Prédiction du prix de ACryptoS jusqu'à $0.22146 d'ici 2026
| Année | Prix min. | Prix max. |
|---|---|---|
| 2026 | $0.07419 | $0.22146 |
| 2027 | $0.071421 | $0.187624 |
| 2028 | $0.128894 | $0.3157032 |
| 2029 | $0.283144 | $0.931416 |
| 2030 | $0.2408021 | $0.696229 |
| 2031 | $0.2847027 | $0.635578 |
| 2032 | $0.434577 | $1.17 |
| 2033 | $1.00 | $3.14 |
| 2034 | $0.811881 | $1.81 |
| 2035 | $0.959895 | $2.14 |
Calculateur de profit d’investissement
Si vous ouvrez une position short de $10,000.00 sur ACryptoS 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 ACryptoS pour 2027, 2028, 2029, 2030, 2031, 2032 et 2037
[
'name' => 'ACryptoS'
'name_with_ticker' => 'ACryptoS <small>ACS</small>'
'name_lang' => 'ACryptoS'
'name_lang_with_ticker' => 'ACryptoS <small>ACS</small>'
'name_with_lang' => 'ACryptoS'
'name_with_lang_with_ticker' => 'ACryptoS <small>ACS</small>'
'image' => '/uploads/coins/acryptos-2.jpg?1717138791'
'price_for_sd' => 0.2147
'ticker' => 'ACS'
'marketcap' => '$0'
'low24h' => '$0.213'
'high24h' => '$0.2154'
'volume24h' => '$21.47'
'current_supply' => '0'
'max_supply' => '721.7K'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.2147'
'change_24h_pct' => '0.5765%'
'ath_price' => '$0.7153'
'ath_days' => 726
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '11 janv. 2024'
'ath_pct' => '-69.98%'
'fdv' => '$154.97K'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$10.58'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.216571'
'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' => '$0.189786'
'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' => '$0.07419'
'current_year_max_price_prediction' => '$0.22146'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.2408021'
'grand_prediction_max_price' => '$0.696229'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.21880309634992
107 => 0.21962002768616
108 => 0.22146061570027
109 => 0.20573299264202
110 => 0.21279423365642
111 => 0.21694205120358
112 => 0.19820206062664
113 => 0.21657162184353
114 => 0.20545920971538
115 => 0.20168749013625
116 => 0.20676561366327
117 => 0.20478666398615
118 => 0.20308527926159
119 => 0.20213587735179
120 => 0.20586469081799
121 => 0.2056907372129
122 => 0.19958967465068
123 => 0.19163108724939
124 => 0.19430225041299
125 => 0.19333179179337
126 => 0.1898147245642
127 => 0.19218480322434
128 => 0.18174817627443
129 => 0.16379250205578
130 => 0.1756545704418
131 => 0.17519789371238
201 => 0.17496761659677
202 => 0.18388163314537
203 => 0.18302475613558
204 => 0.18146951597223
205 => 0.18978616135896
206 => 0.18675047391814
207 => 0.19610574731284
208 => 0.20226773543174
209 => 0.20070485592535
210 => 0.20650023553465
211 => 0.19436378861729
212 => 0.1983950294535
213 => 0.19922586260278
214 => 0.18968353524585
215 => 0.18316495181156
216 => 0.18273023661378
217 => 0.17142791125484
218 => 0.17746552223241
219 => 0.18277837003934
220 => 0.18023392823346
221 => 0.17942843397076
222 => 0.18354352946852
223 => 0.18386330763211
224 => 0.17657233161378
225 => 0.17808835640318
226 => 0.18441043179309
227 => 0.17792905632412
228 => 0.16533680251459
301 => 0.16221374946829
302 => 0.16179707662263
303 => 0.15332710906862
304 => 0.16242244680631
305 => 0.15845208814391
306 => 0.17099440358622
307 => 0.16383030027136
308 => 0.16352147009617
309 => 0.16305462799083
310 => 0.15576417702714
311 => 0.15736032245586
312 => 0.16266615296073
313 => 0.16455933305933
314 => 0.16436185886468
315 => 0.16264015149667
316 => 0.16342834031318
317 => 0.16088930951203
318 => 0.15999272489078
319 => 0.15716285720111
320 => 0.1530037334682
321 => 0.15358208513265
322 => 0.14534177272382
323 => 0.14085201317701
324 => 0.13960930690854
325 => 0.13794750815006
326 => 0.13979701150018
327 => 0.14531842895411
328 => 0.13865842807062
329 => 0.12724032370062
330 => 0.12792657122876
331 => 0.12946836567577
401 => 0.12659524192375
402 => 0.12387607141547
403 => 0.12624016955914
404 => 0.12140216821536
405 => 0.13005301502434
406 => 0.12981903386187
407 => 0.13304353458748
408 => 0.13505988106462
409 => 0.13041285523474
410 => 0.12924414080542
411 => 0.12990989365947
412 => 0.11890648196482
413 => 0.1321443211013
414 => 0.13225880248387
415 => 0.13127854338268
416 => 0.13832728405043
417 => 0.15320232541672
418 => 0.14760573650757
419 => 0.14543856812415
420 => 0.14131877944308
421 => 0.14680815325176
