Prédiction du prix de Scream jusqu'à $0.206099 d'ici 2026
| Année | Prix min. | Prix max. |
|---|---|---|
| 2026 | $0.069044 | $0.206099 |
| 2027 | $0.066467 | $0.1746098 |
| 2028 | $0.119953 | $0.2938045 |
| 2029 | $0.2635041 | $0.8668091 |
| 2030 | $0.224098 | $0.647936 |
| 2031 | $0.264954 | $0.591492 |
| 2032 | $0.404432 | $1.09 |
| 2033 | $0.939813 | $2.92 |
| 2034 | $0.755565 | $1.69 |
| 2035 | $0.893312 | $1.99 |
Calculateur de profit d’investissement
Si vous ouvrez une position short de $10,000.00 sur Scream aujourd’hui et la fermez le Apr 06, 2026, notre prévision indique que vous pourriez gagner environ $3,954.43, soit un rendement de 39.54% sur les 90 prochains jours.
$
≈ $3,954.43
(39.54% ROI)
Prévision du prix à long terme de Scream pour 2027, 2028, 2029, 2030, 2031, 2032 et 2037
[
'name' => 'Scream'
'name_with_ticker' => 'Scream <small>SCREAM</small>'
'name_lang' => 'Scream'
'name_lang_with_ticker' => 'Scream <small>SCREAM</small>'
'name_with_lang' => 'Scream'
'name_with_lang_with_ticker' => 'Scream <small>SCREAM</small>'
'image' => '/uploads/coins/scream.png?1717316210'
'price_for_sd' => 0.1998
'ticker' => 'SCREAM'
'marketcap' => '$87K'
'low24h' => '$0'
'high24h' => '$0'
'volume24h' => '$2.62'
'current_supply' => '435.34K'
'max_supply' => '2M'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.1998'
'change_24h_pct' => '0%'
'ath_price' => '$216.98'
'ath_days' => 1451
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '16 janv. 2022'
'ath_pct' => '-99.91%'
'fdv' => '$399.68K'
'new_prediction' => true
'change_24h_pct_is_increased' => false
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$9.85'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.201549'
'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' => '$0.176621'
'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' => '$0.069044'
'current_year_max_price_prediction' => '$0.206099'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.224098'
'grand_prediction_max_price' => '$0.647936'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.20362584393469
107 => 0.20438610891976
108 => 0.20609902475121
109 => 0.19146234651517
110 => 0.19803378533286
111 => 0.2018938899777
112 => 0.18445379676049
113 => 0.20154915540897
114 => 0.19120755451075
115 => 0.18769745984026
116 => 0.19242333989426
117 => 0.19058165984115
118 => 0.18899829147856
119 => 0.18811474472652
120 => 0.19158490946183
121 => 0.19142302212918
122 => 0.18574515909226
123 => 0.1783386182199
124 => 0.18082449644808
125 => 0.17992135358255
126 => 0.17664824733011
127 => 0.1788539257479
128 => 0.16914123426428
129 => 0.15243105338849
130 => 0.16347031072172
131 => 0.16304531132279
201 => 0.16283100735366
202 => 0.17112670413692
203 => 0.1703292643055
204 => 0.16888190320292
205 => 0.17662166540843
206 => 0.17379654808893
207 => 0.18250289398629
208 => 0.18823745648543
209 => 0.18678298594199
210 => 0.19217636968998
211 => 0.18088176606169
212 => 0.18463338032616
213 => 0.18540658282656
214 => 0.17652615794423
215 => 0.17045973532403
216 => 0.17005517409754
217 => 0.15953683327865
218 => 0.16515564604302
219 => 0.1700999687534
220 => 0.16773202187007
221 => 0.16698240062721
222 => 0.17081205298397
223 => 0.17110964977085
224 => 0.1643244114922
225 => 0.16573527739088
226 => 0.17161882272533
227 => 0.16558702714408
228 => 0.15386823361793
301 => 0.15096181079845
302 => 0.15057404041833
303 => 0.1426915912206
304 => 0.15115603186885
305 => 0.14746107669298
306 => 0.15913339582119
307 => 0.15246622973506
308 => 0.15217882153058
309 => 0.1517443618759
310 => 0.14495961223153
311 => 0.14644504121032
312 => 0.15138283337301
313 => 0.15314469324487
314 => 0.15296091682574
315 => 0.15135863549761
316 => 0.15209215168462
317 => 0.14972924047228
318 => 0.14889484734345
319 => 0.14626127311098
320 => 0.14239064653269
321 => 0.14292888089834
322 => 0.13526015684221
323 => 0.13108182896645
324 => 0.12992532287991
325 => 0.12837879460728
326 => 0.13010000736346
327 => 0.13523843231049
328 => 0.12904040164671
329 => 0.11841431281496
330 => 0.11905295885972
331 => 0.12048780690659
401 => 0.11781397706372
402 => 0.11528342151497
403 => 0.11748353425415
404 => 0.11298112033488
405 => 0.1210319021182
406 => 0.12081415103301
407 => 0.12381498462483
408 => 0.12569146745309
409 => 0.12136678205247
410 => 0.12027913536941
411 => 0.12089870835086
412 => 0.11065854708322
413 => 0.12297814498199
414 => 0.12308468537621
415 => 0.12217242183842
416 => 0.12873222739461
417 => 0.14257546317282
418 => 0.13736708103018
419 => 0.13535023804037
420 => 0.13151621804244
421 => 0.1366248220481
422 => 0.13623256096711
423 => 0.13445860759824
424 => 0.13338571506567
425 => 0.1353625524536
426 => 0.13314076303662
427 => 0.13274166860664
428 => 0.13032359057997
429 => 0.12946044674
430 => 0.12882140940362
501 => 0.12811789208679
502 => 0.12966967598213
503 => 0.12615312952111
504 => 0.12191251922041
505 => 0.12155995835794
506 => 0.12253340989667
507 => 0.12210273005573
508 => 0.12155789642856
509 => 0.12051766065768
510 => 0.12020904492558
511 => 0.12121189633584
512 => 0.12007973556353
513 => 0.12175030045506
514 => 0.12129599924113
515 => 0.11875830959013
516 => 0.11559540871193
517 => 0.11556725225971
518 => 0.1148858104537
519 => 0.11401789185828
520 => 0.11377645676033
521 => 0.11729824689587
522 => 0.12458824707813
523 => 0.12315704560743
524 => 0.12419123534544
525 => 0.12927842528122
526 => 0.13089548998466
527 => 0.12974773576043
528 => 0.12817661898791
529 => 0.12824574015235
530 => 0.13361472177345
531 => 0.13394957857143
601 => 0.13479565367103
602 => 0.13588309927482
603 => 0.12993293244901
604 => 0.12796548782994
605 => 0.12703320341976
606 => 0.12416212827587
607 => 0.12725833667118
608 => 0.12545430863209
609 => 0.12569773364894
610 => 0.12553920278738
611 => 0.1256257713576
612 => 0.12102965176061
613 => 0.12270423617682
614 => 0.11991991479389
615 => 0.11619202101688
616 => 0.11617952380977
617 => 0.11709192053039
618 => 0.11654919125888
619 => 0.11508872074409
620 => 0.11529617368749
621 => 0.11347866761106
622 => 0.11551685183218
623 => 0.11557529966266
624 => 0.11479048771689
625 => 0.11793059172474
626 => 0.11921709489883
627 => 0.11870051486383
628 => 0.11918085026648
629 => 0.12321651849002
630 => 0.12387450849901
701 => 0.12416674419662
702 => 0.12377518707563
703 => 0.11925461487323
704 => 0.11945512147336
705 => 0.1179839370798
706 => 0.11674094129683
707 => 0.11679065460949
708 => 0.11742971602008
709 => 0.12022053468057
710 => 0.12609364802383
711 => 0.12631652838202
712 => 0.12658666587802
713 => 0.12548788092155
714 => 0.12515647686473
715 => 0.12559368435833
716 => 0.12779931693643
717 => 0.1334728027507
718 => 0.13146741394456
719 => 0.12983700162943
720 => 0.1312673127858
721 => 0.13104712759443
722 => 0.12918854299269
723 => 0.12913637871312
724 => 0.12556916063694
725 => 0.1242504413358
726 => 0.12314842078334
727 => 0.12194504310902
728 => 0.12123164048611
729 => 0.1223277511506
730 => 0.12257844462837
731 => 0.12018177950372
801 => 0.11985512290321
802 => 0.12181229137961
803 => 0.12095101450374
804 => 0.12183685912921
805 => 0.12204238268096
806 => 0.12200928865552
807 => 0.12111001668009
808 => 0.12168318582055
809 => 0.12032746993342
810 => 0.1188533325281
811 => 0.11791292470551
812 => 0.11709229415331
813 => 0.117547627679
814 => 0.11592444680054
815 => 0.11540515856934
816 => 0.12148900901248
817 => 0.12598321474724
818 => 0.12591786721595
819 => 0.12552008092528
820 => 0.12492905118535
821 => 0.12775607942965
822 => 0.12677119931755
823 => 0.12748778188859
824 => 0.1276701822278
825 => 0.12822225311911
826 => 0.12841957101065
827 => 0.12782313929631
828 => 0.12582144161499
829 => 0.12083340130883
830 => 0.11851145508136
831 => 0.11774517415122
901 => 0.11777302700765
902 => 0.11700472088652
903 => 0.11723102147226
904 => 0.11692602277807
905 => 0.11634842903838
906 => 0.11751196289319
907 => 0.11764604933089
908 => 0.11737446662598
909 => 0.11743843418443
910 => 0.11518984538228
911 => 0.11536080070523
912 => 0.1144088997431
913 => 0.11423042978803
914 => 0.11182410704726
915 => 0.10756095750993
916 => 0.10992315618755
917 => 0.10706995236038
918 => 0.10598940083794
919 => 0.11110456368494
920 => 0.11059114320763
921 => 0.109712390529
922 => 0.1084125321692
923 => 0.10793040205934
924 => 0.10500113213568
925 => 0.10482805524154
926 => 0.10627988051265
927 => 0.10560991310429
928 => 0.10466902512645
929 => 0.10126122424702
930 => 0.097429727774436
1001 => 0.097545376569015
1002 => 0.098764104309417
1003 => 0.10230771958246
1004 => 0.10092316779012
1005 => 0.09991865957887
1006 => 0.099730545386309
1007 => 0.10208518834995
1008 => 0.10541750145644
1009 => 0.10698094820971
1010 => 0.10543161995981
1011 => 0.10365183508808
1012 => 0.10376016234649
1013 => 0.10448081506525
1014 => 0.10455654547651
1015 => 0.10339808848985
1016 => 0.10372418734589
1017 => 0.10322881336446
1018 => 0.10018870415479
1019 => 0.10013371821948
1020 => 0.099387626391043
1021 => 0.099365035026994
1022 => 0.098095746705495
1023 => 0.097918164495142
1024 => 0.095397915492512
1025 => 0.09705675101806
1026 => 0.095944091240296
1027 => 0.094267050505299
1028 => 0.093977928050471
1029 => 0.093969236680353
1030 => 0.095691182535749
1031 => 0.097036629078174
1101 => 0.095963446433502
1102 => 0.095719103548081
1103 => 0.098328046311254
1104 => 0.097996034563599
1105 => 0.097708514531376
1106 => 0.10511912936689
1107 => 0.099253049467093
1108 => 0.096695103806648
1109 => 0.093529160311141
1110 => 0.09456000747735
1111 => 0.094777222121567
1112 => 0.08716369871908
1113 => 0.084074893222895
1114 => 0.083014931575784
1115 => 0.082404908662214
1116 => 0.082682903764113
1117 => 0.079902616536797
1118 => 0.08177101553526
1119 => 0.079363521808234
1120 => 0.078959897650235
1121 => 0.083264794665402
1122 => 0.083863795936219
1123 => 0.081308270419806
1124 => 0.082949331503343
1125 => 0.082354259941997
1126 => 0.079404791378258
1127 => 0.079292143373945
1128 => 0.077812203727493
1129 => 0.075496384753581
1130 => 0.074437993340784
1201 => 0.073886773903624
1202 => 0.074114217786449
1203 => 0.073999215199395
1204 => 0.073248745528121
1205 => 0.074042231242484
1206 => 0.07201520313322
1207 => 0.071208024207236
1208 => 0.070843440212777
1209 => 0.06904433609442
1210 => 0.071907510811959
1211 => 0.072471592300639
1212 => 0.073036785204105
1213 => 0.077956403555194
1214 => 0.07771063332507
1215 => 0.079932276510428
1216 => 0.079845947541585
1217 => 0.079212298916887
1218 => 0.076539039599428
1219 => 0.077604553117102
1220 => 0.074325068127268
1221 => 0.076782281264954
1222 => 0.075660911804588
1223 => 0.076403145122408
1224 => 0.075068542692487
1225 => 0.075807166781589
1226 => 0.072605356947648
1227 => 0.069615551975394
1228 => 0.070818736774077
1229 => 0.072126736251118
1230 => 0.074962812389409
1231 => 0.073273668838563
]
'min_raw' => 0.06904433609442
'max_raw' => 0.20609902475121
'avg_raw' => 0.13757168042282
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.069044'
'max' => '$0.206099'
'avg' => '$0.137571'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.13079466390558
'max_diff' => 0.0062600247512138
'year' => 2026
]
1 => [
'items' => [
101 => 0.073881148733036
102 => 0.071846192777456
103 => 0.067647497384663
104 => 0.067671261544609
105 => 0.067025383731979
106 => 0.066467251002162
107 => 0.07346768729477
108 => 0.072597072381263
109 => 0.071209861459853
110 => 0.073066698403731
111 => 0.073557675563657
112 => 0.073571652993168
113 => 0.074926353295523
114 => 0.075649357089733
115 => 0.075776789642141
116 => 0.077908439838134
117 => 0.078622940866685
118 => 0.081565869483316
119 => 0.075588015269141
120 => 0.075464905295436
121 => 0.073092827907429
122 => 0.071588418926894
123 => 0.073195836077404
124 => 0.074619788238433
125 => 0.073137074070323
126 => 0.073330685238874
127 => 0.071340262610385
128 => 0.07205174504198
129 => 0.072664569559104
130 => 0.072326203880908
131 => 0.071819654083566
201 => 0.074503040399765
202 => 0.074351633227529
203 => 0.076850464255959
204 => 0.078798481735741
205 => 0.082289677309287
206 => 0.07864643272815
207 => 0.078513658415028
208 => 0.079811548623468
209 => 0.078622742166456
210 => 0.079374026811083
211 => 0.082168633738222
212 => 0.082227679378909
213 => 0.081238588821398
214 => 0.081178402571085
215 => 0.08136836823212
216 => 0.082481003042271
217 => 0.08209221425179
218 => 0.082542130483063
219 => 0.083104757619631
220 => 0.08543202200544
221 => 0.085993117569942
222 => 0.084629946242898
223 => 0.084753025350947
224 => 0.084243161854743
225 => 0.083750640105981
226 => 0.084857757070174
227 => 0.086881035082674
228 => 0.086868448375167
301 => 0.087337809547162
302 => 0.087630217668918
303 => 0.086374987954516
304 => 0.085557879566517
305 => 0.085871210916433
306 => 0.086372234568419
307 => 0.085708735698722
308 => 0.08161331331238
309 => 0.082855602847801
310 => 0.082648825124252
311 => 0.082354348500888
312 => 0.083603480235095
313 => 0.083482998432054
314 => 0.07987410067272
315 => 0.080105130598232
316 => 0.079888150367685
317 => 0.080589257882561
318 => 0.078584880059814
319 => 0.079201413178401
320 => 0.079588096970739
321 => 0.079815856695071
322 => 0.080638680995664
323 => 0.080542132060992
324 => 0.080632679378324
325 => 0.081852710598541
326 => 0.088023209846244
327 => 0.088359056505857
328 => 0.086705224723776
329 => 0.087365897900328
330 => 0.08609754987469
331 => 0.086949000401494
401 => 0.087531541227435
402 => 0.084899151251167
403 => 0.084743278200841
404 => 0.083469695251725
405 => 0.084154046589155
406 => 0.083065194404701
407 => 0.083332360644334
408 => 0.082585340547188
409 => 0.083929827991833
410 => 0.085433173867173
411 => 0.085812978404212
412 => 0.084813876183397
413 => 0.084090460331483
414 => 0.082820380403517
415 => 0.084932551629302
416 => 0.085550214862973
417 => 0.084929307307282
418 => 0.084785429459531
419 => 0.084512781198023
420 => 0.084843273077101
421 => 0.085546850936352
422 => 0.085215056610972
423 => 0.085434212608349
424 => 0.084599015939031
425 => 0.086375403487782
426 => 0.089196734426142
427 => 0.089205805466443
428 => 0.088874009352568
429 => 0.088738245531417
430 => 0.089078688479325
501 => 0.089263364812864
502 => 0.090364294879837
503 => 0.091545636704688
504 => 0.097058443541447
505 => 0.095510469441538
506 => 0.10040175962546
507 => 0.1042701351064
508 => 0.10543009176957
509 => 0.10436298621963
510 => 0.10071247577718
511 => 0.1005333643192
512 => 0.10598876812597
513 => 0.10444736667723
514 => 0.1042640218796
515 => 0.10231354299876
516 => 0.10346651758885
517 => 0.10321434513288
518 => 0.10281627857443
519 => 0.10501607377541
520 => 0.10913389401457
521 => 0.10849209311363
522 => 0.10801301851336
523 => 0.10591385307149
524 => 0.10717801953307
525 => 0.10672787406962
526 => 0.10866198464998
527 => 0.10751626038797
528 => 0.10443568904525
529 => 0.10492628018527
530 => 0.10485212832139
531 => 0.10637816842563
601 => 0.10592008906498
602 => 0.10476268097431
603 => 0.10911981975266
604 => 0.10883689139607
605 => 0.10923801911929
606 => 0.10941460794833
607 => 0.11206672154131
608 => 0.11315320762219
609 => 0.11339985898417
610 => 0.11443193672915
611 => 0.11337417994967
612 => 0.11760596123539
613 => 0.12041984885911
614 => 0.12368832413539
615 => 0.12846444499738
616 => 0.13026031062307
617 => 0.12993590357196
618 => 0.1335571039004
619 => 0.14006432039585
620 => 0.13125119807413
621 => 0.14053143727884
622 => 0.13759342069214
623 => 0.13062743621775
624 => 0.13017890894116
625 => 0.13489635450396
626 => 0.14535919472495
627 => 0.14273837191814
628 => 0.14536348145218
629 => 0.14230115173982
630 => 0.14214908125826
701 => 0.1452147509333
702 => 0.15237785522996
703 => 0.14897493288356
704 => 0.14409600926921
705 => 0.14769853054159
706 => 0.14457769321785
707 => 0.1375455732601
708 => 0.14273636782433
709 => 0.13926543132455
710 => 0.14027843512032
711 => 0.14757382738003
712 => 0.14669602648212
713 => 0.14783198212618
714 => 0.14582705014755
715 => 0.14395412753076
716 => 0.14045817838146
717 => 0.13942320018656
718 => 0.13970923092501
719 => 0.13942305844393
720 => 0.13746710702433
721 => 0.13704471950149
722 => 0.13634072179154
723 => 0.13655892011929
724 => 0.13523519846279
725 => 0.13773333472345
726 => 0.13819701082693
727 => 0.14001494607017
728 => 0.14020369013789
729 => 0.1452666139136
730 => 0.14247804057692
