => 0.42695411805803
729 => 0.42991947238096
730 => 0.43023108919245
731 => 0.42546425026448
801 => 0.42680608750079
802 => 0.42476771403867
803 => 0.41225821986421
804 => 0.41203196278263
805 => 0.40896193116938
806 => 0.40886897183224
807 => 0.40364608220281
808 => 0.40291536383952
809 => 0.39254499947356
810 => 0.39937080470359
811 => 0.39479241292615
812 => 0.3878916965841
813 => 0.38670201048569
814 => 0.38666624708499
815 => 0.39375173979633
816 => 0.39928800659589
817 => 0.3948720560113
818 => 0.39386662966279
819 => 0.40460195265501
820 => 0.4032357849496
821 => 0.40205269252756
822 => 0.43254601915516
823 => 0.40840817170547
824 => 0.39788269247724
825 => 0.38485541319801
826 => 0.38909716102057
827 => 0.38999095961102
828 => 0.35866270128807
829 => 0.34595283078813
830 => 0.34159128219392
831 => 0.3390811493147
901 => 0.34022504838802
902 => 0.32878467421896
903 => 0.3364727948669
904 => 0.32656639786724
905 => 0.32490555817205
906 => 0.34261942317452
907 => 0.34508420400672
908 => 0.33456868322919
909 => 0.34132134987654
910 => 0.33887273908112
911 => 0.32673621461072
912 => 0.32627268864618
913 => 0.32018300728639
914 => 0.310653835153
915 => 0.30629874778621
916 => 0.30403058047299
917 => 0.30496647051212
918 => 0.30449325586963
919 => 0.30140521023263
920 => 0.3046702590308
921 => 0.29632940856278
922 => 0.29300801469962
923 => 0.29150781814738
924 => 0.28410483327557
925 => 0.29588627432893
926 => 0.29820736663513
927 => 0.30053303221019
928 => 0.32077636324178
929 => 0.3197650636305
930 => 0.32890671959357
1001 => 0.32855149165327
1002 => 0.32594414328759
1003 => 0.3149441694208
1004 => 0.31932856294842
1005 => 0.30583408115643
1006 => 0.31594506445056
1007 => 0.31133083391987
1008 => 0.31438498846663
1009 => 0.30889334320954
1010 => 0.31193264643929
1011 => 0.29875778372778
1012 => 0.28645528230308
1013 => 0.29140616800878
1014 => 0.29678834697334
1015 => 0.30845828232219
1016 => 0.30150776510329
1017 => 0.30400743392336
1018 => 0.29563396181563
1019 => 0.27835709709333
1020 => 0.27845488227139
1021 => 0.27579721303083
1022 => 0.27350059878091
1023 => 0.30230611561647
1024 => 0.29872369425013
1025 => 0.29301557465859
1026 => 0.30065611956352
1027 => 0.30267640090814
1028 => 0.30273391547784
1029 => 0.30830825980947
1030 => 0.31128328837851
1031 => 0.31180765005832
1101 => 0.32057900130582
1102 => 0.32351904254706
1103 => 0.33562865632952
1104 => 0.3110308779898
1105 => 0.31052430293191
1106 => 0.30076363769914
1107 => 0.2945732694985
1108 => 0.30118749750593
1109 => 0.30704680058834
1110 => 0.30094570257865
1111 => 0.30174237717751
1112 => 0.29355215157752
1113 => 0.29647977184358
1114 => 0.29900143280976
1115 => 0.29760911984062
1116 => 0.2955247599371
1117 => 0.3065664045542
1118 => 0.30594339169235
1119 => 0.3162256250061
1120 => 0.32424136116372
1121 => 0.33860699334242
1122 => 0.32361570726661
1123 => 0.32306936521704
1124 => 0.32840994638759
1125 => 0.32351822493191
1126 => 0.32660962403541
1127 => 0.338108921154
1128 => 0.33835188318176
1129 => 0.33428195617788
1130 => 0.33403430074982
1201 => 0.33481597475104
1202 => 0.33939426379132
1203 => 0.33779446892403
1204 => 0.3396457920463
1205 => 0.34196089995917
1206 => 0.35153716787222
1207 => 0.35384597364575
1208 => 0.34823677259461
1209 => 0.34874322064597
1210 => 0.34664522547683
1211 => 0.34461858843125
1212 => 0.34917417254315
1213 => 0.35749959204788
1214 => 0.35744780004523
1215 => 0.3593791355473
1216 => 0.36058234156504
1217 => 0.35541730053626
1218 => 0.35205504875034
1219 => 0.3533443500307
1220 => 0.35540597085533
1221 => 0.35267579418311
1222 => 0.33582387902132
1223 => 0.3409356735769
1224 => 0.34008482100887
1225 => 0.33887310348479
1226 => 0.34401305243876
1227 => 0.34351729182316
1228 => 0.32866733664621
1229 => 0.32961798259608
1230 => 0.32872514857506
1231 => 0.33161007795362
]
'min_raw' => 0.27350059878091
'max_raw' => 0.61267510375151
'avg_raw' => 0.44308785126621
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.27350059'
'max' => '$0.612675'
'avg' => '$0.443087'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.066694538678422
'max_diff' => -0.44521829388133
'year' => 2034
]
9 => [
'items' => [
101 => 0.32336242927794
102 => 0.32589935046181
103 => 0.32749048364618
104 => 0.32842767331544
105 => 0.33181344503776
106 => 0.33141616380458
107 => 0.3317887494785
108 => 0.33680895513211
109 => 0.36219943260151
110 => 0.36358138026924
111 => 0.35677616452973
112 => 0.35949471399072
113 => 0.35427569350703
114 => 0.35777925692213
115 => 0.36017630602988
116 => 0.349344502038
117 => 0.34870311290343
118 => 0.3434625516657
119 => 0.34627853243429
120 => 0.34179810455527
121 => 0.34289744483807
122 => 0.33982359356861
123 => 0.34535591385596
124 => 0.35154190757288
125 => 0.35310473387807
126 => 0.34899361070815
127 => 0.3460168865969
128 => 0.34079073965144
129 => 0.34948193849403
130 => 0.35202350989509
131 => 0.34946858870144
201 => 0.34887655763474
202 => 0.34775465983312
203 => 0.3491145735569
204 => 0.3520096679514
205 => 0.35064439489896
206 => 0.35154618180311
207 => 0.34810950004309
208 => 0.35541901037975
209 => 0.36702827192384
210 => 0.36706559759801
211 => 0.36570031718623
212 => 0.36514167385711
213 => 0.36654253441174
214 => 0.36730244379632
215 => 0.37183256995609
216 => 0.37669357581371
217 => 0.39937776912822
218 => 0.39300813841777
219 => 0.41313490421511
220 => 0.42905256282735
221 => 0.43382557265031
222 => 0.42943462820065
223 => 0.41441344443254
224 => 0.41367643349453
225 => 0.4361244238243
226 => 0.42978183837305
227 => 0.42902740801556
228 => 0.42100154364211
301 => 0.42574582350946
302 => 0.42470817990809
303 => 0.42307020872005
304 => 0.43212196421756
305 => 0.44906604245311
306 => 0.44642514895954
307 => 0.44445384447411
308 => 0.43581616205708
309 => 0.44101797616835
310 => 0.43916570979751
311 => 0.4471242216039
312 => 0.44240977551242
313 => 0.42973378705015
314 => 0.43175247999337
315 => 0.43144735861605
316 => 0.43772673494019
317 => 0.43584182203139
318 => 0.43107929911884
319 => 0.44900812943576
320 => 0.44784393092037
321 => 0.44949449824235
322 => 0.45022112902298
323 => 0.46113409209546
324 => 0.46560478389039
325 => 0.46661970919831