422 => 0.14638665499082
423 => 0.1444804800064
424 => 0.1433276194282
425 => 0.14545180039218
426 => 0.14306440989949
427 => 0.1426355689659
428 => 0.14003725949189
429 => 0.13910978122522
430 => 0.13842311324055
501 => 0.13766715926003
502 => 0.13933460536906
503 => 0.13555595311518
504 => 0.13099926892286
505 => 0.13062042993627
506 => 0.1316664376861
507 => 0.13120365712292
508 => 0.13061821432098
509 => 0.12950044457622
510 => 0.12916882617032
511 => 0.13024642511111
512 => 0.12902987873488
513 => 0.13082495918172
514 => 0.13033679662651
515 => 0.12760996027566
516 => 0.12421131257837
517 => 0.12418105748496
518 => 0.12344882441347
519 => 0.12251621550496
520 => 0.12225678504182
521 => 0.12604107180749
522 => 0.13387443215826
523 => 0.13233655608498
524 => 0.1334478291558
525 => 0.13891419279689
526 => 0.1406517854191
527 => 0.13941848333299
528 => 0.13773026337076
529 => 0.13780453648124
530 => 0.1435736951511
531 => 0.14393351050074
601 => 0.14484264780846
602 => 0.14601114617106
603 => 0.13961748365687
604 => 0.13750339555179
605 => 0.13650162332247
606 => 0.13341655259079
607 => 0.13674353688093
608 => 0.13480504561073
609 => 0.13506661431138
610 => 0.13489626735194
611 => 0.1349892883106
612 => 0.13005059693635
613 => 0.13184999650315
614 => 0.12885814572406
615 => 0.12485239338187
616 => 0.12483896469542
617 => 0.12581936690622
618 => 0.12523618530809
619 => 0.1236668586225
620 => 0.12388977407117
621 => 0.12193680017811
622 => 0.12412690046152
623 => 0.1241897047011
624 => 0.12334639679641
625 => 0.12672054845861
626 => 0.12810294114766
627 => 0.12754785781939
628 => 0.12806399502161
629 => 0.13240046177892
630 => 0.13310749507367
701 => 0.1334215125592
702 => 0.13300077072793
703 => 0.12814325767337
704 => 0.12835870903308
705 => 0.12677786990974
706 => 0.12544222743525
707 => 0.12549564612971
708 => 0.12618233998297
709 => 0.1291811723142
710 => 0.13549203816447
711 => 0.1357315309103
712 => 0.13602180310475
713 => 0.13484112021082
714 => 0.13448501495239
715 => 0.13495480970682
716 => 0.13732483911062
717 => 0.14342119819389
718 => 0.14126633773173
719 => 0.13951440263359
720 => 0.14105132203297
721 => 0.14081472533821
722 => 0.13881761113192
723 => 0.13876155878774
724 => 0.13492845810984
725 => 0.1335114480647
726 => 0.13232728840962
727 => 0.13103421697954
728 => 0.13026764089164
729 => 0.13144545016525
730 => 0.13171482908156
731 => 0.12913952852022
801 => 0.12878852456977
802 => 0.13089157059988
803 => 0.12996609845149
804 => 0.13091796950672
805 => 0.13113881175653
806 => 0.13110325106788
807 => 0.13013695185516
808 => 0.13075284215789
809 => 0.12929607798619
810 => 0.12771206574837
811 => 0.1267015646281
812 => 0.12581976837713
813 => 0.12630904018746
814 => 0.12456487552113
815 => 0.12400688214126
816 => 0.13054419238129
817 => 0.13537337374353
818 => 0.13530315553396
819 => 0.13487572024184
820 => 0.13424063809984
821 => 0.13727837889625
822 => 0.13622009074432
823 => 0.13699008379778
824 => 0.13718607934639
825 => 0.13777929884196
826 => 0.13799132382268
827 => 0.13735043707011
828 => 0.13519954285076
829 => 0.12983971895701
830 => 0.12734470646591
831 => 0.12652131078612
901 => 0.12655123965523
902 => 0.12572566783684
903 => 0.12596883573689
904 => 0.12564110396482
905 => 0.12502045927535
906 => 0.12627071712682
907 => 0.12641479769725
908 => 0.12612297257524
909 => 0.1261917079557
910 => 0.12377552058566
911 => 0.12395921806373
912 => 0.12293636716274
913 => 0.12274459494945
914 => 0.12015891694157
915 => 0.11557801355059
916 => 0.11811627870825
917 => 0.11505041133189
918 => 0.11388932090099
919 => 0.11938574241425
920 => 0.11883405414132
921 => 0.1178898036312
922 => 0.11649306032767
923 => 0.11597499464974
924 => 0.11282739159034
925 => 0.11264141440978
926 => 0.11420145147846
927 => 0.11348154804886
928 => 0.11247053098496
929 => 0.10880872966468
930 => 0.10469165259992
1001 => 0.10481592127748
1002 => 0.10612548689084
1003 => 0.10993322553066
1004 => 0.10844547616953
1005 => 0.10736609693808
1006 => 0.10716396165405
1007 => 0.10969410793257
1008 => 0.11327479499871
1009 => 0.11495477325679
1010 => 0.11328996582474
1011 => 0.11137752468639
1012 => 0.11149392611708
1013 => 0.11226829268672
1014 => 0.11234966766423
1015 => 0.11110486508529
1016 => 0.11145526971979
1017 => 0.11092297303832
1018 => 0.10765626928665
1019 => 0.10759718497461
1020 => 0.10679548319124