731 => 0.144348856325
801 => 0.14418151295569
802 => 0.13077841022402
803 => 0.13262523952387
804 => 0.13549832634747
805 => 0.13420400462781
806 => 0.13237413654086
807 => 0.13089641994932
808 => 0.12865752820887
809 => 0.13180872533945
810 => 0.13595221447371
811 => 0.14030877586013
812 => 0.1455428989127
813 => 0.14437470357927
814 => 0.14021092757044
815 => 0.14039771152056
816 => 0.1415523364034
817 => 0.14005699227139
818 => 0.13961598609427
819 => 0.14149174892677
820 => 0.1415046662745
821 => 0.13978409213225
822 => 0.13787198883487
823 => 0.13786397705224
824 => 0.1375237367392
825 => 0.14236167973566
826 => 0.14502205921251
827 => 0.14532706743212
828 => 0.14500152972916
829 => 0.1451268162709
830 => 0.14357880007078
831 => 0.1471171060543
901 => 0.15036420552698
902 => 0.14949391350414
903 => 0.1481892220426
904 => 0.14714997245103
905 => 0.14924909932819
906 => 0.14915562851268
907 => 0.15033584494579
908 => 0.15028230351112
909 => 0.14988544111485
910 => 0.14949392767734
911 => 0.1510462342024
912 => 0.15059919485247
913 => 0.15015146112694
914 => 0.1492534625958
915 => 0.14937551551036
916 => 0.1480710493222
917 => 0.14746754357524
918 => 0.13839226515381
919 => 0.13596705421632
920 => 0.13673007494698
921 => 0.13698128118333
922 => 0.13592582627535
923 => 0.13743907748928
924 => 0.13720323889052
925 => 0.13812074891733
926 => 0.13754752848623
927 => 0.13757105365267
928 => 0.13925677271706
929 => 0.13974614413301
930 => 0.13949724588114
1001 => 0.13967156568502
1002 => 0.14368869198949
1003 => 0.14311758508946
1004 => 0.1428141959314
1005 => 0.14289823680158
1006 => 0.14392469870053
1007 => 0.1442120519895
1008 => 0.1429945159122
1009 => 0.14356871296474
1010 => 0.14601357113803
1011 => 0.1468691331317
1012 => 0.14959967632241
1013 => 0.14843969304346
1014 => 0.15056889255488
1015 => 0.15711332595536
1016 => 0.16234147219602
1017 => 0.15753345285083
1018 => 0.16713427762139
1019 => 0.17460989686178
1020 => 0.17432297014404
1021 => 0.17301942301529
1022 => 0.16450862925972
1023 => 0.15667686995706
1024 => 0.1632284691678
1025 => 0.16324517054154
1026 => 0.16268238235901
1027 => 0.15918695329196
1028 => 0.16256074900426
1029 => 0.16282854865607
1030 => 0.16267865206473
1031 => 0.15999871479449
1101 => 0.15590694591803
1102 => 0.15670646776218
1103 => 0.1580161008527
1104 => 0.15553669219426
1105 => 0.15474437089522
1106 => 0.15621744693543
1107 => 0.16096400486457
1108 => 0.160066695583
1109 => 0.16004326321135
1110 => 0.16388233283624
1111 => 0.1611343875079
1112 => 0.15671655229306
1113 => 0.15560099063722
1114 => 0.15164149829138
1115 => 0.15437633375788
1116 => 0.15447475561759
1117 => 0.15297691418193
1118 => 0.15683809387048
1119 => 0.15680251241991
1120 => 0.16046812787344
1121 => 0.1674754078783
1122 => 0.16540301037355
1123 => 0.16299303755174
1124 => 0.16325506841877
1125 => 0.16612890028279
1126 => 0.1643913159346
1127 => 0.16501616338108
1128 => 0.16612795450134
1129 => 0.16679872568842
1130 => 0.16315855476753
1201 => 0.16230985679637
1202 => 0.16057371859989
1203 => 0.16012079255098
1204 => 0.16153484088631
1205 => 0.16116228910901
1206 => 0.15446648364139
1207 => 0.15376673471491
1208 => 0.15378819501547
1209 => 0.1520286430686
1210 => 0.14934490400876
1211 => 0.15639761002028
1212 => 0.155831179025
1213 => 0.15520588304448
1214 => 0.15528247823421
1215 => 0.15834381887542
1216 => 0.15656808670211
1217 => 0.16128916172164
1218 => 0.16031865062613
1219 => 0.1593232495831
1220 => 0.15918565483829
1221 => 0.15880251036035
1222 => 0.1574885653837
1223 => 0.15590189786855
1224 => 0.15485424254026
1225 => 0.1428448531791
1226 => 0.14507372598912
1227 => 0.14763784098891
1228 => 0.14852296321179
1229 => 0.14700890040096
1230 => 0.15754834981179
1231 => 0.15947400877981
]
'min_raw' => 0.066467251002162
'max_raw' => 0.17460989686178
'avg_raw' => 0.12053857393197
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.066467'
'max' => '$0.1746098'
'avg' => '$0.120538'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.0025770850922584
'max_diff' => -0.031489127889434
'year' => 2027
]
2 => [
'items' => [
101 => 0.15364106215805
102 => 0.15254995600276
103 => 0.15761988254969
104 => 0.15456209706858
105 => 0.15593901768349
106 => 0.15296286844936
107 => 0.15901017392429
108 => 0.15896410358858
109 => 0.15661156517424
110 => 0.15859991453256
111 => 0.15825438990067
112 => 0.15559837982493
113 => 0.15909437418114
114 => 0.15909610815072
115 => 0.15683184107551
116 => 0.15418767284347
117 => 0.15371495801605
118 => 0.15335883089389
119 => 0.15585143224243
120 => 0.15808629081737
121 => 0.1622448085569
122 => 0.16329035872056
123 => 0.16737121061555
124 => 0.16494126200516
125 => 0.16601842675104
126 => 0.16718784145696
127 => 0.16774850187078
128 => 0.16683493581316
129 => 0.17317417855173
130 => 0.17370940486825
131 => 0.17388886162249
201 => 0.17175130463839
202 => 0.17364995554171
203 => 0.17276163966075
204 => 0.17507279080174
205 => 0.17543520881091
206 => 0.17512825365054
207 => 0.17524329084703
208 => 0.1698338654887
209 => 0.16955335824688
210 => 0.16572862210076
211 => 0.16728723035133
212 => 0.16437348693294
213 => 0.16529746498579
214 => 0.1657047457075
215 => 0.16549200537146
216 => 0.1673753517233
217 => 0.16577412258199
218 => 0.16154821561165
219 => 0.15732115729577
220 => 0.1572680900219
221 => 0.15615518018111
222 => 0.15535075020582
223 => 0.15550571195775
224 => 0.15605181738352
225 => 0.15531900956571
226 => 0.15547539126794
227 => 0.15807236949077
228 => 0.15859317495256
229 => 0.15682327450157
301 => 0.14971686879546
302 => 0.14797293901011
303 => 0.14922644115619
304 => 0.14862734786624
305 => 0.11995386961695
306 => 0.1266902780119
307 => 0.12268773289043
308 => 0.12453228983065
309 => 0.12044672771567
310 => 0.1223965720996
311 => 0.1220365070388
312 => 0.13286845239307
313 => 0.13269932646522
314 => 0.13278027809694
315 => 0.12891624579666
316 => 0.13507175417091
317 => 0.13810417894099
318 => 0.13754295782142
319 => 0.13768420508618
320 => 0.13525710910301
321 => 0.13280377769143
322 => 0.13008265559098
323 => 0.13513816411275
324 => 0.13457607786554
325 => 0.13586530148439
326 => 0.13914416013597
327 => 0.13962698452758
328 => 0.14027590540624
329 => 0.14004331346457
330 => 0.14558459714716
331 => 0.14491351113063
401 => 0.14653063534584
402 => 0.14320408814365
403 => 0.1394397842256
404 => 0.14015525533606
405 => 0.14008634971466
406 => 0.13920910206816
407 => 0.13841716211728
408 => 0.13709880522677
409 => 0.14127028150845
410 => 0.14110092718943
411 => 0.1438425767616
412 => 0.14335796356876
413 => 0.14012159806197
414 => 0.14023718548919
415 => 0.14101456648663
416 => 0.14370509099474
417 => 0.14450382185362
418 => 0.14413381789587
419 => 0.14500958981919
420 => 0.14570176423928
421 => 0.14509651626944
422 => 0.15366555116729
423 => 0.15010709044668
424 => 0.15184145944229
425 => 0.15225509622825
426 => 0.15119557429886
427 => 0.15142534666671
428 => 0.15177338919478
429 => 0.1538866352715
430 => 0.15943240444948
501 => 0.16188858786709
502 => 0.1692781368649
503 => 0.16168463602598
504 => 0.16123406911123
505 => 0.16256515002874
506 => 0.16690359755365
507 => 0.17041950178294
508 => 0.17158593005318
509 => 0.17174009280472
510 => 0.17392838978237
511 => 0.17518268080064
512 => 0.17366267297136
513 => 0.1723746254875
514 => 0.16776099927866
515 => 0.16829503907482
516 => 0.17197404368858
517 => 0.17717085439782
518 => 0.18163025862234
519 => 0.18006873068884
520 => 0.19198208655451
521 => 0.19316324712689
522 => 0.19300004892728
523 => 0.19569090849144
524 => 0.19035010024061
525 => 0.18806680124009
526 => 0.17265311597347
527 => 0.17698373281734
528 => 0.18327853872811
529 => 0.18244539756151
530 => 0.17787394124847
531 => 0.18162679076279
601 => 0.1803859813509
602 => 0.17940730348651
603 => 0.18389081650931
604 => 0.17896100976818
605 => 0.18322936013477
606 => 0.17775515663919
607 => 0.1800758636169
608 => 0.17875851809639
609 => 0.17961100209596
610 => 0.17462739805358
611 => 0.1773164298247
612 => 0.17451552549119
613 => 0.17451419749785
614 => 0.17445236737944
615 => 0.17774761890671
616 => 0.17785507694071
617 => 0.17541988108321
618 => 0.17506893131524
619 => 0.17636657654766
620 => 0.17484737383432
621 => 0.17555819922214
622 => 0.17486890401119
623 => 0.17471372914042
624 => 0.17347726936934
625 => 0.17294456850279
626 => 0.17315345423858
627 => 0.17244041953437
628 => 0.17201079033349
629 => 0.17436690331778
630 => 0.1731081271956
701 => 0.17417397782366
702 => 0.17295930651191
703 => 0.16874872653828
704 => 0.16632717746936
705 => 0.15837378222014
706 => 0.16062935524666
707 => 0.16212480249681
708 => 0.16163055718955
709 => 0.16269238735707
710 => 0.16275757510553
711 => 0.162412363294
712 => 0.16201265224061
713 => 0.16181809500522
714 => 0.16326816524001
715 => 0.16410997981842
716 => 0.16227489063486
717 => 0.16184495491478
718 => 0.16370033139741
719 => 0.16483210998
720 => 0.17318852714239
721 => 0.17256945676813
722 => 0.1741232019211
723 => 0.17394827406104
724 => 0.17557684651237
725 => 0.17823887418422
726 => 0.1728262276127
727 => 0.17376567590228
728 => 0.1735353448767
729 => 0.1760500386179
730 => 0.17605788921727
731 => 0.17455020470116
801 => 0.17536754493673
802 => 0.17491132803979
803 => 0.17573577363397
804 => 0.17256118870585
805 => 0.17642749047304
806 => 0.17861943443605
807 => 0.1786498695801
808 => 0.17968883362222
809 => 0.18074448126176
810 => 0.18277070497832
811 => 0.18068797098204
812 => 0.1769413352728
813 => 0.17721183026945
814 => 0.17501517912396
815 => 0.17505210522658
816 => 0.17485499079688
817 => 0.17544654603849
818 => 0.17269100181535
819 => 0.17333772253681
820 => 0.17243230973957
821 => 0.17376370771168
822 => 0.17233134358166
823 => 0.17353523380411
824 => 0.17405479291453
825 => 0.17597197721727
826 => 0.17204817390133
827 => 0.16404727332197
828 => 0.1657291596253
829 => 0.16324151767336
830 => 0.16347175840714
831 => 0.1639368813319
901 => 0.162429265754
902 => 0.16271687129583
903 => 0.16270659600203
904 => 0.16261804907119
905 => 0.16222586003251
906 => 0.16165710833417
907 => 0.1639228400478
908 => 0.16430783201662
909 => 0.1651636214729
910 => 0.16770987040727
911 => 0.16745544009404
912 => 0.16787042649113
913 => 0.16696451351633
914 => 0.16351378111182
915 => 0.16370117248336
916 => 0.16136439907751
917 => 0.16510386492313
918 => 0.16421831005235
919 => 0.16364738706628
920 => 0.16349160543997
921 => 0.16604416603294
922 => 0.16680793216885
923 => 0.16633200436739
924 => 0.16535586256157
925 => 0.16723034339916
926 => 0.1677318753933
927 => 0.167844149911
928 => 0.17116537055916
929 => 0.16802976925108
930 => 0.16878453965113
1001 => 0.17467304285362
1002 => 0.16933298300686
1003 => 0.17216173180523
1004 => 0.17202327927165
1005 => 0.17347037143726
1006 => 0.17190457547662
1007 => 0.17192398539414
1008 => 0.17320890520269
1009 => 0.17140446706809
1010 => 0.17095766281009
1011 => 0.17034040592774
1012 => 0.17168816374846
1013 => 0.17249608360814
1014 => 0.17900732432539
1015 => 0.18321388277739
1016 => 0.18303126498098
1017 => 0.18470004979397
1018 => 0.1839482469514
1019 => 0.18152047725717
1020 => 0.18566438409025
1021 => 0.18435307857984
1022 => 0.18446118101288
1023 => 0.18445715743492
1024 => 0.18532906096303
1025 => 0.18471123740458
1026 => 0.18349344375259
1027 => 0.18430187201083
1028 => 0.18670261491942
1029 => 0.19415459457145
1030 => 0.19832482111033
1031 => 0.19390354169752
1101 => 0.19695328103318
1102 => 0.19512452416502
1103 => 0.19479218464127
1104 => 0.19670764631803
1105 => 0.1986264607569
1106 => 0.19850424057241
1107 => 0.197111279822
1108 => 0.19632443163917
1109 => 0.20228270969306
1110 => 0.20667266746654
1111 => 0.20637330177704
1112 => 0.20769460457156
1113 => 0.21157399044263
1114 => 0.21192867286864
1115 => 0.21188399103524
1116 => 0.21100487363511
1117 => 0.21482463282709
1118 => 0.21801114314731
1119 => 0.21080138335712
1120 => 0.21354676550254
1121 => 0.21477925599831
1122 => 0.21658891770954
1123 => 0.21964212035092
1124 => 0.22295870824146
1125 => 0.22342771013372
1126 => 0.22309493084736
1127 => 0.22090755197888
1128 => 0.22453660202383
1129 => 0.22666241442847
1130 => 0.22792828706708
1201 => 0.23113832945747
1202 => 0.21478686744002
1203 => 0.20321248990367
1204 => 0.20140498371534
1205 => 0.20508061862599
1206 => 0.20604985423929
1207 => 0.20565915657889
1208 => 0.19263114236537
1209 => 0.20133639391671
1210 => 0.21070251262762
1211 => 0.21106230339202
1212 => 0.21575117825501
1213 => 0.21727806811387
1214 => 0.22105322696346
1215 => 0.22081708974955
1216 => 0.22173628085353
1217 => 0.22152497473689
1218 => 0.22851766155226
1219 => 0.23623163353365
1220 => 0.23596452321286
1221 => 0.23485554847296
1222 => 0.23650256507
1223 => 0.24446421083428
1224 => 0.24373123007507
1225 => 0.24444325844749
1226 => 0.25383048750225
1227 => 0.26603522059121
1228 => 0.26036489673622
1229 => 0.27266786790982
1230 => 0.28041193611111
1231 => 0.29380450131366
]
'min_raw' => 0.11995386961695
'max_raw' => 0.29380450131366
'avg_raw' => 0.2068791854653
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.119953'
'max' => '$0.2938045'
'avg' => '$0.206879'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.053486618614785
'max_diff' => 0.11919460445188
'year' => 2028
]
3 => [
'items' => [
101 => 0.29212768619053
102 => 0.29734131354469
103 => 0.28912583715824
104 => 0.27026144275323
105 => 0.26727608012863
106 => 0.27325285170449
107 => 0.2879461614189
108 => 0.27279010709254
109 => 0.27585615714347
110 => 0.27497313452254
111 => 0.27492608199967
112 => 0.27672188542099
113 => 0.27411697889556
114 => 0.26350412109723
115 => 0.26836793128424
116 => 0.26648978059169
117 => 0.26857372881049
118 => 0.27981993786172
119 => 0.27484772076403
120 => 0.26960989396173
121 => 0.27617929113863
122 => 0.28454439123461
123 => 0.28402091830414
124 => 0.2830051620243
125 => 0.28873092699046
126 => 0.29818821322283
127 => 0.30074447968898
128 => 0.30263146333373
129 => 0.30289164649749
130 => 0.30557169478716
131 => 0.29116039967446
201 => 0.31403149512663
202 => 0.31798070150995
203 => 0.31723841438772
204 => 0.32162779107478
205 => 0.32033632510571
206 => 0.31846519354133
207 => 0.32542328923751
208 => 0.3174463940112
209 => 0.30612419550064
210 => 0.29991261347006
211 => 0.30809252576196
212 => 0.31308771275903
213 => 0.31638921361053
214 => 0.31738824577338
215 => 0.29227910749037
216 => 0.27874667457248
217 => 0.28742080892319
218 => 0.29800385148782
219 => 0.29110161033867
220 => 0.29137216512404
221 => 0.28153138312241
222 => 0.29887454233583
223 => 0.29634778991736
224 => 0.30945658593411
225 => 0.30632806656005
226 => 0.31701778083118
227 => 0.31420282081226
228 => 0.32588756246853
301 => 0.33054892226696
302 => 0.33837607085126
303 => 0.34413375321209
304 => 0.34751477442129
305 => 0.34731179058978
306 => 0.36070908103869
307 => 0.35280916692664
308 => 0.34288501293512
309 => 0.34270551629971
310 => 0.34784537627828
311 => 0.35861711274162
312 => 0.36141006728417
313 => 0.3629709478516
314 => 0.36058040492795
315 => 0.35200561435127
316 => 0.34830306325543
317 => 0.35145774406231
318 => 0.34759984052031
319 => 0.35425966437036
320 => 0.3634050249781
321 => 0.36151654417728
322 => 0.36782945235757
323 => 0.37436264818686
324 => 0.38370541164693
325 => 0.38614795597692
326 => 0.39018538887275
327 => 0.39434123355018
328 => 0.39567597885741
329 => 0.39822442179607
330 => 0.39821099024384
331 => 0.40589089456948
401 => 0.4143620668675
402 => 0.41755973830191
403 => 0.42491260744471
404 => 0.41232107671293
405 => 0.42187189741407
406 => 0.43048697675904
407 => 0.42021572400593
408 => 0.43437225303114
409 => 0.4349219189738
410 => 0.44322122211456
411 => 0.4348082884273
412 => 0.42981271525884
413 => 0.4442347478145
414 => 0.45121311507841
415 => 0.44911117406669
416 => 0.43311529918181
417 => 0.42380501390347
418 => 0.39943820151014
419 => 0.428301743358
420 => 0.44236033263104
421 => 0.4330788908319
422 => 0.43775991020616
423 => 0.46329803408647
424 => 0.47302129818902
425 => 0.47099892722644
426 => 0.47134067462805
427 => 0.47658717144806
428 => 0.49985302764656
429 => 0.4859115873141
430 => 0.49656929607246
501 => 0.50222210636867
502 => 0.50747275160633
503 => 0.49457882638611
504 => 0.47780401912398
505 => 0.47249073350556
506 => 0.4321560343622
507 => 0.43005643810707