326 => 0.47086652062778
327 => 0.46651404466119
328 => 0.48392705179032
329 => 0.49550568545406
330 => 0.50895486428553
331 => 0.52860772935679
401 => 0.53599738842274
402 => 0.53466251265475
403 => 0.54956309065673
404 => 0.57633909810504
405 => 0.54007470931541
406 => 0.5782611987677
407 => 0.56617179709133
408 => 0.53750804319569
409 => 0.53566243536827
410 => 0.55507386229942
411 => 0.59812653895211
412 => 0.58734233175003
413 => 0.59814417805176
414 => 0.58554325056695
415 => 0.58491750830837
416 => 0.59753217912962
417 => 0.62700704509338
418 => 0.61300464112283
419 => 0.59292876150072
420 => 0.6077524785984
421 => 0.59491080297814
422 => 0.565974913647
423 => 0.58733408527002
424 => 0.57305181547989
425 => 0.57722014109188
426 => 0.60723934786343
427 => 0.60362735748371
428 => 0.60830160749638
429 => 0.60005167857044
430 => 0.59234494405924
501 => 0.57795975178446
502 => 0.57370100553331
503 => 0.57487796978349
504 => 0.57370042228828
505 => 0.56565203941728
506 => 0.56391399190258
507 => 0.56101716989914
508 => 0.56191501616767
509 => 0.55646814330604
510 => 0.5667475177773
511 => 0.56865546026071
512 => 0.5761359317722
513 => 0.57691257914004
514 => 0.5977455858217
515 => 0.5862711158259
516 => 0.59396918095716
517 => 0.59328059355482
518 => 0.53812927365871
519 => 0.54572863893618
520 => 0.55755086649573
521 => 0.5522249690048
522 => 0.54469539602072
523 => 0.5386148621259
524 => 0.52940223150875
525 => 0.54236883218949
526 => 0.55941853324042
527 => 0.57734498769498
528 => 0.59888244813431
529 => 0.59407553768793
530 => 0.57694235985321
531 => 0.57771094169508
601 => 0.58246201221572
602 => 0.57630894421122
603 => 0.57449428433453
604 => 0.58221270581466
605 => 0.58226585834143
606 => 0.57518600997914
607 => 0.56731805412302
608 => 0.5672850871007
609 => 0.56588506035154
610 => 0.58579231221544
611 => 0.59673928789041
612 => 0.59799434100961
613 => 0.59665481281575
614 => 0.59717034405359
615 => 0.59080054010848
616 => 0.60536002302032
617 => 0.61872124432386
618 => 0.61514015159365
619 => 0.60977158450874
620 => 0.60549526224039
621 => 0.6141327859707
622 => 0.61374817063572
623 => 0.61860454571184
624 => 0.61838423248661
625 => 0.61675121620601
626 => 0.61514020991381
627 => 0.62152766776252
628 => 0.61968818248152
629 => 0.61784583997181
630 => 0.61415074002005
701 => 0.6146529654726
702 => 0.60928532534649
703 => 0.60680200941766
704 => 0.56945889615598
705 => 0.55947959607103
706 => 0.56261928702514
707 => 0.56365295480927
708 => 0.55930995062348
709 => 0.56553670299967
710 => 0.5645662702376
711 => 0.56834165643062
712 => 0.56598295904544
713 => 0.56607976080887
714 => 0.5730161868914
715 => 0.57502986089282
716 => 0.57400569004335
717 => 0.5747229841998
718 => 0.5912527252841
719 => 0.58890272469328
720 => 0.58765433371665
721 => 0.58800014654883
722 => 0.59222384979752
723 => 0.5934062561015
724 => 0.5883963175053
725 => 0.59075903350938
726 => 0.60081917838143
727 => 0.60433965973176
728 => 0.61557534627511
729 => 0.61080222693309
730 => 0.61956349406113
731 => 0.64649264227665
801 => 0.66800550922652
802 => 0.64822138772259
803 => 0.68772702822895
804 => 0.7184878361107
805 => 0.71730718506939
806 => 0.7119433267049
807 => 0.67692296474992
808 => 0.64469670555476
809 => 0.67165533977075
810 => 0.67172406287346
811 => 0.66940829228588
812 => 0.65502524005458
813 => 0.6689077932453
814 => 0.67000973990356
815 => 0.6693929428062
816 => 0.65836549038331
817 => 0.64152860874744
818 => 0.64481849511729
819 => 0.65020739610297
820 => 0.64000508229457
821 => 0.63674482485279
822 => 0.64280626372641
823 => 0.66233748272816
824 => 0.65864521891253
825 => 0.65854879898269
826 => 0.6743458693495
827 => 0.66303857618802
828 => 0.64485999112009
829 => 0.64026965864436
830 => 0.62397707077398
831 => 0.63523041924826
901 => 0.6356354072259
902 => 0.62947206327297
903 => 0.64536011251374
904 => 0.64521370134295
905 => 0.66029703947301
906 => 0.6891307169346
907 => 0.68060317969011
908 => 0.67068658166819
909 => 0.67176479083061
910 => 0.68359008409539
911 => 0.67644024184232
912 => 0.67901137496699
913 => 0.68358619237747
914 => 0.68634629330754
915 => 0.67136765478231
916 => 0.66787541763098
917 => 0.66073152602804
918 => 0.65886781805589
919 => 0.66468636870429
920 => 0.66315338618087
921 => 0.63560136955457
922 => 0.63272203051915
923 => 0.63281033573661
924 => 0.62557010082694
925 => 0.6145270047342
926 => 0.64354760191691
927 => 0.64121684182014
928 => 0.63864386305981
929 => 0.63895903827674
930 => 0.65155589591445
1001 => 0.64424908232802
1002 => 0.66367544381075
1003 => 0.65968196789978
1004 => 0.65558607440046
1005 => 0.65501989715488
1006 => 0.65344332760286
1007 => 0.64803668399326
1008 => 0.64150783694577
1009 => 0.63719692660596
1010 => 0.5877804826919
1011 => 0.59695188724012
1012 => 0.60750275217302
1013 => 0.61114486846792
1014 => 0.60491477651872
1015 => 0.64828268599627
1016 => 0.6562064209614
1017 => 0.6322049108996
1018 => 0.62771520834223
1019 => 0.64857703014848
1020 => 0.63599480134532
1021 => 0.64166057820496
1022 => 0.62941426764866
1023 => 0.65429782524234
1024 => 0.65410825422484
1025 => 0.64442798830026
1026 => 0.65260968277212
1027 => 0.65118791201602
1028 => 0.64025891562861
1029 => 0.65464429392152
1030 => 0.65465142888968
1031 => 0.6453343834044
1101 => 0.63445411404112
1102 => 0.63250897885945
1103 => 0.63104358079221
1104 => 0.64130018011096
1105 => 0.65049621498859
1106 => 0.66760775600548
1107 => 0.67191000397731
1108 => 0.68870196422824
1109 => 0.67870316948452
1110 => 0.68313550568834
1111 => 0.68794743362982
1112 => 0.69025444883776
1113 => 0.68649529135769
1114 => 0.71258011747396
1115 => 0.7147824760166
1116 => 0.71552090778562
1117 => 0.70672525118383
1118 => 0.71453785289528
1119 => 0.71088259528066
1120 => 0.72039256013408
1121 => 0.72188384405242
1122 => 0.72062077962755
1123 => 0.72109413668154
1124 => 0.69883533926995
1125 => 0.69768110319965
1126 => 0.68194301248024
1127 => 0.68835640077849
1128 => 0.67636687875661
1129 => 0.68016887969551
1130 => 0.68184476548258
1201 => 0.6809693778531
1202 => 0.68871900413031
1203 => 0.68213023865062
1204 => 0.66474140325641
1205 => 0.64734783028563
1206 => 0.64712946814548
1207 => 0.64255004740433
