Prédiction du prix de Solayer jusqu'à $0.183997 d'ici 2026
| Année | Prix min. | Prix max. |
|---|---|---|
| 2026 | $0.06164 | $0.183997 |
| 2027 | $0.059339 | $0.155885 |
| 2028 | $0.10709 | $0.262297 |
| 2029 | $0.235246 | $0.773855 |
| 2030 | $0.200067 | $0.578453 |
| 2031 | $0.236541 | $0.528062 |
| 2032 | $0.361062 | $0.979529 |
| 2033 | $0.839031 | $2.60 |
| 2034 | $0.674541 | $1.51 |
| 2035 | $0.797516 | $1.78 |
Calculateur de profit d’investissement
Si vous ouvrez une position short de $10,000.00 sur Solayer aujourd’hui et la fermez le Apr 06, 2026, notre prévision indique que vous pourriez gagner environ $3,954.45, soit un rendement de 39.54% sur les 90 prochains jours.
$
≈ $3,954.45
(39.54% ROI)
Prévision du prix à long terme de Solayer pour 2027, 2028, 2029, 2030, 2031, 2032 et 2037
[
'name' => 'Solayer'
'name_with_ticker' => 'Solayer <small>LAYER</small>'
'name_lang' => 'Solayer'
'name_lang_with_ticker' => 'Solayer <small>LAYER</small>'
'name_with_lang' => 'Solayer'
'name_with_lang_with_ticker' => 'Solayer <small>LAYER</small>'
'image' => '/uploads/coins/solayer.png?1744976556'
'price_for_sd' => 0.1784
'ticker' => 'LAYER'
'marketcap' => '$37.45M'
'low24h' => '$0.1746'
'high24h' => '$0.1819'
'volume24h' => '$18M'
'current_supply' => '210M'
'max_supply' => '1B'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.1784'
'change_24h_pct' => '1.5925%'
'ath_price' => '$3.39'
'ath_days' => 246
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '5 mai 2025'
'ath_pct' => '-94.75%'
'fdv' => '$178.35M'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$8.79'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.179935'
'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' => '$0.157681'
'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' => '$0.06164'
'current_year_max_price_prediction' => '$0.183997'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.200067'
'grand_prediction_max_price' => '$0.578453'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.18178975670687
107 => 0.18246849366873
108 => 0.18399772270097
109 => 0.1709306280527
110 => 0.17679736992003
111 => 0.18024353112771
112 => 0.16467364941899
113 => 0.17993576462732
114 => 0.17070315900654
115 => 0.16756947398976
116 => 0.17178856803325
117 => 0.1701443829813
118 => 0.16873080922342
119 => 0.16794201077824
120 => 0.17104004779936
121 => 0.17089552066937
122 => 0.16582653079975
123 => 0.15921424015329
124 => 0.16143354193528
125 => 0.16062724879182
126 => 0.15770513842602
127 => 0.15967428799562
128 => 0.15100314985491
129 => 0.13608490737037
130 => 0.14594035531378
131 => 0.14556093128863
201 => 0.14536960848963
202 => 0.15277570523454
203 => 0.15206377992024
204 => 0.15077162850359
205 => 0.15768140705194
206 => 0.15515924493216
207 => 0.1629319542892
208 => 0.16805156337907
209 => 0.16675306491187
210 => 0.17156808200611
211 => 0.16148467016598
212 => 0.16483397510301
213 => 0.16552426220859
214 => 0.15759614145723
215 => 0.15218025970619
216 => 0.15181908213896
217 => 0.14242868953713
218 => 0.14744496146843
219 => 0.15185907318053
220 => 0.14974505621934
221 => 0.14907582160389
222 => 0.15249479611496
223 => 0.15276047971601
224 => 0.14670286545626
225 => 0.14796243528055
226 => 0.15321505083393
227 => 0.14783008284543
228 => 0.13736796967329
301 => 0.13477322095657
302 => 0.13442703364706
303 => 0.12738986933519
304 => 0.1349466144731
305 => 0.13164789271222
306 => 0.14206851523007
307 => 0.1361163115348
308 => 0.13585972393001
309 => 0.13547185413216
310 => 0.12941467610735
311 => 0.13074081314104
312 => 0.13514909461739
313 => 0.136722019111
314 => 0.13655795019973
315 => 0.13512749163323
316 => 0.13578234823984
317 => 0.13367282694278
318 => 0.1329279110669
319 => 0.13057675165737
320 => 0.12712119684972
321 => 0.12760171293987
322 => 0.12075535467082
323 => 0.11702509532211
324 => 0.11599260869841
325 => 0.11461192443462
326 => 0.11614856065987
327 => 0.12073595979805
328 => 0.11520258316639
329 => 0.10571599705265
330 => 0.10628615704244
331 => 0.10756713725748
401 => 0.10518003910128
402 => 0.1029208510304
403 => 0.10488503176431
404 => 0.10086544016846
405 => 0.10805288569801
406 => 0.10785848543902
407 => 0.11053752066379
408 => 0.11221277636917
409 => 0.10835185433874
410 => 0.10738084288913
411 => 0.10793397514084
412 => 0.098791931137417
413 => 0.10979042062907
414 => 0.10988553602292
415 => 0.10907110027458
416 => 0.11492745638861
417 => 0.12728619443251
418 => 0.12263634005131
419 => 0.12083577589232
420 => 0.11741290210987
421 => 0.12197367819485
422 => 0.12162348175071
423 => 0.12003976062227
424 => 0.11908192114228
425 => 0.12084676975313
426 => 0.11886323686868
427 => 0.11850693985879
428 => 0.11634816763386
429 => 0.11557758416743
430 => 0.11500707484671
501 => 0.11437900014167
502 => 0.11576437643451
503 => 0.11262493149351
504 => 0.10883906865824
505 => 0.10852431512709
506 => 0.10939337730001
507 => 0.10900888198256
508 => 0.10852247431144
509 => 0.10759378960201
510 => 0.10731826868694
511 => 0.10821357799719
512 => 0.10720282598569
513 => 0.10869424563717
514 => 0.10828866201598
515 => 0.10602310487775
516 => 0.10319938186684
517 => 0.10317424480908
518 => 0.10256587831821
519 => 0.10179103212358
520 => 0.10157548763831
521 => 0.10471961394145
522 => 0.11122786129315
523 => 0.10995013660885
524 => 0.11087342363975
525 => 0.11541508202101
526 => 0.11685873864798
527 => 0.11583406536904
528 => 0.11443142938573
529 => 0.11449313825049
530 => 0.11928637001226
531 => 0.11958531799774
601 => 0.12034066311278
602 => 0.12131149504611
603 => 0.11599940224528
604 => 0.11424293915728
605 => 0.11341062950133
606 => 0.11084743790536
607 => 0.11361162029017
608 => 0.11200104958863
609 => 0.1122183706012
610 => 0.11207684000667
611 => 0.11215412528154
612 => 0.10805087666051
613 => 0.10954588479761
614 => 0.10706014380808
615 => 0.10373201566061
616 => 0.10372085860807
617 => 0.1045354132572
618 => 0.10405088427837
619 => 0.10274702925471
620 => 0.1029322357068
621 => 0.10130963230311
622 => 0.10312924913819
623 => 0.10318142923812
624 => 0.10248077764141
625 => 0.10528414843458
626 => 0.10643269173588
627 => 0.10597150784552
628 => 0.10640033384471
629 => 0.11000323183806
630 => 0.11059066141644
701 => 0.11085155883174
702 => 0.11050199085752
703 => 0.10646618820609
704 => 0.10664519321524
705 => 0.1053317732298
706 => 0.10422207174688
707 => 0.10426645398658
708 => 0.1048369847999
709 => 0.10732852632282
710 => 0.11257182857342
711 => 0.11277080806103
712 => 0.11301197700465
713 => 0.11203102170914
714 => 0.11173515620554
715 => 0.11212547917416
716 => 0.11409458781975
717 => 0.11915966986399
718 => 0.1173693315841
719 => 0.11591375869427
720 => 0.11719068853828
721 => 0.11699411519771
722 => 0.1153348383788
723 => 0.11528826800489
724 => 0.11210358528653
725 => 0.11092628059727
726 => 0.1099424366792
727 => 0.10886810480456
728 => 0.10823120485734
729 => 0.10920977264212
730 => 0.10943358267257
731 => 0.10729392710872
801 => 0.10700229996166
802 => 0.10874958888278
803 => 0.10798067217409
804 => 0.10877152207719
805 => 0.1089550060385
806 => 0.10892546089473
807 => 0.10812262354134
808 => 0.10863432812944
809 => 0.10742399423211
810 => 0.10610793790504
811 => 0.10526837596158
812 => 0.10453574681418
813 => 0.10494225204581
814 => 0.10349313511995
815 => 0.10302953345041
816 => 0.10846097412871
817 => 0.11247323775559
818 => 0.11241489785343
819 => 0.1120597687028
820 => 0.11153211882028
821 => 0.11405598694431
822 => 0.11317672175624
823 => 0.11381646064563
824 => 0.11397930104274
825 => 0.11447216988039
826 => 0.11464832812634
827 => 0.1141158555573
828 => 0.11232881257957
829 => 0.107875671386
830 => 0.10580272213937
831 => 0.10511861436028
901 => 0.10514348037875
902 => 0.10445756458271
903 => 0.10465959752523
904 => 0.10438730577021
905 => 0.10387165106064
906 => 0.10491041182057
907 => 0.10503011932143
908 => 0.1047876601478
909 => 0.10484476806034
910 => 0.10283730965831
911 => 0.10298993236065
912 => 0.10214010975969
913 => 0.10198077826677
914 => 0.099832500734067
915 => 0.096026515687071
916 => 0.098135400859014
917 => 0.095588164125436
918 => 0.094623486977495
919 => 0.099190118557771
920 => 0.098731755405755
921 => 0.097947236935176
922 => 0.096786770609214
923 => 0.096356342360624
924 => 0.093741196579216
925 => 0.09358667981519
926 => 0.094882816679332
927 => 0.094284694113877
928 => 0.093444703505249
929 => 0.09040234266928
930 => 0.086981721798595
1001 => 0.087084968841425
1002 => 0.088173004697476
1003 => 0.09133661569057
1004 => 0.090100538144542
1005 => 0.089203749702544
1006 => 0.089035808184719
1007 => 0.091137947889679
1008 => 0.094112915984081
1009 => 0.095508704452815
1010 => 0.094125520471026
1011 => 0.09253659318866
1012 => 0.092633303829958
1013 => 0.093276676399379
1014 => 0.093344285759627
1015 => 0.092310057443171
1016 => 0.092601186656227
1017 => 0.092158934760182
1018 => 0.089444835690492
1019 => 0.089395746244823
1020 => 0.088729662562361
1021 => 0.088709493813174
1022 => 0.087576319306946
1023 => 0.087417780360259
1024 => 0.085167793599366
1025 => 0.086648741698973
1026 => 0.085655399467021
1027 => 0.084158198417726
1028 => 0.083900080392498
1029 => 0.083892321052973
1030 => 0.085429611762571
1031 => 0.086630777561977
1101 => 0.085672679080433
1102 => 0.085454538628144
1103 => 0.087783707956627
1104 => 0.087487299928728
1105 => 0.087230612488194
1106 => 0.093846540220963
1107 => 0.088609517173197
1108 => 0.086325876205547
1109 => 0.083499436856421
1110 => 0.084419739760641
1111 => 0.084613661104622
1112 => 0.077816583973961
1113 => 0.075059010628574
1114 => 0.074112715373396
1115 => 0.07356810907539
1116 => 0.073816293004127
1117 => 0.071334153562185
1118 => 0.073002192317967
1119 => 0.07085286937127
1120 => 0.070492528384754
1121 => 0.07433578406347
1122 => 0.074870550639189
1123 => 0.072589070288218
1124 => 0.074054150011659
1125 => 0.073522891737808
1126 => 0.07088971334426
1127 => 0.070789145297976
1128 => 0.069467908940789
1129 => 0.067400429883565
1130 => 0.066455536476544
1201 => 0.065963427786226
1202 => 0.066166481422858
1203 => 0.066063811290633
1204 => 0.065393819229112
1205 => 0.066102214451335
1206 => 0.06429255738767
1207 => 0.063571937363521
1208 => 0.063246450016871
1209 => 0.061640275212894
1210 => 0.064196413595198
1211 => 0.064700005057895
1212 => 0.065204588751341
1213 => 0.069596645308866
1214 => 0.069377230575075
1215 => 0.071360632909237
1216 => 0.071283561541774
1217 => 0.070717863067084
1218 => 0.068331274255247
1219 => 0.06928252601879
1220 => 0.066354720947952
1221 => 0.068548431578417
1222 => 0.067547313658219
1223 => 0.068209952602564
1224 => 0.067018468032886
1225 => 0.067677884788938
1226 => 0.064819425275712
1227 => 0.062150236001872
1228 => 0.063224395684158
1229 => 0.064392130103862
1230 => 0.066924075858977
1231 => 0.065416069855329
]
'min_raw' => 0.061640275212894
'max_raw' => 0.18399772270097
'avg_raw' => 0.12281899895693
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.06164'
'max' => '$0.183997'
'avg' => '$0.122818'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.11676872478711
'max_diff' => 0.0055887227009707
'year' => 2026
]
1 => [
'items' => [
101 => 0.065958405838261
102 => 0.064141671081386
103 => 0.060393228353326
104 => 0.060414444132087
105 => 0.059837827882639
106 => 0.059339547255764
107 => 0.065589282485264
108 => 0.064812029115782
109 => 0.063573577595919
110 => 0.065231294169363
111 => 0.065669620742881
112 => 0.065682099284214
113 => 0.066891526504341
114 => 0.067536998028524
115 => 0.067650765182295
116 => 0.069553825044569
117 => 0.070191705608437
118 => 0.072819045374771
119 => 0.067482234279356
120 => 0.067372326166832
121 => 0.065254621641103
122 => 0.063911539951302
123 => 0.065346583593461
124 => 0.066617836357421
125 => 0.065294123008083
126 => 0.065466972026392
127 => 0.063689995006261
128 => 0.064325180676418
129 => 0.064872288144307
130 => 0.064570207558029
131 => 0.064117978299505
201 => 0.066513608127951
202 => 0.066378437304481
203 => 0.068609302876022
204 => 0.070348422119765
205 => 0.073465234709304
206 => 0.070212678289005
207 => 0.070094142205309
208 => 0.071252851437228
209 => 0.070191528216091
210 => 0.070862247856217
211 => 0.073357171405994
212 => 0.073409885209152
213 => 0.072526861088361
214 => 0.072473128990361
215 => 0.072642723431985
216 => 0.073636043373759
217 => 0.073288946864464
218 => 0.073690615732428
219 => 0.07419290880239
220 => 0.076270605907598
221 => 0.076771531645653
222 => 0.075554541802396
223 => 0.075664422359185
224 => 0.075209234750689
225 => 0.074769529224365
226 => 0.075757923033705
227 => 0.077564232147203
228 => 0.077552995191955
301 => 0.077972023796655
302 => 0.078233075145962
303 => 0.077112451653468
304 => 0.076382966966321
305 => 0.07666269781369
306 => 0.077109993530377
307 => 0.076517645841269
308 => 0.072861401501951
309 => 0.073970472472707
310 => 0.073785868832374
311 => 0.073522970799969
312 => 0.074638150237257
313 => 0.074530588460032
314 => 0.071308695634582
315 => 0.071514950759862
316 => 0.071321238691889
317 => 0.07194716201327
318 => 0.070157726302631
319 => 0.07070814467519
320 => 0.071053361918607
321 => 0.071256697527064
322 => 0.071991285173342
323 => 0.07190508979163
324 => 0.07198592714739
325 => 0.073075126702871
326 => 0.078583924286343
327 => 0.078883755984334
328 => 0.077407275045132
329 => 0.077997100058045
330 => 0.076864765013804
331 => 0.077624909114988
401 => 0.078144980403452
402 => 0.075794878254842
403 => 0.075655720457638
404 => 0.074518711863875
405 => 0.075129675878705
406 => 0.074157588201244
407 => 0.074396104515109
408 => 0.073729192108063
409 => 0.074929501659811
410 => 0.076271634247912
411 => 0.076610709942089
412 => 0.075718747771975
413 => 0.075072908377642
414 => 0.073939027153914
415 => 0.075824696899164
416 => 0.07637612419742
417 => 0.075821800486316
418 => 0.075693351570241
419 => 0.075449941106381
420 => 0.075744992250825
421 => 0.076373121005928
422 => 0.076076907084738
423 => 0.076272561598302
424 => 0.075526928350655
425 => 0.077112822626473
426 => 0.079631604402712
427 => 0.079639702697985
428 => 0.079343487180092
429 => 0.079222282172222
430 => 0.079526217269441
501 => 0.079691089591612
502 => 0.080673959963855
503 => 0.081728619032554
504 => 0.086650252722372
505 => 0.085268277676506
506 => 0.089635043875411
507 => 0.09308858898512
508 => 0.094124156158297
509 => 0.093171483086175
510 => 0.089912439968833
511 => 0.08975253576541
512 => 0.094622922115231
513 => 0.09324681489358
514 => 0.093083131318302
515 => 0.091341814625103
516 => 0.092371148457051
517 => 0.092146018048588
518 => 0.091790638685072
519 => 0.093754535932413
520 => 0.09743077626112
521 => 0.096857799730328
522 => 0.096430099329707
523 => 0.094556040675905
524 => 0.095684642571648
525 => 0.095282769053519
526 => 0.097009472722637
527 => 0.095986611720221
528 => 0.093236389527937
529 => 0.093674371476909
530 => 0.093608171386419
531 => 0.09497056455771
601 => 0.094561607944366
602 => 0.093528316044145
603 => 0.097418211271335
604 => 0.097165623112015
605 => 0.097523735372238
606 => 0.097681387464178
607 => 0.10004909814133
608 => 0.10101907344746
609 => 0.10123927482376
610 => 0.10216067634401
611 => 0.10121634951456
612 => 0.10499433012597
613 => 0.10750646678128
614 => 0.11042444277979
615 => 0.11468838999163
616 => 0.116291673587
617 => 0.11600205475593
618 => 0.11923493086818
619 => 0.12504433737911
620 => 0.11717630190907
621 => 0.1254613623641
622 => 0.12283840787966
623 => 0.11661942998199
624 => 0.11621900112232
625 => 0.12043056515844
626 => 0.12977140884253
627 => 0.12743163344264
628 => 0.12977523587689
629 => 0.12704129914957
630 => 0.12690553614763
701 => 0.1296424546723
702 => 0.13603741398687
703 => 0.13299940852798
704 => 0.12864368275317
705 => 0.13185988288269
706 => 0.12907371268523
707 => 0.12279569143041
708 => 0.12742984426049
709 => 0.12433111823609
710 => 0.12523549122734
711 => 0.13174855242992
712 => 0.1309648836746
713 => 0.13197902360976
714 => 0.13018909316888
715 => 0.12851701589097
716 => 0.12539595948167
717 => 0.1244719685451
718 => 0.12472732639826
719 => 0.12447184200243
720 => 0.12272563962541
721 => 0.12234854738835
722 => 0.1217200438058
723 => 0.12191484334671
724 => 0.1207330727363
725 => 0.12296331804441
726 => 0.12337727122645
727 => 0.12500025777467
728 => 0.12516876162216
729 => 0.12968875605718
730 => 0.12719921907779