508 => 0.42887787110479
509 => 0.42144717286701
510 => 0.41560867949166
511 => 0.41096569279022
512 => 0.39878110917244
513 => 0.40289304846124
514 => 0.38347336529475
515 => 0.39589739039335
516 => 0.36490310715499
517 => 0.390716067236
518 => 0.37666724663518
519 => 0.38610065182681
520 => 0.38606773956478
521 => 0.36869784974315
522 => 0.35867925979438
523 => 0.36506349523909
524 => 0.37190790241705
525 => 0.37301838445433
526 => 0.38189233701787
527 => 0.38436886643338
528 => 0.37686486668628
529 => 0.36426081952625
530 => 0.36718845221381
531 => 0.35861993141141
601 => 0.34360392828859
602 => 0.35438868388566
603 => 0.35807107361873
604 => 0.35969742670597
605 => 0.34493091223429
606 => 0.34029095279066
607 => 0.33782067731591
608 => 0.3623546479379
609 => 0.36369867423088
610 => 0.35682244568983
611 => 0.38790365072613
612 => 0.38086901677892
613 => 0.38872842642512
614 => 0.36692280023341
615 => 0.3677558045191
616 => 0.35743267162929
617 => 0.3632129362556
618 => 0.35912763152435
619 => 0.36274594799548
620 => 0.3649147519694
621 => 0.37523619093468
622 => 0.39083392148943
623 => 0.37369451214293
624 => 0.3662266260498
625 => 0.37085966058099
626 => 0.38319804207171
627 => 0.40189132162027
628 => 0.39082452389021
629 => 0.3957357807964
630 => 0.39680867194379
701 => 0.38864842501276
702 => 0.40219220156428
703 => 0.40945042144768
704 => 0.41689585317106
705 => 0.42336051292022
706 => 0.41392198401219
707 => 0.42402256290376
708 => 0.41588327930935
709 => 0.40858150050149
710 => 0.4085925742859
711 => 0.40401206177776
712 => 0.39513674161153
713 => 0.39349999640104
714 => 0.40201455168416
715 => 0.40884241868984
716 => 0.40940479451971
717 => 0.41318505252253
718 => 0.41542217026884
719 => 0.43734896539682
720 => 0.44616810378525
721 => 0.45695197926888
722 => 0.46115290651568
723 => 0.47379619141276
724 => 0.46358571202097
725 => 0.46137661057763
726 => 0.43070813700429
727 => 0.43573009783384
728 => 0.44377074166911
729 => 0.43084072425958
730 => 0.43904184422617
731 => 0.44066091903105
801 => 0.43040136721573
802 => 0.43588143712936
803 => 0.42132799616626
804 => 0.39115114673246
805 => 0.40222579702421
806 => 0.41038046732592
807 => 0.39874274734178
808 => 0.41960290997138
809 => 0.40741683360433
810 => 0.4035544324308
811 => 0.38848582840742
812 => 0.39559762946269
813 => 0.40521644222114
814 => 0.39927313424343
815 => 0.41160639068936
816 => 0.42907357097616
817 => 0.4415217238371
818 => 0.44247733844444
819 => 0.43447401011632
820 => 0.44729939483869
821 => 0.4473928137646
822 => 0.43292572740454
823 => 0.42406471756207
824 => 0.42205147748214
825 => 0.42708094592078
826 => 0.43318764909638
827 => 0.44281621797019
828 => 0.4486345604843
829 => 0.46380571195068
830 => 0.46791059054648
831 => 0.47242060760184
901 => 0.47844738122555
902 => 0.48568406819386
903 => 0.46985060909203
904 => 0.4704797019394
905 => 0.45573580405294
906 => 0.43997983467242
907 => 0.45193665142293
908 => 0.46756859877554
909 => 0.46398261278108
910 => 0.46357911610166
911 => 0.4642576855958
912 => 0.46155396926333
913 => 0.449325160496
914 => 0.44318392928943
915 => 0.45110768434107
916 => 0.45531880750526
917 => 0.46184989228437
918 => 0.46104479823087
919 => 0.47786817123458
920 => 0.48440522527143
921 => 0.48273276711249
922 => 0.48304053966369
923 => 0.494875563747
924 => 0.50803854458599
925 => 0.52036741315
926 => 0.53290886779055
927 => 0.51778965472007
928 => 0.5101130507463
929 => 0.51803334653437
930 => 0.51383072610298
1001 => 0.5379802296799
1002 => 0.53965228891113
1003 => 0.56380004620407
1004 => 0.58671914333651
1005 => 0.5723240690659
1006 => 0.5858979757347
1007 => 0.60057926249386
1008 => 0.62890184660522
1009 => 0.61936379667704
1010 => 0.61205779991235
1011 => 0.60515366827204
1012 => 0.61952007021549
1013 => 0.63800221680687
1014 => 0.64198309416285
1015 => 0.64843363629174
1016 => 0.64165167997798
1017 => 0.64981979934992
1018 => 0.67865684998639
1019 => 0.67086482435273
1020 => 0.65979889532231
1021 => 0.68256297726002
1022 => 0.69080121002015
1023 => 0.74862144192673
1024 => 0.82162187314344
1025 => 0.79139921527305
1026 => 0.77263903625382
1027 => 0.77704812332074
1028 => 0.80370540958053
1029 => 0.81226688386721
1030 => 0.78899384543886
1031 => 0.79721427605724
1101 => 0.84250965697941
1102 => 0.86680917559435
1103 => 0.83380716545452
1104 => 0.74275592835741
1105 => 0.65880252948807
1106 => 0.68107075133904
1107 => 0.67854622604451
1108 => 0.72721046213154
1109 => 0.67067898711836
1110 => 0.67163083217454
1111 => 0.72130139312752
1112 => 0.70805013903426
1113 => 0.68658480449557
1114 => 0.65895925018516
1115 => 0.60789085798788
1116 => 0.56265815887128
1117 => 0.65136989830741
1118 => 0.6475444867911
1119 => 0.64200472402125
1120 => 0.65433286660061
1121 => 0.71419482756167
1122 => 0.71281481560726
1123 => 0.70403588364158
1124 => 0.71069462616359
1125 => 0.68541749473691
1126 => 0.69193198705515
1127 => 0.65878923084076
1128 => 0.67377114081343
1129 => 0.68653874952822
1130 => 0.68910203600539
1201 => 0.69487725132311
1202 => 0.64552866875004
1203 => 0.66768473352709
1204 => 0.68069934584108
1205 => 0.62189885393082
1206 => 0.67953704917401
1207 => 0.64466961971813
1208 => 0.63283509046959
1209 => 0.64876872502208
1210 => 0.64255937214101
1211 => 0.6372209351593
1212 => 0.63424199559751
1213 => 0.64594189828179
1214 => 0.64539608383716
1215 => 0.62625277219243
1216 => 0.60128110253309
1217 => 0.60966241453788
1218 => 0.60661740531132
1219 => 0.59558189906026
1220 => 0.60301849784137
1221 => 0.57027148038589
1222 => 0.51393193889559
1223 => 0.55115156573091
1224 => 0.54971865058491
1225 => 0.54899610979077
1226 => 0.57696563068258
1227 => 0.57427700661547
1228 => 0.56939712760658
1229 => 0.59549227625542
1230 => 0.58596719596931
1231 => 0.61532124901992
]
'min_raw' => 0.26350412109723
'max_raw' => 0.86680917559435
'avg_raw' => 0.56515664834579
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.2635041'
'max' => '$0.8668091'
'avg' => '$0.565156'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.14355025148028
'max_diff' => 0.5730046742807
'year' => 2029
]
4 => [
'items' => [
101 => 0.63465572686016
102 => 0.62975187787504
103 => 0.64793604773544
104 => 0.6098555030386
105 => 0.62250433246061
106 => 0.62511123867397
107 => 0.59517026617173
108 => 0.57471689876363
109 => 0.57335289234297
110 => 0.53788957190496
111 => 0.55683379143302
112 => 0.57350392065265
113 => 0.56552022241073
114 => 0.56299282205354
115 => 0.57590476235217
116 => 0.57690813069666
117 => 0.55403122611
118 => 0.55878805899092
119 => 0.578624842862
120 => 0.55828822293331
121 => 0.51877749237987
122 => 0.50897828492403
123 => 0.50767089001419
124 => 0.481094662209
125 => 0.50963311482296
126 => 0.49717531547399
127 => 0.53652935435004
128 => 0.51405053840398
129 => 0.51308152157639
130 => 0.51161671051762
131 => 0.48874145339555
201 => 0.49374968090685
202 => 0.51039779192901
203 => 0.51633802549611
204 => 0.51571841046816
205 => 0.51031620710265
206 => 0.51278930813963
207 => 0.50482258801402
208 => 0.50200937332473
209 => 0.49313009392966
210 => 0.48008000618245
211 => 0.48189470092454
212 => 0.45603906235611
213 => 0.44195153820142
214 => 0.43805229718599
215 => 0.43283806913966
216 => 0.43864125811836
217 => 0.45596581658063
218 => 0.43506872346502
219 => 0.39924212307894
220 => 0.4013953628077
221 => 0.40623305317561
222 => 0.39721804917953
223 => 0.38868610446918
224 => 0.39610393817628
225 => 0.38092373529897
226 => 0.40806750816906
227 => 0.40733334518246
228 => 0.41745086514878
301 => 0.42377755801612
302 => 0.40919657924803
303 => 0.40552950251901
304 => 0.40761843608321
305 => 0.37309301742412
306 => 0.41462940186669
307 => 0.41498861024418
308 => 0.41191285003434
309 => 0.43402969245801
310 => 0.48070312838811
311 => 0.4631427043566
312 => 0.45634277740497
313 => 0.44341611129921
314 => 0.46064012637565
315 => 0.45931759075427
316 => 0.45333658311765
317 => 0.44971925103715
318 => 0.45638429630893
319 => 0.44889337816918
320 => 0.44754780343462
321 => 0.43939508454291
322 => 0.43648493482365
323 => 0.4343303758279
324 => 0.43195841807618
325 => 0.43719036582143
326 => 0.42533408391065
327 => 0.41103657021189
328 => 0.40984788664907
329 => 0.41312994647612
330 => 0.41167787932327
331 => 0.4098409347102
401 => 0.40633370718174
402 => 0.40529318769411
403 => 0.40867437124063
404 => 0.40485721215186
405 => 0.41048963831875
406 => 0.40895793005771
407 => 0.40040193222352
408 => 0.38973799108599
409 => 0.38964305964149
410 => 0.38734553101578
411 => 0.3844192828752
412 => 0.38360526758598
413 => 0.39547922891149
414 => 0.42005797349754
415 => 0.41523257781579
416 => 0.4187194207223
417 => 0.43587123676704
418 => 0.44132328331456
419 => 0.43745354981393
420 => 0.4321564199235
421 => 0.43238946675529
422 => 0.45049136314116
423 => 0.45162035621451
424 => 0.45447295748389
425 => 0.45813935626007
426 => 0.43807795337947
427 => 0.43144457648371
428 => 0.42830131450475
429 => 0.41862128420506
430 => 0.4290603669802
501 => 0.42297796049322
502 => 0.42379868493291
503 => 0.42326418706488
504 => 0.42355605904341
505 => 0.40805992093135
506 => 0.41370589920634
507 => 0.40431836526867
508 => 0.39174951112626
509 => 0.39170737591997
510 => 0.39478358516504
511 => 0.39295373553399
512 => 0.38802965722658
513 => 0.38872909930915
514 => 0.38260125067826
515 => 0.38947313108122
516 => 0.38967019202241
517 => 0.38702414375341
518 => 0.39761122365093
519 => 0.40194875892319
520 => 0.40020707326869
521 => 0.40182655761469
522 => 0.41543309479172
523 => 0.41765155404641
524 => 0.41863684710416
525 => 0.4173166849331
526 => 0.40207526013641
527 => 0.40275128213769
528 => 0.39779108123997
529 => 0.39360023417449
530 => 0.39376784607902
531 => 0.39592248624266
601 => 0.40533192620524
602 => 0.42513353788972
603 => 0.42588499457835
604 => 0.42679578200652
605 => 0.42309115181108
606 => 0.42197379989561
607 => 0.42344787548512
608 => 0.43088431971453
609 => 0.45001287324749
610 => 0.44325156487581
611 => 0.43775451592359
612 => 0.44257690984844
613 => 0.44183454010288
614 => 0.43556819235588
615 => 0.43539231684534
616 => 0.42336519204627
617 => 0.41891903785244
618 => 0.41520349861919
619 => 0.4111462267731
620 => 0.40874094002176
621 => 0.4124365536551
622 => 0.41328178421826
623 => 0.40520126042068
624 => 0.40409991488563
625 => 0.41069864504896
626 => 0.40779478992953
627 => 0.410781476932
628 => 0.4114744139359
629 => 0.41136283511858
630 => 0.40833087686827
701 => 0.41026335664272
702 => 0.40569246587619
703 => 0.40072230869318
704 => 0.39755165806215
705 => 0.39478484486081
706 => 0.39632003363304
707 => 0.39084736597442
708 => 0.38909654944739
709 => 0.40960867597731
710 => 0.42476120438748
711 => 0.42454088062334
712 => 0.42319971637178
713 => 0.42120701833921
714 => 0.4307385414417
715 => 0.42741794938161
716 => 0.42983395755008
717 => 0.43044893302849
718 => 0.4323102785829
719 => 0.43297554963054
720 => 0.43096463846411
721 => 0.42421577497746
722 => 0.4073982488314
723 => 0.39956964501236
724 => 0.39698607535637
725 => 0.39707998320647
726 => 0.39448958547766
727 => 0.39525257370228
728 => 0.39422424931048
729 => 0.3922768516908
730 => 0.39619978731765
731 => 0.39665186910397
801 => 0.39573620905307
802 => 0.39595188014243
803 => 0.38837060600454
804 => 0.38894699381158
805 => 0.38573759325815
806 => 0.38513586934428
807 => 0.37702278421968
808 => 0.36264927791096
809 => 0.37061359567601
810 => 0.36099381976837
811 => 0.35735066486876
812 => 0.3745967935367
813 => 0.37286576055158
814 => 0.36990298454302
815 => 0.36552042132974
816 => 0.3638948860031
817 => 0.35401864794037
818 => 0.35343510710795
819 => 0.35833003737269
820 => 0.35607119547978
821 => 0.35289892597181
822 => 0.34140928738173
823 => 0.32849112951788
824 => 0.32888104750314
825 => 0.33299007316876
826 => 0.34493761946916
827 => 0.34026950643494
828 => 0.3368827368682
829 => 0.33624849673426
830 => 0.34418733988209
831 => 0.35542246617532
901 => 0.36069373606032
902 => 0.35547006769513
903 => 0.34946939873948
904 => 0.34983463165439
905 => 0.35226436261004
906 => 0.35251969297893
907 => 0.34861387436754
908 => 0.34971333942818
909 => 0.34804315146387
910 => 0.33779321100983
911 => 0.33760782208993
912 => 0.33509232139989
913 => 0.33501615303871
914 => 0.3307366588439
915 => 0.3301379280233
916 => 0.32164073255277
917 => 0.32723361234335
918 => 0.3234822022192
919 => 0.31782794229391
920 => 0.31685314575157
921 => 0.3168238421904
922 => 0.32262950286429
923 => 0.32716576981816
924 => 0.32354745960442
925 => 0.32272364050675
926 => 0.33151987318336
927 => 0.33040047239582
928 => 0.32943107853317
929 => 0.3544164838437
930 => 0.33463858590493
1001 => 0.32601429352067
1002 => 0.31534009398645
1003 => 0.31881566717878
1004 => 0.3195480215172
1005 => 0.29387849580649
1006 => 0.28346437242259
1007 => 0.27989063772519
1008 => 0.27783390288165
1009 => 0.2787711827767
1010 => 0.26939725027635
1011 => 0.27569668794712
1012 => 0.26757965476061
1013 => 0.26621880773178
1014 => 0.28073306857672
1015 => 0.28275264318221
1016 => 0.27413651048254
1017 => 0.27966946250091
1018 => 0.27766313718526
1019 => 0.26771879799729
1020 => 0.26733899738592
1021 => 0.26234927754182
1022 => 0.25454133218596
1023 => 0.25097289164319
1024 => 0.24911441682589
1025 => 0.24988125975646
1026 => 0.24949352050498
1027 => 0.24696325961216
1028 => 0.24963855209754
1029 => 0.24280428530457
1030 => 0.24008282520018
1031 => 0.23885360480842
1101 => 0.23278779966395
1102 => 0.2424411931246
1103 => 0.2443430332466
1104 => 0.24624862058114
1105 => 0.26283545732862
1106 => 0.26200682583863
1107 => 0.26949725094824
1108 => 0.26920618680249
1109 => 0.26706979622439
1110 => 0.25805671579457
1111 => 0.26164916901118
1112 => 0.25059215640163
1113 => 0.25887682205248
1114 => 0.25509604662534
1115 => 0.25759853807745
1116 => 0.253098832806
1117 => 0.2555891554915
1118 => 0.24479403009314
1119 => 0.23471369388767
1120 => 0.23877031544011
1121 => 0.24318032699856
1122 => 0.25274235570732
1123 => 0.2470472902934
1124 => 0.24909545117051
1125 => 0.24223445509019
1126 => 0.22807826042983
1127 => 0.22815838295425
1128 => 0.22598076081522
1129 => 0.22409897734906
1130 => 0.24770143706444
1201 => 0.24476609809916
1202 => 0.24008901962565
1203 => 0.24634947502216
1204 => 0.24800483879578
1205 => 0.24805196467525
1206 => 0.25261943132679
1207 => 0.25505708909748
1208 => 0.25548673684498
1209 => 0.26267374430784
1210 => 0.26508273441046
1211 => 0.27500502371015
1212 => 0.25485027086661
1213 => 0.254435196995
1214 => 0.24643757246818
1215 => 0.24136535255582
1216 => 0.24678487170505
1217 => 0.25158582583312
1218 => 0.24658675149554
1219 => 0.24723952506781
1220 => 0.24052867620899
1221 => 0.24292748890123
1222 => 0.24499366954676
1223 => 0.24385284603878
1224 => 0.24214497803086
1225 => 0.25119220234398
1226 => 0.25068172249187
1227 => 0.25910670576704
1228 => 0.26567458270636
1229 => 0.27744539233006
1230 => 0.26516193886154
1231 => 0.26471428099485
]
'min_raw' => 0.22409897734906
'max_raw' => 0.64793604773544
'avg_raw' => 0.43601751254225
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.224098'
'max' => '$0.647936'
'avg' => '$0.436017'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.03940514374817
'max_diff' => -0.21887312785892
'year' => 2030
]
5 => [
'items' => [
101 => 0.2690902084484
102 => 0.26508206447877
103 => 0.26761507311115
104 => 0.27703728547922
105 => 0.27723636197923
106 => 0.27390157410849
107 => 0.27369865196349
108 => 0.27433913445265
109 => 0.27809046039675
110 => 0.27677963184528
111 => 0.27829655583116
112 => 0.28019349250348
113 => 0.28804002686464
114 => 0.2899317997348
115 => 0.28533577243209
116 => 0.28575074223799
117 => 0.284031701863
118 => 0.28237113040028
119 => 0.28610385254149
120 => 0.2929254756214
121 => 0.29288303865826
122 => 0.2944655226194
123 => 0.29545139701718
124 => 0.29121930239773
125 => 0.28846436441891
126 => 0.28952078294125
127 => 0.29121001916427
128 => 0.28897298640108
129 => 0.27516498389226
130 => 0.27935344979482
131 => 0.27865628426312
201 => 0.27766343576774
202 => 0.28187497062122
203 => 0.28146875781049
204 => 0.2693011070497
205 => 0.27008004057356
206 => 0.26934847657719
207 => 0.27171230951336
208 => 0.26495440974278
209 => 0.26703309419706
210 => 0.26833682560033
211 => 0.26910473341259
212 => 0.2718789429898
213 => 0.27155342151572
214 => 0.27185870811792