1208 => 0.63923996497123
1209 => 0.63987760427933
1210 => 0.64212472836967
1211 => 0.63910935803405
1212 => 0.63975284017831
1213 => 0.65043893127214
1214 => 0.65258195063129
1215 => 0.64529913351718
1216 => 0.61605757189851
1217 => 0.60888161933038
1218 => 0.61403955173103
1219 => 0.61157439225691
1220 => 0.49358826597561
1221 => 0.52130735623245
1222 => 0.50483761405319
1223 => 0.5124276289858
1224 => 0.49561628703984
1225 => 0.50363954057437
1226 => 0.50215793860885
1227 => 0.54672941547435
1228 => 0.54603349316916
1229 => 0.54636659434926
1230 => 0.53046680713225
1231 => 0.55579559989522
]
'min_raw' => 0.32336242927794
'max_raw' => 0.72188384405242
'avg_raw' => 0.52262313666518
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.323362'
'max' => '$0.721883'
'avg' => '$0.522623'
'bar_min_pct' => 61.631153054958
'bar_max_pct' => 60.119598047091
'min_diff' => 0.049861830497023
'max_diff' => 0.10920874030091
'year' => 2035
]
10 => [
'items' => [
101 => 0.56827347400418
102 => 0.56596415159448
103 => 0.56654535829261
104 => 0.55655830158891
105 => 0.54646329088878
106 => 0.53526637041132
107 => 0.55606886467724
108 => 0.55375598242529
109 => 0.5590609021625
110 => 0.57255280668695
111 => 0.57453954087893
112 => 0.57720973178043
113 => 0.57625265841937
114 => 0.59905402875366
115 => 0.59629263235789
116 => 0.60294680316373
117 => 0.58925866896297
118 => 0.57376924582519
119 => 0.57671327877628
120 => 0.57642974472868
121 => 0.57282003087739
122 => 0.56956134261366
123 => 0.56413654478427
124 => 0.58130140783547
125 => 0.58060454574231
126 => 0.59188593301697
127 => 0.58989183823463
128 => 0.57657478524036
129 => 0.5770504063933
130 => 0.58024918722257
131 => 0.59132020419572
201 => 0.59460683580567
202 => 0.59308433709431
203 => 0.59668797861419
204 => 0.59953614993919
205 => 0.59704566508139
206 => 0.63230567870011
207 => 0.61766326272605
208 => 0.62479987439053
209 => 0.62650191422115
210 => 0.62214217498506
211 => 0.62308764631481
212 => 0.62451977775387
213 => 0.63321539941174
214 => 0.6560352267404
215 => 0.66614197292445
216 => 0.69654861747722
217 => 0.66530274834656
218 => 0.66344874778061
219 => 0.66892590265726
220 => 0.68677782187995
221 => 0.70124512566442
222 => 0.70604476496851
223 => 0.70667911653596
224 => 0.71568355894442
225 => 0.72084473741004
226 => 0.71459018279568
227 => 0.70929010263918
228 => 0.69030587338877
229 => 0.69250334961684
301 => 0.70764178169596
302 => 0.72902570865692
303 => 0.74737534260782
304 => 0.74094994034752
305 => 0.78997122396651
306 => 0.79483148400334
307 => 0.79415995321727
308 => 0.80523234888485
309 => 0.78325589833887
310 => 0.77386053995678
311 => 0.71043604012748
312 => 0.72825573752779
313 => 0.75415771421327
314 => 0.75072949047152
315 => 0.7319187826407
316 => 0.74736107299913
317 => 0.74225536888157
318 => 0.73822828820819
319 => 0.75667712546094
320 => 0.73639187106507
321 => 0.75395535328326
322 => 0.73143000566748
323 => 0.74097929104381
324 => 0.73555865481724
325 => 0.73906647078402
326 => 0.71855985031868
327 => 0.7296247249517
328 => 0.71809951515601
329 => 0.71809405070594
330 => 0.71783963106092
331 => 0.73139898927494
401 => 0.73184115945951
402 => 0.72182077325229
403 => 0.72037667905198
404 => 0.72571625219094
405 => 0.71946501048164
406 => 0.72238992713257
407 => 0.71955360322733
408 => 0.71891508697414
409 => 0.71382728083413
410 => 0.71163531405687
411 => 0.71249484071026
412 => 0.70956083312588
413 => 0.7077929874286
414 => 0.7174879620557
415 => 0.7123083282066
416 => 0.71669410888192
417 => 0.71169595827275
418 => 0.69437019067079
419 => 0.68440595850624
420 => 0.65167918960566
421 => 0.66096046066844
422 => 0.66711395298523
423 => 0.66508022381124
424 => 0.66944946102568
425 => 0.66971769670517
426 => 0.66829721314766
427 => 0.66665247516326
428 => 0.66585190767218
429 => 0.67181868185809
430 => 0.6752825951054
501 => 0.66773153826232
502 => 0.6659624312945
503 => 0.67359696666813
504 => 0.67825402883572
505 => 0.71263915930399
506 => 0.71009179777639
507 => 0.71648517531621
508 => 0.7157653791196
509 => 0.72246665732624
510 => 0.73342041502262
511 => 0.71114836290705
512 => 0.7150140210447
513 => 0.71406625094043
514 => 0.72441375642016
515 => 0.7244460602028
516 => 0.71824221377147
517 => 0.72160541956781
518 => 0.71972817035702
519 => 0.72312061340636
520 => 0.71005777621013
521 => 0.725966901869
522 => 0.73498635095617
523 => 0.73511158601549
524 => 0.73938673330003
525 => 0.74373053054096
526 => 0.75206807107992
527 => 0.74349800106054
528 => 0.72808127937518
529 => 0.72919431688516
530 => 0.72015549860179
531 => 0.72030744277013
601 => 0.71949635289145
602 => 0.72193049467335
603 => 0.71059193344759
604 => 0.71325307110409
605 => 0.7095274628014
606 => 0.71500592229985
607 => 0.70911200550131
608 => 0.71406579389699
609 => 0.71620368474788
610 => 0.72409254801316
611 => 0.70794681398279
612 => 0.67502456932477
613 => 0.68194522429552
614 => 0.67170903198807
615 => 0.67265643055805
616 => 0.67457032644679
617 => 0.66836676368362
618 => 0.66955020796211
619 => 0.66950792700471
620 => 0.66914357255589
621 => 0.66752978628822
622 => 0.66518947692223
623 => 0.67451254912711
624 => 0.6760967207667
625 => 0.67961813808417
626 => 0.69009548742078
627 => 0.68904855314914
628 => 0.69075614638307
629 => 0.68702847994113
630 => 0.67282934631309
701 => 0.67360042758319
702 => 0.66398503178936
703 => 0.67937225079537
704 => 0.67572835423338
705 => 0.67337911041491
706 => 0.67273809747345
707 => 0.68324141813252
708 => 0.68638417629309
709 => 0.68442582031008
710 => 0.68040917505455
711 => 0.68812232135974
712 => 0.69018603391949
713 => 0.69064802305483
714 => 0.70431423945852
715 => 0.69141181273907
716 => 0.69451755508954
717 => 0.71874767033461
718 => 0.69677429933467
719 => 0.70841408401799
720 => 0.70784437712825
721 => 0.7137988971034
722 => 0.70735593269088
723 => 0.70743580095659
724 => 0.7127230113004
725 => 0.70529807792593
726 => 0.70345956000534
727 => 0.70091966066576
728 => 0.70646543795338
729 => 0.70978988062338
730 => 0.73658244700944
731 => 0.75389166678431
801 => 0.75314022790407
802 => 0.76000697263488
803 => 0.75691344124147
804 => 0.74692361233982
805 => 0.76397503214509