731 => 0.12886941541985
801 => 0.12872001733852
802 => 0.11675421409063
803 => 0.11840299620301
804 => 0.12096798375355
805 => 0.11981246033879
806 => 0.11817882058116
807 => 0.11685956888665
808 => 0.11486076766905
809 => 0.11767404199924
810 => 0.12137319858507
811 => 0.12526257833771
812 => 0.12993541326826
813 => 0.12889249090956
814 => 0.12517522293904
815 => 0.12534197686473
816 => 0.1263727840181
817 => 0.12503779509578
818 => 0.12464408080051
819 => 0.12631869371983
820 => 0.12633022585865
821 => 0.12479415976472
822 => 0.12308710339844
823 => 0.12307995076994
824 => 0.12277619657776
825 => 0.12709533634556
826 => 0.12947042650356
827 => 0.12974272676253
828 => 0.12945209852656
829 => 0.12956394979996
830 => 0.12818193716856
831 => 0.13134080822083
901 => 0.13423970067836
902 => 0.13346273557393
903 => 0.13229795443031
904 => 0.13137015014595
905 => 0.13324417437058
906 => 0.13316072702185
907 => 0.13421438138168
908 => 0.13416658153371
909 => 0.13381227720245
910 => 0.13346274822726
911 => 0.13484859110492
912 => 0.13444949061211
913 => 0.134049770206
914 => 0.13324806973741
915 => 0.13335703414593
916 => 0.13219245411819
917 => 0.1316536661098
918 => 0.12355158719682
919 => 0.12138644696821
920 => 0.12206764415963
921 => 0.12229191196232
922 => 0.12134964016012
923 => 0.1227006158747
924 => 0.12249006774062
925 => 0.12330918736379
926 => 0.12279743698528
927 => 0.12281843939932
928 => 0.12432338814584
929 => 0.12476028116947
930 => 0.1245380738515
1001 => 0.12469370024018
1002 => 0.12828004468173
1003 => 0.12777018118698
1004 => 0.12749932636735
1005 => 0.12757435500344
1006 => 0.12849074290035
1007 => 0.12874728147856
1008 => 0.12766030949604
1009 => 0.12817293176671
1010 => 0.13035561233376
1011 => 0.1311194270032
1012 => 0.13355715677623
1013 => 0.13252156584146
1014 => 0.13442243782156
1015 => 0.14026507023339
1016 => 0.14493256928337
1017 => 0.14064014426445
1018 => 0.14921141186732
1019 => 0.15588537317147
1020 => 0.15562921542055
1021 => 0.15446545589567
1022 => 0.14686732838734
1023 => 0.13987541817247
1024 => 0.1457244479594
1025 => 0.14573935833919
1026 => 0.14523692149324
1027 => 0.14211632939449
1028 => 0.14512833165248
1029 => 0.14536741345374
1030 => 0.14523359122202
1031 => 0.14284104057651
1101 => 0.1391880579581
1102 => 0.13990184201774
1103 => 0.14107103486821
1104 => 0.13885750888308
1105 => 0.13815015320856
1106 => 0.13946526198741
1107 => 0.14370281648668
1108 => 0.14290173135508
1109 => 0.14288081178485
1110 => 0.14630819369082
1111 => 0.14385492792146
1112 => 0.13991084512058
1113 => 0.1389149121973
1114 => 0.13538002126045
1115 => 0.13782158302138
1116 => 0.13790945048253
1117 => 0.13657223205822
1118 => 0.14001935302588
1119 => 0.13998758719931
1120 => 0.14326011552186
1121 => 0.14951596056905
1122 => 0.14766579935716
1123 => 0.14551426316469
1124 => 0.14574819480444
1125 => 0.1483138475
1126 => 0.14676259531211
1127 => 0.14732043641459
1128 => 0.14831300314068
1129 => 0.14891184329057
1130 => 0.1456620309225
1201 => 0.144904344203
1202 => 0.14335438308682
1203 => 0.14295002716301
1204 => 0.14421243815114
1205 => 0.1438798374574
1206 => 0.13790206556266
1207 => 0.13727735513965
1208 => 0.13729651411644
1209 => 0.13572565005442
1210 => 0.13332970530927
1211 => 0.1396261050451
1212 => 0.13912041602826
1213 => 0.13856217449088
1214 => 0.13863055589393
1215 => 0.14136360961447
1216 => 0.13977830043403
1217 => 0.14399310471728
1218 => 0.14312666766526
1219 => 0.14223800977222
1220 => 0.14211517018222
1221 => 0.14177311271013
1222 => 0.14060007036435
1223 => 0.1391835512429
1224 => 0.13824824262213
1225 => 0.12752669604446
1226 => 0.12951655272491
1227 => 0.13180570145462
1228 => 0.13259590642293
1229 => 0.13124420614412
1230 => 0.14065344373006
1231 => 0.14237260210669
]
'min_raw' => 0.059339547255764
'max_raw' => 0.15588537317147
'avg_raw' => 0.10761246021362
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.059339'
'max' => '$0.155885'
'avg' => '$0.107612'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.0023007279571292
'max_diff' => -0.028112349529501
'year' => 2027
]
2 => [
'items' => [
101 => 0.13716515924597
102 => 0.13619105930523
103 => 0.14071730556001
104 => 0.13798742575727
105 => 0.13921669046529
106 => 0.1365596925384
107 => 0.14195850719659
108 => 0.14191737727438
109 => 0.13981711643459
110 => 0.14159224251442
111 => 0.14128377067434
112 => 0.13891258135893
113 => 0.1420336781273
114 => 0.14203522615236
115 => 0.14001377075767
116 => 0.13765315341015
117 => 0.13723113078371
118 => 0.13691319342545
119 => 0.13913849736507
120 => 0.141133697919
121 => 0.14484627149769
122 => 0.14577970070395
123 => 0.14942293703787
124 => 0.14725356718698
125 => 0.14821522074383
126 => 0.149259231714
127 => 0.14975976896533
128 => 0.1489441703746
129 => 0.15460361601708
130 => 0.15508144663023
131 => 0.15524165910161
201 => 0.15333332587348
202 => 0.15502837243101
203 => 0.15423531628078
204 => 0.15629862806633
205 => 0.15662218169999
206 => 0.15634814328304
207 => 0.15645084431331
208 => 0.15162150585208
209 => 0.15137107917608
210 => 0.14795649367929
211 => 0.14934796250857
212 => 0.14674667822706
213 => 0.14757157226893
214 => 0.1479351777027
215 => 0.14774525085852
216 => 0.14942663406844
217 => 0.14799711485611
218 => 0.14422437862008
219 => 0.14045061450458
220 => 0.14040323797015
221 => 0.13940967249101
222 => 0.13869150663019
223 => 0.13882985085329
224 => 0.13931739394
225 => 0.13866316973968
226 => 0.13880278164283
227 => 0.14112126946431
228 => 0.14158622566221
229 => 0.14000612283164
301 => 0.13366178195912
302 => 0.13210486479543
303 => 0.13322394597768
304 => 0.13268909725062
305 => 0.10709045744069
306 => 0.11310447815404
307 => 0.10953115126301
308 => 0.11117790469526
309 => 0.10753046324804
310 => 0.10927121348544
311 => 0.10894976047861
312 => 0.11862012781787
313 => 0.11846913833303
314 => 0.11854140900924
315 => 0.11509174133346
316 => 0.12058715560966
317 => 0.12329439429082
318 => 0.12279335646176
319 => 0.1229194568889
320 => 0.12075263375997
321 => 0.11856238859357
322 => 0.11613306962771
323 => 0.12064644399337
324 => 0.12014463380978
325 => 0.12129560582533
326 => 0.12422285172412
327 => 0.12465389980225
328 => 0.1252332327905
329 => 0.12502558315394
330 => 0.12997263993729
331 => 0.12937351871909
401 => 0.130817228476
402 => 0.12784740797152
403 => 0.12448677417274
404 => 0.12512552079049
405 => 0.12506400435472
406 => 0.12428082952215
407 => 0.12357381430142
408 => 0.1223968331592
409 => 0.12612097565361
410 => 0.12596978226942
411 => 0.12841742741637
412 => 0.12798478236149
413 => 0.1250954727988
414 => 0.12519866505507
415 => 0.12589268257103
416 => 0.12829468511792
417 => 0.12900776301464
418 => 0.12867743692164
419 => 0.12945929428215
420 => 0.13007724246101
421 => 0.12953689905932
422 => 0.13718702214385
423 => 0.13401015767443
424 => 0.13555853931235
425 => 0.13592781920939
426 => 0.13498191651823
427 => 0.1351870489417
428 => 0.13549776866804
429 => 0.13738439800115
430 => 0.14233545927185
501 => 0.14452825060563
502 => 0.15112537152373
503 => 0.14434616981049
504 => 0.14394392003595
505 => 0.14513226072727
506 => 0.14900546908236
507 => 0.1521443406622
508 => 0.15318568545108
509 => 0.15332331635566
510 => 0.15527694840689
511 => 0.15639673386557
512 => 0.15503972609024
513 => 0.15388980408529
514 => 0.14977092619712
515 => 0.15024769752801
516 => 0.15353217920644
517 => 0.15817170303224
518 => 0.16215289713495
519 => 0.16075882171881
520 => 0.17139463308015
521 => 0.17244913033323
522 => 0.17230343290883
523 => 0.17470573458159
524 => 0.1699376549814
525 => 0.16789920857512
526 => 0.15413843027493
527 => 0.15800464768243
528 => 0.16362442173922
529 => 0.16288062356973
530 => 0.1587993934327
531 => 0.16214980115592
601 => 0.16104205158569
602 => 0.16016832353907
603 => 0.16417104110113
604 => 0.15976988871907
605 => 0.1635805168775
606 => 0.15869334684842
607 => 0.16076518973788
608 => 0.15958911151006
609 => 0.16035017825818
610 => 0.15590099759978
611 => 0.1583016674853
612 => 0.15580112183987
613 => 0.15579993625565
614 => 0.15574473657194
615 => 0.15868661743467
616 => 0.15878255206398
617 => 0.15660849766149
618 => 0.15629518245698
619 => 0.15745367298321
620 => 0.15609738398614
621 => 0.15673198307149
622 => 0.15611660534596
623 => 0.15597807085811
624 => 0.15487420448919
625 => 0.15439862850602
626 => 0.15458511410311
627 => 0.15394854262034
628 => 0.15356498527618
629 => 0.15566843736218
630 => 0.15454464776565
701 => 0.1554962004891
702 => 0.1544117860652
703 => 0.15065273321507
704 => 0.1484908621697
705 => 0.1413903598002
706 => 0.14340405346405
707 => 0.14473913444649
708 => 0.14429789018976
709 => 0.14524585359208
710 => 0.14530405084595
711 => 0.14499585828051
712 => 0.14463901077164
713 => 0.14446531713923
714 => 0.1457598871707
715 => 0.14651142864719
716 => 0.14487312768416
717 => 0.14448929669079
718 => 0.14614570941748
719 => 0.14715612022389
720 => 0.1546164259176
721 => 0.15406374237534
722 => 0.15545086960774
723 => 0.15529470036857
724 => 0.15674863069483
725 => 0.15912519230146
726 => 0.15429297805811
727 => 0.15513168336536
728 => 0.15492605219255
729 => 0.15717107941783
730 => 0.15717808814778
731 => 0.1558320821788
801 => 0.15656177385103
802 => 0.15615447997763
803 => 0.15689051505594
804 => 0.15405636094967
805 => 0.15750805472307
806 => 0.15946494267035
807 => 0.1594921140614
808 => 0.16041966341759
809 => 0.16136210728351
810 => 0.16317104621459
811 => 0.16131165695853
812 => 0.15796679669477
813 => 0.15820828480198
814 => 0.15624719445317
815 => 0.15628016073623
816 => 0.15610418413363
817 => 0.15663230316495
818 => 0.15417225337834
819 => 0.15474962214618
820 => 0.15394130249014
821 => 0.15512992623629
822 => 0.15385116357197
823 => 0.15492595303098
824 => 0.15538979653165
825 => 0.15710138903496
826 => 0.15359835996758
827 => 0.14645544656499
828 => 0.14795697356167
829 => 0.14573609719118
830 => 0.14594164775474
831 => 0.14635689260626
901 => 0.14501094818281
902 => 0.14526771196322
903 => 0.14525853855417
904 => 0.14517948707081
905 => 0.14482935494343
906 => 0.1443215940872
907 => 0.14634435705787
908 => 0.14668806390271
909 => 0.14745208164252
910 => 0.14972528019801
911 => 0.1494981340566
912 => 0.14986861883744
913 => 0.14905985264105
914 => 0.14597916409899
915 => 0.14614646030846
916 => 0.14406027389559
917 => 0.14739873316555
918 => 0.14660814194492
919 => 0.14609844264187
920 => 0.1459593664647
921 => 0.14823819983973
922 => 0.14892006250187
923 => 0.14849517144893
924 => 0.14762370750328
925 => 0.14929717590411
926 => 0.14974492545021
927 => 0.14984516006121
928 => 0.15281022521174
929 => 0.15001087426536
930 => 0.15068470586131
1001 => 0.15594174761919
1002 => 0.15117433616697
1003 => 0.15369974033917
1004 => 0.15357613494651
1005 => 0.154868046266
1006 => 0.15347016051025
1007 => 0.15348748897954
1008 => 0.15463461870959
1009 => 0.15302368188967
1010 => 0.15262479127841
1011 => 0.15207372675585
1012 => 0.15327695598056
1013 => 0.1539982374834
1014 => 0.15981123667337
1015 => 0.16356669925505
1016 => 0.16340366472006
1017 => 0.16489349518209
1018 => 0.16422231291366
1019 => 0.16205488831997
1020 => 0.16575441781213
1021 => 0.16458373188592
1022 => 0.16468024181129
1023 => 0.16467664970705
1024 => 0.16545505350484
1025 => 0.16490348307444
1026 => 0.1638162811386
1027 => 0.1645380165212
1028 => 0.16668131258242
1029 => 0.17333416932079
1030 => 0.17705719609021
1031 => 0.1731100384345
1101 => 0.17583273493087
1102 => 0.174200087229
1103 => 0.17390338657451
1104 => 0.17561344117992
1105 => 0.17732648900954
1106 => 0.1772173752685
1107 => 0.17597379051018
1108 => 0.175271321035
1109 => 0.18059065524561
1110 => 0.1845098500795
1111 => 0.18424258726645
1112 => 0.18542219840475
1113 => 0.18888557319082
1114 => 0.18920222077683
1115 => 0.18916233045905
1116 => 0.18837748637836
1117 => 0.19178762863129
1118 => 0.19463242929443
1119 => 0.18819581765001
1120 => 0.19064679510277
1121 => 0.19174711784688
1122 => 0.19336271808627
1123 => 0.19608850649617
1124 => 0.19904943568899
1125 => 0.19946814354179
1126 => 0.19917105028321
1127 => 0.1972182378865
1128 => 0.20045812194051
1129 => 0.20235597003472
1130 => 0.20348609514334
1201 => 0.20635190438392
1202 => 0.19175391306555
1203 => 0.18142072924316
1204 => 0.17980705337632
1205 => 0.18308852670622
1206 => 0.18395382505406
1207 => 0.18360502437504
1208 => 0.17197408653097
1209 => 0.17974581889564
1210 => 0.18810754945422
1211 => 0.18842875757919
1212 => 0.19261481473235
1213 => 0.1939779665337
1214 => 0.19734829122105
1215 => 0.19713747649421
1216 => 0.19795809692201
1217 => 0.19776945049682
1218 => 0.20401226727454
1219 => 0.21089902124763
1220 => 0.21066055485608
1221 => 0.20967050249207
1222 => 0.21114089908163
1223 => 0.21824876721127
1224 => 0.21759438861516
1225 => 0.21823006168144
1226 => 0.22661063878817
1227 => 0.23750658115011
1228 => 0.23244432198826
1229 => 0.24342796774364
1230 => 0.25034159052861
1231 => 0.26229798625328
]
'min_raw' => 0.10709045744069
'max_raw' => 0.26229798625328
'avg_raw' => 0.18469422184698
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.10709'
'max' => '$0.262297'
'avg' => '$0.184694'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.047750910184925
'max_diff' => 0.10641261308181
'year' => 2028
]
3 => [
'items' => [
101 => 0.26080098662206
102 => 0.26545552373758
103 => 0.25812104484893
104 => 0.24127959877782
105 => 0.2386143754706
106 => 0.24395022002586
107 => 0.25706787320085
108 => 0.24353709844561
109 => 0.24627435655608
110 => 0.24548602603612
111 => 0.2454440192529
112 => 0.24704724731446
113 => 0.24472168139241
114 => 0.23524690746469
115 => 0.23958914052057
116 => 0.23791239580654
117 => 0.23977286907636
118 => 0.24981307599604
119 => 0.24537406118821
120 => 0.24069791968444
121 => 0.24656283884903
122 => 0.25403089635044
123 => 0.25356355873339
124 => 0.25265672842435
125 => 0.25776848339634
126 => 0.26621160500639
127 => 0.26849374685037
128 => 0.27017837730327
129 => 0.27041065938066
130 => 0.27280330914027
131 => 0.25993742835743
201 => 0.28035591157905
202 => 0.28388161958221
203 => 0.28321893260324
204 => 0.28713760866428
205 => 0.2859846347599
206 => 0.28431415646853
207 => 0.29052609155157
208 => 0.28340460925617
209 => 0.27329656170755
210 => 0.26775108690786
211 => 0.27505381546478
212 => 0.27951333696439
213 => 0.28246079699679
214 => 0.28335269662169
215 => 0.26093617005814
216 => 0.24885490551795
217 => 0.25659885757623
218 => 0.26604701354636
219 => 0.25988494337397
220 => 0.26012648485839
221 => 0.25134099215611
222 => 0.2668243347074
223 => 0.26456854193309
224 => 0.27627159883666
225 => 0.27347857038372
226 => 0.28302195897853
227 => 0.28050886492774
228 => 0.29094057782739
301 => 0.29510207053041
302 => 0.3020898644634
303 => 0.30723011412595
304 => 0.31024856704511
305 => 0.31006735045378
306 => 0.32202796470675
307 => 0.3149752083538
308 => 0.30611528416746
309 => 0.30595503609163
310 => 0.31054371637384
311 => 0.32016033140238
312 => 0.32265377976322
313 => 0.32404727723445
314 => 0.32191308734927
315 => 0.31425782580375
316 => 0.31095232268145
317 => 0.31376870711129
318 => 0.31032451096827
319 => 0.31627015978188
320 => 0.32443480552504
321 => 0.32274883846559
322 => 0.32838477357103
323 => 0.3342173734875
324 => 0.34255825332651
325 => 0.34473886817831
326 => 0.34834334160699
327 => 0.35205352877293
328 => 0.35324514089829
329 => 0.35552029818111
330 => 0.35550830697918
331 => 0.36236464658673
401 => 0.36992740149703
402 => 0.37278216639748
403 => 0.37934654087342
404 => 0.36810527962649
405 => 0.37663190541259
406 => 0.38432313530694
407 => 0.37515333395471
408 => 0.38779176882907
409 => 0.38828249061593
410 => 0.39569180698581
411 => 0.38818104539167
412 => 0.38372117913228
413 => 0.39659664591415
414 => 0.40282667871649
415 => 0.40095014213474
416 => 0.38666960609155
417 => 0.3783577215934
418 => 0.35660391661899
419 => 0.38237223830562
420 => 0.39492323612694
421 => 0.38663710203929
422 => 0.39081614609746
423 => 0.41361565541928
424 => 0.42229623241012
425 => 0.42049073307783
426 => 0.42079583274394
427 => 0.42547971452458
428 => 0.44625062580075
429 => 0.43380421429811
430 => 0.44331902953373
501 => 0.44836565322649
502 => 0.45305323856371
503 => 0.44154201050205
504 => 0.42656607192735
505 => 0.42182256353361
506 => 0.38581320930612
507 => 0.38393876603788
508 => 0.38288658422998