1021 => 0.10677120797986
1022 => 0.10540731325246
1023 => 0.10521649495194
1024 => 0.10250839918819
1025 => 0.10429087602076
1026 => 0.10309528414571
1027 => 0.10129324517839
1028 => 0.1009825729812
1029 => 0.1009732337998
1030 => 0.10282352489069
1031 => 0.10426925429207
1101 => 0.10311608197825
1102 => 0.1028535269957
1103 => 0.10565692730949
1104 => 0.105300169066
1105 => 0.10499121872798
1106 => 0.11295418374526
1107 => 0.10665087557617
1108 => 0.1039022734342
1109 => 0.10050035633811
1110 => 0.10160803769855
1111 => 0.10184144243642
1112 => 0.09366044506199
1113 => 0.09034141544606
1114 => 0.089202449556865
1115 => 0.08854695858502
1116 => 0.088845674052028
1117 => 0.085858158114346
1118 => 0.087865818233421
1119 => 0.085278881959824
1120 => 0.084845173674937
1121 => 0.089470936192037
1122 => 0.090114584022979
1123 => 0.087368582410474
1124 => 0.089131959982981
1125 => 0.088492534762408
1126 => 0.085323227557278
1127 => 0.085202183333887
1128 => 0.083611936384888
1129 => 0.08112350784219
1130 => 0.079986229224726
1201 => 0.079393924646445
1202 => 0.07963832105923
1203 => 0.079514746754272
1204 => 0.078708340825542
1205 => 0.079560968998162
1206 => 0.077382856347404
1207 => 0.076515514339626
1208 => 0.076123756076895
1209 => 0.074190555731861
1210 => 0.077267137178905
1211 => 0.077873262481725
1212 => 0.078480582038632
1213 => 0.083766884146843
1214 => 0.083502795432451
1215 => 0.085890028794131
1216 => 0.085797265295536
1217 => 0.085116387670169
1218 => 0.082243876967677
1219 => 0.08338880853611
1220 => 0.079864887130343
1221 => 0.082505248650907
1222 => 0.081300297917055
1223 => 0.082097853595721
1224 => 0.080663776572784
1225 => 0.081457454008866
1226 => 0.07801699727679
1227 => 0.074804347188909
1228 => 0.076097211367375
1229 => 0.07750270258632
1230 => 0.080550165661495
1231 => 0.078735121794945
]
'min_raw' => 0.074190555731861
'max_raw' => 0.22146061570027
'avg_raw' => 0.14782558571607
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.07419'
'max' => '$0.22146'
'avg' => '$0.147825'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.14054344426814
'max_diff' => 0.0067266157002744
'year' => 2026
]
1 => [
'items' => [
101 => 0.079387880203763
102 => 0.077201248804659
103 => 0.072689603647927
104 => 0.072715139069551
105 => 0.072021120753721
106 => 0.07142138760051
107 => 0.078943601416916
108 => 0.078008095220243
109 => 0.076517488531869
110 => 0.078512724818613
111 => 0.079040296961486
112 => 0.079055316198715
113 => 0.080510989089021
114 => 0.081287881971521
115 => 0.081424812709308
116 => 0.0837153454541
117 => 0.084483101817297
118 => 0.087645381620356
119 => 0.08122196803829
120 => 0.081089682062612
121 => 0.078540801884886
122 => 0.076924261779972
123 => 0.07865148776888
124 => 0.080181574205194
125 => 0.078588345935562
126 => 0.078796387912691
127 => 0.076657609132243
128 => 0.077422121907358
129 => 0.07808062330028
130 => 0.077717037536031
131 => 0.077172732049202
201 => 0.080056124566292
202 => 0.079893432260371
203 => 0.082578513661192
204 => 0.084671726625146
205 => 0.088423138463125
206 => 0.084508344644672
207 => 0.084365673998031
208 => 0.085760302454034
209 => 0.084482888306946
210 => 0.085290169953068
211 => 0.088293072909409
212 => 0.088356519516964
213 => 0.087293707094082
214 => 0.087229034861561
215 => 0.087433159613269
216 => 0.088628724659747
217 => 0.088210957496504
218 => 0.088694408234379
219 => 0.089298970784951
220 => 0.091799697823328
221 => 0.09240261464611
222 => 0.090937839343283
223 => 0.091070092152735
224 => 0.090522225980497
225 => 0.089992994122857
226 => 0.091182630050724
227 => 0.093356713091253
228 => 0.093343188233493
301 => 0.093847533240761
302 => 0.094161736002069
303 => 0.092812947740056
304 => 0.091934936177805
305 => 0.0922716216801
306 => 0.092809989130325
307 => 0.092097036371927
308 => 0.087696361675252
309 => 0.089031245262035
310 => 0.088809055360722
311 => 0.088492629922036
312 => 0.089834865690896
313 => 0.089705403776584
314 => 0.08582751682032
315 => 0.086075766561486
316 => 0.085842613709309
317 => 0.08659597827328
318 => 0.08444220414816
319 => 0.085104690563157
320 => 0.085520195832218
321 => 0.085764931627757
322 => 0.086649085138151
323 => 0.086545339928568
324 => 0.086642636190258
325 => 0.087953602438299
326 => 0.094584019851597
327 => 0.094944898842211
328 => 0.093167798707136
329 => 0.093877715159349