215 => 0.27597212855674
216 => 0.29677639758087
217 => 0.29790872804182
218 => 0.29233271872169
219 => 0.29456022446316
220 => 0.29028390054149
221 => 0.29315462543899
222 => 0.29511870250535
223 => 0.28624341591276
224 => 0.28571787904088
225 => 0.28142390520921
226 => 0.28373124352324
227 => 0.28006010236212
228 => 0.280960871992
301 => 0.27844224157919
302 => 0.28297527486793
303 => 0.2880439104469
304 => 0.28932444796063
305 => 0.28595590506806
306 => 0.28351685801605
307 => 0.27923469486476
308 => 0.28635602761958
309 => 0.28843852233577
310 => 0.28634508916138
311 => 0.28585999495246
312 => 0.28494074230309
313 => 0.28605501874761
314 => 0.28842718062231
315 => 0.28730851288915
316 => 0.28804741263529
317 => 0.28523148875312
318 => 0.29122070339715
319 => 0.30073301763487
320 => 0.30076360128056
321 => 0.29964492751737
322 => 0.29918719031563
323 => 0.30033501748347
324 => 0.30095766663568
325 => 0.30466952922097
326 => 0.3086525056621
327 => 0.32723931880412
328 => 0.32202021605017
329 => 0.33851154240423
330 => 0.35155404041958
331 => 0.35546491529506
401 => 0.3518670944305
402 => 0.33955914360329
403 => 0.33895525681753
404 => 0.35734853163618
405 => 0.35215158903455
406 => 0.35153342924863
407 => 0.34495725352378
408 => 0.34884458785237
409 => 0.34799437081096
410 => 0.34665226161704
411 => 0.35406902472193
412 => 0.36795254315529
413 => 0.36578866660864
414 => 0.36417343314591
415 => 0.35709595029962
416 => 0.36135817578611
417 => 0.35984047892792
418 => 0.36636146778492
419 => 0.36249857844363
420 => 0.35211221708301
421 => 0.35376627936359
422 => 0.35351627117739
423 => 0.35866142193355
424 => 0.35711697538704
425 => 0.3532146932017
426 => 0.36790509079862
427 => 0.36695117809096
428 => 0.36830360821561
429 => 0.36889898978178
430 => 0.37784077592518
501 => 0.38150393960289
502 => 0.38233554189044
503 => 0.38581526406501
504 => 0.38224896323278
505 => 0.39651670929112
506 => 0.40600392787385
507 => 0.4170238204655
508 => 0.43312684540979
509 => 0.43918173175015
510 => 0.43808797072795
511 => 0.45029710045943
512 => 0.47223663519319
513 => 0.44252257797295
514 => 0.47381155237723
515 => 0.46390582432941
516 => 0.44041952132448
517 => 0.43890728029629
518 => 0.45481247737281
519 => 0.49008867367005
520 => 0.4812523865969
521 => 0.49010312667019
522 => 0.47977826823996
523 => 0.47926555199416
524 => 0.48960167134175
525 => 0.51375257758993
526 => 0.5022793873146
527 => 0.48582975571325
528 => 0.49797590770307
529 => 0.48745378677619
530 => 0.4637445033717
531 => 0.48124562965471
601 => 0.46954312491264
602 => 0.47295853793574
603 => 0.49755546228736
604 => 0.49459589527398
605 => 0.49842584903782
606 => 0.49166608089199
607 => 0.48535139152619
608 => 0.47356455488994
609 => 0.47007505364597
610 => 0.4710394262507
611 => 0.4700745757508
612 => 0.46347994897944
613 => 0.46205583995604
614 => 0.4596822625254
615 => 0.46041793342152
616 => 0.45595491343735
617 => 0.46437755425447
618 => 0.46594087061018
619 => 0.47207016620693
620 => 0.47270653000894
621 => 0.48977653100081
622 => 0.4803746613042
623 => 0.48668224721506
624 => 0.48611803736189
625 => 0.4409285407273
626 => 0.44715525465324
627 => 0.45684206747154
628 => 0.45247817142706
629 => 0.44630864341458
630 => 0.44132641875534
701 => 0.43377783893796
702 => 0.44440232007329
703 => 0.45837238297863
704 => 0.47306083385833
705 => 0.49070804516487
706 => 0.48676939303743
707 => 0.4727309315181
708 => 0.47336068664675
709 => 0.47725358505259
710 => 0.47221192790992
711 => 0.4707250447937
712 => 0.47704931014506
713 => 0.47709286188478
714 => 0.47129182603752
715 => 0.46484503627164
716 => 0.46481802398713
717 => 0.46367088001689
718 => 0.47998234260387
719 => 0.48895199775183
720 => 0.48998035425922
721 => 0.48888278116536
722 => 0.48930519348807
723 => 0.48408594879034
724 => 0.49601559445042
725 => 0.50696341702778
726 => 0.50402916671093
727 => 0.49963030835771
728 => 0.49612640580165
729 => 0.50320375862435
730 => 0.50288861524394
731 => 0.50686779734824
801 => 0.50668727866312
802 => 0.50534922938605
803 => 0.50402921449688
804 => 0.50926292432471
805 => 0.50775569994511
806 => 0.50624613442973
807 => 0.50321846968573
808 => 0.50362997960863
809 => 0.49923188078032
810 => 0.49719711901904
811 => 0.46659918420547
812 => 0.45842241620692
813 => 0.46099499387272
814 => 0.46184195323725
815 => 0.45828341332547
816 => 0.46338544544507
817 => 0.46259029914362
818 => 0.46568374825753
819 => 0.46375109555311
820 => 0.46383041229423
821 => 0.46951393181294
822 => 0.47116388170865
823 => 0.47032470387496
824 => 0.47091243526434
825 => 0.48445645706667
826 => 0.48253093027981
827 => 0.48150803255147
828 => 0.48179138221283
829 => 0.48525217017042
830 => 0.48622100184653
831 => 0.48211599395626
901 => 0.48405193940808
902 => 0.49229494943387
903 => 0.49517953642893
904 => 0.50438575343687
905 => 0.50047478882444
906 => 0.50765353363314
907 => 0.52971854776064
908 => 0.54734560782852
909 => 0.53113503492103
910 => 0.56350488594313
911 => 0.58870945814319
912 => 0.58774206468174
913 => 0.5833470645264
914 => 0.55465232917486
915 => 0.52824700588997
916 => 0.55033618004703
917 => 0.55039248989463
918 => 0.54849501024462
919 => 0.53670992710199
920 => 0.54808491489691
921 => 0.54898782012018
922 => 0.54848243329703
923 => 0.53944683768316
924 => 0.52565115323799
925 => 0.52834679695637
926 => 0.53276231635673
927 => 0.52440281695801
928 => 0.5217314503802
929 => 0.52669802909665
930 => 0.54270138054883
1001 => 0.5396760396579
1002 => 0.53959703578087
1003 => 0.55254072705647
1004 => 0.54327583752655
1005 => 0.52838079765631
1006 => 0.52461960364764
1007 => 0.51126989876072
1008 => 0.52049058747613
1009 => 0.52082242364772
1010 => 0.51577234667144
1011 => 0.52879058357037
1012 => 0.52867061822553
1013 => 0.54102949665221
1014 => 0.56465503042126
1015 => 0.55766779754384
1016 => 0.54954240591618
1017 => 0.55042586127878
1018 => 0.56011518605285
1019 => 0.55425679910868
1020 => 0.55636351589993
1021 => 0.56011199728467
1022 => 0.56237354917364
1023 => 0.55010045876526
1024 => 0.5472390143013
1025 => 0.54138550315855
1026 => 0.53985843136237
1027 => 0.54462599405062
1028 => 0.54336990972274
1029 => 0.52079453410243
1030 => 0.51843528174191
1031 => 0.51850763664357
1101 => 0.51257518440669
1102 => 0.50352677079377
1103 => 0.52730546151581
1104 => 0.52539569986827
1105 => 0.52328747081319
1106 => 0.52354571684305
1107 => 0.53386724055089
1108 => 0.5278802355509
1109 => 0.54379766959418
1110 => 0.54052552367675
1111 => 0.53716945956347
1112 => 0.5367055492748
1113 => 0.53541375091712
1114 => 0.53098369369165
1115 => 0.52563413338672
1116 => 0.52210189030243
1117 => 0.48161139560249
1118 => 0.48912619589643
1119 => 0.497771288639
1120 => 0.50075554001071
1121 => 0.4956507715355
1122 => 0.53118526106498
1123 => 0.53767775472088
1124 => 0.51801156794228
1125 => 0.51433282736112
1126 => 0.53142643868504
1127 => 0.52111690144772
1128 => 0.52575928543442
1129 => 0.51572499050345
1130 => 0.53611390312158
1201 => 0.5359585737682
1202 => 0.52802682625527
1203 => 0.53473068493894
1204 => 0.53356572451879
1205 => 0.52461080111172
1206 => 0.53639779016619
1207 => 0.53640363636571
1208 => 0.52876950183557
1209 => 0.51985450403132
1210 => 0.51826071298676
1211 => 0.51706000553039
1212 => 0.52546398500486
1213 => 0.53299896672311
1214 => 0.54701969962038
1215 => 0.55054484499515
1216 => 0.5643037220751
1217 => 0.55611098068156
1218 => 0.55974271682755
1219 => 0.56368548015448
1220 => 0.56557578588372
1221 => 0.56249563413731
1222 => 0.58386883362222
1223 => 0.58567338651666
1224 => 0.58627843749284
1225 => 0.57907151488148
1226 => 0.58547294896161
1227 => 0.58247792994873
1228 => 0.59027013737999
1229 => 0.59149205500111
1230 => 0.590457134247
1231 => 0.5908449901866
]
'min_raw' => 0.26495440974278
'max_raw' => 0.59149205500111
'avg_raw' => 0.42822323237195
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.264954'
'max' => '$0.591492'
'avg' => '$0.428223'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.040855432393719
'max_diff' => -0.056443992734325
'year' => 2031
]
6 => [
'items' => [
101 => 0.57260673491699
102 => 0.5716609851668
103 => 0.55876562021562
104 => 0.56402057675095
105 => 0.55419668738477
106 => 0.55731194390006
107 => 0.55868511928874
108 => 0.55796785039271
109 => 0.56431768410899
110 => 0.55891902826483
111 => 0.5446710878709
112 => 0.53041926563514
113 => 0.53024034561625
114 => 0.52648809238714
115 => 0.52377590056194
116 => 0.52429836492765
117 => 0.5261395974985
118 => 0.52366888477775
119 => 0.52419613660503
120 => 0.53295202999854
121 => 0.53470796197443
122 => 0.52874061903344
123 => 0.50478087604186
124 => 0.49890109501326
125 => 0.50312736501549
126 => 0.50110748016107
127 => 0.40443284632527
128 => 0.42714511754988
129 => 0.41365025722407
130 => 0.41986930973087
131 => 0.40609455181536
201 => 0.41266858828956
202 => 0.41145460379815
203 => 0.44797526382236
204 => 0.4474050439486
205 => 0.4476779780268
206 => 0.43465012334831
207 => 0.45540384959596
208 => 0.46562788142541
209 => 0.46373568523757
210 => 0.46421191025228
211 => 0.45602878669058
212 => 0.4477572085503
213 => 0.43858275540599
214 => 0.45562775535144
215 => 0.45373264232536
216 => 0.45807934976705
217 => 0.46913425063344
218 => 0.4707621267795
219 => 0.47295000882809
220 => 0.47216580885772
221 => 0.49084863367363
222 => 0.48858602031518
223 => 0.49403826751076
224 => 0.48282258136645
225 => 0.47013096789147
226 => 0.47254322869296
227 => 0.4723109085796
228 => 0.46935320689192
229 => 0.46668312605605
301 => 0.46223819375495
302 => 0.47630261728184
303 => 0.4757316273713
304 => 0.48497529031975
305 => 0.48334138310546
306 => 0.47242975084351
307 => 0.47281946192442
308 => 0.47544045623229
309 => 0.48451174745782
310 => 0.48720472431416
311 => 0.48595723013773
312 => 0.48890995632164
313 => 0.49124367070506
314 => 0.4892030349177
315 => 0.5180941343467
316 => 0.50609653558335
317 => 0.51194408174185
318 => 0.51333868704491
319 => 0.50976643488651
320 => 0.51054112846691
321 => 0.51171457814985
322 => 0.51883953483963
323 => 0.53753748281645
324 => 0.54581867669415
325 => 0.57073305706211
326 => 0.54513103882239
327 => 0.54361192101173
328 => 0.54809975325821
329 => 0.5627271319892
330 => 0.57458124857085
331 => 0.57851394292137
401 => 0.5790337134015
402 => 0.58641170944367
403 => 0.59064063918355
404 => 0.58551582666359
405 => 0.58117308464315
406 => 0.56561792176694
407 => 0.56741847422517
408 => 0.57982249514037
409 => 0.59734390527628
410 => 0.6123790979649
411 => 0.60711429751471
412 => 0.64728100857977
413 => 0.65126337391557
414 => 0.65071313979145
415 => 0.65978556068182
416 => 0.64177865278082
417 => 0.63408035078573
418 => 0.58211203476019
419 => 0.5967130118033
420 => 0.61793638942078
421 => 0.61512739580953
422 => 0.5997144116812
423 => 0.61236740583433
424 => 0.60818393027159
425 => 0.60488424952271
426 => 0.62000072670795
427 => 0.60337953909212
428 => 0.61777058035977
429 => 0.59931392107774
430 => 0.6071383466797
501 => 0.60269682428315
502 => 0.60557103360623
503 => 0.58876846463324
504 => 0.59783472299176
505 => 0.58839127847844
506 => 0.58838680105617
507 => 0.58817833649513
508 => 0.59928850708641
509 => 0.59965080935052
510 => 0.59144037649703
511 => 0.59025712485178
512 => 0.59463222635158
513 => 0.58951012833621
514 => 0.5919067257595
515 => 0.58958271883071
516 => 0.58905953591997
517 => 0.58489072547491
518 => 0.58309468731135
519 => 0.58379896015348
520 => 0.58139491386574
521 => 0.57994638901923
522 => 0.58789018844432
523 => 0.58364613686345
524 => 0.58723972667128
525 => 0.58314437753806
526 => 0.56894811318365
527 => 0.56078369143065
528 => 0.53396826405956
529 => 0.54157308599757
530 => 0.54661509081023
531 => 0.54494870824972
601 => 0.54852874279413
602 => 0.54874852783932
603 => 0.5475846221148
604 => 0.54623696839136
605 => 0.54558100508872
606 => 0.55047001812597
607 => 0.55330825475071
608 => 0.5471211234465
609 => 0.54567156514909
610 => 0.55192709649853
611 => 0.55574296700799
612 => 0.5839172108974
613 => 0.58182997190846
614 => 0.58706853217073
615 => 0.58647875067745
616 => 0.5919695964004
617 => 0.60094480855288
618 => 0.58269569273811
619 => 0.5858631082366
620 => 0.58508653110268
621 => 0.59356499662143
622 => 0.59359146546532
623 => 0.58850820185607
624 => 0.59126392152518
625 => 0.58972575440509
626 => 0.59250543028684
627 => 0.58180209555923
628 => 0.59483760190387
629 => 0.6022278940118
630 => 0.60233050822489
701 => 0.60583344803107
702 => 0.60939263775073
703 => 0.61622419247754
704 => 0.60920210939723
705 => 0.59657006552178
706 => 0.59748205828833
707 => 0.59007589558604
708 => 0.5902003945191
709 => 0.58953580945727
710 => 0.59153027925543
711 => 0.58223976952116
712 => 0.58442023358619
713 => 0.58136757112637
714 => 0.58585647234459
715 => 0.58102715667574
716 => 0.58508615661367
717 => 0.5868378864289
718 => 0.59330180715915
719 => 0.58007243032823
720 => 0.55309683541991
721 => 0.55876743251711
722 => 0.55038017399456
723 => 0.55115644670336
724 => 0.55272464111804
725 => 0.54764160993879
726 => 0.54861129210307
727 => 0.54857664823261
728 => 0.54827810607315
729 => 0.54695581334745
730 => 0.54503822728754
731 => 0.55267729994836
801 => 0.55397532725053
802 => 0.5568606811517
803 => 0.56544553720733
804 => 0.56458770764253
805 => 0.56598686325373
806 => 0.5629325144104
807 => 0.55129812918612
808 => 0.55192993227852
809 => 0.5440513375924
810 => 0.55665920777208
811 => 0.55367349769778
812 => 0.55174859098968
813 => 0.55122336236024
814 => 0.55982949861354
815 => 0.56240458946518
816 => 0.56079996565436
817 => 0.557508835404
818 => 0.56382877842
819 => 0.56551972855409
820 => 0.56589826992927
821 => 0.57709599722475
822 => 0.56652409849386
823 => 0.56906885959402
824 => 0.5889223592634
825 => 0.57091797465895
826 => 0.58045529872962
827 => 0.5799884963462
828 => 0.5848674686153
829 => 0.5795882782136
830 => 0.57965372010568
831 => 0.58398591695043
901 => 0.5779021277978
902 => 0.57639569604708
903 => 0.57431457137275
904 => 0.57885863096274
905 => 0.58158258917681
906 => 0.60353569185533
907 => 0.61771839736877
908 => 0.61710268871821
909 => 0.62272911322606
910 => 0.62019435745313
911 => 0.61200896242756
912 => 0.62598043363362
913 => 0.62155927555284
914 => 0.62192375045331
915 => 0.62191018467931
916 => 0.62484986829869
917 => 0.62276683303631
918 => 0.61866095671499
919 => 0.62138662903031
920 => 0.62948090136112
921 => 0.65460577103856
922 => 0.6686659809703
923 => 0.65375932874615
924 => 0.66404173784234
925 => 0.6578759563816
926 => 0.65675545047407
927 => 0.66321356325055
928 => 0.66968298009852
929 => 0.66927090621336
930 => 0.66457444178997
1001 => 0.66192152820556
1002 => 0.68201027865793
1003 => 0.6968113277883
1004 => 0.6958019954651
1005 => 0.70025686008724
1006 => 0.71333648040163
1007 => 0.71453231696404
1008 => 0.71438166904317
1009 => 0.71141766335059
1010 => 0.72429624815344
1011 => 0.73503979017311
1012 => 0.71073158167112
1013 => 0.71998782925086
1014 => 0.72414325700708
1015 => 0.73024465781307
1016 => 0.74053874368627
1017 => 0.751720851316
1018 => 0.75330212394042
1019 => 0.75218013534253
1020 => 0.74480523476954
1021 => 0.75704083036828
1022 => 0.76420815531
1023 => 0.76847613329147
1024 => 0.77929901532868
1025 => 0.72416891951423
1026 => 0.68514509755321
1027 => 0.67905096424318
1028 => 0.69144362396909
1029 => 0.6947114695092
1030 => 0.69339420506951
1031 => 0.64946934556171
1101 => 0.67881970894833
1102 => 0.71039823210368
1103 => 0.71161129178566
1104 => 0.72742016075301
1105 => 0.73256817651621
1106 => 0.74529638815075
1107 => 0.74450023504749
1108 => 0.74759935203042
1109 => 0.74688691870527
1110 => 0.77046325051708
1111 => 0.79647144562466
1112 => 0.79557086452908
1113 => 0.79183187876737
1114 => 0.79738491021532
1115 => 0.82422815477391
1116 => 0.82175685896919
1117 => 0.824157512339
1118 => 0.85580721049255
1119 => 0.89695632020923
1120 => 0.87783842744277
1121 => 0.91931875372055
1122 => 0.9454284203348
1123 => 0.99058238895423
1124 => 0.98492888969509
1125 => 1.0025069983235
1126 => 0.97480794610033
1127 => 0.91120532329388
1128 => 0.9011399647737
1129 => 0.92129106742657
1130 => 0.97083058698283
1201 => 0.91973089165956
1202 => 0.93006829347108
1203 => 0.92709112105393
1204 => 0.92693248018798
1205 => 0.93298715680195
1206 => 0.9242045325827
1207 => 0.88842254154955
1208 => 0.90482121717545