509 => 0.3762527267652
510 => 0.37104033196437
511 => 0.36689524209493
512 => 0.35601728844893
513 => 0.35968827847878
514 => 0.34235109077242
515 => 0.35344280907474
516 => 0.32577223887436
517 => 0.34881711197267
518 => 0.33627483526707
519 => 0.34469663675143
520 => 0.34466725387943
521 => 0.32916004721213
522 => 0.32021581403358
523 => 0.32591542752971
524 => 0.33202586563346
525 => 0.33301726365781
526 => 0.34093960615806
527 => 0.3431505616597
528 => 0.33645126327009
529 => 0.32519882781068
530 => 0.32781251192717
531 => 0.32016284780838
601 => 0.30675710568027
602 => 0.31638534371848
603 => 0.31967284750847
604 => 0.32112479646708
605 => 0.30794178874398
606 => 0.30379940150035
607 => 0.30159402928985
608 => 0.32349706705875
609 => 0.32469696491104
610 => 0.31855811785025
611 => 0.34630628867438
612 => 0.34002602302109
613 => 0.34704261845825
614 => 0.32757534748894
615 => 0.32831902345613
616 => 0.3191029054024
617 => 0.32426331569125
618 => 0.32061610402688
619 => 0.32384640553608
620 => 0.32578263494167
621 => 0.33499724072111
622 => 0.34892232796905
623 => 0.33362088589769
624 => 0.32695382846651
625 => 0.33109003339986
626 => 0.34210529220008
627 => 0.35879397314314
628 => 0.34891393813384
629 => 0.35329852989709
630 => 0.35425636814045
701 => 0.34697119610337
702 => 0.35906258782761
703 => 0.36554246288291
704 => 0.37218947386845
705 => 0.37796088726217
706 => 0.36953451150992
707 => 0.37855194143834
708 => 0.3712854847067
709 => 0.36476672182592
710 => 0.36477660809838
711 => 0.36068729291934
712 => 0.35276372947308
713 => 0.35130250280432
714 => 0.35890398846781
715 => 0.36499966010657
716 => 0.36550172881903
717 => 0.36887660584516
718 => 0.37087382330523
719 => 0.39044926949935
720 => 0.39832267589521
721 => 0.40795012820011
722 => 0.41170056344635
723 => 0.42298802893208
724 => 0.41387248382923
725 => 0.41190027830676
726 => 0.3845205791402
727 => 0.38900400334488
728 => 0.39618239808267
729 => 0.38463894822546
730 => 0.39196061022396
731 => 0.39340606139647
801 => 0.38424670621646
802 => 0.38913911357048
803 => 0.37614633013589
804 => 0.34920553514274
805 => 0.35909258063387
806 => 0.36637277405886
807 => 0.35598304040002
808 => 0.37460623584528
809 => 0.36372694952694
810 => 0.36027873806187
811 => 0.34682603576048
812 => 0.35317519340474
813 => 0.36176252002978
814 => 0.35645655055938
815 => 0.36746723390579
816 => 0.38306129796629
817 => 0.39417455665838
818 => 0.39502769466688
819 => 0.38788261385837
820 => 0.3993326514533
821 => 0.39941605247689
822 => 0.38650036329503
823 => 0.378589575586
824 => 0.37679222797407
825 => 0.38128235469943
826 => 0.38673419746714
827 => 0.39533023399759
828 => 0.40052463884149
829 => 0.41406889177492
830 => 0.41773357827455
831 => 0.42175995767411
901 => 0.42714044224135
902 => 0.43360109349225
903 => 0.41946555636037
904 => 0.42002718760255
905 => 0.40686437114518
906 => 0.39279801402165
907 => 0.40347262568224
908 => 0.41742826044438
909 => 0.41422682241034
910 => 0.41386659523206
911 => 0.41447239742723
912 => 0.41205861769876
913 => 0.40114118144571
914 => 0.3956585133062
915 => 0.40273255398399
916 => 0.40649209177491
917 => 0.41232280702247
918 => 0.41160404829674
919 => 0.42662334460135
920 => 0.43245938898538
921 => 0.43096627909353
922 => 0.43124104724733
923 => 0.4418069268388
924 => 0.45355835798338
925 => 0.46456512398821
926 => 0.47576167911991
927 => 0.46226379489965
928 => 0.45541040172637
929 => 0.4624813540993
930 => 0.45872940723936
1001 => 0.48028920679628
1002 => 0.48178196053996
1003 => 0.50334020107797
1004 => 0.52380153845608
1005 => 0.51095013905183
1006 => 0.52306842985029
1007 => 0.53617534936758
1008 => 0.56146072363748
1009 => 0.55294549913357
1010 => 0.54642297061415
1011 => 0.54025921267994
1012 => 0.55308501447203
1013 => 0.56958520358037
1014 => 0.57313918627746
1015 => 0.57889799597262
1016 => 0.5728433117319
1017 => 0.58013551199826
1018 => 0.60588018329366
1019 => 0.59892374585515
1020 => 0.58904448638933
1021 => 0.60936743183254
1022 => 0.61672222678498
1023 => 0.66834202949728
1024 => 0.73351416272924
1025 => 0.70653247162791
1026 => 0.68978406526758
1027 => 0.69372033803977
1028 => 0.71751899488014
1029 => 0.72516236812566
1030 => 0.70438504481559
1031 => 0.71172394666255
1101 => 0.7521620173842
1102 => 0.77385574491772
1103 => 0.74439274907087
1104 => 0.66310551204878
1105 => 0.58815496716575
1106 => 0.60803522673575
1107 => 0.60578142225679
1108 => 0.64922708449515
1109 => 0.59875783712288
1110 => 0.59960760981303
1111 => 0.64395168233672
1112 => 0.63212144403726
1113 => 0.61295797309459
1114 => 0.5882948817112
1115 => 0.54270287622916
1116 => 0.5023207655466
1117 => 0.58151938403979
1118 => 0.57810419559702
1119 => 0.57315849662932
1120 => 0.58416461450141
1121 => 0.63760719874724
1122 => 0.63637517420361
1123 => 0.62853766264148
1124 => 0.6344823460847
1125 => 0.61191584134487
1126 => 0.61773174344609
1127 => 0.58814309461651
1128 => 0.60151839961861
1129 => 0.6129168568927
1130 => 0.61520526594752
1201 => 0.62036116839709
1202 => 0.57630454647504
1203 => 0.59608467628358
1204 => 0.60770364939857
1205 => 0.55520870616318
1206 => 0.60666599315492
1207 => 0.57553761870452
1208 => 0.56497218088356
1209 => 0.57919715101889
1210 => 0.57365366632292
1211 => 0.56888770370566
1212 => 0.5662282146756
1213 => 0.57667346279032
1214 => 0.576186179481
1215 => 0.55909572623001
1216 => 0.53680192666009
1217 => 0.54428445756478
1218 => 0.541565983938
1219 => 0.53171388482449
1220 => 0.53835301008002
1221 => 0.50911766243909
1222 => 0.45881976634402
1223 => 0.49204809717065
1224 => 0.49076884257929
1225 => 0.49012378440475
1226 => 0.51509395665736
1227 => 0.51269365075516
1228 => 0.5083370720388
1229 => 0.5316338728399
1230 => 0.52313022716131
1231 => 0.54933645943181
]
'min_raw' => 0.23524690746469
'max_raw' => 0.77385574491772
'avg_raw' => 0.50455132619121
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.235246'
'max' => '$0.773855'
'avg' => '$0.504551'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.128156450024
'max_diff' => 0.51155775866445
'year' => 2029
]
4 => [
'items' => [
101 => 0.566597578918
102 => 0.56221960067759
103 => 0.57845376698458
104 => 0.54445683996424
105 => 0.55574925540043
106 => 0.55807660657121
107 => 0.53134639393428
108 => 0.51308637048584
109 => 0.51186863510134
110 => 0.48020827082798
111 => 0.49712098186927
112 => 0.51200346769008
113 => 0.50487591190947
114 => 0.502619540679
115 => 0.51414685194826
116 => 0.51504262275862
117 => 0.49461895335275
118 => 0.49886568095572
119 => 0.51657524101986
120 => 0.49841944548016
121 => 0.46314570047889
122 => 0.45439732402089
123 => 0.45323012933683
124 => 0.42950383854026
125 => 0.4549819323678
126 => 0.44386006164162
127 => 0.47899391800517
128 => 0.45892564767696
129 => 0.45806054465305
130 => 0.4567528145494
131 => 0.43633061594006
201 => 0.44080177953708
202 => 0.455664608311
203 => 0.46096783305929
204 => 0.46041466327
205 => 0.45559177234162
206 => 0.45779966711144
207 => 0.45068726877633
208 => 0.44817573289243
209 => 0.44024863479049
210 => 0.42859799049737
211 => 0.43021808404388
212 => 0.40713510914231
213 => 0.39455827930973
214 => 0.39107717857203
215 => 0.38642210518035
216 => 0.39160298149829
217 => 0.40706971797464
218 => 0.38841355233298
219 => 0.35642886491821
220 => 0.35835119913109
221 => 0.36267011336129
222 => 0.3546218452658
223 => 0.34700483495335
224 => 0.35362720743244
225 => 0.34007487372812
226 => 0.36430784814242
227 => 0.36365241409664
228 => 0.3726849684012
301 => 0.37833320997452
302 => 0.36531584178795
303 => 0.36204200889173
304 => 0.36390693289683
305 => 0.33308389326217
306 => 0.37016606847329
307 => 0.37048675666439
308 => 0.36774082967677
309 => 0.38748594319298
310 => 0.42915429136752
311 => 0.41347698267884
312 => 0.40740625490541
313 => 0.39586579697046
314 => 0.4112427719642
315 => 0.41006206020285
316 => 0.40472243384643
317 => 0.40149301116542
318 => 0.40744332147469
319 => 0.40075570186893
320 => 0.39955442162424
321 => 0.39227597034721
322 => 0.38967789438974
323 => 0.38775438238322
324 => 0.38563678466442
325 => 0.39030767755962
326 => 0.37972281975197
327 => 0.36695851888236
328 => 0.3658973053767
329 => 0.36882740916867
330 => 0.3675310563613
331 => 0.3658910989382
401 => 0.36275997360169
402 => 0.36183103560025
403 => 0.36484963344827
404 => 0.36144181247304
405 => 0.36647023795561
406 => 0.36510278445982
407 => 0.35746430039214
408 => 0.3479439211148
409 => 0.34785916976956
410 => 0.34580801967081
411 => 0.34319557162757
412 => 0.34246884834665
413 => 0.35306948969355
414 => 0.37501250003114
415 => 0.37070456205013
416 => 0.37381748873665
417 => 0.38913000705754
418 => 0.39399739616826
419 => 0.3905426386679
420 => 0.38581355352124
421 => 0.38602160926718
422 => 0.40218232480472
423 => 0.40319024880966
424 => 0.40573694760154
425 => 0.40901017524609
426 => 0.3911000834896
427 => 0.38517804555608
428 => 0.38237185544102
429 => 0.37372987601889
430 => 0.38304950991834
501 => 0.37761935835165
502 => 0.37835207131838
503 => 0.37787489103757
504 => 0.37813546373769
505 => 0.3643010745322
506 => 0.36934159884459
507 => 0.36096074954948
508 => 0.3497397331378
509 => 0.34970211635619
510 => 0.35244844422615
511 => 0.35081482094528
512 => 0.34641878270075
513 => 0.34704321918467
514 => 0.3415724985226
515 => 0.34770746372364
516 => 0.34788339257365
517 => 0.34552109679743
518 => 0.3549728571517
519 => 0.35884525108075
520 => 0.35729033739557
521 => 0.35873615419152
522 => 0.37088357632242
523 => 0.37286413615894
524 => 0.37374377000989
525 => 0.37256517717877
526 => 0.35895818676873
527 => 0.35956171465481
528 => 0.35513342747383
529 => 0.3513919914473
530 => 0.35154162926712
531 => 0.35346521373739
601 => 0.3618656199358
602 => 0.37954377954937
603 => 0.38021465278414
604 => 0.38102777071543
605 => 0.37772041144853
606 => 0.37672288024647
607 => 0.37803888138664
608 => 0.38467786866402
609 => 0.40175514640891
610 => 0.39571889590084
611 => 0.39081133027794
612 => 0.39511658839941
613 => 0.39445382765734
614 => 0.38885946001541
615 => 0.38870244474832
616 => 0.37796506461593
617 => 0.3739956996593
618 => 0.37067860119972
619 => 0.36705641627691
620 => 0.36490906363794
621 => 0.36820837324573
622 => 0.36896296438931
623 => 0.36174896626981
624 => 0.36076572498276
625 => 0.36665683157211
626 => 0.36406437520473
627 => 0.36673078086841
628 => 0.36734940985439
629 => 0.36724979633941
630 => 0.36454297415014
701 => 0.36626822189498
702 => 0.36218749665733
703 => 0.3577503208665
704 => 0.35491967915777
705 => 0.35244956883677
706 => 0.35382012960652
707 => 0.34893433071688
708 => 0.34737126532038
709 => 0.36568374677833
710 => 0.37921137372368
711 => 0.37901467667036
712 => 0.37781733394469
713 => 0.37603832552645
714 => 0.38454772311747
715 => 0.38158321914753
716 => 0.38374014347826
717 => 0.38428917124626
718 => 0.3859509129434
719 => 0.38654484276861
720 => 0.38474957432605
721 => 0.37872443415926
722 => 0.36371035771676
723 => 0.35672126460306
724 => 0.35441474746298
725 => 0.35449858498032
726 => 0.35218597198487
727 => 0.35286714015607
728 => 0.35194908949321
729 => 0.35021052363805
730 => 0.35371277806411
731 => 0.35411638026096
801 => 0.35329891222909
802 => 0.35349145554337
803 => 0.34672316938468
804 => 0.34723774748138
805 => 0.34437251124952
806 => 0.34383531399699
807 => 0.33659224630752
808 => 0.32376010199619
809 => 0.33087035559105
810 => 0.32228216910141
811 => 0.31902969274551
812 => 0.33442640995045
813 => 0.33288100658154
814 => 0.33023594778465
815 => 0.3263233545455
816 => 0.32487213565384
817 => 0.31605498906817
818 => 0.31553402501024
819 => 0.31990404094108
820 => 0.31788742895207
821 => 0.3150553419688
822 => 0.30479780999948
823 => 0.29326494791385
824 => 0.29361305252723
825 => 0.29728144138014
826 => 0.30794777671962
827 => 0.30378025497301
828 => 0.30075667012904
829 => 0.3001904435764
830 => 0.30727795435838
831 => 0.31730826699429
901 => 0.32201426526747
902 => 0.31735076390204
903 => 0.31199358463419
904 => 0.31231965131344
905 => 0.31448882685009
906 => 0.3147167765285
907 => 0.31122980355205
908 => 0.31221136601986
909 => 0.3107202828753
910 => 0.3015695083695
911 => 0.30140399987611
912 => 0.29915825223621
913 => 0.29909025189019
914 => 0.29526967492672
915 => 0.29473514979913
916 => 0.28714916234572
917 => 0.29214228226004
918 => 0.28879315957208
919 => 0.28374524170314
920 => 0.28287497875986
921 => 0.28284881760491
922 => 0.28803190056253
923 => 0.29208171491795
924 => 0.28885141899512
925 => 0.28811594323015
926 => 0.29596890023854
927 => 0.29496953987793
928 => 0.29410410025082
929 => 0.31641016251118
930 => 0.29875317366836
1001 => 0.29105371870721
1002 => 0.28152418110594
1003 => 0.28462704660101
1004 => 0.2852808659514
1005 => 0.2623640458486
1006 => 0.25306669478701
1007 => 0.24987619426595
1008 => 0.24804001610903
1009 => 0.24887678555241
1010 => 0.24050807912646
1011 => 0.24613198825033
1012 => 0.2388853958746
1013 => 0.23767048108036
1014 => 0.25062828592869
1015 => 0.25243128877494
1016 => 0.24473911848377
1017 => 0.24967873705995
1018 => 0.2478875626984
1019 => 0.2390096179019
1020 => 0.23867054571242
1021 => 0.23421590508839
1022 => 0.22724525510018
1023 => 0.22405948100806
1024 => 0.22240030220072
1025 => 0.22308491171338
1026 => 0.22273875219438
1027 => 0.22047982718161
1028 => 0.22286823113191
1029 => 0.21676684599554
1030 => 0.21433722527204
1031 => 0.21323982195801
1101 => 0.20782449146686
1102 => 0.21644269048668
1103 => 0.21814058426279
1104 => 0.21984182341415
1105 => 0.23464994874145
1106 => 0.23391017664742
1107 => 0.24059735609378
1108 => 0.24033750459743
1109 => 0.2384302126942
1110 => 0.23038366188879
1111 => 0.23359087362385
1112 => 0.22371957441469
1113 => 0.23111582296529
1114 => 0.22774048400152
1115 => 0.22997461746636
1116 => 0.22595744405289
1117 => 0.22818071368493
1118 => 0.21854321786482
1119 => 0.20954385987122
1120 => 0.21316546423548
1121 => 0.21710256236013
1122 => 0.22563919424831
1123 => 0.22055484672139
1124 => 0.22238337035253
1125 => 0.21625812227936
1126 => 0.20361998591379
1127 => 0.20369151639312
1128 => 0.20174741445005
1129 => 0.2000674265277
1130 => 0.22113884519653
1201 => 0.21851828119523
1202 => 0.21434275543009
1203 => 0.21993186259553
1204 => 0.22140971124113
1205 => 0.22145178351446
1206 => 0.22552945182663
1207 => 0.22770570413579
1208 => 0.2280892780377
1209 => 0.23450557723075
1210 => 0.23665623608723
1211 => 0.24551449554443
1212 => 0.22752106433199
1213 => 0.22715050145708
1214 => 0.22001051279517
1215 => 0.21548221910704
1216 => 0.22032056893812
1217 => 0.22460668638785
1218 => 0.22014369441184
1219 => 0.22072646694501
1220 => 0.21473526485706
1221 => 0.21687683769124
1222 => 0.21872144871705
1223 => 0.21770296292982
1224 => 0.21617824041107
1225 => 0.22425527363521
1226 => 0.22379953576656
1227 => 0.23132105479507
1228 => 0.23718461674677
1229 => 0.24769316800131
1230 => 0.23672694694404
1231 => 0.23632729426193
]
'min_raw' => 0.2000674265277
'max_raw' => 0.57845376698458
'avg_raw' => 0.38926059675614
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.200067'
'max' => '$0.578453'
'avg' => '$0.38926'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.035179480936991
'max_diff' => -0.19540197793315
'year' => 2030
]
5 => [
'items' => [
101 => 0.24023396333584
102 => 0.23665563799655
103 => 0.23891701609139
104 => 0.24732882502946
105 => 0.24750655329717
106 => 0.24452937582315
107 => 0.24434821430328
108 => 0.24492001380392
109 => 0.248269061339
110 => 0.24709880122441
111 => 0.24845305585637
112 => 0.25014657201073
113 => 0.25715167286112
114 => 0.25884057896049
115 => 0.25473741273643
116 => 0.25510788270526
117 => 0.25357318590303
118 => 0.25209068802177
119 => 0.25542312675742
120 => 0.26151322404605
121 => 0.26147533786689
122 => 0.26288812206328
123 => 0.26376827491349
124 => 0.25999001456911
125 => 0.2575305060154
126 => 0.25847363809749
127 => 0.25998172683549
128 => 0.25798458524527
129 => 0.24565730218443
130 => 0.2493966123952
131 => 0.2487742083332
201 => 0.24788782926199
202 => 0.25164773459415
203 => 0.25128508255251
204 => 0.24042224594614
205 => 0.24111764950129
206 => 0.24046453573957
207 => 0.24257487991818
208 => 0.23654167248535
209 => 0.23839744645742
210 => 0.2395613704959
211 => 0.24024693069625
212 => 0.24272364423294
213 => 0.24243303048553
214 => 0.24270557927436
215 => 0.24637789162115