330 => 0.092514830812763
331 => 0.093429744205157
401 => 0.094055704711953
402 => 0.091227109547025
403 => 0.091059618498789
404 => 0.0896911090437
405 => 0.090426468508527
406 => 0.08925645872577
407 => 0.089543538201254
408 => 0.088740838960662
409 => 0.090185537777903
410 => 0.091800935539077
411 => 0.09220904880754
412 => 0.091135478502023
413 => 0.090358142849097
414 => 0.088993397512842
415 => 0.091262999422367
416 => 0.091926700185578
417 => 0.091259513284804
418 => 0.091104911501573
419 => 0.09081194140171
420 => 0.091167066493218
421 => 0.091923085528684
422 => 0.091566560913038
423 => 0.091802051702828
424 => 0.090904603649197
425 => 0.092813394245094
426 => 0.095845013086851
427 => 0.095854760237147
428 => 0.0954982336997
429 => 0.095352350722048
430 => 0.095718168585308
501 => 0.095916609769492
502 => 0.097099597659751
503 => 0.098368990798315
504 => 0.10429269469638
505 => 0.10262934234588
506 => 0.10788520484697
507 => 0.11204190969699
508 => 0.11328832373084
509 => 0.11214168146801
510 => 0.10821908022727
511 => 0.10802661869664
512 => 0.11388864102984
513 => 0.11223235122308
514 => 0.11203534082083
515 => 0.10993948299529
516 => 0.11117839454723
517 => 0.11090742641708
518 => 0.11047968996744
519 => 0.11284344690521
520 => 0.11726818887867
521 => 0.11657855134714
522 => 0.11606376892122
523 => 0.11380814218173
524 => 0.11516653329137
525 => 0.1146828362355
526 => 0.11676110574928
527 => 0.11552998492862
528 => 0.11221980319879
529 => 0.11274696054976
530 => 0.11266728177666
531 => 0.1143070652811
601 => 0.11381484297499
602 => 0.1125711674715
603 => 0.11725306559164
604 => 0.1169490491698
605 => 0.11738007494814
606 => 0.11756982582567
607 => 0.1204196147071
608 => 0.12158708202875
609 => 0.12185211755016
610 => 0.12296112121056
611 => 0.12182452452881
612 => 0.12637172163552
613 => 0.12939534237517
614 => 0.13290743345838
615 => 0.13803954249204
616 => 0.13996926296336
617 => 0.13962067623247
618 => 0.14351178272984
619 => 0.15050401461118
620 => 0.14103400621125
621 => 0.15100594805135
622 => 0.14784894639638
623 => 0.14036375226448
624 => 0.13988179400703
625 => 0.14495085437804
626 => 0.15619354240197
627 => 0.15337737656549
628 => 0.15619814864041
629 => 0.15290756818088
630 => 0.15274416312588
701 => 0.15603833249221
702 => 0.16373533877247
703 => 0.16007877960668
704 => 0.15483620541744
705 => 0.15870724061529
706 => 0.15535379167951
707 => 0.14779753265596
708 => 0.15337522309655
709 => 0.14964558034241
710 => 0.15073408837678
711 => 0.15857324270349
712 => 0.15763001491507
713 => 0.15885063901383
714 => 0.15669626942882
715 => 0.15468374852352
716 => 0.15092722880201
717 => 0.14981510850665
718 => 0.15012245854639
719 => 0.14981495619924
720 => 0.14771321793925
721 => 0.14725934776211
722 => 0.14650287758238
723 => 0.14673733932263
724 => 0.14531495407158
725 => 0.14799928892011
726 => 0.14849752512228
727 => 0.15045096017009
728 => 0.15065377227703
729 => 0.15609406107979
730 => 0.15309764142757
731 => 0.1551078984287
801 => 0.15492808212125
802 => 0.14052597911841
803 => 0.14251046184137
804 => 0.14559769419331
805 => 0.14420690020341
806 => 0.14224064289736
807 => 0.14065278469867
808 => 0.13824701716083
809 => 0.14163308877167
810 => 0.14608541287136
811 => 0.15076669056365
812 => 0.15639093898148
813 => 0.15513567220809
814 => 0.15066154915162
815 => 0.15086225504359
816 => 0.15210293989285
817 => 0.15049614028495
818 => 0.15002226371213
819 => 0.15203783652862
820 => 0.15205171667086
821 => 0.15020289953375
822 => 0.14814827761582
823 => 0.14813966867496
824 => 0.14777406854996
825 => 0.15297260763093
826 => 0.15583127849389
827 => 0.15615902050135
828 => 0.15580921884547
829 => 0.15594384361969
830 => 0.15428044603105
831 => 0.15808247965344
901 => 0.16157160168751
902 => 0.16063644244816
903 => 0.15923450580765
904 => 0.15811779574708
905 => 0.16037338104744
906 => 0.16027294338464
907 => 0.16154112725038
908 => 0.16148359510485
909 => 0.1610571525696
910 => 0.16063645767776
911 => 0.16230446537072
912 => 0.16182410594253
913 => 0.16134300038347
914 => 0.16037806953121
915 => 0.16050921965983
916 => 0.15910752508346
917 => 0.15845903703525
918 => 0.14870733273054
919 => 0.14610135869419
920 => 0.14692125117552
921 => 0.14719118106887
922 => 0.14605705782861
923 => 0.14768309922279
924 => 0.14742968239391
925 => 0.14841557903119
926 => 0.14779963361488