1209 => 0.8984889009872
1210 => 0.9055150779035
1211 => 0.94343245690498
1212 => 0.92666827981101
1213 => 0.90900858105367
1214 => 0.93115776229625
1215 => 0.95936128130248
1216 => 0.95759635576967
1217 => 0.95417166255437
1218 => 0.97347647889792
1219 => 1.005362379717
1220 => 1.0139810105804
1221 => 1.0203431076837
1222 => 1.0212203333857
1223 => 1.0302563033094
1224 => 0.9816676156724
1225 => 1.0587791107983
1226 => 1.0720941358444
1227 => 1.069591462987
1228 => 1.0843905529439
1229 => 1.0800362852619
1230 => 1.0737276345544
1231 => 1.0971873399928
]
'min_raw' => 0.40443284632527
'max_raw' => 1.0971873399928
'avg_raw' => 0.75081009315902
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.404432'
'max' => '$1.09'
'avg' => '$0.75081'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.13947843658249
'max_diff' => 0.50569528499166
'year' => 2032
]
7 => [
'items' => [
101 => 1.0702926808082
102 => 1.0321190980392
103 => 1.0111763155443
104 => 1.0387554609397
105 => 1.0555970826531
106 => 1.0667283232774
107 => 1.0700966299646
108 => 0.9854394171794
109 => 0.93981387479244
110 => 0.96905932436458
111 => 1.0047407912557
112 => 0.98146940332222
113 => 0.98238159767065
114 => 0.94920271409068
115 => 1.0076763862394
116 => 0.99915726404835
117 => 1.0433544850457
118 => 1.0328064635499
119 => 1.068847581547
120 => 1.0593567473089
121 => 1.0987526696057
122 => 1.1144687696118
123 => 1.1408585475379
124 => 1.160270975606
125 => 1.1716703246681
126 => 1.1709859505083
127 => 1.2161558506258
128 => 1.1895207386426
129 => 1.1560607605779
130 => 1.1554555751396
131 => 1.1727849719108
201 => 1.2091026334556
202 => 1.2185192746937
203 => 1.223781892504
204 => 1.2157220101345
205 => 1.1868115050325
206 => 1.174328095509
207 => 1.1849643221022
208 => 1.1719571309601
209 => 1.1944111920446
210 => 1.2252454138423
211 => 1.2188782689728
212 => 1.2401626796558
213 => 1.2621898055274
214 => 1.293689584824
215 => 1.3019247935655
216 => 1.3155372804584
217 => 1.3295490009402
218 => 1.3340491879324
219 => 1.3426414412267
220 => 1.3425961558106
221 => 1.3684894894383
222 => 1.3970506382794
223 => 1.4078318107749
224 => 1.4326225224507
225 => 1.3901692974759
226 => 1.4223705562868
227 => 1.451416897784
228 => 1.416786652011
301 => 1.4645163779967
302 => 1.4663696150989
303 => 1.4943512950768
304 => 1.4659865017779
305 => 1.4491435780607
306 => 1.4977684677362
307 => 1.5212965201806
308 => 1.5142096793067
309 => 1.460278470336
310 => 1.4288881934967
311 => 1.3467337842761
312 => 1.4440492308043
313 => 1.4914487460777
314 => 1.4601557170423
315 => 1.475938100681
316 => 1.5620416683583
317 => 1.5948243321367
318 => 1.5880057672389
319 => 1.5891579924635
320 => 1.6068469227909
321 => 1.6852893813343
322 => 1.6382848418931
323 => 1.6742180510694
324 => 1.6932768956497
325 => 1.7109798126568
326 => 1.6675070435517
327 => 1.6109496096878
328 => 1.5930354962636
329 => 1.457044242023
330 => 1.4499653066597
331 => 1.4459916857266
401 => 1.4209385678231
402 => 1.4012536797775
403 => 1.3855995259506
404 => 1.3445183515828
405 => 1.3583820419814
406 => 1.2929072243466
407 => 1.3347956923843
408 => 1.2302963024944
409 => 1.3173264996109
410 => 1.2699599200979
411 => 1.3017653043208
412 => 1.3016543383315
413 => 1.2430905420709
414 => 1.209312166583
415 => 1.2308370621179
416 => 1.2539134587797
417 => 1.2576575264997
418 => 1.2875766771273
419 => 1.2959264689574
420 => 1.2706262098975
421 => 1.228130784911
422 => 1.2380015029179
423 => 1.2091121367976
424 => 1.1584846338852
425 => 1.1948461903483
426 => 1.2072616244296
427 => 1.2127449874116
428 => 1.1629586529052
429 => 1.1473147056893
430 => 1.1389859994571
501 => 1.2217039943163
502 => 1.2262354728
503 => 1.2030517881909
504 => 1.3078442409912
505 => 1.2841264814957
506 => 1.3106250298443
507 => 1.2371058387188
508 => 1.2399143708265
509 => 1.2051092075504
510 => 1.2245977733031
511 => 1.2108238831749
512 => 1.2230232897801
513 => 1.2303355637992
514 => 1.2651350158905
515 => 1.3177238534546
516 => 1.2599371382075
517 => 1.2347586388534
518 => 1.2503792382435
519 => 1.2919789528777
520 => 1.3550046499988
521 => 1.3176921687927
522 => 1.334250814345
523 => 1.3378681417553
524 => 1.3103552994971
525 => 1.3560190877368
526 => 1.3804906828264
527 => 1.4055934757052
528 => 1.4273895273976
529 => 1.3955668682072
530 => 1.42962167514
531 => 1.4021795122348
601 => 1.3775610551902
602 => 1.3775983912275
603 => 1.3621548735051
604 => 1.3322311119096
605 => 1.3267127111585
606 => 1.3554201287628
607 => 1.3784407590789
608 => 1.3803368484532
609 => 1.3930822522388
610 => 1.4006248509111
611 => 1.474552571565
612 => 1.5042869123742
613 => 1.5406455014734
614 => 1.5548092209854
615 => 1.5974369387418
616 => 1.5630115945995
617 => 1.5555634548488
618 => 1.4521625549918
619 => 1.4690944465507
620 => 1.4962040386212
621 => 1.4526095821799
622 => 1.4802602307312
623 => 1.4857190544761
624 => 1.4511282592317
625 => 1.4696046975517
626 => 1.4205367552559
627 => 1.3187934005094
628 => 1.3561323571755
629 => 1.3836263974386
630 => 1.3443890119924
701 => 1.4147205067082
702 => 1.373634299432
703 => 1.3606119442112
704 => 1.30980709369
705 => 1.333785027478
706 => 1.3662155262571
707 => 1.3461772484617
708 => 1.3877596836497
709 => 1.4466515015062
710 => 1.4886213179792
711 => 1.4918432393467
712 => 1.4648594591139
713 => 1.5081011391451
714 => 1.5084161075761
715 => 1.4596393158534
716 => 1.4297638025136
717 => 1.4229760230242
718 => 1.4399332270113
719 => 1.4605224031243
720 => 1.4929857953276
721 => 1.5126027433376
722 => 1.5637533397225
723 => 1.5775932245017
724 => 1.5927990618831
725 => 1.6131187499314
726 => 1.6375177452944
727 => 1.5841341324757
728 => 1.5862551629325
729 => 1.5365450818222
730 => 1.4834227310092
731 => 1.5237359734818
801 => 1.5764401753688
802 => 1.564349773223
803 => 1.562989355997
804 => 1.5652772004228
805 => 1.5561614320404
806 => 1.5149311494932
807 => 1.4942255597132
808 => 1.5209410530887
809 => 1.535139148848
810 => 1.5571591571665
811 => 1.5544447263553
812 => 1.6111659030077
813 => 1.6332060370954
814 => 1.6275672276453
815 => 1.6286049042896
816 => 1.6685075142815
817 => 1.7128874231901
818 => 1.7544550643278
819 => 1.7967394542648
820 => 1.745763971808
821 => 1.719881765547
822 => 1.7465855957739
823 => 1.7324161675719
824 => 1.813837904946
825 => 1.8194753693835
826 => 1.9008912190392
827 => 1.9781645551815
828 => 1.9296305572462
829 => 1.9753959312799
830 => 2.0248949146031
831 => 2.1203864843542
901 => 2.088228283096
902 => 2.0635956049155
903 => 2.0403178430591
904 => 2.0887551702416
905 => 2.1510690178567
906 => 2.1644908237984
907 => 2.1862392769484
908 => 2.1633734377355
909 => 2.1909128224778
910 => 2.2881389520373
911 => 2.2618675935915
912 => 2.224558041267
913 => 2.3013087328574
914 => 2.3290845097832
915 => 2.524029458536
916 => 2.7701555091104
917 => 2.6682577080218
918 => 2.6050064546646
919 => 2.6198719995434
920 => 2.7097489013206
921 => 2.7386145096211
922 => 2.6601478356883
923 => 2.6878635914503
924 => 2.8405801306519
925 => 2.9225076542004
926 => 2.8112390728872
927 => 2.5042534700199
928 => 2.2211987242928
929 => 2.2962775889809
930 => 2.2877659756937
1001 => 2.4518408452896
1002 => 2.2612410303811
1003 => 2.2644502424437
1004 => 2.4319180065845
1005 => 2.3872404782361
1006 => 2.3148686041771
1007 => 2.2217271190649
1008 => 2.0495464692905
1009 => 1.8970412661727
1010 => 2.1961390893375
1011 => 2.1832414473285
1012 => 2.1645637503761
1013 => 2.2061289438058
1014 => 2.4079577246147
1015 => 2.403304917961
1016 => 2.3737061359133
1017 => 2.3961565512248
1018 => 2.3109329378268
1019 => 2.3328970035051
1020 => 2.2211538869749
1021 => 2.2716664424513
1022 => 2.3147133266392
1023 => 2.3233556259599
1024 => 2.3428271676163
1025 => 2.1764449760632
1026 => 2.251145695346
1027 => 2.2950253694139
1028 => 2.0967754056192
1029 => 2.2911066050519
1030 => 2.1735486322752
1031 => 2.1336476906533
1101 => 2.1873690519979
1102 => 2.1664337852362
1103 => 2.1484348722345
1104 => 2.1383911695191
1105 => 2.1778382082802
1106 => 2.1759979567726
1107 => 2.1114549450191
1108 => 2.0272612172963
1109 => 2.055519395885
1110 => 2.0452529346819
1111 => 2.008045954882
1112 => 2.0331189668792
1113 => 1.9227101112043
1114 => 1.7327574135686
1115 => 1.8582459840352
1116 => 1.8534148105776
1117 => 1.850978713844
1118 => 1.9452799063003
1119 => 1.9362150225443
1120 => 1.9197621697635
1121 => 2.0077437853382
1122 => 1.9756293121337
1123 => 2.0745985514284
1124 => 2.1397860933569
1125 => 2.1232524241277
1126 => 2.1845616223903
1127 => 2.0561704072461
1128 => 2.0988168187555
1129 => 2.1076061850623
1130 => 2.006658105859
1201 => 1.9376981496341
1202 => 1.9330993067549
1203 => 1.8135322459282
1204 => 1.8774040047103
1205 => 1.9336085092455
1206 => 1.9066909132189
1207 => 1.8981696064571
1208 => 1.9417031146568
1209 => 1.9450860410832
1210 => 1.8679549600548
1211 => 1.8839929542243
1212 => 1.9508740560057
1213 => 1.8823077220587
1214 => 1.7490945354466
1215 => 1.7160558233504
1216 => 1.7116478501325
1217 => 1.6220442425943
1218 => 1.7182636280734
1219 => 1.6762612877926
1220 => 1.8089461774744
1221 => 1.7331572800915
1222 => 1.7298901722027
1223 => 1.7249514594482
1224 => 1.6478259329617
1225 => 1.6647115216793
1226 => 1.7208417903245
1227 => 1.7408697025299
1228 => 1.738780627203
1229 => 1.7205667213864
1230 => 1.7289049541989
1231 => 1.7020446010768
]
'min_raw' => 0.93981387479244
'max_raw' => 2.9225076542004
'avg_raw' => 1.9311607644964
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.939813'
'max' => '$2.92'
'avg' => '$1.93'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.53538102846717
'max_diff' => 1.8253203142076
'year' => 2033
]
8 => [
'items' => [
101 => 1.6925596513395
102 => 1.6626225409275
103 => 1.6186232589598
104 => 1.6247416289807
105 => 1.5375675383642
106 => 1.4900704671171
107 => 1.4769239037973
108 => 1.4593437698933
109 => 1.4789096267007
110 => 1.5373205851183
111 => 1.4668645766906
112 => 1.3460726921555
113 => 1.3533324902355
114 => 1.3696431010676
115 => 1.3392483856874
116 => 1.3104823384151
117 => 1.3354920826551
118 => 1.2843109688064
119 => 1.3758280941556
120 => 1.3733528123887
121 => 1.4074647373378
122 => 1.4287956240556
123 => 1.3796348361276
124 => 1.3672710309086
125 => 1.3743140162649
126 => 1.2579091567681
127 => 1.3979519768939
128 => 1.3991630730178
129 => 1.3887929327276
130 => 1.4633614111076
131 => 1.6207241589812
201 => 1.5615179633293
202 => 1.5385915348561
203 => 1.4950083775695
204 => 1.5530803469421
205 => 1.5486213257581
206 => 1.5284559409307
207 => 1.5162598532672
208 => 1.5387315187396
209 => 1.5134753652322
210 => 1.5089386660696
211 => 1.4814512051216
212 => 1.4716394321629
213 => 1.4643751860822
214 => 1.4563779649175
215 => 1.4740178420236
216 => 1.4340435597822
217 => 1.3858384941263
218 => 1.381830764503
219 => 1.392896458356
220 => 1.3880007125701
221 => 1.3818073255557
222 => 1.3699824630767
223 => 1.3664742789774
224 => 1.3778741753712
225 => 1.3650043569979
226 => 1.383994475063
227 => 1.3788302137205
228 => 1.3499830696618
301 => 1.314028847584
302 => 1.313708779591
303 => 1.3059625014211
304 => 1.296096451511
305 => 1.2933519421306
306 => 1.3333858317531
307 => 1.4162547851581
308 => 1.3999856267187
309 => 1.4117417610216
310 => 1.469570306318
311 => 1.4879522619027
312 => 1.4749051852292
313 => 1.4570455419698
314 => 1.457831275634
315 => 1.518863083133
316 => 1.5226695621036
317 => 1.5322873064456
318 => 1.5446488258992
319 => 1.4770104054449
320 => 1.4546455121132
321 => 1.4440477848956
322 => 1.4114108869021
323 => 1.446606983312
324 => 1.426099725181
325 => 1.4288668549306
326 => 1.4270647580511
327 => 1.4280488248046
328 => 1.3758025132539
329 => 1.3948383231977
330 => 1.3631875971101
331 => 1.3208108278396
401 => 1.3206687660498
402 => 1.3310404202936
403 => 1.3248709545065
404 => 1.3082690807049
405 => 1.3106272985198
406 => 1.289966829028
407 => 1.313135853586
408 => 1.3138002583076
409 => 1.3048789218275
410 => 1.3405740008683
411 => 1.3551983038757
412 => 1.3493260890909
413 => 1.3547862936323
414 => 1.4006616837027
415 => 1.4081413739678
416 => 1.411463358303
417 => 1.4070123393724
418 => 1.3556248115481
419 => 1.3579040669238
420 => 1.341180403287
421 => 1.3270506698101
422 => 1.3276157850485
423 => 1.3348803047924
424 => 1.3666048885723
425 => 1.4333674048709
426 => 1.4359009935617
427 => 1.4389717769649
428 => 1.426481357612
429 => 1.4227141276179
430 => 1.4276840763847
501 => 1.4527565673001
502 => 1.5172498210494
503 => 1.4944535978148
504 => 1.4759199134807
505 => 1.4921789512871
506 => 1.4896759998594
507 => 1.4685485709279
508 => 1.4679555943649
509 => 1.4274053033978
510 => 1.4124147841127
511 => 1.3998875841772
512 => 1.3862082088784
513 => 1.3780986166645
514 => 1.3905586360488
515 => 1.3934083899046
516 => 1.3661643397569
517 => 1.362451076392
518 => 1.3846991558463
519 => 1.3749086055705
520 => 1.3849784293231
521 => 1.3873147148111
522 => 1.3869385190383
523 => 1.3767160601128
524 => 1.3832315505938
525 => 1.367820473245
526 => 1.3510632412972
527 => 1.3403731713269
528 => 1.3310446674459
529 => 1.3362206635749
530 => 1.3177691824744
531 => 1.3118661823154
601 => 1.381024249022
602 => 1.4321120564727
603 => 1.4313692195193
604 => 1.4268473906081
605 => 1.4201288700656
606 => 1.4522650656753
607 => 1.4410694577084
608 => 1.4492151979287
609 => 1.4512886306904
610 => 1.457564287182
611 => 1.4598072949669
612 => 1.453027367572
613 => 1.4302731031361
614 => 1.3735716395725
615 => 1.3471769552209
616 => 1.3384662697467
617 => 1.3387828866197
618 => 1.3300491798213
619 => 1.3326216478907
620 => 1.3291545804084
621 => 1.3225887933707
622 => 1.3358152447272
623 => 1.3373394700332
624 => 1.3342522582422
625 => 1.3349794083777
626 => 1.3094186133141
627 => 1.3113619450477
628 => 1.3005412270086
629 => 1.298512472822
630 => 1.2711586398869
701 => 1.2226973598408
702 => 1.2495496132366
703 => 1.2171158671327
704 => 1.2048327160317
705 => 1.2629792429219
706 => 1.2571429443557
707 => 1.2471537381885
708 => 1.2323776203341
709 => 1.2268970144891
710 => 1.1935985883237
711 => 1.1916311396656
712 => 1.2081347388063
713 => 1.2005188956571
714 => 1.1898233675301
715 => 1.1510852488428
716 => 1.1075307776878
717 => 1.1088454133983
718 => 1.122699280313
719 => 1.1629812668158
720 => 1.1472423978037
721 => 1.1358236677527
722 => 1.1336852828599
723 => 1.1604516468051
724 => 1.1983316595142
725 => 1.2161041139598
726 => 1.1984921513617
727 => 1.1782604770244
728 => 1.1794918852968
729 => 1.1876838928522
730 => 1.1885447570175
731 => 1.1753760168736
801 => 1.1790829400878
802 => 1.1734517847573
803 => 1.1388933948885
804 => 1.1382683432016
805 => 1.1297871569985
806 => 1.1295303500509
807 => 1.1151017365883
808 => 1.1130830738246
809 => 1.0844341860405
810 => 1.1032909707368
811 => 1.0906428295882
812 => 1.0715790974822
813 => 1.0682925028816
814 => 1.0681937038792
815 => 1.0877678941795
816 => 1.1030622349265
817 => 1.0908628494186
818 => 1.0880852858136
819 => 1.1177423984161
820 => 1.1139682605068
821 => 1.110699881418
822 => 1.1949399198478
823 => 1.1282573560984
824 => 1.0991799521961
825 => 1.0631911432176
826 => 1.0749092808923
827 => 1.0773784646756
828 => 0.99083186655293
829 => 0.95571992247323
830 => 0.94367082643078
831 => 0.93673640130913
901 => 0.9398965059141
902 => 0.9082916380221
903 => 0.92953063194179
904 => 0.9021634878403
905 => 0.89757529707129
906 => 0.94651114086336
907 => 0.95332027764797
908 => 0.92427038469183
909 => 0.94292511872014
910 => 0.93616065284128
911 => 0.90263261897745
912 => 0.90135209469938
913 => 0.88452890587389
914 => 0.85820387297326
915 => 0.84617262654273
916 => 0.83990664894165
917 => 0.84249211342133
918 => 0.84118482346388
919 => 0.83265387220656
920 => 0.84167380760398
921 => 0.81863159995822
922 => 0.80945600720999
923 => 0.80531160483775
924 => 0.78486031929215
925 => 0.81740740932316
926 => 0.82381959607671
927 => 0.83024441681899
928 => 0.88616809496908
929 => 0.88337430604737
930 => 0.90862879726919
1001 => 0.90764745418034
1002 => 0.90044446418825
1003 => 0.87005623424593
1004 => 0.88216844108282
1005 => 0.84488895109374
1006 => 0.87282127975247
1007 => 0.86007413143456
1008 => 0.86851145608371
1009 => 0.85334038560164
1010 => 0.86173668240457
1011 => 0.82534016343242
1012 => 0.79135360612908
1013 => 0.8050307889174
1014 => 0.81989945078388
1015 => 0.852138498175