806 => 0.758579249457
807 => 0.75902407122593
808 => 0.75900751493747
809 => 0.76259523871754
810 => 0.76005300760931
811 => 0.7550420091403
812 => 0.75836854377753
813 => 0.76824716239222
814 => 0.79891069768523
815 => 0.81607041827301
816 => 0.79787766095947
817 => 0.81042678134362
818 => 0.80290178082192
819 => 0.80153426437775
820 => 0.80941603935171
821 => 0.81731161032939
822 => 0.81680869659161
823 => 0.81107691750387
824 => 0.80783918093571
825 => 0.8323564069511
826 => 0.85042028143918
827 => 0.84918844630085
828 => 0.85462536598721
829 => 0.87058833034399
830 => 0.87204778375039
831 => 0.87186392616634
901 => 0.86824651862036
902 => 0.88396413008246
903 => 0.89707603808922
904 => 0.86740919329042
905 => 0.87870593942228
906 => 0.88377741271931
907 => 0.89122384015766
908 => 0.90378721141232
909 => 0.91743436486452
910 => 0.91936422199608
911 => 0.91799489600907
912 => 0.90899423145217
913 => 0.92392710960397
914 => 0.93267443940621
915 => 0.93788327412436
916 => 0.95109201230213
917 => 0.88380873241185
918 => 0.83618228270953
919 => 0.82874472485424
920 => 0.84386929122049
921 => 0.84785751875511
922 => 0.84624986923672
923 => 0.79264197008938
924 => 0.82846249035964
925 => 0.86700235829555
926 => 0.86848283158152
927 => 0.88777669530087
928 => 0.89405956821009
929 => 0.90959365740869
930 => 0.90862199589984
1001 => 0.91240429941836
1002 => 0.91153481333982
1003 => 0.94030844249183
1004 => 0.97205002837178
1005 => 0.97095091818482
1006 => 0.96638768966518
1007 => 0.97316486216293
1008 => 1.0059255804261
1009 => 1.0029094984682
1010 => 1.0058393651811
1011 => 1.0444660983265
1012 => 1.0946863460043
1013 => 1.0713539989275
1014 => 1.1219784783821
1015 => 1.1538439047104
1016 => 1.2089518645987
1017 => 1.2020520766083
1018 => 1.2235052009919
1019 => 1.1897000160762
1020 => 1.1120764783547
1021 => 1.0997922563793
1022 => 1.1243855798601
1023 => 1.1848458658562
1024 => 1.1224814702942
1025 => 1.1350977062928
1026 => 1.1314642294764
1027 => 1.1312706169382
1028 => 1.1386600200445
1029 => 1.1279413054334
1030 => 1.0842713338481
1031 => 1.1042850244769
1101 => 1.0965567773888
1102 => 1.105131843712
1103 => 1.1514079400324
1104 => 1.1309481747648
1105 => 1.1093954740718
1106 => 1.136427343668
1107 => 1.1708482028222
1108 => 1.1686942073166
1109 => 1.1645145557354
1110 => 1.1880750328593
1111 => 1.2269900384958
1112 => 1.2375086081462
1113 => 1.2452732012194
1114 => 1.2463438074204
1115 => 1.2573717166679
1116 => 1.1980718692528
1117 => 1.2921822500287
1118 => 1.3084325130419
1119 => 1.3053781370998
1120 => 1.3234396205234
1121 => 1.3181254739246
1122 => 1.3104261092669
1123 => 1.339057402281
1124 => 1.3062339352666
1125 => 1.2596451561992
1126 => 1.2340856305813
1127 => 1.2677444757431
1128 => 1.2882987579516
1129 => 1.3018838309935
1130 => 1.3059946658877
1201 => 1.2026751476026
1202 => 1.1469916576102
1203 => 1.1826841362828
1204 => 1.2262314236268
1205 => 1.1978299618729
1206 => 1.1989432454025
1207 => 1.1584502247143
1208 => 1.2298141574497
1209 => 1.2194170327153
1210 => 1.2733573342295
1211 => 1.2604840483752
1212 => 1.3044702703096
1213 => 1.2928872239354
1214 => 1.3409678018351
1215 => 1.360148446089
1216 => 1.3923557330202
1217 => 1.416047544394
1218 => 1.4299598291848
1219 => 1.4291245877896
1220 => 1.4842519912037
1221 => 1.4517452874152
1222 => 1.410909206215
1223 => 1.4101706103423
1224 => 1.4313201954476
1225 => 1.475643923723
1226 => 1.4871364215808
1227 => 1.493559160048
1228 => 1.4837225125084
1229 => 1.4484388153225
1230 => 1.43320349377
1231 => 1.4461844291425
]
'min_raw' => 0.53526637041132
'max_raw' => 1.493559160048
'avg_raw' => 1.0144127652296
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.535266'
'max' => '$1.49'
'avg' => '$1.01'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.21190394113338
'max_diff' => 0.77167531599555
'year' => 2036
]
11 => [
'items' => [
101 => 1.4303098606464
102 => 1.4577138194878
103 => 1.4953453081469
104 => 1.4875745545498
105 => 1.5135510187683
106 => 1.5404339264307
107 => 1.5788776917748
108 => 1.5889283156043
109 => 1.6055416146034
110 => 1.6226421564579
111 => 1.6281343896291
112 => 1.6386207668926
113 => 1.6385654985082
114 => 1.6701669022067
115 => 1.7050242291
116 => 1.7181820630533
117 => 1.7484377767016
118 => 1.6966259273655
119 => 1.7359258102586
120 => 1.771375288368
121 => 1.7291109591555
122 => 1.7873624906492
123 => 1.7896242656163
124 => 1.8237743823164
125 => 1.7891566966701
126 => 1.7686008254369
127 => 1.8279448554688
128 => 1.8566595622818
129 => 1.8480104589017
130 => 1.7821903551201
131 => 1.7438802315622
201 => 1.6436152487402
202 => 1.7623834520178
203 => 1.8202319793183
204 => 1.7820405414096
205 => 1.8013020812275
206 => 1.9063867968986
207 => 1.9463962528947
208 => 1.9380745657347
209 => 1.9394807938782
210 => 1.9610691701107
211 => 2.0568039192615
212 => 1.9994374384562
213 => 2.0432919635508
214 => 2.0665522455318
215 => 2.0881576917453
216 => 2.0351015443163
217 => 1.9660762760609
218 => 1.9442130761207
219 => 1.7782431555805
220 => 1.7696037004456
221 => 1.764754112476
222 => 1.734178146316
223 => 1.7101538123762
224 => 1.6910487700609
225 => 1.6409114337771
226 => 1.6578313129759
227 => 1.5779228634148
228 => 1.6290454576625
301 => 1.501509642706
302 => 1.6077252591489
303 => 1.5499169281505
304 => 1.5887336676659
305 => 1.5885982397185
306 => 1.5171243154122
307 => 1.4758996474951
308 => 1.5021696103799
309 => 1.5303330959048
310 => 1.5349025266778
311 => 1.5714172208029
312 => 1.5816076870525
313 => 1.5507300985689
314 => 1.4988667464164
315 => 1.5109134202443
316 => 1.4756555220345
317 => 1.4138674115971
318 => 1.4582447112301
319 => 1.473397072457
320 => 1.4800892183857
321 => 1.419327708183
322 => 1.4002351224808
323 => 1.3900703900552
324 => 1.4910231984596
325 => 1.4965536211921
326 => 1.4682591965698
327 => 1.59615267885
328 => 1.5672064449114
329 => 1.5995464802204
330 => 1.5098203108617
331 => 1.5132479713635
401 => 1.4707701648635
402 => 1.4945548981354
403 => 1.4777446152765
404 => 1.4926333267324
405 => 1.5015575589905
406 => 1.5440283953005
407 => 1.6082102078778
408 => 1.5376846686334
409 => 1.5069556812403
410 => 1.5260197721926
411 => 1.5767899586351