927 => 0.14782491222961
928 => 0.1496362763656
929 => 0.15016212308037
930 => 0.14989467319713
1001 => 0.1500819859277
1002 => 0.15439852874399
1003 => 0.15378485439078
1004 => 0.15345885212163
1005 => 0.15354915697812
1006 => 0.15465212621541
1007 => 0.15496089738196
1008 => 0.15365261225231
1009 => 0.15426960708256
1010 => 0.15689669276145
1011 => 0.15781602406888
1012 => 0.16075008829817
1013 => 0.15950364566473
1014 => 0.16179154506317
1015 => 0.16882376781159
1016 => 0.17444159393582
1017 => 0.16927520886549
1018 => 0.1795916311168
1019 => 0.18762444564233
1020 => 0.18731613284149
1021 => 0.18591542582661
1022 => 0.17677028005273
1023 => 0.16835478056515
1024 => 0.17539470322749
1025 => 0.17541264943813
1026 => 0.17480791383804
1027 => 0.17105195296311
1028 => 0.17467721454111
1029 => 0.17496497464015
1030 => 0.17480390550627
1031 => 0.17192421910978
1101 => 0.16752747023735
1102 => 0.16838658444269
1103 => 0.1697938310365
1104 => 0.16712961965203
1105 => 0.16627824268443
1106 => 0.16786111444829
1107 => 0.17296145707589
1108 => 0.17199726684641
1109 => 0.17197208794292
1110 => 0.1760973026249
1111 => 0.17314453918965
1112 => 0.16839742062409
1113 => 0.16719871057948
1114 => 0.16294409746897
1115 => 0.16588277389881
1116 => 0.1659885316319
1117 => 0.16437904858382
1118 => 0.16852802130307
1119 => 0.16848978778905
1120 => 0.17242861989289
1121 => 0.17995818751764
1122 => 0.17773132386348
1123 => 0.17514172371577
1124 => 0.17542328505365
1125 => 0.1785113179776
1126 => 0.17664422277884
1127 => 0.17731564323017
1128 => 0.17851030170233
1129 => 0.17923106882029
1130 => 0.17531957775735
1201 => 0.17440762208234
1202 => 0.17254208082421
1203 => 0.17205539593194
1204 => 0.17357484036089
1205 => 0.17317452043663
1206 => 0.16597964310395
1207 => 0.16522773839076
1208 => 0.16525079823484
1209 => 0.16336009808242
1210 => 0.16047632652995
1211 => 0.1680547059888
1212 => 0.1674460560589
1213 => 0.16677415364205
1214 => 0.1668564578543
1215 => 0.17014597552227
1216 => 0.16823788915022
1217 => 0.17331084949952
1218 => 0.17226800135885
1219 => 0.1711984080984
1220 => 0.1710505577292
1221 => 0.17063885557733
1222 => 0.16922697571097
1223 => 0.1675220459315
1224 => 0.16639630361261
1225 => 0.1534917944073
1226 => 0.15588679625373
1227 => 0.15864202756676
1228 => 0.15959312237512
1229 => 0.15796620889166
1230 => 0.16929121617145
1231 => 0.17136040413195
]
'min_raw' => 0.07142138760051
'max_raw' => 0.18762444564233
'avg_raw' => 0.12952291662142
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.071421'
'max' => '$0.187624'
'avg' => '$0.129522'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.0027691681313508
'max_diff' => -0.033836170057944
'year' => 2027
]
2 => [
'items' => [
101 => 0.1650926988298
102 => 0.16392026707648
103 => 0.16936808060201
104 => 0.166082383078
105 => 0.16756193247187
106 => 0.16436395595257
107 => 0.17086199734516
108 => 0.17081249315695
109 => 0.16828460829031
110 => 0.17042115926938
111 => 0.17004988095883
112 => 0.1671959051703
113 => 0.1709524734682
114 => 0.17095433667921
115 => 0.16852130245603
116 => 0.16568005114302
117 => 0.16517210251562
118 => 0.16478943145817
119 => 0.1674678188499
120 => 0.16986925261023
121 => 0.17433772547229
122 => 0.17546120571811
123 => 0.17984622391185
124 => 0.17723515908014
125 => 0.17839261030109
126 => 0.1796491873329
127 => 0.18025163657104
128 => 0.1792699778667
129 => 0.18608171606708
130 => 0.18665683547745
131 => 0.18684966804099
201 => 0.18455278824563
202 => 0.18659295509532
203 => 0.18563842858958
204 => 0.18812184138242
205 => 0.18851127221814
206 => 0.18818143815469
207 => 0.1883050496487
208 => 0.18249243276763
209 => 0.18219101791835
210 => 0.178081205061
211 => 0.17975598417858
212 => 0.17662506489252
213 => 0.17761791165017
214 => 0.17805554904075
215 => 0.17782695210362
216 => 0.17985067367707
217 => 0.17813009692063
218 => 0.1735892119714
219 => 0.16904708986109
220 => 0.16899006721793
221 => 0.1677942066414
222 => 0.16692981847736
223 => 0.16709633030357
224 => 0.16768313969762
225 => 0.16689571204862
226 => 0.16706374966113
227 => 0.16985429365755
228 => 0.17041391735478
229 => 0.16851209737249
301 => 0.16087601571227
302 => 0.15900210211919
303 => 0.16034903404857
304 => 0.15970528733985
305 => 0.12889463136988
306 => 0.13613313796911
307 => 0.1318322631443
308 => 0.13381430413731
309 => 0.12942422464732