216 => 0.26495118728579
217 => 0.26596209078915
218 => 0.26098403221802
219 => 0.26297266842932
220 => 0.25915492177056
221 => 0.26171780067927
222 => 0.26347125733854
223 => 0.25554772386561
224 => 0.25507854363665
225 => 0.25124503977937
226 => 0.25330494761152
227 => 0.25002748613796
228 => 0.25083166054284
301 => 0.24858311880014
302 => 0.2526300462568
303 => 0.25715513998229
304 => 0.25829835735871
305 => 0.25529104462736
306 => 0.2531135520183
307 => 0.24929059230744
308 => 0.25564825950681
309 => 0.25750743514231
310 => 0.25563849404867
311 => 0.25520541956011
312 => 0.25438474418683
313 => 0.25537952972014
314 => 0.25749730967252
315 => 0.25649860375623
316 => 0.25715826660887
317 => 0.25464431205598
318 => 0.2599912653305
319 => 0.26848351394482
320 => 0.26851081791274
321 => 0.26751210661305
322 => 0.26710345546676
323 => 0.2681281938671
324 => 0.26868407241232
325 => 0.27199788849415
326 => 0.27555374517822
327 => 0.29214737678093
328 => 0.28748795142738
329 => 0.30221080854486
330 => 0.31385467700107
331 => 0.31734616402642
401 => 0.31413416025025
402 => 0.30314606884101
403 => 0.30260694065502
404 => 0.31902778827296
405 => 0.31438814669842
406 => 0.31383627609635
407 => 0.30796530529038
408 => 0.31143577617059
409 => 0.31067673328035
410 => 0.30947854694446
411 => 0.3160999636288
412 => 0.32849466456394
413 => 0.32656283418643
414 => 0.32512081242465
415 => 0.31880229283075
416 => 0.32260745291872
417 => 0.32125250829444
418 => 0.32707421026947
419 => 0.32362556298595
420 => 0.31435299685028
421 => 0.31582968357016
422 => 0.31560648534313
423 => 0.32019988903939
424 => 0.31882106326506
425 => 0.31533724748133
426 => 0.32845230082362
427 => 0.32760068220933
428 => 0.32880808269727
429 => 0.32933961773216
430 => 0.33732251958845
501 => 0.3405928590546
502 => 0.34133528336877
503 => 0.34444185292448
504 => 0.3412579890882
505 => 0.35399571448976
506 => 0.36246555861491
507 => 0.37230371842048
508 => 0.38667991414446
509 => 0.39208549672393
510 => 0.39110902661444
511 => 0.40200889413911
512 => 0.42159571379051
513 => 0.39506808287459
514 => 0.42300174264317
515 => 0.41415826847005
516 => 0.39319055029289
517 => 0.39184047643543
518 => 0.40604005862522
519 => 0.43753336526304
520 => 0.42964464914439
521 => 0.43754626837655
522 => 0.42832860982302
523 => 0.42787087538331
524 => 0.43709858727481
525 => 0.45865963908567
526 => 0.44841679157427
527 => 0.43373115801743
528 => 0.44457480130204
529 => 0.4351810339571
530 => 0.41401424697903
531 => 0.42963861679185
601 => 0.41919104565445
602 => 0.42224020233577
603 => 0.44419944290767
604 => 0.44155724898511
605 => 0.44497649258147
606 => 0.43894161713109
607 => 0.43330409184792
608 => 0.42278123225876
609 => 0.41966593230512
610 => 0.42052688913556
611 => 0.41966550565768
612 => 0.41377806242762
613 => 0.41250666962263
614 => 0.41038762591333
615 => 0.41104440616597
616 => 0.40705998404438
617 => 0.41457941181143
618 => 0.41597508386597
619 => 0.4214470963266
620 => 0.42201521881297
621 => 0.4372546956266
622 => 0.42886104788665
623 => 0.43449223146329
624 => 0.43398852540144
625 => 0.39364498432547
626 => 0.39920396833166
627 => 0.40785200294001
628 => 0.40395607507108
629 => 0.39844814457114
630 => 0.39400019537588
701 => 0.38726109751892
702 => 0.39674624833969
703 => 0.40921821303567
704 => 0.42233152841953
705 => 0.43808631763479
706 => 0.43457003208791
707 => 0.42203700359396
708 => 0.42259922609681
709 => 0.42607466438306
710 => 0.4215736560255
711 => 0.42024622079074
712 => 0.42589229516596
713 => 0.42593117657716
714 => 0.42075222249675
715 => 0.41499676277497
716 => 0.41497264718859
717 => 0.41394851872224
718 => 0.42851080000207
719 => 0.43651858229327
720 => 0.43743666162777
721 => 0.43645678823919
722 => 0.43683390261667
723 => 0.43217435054086
724 => 0.44282470483892
725 => 0.45259852315368
726 => 0.44997893105815
727 => 0.44605179010999
728 => 0.44292363318805
729 => 0.4492420367016
730 => 0.44896068813923
731 => 0.4525131573772
801 => 0.45235199685251
802 => 0.4511574350629
803 => 0.44997897371972
804 => 0.45465143973823
805 => 0.4533058445624
806 => 0.45195815930561
807 => 0.44925517020282
808 => 0.44962255131378
809 => 0.44569608844188
810 => 0.44387952705462
811 => 0.41656280233044
812 => 0.40926288088441
813 => 0.41155958477493
814 => 0.41231571932959
815 => 0.40913878416117
816 => 0.41369369310499
817 => 0.41298381537094
818 => 0.41574553436956
819 => 0.41402013223912
820 => 0.4140909433444
821 => 0.41916498311549
822 => 0.42063799844754
823 => 0.41988881096097
824 => 0.42041351619592
825 => 0.43250512687117
826 => 0.43078608650109
827 => 0.42987288056623
828 => 0.43012584485115
829 => 0.43321551062573
830 => 0.43408044835311
831 => 0.43041564642408
901 => 0.43214398819978
902 => 0.43950304812147
903 => 0.44207830260735
904 => 0.45029727873397
905 => 0.44680571159473
906 => 0.4532146341903
907 => 0.47291347728635
908 => 0.48865027620774
909 => 0.47417806556891
910 => 0.50307669271878
911 => 0.52557841921681
912 => 0.52471476547523
913 => 0.52079106898598
914 => 0.49517345160733
915 => 0.47159973815833
916 => 0.49132015045116
917 => 0.49137042183764
918 => 0.48967642093252
919 => 0.47915512679877
920 => 0.48931030270289
921 => 0.49011638368798
922 => 0.48966519269056
923 => 0.4815985411467
924 => 0.46928225520562
925 => 0.47168882799749
926 => 0.47563084332331
927 => 0.46816778592098
928 => 0.46578288687834
929 => 0.47021686794421
930 => 0.48450407879511
1001 => 0.48180316434392
1002 => 0.48173263255235
1003 => 0.49328828994049
1004 => 0.48501693311753
1005 => 0.47171918258731
1006 => 0.46836132520264
1007 => 0.45644319361086
1008 => 0.46467508955223
1009 => 0.4649713408322
1010 => 0.46046281555305
1011 => 0.47208502456581
1012 => 0.47197792386371
1013 => 0.4830114815838
1014 => 0.50410349992958
1015 => 0.49786555222954
1016 => 0.49061149774118
1017 => 0.49140021459718
1018 => 0.5000504917884
1019 => 0.49482033673197
1020 => 0.4967011369562
1021 => 0.500047644972
1022 => 0.50206667634706
1023 => 0.49110970705344
1024 => 0.48855511337867
1025 => 0.48332931126063
1026 => 0.48196599703225
1027 => 0.48622230381746
1028 => 0.48510091735709
1029 => 0.46494644205926
1030 => 0.4628401872522
1031 => 0.46290478308009
1101 => 0.45760850522077
1102 => 0.44953041023297
1103 => 0.47075916154291
1104 => 0.46905419571654
1105 => 0.4671720453981
1106 => 0.46740259807271
1107 => 0.47661727950722
1108 => 0.47127229892264
1109 => 0.48548280583184
1110 => 0.48256155281824
1111 => 0.47956538068775
1112 => 0.47915121843368
1113 => 0.47799794778483
1114 => 0.47404295361683
1115 => 0.46926706050066
1116 => 0.46611360218459
1117 => 0.4299651593435
1118 => 0.43667410006899
1119 => 0.44439212483447
1120 => 0.44705635605547
1121 => 0.44249900419276
1122 => 0.47422290564576
1123 => 0.48001916814034
1124 => 0.4624619109634
1125 => 0.45917766500368
1126 => 0.47443822026411
1127 => 0.46523423991506
1128 => 0.46937879170267
1129 => 0.46042053768648
1130 => 0.47862301823977
1201 => 0.47848434583545
1202 => 0.47140316977855
1203 => 0.47738813129204
1204 => 0.4763480969464
1205 => 0.46835346661833
1206 => 0.47887646228094
1207 => 0.4788816815555
1208 => 0.47206620355878
1209 => 0.46410721735859
1210 => 0.46268433860886
1211 => 0.4616123906078
1212 => 0.46911515820602
1213 => 0.47584211617403
1214 => 0.48835931719821
1215 => 0.49150643893704
1216 => 0.50378986459949
1217 => 0.49647568268664
1218 => 0.49971796479409
1219 => 0.50323792067054
1220 => 0.5049255169598
1221 => 0.50217566936786
1222 => 0.52125688548134
1223 => 0.52286792475468
1224 => 0.52340809228759
1225 => 0.51697401357337
1226 => 0.52268898138647
1227 => 0.52001513720656
1228 => 0.52697173694737
1229 => 0.52806262061306
1230 => 0.52713868095754
1231 => 0.52748494465145
]
'min_raw' => 0.23654167248535
'max_raw' => 0.52806262061306
'avg_raw' => 0.3823021465492
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.236541'
'max' => '$0.528062'
'avg' => '$0.3823021'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.036474245957651
'max_diff' => -0.05039114637152
'year' => 2031
]
6 => [
'items' => [
101 => 0.51120249285578
102 => 0.5103581618334
103 => 0.49884564843223
104 => 0.50353708273941
105 => 0.49476667116844
106 => 0.49754785902284
107 => 0.49877378012893
108 => 0.49813342851352
109 => 0.50380232939616
110 => 0.49898260556598
111 => 0.48626256194216
112 => 0.47353905275096
113 => 0.47337931945741
114 => 0.47002944407596
115 => 0.46760809773545
116 => 0.46807453494251
117 => 0.46971832049855
118 => 0.4675125579307
119 => 0.46798326920955
120 => 0.47580021277133
121 => 0.47736784505475
122 => 0.4720404180422
123 => 0.45065002984278
124 => 0.44540077492492
125 => 0.44917383526263
126 => 0.44737055543741
127 => 0.36106295407826
128 => 0.38133964479884
129 => 0.36929192370403
130 => 0.37484406787351
131 => 0.36254646437796
201 => 0.36841552533866
202 => 0.36733172408301
203 => 0.39993604273081
204 => 0.3994269711409
205 => 0.39967063677152
206 => 0.38803984135453
207 => 0.40656801426431
208 => 0.41569565849121
209 => 0.4140063744692
210 => 0.41443153086334
211 => 0.40712593540139
212 => 0.39974137090483
213 => 0.39155075240182
214 => 0.40676790918938
215 => 0.40507602112013
216 => 0.40895660362887
217 => 0.41882601755043
218 => 0.42027932624064
219 => 0.42223258785828
220 => 0.42153248261099
221 => 0.4382118299485
222 => 0.43619185093205
223 => 0.44105941917407
224 => 0.43104646199694
225 => 0.41971585051241
226 => 0.42186942933002
227 => 0.4216620223719
228 => 0.41902149374436
229 => 0.41663774256544
301 => 0.41266946847026
302 => 0.42522567490147
303 => 0.42471591585069
304 => 0.43296832235277
305 => 0.43150962934393
306 => 0.42176812042815
307 => 0.42211604032483
308 => 0.42445596883465
309 => 0.43255448812395
310 => 0.43495868003825
311 => 0.43384496255306
312 => 0.43648104923157
313 => 0.43856450466034
314 => 0.43674269915598
315 => 0.46253562325001
316 => 0.45182460288978
317 => 0.45704507968655
318 => 0.45829013264175
319 => 0.45510095567766
320 => 0.4557925739653
321 => 0.45684018721639
322 => 0.46320108973325
323 => 0.47989393847948
324 => 0.48728708755712
325 => 0.50952974132874
326 => 0.48667318944382
327 => 0.48531697624478
328 => 0.48932354985285
329 => 0.50238234224081
330 => 0.51296526692125
331 => 0.51647623358133
401 => 0.5169402657852
402 => 0.52352707264415
403 => 0.52730250749903
404 => 0.52272726104126
405 => 0.51885021871657
406 => 0.50496313434574
407 => 0.50657060217494
408 => 0.51764446146897
409 => 0.53328693996885
410 => 0.54670981384425
411 => 0.54200959124747
412 => 0.57786897182086
413 => 0.58142428293228
414 => 0.58093305389365
415 => 0.58903258170669
416 => 0.57295666843796
417 => 0.56608390405942
418 => 0.51968847927346
419 => 0.53272370119353
420 => 0.5516711617861
421 => 0.54916339432734
422 => 0.53540324197795
423 => 0.54669937553479
424 => 0.54296452051814
425 => 0.54001868540723
426 => 0.55351412712853
427 => 0.53867533459377
428 => 0.55152313347948
429 => 0.5350456985151
430 => 0.54203106146837
501 => 0.53806583161211
502 => 0.5406318212894
503 => 0.52563109806771
504 => 0.53372512419616
505 => 0.52529435997007
506 => 0.52529036269011
507 => 0.52510425310255
508 => 0.53502300982681
509 => 0.53534646012749
510 => 0.52801648392185
511 => 0.52696011983487
512 => 0.53086605152727
513 => 0.5262932284806
514 => 0.52843282360313
515 => 0.52635803463722
516 => 0.52589095593926
517 => 0.52216919340696
518 => 0.52056575577605
519 => 0.52119450498663
520 => 0.5190482597885
521 => 0.51775506942354
522 => 0.52484700498983
523 => 0.52105806990463
524 => 0.52426629634704
525 => 0.52061011740545
526 => 0.50793620827257
527 => 0.50064730910609
528 => 0.47670746962606
529 => 0.48349677840532
530 => 0.48799809715001
531 => 0.48651041133174
601 => 0.48970653612737
602 => 0.48990275223197
603 => 0.48886365948028
604 => 0.48766052318984
605 => 0.48707490298127
606 => 0.49143963622635
607 => 0.49397351078528
608 => 0.48844986470592
609 => 0.48715575171354
610 => 0.49274046286864
611 => 0.49614713344706
612 => 0.52130007495531
613 => 0.51943666380545
614 => 0.52411346011563
615 => 0.52358692462239
616 => 0.52848895222754
617 => 0.53650169561052
618 => 0.52020954791463
619 => 0.52303730141456
620 => 0.52234400155874
621 => 0.52991326759157
622 => 0.52993689801391
623 => 0.52539874491435
624 => 0.52785895133275
625 => 0.52648573160223
626 => 0.52896732525705
627 => 0.51941177681347
628 => 0.53104940336004
629 => 0.53764718769986
630 => 0.53773879794181
701 => 0.54086609535563
702 => 0.54404361064892
703 => 0.55014257455114
704 => 0.54387351385591
705 => 0.53259608394595
706 => 0.53341027795957
707 => 0.52679832492961
708 => 0.52690947305459
709 => 0.52631615565261
710 => 0.52809674583881
711 => 0.51980251622807
712 => 0.52174915533944
713 => 0.51902384918402
714 => 0.52303137713122
715 => 0.51871993952813
716 => 0.52234366722856
717 => 0.52390754797559
718 => 0.52967830160007
719 => 0.51786759452574
720 => 0.4937847632866
721 => 0.49884726638917
722 => 0.49135942664943
723 => 0.49205245472556
724 => 0.49345248173394
725 => 0.48891453613944
726 => 0.48978023315177
727 => 0.48974930436267
728 => 0.48948277676732
729 => 0.48830228185442
730 => 0.48659033067691
731 => 0.49341021725733
801 => 0.49456904888155
802 => 0.49714498803333
803 => 0.50480923567283
804 => 0.50404339659824
805 => 0.50529251190326
806 => 0.50256570020589
807 => 0.49217894369951
808 => 0.49274299455
809 => 0.4857092714061
810 => 0.49696511991858
811 => 0.49429958642088
812 => 0.4925810996346
813 => 0.49211219459329
814 => 0.49979544042025
815 => 0.5020943879918
816 => 0.50066183814184
817 => 0.49772363660543
818 => 0.50336585215665
819 => 0.5048754710122
820 => 0.50521341900135
821 => 0.51521034317061
822 => 0.50577213601044
823 => 0.5080440062816
824 => 0.52576848960325
825 => 0.50969482904202
826 => 0.51820940552671
827 => 0.5177926613155
828 => 0.52214843052751
829 => 0.51743536110474
830 => 0.5174937852488
831 => 0.52136141322369
901 => 0.51593002726333
902 => 0.51458513971779
903 => 0.5127271872059
904 => 0.51678395854379
905 => 0.51921580948887
906 => 0.53881474210849
907 => 0.55147654640068
908 => 0.55092686408322
909 => 0.5559499315026
910 => 0.55368699362414
911 => 0.54637937028177
912 => 0.55885259225747
913 => 0.55490554292258
914 => 0.55523093287409
915 => 0.55521882184384
916 => 0.5578432645945
917 => 0.55598360637901
918 => 0.55231802914629
919 => 0.5547514103787
920 => 0.56197768268924
921 => 0.58440825367029
922 => 0.59696069835683
923 => 0.58365258073885
924 => 0.59283234206894
925 => 0.58732775635429
926 => 0.5863274093827
927 => 0.59209297787702
928 => 0.59786863823577
929 => 0.59750075363978
930 => 0.59330792080278
1001 => 0.59093949592235
1002 => 0.6088740025975
1003 => 0.62208784160941
1004 => 0.6211867463755
1005 => 0.62516388768611
1006 => 0.63684089758243
1007 => 0.63790849702629
1008 => 0.63777400403486
1009 => 0.63512784742075
1010 => 0.64662538011502
1011 => 0.65621682416842
1012 => 0.6345153386194
1013 => 0.64277898022317
1014 => 0.646488795177
1015 => 0.65193590418172
1016 => 0.66112609011416
1017 => 0.67110906961322
1018 => 0.67252077237219
1019 => 0.6715191017085
1020 => 0.66493505837198
1021 => 0.67585855366157
1022 => 0.68225728101472
1023 => 0.68606757672125
1024 => 0.69572985266026
1025 => 0.64651170573118
1026 => 0.61167265503415
1027 => 0.60623203418582
1028 => 0.61729575062275
1029 => 0.62021316441569
1030 => 0.61903715857388
1031 => 0.57982263958646
1101 => 0.60602557785899
1102 => 0.63421773623459
1103 => 0.63530071185398
1104 => 0.64941429580704
1105 => 0.65401025727751
1106 => 0.66537354226946
1107 => 0.66466276569932
1108 => 0.66742954476551
1109 => 0.66679351017213
1110 => 0.68784160279776
1111 => 0.71106077463583
1112 => 0.71025676854752
1113 => 0.70691873787903
1114 => 0.71187628264055
1115 => 0.73584095629511
1116 => 0.73363467317107
1117 => 0.73577788929533
1118 => 0.76403359012388
1119 => 0.80077002052757
1120 => 0.78370226032775
1121 => 0.82073438884567
1122 => 0.84404415075891
1123 => 0.88435597371351
1124 => 0.87930873493968
1125 => 0.89500183179408
1126 => 0.87027312414401
1127 => 0.81349101288306
1128 => 0.80450502642282
1129 => 0.82249519887763
1130 => 0.86672228240243
1201 => 0.82110233062661
1202 => 0.83033118745531
1203 => 0.82767327606778
1204 => 0.82753164726534
1205 => 0.83293704260869
1206 => 0.82509623473669
1207 => 0.79315137293178
1208 => 0.80779151484472
1209 => 0.80213825297477