412 => 1.6537093899734
413 => 1.6081715384733
414 => 1.6283804636862
415 => 1.6327952148127
416 => 1.5992172890194
417 => 1.6549474559925
418 => 1.6848137052244
419 => 1.715450296987
420 => 1.7420511911965
421 => 1.7032133685239
422 => 1.7447754059668
423 => 1.7112837404751
424 => 1.6812382542243
425 => 1.6812838208247
426 => 1.662435848405
427 => 1.6259155268446
428 => 1.6191806192266
429 => 1.6542164591805
430 => 1.6823118849171
501 => 1.6846259587488
502 => 1.7001810300317
503 => 1.709386360987
504 => 1.799611118389
505 => 1.8359002621944
506 => 1.8802739403213
507 => 1.8975599887152
508 => 1.9495847969896
509 => 1.9075705390597
510 => 1.8984804900745
511 => 1.7722853223861
512 => 1.7929497740255
513 => 1.8260355549232
514 => 1.7728308947268
515 => 1.8065770055967
516 => 1.8132392027228
517 => 1.7710230207324
518 => 1.793572507587
519 => 1.733687755958
520 => 1.6095155318171
521 => 1.6550856951745
522 => 1.6886406741566
523 => 1.64075358185
524 => 1.7265893413232
525 => 1.6764458626487
526 => 1.6605527872204
527 => 1.5985482336838
528 => 1.6278119961789
529 => 1.6673916539703
530 => 1.6429360270843
531 => 1.6936851249035
601 => 1.7655593817056
602 => 1.8167812572887
603 => 1.8207134368714
604 => 1.7877812024706
605 => 1.8405553182686
606 => 1.8409397200873
607 => 1.7814103018786
608 => 1.7449488646869
609 => 1.7366647494415
610 => 1.7573600935211
611 => 1.7824880618051
612 => 1.8221078642294
613 => 1.8460492810554
614 => 1.9084757985913
615 => 1.925366624328
616 => 1.9439245208342
617 => 1.9687235936099
618 => 1.9985012388289
619 => 1.9333494463321
620 => 1.9359380485061
621 => 1.8752696014211
622 => 1.8104366649753
623 => 1.859636782198
624 => 1.9239593906494
625 => 1.9092037132005
626 => 1.9075433980564
627 => 1.9103355875958
628 => 1.8992102886747
629 => 1.8488909739773
630 => 1.8236209291519
701 => 1.8562257340527
702 => 1.8735537367846
703 => 1.900427957861
704 => 1.8971151428674
705 => 1.9663402502797
706 => 1.9932390337616
707 => 1.9863571738831
708 => 1.9876236017219
709 => 2.0363225643625
710 => 2.0904858265243
711 => 2.1412168690107
712 => 2.1928226643769
713 => 2.1306098638545
714 => 2.0990220405013
715 => 2.1316126111643
716 => 2.114319595625
717 => 2.2136903923552
718 => 2.220570610719
719 => 2.3199342218095
720 => 2.4142421207331
721 => 2.3550090191207
722 => 2.4108631660237
723 => 2.4712739797547
724 => 2.5878162407432
725 => 2.5485689072484
726 => 2.5185060648756
727 => 2.4900968240959
728 => 2.5492119443185
729 => 2.6252626020979
730 => 2.6416431853794
731 => 2.6681859881599
801 => 2.6402794765357
802 => 2.6738897959856
803 => 2.7925489927665
804 => 2.7604862303626
805 => 2.7149519534028
806 => 2.8086219931109
807 => 2.8425208163482
808 => 3.0804405107792
809 => 3.3808239529707
810 => 3.2564632354794
811 => 3.1792685250373
812 => 3.1974111130742
813 => 3.3071009775413
814 => 3.3423298806259
815 => 3.2465655779109
816 => 3.2803911485862
817 => 3.4667733686635
818 => 3.5667614498775
819 => 3.430964205398
820 => 3.056304993676
821 => 2.7108520899639
822 => 2.8024817559753
823 => 2.7920937954492
824 => 2.9923382392669
825 => 2.7597215440831
826 => 2.7636382126513
827 => 2.9680234995045
828 => 2.913497009023
829 => 2.8251710776681
830 => 2.7114969670101
831 => 2.5013598598763
901 => 2.3152355639811
902 => 2.680268170097
903 => 2.6645273003525
904 => 2.6417321882964
905 => 2.6924602434886
906 => 2.9387812800923
907 => 2.9331027829352
908 => 2.8969790812164
909 => 2.9243785905904
910 => 2.8203678112001
911 => 2.8471737573304
912 => 2.710797368459
913 => 2.77244519181
914 => 2.8249815698886
915 => 2.8355290256022
916 => 2.8592929818916
917 => 2.6562325772678
918 => 2.7474007374036
919 => 2.800953490182
920 => 2.5590002048634
921 => 2.7961708516704
922 => 2.652697747392
923 => 2.6040008209062
924 => 2.6695648170871
925 => 2.6440144640123
926 => 2.6220477708057
927 => 2.6097899785607
928 => 2.6579329413218
929 => 2.6556870145657
930 => 2.5769157833421
1001 => 2.4741619233372
1002 => 2.5086494915353
1003 => 2.4961198346863
1004 => 2.4507107419074
1005 => 2.4813109877256
1006 => 2.3465629915723
1007 => 2.1147360677818
1008 => 2.2678880346885
1009 => 2.2619918505599
1010 => 2.2590187271516
1011 => 2.3741081974725
1012 => 2.363045000467
1013 => 2.3429651895708
1014 => 2.4503419604335
1015 => 2.4111479946473
1016 => 2.5319345619408
1017 => 2.6114924071456
1018 => 2.591313964175
1019 => 2.6661385021266
1020 => 2.5094440154515
1021 => 2.5614916384334
1022 => 2.572218581395
1023 => 2.4490169477487
1024 => 2.3648550763179
1025 => 2.3592424390091
1026 => 2.2133173521684
1027 => 2.2912693556925
1028 => 2.3598638929207
1029 => 2.3270124327395
1030 => 2.3166126418556
1031 => 2.369742918042
1101 => 2.3738715955318
1102 => 2.2797373112284
1103 => 2.2993108097801
1104 => 2.3809355525644
1105 => 2.2972540756895
1106 => 2.1346746354131
1107 => 2.094352686388
1108 => 2.0889729951071
1109 => 1.9796166713768
1110 => 2.0970471918288
1111 => 2.0457856227092
1112 => 2.20772030535
1113 => 2.1152240830987
1114 => 2.1112367558273
1115 => 2.1052093258428
1116 => 2.0110818205553
1117 => 2.0316897620983
1118 => 2.1001936984651
1119 => 2.1246366747129
1120 => 2.1220870720348
1121 => 2.0998579918047
1122 => 2.1100343509028
1123 => 2.0772527525694
1124 => 2.065676887908
1125 => 2.029140274844
1126 => 1.9754415471368
1127 => 1.982908684578
1128 => 1.8765174539537
1129 => 1.8185498648997
1130 => 1.8025052002501
1201 => 1.7810496041279
1202 => 1.8049286669232
1203 => 1.8762160609647
1204 => 1.7902283392863
1205 => 1.6428084218061
1206 => 1.651668610038
1207 => 1.6715748223815
1208 => 1.6344797273721
1209 => 1.5993723331011
1210 => 1.6298953640668
1211 => 1.567431601628
1212 => 1.6791232696481
1213 => 1.6761023230404
1214 => 1.7177340699119
1215 => 1.7437672556001
1216 => 1.6837691909328
1217 => 1.668679839921
1218 => 1.6772754200301
1219 => 1.5352096277181
1220 => 1.7061242637976
1221 => 1.7076023406678
1222 => 1.6949461491386
1223 => 1.7859529164536
1224 => 1.9780055812106
1225 => 1.9057476434285
1226 => 1.8777671859115
1227 => 1.8245763157181
1228 => 1.8954499920894
1229 => 1.8900079995457
1230 => 1.8653972454486
1231 => 1.8505125845804
]
'min_raw' => 1.3900703900552
'max_raw' => 3.5667614498775