1016 => 0.83293718751522
1017 => 0.83984270491042
1018 => 0.81671037760615
1019 => 0.76898177895481
1020 => 0.76925191763987
1021 => 0.7619099125614
1022 => 0.75556534822332
1023 => 0.83514268902484
1024 => 0.82524598876458
1025 => 0.80947689214795
1026 => 0.83058445460829
1027 => 0.83616562914487
1028 => 0.83632451733772
1029 => 0.85172405004374
1030 => 0.85994278340946
1031 => 0.8613913707872
1101 => 0.88562286822905
1102 => 0.89374494655038
1103 => 0.92719863767639
1104 => 0.85924548130448
1105 => 0.85784603076681
1106 => 0.83088148129832
1107 => 0.81378013773274
1108 => 0.83205242492309
1109 => 0.84823917695781
1110 => 0.83138444880443
1111 => 0.83358532047853
1112 => 0.81095922501451
1113 => 0.81904698948616
1114 => 0.82601326178867
1115 => 0.82216689568178
1116 => 0.81640869945355
1117 => 0.84691204788225
1118 => 0.84519092942031
1119 => 0.87359634874607
1120 => 0.89574040440152
1121 => 0.93542651085951
1122 => 0.89401198988707
1123 => 0.89250268013503
1124 => 0.90725642506219
1125 => 0.8937426878289
1126 => 0.90228290328199
1127 => 0.9340505501188
1128 => 0.93472175043766
1129 => 0.923478280304
1130 => 0.92279411412456
1201 => 0.92495354555381
1202 => 0.93760140288358
1203 => 0.93318185290316
1204 => 0.93829626802982
1205 => 0.94469192246041
1206 => 0.97114706088661
1207 => 0.97752530519772
1208 => 0.96202947826224
1209 => 0.9634285779351
1210 => 0.95763271329127
1211 => 0.9520339806673
1212 => 0.96461911397674
1213 => 0.98761869246116
1214 => 0.98747561327709
1215 => 0.99281106843755
1216 => 0.99613501280123
1217 => 0.98186621031636
1218 => 0.97257774457712
1219 => 0.97613953338197
1220 => 0.98183491124661
1221 => 0.97429259910086
1222 => 0.92773795459844
1223 => 0.94185965981827
1224 => 0.93950911755358
1225 => 0.93616165953297
1226 => 0.95036114333142
1227 => 0.94899156847919
1228 => 0.90796748442094
1229 => 0.91059371318003
1230 => 0.90812719409012
1231 => 0.91609702187195
]
'min_raw' => 0.75556534822332
'max_raw' => 1.6925596513395
'avg_raw' => 1.2240624997814
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.755565'
'max' => '$1.69'
'avg' => '$1.22'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.18424852656912
'max_diff' => -1.2299480028609
'year' => 2034
]
9 => [
'items' => [
101 => 0.89331229097394
102 => 0.90032072074066
103 => 0.9047163421904
104 => 0.90730539699306
105 => 0.91665883827174
106 => 0.9155613198947
107 => 0.91659061498843
108 => 0.93045929918777
109 => 1.0006023447103
110 => 1.0044200759162
111 => 0.98562017118882
112 => 0.99313036231568
113 => 0.97871243765036
114 => 0.98839128706989
115 => 0.99501331002661
116 => 0.96508966162698
117 => 0.96331777737162
118 => 0.94884034480247
119 => 0.95661969702144
120 => 0.94424218828584
121 => 0.94727919598268
122 => 0.93878745770075
123 => 0.95407089592
124 => 0.97116015465533
125 => 0.97547757628715
126 => 0.96412029874071
127 => 0.95589688131602
128 => 0.94145926928037
129 => 0.96546933985882
130 => 0.97249061618961
131 => 0.96543246008331
201 => 0.96379693108972
202 => 0.96069760660221
203 => 0.9644544674312
204 => 0.97245237681081
205 => 0.96868071044558
206 => 0.97117196252802
207 => 0.96167787855774
208 => 0.9818709338837
209 => 1.0139423654647
210 => 1.0140454803615
211 => 1.0102737936656
212 => 1.0087305007317
213 => 1.0126004801668
214 => 1.0146997852555
215 => 1.0272145891157
216 => 1.0406434722696
217 => 1.1033102104677
218 => 1.0857136411467
219 => 1.141315299337
220 => 1.1852889919939
221 => 1.1984747796852
222 => 1.1863444754485
223 => 1.1448473599208
224 => 1.1428113134606
225 => 1.2048255236891
226 => 1.1873036688688
227 => 1.185219499992
228 => 1.1630474644018
301 => 1.1761538834956
302 => 1.1732873173802
303 => 1.1687623025299
304 => 1.1937684371599
305 => 1.2405776888743
306 => 1.2332820280202
307 => 1.2278361556286
308 => 1.2039739280783
309 => 1.218344318885
310 => 1.2132272979654
311 => 1.2352132671777
312 => 1.2221892660652
313 => 1.1871709235853
314 => 1.1927477100472
315 => 1.1919047899924
316 => 1.2092520249898
317 => 1.2040448156284
318 => 1.1908879987919
319 => 1.2404176999407
320 => 1.2372015166468
321 => 1.2417613292357
322 => 1.2437686997543
323 => 1.2739165560323
324 => 1.2862671681256
325 => 1.2890709732987
326 => 1.3008030995567
327 => 1.2887790673097
328 => 1.3368837692876
329 => 1.3688705891157
330 => 1.4060249263728
331 => 1.4603173992498
401 => 1.480731871285
402 => 1.4770441796347
403 => 1.5182081129386
404 => 1.5921787860628
405 => 1.4919957675756
406 => 1.597488729306
407 => 1.564090875597
408 => 1.4849051652545
409 => 1.4798065390467
410 => 1.5334320214556
411 => 1.6523681801771
412 => 1.6225760213801
413 => 1.6524169094761
414 => 1.61760592842
415 => 1.6158772698006
416 => 1.6507262178258
417 => 1.732152684404
418 => 1.6934700223582
419 => 1.6380089409376
420 => 1.6789605403885
421 => 1.6434844750525
422 => 1.563546970725
423 => 1.6225532398777
424 => 1.5830974280971
425 => 1.594612731561
426 => 1.6775429793149
427 => 1.6675645924989
428 => 1.6804775490125
429 => 1.6576865187569
430 => 1.6363961026826
501 => 1.5966559600328
502 => 1.5848908629596
503 => 1.5881423125268
504 => 1.5848892517026
505 => 1.5626550071209
506 => 1.5578535241204
507 => 1.5498508420951
508 => 1.5523312078843
509 => 1.5372838244095
510 => 1.5656813459744
511 => 1.570952176215
512 => 1.5916175242531
513 => 1.5937630692411
514 => 1.6513157693746
515 => 1.6196167092749
516 => 1.640883175555
517 => 1.6389809026432
518 => 1.4866213597097
519 => 1.5076151604463
520 => 1.5402749261749
521 => 1.5255617459834
522 => 1.5047607515467
523 => 1.4879628332602
524 => 1.4625122693809
525 => 1.4983334493063
526 => 1.5454344917503
527 => 1.5949576294061
528 => 1.654456434415
529 => 1.6411769937794
530 => 1.5938453406329
531 => 1.5959686040173
601 => 1.609093782786
602 => 1.5920954837323
603 => 1.5870823534951
604 => 1.6084050556733
605 => 1.6085518934045
606 => 1.58899329603
607 => 1.5672574942339
608 => 1.5671664204307
609 => 1.563298744444
610 => 1.618293979386
611 => 1.6485357979586
612 => 1.6520029737208
613 => 1.6483024294048
614 => 1.6497266220427
615 => 1.6321295741483
616 => 1.6723512073925
617 => 1.7092625555646
618 => 1.6993695257586
619 => 1.6845384677022
620 => 1.6727248155998
621 => 1.6965866047665
622 => 1.6955240768568
623 => 1.7089401671391
624 => 1.7083315357888
625 => 1.7038202092316
626 => 1.6993696868722
627 => 1.7170155049627
628 => 1.7119337927358
629 => 1.7068441872062
630 => 1.696636204137
701 => 1.6980236385728
702 => 1.6831951413077
703 => 1.676334799967
704 => 1.5731717264635
705 => 1.5456031822726
706 => 1.5542768074845
707 => 1.5571323901149
708 => 1.545134524353
709 => 1.5623363818567
710 => 1.559655490586
711 => 1.5700852702513
712 => 1.5635691967248
713 => 1.5638366186553
714 => 1.5829990015233
715 => 1.5885619227924
716 => 1.5857325761367
717 => 1.58771415355
718 => 1.63337876867
719 => 1.6268867206721
720 => 1.6234379495646
721 => 1.6243932827307
722 => 1.6360615709542
723 => 1.6393280545919
724 => 1.6254877338873
725 => 1.6320149091415
726 => 1.6598067929521
727 => 1.6695323794014
728 => 1.7005717828012
729 => 1.6873856925555
730 => 1.711589331882
731 => 1.7859830675429
801 => 1.8454139312439
802 => 1.7907588529002
803 => 1.899896065612
804 => 1.9848750405116
805 => 1.981613405915
806 => 1.9667953560422
807 => 1.870049052402
808 => 1.7810216613862
809 => 1.8554968542736
810 => 1.8556867068563
811 => 1.8492892217385
812 => 1.8095549911149
813 => 1.8479065566417
814 => 1.8509507646408
815 => 1.8492468176815
816 => 1.8187826762243
817 => 1.7722695629334
818 => 1.7813581139338
819 => 1.7962453458738
820 => 1.7680607100094
821 => 1.7590540110835
822 => 1.7757991779814
823 => 1.8297555947208
824 => 1.8195554466844
825 => 1.8192890795972
826 => 1.8629296384325
827 => 1.8316924165285
828 => 1.7814727496675
829 => 1.7687916214691
830 => 1.7237821593962
831 => 1.7548703551681
901 => 1.7559891639887
902 => 1.7389624768781
903 => 1.7828543714871
904 => 1.7824498999512
905 => 1.8241187214361
906 => 1.9037738580206
907 => 1.8802159145413
908 => 1.852820589372
909 => 1.8557992208078
910 => 1.8884674557707
911 => 1.8687154951689
912 => 1.8758184379168
913 => 1.8884567046161
914 => 1.8960816847063
915 => 1.8547021035146
916 => 1.8450545437247
917 => 1.8253190222278
918 => 1.8201703930503
919 => 1.8362445635143
920 => 1.8320095875058
921 => 1.7558951324396
922 => 1.7479407483883
923 => 1.7481846979909
924 => 1.7281830210837
925 => 1.6976756628477
926 => 1.7778471787922
927 => 1.7714082840622
928 => 1.7643002426112
929 => 1.765170937131
930 => 1.7999706749378
1001 => 1.779785069581
1002 => 1.8334518097777
1003 => 1.8224195413631
1004 => 1.8111043368923
1005 => 1.8095402309648
1006 => 1.8051848426114
1007 => 1.790248595379
1008 => 1.7722121793166
1009 => 1.7603029751446
1010 => 1.6237864453077
1011 => 1.6491231191653
1012 => 1.678270652928
1013 => 1.6883322647814
1014 => 1.6711211814637
1015 => 1.7909281938512
1016 => 1.8128180895035
1017 => 1.7465121677301
1018 => 1.7341090370193
1019 => 1.7917413410357
1020 => 1.7569820164512
1021 => 1.7726341381833
1022 => 1.7388028122514
1023 => 1.8075454546518
1024 => 1.8070217508922
1025 => 1.7802793103754
1026 => 1.8028818379758
1027 => 1.7989540925844
1028 => 1.7687619431047
1029 => 1.8085025996431
1030 => 1.8085223105129
1031 => 1.7827832929463
1101 => 1.752725755424
1102 => 1.7473521776424
1103 => 1.7433039086225
1104 => 1.7716385121678
1105 => 1.7970432291065
1106 => 1.8443151089659
1107 => 1.8562003827148
1108 => 1.9025893974039
1109 => 1.8749669977967
1110 => 1.8872116497726
1111 => 1.9005049516043
1112 => 1.9068782493474
1113 => 1.896493302685
1114 => 1.9685545369775
1115 => 1.974638713051
1116 => 1.9766786846605
1117 => 1.952380041905
1118 => 1.97396292384
1119 => 1.9638650081325
1120 => 1.9901369795216
1121 => 1.9942567600928
1122 => 1.9907674525144
1123 => 1.992075135894
1124 => 1.9305835848982
1125 => 1.9273949235853
1126 => 1.8839173003268
1127 => 1.901634753175
1128 => 1.8685128242948
1129 => 1.8790161291364
1130 => 1.8836458858314
1201 => 1.8812275636703
1202 => 1.902636471376
1203 => 1.8844345262753
1204 => 1.8363966004777
1205 => 1.7883455867794
1206 => 1.7877423454439
1207 => 1.775091361708
1208 => 1.7659470176102
1209 => 1.7677085426965
1210 => 1.7739163868598
1211 => 1.7655862064222
1212 => 1.7673638727694
1213 => 1.7968849786626
1214 => 1.8028052259145
1215 => 1.7826859125624
1216 => 1.7019039662505
1217 => 1.6820798739993
1218 => 1.6963290383806
1219 => 1.6895188555701
1220 => 1.3635735779853
1221 => 1.4401495861392
1222 => 1.3946507223697
1223 => 1.4156186920967
1224 => 1.3691761340617
1225 => 1.391340957019
1226 => 1.3872479235485
1227 => 1.5103798786112
1228 => 1.5084573424954
1229 => 1.5093775587957
1230 => 1.4654532371714
1231 => 1.5354258741942
]
'min_raw' => 0.89331229097394
'max_raw' => 1.9942567600928
'avg_raw' => 1.4437845255334
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.893312'
'max' => '$1.99'
'avg' => '$1.44'
'bar_min_pct' => 61.631153054958
'bar_max_pct' => 60.119598047091
'min_diff' => 0.13774694275062
'max_diff' => 0.30169710875325
'year' => 2035
]
10 => [
'items' => [
101 => 1.5698969113263
102 => 1.5635172397701
103 => 1.5651228656562
104 => 1.5375328932404
105 => 1.5096446900374
106 => 1.4787123807214
107 => 1.5361807880814
108 => 1.5297912822014
109 => 1.5444465098185
110 => 1.5817188799181
111 => 1.5872073779992
112 => 1.5945839750791
113 => 1.5919399901279
114 => 1.6549304383879
115 => 1.6473018794792
116 => 1.6656845115629
117 => 1.6278700426731
118 => 1.5850793817421
119 => 1.593212487453
120 => 1.5924292039707
121 => 1.5824571062306
122 => 1.5734547422734
123 => 1.5584683426849
124 => 1.6058875285525
125 => 1.6039623962039
126 => 1.6351280512065
127 => 1.6296192189578
128 => 1.5928298889608
129 => 1.5941438270788
130 => 1.6029806923798
131 => 1.633565184084
201 => 1.6426447435728
202 => 1.6384387298597
203 => 1.6483940523415
204 => 1.6562623333199
205 => 1.6493821872902
206 => 1.7467905461272
207 => 1.706339804251
208 => 1.726055214387
209 => 1.7307572235345
210 => 1.7187131259758
211 => 1.7213250594695
212 => 1.7252814270032
213 => 1.7493037159313
214 => 1.8123451529842
215 => 1.8402657763174
216 => 1.9242663491945
217 => 1.8379473572234
218 => 1.8328255454634
219 => 1.8479565852128
220 => 1.8972738138553
221 => 1.9372407955383
222 => 1.9505001491131
223 => 1.9522525915761
224 => 1.9771280203474
225 => 1.9913861522199
226 => 1.9741074890059
227 => 1.9594656310834
228 => 1.9070203134195
229 => 1.9130910017429
301 => 1.9549120242796
302 => 2.0139866818586
303 => 2.064678883732
304 => 2.0469282414375
305 => 2.1823531121436
306 => 2.1957799349131
307 => 2.1939247821475
308 => 2.2245130825956
309 => 2.1638015354052
310 => 2.1378461727505
311 => 1.9626313669584
312 => 2.0118595804669
313 => 2.0834156798732
314 => 2.0739449617951
315 => 2.0219790097063
316 => 2.0646394628974
317 => 2.0505345829567
318 => 2.0394094789355
319 => 2.0903757371643
320 => 2.0343362426632
321 => 2.0828566430475
322 => 2.0206287276754
323 => 2.0470093248763
324 => 2.0320344220192
325 => 2.0417250194228
326 => 1.9850739850125
327 => 2.0156415080542
328 => 1.9838022755573
329 => 1.9837871796155
330 => 1.9830843267934
331 => 2.0205430426293
401 => 2.0217645700078
402 => 1.9940825224082
403 => 1.9900931068742
404 => 2.0048440670406
405 => 1.9875745559684
406 => 1.9956548515061
407 => 1.9878192998887
408 => 1.9860553521776
409 => 1.9719999167051
410 => 1.9659444486412
411 => 1.9683189536993
412 => 1.960213543795
413 => 1.9553297411422
414 => 1.9821128155222
415 => 1.9678036993071
416 => 1.9799197382407
417 => 1.9661119827099
418 => 1.9182482862874
419 => 1.8907213683255
420 => 1.8003112827505
421 => 1.8259514708662
422 => 1.8429509421136
423 => 1.8373326169677
424 => 1.8494029533843
425 => 1.850143974009
426 => 1.8462197845975
427 => 1.8416760759788
428 => 1.839464449906
429 => 1.8559480987011
430 => 1.8655174116407
501 => 1.8446570664769
502 => 1.8397697794722
503 => 1.8608607401641
504 => 1.8737262140023
505 => 1.9687176443384
506 => 1.9616803723608
507 => 1.9793425440296
508 => 1.9773540545478
509 => 1.9958668242614
510 => 2.0261273786627
511 => 1.9645992105806
512 => 1.9752783730757
513 => 1.9726600890498
514 => 2.0012458274938
515 => 2.001335069049
516 => 1.9841964908883
517 => 1.9934875921509
518 => 1.9883015543141
519 => 1.9976734256202
520 => 1.9615863853031
521 => 2.005536505054
522 => 2.0304533908697
523 => 2.0307993618534
524 => 2.0426097679773
525 => 2.0546098246119
526 => 2.0776428883372
527 => 2.0539674449658
528 => 2.0113776270986
529 => 2.0144524743843
530 => 1.9894820797517
531 => 1.9899018365968
601 => 1.987661141661
602 => 1.9943856358349
603 => 1.9630620336232
604 => 1.9704136204535
605 => 1.9601213558402
606 => 1.9752559997025
607 => 1.9589736247529
608 => 1.972658826434
609 => 1.9785649058079
610 => 2.0003584658465
611 => 1.9557546982154
612 => 1.8648045966061
613 => 1.8839234106278
614 => 1.8556451829393
615 => 1.8582624405747
616 => 1.8635497175316
617 => 1.8464119230248
618 => 1.8496812741428
619 => 1.8495644699148
620 => 1.8485579141806
621 => 1.8440997119364
622 => 1.8376344366538
623 => 1.8633901034727
624 => 1.8677664931474
625 => 1.8774946652742
626 => 1.9064391068412
627 => 1.9035468745717
628 => 1.9082642254008
629 => 1.8979662750277
630 => 1.8587401329572
701 => 1.8608703011943
702 => 1.8343070691442
703 => 1.8768153837084
704 => 1.8667488537372
705 => 1.8602588963782
706 => 1.8584880513837
707 => 1.887504240623
708 => 1.8961863392164
709 => 1.8907762380069
710 => 1.8796799625885
711 => 1.9009880917113
712 => 1.9066892481467
713 => 1.9079655268221
714 => 1.9457194461991
715 => 1.9100755515215
716 => 1.9186553912402
717 => 1.9855928515026
718 => 1.9248898117828
719 => 1.9570455657617
720 => 1.9554717089349
721 => 1.9719215045791
722 => 1.9541223455585
723 => 1.9543429874667
724 => 1.9689492915931
725 => 1.9484373717084
726 => 1.9433583318851
727 => 1.9363416747461
728 => 1.9516622889099
729 => 1.9608463042093
730 => 2.0348627226066
731 => 2.0826807044501
801 => 2.0806047997473
802 => 2.0995746827999
803 => 2.0910285767405
804 => 2.0634309459258
805 => 2.110536736554
806 => 2.0956304934092
807 => 2.096859345983
808 => 2.0968136080288
809 => 2.1067249565937
810 => 2.0997018577737
811 => 2.0858586090933
812 => 2.0950484036047
813 => 2.1223388078921
814 => 2.2070490601719
815 => 2.2544540396093
816 => 2.2041952208864