1210 => 0.80841096849807
1211 => 0.84226222711263
1212 => 0.82729577876592
1213 => 0.81152984120819
1214 => 0.8313038256472
1215 => 0.85648290291632
1216 => 0.85490724151197
1217 => 0.85184979981216
1218 => 0.86908443859155
1219 => 0.89755101257976
1220 => 0.90524541314081
1221 => 0.91092526232989
1222 => 0.91170841757122
1223 => 0.91977540328524
1224 => 0.87639718795879
1225 => 0.94523952971345
1226 => 0.95712670040316
1227 => 0.95489240498624
1228 => 0.96810449491925
1229 => 0.96421716290259
1230 => 0.95858502871415
1231 => 0.97952900155009
]
'min_raw' => 0.36106295407826
'max_raw' => 0.97952900155009
'avg_raw' => 0.67029597781417
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.361062'
'max' => '$0.979529'
'avg' => '$0.670295'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.12452128159291
'max_diff' => 0.45146638093703
'year' => 2032
]
7 => [
'items' => [
101 => 0.95551842678514
102 => 0.9214384387536
103 => 0.90274148329377
104 => 0.92736314248365
105 => 0.94239873057343
106 => 0.95233629785776
107 => 0.95534339971356
108 => 0.87976451533264
109 => 0.83903168844842
110 => 0.8651409634784
111 => 0.89699608098087
112 => 0.87622023117266
113 => 0.87703460515126
114 => 0.84741370312203
115 => 0.89961687354615
116 => 0.89201131071313
117 => 0.93146898414486
118 => 0.92205209371276
119 => 0.95422829465828
120 => 0.9457552226074
121 => 0.98092647096751
122 => 0.99495723416189
123 => 1.0185170692792
124 => 1.0358477798972
125 => 1.0460247046558
126 => 1.045413720266
127 => 1.0857397662833
128 => 1.0619609058316
129 => 1.0320890528572
130 => 1.0315487652814
131 => 1.0470198212243
201 => 1.0794429102036
202 => 1.0878497454392
203 => 1.0925480194544
204 => 1.0853524492521
205 => 1.0595422004781
206 => 1.0483974659184
207 => 1.0578931026573
208 => 1.046280754895
209 => 1.066326924982
210 => 1.0938545981424
211 => 1.088170242491
212 => 1.1071721911875
213 => 1.126837209025
214 => 1.1549590677438
215 => 1.1623111629623
216 => 1.1744638967834
217 => 1.1869730518504
218 => 1.1909906553267
219 => 1.1986615069522
220 => 1.1986210777777
221 => 1.2217377054589
222 => 1.2472360616536
223 => 1.2568611008288
224 => 1.2789933476845
225 => 1.2410926505506
226 => 1.2698407646985
227 => 1.2957722832718
228 => 1.2648556577976
301 => 1.3074670233639
302 => 1.3091215261294
303 => 1.3341025535724
304 => 1.3087794964731
305 => 1.2937427460017
306 => 1.3371532811931
307 => 1.3581582717532
308 => 1.3518313976522
309 => 1.3036835733474
310 => 1.2756594744447
311 => 1.2023150021713
312 => 1.2891946978246
313 => 1.3315112632618
314 => 1.3035739836659
315 => 1.3176639224796
316 => 1.394534059969
317 => 1.4238012313521
318 => 1.4177138642974
319 => 1.418742529123
320 => 1.4345345635647
321 => 1.504565141111
322 => 1.4626011957491
323 => 1.4946810596192
324 => 1.5116961037434
325 => 1.5275006249846
326 => 1.4886897158864
327 => 1.4381972933951
328 => 1.4222042236645
329 => 1.3007961717937
330 => 1.2944763554454
331 => 1.290928851019
401 => 1.2685623374154
402 => 1.2509883844266
403 => 1.2370129245309
404 => 1.2003371443389
405 => 1.2127141435249
406 => 1.1542606047291
407 => 1.1916571073844
408 => 1.0983638480563
409 => 1.1760612466489
410 => 1.1337740850622
411 => 1.1621687767581
412 => 1.1620697103537
413 => 1.1097860803963
414 => 1.0796299737684
415 => 1.0988466186049
416 => 1.1194483872889
417 => 1.1227909549452
418 => 1.1495016858051
419 => 1.1569560766428
420 => 1.1343689243922
421 => 1.0964305526208
422 => 1.1052427711012
423 => 1.0794513944422
424 => 1.0342529988982
425 => 1.0667152756661
426 => 1.0777993242203
427 => 1.0826946715061
428 => 1.0382472405594
429 => 1.0242808927553
430 => 1.0168453263734
501 => 1.0906929474325
502 => 1.0947384868157
503 => 1.0740409353497
504 => 1.1675958305986
505 => 1.1464214764744
506 => 1.1700784178739
507 => 1.1044431546394
508 => 1.1069505100845
509 => 1.0758777246176
510 => 1.0932764081948
511 => 1.0809795794282
512 => 1.0918707664989
513 => 1.0983988991231
514 => 1.1294665858517
515 => 1.1764159897266
516 => 1.1248261094705
517 => 1.1023476598622
518 => 1.1162931635756
519 => 1.1534318776813
520 => 1.2096989306473
521 => 1.1763877028115
522 => 1.1911706600637
523 => 1.1944000785753
524 => 1.1698376124178
525 => 1.2106045838101
526 => 1.2324519349695
527 => 1.2548627965867
528 => 1.2743215197909
529 => 1.2459114056314
530 => 1.2763143002119
531 => 1.2518149340134
601 => 1.2298364698353
602 => 1.2298698020932
603 => 1.2160823904602
604 => 1.1893675430956
605 => 1.1844409153623
606 => 1.2100698549955
607 => 1.2306218375118
608 => 1.2323145972292
609 => 1.2436932307491
610 => 1.250426988857
611 => 1.3164269724145
612 => 1.3429727117818
613 => 1.3754323393951
614 => 1.3880771936748
615 => 1.4261336716256
616 => 1.3953999748843
617 => 1.3887505462703
618 => 1.2964379789407
619 => 1.3115541566695
620 => 1.3357566157075
621 => 1.2968370685759
622 => 1.321522563186
623 => 1.3263960027323
624 => 1.2955145972571
625 => 1.3120096902282
626 => 1.2682036137513
627 => 1.1773708424856
628 => 1.2107057066504
629 => 1.2352513870697
630 => 1.2002216746509
701 => 1.2630110783245
702 => 1.2263308049348
703 => 1.2147049192338
704 => 1.169348194187
705 => 1.1907548224687
706 => 1.219707593733
707 => 1.2018181472126
708 => 1.2389414348563
709 => 1.2915179105791
710 => 1.3289870381624
711 => 1.3318634525223
712 => 1.3077733137228
713 => 1.3463779148902
714 => 1.3466591072641
715 => 1.3031129594428
716 => 1.2764411863683
717 => 1.2703813034079
718 => 1.2855200791531
719 => 1.3039013476799
720 => 1.3328834849984
721 => 1.3503967835914
722 => 1.396062177986
723 => 1.4084179243797
724 => 1.4219931436382
725 => 1.4401338230101
726 => 1.4619163597707
727 => 1.4142574094189
728 => 1.4161509883638
729 => 1.3717716336792
730 => 1.3243459285555
731 => 1.3603361270468
801 => 1.4073885239987
802 => 1.3965946521497
803 => 1.3953801210678
804 => 1.3974226254646
805 => 1.3892843985853
806 => 1.3524755000271
807 => 1.3339903016071
808 => 1.357840923646
809 => 1.3705164677906
810 => 1.3901751313353
811 => 1.3877517861094
812 => 1.4383903922142
813 => 1.4580670233146
814 => 1.4530328990686
815 => 1.4539592990828
816 => 1.4895828998116
817 => 1.5292036703743
818 => 1.5663137504274
819 => 1.6040637177725
820 => 1.5585546587317
821 => 1.5354479651593
822 => 1.5592881747628
823 => 1.546638223972
824 => 1.6193285934352
825 => 1.6243615169028
826 => 1.697046630025
827 => 1.7660334575602
828 => 1.7227040672128
829 => 1.7635617307118
830 => 1.8077526249603
831 => 1.8930040296797
901 => 1.8642943557507
902 => 1.8423031954591
903 => 1.8215216552441
904 => 1.864764741455
905 => 1.9203962810402
906 => 1.9323787818346
907 => 1.9517950107891
908 => 1.9313812201469
909 => 1.9559673824701
910 => 2.0427673391781
911 => 2.0193132246712
912 => 1.9860046116344
913 => 2.0545248410989
914 => 2.0793220457764
915 => 2.2533618146005
916 => 2.4730942119651
917 => 2.3821235566154
918 => 2.3256551352352
919 => 2.3389265537084
920 => 2.4191653868149
921 => 2.4449355533554
922 => 2.3748833571891
923 => 2.3996269771519
924 => 2.5359667558859
925 => 2.6091086728729
926 => 2.5097721253345
927 => 2.2357065304209
928 => 1.9830055354678
929 => 2.0500332186035
930 => 2.0424343594471
1001 => 2.1889144429629
1002 => 2.018753851797
1003 => 2.0216189197511
1004 => 2.171128056269
1005 => 2.1312415818815
1006 => 2.0666306016475
1007 => 1.9834772671263
1008 => 1.8297606375115
1009 => 1.6936095319562
1010 => 1.960633203677
1011 => 1.9491186574014
1012 => 1.9324438880341
1013 => 1.9695517828625
1014 => 2.1497371868894
1015 => 2.1455833301233
1016 => 2.119158612694
1017 => 2.1392015279674
1018 => 2.063116981694
1019 => 2.0827257016815
1020 => 1.9829655063391
1021 => 2.0280612809877
1022 => 2.0664919755021
1023 => 2.0742075064021
1024 => 2.0915909914844
1025 => 1.9430510147391
1026 => 2.0097411033932
1027 => 2.0489152824612
1028 => 1.8719249162632
1029 => 2.0454167519888
1030 => 1.9404652642156
1031 => 1.9048431529469
1101 => 1.9528036329139
1102 => 1.9341133872277
1103 => 1.9180446115147
1104 => 1.9090779585703
1105 => 1.944294841853
1106 => 1.9426519321546
1107 => 1.8850302758015
1108 => 1.8098651740482
1109 => 1.835093049407
1110 => 1.8259275257765
1111 => 1.7927104857637
1112 => 1.8150947600916
1113 => 1.7165257443735
1114 => 1.546942876002
1115 => 1.6589745133119
1116 => 1.6546614171425
1117 => 1.6524865584705
1118 => 1.7366752375819
1119 => 1.7285824386486
1120 => 1.7138939293398
1121 => 1.7924407197714
1122 => 1.7637700846605
1123 => 1.8521262264212
1124 => 1.9103232959017
1125 => 1.8955626366035
1126 => 1.9502972617408
1127 => 1.8356742487021
1128 => 1.8737474157565
1129 => 1.8815942427192
1130 => 1.79147146457
1201 => 1.7299065206394
1202 => 1.725800840771
1203 => 1.6190557121673
1204 => 1.6760780982509
1205 => 1.7262554382577
1206 => 1.7022243863133
1207 => 1.694616873175
1208 => 1.7334820079304
1209 => 1.7365021617583
1210 => 1.6676423344213
1211 => 1.6819604730318
1212 => 1.74166949123
1213 => 1.6804559589708
1214 => 1.5615280649648
1215 => 1.5320323029445
1216 => 1.5280970245762
1217 => 1.4481021786389
1218 => 1.5340033508022
1219 => 1.4965051871446
1220 => 1.6149614368419
1221 => 1.5472998623084
1222 => 1.5443831070637
1223 => 1.5399740037165
1224 => 1.4711191352727
1225 => 1.4861939755067
1226 => 1.5363050404076
1227 => 1.5541852329057
1228 => 1.5523201823401
1229 => 1.5360594688516
1230 => 1.5435035402183
1231 => 1.5195235926597
]
'min_raw' => 0.83903168844842
'max_raw' => 2.6091086728729
'avg_raw' => 1.7240701806606
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.839031'
'max' => '$2.60'
'avg' => '$1.72'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.47796873437017
'max_diff' => 1.6295796713228
'year' => 2033
]
8 => [
'items' => [
101 => 1.5110557740773
102 => 1.4843290093743
103 => 1.445048048718
104 => 1.4505103072214
105 => 1.3726844457389
106 => 1.3302807858721
107 => 1.3185440116923
108 => 1.3028491067454
109 => 1.3203167929686
110 => 1.3724639748516
111 => 1.3095634098589
112 => 1.2017248031404
113 => 1.2082060871522
114 => 1.2227676080163
115 => 1.1956323102202
116 => 1.1699510281491
117 => 1.1922788193217
118 => 1.1465861800438
119 => 1.2282893451739
120 => 1.2260795035276
121 => 1.2565333909982
122 => 1.2755768318103
123 => 1.2316878661256
124 => 1.2206499099443
125 => 1.2269376314323
126 => 1.1230156013082
127 => 1.2480407440273
128 => 1.2491219666533
129 => 1.2398638821001
130 => 1.3064359108798
131 => 1.4469236559414
201 => 1.3940665151428
202 => 1.37359863261
203 => 1.3346891729533
204 => 1.3865337177307
205 => 1.3825528655927
206 => 1.3645499425312
207 => 1.3536617184911
208 => 1.3737236051362
209 => 1.3511758287207
210 => 1.347125628505
211 => 1.3225858218593
212 => 1.3138262273768
213 => 1.3073409723515
214 => 1.3002013437966
215 => 1.3159495853041
216 => 1.2802619981944
217 => 1.2372262666375
218 => 1.2336483112116
219 => 1.2435273607196
220 => 1.239156616721
221 => 1.2336273857709
222 => 1.2230705780907
223 => 1.2199385987624
224 => 1.2301160121588
225 => 1.2186263058144
226 => 1.2355799934023
227 => 1.2309695284687
228 => 1.2052158461326
301 => 1.1731172227074
302 => 1.1728314776297
303 => 1.1659158818651
304 => 1.157107830892
305 => 1.1546576326122
306 => 1.1903984350264
307 => 1.2643808263916
308 => 1.249856312718
309 => 1.2603517623792
310 => 1.311978986984
311 => 1.328389729201
312 => 1.3167417730851
313 => 1.300797332339
314 => 1.3014988068124
315 => 1.3559857875524
316 => 1.359384073706
317 => 1.3679704464876
318 => 1.3790063620207
319 => 1.318621237221
320 => 1.2986546728647
321 => 1.2891934069698
322 => 1.2600563699844
323 => 1.2914781663524
324 => 1.2731700312242
325 => 1.275640424148
326 => 1.2740315775156
327 => 1.2749101165666
328 => 1.2282665074741
329 => 1.2452609871115
330 => 1.2170043685808
331 => 1.1791719283225
401 => 1.179045100717
402 => 1.188304536873
403 => 1.1827966619256
404 => 1.1679751120626
405 => 1.1700804432649
406 => 1.1516355265992
407 => 1.1723199901042
408 => 1.1729131465049
409 => 1.1649485013652
410 => 1.1968157713004
411 => 1.2098718177941
412 => 1.2046293177439
413 => 1.2095039900152
414 => 1.2504598718354
415 => 1.2571374676025
416 => 1.2601032145451
417 => 1.2561295065283
418 => 1.2102525883511
419 => 1.2122874247559
420 => 1.1973571453521
421 => 1.18474263257
422 => 1.1852471469269
423 => 1.1917326462688
424 => 1.2200552022643
425 => 1.2796583516512
426 => 1.2819202476011
427 => 1.2846617314765
428 => 1.2735107387957
429 => 1.2701474927026
430 => 1.2745844824269
501 => 1.2969682915519
502 => 1.3545455257662
503 => 1.3341938857407
504 => 1.3176476856078
505 => 1.3321631639479
506 => 1.3299286198335
507 => 1.3110668187425
508 => 1.310537430807
509 => 1.2743356040307
510 => 1.2609526129472
511 => 1.2497687838984
512 => 1.2375563345382
513 => 1.2303163851925
514 => 1.2414402378857
515 => 1.2439843946101
516 => 1.219661896285
517 => 1.216346829638
518 => 1.2362091068079
519 => 1.2274684591657
520 => 1.2364584320233
521 => 1.2385441828408
522 => 1.2382083289203
523 => 1.2290820889249
524 => 1.2348988821496
525 => 1.2211404321037
526 => 1.2061801841312
527 => 1.1966364779811
528 => 1.1883083285763
529 => 1.192929269901
530 => 1.176456457829
531 => 1.1711864737149
601 => 1.232928283487
602 => 1.278537622202
603 => 1.2778744443538
604 => 1.2738375197584
605 => 1.2678394686699
606 => 1.2965294967552
607 => 1.2865344646455
608 => 1.2938066856182
609 => 1.2956577710699
610 => 1.3012604492209
611 => 1.3032629250935
612 => 1.2972100521977
613 => 1.2768958714636
614 => 1.2262748644883
615 => 1.2027106490926
616 => 1.1949340655189
617 => 1.195216729562
618 => 1.1874195933863
619 => 1.1897161994332
620 => 1.1866209275271
621 => 1.1807592313636
622 => 1.1925673266807
623 => 1.193928099666
624 => 1.1911719491227
625 => 1.1918211223498
626 => 1.1690013730191
627 => 1.1707363089988
628 => 1.1610759649987
629 => 1.1592647669559
630 => 1.134844258546
701 => 1.0915797880886
702 => 1.1155525045058
703 => 1.0865968341479
704 => 1.0756308830334
705 => 1.1275419900543
706 => 1.1223315546993
707 => 1.1134135542935
708 => 1.1002219730192
709 => 1.0953290872051
710 => 1.065601461898
711 => 1.0638449952042
712 => 1.0785788090197
713 => 1.0717796609034
714 => 1.0622310819094
715 => 1.0276470967168
716 => 0.98876324699635
717 => 0.98993690600424
718 => 1.0023051351406
719 => 1.0382674294374
720 => 1.0242163389016
721 => 1.0140221115002
722 => 1.0121130391453
723 => 1.0360090765809
724 => 1.069826975927
725 => 1.0856935776673
726 => 1.0699702572185
727 => 1.0519081532906
728 => 1.053007509865
729 => 1.0603210366338
730 => 1.0610895848895
731 => 1.0493330120467
801 => 1.0526424184374
802 => 1.0476151275115
803 => 1.0167626523785
804 => 1.0162046289376
805 => 1.0086329339766
806 => 1.0084036660623
807 => 0.99552232408583
808 => 0.99372013529881
809 => 0.9681434489629
810 => 0.98497810136254
811 => 0.97368630039178
812 => 0.95666689286228
813 => 0.9537327405892
814 => 0.95364453642878
815 => 0.97111966249168
816 => 0.98477389433997
817 => 0.97388272610411
818 => 0.97140301821323
819 => 0.99787981104297
820 => 0.99451039781406
821 => 0.99159250768821
822 => 1.0667989539585
823 => 1.0072671833034
824 => 0.98130793334307
825 => 0.94917843198932
826 => 0.95963995964111
827 => 0.96184435722916
828 => 0.8845786982513
829 => 0.8532320300268
830 => 0.84247503476643
831 => 0.83628423191249
901 => 0.83910545851224
902 => 0.81088978051273
903 => 0.82985118277264
904 => 0.80541879063696
905 => 0.80132262058553
906 => 0.84501076431673
907 => 0.85108971429449
908 => 0.82515502510763
909 => 0.84180929401038
910 => 0.83577022459459
911 => 0.80583761387491
912 => 0.8046944083148
913 => 0.7896752764378
914 => 0.76617324332731
915 => 0.75543218355207
916 => 0.74983814636297
917 => 0.75214635513281
918 => 0.75097925414643
919 => 0.74336313075276
920 => 0.75141580142424
921 => 0.73084455545187
922 => 0.72265291955187
923 => 0.71895294766036
924 => 0.70069478282314
925 => 0.72975164252191
926 => 0.73547620993124
927 => 0.74121205650678
928 => 0.79113868491805
929 => 0.78864449165381
930 => 0.81119078404115
1001 => 0.81031467657895
1002 => 0.80388410876436
1003 => 0.77675460093166
1004 => 0.78756793921679
1005 => 0.75428616474103
1006 => 0.77922313311895
1007 => 0.76784294214396
1008 => 0.77537547910287
1009 => 0.76183129846928
1010 => 0.76932720725742
1011 => 0.73683371723145
1012 => 0.70649175344093
1013 => 0.71870224540737
1014 => 0.73197644661403