'avg_raw' => 2.4784159199664
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$1.39'
'max' => '$3.56'
'avg' => '$2.47'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.8548040196439
'max_diff' => 2.0732022898296
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.043632721145977
]
1 => [
'year' => 2028
'avg' => 0.074886416155951
]
2 => [
'year' => 2029
'avg' => 0.20457619197473
]
3 => [
'year' => 2030
'avg' => 0.1578302274445
]
4 => [
'year' => 2031
'avg' => 0.15500884303525
]
5 => [
'year' => 2032
'avg' => 0.27177928491905
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.043632721145977
'min' => '$0.043632'
'max_raw' => 0.27177928491905
'max' => '$0.271779'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.27177928491905
]
1 => [
'year' => 2033
'avg' => 0.69904426754609
]
2 => [
'year' => 2034
'avg' => 0.44308785126621
]
3 => [
'year' => 2035
'avg' => 0.52262313666518
]
4 => [
'year' => 2036
'avg' => 1.0144127652296
]
5 => [
'year' => 2037
'avg' => 2.4784159199664
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.27177928491905
'min' => '$0.271779'
'max_raw' => 2.4784159199664
'max' => '$2.47'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 2.4784159199664
]
]
]
]
'prediction_2025_max_price' => '$0.074604'
'last_price' => 0.072338
'sma_50day_nextmonth' => '$0.065814'
'sma_200day_nextmonth' => '$0.065644'
'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' => '$0.068866'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.066675'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.064913'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.064829'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.071744'
'daily_sma50_action' => 'BUY'
'daily_sma100' => '$0.067417'
'daily_sma100_action' => 'BUY'
'daily_sma200' => '$0.065161'
'daily_sma200_action' => 'BUY'
'daily_ema3' => '$0.06945'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.0678051'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.066218'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.066463'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$0.067771'
'daily_ema50_action' => 'BUY'
'daily_ema100' => '$0.06704'
'daily_ema100_action' => 'BUY'
'daily_ema200' => '$0.064747'
'daily_ema200_action' => 'BUY'
'weekly_sma21' => '$0.06451'
'weekly_sma21_action' => 'BUY'
'weekly_sma50' => '$0.056736'
'weekly_sma50_action' => 'BUY'
'weekly_sma100' => '$0.084186'
'weekly_sma100_action' => 'SELL'
'weekly_sma200' => '—'
'weekly_sma200_action' => '—'
'weekly_ema3' => '$0.069274'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$0.068931'
'weekly_ema5_action' => 'BUY'
'weekly_ema10' => '$0.068211'
'weekly_ema10_action' => 'BUY'
'weekly_ema21' => '$0.066086'
'weekly_ema21_action' => 'BUY'
'weekly_ema50' => '$0.0707082'
'weekly_ema50_action' => 'BUY'
'weekly_ema100' => '$0.112482'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$0.0733059'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '62.22'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 129.67
'stoch_rsi_14_action' => 'SELL'
'momentum_10' => 0.01
'momentum_10_action' => 'BUY'
'vwma_10' => '0.066515'
'vwma_10_action' => 'BUY'
'hma_9' => '0.069382'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 100
'stochastic_fast_14_action' => 'SELL'
'cci_20' => 320.67
'cci_20_action' => 'SELL'
'adx_14' => 21.04
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '-0.0017078'
'ao_5_34_action' => 'SELL'
'macd_12_26' => 0
'macd_12_26_action' => 'BUY'
'williams_percent_r_14' => -0
'williams_percent_r_14_action' => 'SELL'
'ultimate_oscillator' => 67.82
'ultimate_oscillator_action' => 'NEUTRAL'
'ichimoku_cloud' => '0.010512'
'ichimoku_cloud_action' => 'NEUTRAL'
'sell_signals' => 5
'buy_signals' => 29
'sell_pct' => 14.71
'buy_pct' => 85.29
'overall_action' => 'bullish'
'overall_action_label' => 'Haussier'
'overall_action_dir' => 1
'last_updated' => 1767711762
'last_updated_date' => '6 janvier 2026'
]
Prévision du prix de Ēnosys pour 2026
La prévision du prix de Ēnosys pour 2026 suggère que le prix moyen pourrait varier entre $0.024992 à la baisse et $0.074604 à la hausse. Sur le marché des cryptomonnaies, comparé au prix moyen d'aujourd'hui, Ēnosys pourrait potentiellement gagner 3.13% d'ici 2026 si HLN atteint l'objectif de prix prévu.
Prévision du prix de Ēnosys de 2027 à 2032
La prévision du prix de HLN pour 2027-2032 se situe actuellement dans une fourchette de prix comprise entre $0.043632 à la baisse et $0.271779 à la hausse. Compte tenu de la volatilité des prix sur le marché, si Ēnosys atteint l'objectif de prix le plus élevé, il pourrait gagner 275.71% d'ici 2032 par rapport au prix actuel.
| Prévision du Prix de Ēnosys | Potentiel Bas ($) | Prix Moyen ($) | Potentiel Haut ($) |
|---|---|---|---|
| 2027 | $0.024059 | $0.043632 | $0.0632055 |
| 2028 | $0.043421 | $0.074886 | $0.106351 |
| 2029 | $0.095383 | $0.204576 | $0.313768 |
| 2030 | $0.081119 | $0.15783 | $0.23454 |
| 2031 | $0.0959085 | $0.1550088 | $0.2141091 |
| 2032 | $0.146397 | $0.271779 | $0.397161 |
Prévision du prix de Ēnosys de 2032 à 2037
La prévision du prix de Ēnosys pour 2032-2037 est actuellement estimée entre $0.271779 à la baisse et $2.47 à la hausse. Par rapport au prix actuel, Ēnosys pourrait potentiellement gagner 3326.16% d'ici 2037 s'il atteint l'objectif de prix le plus élevé. Veuillez noter que ces informations sont à titre général seulement et ne doivent pas être considérées comme un conseil en investissement à long terme.
| Prévision du Prix de Ēnosys | Potentiel Bas ($) | Prix Moyen ($) | Potentiel Haut ($) |
|---|---|---|---|
| 2032 | $0.146397 | $0.271779 | $0.397161 |
| 2033 | $0.340195 | $0.699044 | $1.05 |
| 2034 | $0.27350059 | $0.443087 | $0.612675 |
| 2035 | $0.323362 | $0.522623 | $0.721883 |
| 2036 | $0.535266 | $1.01 | $1.49 |
| 2037 | $1.39 | $2.47 | $3.56 |
Ēnosys Histogramme des prix potentiels
Prévision du prix de Ēnosys basée sur l'analyse technique
Au 6 janvier 2026, le sentiment global de prévision du prix pour Ēnosys est Haussier, avec 29 indicateurs techniques montrant des signaux haussiers et 5 indiquant des signaux baissiers. La prévision du prix de HLN a été mise à jour pour la dernière fois le 6 janvier 2026.