310 => 0.13151940068372
311 => 0.13113249817338
312 => 0.14277180258195
313 => 0.14259007085295
314 => 0.14267705621459
315 => 0.13852501826421
316 => 0.14513932745929
317 => 0.14839777401165
318 => 0.14779472227556
319 => 0.14794649740529
320 => 0.14533849782137
321 => 0.14270230735137
322 => 0.13977836641334
323 => 0.14521068726618
324 => 0.14460670592016
325 => 0.14599202182231
326 => 0.1495152702057
327 => 0.15003408191367
328 => 0.15073137011045
329 => 0.15048144192826
330 => 0.15643574519387
331 => 0.15571463978065
401 => 0.15745229635033
402 => 0.15387780495017
403 => 0.14983292863706
404 => 0.15060172738721
405 => 0.15052768588528
406 => 0.14958505258485
407 => 0.1487340853892
408 => 0.14731746476696
409 => 0.15179986203612
410 => 0.15161788489281
411 => 0.1545638833177
412 => 0.1540431494802
413 => 0.15056556146818
414 => 0.15068976420436
415 => 0.15152508729497
416 => 0.15441615004911
417 => 0.1552744143131
418 => 0.15487683211011
419 => 0.15581787969432
420 => 0.15656164533528
421 => 0.15591128520761
422 => 0.16511901312735
423 => 0.16129532253452
424 => 0.1631589627244
425 => 0.16360342992848
426 => 0.16246493653137
427 => 0.16271183498281
428 => 0.16308581886094
429 => 0.16535657573542
430 => 0.17131569882283
501 => 0.17395495387312
502 => 0.18189528291048
503 => 0.1737358004814
504 => 0.17325165056135
505 => 0.17468194359595
506 => 0.17934375731007
507 => 0.18312171946346
508 => 0.18437508746561
509 => 0.18454074073794
510 => 0.1868921424323
511 => 0.18823992203246
512 => 0.1866066204186
513 => 0.18522256831466
514 => 0.18026506547323
515 => 0.18083890992595
516 => 0.18479212915109
517 => 0.19037628415004
518 => 0.19516807007145
519 => 0.19349015365237
520 => 0.20629147150554
521 => 0.20756066988199
522 => 0.20738530770446
523 => 0.21027673048805
524 => 0.20453784509063
525 => 0.20208436039757
526 => 0.18552181608919
527 => 0.19017521546244
528 => 0.19693920473603
529 => 0.19604396539201
530 => 0.19113177557958
531 => 0.19516434373499
601 => 0.19383105059275
602 => 0.19277942697308
603 => 0.19759711864206
604 => 0.19229986875215
605 => 0.19688636061619
606 => 0.19100413735937
607 => 0.19349781823324
608 => 0.19208228436346
609 => 0.19299830825851
610 => 0.18764325128548
611 => 0.19053271004147
612 => 0.18752304030157
613 => 0.18752161332624
614 => 0.18745517469992
615 => 0.19099603780199
616 => 0.19111150522063
617 => 0.18849480203825
618 => 0.18811769422909
619 => 0.18951205944978
620 => 0.18787962296118
621 => 0.18864342971976
622 => 0.18790275788979
623 => 0.18773601705993
624 => 0.18640739775898
625 => 0.18583499203298
626 => 0.18605944706722
627 => 0.18529326632085
628 => 0.1848316147072
629 => 0.18736334057436
630 => 0.18601074157307
701 => 0.18715603537841
702 => 0.18585082853962
703 => 0.1813264129848
704 => 0.1787243737544
705 => 0.1701781721849
706 => 0.17260186434848
707 => 0.17420877476043
708 => 0.17367769087887
709 => 0.17481866455864
710 => 0.17488871107597
711 => 0.17451776890183
712 => 0.17408826538481
713 => 0.17387920682575
714 => 0.17543735804647
715 => 0.17634191727505
716 => 0.17437004971796
717 => 0.17390806873869
718 => 0.1759017357087
719 => 0.17711787140871
720 => 0.18609713412994
721 => 0.18543192134492
722 => 0.18710147489392
723 => 0.18691350878569
724 => 0.18866346688577
725 => 0.19152390879194
726 => 0.18570783060457
727 => 0.18671730067304
728 => 0.18646980192432
729 => 0.18917192836521
730 => 0.18918036410901
731 => 0.18756030432647
801 => 0.18843856501706
802 => 0.18794834399339
803 => 0.1888342396405
804 => 0.18542303702261
805 => 0.18957751359463
806 => 0.1919328341024
807 => 0.19196553772994
808 => 0.19308194095765
809 => 0.19421627129471
810 => 0.19639351959735
811 => 0.19415554902125
812 => 0.19012965781689
813 => 0.1904203141583
814 => 0.1880599356182
815 => 0.18809961400789
816 => 0.18788780765404
817 => 0.18852345446599
818 => 0.18556252575231
819 => 0.18625744980319
820 => 0.18528455206249
821 => 0.18671518578336
822 => 0.18517606039193
823 => 0.18646968257293
824 => 0.18702796702199
825 => 0.18908804865804
826 => 0.18487178465929
827 => 0.17627453694985
828 => 0.17808178264993
829 => 0.17540872430343
830 => 0.17565612603045
831 => 0.17615591689272
901 => 0.1745359311867
902 => 0.17484497340779
903 => 0.17483393224496
904 => 0.17473878546857
905 => 0.17431736461962
906 => 0.17370622101307
907 => 0.1761408290415