1015 => 0.76075829703363
1016 => 0.74361606436883
1017 => 0.74978105945467
1018 => 0.7291293579248
1019 => 0.68651899880178
1020 => 0.68676016880695
1021 => 0.680205493373
1022 => 0.67454129679979
1023 => 0.74558505600124
1024 => 0.73674964150891
1025 => 0.72267156486584
1026 => 0.74151562989312
1027 => 0.74649829978186
1028 => 0.74664014938878
1029 => 0.76038829279697
1030 => 0.76772567939841
1031 => 0.76901892558897
1101 => 0.79065192629005
1102 => 0.79790302277887
1103 => 0.82776926300275
1104 => 0.76710315340874
1105 => 0.7658537748041
1106 => 0.7417808045324
1107 => 0.72651334620749
1108 => 0.74282618046579
1109 => 0.7572771246947
1110 => 0.74222983565145
1111 => 0.74419469393489
1112 => 0.723994937803
1113 => 0.73121540013328
1114 => 0.73743463499344
1115 => 0.73400073905339
1116 => 0.72886003062869
1117 => 0.75609231206433
1118 => 0.75455576002156
1119 => 0.77991508656187
1120 => 0.79968449506287
1121 => 0.83511480930116
1122 => 0.79814142936946
1123 => 0.79679397244887
1124 => 0.80996557998649
1125 => 0.79790100627438
1126 => 0.8055254004055
1127 => 0.83388640153396
1128 => 0.83448562479713
1129 => 0.82444786308356
1130 => 0.82383706437106
1201 => 0.82576492630923
1202 => 0.83705647389677
1203 => 0.83311086021547
1204 => 0.83767682425819
1205 => 0.84338663221012
1206 => 0.86700481880773
1207 => 0.87269908363743
1208 => 0.85886497223909
1209 => 0.86011403760439
1210 => 0.85493970018656
1211 => 0.8499413550752
1212 => 0.86117690493586
1213 => 0.88171009314149
1214 => 0.88158235724334
1215 => 0.8863456577989
1216 => 0.88931315458371
1217 => 0.87657448604292
1218 => 0.86828208123669
1219 => 0.87146191689882
1220 => 0.87654654337039
1221 => 0.86981304106298
1222 => 0.82825074555994
1223 => 0.84085809100585
1224 => 0.83875961225595
1225 => 0.83577112333237
1226 => 0.84844790666794
1227 => 0.84722519999001
1228 => 0.81060038795257
1229 => 0.8129449895903
1230 => 0.81074297094373
1231 => 0.81785814368143
]
'min_raw' => 0.67454129679979
'max_raw' => 1.5110557740773
'avg_raw' => 1.0927985354385
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.674541'
'max' => '$1.51'
'avg' => '$1.09'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.16449039164863
'max_diff' => -1.0980528987956
'year' => 2034
]
9 => [
'items' => [
101 => 0.79751676359654
102 => 0.80377363510937
103 => 0.80769788626768
104 => 0.81000930034745
105 => 0.81835971295504
106 => 0.81737988841564
107 => 0.81829880568593
108 => 0.83068026315579
109 => 0.89330142623522
110 => 0.89670975797582
111 => 0.87992588594632
112 => 0.88663071177487
113 => 0.87375891236827
114 => 0.88239983754348
115 => 0.88831173909265
116 => 0.86159699278523
117 => 0.86001511888617
118 => 0.84709019298467
119 => 0.85403531605891
120 => 0.84298512587577
121 => 0.84569645602747
122 => 0.83811534055381
123 => 0.85175983902137
124 => 0.86701650844881
125 => 0.87087094565032
126 => 0.86073158081271
127 => 0.85339001245357
128 => 0.8405006368779
129 => 0.86193595571872
130 => 0.86820429617728
131 => 0.8619030307948
201 => 0.86044288992031
202 => 0.85767592560158
203 => 0.86102991448082
204 => 0.86817015744895
205 => 0.86480295072476
206 => 0.86702705008863
207 => 0.85855107679486
208 => 0.87657870307226
209 => 0.9052109121853
210 => 0.90530296941944
211 => 0.90193574454476
212 => 0.90055794867391
213 => 0.90401292573562
214 => 0.90588710906103
215 => 0.91705987134418
216 => 0.92904869041649
217 => 0.98499527789539
218 => 0.9692857000052
219 => 1.0189248406939
220 => 1.0581829561429
221 => 1.0699547484167
222 => 1.0591252534304
223 => 1.0220781360801
224 => 1.0202604277603
225 => 1.0756244619712
226 => 1.0599815864732
227 => 1.0581209162079
228 => 1.0383265282375
301 => 1.0500274631107
302 => 1.0474682970115
303 => 1.0434285281254
304 => 1.0657530967692
305 => 1.1075426963424
306 => 1.1010293953485
307 => 1.0961675182999
308 => 1.0748641883442
309 => 1.0876935512486
310 => 1.0831252608486
311 => 1.1027535355156
312 => 1.0911261804224
313 => 1.0598630763061
314 => 1.0648418286812
315 => 1.0640893002755
316 => 1.0795762815387
317 => 1.074927474174
318 => 1.0631815460269
319 => 1.1073998640342
320 => 1.104528572418
321 => 1.1085994074611
322 => 1.1103915149418
323 => 1.1373064258987
324 => 1.1483326037366
325 => 1.1508357391463
326 => 1.1613097552971
327 => 1.1505751360828
328 => 1.1935212665938
329 => 1.2220779374074
330 => 1.2552479800702
331 => 1.3037183276675
401 => 1.3219436267399
402 => 1.3186513895908
403 => 1.3554010539547
404 => 1.4214393839175
405 => 1.3319996241844
406 => 1.42617990836
407 => 1.3963635177537
408 => 1.325669392
409 => 1.3211175237305
410 => 1.3689924064665
411 => 1.4751742885884
412 => 1.4485769314218
413 => 1.4752177923365
414 => 1.4441398129669
415 => 1.4425965293454
416 => 1.4737084042458
417 => 1.5464029957707
418 => 1.5118685202533
419 => 1.4623548813982
420 => 1.4989149818112
421 => 1.4672432393559
422 => 1.3958779392414
423 => 1.448556592924
424 => 1.4133318774082
425 => 1.4236123220446
426 => 1.4976494347779
427 => 1.488741093496
428 => 1.500269312005
429 => 1.4799223080825
430 => 1.4609149979909
501 => 1.4254364422034
502 => 1.4149329909065
503 => 1.4178357669704
504 => 1.4149315524348
505 => 1.3950816265365
506 => 1.3907950369287
507 => 1.3836505331159
508 => 1.3858649135925
509 => 1.3724311562261
510 => 1.3977834319325
511 => 1.402489037707
512 => 1.4209383097618
513 => 1.4228537743896
514 => 1.474234734453
515 => 1.445934965072
516 => 1.4649208936573
517 => 1.4632226135022
518 => 1.3272015480685
519 => 1.3459440507612
520 => 1.3751015032298
521 => 1.3619661104147
522 => 1.3433957381827
523 => 1.328399166925
524 => 1.3056778279914
525 => 1.3376576762157
526 => 1.379707775953
527 => 1.4239202343122
528 => 1.4770386061157
529 => 1.4651832038951
530 => 1.4229272232997
531 => 1.4248227957212
601 => 1.4365404785506
602 => 1.4213650146227
603 => 1.4168894740501
604 => 1.4359256080025
605 => 1.436056699395
606 => 1.4185954941299
607 => 1.3991905598445
608 => 1.3991092524613
609 => 1.3956563318347
610 => 1.4447540798756
611 => 1.4717528769559
612 => 1.4748482455305
613 => 1.4715445339883
614 => 1.4728160014412
615 => 1.4571059962981
616 => 1.493014409398
617 => 1.5259675202324
618 => 1.5171353825883
619 => 1.5038947526973
620 => 1.4933479532341
621 => 1.5146508918168
622 => 1.5137023054957
623 => 1.525679703557
624 => 1.5251363395961
625 => 1.5211087911208
626 => 1.5171355264247
627 => 1.5328890718273
628 => 1.5283523037455
629 => 1.5238084888099
630 => 1.5146951723332
701 => 1.5159338233985
702 => 1.502695479689
703 => 1.4965708161436
704 => 1.4044705715432
705 => 1.3798583767237
706 => 1.3876018742413
707 => 1.3901512346839
708 => 1.3794399759571
709 => 1.3947971694748
710 => 1.3924037671323
711 => 1.4017150955532
712 => 1.3958977818068
713 => 1.3961365263921
714 => 1.4132440057384
715 => 1.4182103797731
716 => 1.4156844418555
717 => 1.4174535221889
718 => 1.4582212317898
719 => 1.4524253671625
720 => 1.4493464295951
721 => 1.4501993163431
722 => 1.4606163402157
723 => 1.4635325381516
724 => 1.4511764025796
725 => 1.4570036275453
726 => 1.4818152118645
727 => 1.4904978621621
728 => 1.5182087140036
729 => 1.5064366516202
730 => 1.5280447816079
731 => 1.5944608064355
801 => 1.6475185227072
802 => 1.5987244541209
803 => 1.6961581931944
804 => 1.7720243351029
805 => 1.7691124662148
806 => 1.7558834495576
807 => 1.6695118640005
808 => 1.5900314432431
809 => 1.6565201901236
810 => 1.6566896836129
811 => 1.6509782412899
812 => 1.6155049635447
813 => 1.6497438481172
814 => 1.6524616064372
815 => 1.6509403844882
816 => 1.6237431056125
817 => 1.5822178876665
818 => 1.5903318158558
819 => 1.6036225957496
820 => 1.5784603766636
821 => 1.570419523033
822 => 1.5853689997673
823 => 1.6335393286523
824 => 1.6244330070083
825 => 1.6241952041486
826 => 1.663155909823
827 => 1.6352684528066
828 => 1.5904341584747
829 => 1.5791129078642
830 => 1.5389300951051
831 => 1.5666845070041
901 => 1.5676833388781
902 => 1.5524825311243
903 => 1.5916676202475
904 => 1.5913065227528
905 => 1.6285069329445
906 => 1.699620145395
907 => 1.6785884692047
908 => 1.6541309180353
909 => 1.6567901319818
910 => 1.685955145475
911 => 1.6683213125445
912 => 1.6746625618138
913 => 1.6859455472348
914 => 1.6927528524801
915 => 1.6558106655155
916 => 1.6471976745849
917 => 1.6295785178901
918 => 1.6249820087856
919 => 1.6393324442777
920 => 1.6355516115339
921 => 1.5675993909268
922 => 1.5604980057907
923 => 1.5607157951344
924 => 1.5428590245574
925 => 1.5156231633114
926 => 1.587197380497
927 => 1.5814489691765
928 => 1.5751031679703
929 => 1.5758804924094
930 => 1.6069484342144
1001 => 1.5889274589989
1002 => 1.6368391751891
1003 => 1.6269899666984
1004 => 1.6168881631744
1005 => 1.6154917862189
1006 => 1.6116034537076
1007 => 1.5982689147413
1008 => 1.5821666576579
1009 => 1.5715345527778
1010 => 1.4496575539354
1011 => 1.4722772159947
1012 => 1.4982990753468
1013 => 1.5072817169191
1014 => 1.4919162869298
1015 => 1.5988756355706
1016 => 1.6184181392532
1017 => 1.5592226208726
1018 => 1.5481495563207
1019 => 1.5996015838392
1020 => 1.568569721491
1021 => 1.5825433672063
1022 => 1.5523399883454
1023 => 1.6137109223874
1024 => 1.6132433786944
1025 => 1.5893686992267
1026 => 1.6095474148261
1027 => 1.6060408664169
1028 => 1.5790864120985
1029 => 1.6145654266671
1030 => 1.6145830238157
1031 => 1.5916041639083
1101 => 1.5647698862556
1102 => 1.5599725512087
1103 => 1.5563584036821
1104 => 1.581654508466
1105 => 1.6043349169164
1106 => 1.6465375340925
1107 => 1.65714827476
1108 => 1.6985627019823
1109 => 1.6739024270033
1110 => 1.6848340074974
1111 => 1.6967017844903
1112 => 1.7023916332038
1113 => 1.6931203300593
1114 => 1.7574539823939
1115 => 1.7628857137831
1116 => 1.7647069263336
1117 => 1.7430139807356
1118 => 1.7622823937238
1119 => 1.7532673413894
1120 => 1.7767220031098
1121 => 1.7803999935518
1122 => 1.7772848664958
1123 => 1.7784523187151
1124 => 1.7235548956816
1125 => 1.7207081746903
1126 => 1.6818929319802
1127 => 1.6977104302924
1128 => 1.6681403753503
1129 => 1.6775173443777
1130 => 1.681650622978
1201 => 1.6794916327987
1202 => 1.6986047279146
1203 => 1.6823546925187
1204 => 1.6394681773559
1205 => 1.5965699777908
1206 => 1.5960314258393
1207 => 1.5847370871099
1208 => 1.5765733488699
1209 => 1.5781459744791
1210 => 1.5836881122467
1211 => 1.5762512297478
1212 => 1.5778382656885
1213 => 1.6041936366686
1214 => 1.6094790183607
1215 => 1.5915172262388
1216 => 1.5193980389953
1217 => 1.5016998095484
1218 => 1.5144209459037
1219 => 1.508341062072
1220 => 1.2173489582853
1221 => 1.2857132367231
1222 => 1.2450935039069
1223 => 1.2638129456126
1224 => 1.2223507168361
1225 => 1.2421386656299
1226 => 1.2384845540278
1227 => 1.3484122907098
1228 => 1.3466959203021
1229 => 1.347517455988
1230 => 1.3083034172034
1231 => 1.3707724457644
]
'min_raw' => 0.79751676359654
'max_raw' => 1.7803999935518
'avg_raw' => 1.2889583785741
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.797516'
'max' => '$1.78'
'avg' => '$1.28'
'bar_min_pct' => 61.631153054958
'bar_max_pct' => 60.119598047091
'min_diff' => 0.12297546679675
'max_diff' => 0.26934421947447
'year' => 2035
]
10 => [
'items' => [
101 => 1.4015469355472
102 => 1.3958513965249
103 => 1.3972848409912
104 => 1.3726535158309
105 => 1.3477559410569
106 => 1.3201406989233
107 => 1.3714464054605
108 => 1.3657420867112
109 => 1.378825741573
110 => 1.41210115967
111 => 1.4170010913858
112 => 1.4235866493021
113 => 1.421226195581
114 => 1.4774617796443
115 => 1.4706512793599
116 => 1.4870626255307
117 => 1.4533032413256
118 => 1.4151012936275
119 => 1.4223622349691
120 => 1.4216629479291
121 => 1.4127602213056
122 => 1.4047232377776
123 => 1.3913439246097
124 => 1.4336780512389
125 => 1.4319593630089
126 => 1.4597829276953
127 => 1.4548648423733
128 => 1.4220206649333
129 => 1.423193701156
130 => 1.4310829334954
131 => 1.4583876566998
201 => 1.4664935575942
202 => 1.4627385813357
203 => 1.4716263316179
204 => 1.4786508470583
205 => 1.4725085026059
206 => 1.5594711469934
207 => 1.5233581940293
208 => 1.5409593960317
209 => 1.5451571789969
210 => 1.5344046462013
211 => 1.5367364855453
212 => 1.5402685867634
213 => 1.561714813703
214 => 1.6179959187084
215 => 1.6429224369968
216 => 1.7179150971204
217 => 1.6408526366469
218 => 1.6362800691585
219 => 1.6497885118082
220 => 1.6938171420799
221 => 1.7294982115163
222 => 1.7413356807386
223 => 1.7429001977116
224 => 1.7651080769127
225 => 1.7778372191184
226 => 1.7624114562525
227 => 1.7493397373684
228 => 1.7025184628469
229 => 1.7079381528628
301 => 1.7452744426248
302 => 1.7980141510101
303 => 1.8432703074362
304 => 1.8274231787921
305 => 1.9483255840172
306 => 1.9603125636533
307 => 1.958656350653
308 => 1.9859644741657
309 => 1.9317634101957
310 => 1.9085914052524
311 => 1.7521659913614
312 => 1.7961151521551
313 => 1.8599978384124
314 => 1.8515427253384
315 => 1.8051494109893
316 => 1.843235113947
317 => 1.8306427894992
318 => 1.8207107007511
319 => 1.8662115247361
320 => 1.8161814996938
321 => 1.8594987506416
322 => 1.8039439282414
323 => 1.8274955671408
324 => 1.8141265178369
325 => 1.8227779311856
326 => 1.7722019455266
327 => 1.7994915197256
328 => 1.7710666095201
329 => 1.7710531324117
330 => 1.7704256509434
331 => 1.8038674317448
401 => 1.8049579670161
402 => 1.7802444404762
403 => 1.7766828352039
404 => 1.7898519566083
405 => 1.7744343644422
406 => 1.7816481587795
407 => 1.7746528629238
408 => 1.7730780744832
409 => 1.7605298922604
410 => 1.7551237903394
411 => 1.7572436622007
412 => 1.7500074466692
413 => 1.7456473650661
414 => 1.7695583209709
415 => 1.7567836617962
416 => 1.767600421238
417 => 1.7552733586702
418 => 1.7125423891645
419 => 1.6879673567301
420 => 1.6072525164969
421 => 1.6301431450606
422 => 1.6453196554804
423 => 1.6403038188772
424 => 1.651079776772
425 => 1.651741333068
426 => 1.6482379593085
427 => 1.644181501305
428 => 1.6422070418851
429 => 1.6569230447568
430 => 1.6654661797418
501 => 1.6468428213365
502 => 1.6424796290307
503 => 1.6613088726021
504 => 1.6727947003034
505 => 1.7575995987208
506 => 1.7513169779298
507 => 1.7670851232131
508 => 1.7653098720361
509 => 1.7818374003555
510 => 1.8088529241031
511 => 1.753922810665
512 => 1.7634567790174
513 => 1.7611192701489
514 => 1.7866395790479
515 => 1.7867192506666
516 => 1.7714185506477
517 => 1.7797133083535
518 => 1.7750834021569
519 => 1.7834502684234
520 => 1.7512330696988
521 => 1.7904701401137
522 => 1.812715030658
523 => 1.8130239009848
524 => 1.8235678025564
525 => 1.8342810172148
526 => 1.8548440998271
527 => 1.8337075240013
528 => 1.7956848816949
529 => 1.798429993657
530 => 1.7761373323847
531 => 1.7765120760482
601 => 1.7745116650033
602 => 1.7805150491329
603 => 1.7525504749157
604 => 1.7591137045897
605 => 1.7499251446119
606 => 1.7634368048825
607 => 1.7489004919888
608 => 1.7611181429313
609 => 1.7663908760566
610 => 1.7858473748027
611 => 1.7460267513044
612 => 1.664829804372
613 => 1.681898387035
614 => 1.6566526125682
615 => 1.6589892051125
616 => 1.6637094939181
617 => 1.648409493517
618 => 1.6513282514351
619 => 1.6512239728633
620 => 1.6503253564672
621 => 1.6463452354488
622 => 1.6405732725292
623 => 1.6635669962844
624 => 1.6674740780125
625 => 1.676159036709
626 => 1.7019995827263
627 => 1.6994175028171
628 => 1.7036289822784
629 => 1.6944353462608
630 => 1.6594156715194
701 => 1.6613174083426
702 => 1.6376027196841
703 => 1.6755525988022
704 => 1.6665655665131
705 => 1.6607715683322
706 => 1.6591906222475
707 => 1.6850952219802
708 => 1.6928462842251
709 => 1.6880163423885
710 => 1.6781099907698
711 => 1.6971331144277
712 => 1.7022228997974
713 => 1.7033623150376
714 => 1.7370676428372
715 => 1.7052460684421
716 => 1.7129058376782
717 => 1.7726651706811
718 => 1.7184717018718
719 => 1.7471791909586
720 => 1.7457741087544
721 => 1.7604598887627
722 => 1.7445694461479
723 => 1.7447664272286
724 => 1.7578064049752
725 => 1.7394941080025
726 => 1.7349597257457
727 => 1.7286955091337
728 => 1.7423731969342
729 => 1.7505723521819
730 => 1.8166515218627
731 => 1.8593416790528
801 => 1.8574883867419
802 => 1.8744240092457
803 => 1.8667943561952
804 => 1.8421561938944
805 => 1.8842105326381
806 => 1.8709027802313
807 => 1.8719998551708
808 => 1.8719590219868
809 => 1.8808075139533
810 => 1.8745375464426
811 => 1.8621787968801
812 => 1.8703831115984
813 => 1.8947469932156
814 => 1.9703732293307
815 => 2.012694672975