Moyennes Mobiles Simples sur 50 et 200 jours de Ēnosys et Indice de Force Relative sur 14 jours - RSI (14)
Selon nos indicateurs techniques, le SMA sur 200 jours de Ēnosys devrait augmenter au cours du prochain mois, atteignant $0.065644 d'ici le 4 févr. 2026. Le SMA à court terme sur 50 jours pour Ēnosys devrait atteindre $0.065814 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 62.22, ce qui suggère que le marché de HLN est dans un état NEUTRAL.
Moyennes Mobiles et Oscillateurs Populaires de HLN 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 | $0.068866 | BUY |
| SMA 5 | $0.066675 | BUY |
| SMA 10 | $0.064913 | BUY |
| SMA 21 | $0.064829 | BUY |
| SMA 50 | $0.071744 | BUY |
| SMA 100 | $0.067417 | BUY |
| SMA 200 | $0.065161 | BUY |
Moyenne Mobile Exponentielle Quotidienne (EMA)
| Période | Valeur | Action |
|---|---|---|
| EMA 3 | $0.06945 | BUY |
| EMA 5 | $0.0678051 | BUY |
| EMA 10 | $0.066218 | BUY |
| EMA 21 | $0.066463 | BUY |
| EMA 50 | $0.067771 | BUY |
| EMA 100 | $0.06704 | BUY |
| EMA 200 | $0.064747 | BUY |
Moyenne Mobile Simple Hebdomadaire (SMA)
| Période | Valeur | Action |
|---|---|---|
| SMA 21 | $0.06451 | BUY |
| SMA 50 | $0.056736 | BUY |
| SMA 100 | $0.084186 | SELL |
| SMA 200 | — | — |
Moyenne Mobile Exponentielle Hebdomadaire (EMA)
| Période | Valeur | Action |
|---|---|---|
| EMA 21 | $0.066086 | BUY |
| EMA 50 | $0.0707082 | BUY |
| EMA 100 | $0.112482 | SELL |
| EMA 200 | $0.0733059 | SELL |
Oscillateurs de Ēnosys
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) | 62.22 | NEUTRAL |
| Stoch RSI (14) | 129.67 | SELL |
| Stochastique Rapide (14) | 100 | SELL |
| Indice de Canal des Matières Premières (20) | 320.67 | SELL |
| Indice Directionnel Moyen (14) | 21.04 | NEUTRAL |
| Oscillateur Impressionnant (5, 34) | -0.0017078 | SELL |
| Momentum (10) | 0.01 | BUY |
| MACD (12, 26) | 0 | BUY |
| Plage de Pourcentage de Williams (14) | -0 | SELL |
| Oscillateur Ultime (7, 14, 28) | 67.82 | NEUTRAL |
| VWMA (10) | 0.066515 | BUY |
| Moyenne Mobile de Hull (9) | 0.069382 | BUY |
| Nuage Ichimoku B/L (9, 26, 52, 26) | 0.010512 | NEUTRAL |
Prévision du cours de Ēnosys basée sur les flux monétaires mondiaux
Définitions des flux monétaires mondiaux utilisés pour la prédiction du cours de Ēnosys
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 Ēnosys par des sociétés Internet ou des niches technologiques
| Comparaison | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Action Facebook | $0.101646 | $0.14283 | $0.2007013 | $0.282018 | $0.396283 | $0.556844 |
| Action Amazon.com | $0.150937 | $0.31494 | $0.657141 | $1.37 | $2.86 | $5.96 |
| Action Apple | $0.1026059 | $0.145538 | $0.206435 | $0.292813 | $0.415332 | $0.589118 |
| Action Netflix | $0.114138 | $0.180091 | $0.284156 | $0.448354 | $0.707433 | $1.11 |
| Action Google | $0.093677 | $0.121311 | $0.157098 | $0.203441 | $0.263455 | $0.341174 |
| Action Tesla | $0.163984 | $0.371741 | $0.8427089 | $1.91 | $4.33 | $9.81 |
| Action Kodak | $0.054245 | $0.040678 | $0.0305046 | $0.022875 | $0.017153 | $0.012863 |
| Action Nokia | $0.04792 | $0.031745 | $0.02103 | $0.013931 | $0.009229 | $0.006113 |
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 Ēnosys
Vous vous posez peut-être des questions telles que : "Devrais-je investir dans Ēnosys maintenant ?", "Devrais-je acheter HLN aujourd'hui ?", " Ēnosys sera-t-il un bon ou un mauvais investissement à court ou à long terme ?".
Nous mettons régulièrement à jour les prévisions de Ēnosys avec de nouvelles valeurs. Regardez nos prévisions similaires. Nous faisons une prévision des cours futurs pour une grande quantité de devises numériques comme Ēnosys 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 Ēnosys afin de prendre une décision responsable concernant cet investissement.
Le cours de Ēnosys est de $0.07233 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 du cours de Ēnosys basée sur le modèle de croissance du Bitcoin
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Si Ēnosys présente 1 % de la précédente croissance annuelle moyenne du Bitcoin | $0.074218 | $0.076147 | $0.078126 | $0.080157 |
| Si Ēnosys présente 2 % de la précédente croissance annuelle moyenne du Bitcoin | $0.076098 | $0.080054 | $0.084216 | $0.088594 |
| Si Ēnosys présente 5 % de la précédente croissance annuelle moyenne du Bitcoin | $0.081739 | $0.092362 | $0.104366 | $0.117931 |
| Si Ēnosys présente 10 % de la précédente croissance annuelle moyenne du Bitcoin | $0.09114 | $0.114831 | $0.144679 | $0.182286 |
| Si Ēnosys présente 20 % de la précédente croissance annuelle moyenne du Bitcoin | $0.109943 | $0.167099 | $0.253969 | $0.385998 |
| Si Ēnosys présente 50 % de la précédente croissance annuelle moyenne du Bitcoin | $0.166352 | $0.382555 | $0.879746 | $2.02 |
| Si Ēnosys présente 100 % de la précédente croissance annuelle moyenne du Bitcoin | $0.260367 | $0.937147 | $3.37 | $12.14 |
Boîte à questions
Est-ce que HLN est un bon investissement ?
La décision d'acquérir Ēnosys dépend entièrement de votre tolérance individuelle au risque. Comme vous pouvez le discerner, la valeur de Ēnosys a connu une hausse de 4.2055% au cours des 24 heures précédentes, et Ēnosys a enregistré une déclin de sur une période de 30 jours précédents. Par conséquent, la détermination de si investir ou non dans Ēnosys dépendra de la mesure dans laquelle cet investissement s'aligne avec vos aspirations de trading.