908 => 0.17655451638698
909 => 0.17747409211096
910 => 0.18021012571137
911 => 0.17993673143457
912 => 0.18038264884305
913 => 0.17940921364407
914 => 0.17570128089745
915 => 0.17590263948499
916 => 0.17339169467176
917 => 0.17740988160671
918 => 0.17645832190304
919 => 0.17584484517182
920 => 0.17567745236189
921 => 0.17842026806038
922 => 0.17924096150574
923 => 0.17872956042528
924 => 0.17768066188931
925 => 0.17969485715739
926 => 0.18023377083905
927 => 0.18035441373801
928 => 0.18392318156942
929 => 0.18055386821572
930 => 0.18136489542805
1001 => 0.18769229822072
1002 => 0.18195421700967
1003 => 0.18499380660164
1004 => 0.18484503450837
1005 => 0.18639998568953
1006 => 0.1847174831259
1007 => 0.18473833976163
1008 => 0.18611903106898
1009 => 0.1841800991368
1010 => 0.18369999232313
1011 => 0.18303672819864
1012 => 0.18448494114944
1013 => 0.1853530793164
1014 => 0.19234963536491
1015 => 0.19686972965397
1016 => 0.19667350043998
1017 => 0.19846666813014
1018 => 0.19765882966219
1019 => 0.19505010615216
1020 => 0.19950287908384
1021 => 0.19809383541632
1022 => 0.19820999526429
1023 => 0.19820567178894
1024 => 0.19914256264711
1025 => 0.19847868960931
1026 => 0.19717012770665
1027 => 0.19803881216566
1028 => 0.20061849444856
1029 => 0.20862590740899
1030 => 0.21310696178576
1031 => 0.20835614230893
1101 => 0.21163319396804
1102 => 0.20966813070548
1103 => 0.2093110202551
1104 => 0.21136925086923
1105 => 0.2134310841436
1106 => 0.21329975427757
1107 => 0.21180296919669
1108 => 0.21095747328402
1109 => 0.21735985159668
1110 => 0.22207701487578
1111 => 0.22175533596441
1112 => 0.22317512206361
1113 => 0.2273436579632
1114 => 0.22772477664407
1115 => 0.22767676445019
1116 => 0.22673212203404
1117 => 0.23083658697998
1118 => 0.23426060384907
1119 => 0.22651346460805
1120 => 0.22946347381353
1121 => 0.23078782798923
1122 => 0.23273237283734
1123 => 0.23601314593966
1124 => 0.23957693571086
1125 => 0.24008089465947
1126 => 0.23972331166878
1127 => 0.23737289651486
1128 => 0.24127243780736
1129 => 0.24355669764101
1130 => 0.2449169220976
1201 => 0.24836622499973
1202 => 0.23079600674976
1203 => 0.21835893297593
1204 => 0.21641670431262
1205 => 0.22036630267382
1206 => 0.22140778026422
1207 => 0.22098796195343
1208 => 0.2069889046917
1209 => 0.21634300217331
1210 => 0.22640722454866
1211 => 0.22679383231793
1212 => 0.231832192472
1213 => 0.23347288906752
1214 => 0.23752942938451
1215 => 0.2372756916832
1216 => 0.23826339469674
1217 => 0.23803633887856
1218 => 0.24555022561043
1219 => 0.25383915849866
1220 => 0.25355213910994
1221 => 0.25236050693705
1222 => 0.25413028391727
1223 => 0.26268535095396
1224 => 0.26189773747337
1225 => 0.262662836881
1226 => 0.27274974305971
1227 => 0.2858641559377
1228 => 0.27977119449035
1229 => 0.29299116762867
1230 => 0.30131243995859
1231 => 0.31570322001755
]
'min_raw' => 0.12889463136988
'max_raw' => 0.31570322001755
'avg_raw' => 0.22229892569372
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.128894'
'max' => '$0.3157032'
'avg' => '$0.222298'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.057473243769371
'max_diff' => 0.12807877437522
'year' => 2028
]
3 => [
'items' => [
101 => 0.31390142347808
102 => 0.31950364855062
103 => 0.31067583162615
104 => 0.29040537957141
105 => 0.28719750294158
106 => 0.29361975319088
107 => 0.30940822875478
108 => 0.29312251790896
109 => 0.29641709600252
110 => 0.29546825728994
111 => 0.29541769770725
112 => 0.29734735133778
113 => 0.29454828810272
114 => 0.28314440094122
115 => 0.28837073522381
116 => 0.28635259656812
117 => 0.28859187186881
118 => 0.30067631711928
119 => 0.29533349581685
120 => 0.28970526759031
121 => 0.29676431479022
122 => 0.30575290762751
123 => 0.30519041764181
124 => 0.30409895196697
125 => 0.31025148682875
126 => 0.32041367189683
127 => 0.32316046968577
128 => 0.32518809965775
129 => 0.3254676755738
130 => 0.32834748126455
131 => 0.31286204026089
201 => 0.33743783282803
202 => 0.34168139331181
203 => 0.34088377981842
204 => 0.34560031869981
205 => 0.34421259331386
206 => 0.34220199695707
207 => 0.34967871432067
208 => 0.34110726120328
209 => 0.32894116261909
210 => 0.32226660031765
211 => 0.33105620237776
212 => 0.33642370564103
213 => 0.33997128386073
214 => 0.34104477888651
215 => 0.31406413096461
216 => 0.29952305815004
217 => 0.30884371911044
218 => 0.32021556875979
219 => 0.31279886906191