816 => 1.9678254252829
817 => 1.9987756315178
818 => 1.980216536463
819 => 1.9768437968062
820 => 1.996282813524
821 => 2.0157558556672
822 => 2.014515507067
823 => 2.0003790784228
824 => 1.9923937685803
825 => 2.0528612099828
826 => 2.0974125907722
827 => 2.0943744852786
828 => 2.1077836948825
829 => 2.1471535490108
830 => 2.1507530350732
831 => 2.1502995825625
901 => 2.1413778807893
902 => 2.1801426150002
903 => 2.2124808382794
904 => 2.1393127646016
905 => 2.1671742092177
906 => 2.1796821093455
907 => 2.19804741766
908 => 2.2290327711695
909 => 2.2626910835399
910 => 2.2674507379537
911 => 2.2640735353767
912 => 2.2418749735844
913 => 2.2787043006073
914 => 2.3002780566234
915 => 2.3131247346243
916 => 2.3457017725512
917 => 2.1797593538785
918 => 2.0622970620687
919 => 2.0439536290265
920 => 2.0812557214376
921 => 2.0910919857278
922 => 2.0871269999261
923 => 1.9549125112897
924 => 2.0432575471062
925 => 2.1383093773832
926 => 2.1419607052949
927 => 2.1895456389717
928 => 2.2050412439491
929 => 2.2433533526587
930 => 2.2409569198277
1001 => 2.2502853086196
1002 => 2.2481408735815
1003 => 2.3191059873998
1004 => 2.3973910463626
1005 => 2.394680283702
1006 => 2.3834258802493
1007 => 2.4001405885375
1008 => 2.4809391589239
1009 => 2.4735005213335
1010 => 2.480726524131
1011 => 2.5759925922245
1012 => 2.6998520321862
1013 => 2.6423068870395
1014 => 2.7671632938383
1015 => 2.8457537835644
1016 => 2.9816679091375
1017 => 2.9646507912245
1018 => 3.0175611629262
1019 => 2.9341865985807
1020 => 2.742741746064
1021 => 2.7124448653318
1022 => 2.7730999877969
1023 => 2.9222146877371
1024 => 2.7684038352416
1025 => 2.7995195703778
1026 => 2.7905582365653
1027 => 2.7900807251697
1028 => 2.8083053929624
1029 => 2.7818695617943
1030 => 2.6741652299
1031 => 2.7235254905015
1101 => 2.7044651234089
1102 => 2.7256140217427
1103 => 2.839745903581
1104 => 2.7892854780561
1105 => 2.7361295188376
1106 => 2.8027988879492
1107 => 2.8876919049091
1108 => 2.8823794524751
1109 => 2.8720710743205
1110 => 2.9301788622493
1111 => 3.0261559039232
1112 => 3.0520981126207
1113 => 3.0712481207161
1114 => 3.0738885832904
1115 => 3.1010869888442
1116 => 2.9548343073008
1117 => 3.1869410689454
1118 => 3.2270194948615
1119 => 3.2194864118698
1120 => 3.2640318955177
1121 => 3.2509254842186
1122 => 3.2319363505792
1123 => 3.3025504172571
1124 => 3.2215970880723
1125 => 3.1066940290352
1126 => 3.0436559383226
1127 => 3.1266695813106
1128 => 3.1773631163065
1129 => 3.2108683182245
1130 => 3.2210069720804
1201 => 2.966187486641
1202 => 2.8288539169257
1203 => 2.9168831605806
1204 => 3.0242849132935
1205 => 2.9542376851416
1206 => 2.9569834038682
1207 => 2.8571144646113
1208 => 3.0331210984052
1209 => 3.0074784123102
1210 => 3.1405127131321
1211 => 3.108763009574
1212 => 3.2172473175324
1213 => 3.1886797635419
1214 => 3.3072620829661
1215 => 3.3545677806726
1216 => 3.4340014096657
1217 => 3.492433110506
1218 => 3.5267453228598
1219 => 3.524685346332
1220 => 3.660647425954
1221 => 3.5804753377541
1222 => 3.4797602998647
1223 => 3.4779386825812
1224 => 3.5301004278472
1225 => 3.6394171360489
1226 => 3.6677613679921
1227 => 3.6836019268572
1228 => 3.6593415595415
1229 => 3.5723205037859
1230 => 3.5347452531174
1231 => 3.5667604553468
]
'min_raw' => 1.3201406989233
'max_raw' => 3.6836019268572
'avg_raw' => 2.5018713128902
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$1.32'
'max' => '$3.68'
'avg' => '$2.50'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.52262393532674
'max_diff' => 1.9032019333054
'year' => 2036
]
11 => [
'items' => [
101 => 3.527608614118
102 => 3.5951956761454
103 => 3.6880071481265
104 => 3.6688419461787
105 => 3.7329083428824
106 => 3.7992103234893
107 => 3.8940251335654
108 => 3.9188132359015
109 => 3.959787026456
110 => 4.0019625161257
111 => 4.0155081467462
112 => 4.0413709585632
113 => 4.0412346487787
114 => 4.1191739729573
115 => 4.2051434611062
116 => 4.2375949526842
117 => 4.3122153681821
118 => 4.1844305216532
119 => 4.2813567956319
120 => 4.3687867209827
121 => 4.2645491596667
122 => 4.4082163537039
123 => 4.4137946252915
124 => 4.4980199034352
125 => 4.4126414484256
126 => 4.3619439943787
127 => 4.5083056446035
128 => 4.5791254367985
129 => 4.5577939390387
130 => 4.3954601878213
131 => 4.3009749817907
201 => 4.0536889727734
202 => 4.346609932415
203 => 4.4892831872349
204 => 4.3950906985587
205 => 4.4425959109971
206 => 4.7017689464443
207 => 4.8004452581312
208 => 4.7799212750998
209 => 4.7833894903786
210 => 4.8366334370631
211 => 5.0727464186393
212 => 4.9312620470228
213 => 5.0394215478053
214 => 5.0967889570223
215 => 5.1500750038235
216 => 5.0192213141078
217 => 4.8489825864102
218 => 4.7950608352128
219 => 4.3857251118909
220 => 4.364417409837
221 => 4.3524567509848
222 => 4.27704648879
223 => 4.2177946793141
224 => 4.1706754405402
225 => 4.0470204870018
226 => 4.0887504038918
227 => 3.8916702167461
228 => 4.0177551363889
301 => 3.7032103990368
302 => 3.965172603051
303 => 3.8225984853659
304 => 3.9183331708728
305 => 3.9179991615738
306 => 3.741721252846
307 => 3.6400478339178
308 => 3.7048380936475
309 => 3.7742983951349
310 => 3.7855680953588
311 => 3.8756251893366
312 => 3.900758188495
313 => 3.8246040276974
314 => 3.6966921584977
315 => 3.7264031683537
316 => 3.6394457412514
317 => 3.4870561950238
318 => 3.5965050275907
319 => 3.6338756711545
320 => 3.6503806763108
321 => 3.5005230596536
322 => 3.4534345429328
323 => 3.4283650117416
324 => 3.6773474220186
325 => 3.6909872404996
326 => 3.6212040006749
327 => 3.9366308618009
328 => 3.865240048525
329 => 3.9450010781281
330 => 3.7237072056253
331 => 3.7321609295666
401 => 3.6273968639322
402 => 3.6860577403501
403 => 3.6445981236262
404 => 3.6813185212336
405 => 3.7033285761556
406 => 3.8080754510377
407 => 3.9663686441049
408 => 3.7924297609308
409 => 3.7166420986811
410 => 3.7636603380948
411 => 3.8888761056446
412 => 4.0785844031598
413 => 3.9662732727955
414 => 4.0161150452845
415 => 4.0270032552672
416 => 3.9441891857207
417 => 4.0816378760287
418 => 4.1552977457959
419 => 4.2308575304148
420 => 4.2964639742622
421 => 4.2006772908427
422 => 4.3031827725833
423 => 4.2205814489538
424 => 4.1464795224902
425 => 4.1465919045247
426 => 4.1001066835977
427 => 4.0100357105369
428 => 3.9934252411678
429 => 4.0798350004967
430 => 4.1491274444439
501 => 4.1548347020158
502 => 4.1931985593592
503 => 4.215901894956
504 => 4.4384254474917
505 => 4.527926261133
506 => 4.6373661618898
507 => 4.6799991709295
508 => 4.8083092433591
509 => 4.7046884390376
510 => 4.6822694262172
511 => 4.3710311604078
512 => 4.4219964089982
513 => 4.5035966894065
514 => 4.3723767189764
515 => 4.4556055875406
516 => 4.4720367292236
517 => 4.3679179145932
518 => 4.4235322721957
519 => 4.2758370269113
520 => 3.9695879968476
521 => 4.0819788187451
522 => 4.1647362940032
523 => 4.0466311728867
524 => 4.2583300311887
525 => 4.1346599285202
526 => 4.0954624431861
527 => 3.9425390779853
528 => 4.0147130197999
529 => 4.1123293095355
530 => 4.0520137915907
531 => 4.1771775477469
601 => 4.3544428064185
602 => 4.4807725860766
603 => 4.4904706179156
604 => 4.4092490330334
605 => 4.5394071411564
606 => 4.5403552008773
607 => 4.393536323203
608 => 4.3036105781184
609 => 4.2831792596298
610 => 4.3342206990103
611 => 4.3961944291877
612 => 4.4939097286253
613 => 4.5529570375709
614 => 4.7069211030284
615 => 4.7485793646455
616 => 4.794349164167
617 => 4.8555117312111
618 => 4.9289530747078
619 => 4.768267596155
620 => 4.7746519297731
621 => 4.6250238369865
622 => 4.4651247610051
623 => 4.5864682279738
624 => 4.7451086693905
625 => 4.7087163768474
626 => 4.7046215005092
627 => 4.711507946686
628 => 4.6840693465697
629 => 4.5599655751655
630 => 4.497641438097
701 => 4.5780554754985
702 => 4.6207919575603
703 => 4.6870725142253
704 => 4.6789020366035
705 => 4.8496336325604
706 => 4.9159747680938
707 => 4.8990018667271
708 => 4.9021252890542
709 => 5.0222327460718
710 => 5.1558169402578
711 => 5.2809361660999
712 => 5.4082128166223
713 => 5.2547758467253
714 => 5.1768700160883
715 => 5.2572489472366
716 => 5.2145987549539
717 => 5.4596794106789
718 => 5.4766482635373
719 => 5.7217111971414
720 => 5.9543051026829
721 => 5.8082170379649
722 => 5.945971503043
723 => 6.0949641883113
724 => 6.3823952513858
725 => 6.285598581289
726 => 6.2114538489921
727 => 6.1413874352362
728 => 6.2871845195322
729 => 6.4747501393137
730 => 6.5151499773335
731 => 6.5806131488514
801 => 6.5117866284561
802 => 6.5946805912798
803 => 6.8873327055003
804 => 6.8082555209262
805 => 6.6959532065393
806 => 6.9269739441086
807 => 7.0105794509645
808 => 7.5973666826233
809 => 8.3382098015642
810 => 8.0314958856845
811 => 7.8411086605017
812 => 7.885854174465
813 => 8.15638500238
814 => 8.243270918087
815 => 8.0070850478242
816 => 8.0905098900731
817 => 8.5501889730141
818 => 8.7967920527412
819 => 8.4618719472595
820 => 7.5378406593593
821 => 6.685841611855
822 => 6.9118301252703
823 => 6.886210041089
824 => 7.3800778695756
825 => 6.8063695562267
826 => 6.8160293328665
827 => 7.3201098250311
828 => 7.185629791849
829 => 6.9677893609954
830 => 6.6874320880769
831 => 6.169165739178
901 => 5.710122781032
902 => 6.610411733236
903 => 6.5715896365477
904 => 6.5153694874307
905 => 6.6404813456351
906 => 7.2479890154549
907 => 7.2339839973552
908 => 7.1448912176274
909 => 7.2124673058232
910 => 6.9559429460091
911 => 7.0220551144843
912 => 6.6857066508529
913 => 6.8377502035669
914 => 6.9673219732679
915 => 6.9933354243782
916 => 7.0519450580094
917 => 6.5511321556827
918 => 6.7759824457331
919 => 6.9080609255147
920 => 6.3113255488053
921 => 6.8962653857676
922 => 6.5424141172613
923 => 6.4223116820626
924 => 6.5840137887651
925 => 6.5209983205227
926 => 6.4668213213203
927 => 6.4365896248864
928 => 6.5553258056384
929 => 6.5497866208859
930 => 6.355511183476
1001 => 6.1020867950547
1002 => 6.1871443381809
1003 => 6.1562421353444
1004 => 6.0442485658016
1005 => 6.1197187095183
1006 => 5.7873863911556
1007 => 5.2156259105433
1008 => 5.5933483975329
1009 => 5.5788064926668
1010 => 5.5714738048105
1011 => 5.8553218143004
1012 => 5.8280363776757
1013 => 5.7785130430222
1014 => 6.043339030924
1015 => 5.9466739829276
1016 => 6.2445728837027
1017 => 6.4407883666461
1018 => 6.3910217732657
1019 => 6.5755633833657
1020 => 6.1891038921824
1021 => 6.3174702330899
1022 => 6.3439263580429
1023 => 6.0400711193412
1024 => 5.8325006125522
1025 => 5.8186580262264
1026 => 5.4587593724322
1027 => 5.6510143282887
1028 => 5.8201907333917
1029 => 5.7391683639667
1030 => 5.7135191022812
1031 => 5.8445556175863
1101 => 5.8547382770774
1102 => 5.6225725615712
1103 => 5.670847165557
1104 => 5.8721602891628
1105 => 5.6657745913584
1106 => 5.2648008934367
1107 => 5.165353872457
1108 => 5.152085806686
1109 => 4.8823775985465
1110 => 5.1719993979233
1111 => 5.0455717211136
1112 => 5.4449552373192
1113 => 5.2168295147993
1114 => 5.2069954708506
1115 => 5.1921298710815
1116 => 4.95998087483
1117 => 5.0108067511707
1118 => 5.1797597051267
1119 => 5.2400440224895
1120 => 5.2337558742937
1121 => 5.1789317434804
1122 => 5.2040299498218
1123 => 5.1231798824015
1124 => 5.0946300408467
1125 => 5.0045188876473
1126 => 4.8720803862857
1127 => 4.8904967721926
1128 => 4.6281014465762
1129 => 4.4851345468064
1130 => 4.4455631932236
1201 => 4.392646725412
1202 => 4.4515402490683
1203 => 4.627358113587
1204 => 4.4152844671367
1205 => 4.0516990755344
1206 => 4.073551177089
1207 => 4.1226463613352
1208 => 4.0311578102896
1209 => 3.9445715747771
1210 => 4.0198512815919
1211 => 3.8657953581085
1212 => 4.1412632836773
1213 => 4.1338126482806
1214 => 4.2364900561104
1215 => 4.3006963463789
1216 => 4.1527216343433
1217 => 4.1155063944325
1218 => 4.1367058864241
1219 => 3.7863255062561
1220 => 4.2078565039102
1221 => 4.2115019214824
1222 => 4.1802876430323
1223 => 4.4047398859736
1224 => 4.8784041269901
1225 => 4.7001925864197
1226 => 4.6311836914386
1227 => 4.4999977316342
1228 => 4.674795234022
1229 => 4.6613735131044
1230 => 4.6006754010787
1231 => 4.5639649935359
]
'min_raw' => 3.4283650117416
'max_raw' => 8.7967920527412
'avg_raw' => 6.1125785322414
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$3.42'
'max' => '$8.79'
'avg' => '$6.11'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 2.1082243128183
'max_diff' => 5.113190125884
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.10761246021362
]
1 => [
'year' => 2028
'avg' => 0.18469422184698
]
2 => [
'year' => 2029
'avg' => 0.50455132619121
]
3 => [
'year' => 2030
'avg' => 0.38926059675614
]
4 => [
'year' => 2031
'avg' => 0.3823021465492
]
5 => [
'year' => 2032
'avg' => 0.67029597781417
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.10761246021362
'min' => '$0.107612'
'max_raw' => 0.67029597781417
'max' => '$0.670295'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.67029597781417
]
1 => [
'year' => 2033
'avg' => 1.7240701806606
]
2 => [
'year' => 2034
'avg' => 1.0927985354385
]
3 => [
'year' => 2035
'avg' => 1.2889583785741
]
4 => [
'year' => 2036
'avg' => 2.5018713128902
]
5 => [
'year' => 2037
'avg' => 6.1125785322414
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.67029597781417
'min' => '$0.670295'
'max_raw' => 6.1125785322414
'max' => '$6.11'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 6.1125785322414
]
]
]
]
'prediction_2025_max_price' => '$0.183997'
'last_price' => 0.178409
'sma_50day_nextmonth' => '$0.167363'
'sma_200day_nextmonth' => '$0.350071'
'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' => '$0.1800072'
'daily_sma3_action' => 'SELL'
'daily_sma5' => '$0.177894'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.173898'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.172696'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.194774'
'daily_sma50_action' => 'SELL'
'daily_sma100' => '$0.246848'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.425198'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.178752'
'daily_ema3_action' => 'SELL'
'daily_ema5' => '$0.177732'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.176057'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.178258'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$0.200973'
'daily_ema50_action' => 'SELL'
'daily_ema100' => '$0.272216'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.482049'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.303335'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '—'
'weekly_sma50_action' => '—'
'weekly_sma100' => '—'
'weekly_sma100_action' => '—'
'weekly_sma200' => '—'
'weekly_sma200_action' => '—'
'weekly_ema3' => '$0.178756'
'weekly_ema3_action' => 'SELL'
'weekly_ema5' => '$0.1832088'
'weekly_ema5_action' => 'SELL'
'weekly_ema10' => '$0.212638'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.335791'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.725385'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.362692'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$0.181346'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '48.01'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 93.29
'stoch_rsi_14_action' => 'SELL'
'momentum_10' => 0
'momentum_10_action' => 'BUY'
'vwma_10' => '0.173574'
'vwma_10_action' => 'BUY'
'hma_9' => '0.182257'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 58.58
'stochastic_fast_14_action' => 'NEUTRAL'
'cci_20' => 73.65
'cci_20_action' => 'NEUTRAL'
'adx_14' => 14.4
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '-0.005171'
'ao_5_34_action' => 'NEUTRAL'
'macd_12_26' => 0
'macd_12_26_action' => 'NEUTRAL'
'williams_percent_r_14' => -41.42
'williams_percent_r_14_action' => 'NEUTRAL'
'ultimate_oscillator' => 62.39
'ultimate_oscillator_action' => 'NEUTRAL'
'ichimoku_cloud' => '-0.024824'
'ichimoku_cloud_action' => 'SELL'
'sell_signals' => 19
'buy_signals' => 11
'sell_pct' => 63.33
'buy_pct' => 36.67
'overall_action' => 'bearish'
'overall_action_label' => 'Baissier'
'overall_action_dir' => -1
'last_updated' => 1767690876
'last_updated_date' => '6 janvier 2026'
]
Prévision du prix de Solayer pour 2026
La prévision du prix de Solayer pour 2026 suggère que le prix moyen pourrait varier entre $0.06164 à la baisse et $0.183997 à la hausse. Sur le marché des cryptomonnaies, comparé au prix moyen d'aujourd'hui, Solayer pourrait potentiellement gagner 3.13% d'ici 2026 si LAYER atteint l'objectif de prix prévu.