817 => 2.2388630810491
818 => 2.2180747183731
819 => 2.2142968544746
820 => 2.2360708325915
821 => 2.2578829231747
822 => 2.2564935873009
823 => 2.2406591296007
824 => 2.2317146462304
825 => 2.2994452709323
826 => 2.3493480414516
827 => 2.3459450070546
828 => 2.3609648941568
829 => 2.4050637472367
830 => 2.4090955936975
831 => 2.4085876737144
901 => 2.3985943215816
902 => 2.4420153693985
903 => 2.478237971408
904 => 2.3962811492986
905 => 2.4274892342643
906 => 2.4414995490671
907 => 2.4620708478706
908 => 2.4967780771023
909 => 2.5344793336857
910 => 2.5398107047399
911 => 2.5360278418474
912 => 2.5111628496664
913 => 2.5524160144896
914 => 2.5765811509372
915 => 2.5909709366825
916 => 2.6274610391004
917 => 2.4415860720016
918 => 2.3100145317038
919 => 2.2894677357702
920 => 2.331250453264
921 => 2.3422682226562
922 => 2.3378269736293
923 => 2.189731243063
924 => 2.2886880423979
925 => 2.3951572379582
926 => 2.3992471533692
927 => 2.4525478588326
928 => 2.4699047534012
929 => 2.5128188075824
930 => 2.5101345218091
1001 => 2.5205834110905
1002 => 2.5181813923942
1003 => 2.5976706411447
1004 => 2.6853590867841
1005 => 2.6823227147438
1006 => 2.6697164632005
1007 => 2.6884388964276
1008 => 2.7789427695923
1009 => 2.7706106232463
1010 => 2.778704593691
1011 => 2.885413760727
1012 => 3.0241508570759
1013 => 2.9596935468451
1014 => 3.0995473629545
1015 => 3.1875779268632
1016 => 3.339817684613
1017 => 3.3207565171461
1018 => 3.3800223376512
1019 => 3.2866330491947
1020 => 3.0721923658094
1021 => 3.0382563068177
1022 => 3.1061971563169
1023 => 3.2732231052397
1024 => 3.1009369147905
1025 => 3.1357901867323
1026 => 3.1257524420684
1027 => 3.1252175733129
1028 => 3.1456313382409
1029 => 3.1160201075025
1030 => 2.9953786265154
1031 => 3.0506679063071
1101 => 3.0293180601702
1102 => 3.0530073061955
1103 => 3.1808483968058
1104 => 3.1243268032961
1105 => 3.0647858959749
1106 => 3.1394634069407
1107 => 3.234553540377
1108 => 3.22860297072
1109 => 3.2170563784402
1110 => 3.2821439145617
1111 => 3.3896494553756
1112 => 3.4187077710654
1113 => 3.4401580256365
1114 => 3.4431156533368
1115 => 3.4735810568056
1116 => 3.3097609040837
1117 => 3.5697476936532
1118 => 3.6146402302218
1119 => 3.6062022939519
1120 => 3.6560984589811
1121 => 3.6414177414859
1122 => 3.6201476851695
1123 => 3.6992437199594
1124 => 3.6085664987937
1125 => 3.4798615992935
1126 => 3.4092515459335
1127 => 3.5022365601485
1128 => 3.5590192635998
1129 => 3.5965490185229
1130 => 3.6079054996866
1201 => 3.3224777962034
1202 => 3.1686480945721
1203 => 3.2672511696566
1204 => 3.3875537264805
1205 => 3.3090926173064
1206 => 3.3121681442395
1207 => 3.2003032217739
1208 => 3.3974512899249
1209 => 3.3687284746715
1210 => 3.5177424910156
1211 => 3.4821791001029
1212 => 3.6036942457408
1213 => 3.5716952354783
1214 => 3.7045213380371
1215 => 3.757509266471
1216 => 3.8464842452241
1217 => 3.9119346017881
1218 => 3.9503683030283
1219 => 3.9480608877671
1220 => 4.1003543596748
1221 => 4.0105522200194
1222 => 3.8977395678731
1223 => 3.8956991429151
1224 => 3.9541264140293
1225 => 4.0765739455457
1226 => 4.1083228089288
1227 => 4.1260660923004
1228 => 4.0988916361687
1229 => 4.0014178497502
1230 => 3.959329162978
1231 => 3.9951899435345
]
'min_raw' => 1.4787123807214
'max_raw' => 4.1260660923004
'avg_raw' => 2.8023892365109
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$1.47'
'max' => '$4.12'
'avg' => '$2.80'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.58540008974749
'max_diff' => 2.1318093322076
'year' => 2036
]
11 => [
'items' => [
101 => 3.9513352904659
102 => 4.0270407251048
103 => 4.1310004566723
104 => 4.109533183205
105 => 4.1812950598528
106 => 4.2555610526138
107 => 4.3617647577564
108 => 4.3895303389925
109 => 4.4354257889453
110 => 4.4826672828167
111 => 4.4978399774542
112 => 4.5268093593278
113 => 4.5266566763857
114 => 4.6139578585263
115 => 4.7102537659199
116 => 4.7466032417056
117 => 4.8301868569531
118 => 4.687052844961
119 => 4.795621637262
120 => 4.8935534055707
121 => 4.7767951141402
122 => 4.9377192176842
123 => 4.943967535963
124 => 5.0383097236271
125 => 4.9426758426533
126 => 4.8858887494053
127 => 5.0498309598278
128 => 5.12915743132
129 => 5.1052636525263
130 => 4.9234308161249
131 => 4.8175963061621
201 => 4.540606979637
202 => 4.8687128019544
203 => 5.0285235770271
204 => 4.9230169448249
205 => 4.9762283531534
206 => 5.2665325431367
207 => 5.377061582878
208 => 5.3540723152681
209 => 5.3579571230586
210 => 5.417596586659
211 => 5.6820708123158
212 => 5.5235917258377
213 => 5.6447430493522
214 => 5.7090012745006
215 => 5.7686878951683
216 => 5.6221164189587
217 => 5.4314290819725
218 => 5.3710303978392
219 => 4.9125263895609
220 => 4.888659264748
221 => 4.8752619243427
222 => 4.7907935881783
223 => 4.7244246137776
224 => 4.6716455412121
225 => 4.5331374936351
226 => 4.579879893746
227 => 4.3591269747844
228 => 4.5003568693329
301 => 4.1480298804047
302 => 4.4414582662371
303 => 4.2817585363801
304 => 4.3889926098687
305 => 4.3886184802883
306 => 4.191166552402
307 => 4.0772804011138
308 => 4.1498530892299
309 => 4.2276567717176
310 => 4.2402801574382
311 => 4.3411546626674
312 => 4.3693065687867
313 => 4.2840049789586
314 => 4.1407286866807
315 => 4.1740085015926
316 => 4.0766059867268
317 => 3.9059118259581
318 => 4.0285073522563
319 => 4.0703668550793
320 => 4.0888543962092
321 => 3.92099629345
322 => 3.8682516331864
323 => 3.8401708186326
324 => 4.1190603134863
325 => 4.1343385095718
326 => 4.056173098279
327 => 4.4094881692708
328 => 4.3295220872107
329 => 4.4188637930376
330 => 4.1709887072118
331 => 4.1804578692984
401 => 4.063109831294
402 => 4.1288168913778
403 => 4.082377259148
404 => 4.1235084102528
405 => 4.148162252635
406 => 4.265491034981
407 => 4.4427979724637
408 => 4.2479660274686
409 => 4.1630749589894
410 => 4.2157409004284
411 => 4.3559972427171
412 => 4.5684927808745
413 => 4.4426911454141
414 => 4.4985197749811
415 => 4.5107158468987
416 => 4.4179543783398
417 => 4.5719130285339
418 => 4.6544207199307
419 => 4.7390565387428
420 => 4.8125434487755
421 => 4.7052511315277
422 => 4.8200692907324
423 => 4.7275461225469
424 => 4.6445432758152
425 => 4.6446691568716
426 => 4.5926002586387
427 => 4.4917102072091
428 => 4.4731045337944
429 => 4.5698935965353
430 => 4.6475092588951
501 => 4.653902056601
502 => 4.6968740753202
503 => 4.7223044733511
504 => 4.9715569450045
505 => 5.071808351028
506 => 5.1943938726516
507 => 5.2421478418655
508 => 5.3858701684536
509 => 5.269802717177
510 => 5.2446907939948
511 => 4.8960674409067
512 => 4.9531544954447
513 => 5.0445563778413
514 => 4.897574624282
515 => 4.9908007163793
516 => 5.0092055217579
517 => 4.8925802405394
518 => 4.9548748423191
519 => 4.7894388490543
520 => 4.4464040250325
521 => 4.5722949243547
522 => 4.6649930006744
523 => 4.5327014161758
524 => 4.7698289609981
525 => 4.6313039446191
526 => 4.5873981648003
527 => 4.4161060641868
528 => 4.4969493420388
529 => 4.6062910328979
530 => 4.5387305802829
531 => 4.6789286637119
601 => 4.8774865393106
602 => 5.0189907057882
603 => 5.0298536386261
604 => 4.9388759396239
605 => 5.0846682828869
606 => 5.0857302209424
607 => 4.9212758621626
608 => 4.8205484830956
609 => 4.7976630106394
610 => 4.8548354077962
611 => 4.9242532525514
612 => 5.0337058458864
613 => 5.0998457557138
614 => 5.2723035626459
615 => 5.318965700449
616 => 5.3702332428183
617 => 5.4387424897482
618 => 5.521005406098
619 => 5.3410188283552
620 => 5.3481700306258
621 => 5.1805690215155
622 => 5.0014633068651
623 => 5.1373822184422
624 => 5.3150781147942
625 => 5.2743144798346
626 => 5.2697277381761
627 => 5.2774413653896
628 => 5.2467069158459
629 => 5.1076961396314
630 => 5.03788579807
701 => 5.1279589492018
702 => 5.1758288203336
703 => 5.2500708157675
704 => 5.2409189227719
705 => 5.4321583300015
706 => 5.5064681808714
707 => 5.4874565411211
708 => 5.4909551403758
709 => 5.6254895758747
710 => 5.7751195372665
711 => 5.9152677415222
712 => 6.0578325143966
713 => 5.8859651162987
714 => 5.7987014508521
715 => 5.8887352788638
716 => 5.8409620624029
717 => 6.1154811346438
718 => 6.1344882395902
719 => 6.4089874609775
720 => 6.6695199088333
721 => 6.5058841462587
722 => 6.6601853000499
723 => 6.8270745782328
724 => 7.1490310726571
725 => 7.0406074519011
726 => 6.9575566576167
727 => 6.8790740583164
728 => 7.0423838886985
729 => 7.2524793765467
730 => 7.2977319323596
731 => 7.3710583605834
801 => 7.2939645872352
802 => 7.3868155456325
803 => 7.7146202295538
804 => 7.6260445103463
805 => 7.5002527498142
806 => 7.7590230650736
807 => 7.8526710362218
808 => 8.5099415415633
809 => 9.3397727050473
810 => 8.9962171543997
811 => 8.7829611376444
812 => 8.8330813600823
813 => 9.136107609429
814 => 9.2334300231468
815 => 8.9688741536141
816 => 9.0623197592179
817 => 9.5772142334644
818 => 9.8534385991052
819 => 9.4782888086833
820 => 8.443265415566
821 => 7.4889265780958
822 => 7.7420602122308
823 => 7.7133627137711
824 => 8.2665525919552
825 => 7.6239320087371
826 => 7.6347520912662
827 => 8.1993813502928
828 => 8.0487479441806
829 => 7.8047411179478
830 => 7.4907080979614
831 => 6.9101890159779
901 => 6.3960070760929
902 => 7.4044362692361
903 => 7.3609509687183
904 => 7.297977809408
905 => 7.4381177610455
906 => 8.1185975867781
907 => 8.1029103242967
908 => 8.0031159641018
909 => 8.0788091067625
910 => 7.7914717440684
911 => 7.8655251249848
912 => 7.488775405948
913 => 7.6590820134108
914 => 7.8042175888878
915 => 7.8333557044337
916 => 7.8990053665877
917 => 7.3380361913327
918 => 7.5898948818325
919 => 7.7378382665332
920 => 7.069424672229
921 => 7.7246258788874
922 => 7.3282709660353
923 => 7.1937421555623
924 => 7.3748674760411
925 => 7.3042827625004
926 => 7.2435981706715
927 => 7.2097351257373
928 => 7.3427335710248
929 => 7.3365290345847
930 => 7.1189177642084
1001 => 6.8350527329727
1002 => 6.9303271550075
1003 => 6.8957130642798
1004 => 6.7702671341761
1005 => 6.8548025446666
1006 => 6.4825513792586
1007 => 5.8421125971059
1008 => 6.2652060737664
1009 => 6.2489174351521
1010 => 6.2407039649318
1011 => 6.5586470191974
1012 => 6.528084130724
1013 => 6.4726121888722
1014 => 6.7692483484624
1015 => 6.6609721598926
1016 => 6.9946538599862
1017 => 7.214438208847
1018 => 7.158693788697
1019 => 7.3654020311106
1020 => 6.9325220852638
1021 => 7.0763074391452
1022 => 7.1059414013022
1023 => 6.7655879042987
1024 => 6.5330845972559
1025 => 6.5175792774079
1026 => 6.114450583925
1027 => 6.3297986780425
1028 => 6.5192960891561
1029 => 6.4285415348258
1030 => 6.3998113541401
1031 => 6.5465876164478
1101 => 6.5579933890828
1102 => 6.2979405642755
1103 => 6.3520137813549
1104 => 6.5775080855002
1105 => 6.3463319034492
1106 => 5.897194344139
1107 => 5.7858020196175
1108 => 5.7709402301584
1109 => 5.4688354114194
1110 => 5.7932457873851
1111 => 5.6516319646185
1112 => 6.0989883339441
1113 => 5.8434607750057
1114 => 5.8324454926563
1115 => 5.8157942777946
1116 => 5.555760180513
1117 => 5.6126911217887
1118 => 5.8019382414162
1119 => 5.8694637457207
1120 => 5.8624202824016
1121 => 5.8010108272866
1122 => 5.829123761371
1123 => 5.7385622054898
1124 => 5.7065830352323
1125 => 5.6056479773361
1126 => 5.4573013262501
1127 => 5.4779298379465
1128 => 5.1840163051323
1129 => 5.0238766132832
1130 => 4.9795520571867
1201 => 4.9202794083236
1202 => 4.9862470605942
1203 => 5.1831836850221
1204 => 4.9456363335265
1205 => 4.5383780613966
1206 => 4.562854977486
1207 => 4.6178473406771
1208 => 4.5153694356813
1209 => 4.4183826989215
1210 => 4.5027047977515
1211 => 4.3301440990591
1212 => 4.6387004766956
1213 => 4.6303548913998
1214 => 4.7453656279843
1215 => 4.8172842018284
1216 => 4.6515351730324
1217 => 4.6098497405232
1218 => 4.6335956573777
1219 => 4.2411285464562
1220 => 4.7132926919881
1221 => 4.7173759871257
1222 => 4.6824123351172
1223 => 4.9338251661804
1224 => 5.4643846573523
1225 => 5.2647668350674
1226 => 5.187468780798
1227 => 5.0405251231274
1228 => 5.2363188223224
1229 => 5.2212849210817
1230 => 5.1532959182337
1231 => 5.1121759571726
]
'min_raw' => 3.8401708186326
'max_raw' => 9.8534385991052
'avg_raw' => 6.8468047088689
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$3.84'
'max' => '$9.85'
'avg' => '$6.84'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 2.3614584379112
'max_diff' => 5.7273725068048
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.12053857393197
]
1 => [
'year' => 2028
'avg' => 0.2068791854653
]
2 => [
'year' => 2029
'avg' => 0.56515664834579
]
3 => [
'year' => 2030
'avg' => 0.43601751254225
]
4 => [
'year' => 2031
'avg' => 0.42822323237195
]
5 => [
'year' => 2032
'avg' => 0.75081009315902
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.12053857393197
'min' => '$0.120538'
'max_raw' => 0.75081009315902
'max' => '$0.75081'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.75081009315902
]
1 => [
'year' => 2033
'avg' => 1.9311607644964
]
2 => [
'year' => 2034
'avg' => 1.2240624997814
]
3 => [
'year' => 2035
'avg' => 1.4437845255334
]
4 => [
'year' => 2036
'avg' => 2.8023892365109
]
5 => [
'year' => 2037
'avg' => 6.8468047088689
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.75081009315902
'min' => '$0.75081'
'max_raw' => 6.8468047088689
'max' => '$6.84'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 6.8468047088689
]
]
]
]
'prediction_2025_max_price' => '$0.206099'
'last_price' => 0.19983910133633
'sma_50day_nextmonth' => '$0.196841'
'sma_200day_nextmonth' => '$0.388076'
'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' => '$0.201844'
'daily_sma3_action' => 'SELL'
'daily_sma5' => '$0.2018014'
'daily_sma5_action' => 'SELL'
'daily_sma10' => '$0.200531'
'daily_sma10_action' => 'SELL'
'daily_sma21' => '$0.219286'
'daily_sma21_action' => 'SELL'
'daily_sma50' => '$0.236111'
'daily_sma50_action' => 'SELL'
'daily_sma100' => '$0.3417031'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.42338'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.201673'
'daily_ema3_action' => 'SELL'
'daily_ema5' => '$0.202352'
'daily_ema5_action' => 'SELL'
'daily_ema10' => '$0.205049'
'daily_ema10_action' => 'SELL'
'daily_ema21' => '$0.217877'
'daily_ema21_action' => 'SELL'
'daily_ema50' => '$0.251998'
'daily_ema50_action' => 'SELL'
'daily_ema100' => '$0.3142037'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.397659'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.405443'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.4724033'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '$0.581463'
'weekly_sma100_action' => 'SELL'
'weekly_sma200' => '—'
'weekly_sma200_action' => '—'
'weekly_ema3' => '$0.217638'
'weekly_ema3_action' => 'SELL'
'weekly_ema5' => '$0.231834'
'weekly_ema5_action' => 'SELL'
'weekly_ema10' => '$0.273667'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.348719'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.642113'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$4.29'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$11.97'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '42.52'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 67.23
'stoch_rsi_14_action' => 'NEUTRAL'
'momentum_10' => 0.02
'momentum_10_action' => 'SELL'
'vwma_10' => '0.210889'
'vwma_10_action' => 'SELL'
'hma_9' => '0.201019'
'hma_9_action' => 'SELL'
'stochastic_fast_14' => 51.98
'stochastic_fast_14_action' => 'NEUTRAL'
'cci_20' => -42.48
'cci_20_action' => 'NEUTRAL'
'adx_14' => 16.79
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '-0.044625'
'ao_5_34_action' => 'NEUTRAL'
'macd_12_26' => 0
'macd_12_26_action' => 'BUY'
'williams_percent_r_14' => -48.02
'williams_percent_r_14_action' => 'NEUTRAL'
'ultimate_oscillator' => 46.35
'ultimate_oscillator_action' => 'NEUTRAL'
'ichimoku_cloud' => '-0.053498'
'ichimoku_cloud_action' => 'SELL'
'sell_signals' => 31
'buy_signals' => 1
'sell_pct' => 96.88
'buy_pct' => 3.13
'overall_action' => 'bearish'
'overall_action_label' => 'Baissier'
'overall_action_dir' => -1
'last_updated' => 1767706044
'last_updated_date' => '6 janvier 2026'
]
Prévision du prix de Scream pour 2026
La prévision du prix de Scream pour 2026 suggère que le prix moyen pourrait varier entre $0.069044 à la baisse et $0.206099 à la hausse. Sur le marché des cryptomonnaies, comparé au prix moyen d'aujourd'hui, Scream pourrait potentiellement gagner 3.13% d'ici 2026 si SCREAM atteint l'objectif de prix prévu.