Est-ce que Ēnosys peut monter ?
Il semble que la valeur moyenne de Ēnosys pourrait potentiellement s'envoler jusqu'à $0.074604 pour la fin de cette année. En regardant les perspectives de Ēnosys sur une période de cinq ans plus longue, la monnaie numérique pourrait potentiellement croître jusqu'à $0.23454. 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 Ēnosys la semaine prochaine ?
Basé sur notre nouveau pronostic expérimental de Ēnosys, le prix de Ēnosys va augmenter de 0.86% durant la prochaine semaine et atteindre $0.072957 d'ici 13 janvier 2026.
Quel sera le prix de Ēnosys le mois prochain ?
Basé sur notre nouveau pronostic expérimental de Ēnosys, le prix de Ēnosys va diminuer de -11.62% durant le prochain mois et atteindre $0.063933 d'ici 5 février 2026.
Jusqu'où le prix de Ēnosys peut-il monter cette année en 2026 ?
Selon notre prédiction la plus récente sur la valeur de Ēnosys en 2026, HLN devrait fluctuer dans la fourchette de $0.024992 et $0.074604. Cependant, il est crucial de garder à l'esprit que le marché des cryptomonnaies est exceptionnellement instable, et cette prévision de prix de Ēnosys ne prend pas en compte les fluctuations de prix soudaines et extrêmes.
Où sera Ēnosys dans 5 ans ?
L'avenir de Ēnosys semble suivre une tendance haussière, avec un prix maximum de $0.23454 prévue après une période de cinq ans. Selon la prévision de Ēnosys pour 2030, la valeur de Ēnosys pourrait potentiellement atteindre son point le plus élevé d'environ $0.23454, tandis que son point le plus bas devrait être autour de $0.081119.
Combien vaudra Ēnosys en 2026 ?
Basé sur notre nouvelle simulation expérimentale de prédiction de prix de Ēnosys, il est attendu que la valeur de HLN en 2026 augmente de 3.13% jusqu'à $0.074604 si le meilleur scénario se produit. Le prix sera entre $0.074604 et $0.024992 durant 2026.
Combien vaudra Ēnosys en 2027 ?
Selon notre dernière simulation expérimentale pour la prédiction de prix de Ēnosys, le valeur de HLN pourrait diminuer de -12.62% jusqu'à $0.0632055 en 2027, en supposant les conditions les plus favorables. Il est prévu que le prix fluctue entre $0.0632055 et $0.024059 tout au long de l'année.
Combien vaudra Ēnosys en 2028 ?
Notre nouveau modèle expérimental de prédiction de prix de Ēnosys suggère que la valeur de HLN en 2028 pourrait augmenter de 47.02%, atteignant $0.106351 dans le meilleur scénario. Il est prévu que le prix oscille entre $0.106351 et $0.043421 durant l'année.
Combien vaudra Ēnosys en 2029 ?
Basé sur notre modèle de prévision expérimental, la valeur de Ēnosys pourrait connaître un 333.75% croissance en 2029, atteignant potentiellement $0.313768 sous des conditions optimales. Le range de prix prévu pour 2029 se situe entre $0.313768 et $0.095383.
Combien vaudra Ēnosys en 2030 ?
En utilisant notre nouvelle simulation expérimentale pour les prédictions de prix de Ēnosys, il est prévu que la valeur de HLN en 2030 augmente de 224.23%, atteignant $0.23454 dans le meilleur scénario. Il est prévu que le prix oscille entre $0.23454 et $0.081119 au cours de 2030.
Combien vaudra Ēnosys en 2031 ?
Notre simulation expérimentale indique que le prix de Ēnosys pourrait augmenter de 195.98% en 2031, atteignant potentiellement $0.2141091 dans des conditions idéales. Il est probable que le prix fluctue entre $0.2141091 et $0.0959085 durant l'année.
Combien vaudra Ēnosys en 2032 ?
Basé sur les résultats de notre dernière prédiction expérimentale de prix de Ēnosys, HLN pourrait connaître une 449.04% hausse en valeur, atteignant $0.397161 si le scénario le plus positif se réalise en 2032. Il est prévu que le prix reste dans une fourchette de $0.397161 et $0.146397 tout au long de l'année.
Combien vaudra Ēnosys en 2033 ?
Selon notre prédiction expérimentale de prix de Ēnosys, la valeur de HLN est anticipée à augmenter de 1362.43% en 2033, avec le prix potentiel le plus élevé étant $1.05. Tout au long de l'année, le prix de HLN pourrait osciller entre $1.05 et $0.340195.
Combien vaudra Ēnosys en 2034 ?
Les résultats de notre nouvelle simulation de prédiction de prix de Ēnosys suggèrent que HLN pourrait augmenter de 746.96% en 2034, atteignant potentiellement $0.612675 dans les meilleures circonstances. La fourchette de prix prévue pour l'année est entre $0.612675 et $0.27350059.
Combien vaudra Ēnosys en 2035 ?
Basé sur notre prédiction expérimentale pour le prix de Ēnosys, HLN pourrait augmenter de 897.93%, avec la valeur potentiellement atteignant $0.721883 en 2035. La fourchette de prix attendue pour l'année se situe entre $0.721883 et $0.323362.
Combien vaudra Ēnosys en 2036 ?
Notre récente simulation de prédiction de prix de Ēnosys suggère que la valeur de HLN pourrait augmenter de 1964.7% en 2036, pouvant atteindre $1.49 si les conditions sont optimales. La fourchette de prix attendue pour 2036 est entre $1.49 et $0.535266.
Combien vaudra Ēnosys en 2037 ?
Selon la simulation expérimentale, la valeur de Ēnosys pourrait augmenter de 4830.69% en 2037, avec un maximum de $3.56 sous des conditions favorables. Il est prévu que le prix chute entre $3.56 et $1.39 au cours de l'année.
Prévisions liées
Prévision du cours de Skeb
Prévision du cours de Pundi X PURSE
Prévision du cours de Roco Finance
Prévision du cours de Darwinia Network Native Token
Prévision du cours de dHedge DAO
Prévision du cours de Sonne Finance
Prévision du cours de Beethoven X
Prévision du cours de EverRise
Prévision du cours de MASQPrévision du cours de Era Swap Token
Prévision du cours de Origin Dollar
Prévision du cours de Panda Swap
Prévision du cours de Warden
Prévision du cours de Dvision Network
Prévision du cours de GooseFX
Prévision du cours de Flamengo Fan Token
Prévision du cours de ritestream
Prévision du cours de Shutter
Prévision du cours de Eclipse Fi
Prévision du cours de Robo Inu Finance
Prévision du cours de Luna Inu
Prévision du cours de Dagger
Prévision du cours de Aether GamesPrévision du cours de Splinterlands
Prévision du cours de APF coin
Comment lire et prédire les mouvements de prix de Ēnosys ?
Les traders de Ēnosys 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 Ēnosys
Les moyennes mobiles sont des outils populaires pour la prédiction du prix de Ēnosys. Une moyenne mobile simple (SMA) calcule le prix de clôture moyen de HLN 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 HLN 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 HLN.
Comment lire les graphiques de Ēnosys 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 Ēnosys 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 HLN 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 Ēnosys ?
L'action du prix de Ēnosys 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 HLN. La capitalisation boursière de Ēnosys peut changer rapidement.
Les traders surveillent souvent l'activité des « baleines » de HLN, de grands détenteurs de Ēnosys, car leurs actions peuvent influencer significativement les mouvements de prix sur le marché relativement petit de Ēnosys.
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