Prévision du prix de Solayer de 2027 à 2032
La prévision du prix de LAYER pour 2027-2032 se situe actuellement dans une fourchette de prix comprise entre $0.107612 à la baisse et $0.670295 à la hausse. Compte tenu de la volatilité des prix sur le marché, si Solayer atteint l'objectif de prix le plus élevé, il pourrait gagner 275.71% d'ici 2032 par rapport au prix actuel.
| Prévision du Prix de Solayer | Potentiel Bas ($) | Prix Moyen ($) | Potentiel Haut ($) |
|---|---|---|---|
| 2027 | $0.059339 | $0.107612 | $0.155885 |
| 2028 | $0.10709 | $0.184694 | $0.262297 |
| 2029 | $0.235246 | $0.504551 | $0.773855 |
| 2030 | $0.200067 | $0.38926 | $0.578453 |
| 2031 | $0.236541 | $0.3823021 | $0.528062 |
| 2032 | $0.361062 | $0.670295 | $0.979529 |
Prévision du prix de Solayer de 2032 à 2037
La prévision du prix de Solayer pour 2032-2037 est actuellement estimée entre $0.670295 à la baisse et $6.11 à la hausse. Par rapport au prix actuel, Solayer pourrait potentiellement gagner 3326.16% d'ici 2037 s'il atteint l'objectif de prix le plus élevé. Veuillez noter que ces informations sont à titre général seulement et ne doivent pas être considérées comme un conseil en investissement à long terme.
| Prévision du Prix de Solayer | Potentiel Bas ($) | Prix Moyen ($) | Potentiel Haut ($) |
|---|---|---|---|
| 2032 | $0.361062 | $0.670295 | $0.979529 |
| 2033 | $0.839031 | $1.72 | $2.60 |
| 2034 | $0.674541 | $1.09 | $1.51 |
| 2035 | $0.797516 | $1.28 | $1.78 |
| 2036 | $1.32 | $2.50 | $3.68 |
| 2037 | $3.42 | $6.11 | $8.79 |
Solayer Histogramme des prix potentiels
Prévision du prix de Solayer basée sur l'analyse technique
Indicateur de Sentiment du Marché
Haussier 36.67%
Baissier 63.33%
Au 6 janvier 2026, le sentiment global de prévision du prix pour Solayer est Baissier, avec 11 indicateurs techniques montrant des signaux haussiers et 19 indiquant des signaux baissiers. La prévision du prix de LAYER a été mise à jour pour la dernière fois le 6 janvier 2026.
Moyennes Mobiles Simples sur 50 et 200 jours de Solayer et Indice de Force Relative sur 14 jours - RSI (14)
Selon nos indicateurs techniques, le SMA sur 200 jours de Solayer devrait augmenter au cours du prochain mois, atteignant $0.350071 d'ici le 4 févr. 2026. Le SMA à court terme sur 50 jours pour Solayer devrait atteindre $0.167363 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 48.01, ce qui suggère que le marché de LAYER est dans un état NEUTRAL.
Moyennes Mobiles et Oscillateurs Populaires de LAYER 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 | $0.1800072 | SELL |
| SMA 5 | $0.177894 | BUY |
| SMA 10 | $0.173898 | BUY |
| SMA 21 | $0.172696 | BUY |
| SMA 50 | $0.194774 | SELL |
| SMA 100 | $0.246848 | SELL |
| SMA 200 | $0.425198 | SELL |
Moyenne Mobile Exponentielle Quotidienne (EMA)
| Période | Valeur | Action |
|---|---|---|
| EMA 3 | $0.178752 | SELL |
| EMA 5 | $0.177732 | BUY |
| EMA 10 | $0.176057 | BUY |
| EMA 21 | $0.178258 | BUY |
| EMA 50 | $0.200973 | SELL |
| EMA 100 | $0.272216 | SELL |
| EMA 200 | $0.482049 | SELL |
Moyenne Mobile Simple Hebdomadaire (SMA)
| Période | Valeur | Action |
|---|---|---|
| SMA 21 | $0.303335 | SELL |
| SMA 50 | — | — |
| SMA 100 | — | — |
| SMA 200 | — | — |
Moyenne Mobile Exponentielle Hebdomadaire (EMA)
| Période | Valeur | Action |
|---|---|---|
| EMA 21 | $0.335791 | SELL |
| EMA 50 | $0.725385 | SELL |
| EMA 100 | $0.362692 | SELL |
| EMA 200 | $0.181346 | SELL |
Oscillateurs de Solayer
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) | 48.01 | NEUTRAL |
| Stoch RSI (14) | 93.29 | SELL |
| Stochastique Rapide (14) | 58.58 | NEUTRAL |
| Indice de Canal des Matières Premières (20) | 73.65 | NEUTRAL |
| Indice Directionnel Moyen (14) | 14.4 | NEUTRAL |
| Oscillateur Impressionnant (5, 34) | -0.005171 | NEUTRAL |
| Momentum (10) | 0 | BUY |
| MACD (12, 26) | 0 | NEUTRAL |
| Plage de Pourcentage de Williams (14) | -41.42 | NEUTRAL |
| Oscillateur Ultime (7, 14, 28) | 62.39 | NEUTRAL |
| VWMA (10) | 0.173574 | BUY |
| Moyenne Mobile de Hull (9) | 0.182257 | BUY |
| Nuage Ichimoku B/L (9, 26, 52, 26) | -0.024824 | SELL |
Prévision du cours de Solayer basée sur les flux monétaires mondiaux
Définitions des flux monétaires mondiaux utilisés pour la prédiction du cours de Solayer
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 Solayer par des sociétés Internet ou des niches technologiques
| Comparaison | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Action Facebook | $0.250694 | $0.352267 | $0.494994 | $0.69555 | $0.977364 | $1.37 |
| Action Amazon.com | $0.37226 | $0.776744 | $1.62 | $3.38 | $7.05 | $14.72 |
| Action Apple | $0.253059 | $0.358945 | $0.509137 | $0.722171 | $1.02 | $1.45 |
| Action Netflix | $0.2815014 | $0.444165 | $0.700822 | $1.10 | $1.74 | $2.75 |
| Action Google | $0.231038 | $0.299194 | $0.387455 | $0.501752 | $0.649767 | $0.841446 |
| Action Tesla | $0.404439 | $0.916834 | $2.07 | $4.71 | $10.68 | $24.21 |
| Action Kodak | $0.133787 | $0.100326 | $0.075234 | $0.056417 | $0.0423072 | $0.031725 |
| Action Nokia | $0.118188 | $0.078294 | $0.051867 | $0.034359 | $0.022761 | $0.015078 |
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 Solayer
Vous vous posez peut-être des questions telles que : "Devrais-je investir dans Solayer maintenant ?", "Devrais-je acheter LAYER aujourd'hui ?", " Solayer sera-t-il un bon ou un mauvais investissement à court ou à long terme ?".
Nous mettons régulièrement à jour les prévisions de Solayer avec de nouvelles valeurs. Regardez nos prévisions similaires. Nous faisons une prévision des cours futurs pour une grande quantité de devises numériques comme Solayer 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 Solayer afin de prendre une décision responsable concernant cet investissement.
Le cours de Solayer est de $0.1784 USD actuellement, mais ce cours peut subir une hausse ou une baisse, ce qui pourrait causer la perte de votre investissement, car les cryptomonnaies sont des actifs à haut risque.
Prévision à court terme de Solayer
basée sur l'historique des cours sur 4 heures
Prévision à long terme de Solayer
basée sur l'historique des cours sur 1 mois
Prévision du cours de Solayer basée sur le modèle de croissance du Bitcoin
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Si Solayer présente 1 % de la précédente croissance annuelle moyenne du Bitcoin | $0.183046 | $0.1878043 | $0.192686 | $0.197694 |
| Si Solayer présente 2 % de la précédente croissance annuelle moyenne du Bitcoin | $0.187683 | $0.19744 | $0.2077051 | $0.2185029 |
| Si Solayer présente 5 % de la précédente croissance annuelle moyenne du Bitcoin | $0.201596 | $0.227796 | $0.2574026 | $0.290856 |
| Si Solayer présente 10 % de la précédente croissance annuelle moyenne du Bitcoin | $0.224783 | $0.283211 | $0.356827 | $0.449578 |
| Si Solayer présente 20 % de la précédente croissance annuelle moyenne du Bitcoin | $0.271157 | $0.412122 | $0.62637 | $0.951997 |
| Si Solayer présente 50 % de la précédente croissance annuelle moyenne du Bitcoin | $0.41028 | $0.9435051 | $2.16 | $4.98 |
| Si Solayer présente 100 % de la précédente croissance annuelle moyenne du Bitcoin | $0.642151 | $2.31 | $8.31 | $29.94 |
Boîte à questions
Est-ce que LAYER est un bon investissement ?
La décision d'acquérir Solayer dépend entièrement de votre tolérance individuelle au risque. Comme vous pouvez le discerner, la valeur de Solayer a connu une hausse de 1.5925% au cours des 24 heures précédentes, et Solayer a enregistré une déclin de sur une période de 30 jours précédents. Par conséquent, la détermination de si investir ou non dans Solayer dépendra de la mesure dans laquelle cet investissement s'aligne avec vos aspirations de trading.
Est-ce que Solayer peut monter ?
Il semble que la valeur moyenne de Solayer pourrait potentiellement s'envoler jusqu'à $0.183997 pour la fin de cette année. En regardant les perspectives de Solayer sur une période de cinq ans plus longue, la monnaie numérique pourrait potentiellement croître jusqu'à $0.578453. 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 Solayer la semaine prochaine ?
Basé sur notre nouveau pronostic expérimental de Solayer, le prix de Solayer va augmenter de 0.86% durant la prochaine semaine et atteindre $0.179935 d'ici 13 janvier 2026.
Quel sera le prix de Solayer le mois prochain ?
Basé sur notre nouveau pronostic expérimental de Solayer, le prix de Solayer va diminuer de -11.62% durant le prochain mois et atteindre $0.157681 d'ici 5 février 2026.
Jusqu'où le prix de Solayer peut-il monter cette année en 2026 ?
Selon notre prédiction la plus récente sur la valeur de Solayer en 2026, LAYER devrait fluctuer dans la fourchette de $0.06164 et $0.183997. Cependant, il est crucial de garder à l'esprit que le marché des cryptomonnaies est exceptionnellement instable, et cette prévision de prix de Solayer ne prend pas en compte les fluctuations de prix soudaines et extrêmes.
Où sera Solayer dans 5 ans ?
L'avenir de Solayer semble suivre une tendance haussière, avec un prix maximum de $0.578453 prévue après une période de cinq ans. Selon la prévision de Solayer pour 2030, la valeur de Solayer pourrait potentiellement atteindre son point le plus élevé d'environ $0.578453, tandis que son point le plus bas devrait être autour de $0.200067.
Combien vaudra Solayer en 2026 ?
Basé sur notre nouvelle simulation expérimentale de prédiction de prix de Solayer, il est attendu que la valeur de LAYER en 2026 augmente de 3.13% jusqu'à $0.183997 si le meilleur scénario se produit. Le prix sera entre $0.183997 et $0.06164 durant 2026.
Combien vaudra Solayer en 2027 ?
Selon notre dernière simulation expérimentale pour la prédiction de prix de Solayer, le valeur de LAYER pourrait diminuer de -12.62% jusqu'à $0.155885 en 2027, en supposant les conditions les plus favorables. Il est prévu que le prix fluctue entre $0.155885 et $0.059339 tout au long de l'année.
Combien vaudra Solayer en 2028 ?
Notre nouveau modèle expérimental de prédiction de prix de Solayer suggère que la valeur de LAYER en 2028 pourrait augmenter de 47.02%, atteignant $0.262297 dans le meilleur scénario. Il est prévu que le prix oscille entre $0.262297 et $0.10709 durant l'année.
Combien vaudra Solayer en 2029 ?
Basé sur notre modèle de prévision expérimental, la valeur de Solayer pourrait connaître un 333.75% croissance en 2029, atteignant potentiellement $0.773855 sous des conditions optimales. Le range de prix prévu pour 2029 se situe entre $0.773855 et $0.235246.
Combien vaudra Solayer en 2030 ?
En utilisant notre nouvelle simulation expérimentale pour les prédictions de prix de Solayer, il est prévu que la valeur de LAYER en 2030 augmente de 224.23%, atteignant $0.578453 dans le meilleur scénario. Il est prévu que le prix oscille entre $0.578453 et $0.200067 au cours de 2030.
Combien vaudra Solayer en 2031 ?
Notre simulation expérimentale indique que le prix de Solayer pourrait augmenter de 195.98% en 2031, atteignant potentiellement $0.528062 dans des conditions idéales. Il est probable que le prix fluctue entre $0.528062 et $0.236541 durant l'année.
Combien vaudra Solayer en 2032 ?
Basé sur les résultats de notre dernière prédiction expérimentale de prix de Solayer, LAYER pourrait connaître une 449.04% hausse en valeur, atteignant $0.979529 si le scénario le plus positif se réalise en 2032. Il est prévu que le prix reste dans une fourchette de $0.979529 et $0.361062 tout au long de l'année.
Combien vaudra Solayer en 2033 ?
Selon notre prédiction expérimentale de prix de Solayer, la valeur de LAYER est anticipée à augmenter de 1362.43% en 2033, avec le prix potentiel le plus élevé étant $2.60. Tout au long de l'année, le prix de LAYER pourrait osciller entre $2.60 et $0.839031.
Combien vaudra Solayer en 2034 ?
Les résultats de notre nouvelle simulation de prédiction de prix de Solayer suggèrent que LAYER pourrait augmenter de 746.96% en 2034, atteignant potentiellement $1.51 dans les meilleures circonstances. La fourchette de prix prévue pour l'année est entre $1.51 et $0.674541.
Combien vaudra Solayer en 2035 ?
Basé sur notre prédiction expérimentale pour le prix de Solayer, LAYER pourrait augmenter de 897.93%, avec la valeur potentiellement atteignant $1.78 en 2035. La fourchette de prix attendue pour l'année se situe entre $1.78 et $0.797516.
Combien vaudra Solayer en 2036 ?
Notre récente simulation de prédiction de prix de Solayer suggère que la valeur de LAYER pourrait augmenter de 1964.7% en 2036, pouvant atteindre $3.68 si les conditions sont optimales. La fourchette de prix attendue pour 2036 est entre $3.68 et $1.32.
Combien vaudra Solayer en 2037 ?
Selon la simulation expérimentale, la valeur de Solayer pourrait augmenter de 4830.69% en 2037, avec un maximum de $8.79 sous des conditions favorables. Il est prévu que le prix chute entre $8.79 et $3.42 au cours de l'année.
Prévisions liées
Comment lire et prédire les mouvements de prix de Solayer ?
Les traders de Solayer 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 Solayer
Les moyennes mobiles sont des outils populaires pour la prédiction du prix de Solayer. Une moyenne mobile simple (SMA) calcule le prix de clôture moyen de LAYER 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 LAYER 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 LAYER.
Comment lire les graphiques de Solayer 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 Solayer 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 LAYER 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 Solayer ?
L'action du prix de Solayer 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 LAYER. La capitalisation boursière de Solayer peut changer rapidement.
Les traders surveillent souvent l'activité des « baleines » de LAYER, de grands détenteurs de Solayer, car leurs actions peuvent influencer significativement les mouvements de prix sur le marché relativement petit de Solayer.
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