Prévision du prix de Scream de 2027 à 2032
La prévision du prix de SCREAM pour 2027-2032 se situe actuellement dans une fourchette de prix comprise entre $0.120538 à la baisse et $0.75081 à la hausse. Compte tenu de la volatilité des prix sur le marché, si Scream atteint l'objectif de prix le plus élevé, il pourrait gagner 275.71% d'ici 2032 par rapport au prix actuel.
| Prévision du Prix de Scream | Potentiel Bas ($) | Prix Moyen ($) | Potentiel Haut ($) |
|---|---|---|---|
| 2027 | $0.066467 | $0.120538 | $0.1746098 |
| 2028 | $0.119953 | $0.206879 | $0.2938045 |
| 2029 | $0.2635041 | $0.565156 | $0.8668091 |
| 2030 | $0.224098 | $0.436017 | $0.647936 |
| 2031 | $0.264954 | $0.428223 | $0.591492 |
| 2032 | $0.404432 | $0.75081 | $1.09 |
Prévision du prix de Scream de 2032 à 2037
La prévision du prix de Scream pour 2032-2037 est actuellement estimée entre $0.75081 à la baisse et $6.84 à la hausse. Par rapport au prix actuel, Scream pourrait potentiellement gagner 3326.16% d'ici 2037 s'il atteint l'objectif de prix le plus élevé. Veuillez noter que ces informations sont à titre général seulement et ne doivent pas être considérées comme un conseil en investissement à long terme.
| Prévision du Prix de Scream | Potentiel Bas ($) | Prix Moyen ($) | Potentiel Haut ($) |
|---|---|---|---|
| 2032 | $0.404432 | $0.75081 | $1.09 |
| 2033 | $0.939813 | $1.93 | $2.92 |
| 2034 | $0.755565 | $1.22 | $1.69 |
| 2035 | $0.893312 | $1.44 | $1.99 |
| 2036 | $1.47 | $2.80 | $4.12 |
| 2037 | $3.84 | $6.84 | $9.85 |
Scream Histogramme des prix potentiels
Prévision du prix de Scream basée sur l'analyse technique
Indicateur de Sentiment du Marché
Haussier 3.13%
Baissier 96.88%
Au 6 janvier 2026, le sentiment global de prévision du prix pour Scream est Baissier, avec 1 indicateurs techniques montrant des signaux haussiers et 31 indiquant des signaux baissiers. La prévision du prix de SCREAM a été mise à jour pour la dernière fois le 6 janvier 2026.
Moyennes Mobiles Simples sur 50 et 200 jours de Scream et Indice de Force Relative sur 14 jours - RSI (14)
Selon nos indicateurs techniques, le SMA sur 200 jours de Scream devrait augmenter au cours du prochain mois, atteignant $0.388076 d'ici le 4 févr. 2026. Le SMA à court terme sur 50 jours pour Scream devrait atteindre $0.196841 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 42.52, ce qui suggère que le marché de SCREAM est dans un état NEUTRAL.
Moyennes Mobiles et Oscillateurs Populaires de SCREAM 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 | $0.201844 | SELL |
| SMA 5 | $0.2018014 | SELL |
| SMA 10 | $0.200531 | SELL |
| SMA 21 | $0.219286 | SELL |
| SMA 50 | $0.236111 | SELL |
| SMA 100 | $0.3417031 | SELL |
| SMA 200 | $0.42338 | SELL |
Moyenne Mobile Exponentielle Quotidienne (EMA)
| Période | Valeur | Action |
|---|---|---|
| EMA 3 | $0.201673 | SELL |
| EMA 5 | $0.202352 | SELL |
| EMA 10 | $0.205049 | SELL |
| EMA 21 | $0.217877 | SELL |
| EMA 50 | $0.251998 | SELL |
| EMA 100 | $0.3142037 | SELL |
| EMA 200 | $0.397659 | SELL |
Moyenne Mobile Simple Hebdomadaire (SMA)
| Période | Valeur | Action |
|---|---|---|
| SMA 21 | $0.405443 | SELL |
| SMA 50 | $0.4724033 | SELL |
| SMA 100 | $0.581463 | SELL |
| SMA 200 | — | — |
Moyenne Mobile Exponentielle Hebdomadaire (EMA)
| Période | Valeur | Action |
|---|---|---|
| EMA 21 | $0.348719 | SELL |
| EMA 50 | $0.642113 | SELL |
| EMA 100 | $4.29 | SELL |
| EMA 200 | $11.97 | SELL |
Oscillateurs de Scream
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) | 42.52 | NEUTRAL |
| Stoch RSI (14) | 67.23 | NEUTRAL |
| Stochastique Rapide (14) | 51.98 | NEUTRAL |
| Indice de Canal des Matières Premières (20) | -42.48 | NEUTRAL |
| Indice Directionnel Moyen (14) | 16.79 | NEUTRAL |
| Oscillateur Impressionnant (5, 34) | -0.044625 | NEUTRAL |
| Momentum (10) | 0.02 | SELL |
| MACD (12, 26) | 0 | BUY |
| Plage de Pourcentage de Williams (14) | -48.02 | NEUTRAL |
| Oscillateur Ultime (7, 14, 28) | 46.35 | NEUTRAL |
| VWMA (10) | 0.210889 | SELL |
| Moyenne Mobile de Hull (9) | 0.201019 | SELL |
| Nuage Ichimoku B/L (9, 26, 52, 26) | -0.053498 | SELL |
Prévision du cours de Scream basée sur les flux monétaires mondiaux
Définitions des flux monétaires mondiaux utilisés pour la prédiction du cours de Scream
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 Scream par des sociétés Internet ou des niches technologiques
| Comparaison | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Action Facebook | $0.2808071 | $0.39458 | $0.554452 | $0.779097 | $1.09 | $1.53 |
| Action Amazon.com | $0.416975 | $0.870045 | $1.81 | $3.78 | $7.90 | $16.49 |
| Action Apple | $0.283456 | $0.402061 | $0.570293 | $0.808917 | $1.14 | $1.62 |
| Action Netflix | $0.315314 | $0.497517 | $0.7850039 | $1.23 | $1.95 | $3.08 |
| Action Google | $0.25879 | $0.335132 | $0.433995 | $0.562022 | $0.727816 | $0.942518 |
| Action Tesla | $0.453019 | $1.02 | $2.32 | $5.27 | $11.96 | $27.12 |
| Action Kodak | $0.149858 | $0.112377 | $0.084271 | $0.063194 | $0.047389 | $0.035536 |
| Action Nokia | $0.132385 | $0.087699 | $0.058097 | $0.038487 | $0.025496 | $0.01689 |
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 Scream
Vous vous posez peut-être des questions telles que : "Devrais-je investir dans Scream maintenant ?", "Devrais-je acheter SCREAM aujourd'hui ?", " Scream sera-t-il un bon ou un mauvais investissement à court ou à long terme ?".
Nous mettons régulièrement à jour les prévisions de Scream avec de nouvelles valeurs. Regardez nos prévisions similaires. Nous faisons une prévision des cours futurs pour une grande quantité de devises numériques comme Scream 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 Scream afin de prendre une décision responsable concernant cet investissement.
Le cours de Scream est de $0.1998 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 Scream
basée sur l'historique des cours sur 4 heures
Prévision à long terme de Scream
basée sur l'historique des cours sur 1 mois
Prévision du cours de Scream basée sur le modèle de croissance du Bitcoin
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Si Scream présente 1 % de la précédente croissance annuelle moyenne du Bitcoin | $0.205033 | $0.210362 | $0.21583 | $0.221441 |
| Si Scream présente 2 % de la précédente croissance annuelle moyenne du Bitcoin | $0.210227 | $0.221156 | $0.232654 | $0.244748 |
| Si Scream présente 5 % de la précédente croissance annuelle moyenne du Bitcoin | $0.225811 | $0.255159 | $0.288321 | $0.325793 |
| Si Scream présente 10 % de la précédente croissance annuelle moyenne du Bitcoin | $0.251783 | $0.31723 | $0.399688 | $0.50358 |
| Si Scream présente 20 % de la précédente croissance annuelle moyenne du Bitcoin | $0.303728 | $0.461625 | $0.7016081 | $1.06 |
| Si Scream présente 50 % de la précédente croissance annuelle moyenne du Bitcoin | $0.459561 | $1.05 | $2.43 | $5.58 |
| Si Scream présente 100 % de la précédente croissance annuelle moyenne du Bitcoin | $0.719284 | $2.58 | $9.31 | $33.53 |
Boîte à questions
Est-ce que SCREAM est un bon investissement ?
La décision d'acquérir Scream dépend entièrement de votre tolérance individuelle au risque. Comme vous pouvez le discerner, la valeur de Scream a connu une baisse de 0% au cours des 24 heures précédentes, et Scream a enregistré une déclin de sur une période de 30 jours précédents. Par conséquent, la détermination de si investir ou non dans Scream dépendra de la mesure dans laquelle cet investissement s'aligne avec vos aspirations de trading.
Est-ce que Scream peut monter ?
Il semble que la valeur moyenne de Scream pourrait potentiellement s'envoler jusqu'à $0.206099 pour la fin de cette année. En regardant les perspectives de Scream sur une période de cinq ans plus longue, la monnaie numérique pourrait potentiellement croître jusqu'à $0.647936. 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 Scream la semaine prochaine ?
Basé sur notre nouveau pronostic expérimental de Scream, le prix de Scream va augmenter de 0.86% durant la prochaine semaine et atteindre $0.201549 d'ici 13 janvier 2026.
Quel sera le prix de Scream le mois prochain ?
Basé sur notre nouveau pronostic expérimental de Scream, le prix de Scream va diminuer de -11.62% durant le prochain mois et atteindre $0.176621 d'ici 5 février 2026.
Jusqu'où le prix de Scream peut-il monter cette année en 2026 ?
Selon notre prédiction la plus récente sur la valeur de Scream en 2026, SCREAM devrait fluctuer dans la fourchette de $0.069044 et $0.206099. Cependant, il est crucial de garder à l'esprit que le marché des cryptomonnaies est exceptionnellement instable, et cette prévision de prix de Scream ne prend pas en compte les fluctuations de prix soudaines et extrêmes.
Où sera Scream dans 5 ans ?
L'avenir de Scream semble suivre une tendance haussière, avec un prix maximum de $0.647936 prévue après une période de cinq ans. Selon la prévision de Scream pour 2030, la valeur de Scream pourrait potentiellement atteindre son point le plus élevé d'environ $0.647936, tandis que son point le plus bas devrait être autour de $0.224098.
Combien vaudra Scream en 2026 ?
Basé sur notre nouvelle simulation expérimentale de prédiction de prix de Scream, il est attendu que la valeur de SCREAM en 2026 augmente de 3.13% jusqu'à $0.206099 si le meilleur scénario se produit. Le prix sera entre $0.206099 et $0.069044 durant 2026.
Combien vaudra Scream en 2027 ?
Selon notre dernière simulation expérimentale pour la prédiction de prix de Scream, le valeur de SCREAM pourrait diminuer de -12.62% jusqu'à $0.1746098 en 2027, en supposant les conditions les plus favorables. Il est prévu que le prix fluctue entre $0.1746098 et $0.066467 tout au long de l'année.
Combien vaudra Scream en 2028 ?
Notre nouveau modèle expérimental de prédiction de prix de Scream suggère que la valeur de SCREAM en 2028 pourrait augmenter de 47.02%, atteignant $0.2938045 dans le meilleur scénario. Il est prévu que le prix oscille entre $0.2938045 et $0.119953 durant l'année.
Combien vaudra Scream en 2029 ?
Basé sur notre modèle de prévision expérimental, la valeur de Scream pourrait connaître un 333.75% croissance en 2029, atteignant potentiellement $0.8668091 sous des conditions optimales. Le range de prix prévu pour 2029 se situe entre $0.8668091 et $0.2635041.
Combien vaudra Scream en 2030 ?
En utilisant notre nouvelle simulation expérimentale pour les prédictions de prix de Scream, il est prévu que la valeur de SCREAM en 2030 augmente de 224.23%, atteignant $0.647936 dans le meilleur scénario. Il est prévu que le prix oscille entre $0.647936 et $0.224098 au cours de 2030.
Combien vaudra Scream en 2031 ?
Notre simulation expérimentale indique que le prix de Scream pourrait augmenter de 195.98% en 2031, atteignant potentiellement $0.591492 dans des conditions idéales. Il est probable que le prix fluctue entre $0.591492 et $0.264954 durant l'année.
Combien vaudra Scream en 2032 ?
Basé sur les résultats de notre dernière prédiction expérimentale de prix de Scream, SCREAM pourrait connaître une 449.04% hausse en valeur, atteignant $1.09 si le scénario le plus positif se réalise en 2032. Il est prévu que le prix reste dans une fourchette de $1.09 et $0.404432 tout au long de l'année.
Combien vaudra Scream en 2033 ?
Selon notre prédiction expérimentale de prix de Scream, la valeur de SCREAM est anticipée à augmenter de 1362.43% en 2033, avec le prix potentiel le plus élevé étant $2.92. Tout au long de l'année, le prix de SCREAM pourrait osciller entre $2.92 et $0.939813.
Combien vaudra Scream en 2034 ?
Les résultats de notre nouvelle simulation de prédiction de prix de Scream suggèrent que SCREAM pourrait augmenter de 746.96% en 2034, atteignant potentiellement $1.69 dans les meilleures circonstances. La fourchette de prix prévue pour l'année est entre $1.69 et $0.755565.
Combien vaudra Scream en 2035 ?
Basé sur notre prédiction expérimentale pour le prix de Scream, SCREAM pourrait augmenter de 897.93%, avec la valeur potentiellement atteignant $1.99 en 2035. La fourchette de prix attendue pour l'année se situe entre $1.99 et $0.893312.
Combien vaudra Scream en 2036 ?
Notre récente simulation de prédiction de prix de Scream suggère que la valeur de SCREAM pourrait augmenter de 1964.7% en 2036, pouvant atteindre $4.12 si les conditions sont optimales. La fourchette de prix attendue pour 2036 est entre $4.12 et $1.47.
Combien vaudra Scream en 2037 ?
Selon la simulation expérimentale, la valeur de Scream pourrait augmenter de 4830.69% en 2037, avec un maximum de $9.85 sous des conditions favorables. Il est prévu que le prix chute entre $9.85 et $3.84 au cours de l'année.
Prévisions liées
Prévision du cours de LaunchZone- Prévision du cours de Mist
- Prévision du cours de Omni
- Prévision du cours de XIDR
- Prévision du cours de Pixel
- Prévision du cours de Ecoin Finance
- Prévision du cours de CATpay
- Prévision du cours de e-Money EUR
- Prévision du cours de ICE Poker
- Prévision du cours de KOK
- Prévision du cours de DogeCash
- Prévision du cours de TasteNFT
- Prévision du cours de LYNC Network
- Prévision du cours de Unido EP
- Prévision du cours de OBToken
- Prévision du cours de ExchangeCoin
- Prévision du cours de pTokens ORE
- Prévision du cours de UNO
- Prévision du cours de Monkey
- Prévision du cours de Nucleus Vision
- Prévision du cours de Alanyaspor Fan Token
- Prévision du cours de Nitro League
- Prévision du cours de Scorum
- Prévision du cours de PlutusDAO
- Prévision du cours de Bent Finance
Prévision du cours de LaunchZone
Prévision du cours de Mist
Prévision du cours de Omni
Prévision du cours de XIDR
Prévision du cours de Pixel
Prévision du cours de Ecoin Finance
Prévision du cours de CATpay
Prévision du cours de e-Money EUR
Prévision du cours de ICE Poker
Prévision du cours de KOK
Prévision du cours de DogeCash
Prévision du cours de TasteNFT
Prévision du cours de LYNC Network
Prévision du cours de Unido EP
Prévision du cours de OBToken
Prévision du cours de ExchangeCoin
Prévision du cours de pTokens ORE
Prévision du cours de UNO
Prévision du cours de Monkey
Prévision du cours de Nucleus Vision
Prévision du cours de Alanyaspor Fan Token
Prévision du cours de Nitro League
Prévision du cours de Scorum
Prévision du cours de PlutusDAO
Prévision du cours de Bent FinanceComment lire et prédire les mouvements de prix de Scream ?
Les traders de Scream 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 Scream
Les moyennes mobiles sont des outils populaires pour la prédiction du prix de Scream. Une moyenne mobile simple (SMA) calcule le prix de clôture moyen de SCREAM 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 SCREAM 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 SCREAM.
Comment lire les graphiques de Scream 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 Scream 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 SCREAM 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 Scream ?
L'action du prix de Scream 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 SCREAM. La capitalisation boursière de Scream peut changer rapidement.
Les traders surveillent souvent l'activité des « baleines » de SCREAM, de grands détenteurs de Scream, car leurs actions peuvent influencer significativement les mouvements de prix sur le marché relativement petit de Scream.
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