220 => 0.3130895896484
221 => 0.30251532495363
222 => 0.32115115655073
223 => 0.31843607263905
224 => 0.33252193277576
225 => 0.32916022920805
226 => 0.3406467013396
227 => 0.33762192827376
228 => 0.35017759215727
301 => 0.35518638641143
302 => 0.36359693152075
303 => 0.36978376274024
304 => 0.37341678836754
305 => 0.37319867513602
306 => 0.38759453263759
307 => 0.37910579842186
308 => 0.36844194760587
309 => 0.36824907218863
310 => 0.37377203163416
311 => 0.38534663948208
312 => 0.38834776689335
313 => 0.39002498769492
314 => 0.38745626565284
315 => 0.37824235305473
316 => 0.37426383231047
317 => 0.37765364725343
318 => 0.37350819486831
319 => 0.38066440869353
320 => 0.39049141876034
321 => 0.38846218004176
322 => 0.39524562083753
323 => 0.40226576842237
324 => 0.41230489476324
325 => 0.41492949413652
326 => 0.41926785709597
327 => 0.42373345765924
328 => 0.42516768820885
329 => 0.42790607934366
330 => 0.42789164667068
331 => 0.43614397267042
401 => 0.44524654380139
402 => 0.44868255367833
403 => 0.45658346892766
404 => 0.44305342844428
405 => 0.45331611957282
406 => 0.46257332386259
407 => 0.45153650327859
408 => 0.46674818920425
409 => 0.46733882449832
410 => 0.47625671620429
411 => 0.46721672449897
412 => 0.46184880628102
413 => 0.47734578504296
414 => 0.4848442849156
415 => 0.48258567572914
416 => 0.46539754829892
417 => 0.45539332090107
418 => 0.42921032812954
419 => 0.46022521408853
420 => 0.47533166032253
421 => 0.46535842625263
422 => 0.4703883454091
423 => 0.49782995337008
424 => 0.50827794096909
425 => 0.50610483258544
426 => 0.50647205212987
427 => 0.5121095965939
428 => 0.53710957339987
429 => 0.52212900780281
430 => 0.53358108889068
501 => 0.53965523140614
502 => 0.54529723349013
503 => 0.53144225954491
504 => 0.51341714201216
505 => 0.50770783064658
506 => 0.46436678467533
507 => 0.46211069501191
508 => 0.46084428351731
509 => 0.45285973818136
510 => 0.44658607269833
511 => 0.44159702097996
512 => 0.42850425941401
513 => 0.43292268210047
514 => 0.41205555283604
515 => 0.42540560265377
516 => 0.39210116049329
517 => 0.41983808957138
518 => 0.40474214011759
519 => 0.41487866417155
520 => 0.41484329879405
521 => 0.39617874422282
522 => 0.38541341866546
523 => 0.39227350310335
524 => 0.39962805817495
525 => 0.40082130999162
526 => 0.41035668261548
527 => 0.41301780015265
528 => 0.40495448977933
529 => 0.39141099995571
530 => 0.39455684374762
531 => 0.38534966824143
601 => 0.3692144473157
602 => 0.38080304467849
603 => 0.3847599013328
604 => 0.3865074746485
605 => 0.37064033801069
606 => 0.3656545391868
607 => 0.36300014172786
608 => 0.38936275186674
609 => 0.39080695516038
610 => 0.38341820692037
611 => 0.41681604959505
612 => 0.40925708920184
613 => 0.41770229995132
614 => 0.39427139139668
615 => 0.39516648365737
616 => 0.38407391605064
617 => 0.39028501270477
618 => 0.38589520978262
619 => 0.38978321747437
620 => 0.39211367325395
621 => 0.40320442067949
622 => 0.41996472809167
623 => 0.40154783285795
624 => 0.39352332786982
625 => 0.39850168563293
626 => 0.41175970839639
627 => 0.43184629154874
628 => 0.41995463004239
629 => 0.4252319474854
630 => 0.42638480657519
701 => 0.41761633563364
702 => 0.43216959757957
703 => 0.43996880888688
704 => 0.4479691858688
705 => 0.45491568903673
706 => 0.44477365937016
707 => 0.45562708491624
708 => 0.44688113981362
709 => 0.43903512291739
710 => 0.43904702208632
711 => 0.4341251010753
712 => 0.42458825891448
713 => 0.42282951889862
714 => 0.43197870656552
715 => 0.43931548864308
716 => 0.43991978115581
717 => 0.44398180069142
718 => 0.44638566201047
719 => 0.46994677082812
720 => 0.47942324370229
721 => 0.49101089535238
722 => 0.49552493871436
723 => 0.50911059085978
724 => 0.49813907337963
725 => 0.49576531655872
726 => 0.46281096828687
727 => 0.46820724097024
728 => 0.4768471941992
729 => 0.46295343793332
730 => 0.47176582838216
731 => 0.47350558092872
801 => 0.46248133341192
802 => 0.46836986034025
803 => 0.45273167864514
804 => 0.4203055977184
805 => 0.43220569707713
806 => 0.44096817573528
807 => 0.42846303828427
808 => 0.45087801314956
809 => 0.43778364757226
810 => 0.43363336232465
811 => 0.4174416198902
812 => 0.42508349904194
813 => 0.43541925001584
814 => 0.42903295757399
815 => 0.44228547329746
816 => 0.46105456987873
817 => 0.47443054582157
818 => 0.47545738716431
819 => 0.46685753075385
820 => 0.48063885553516
821 => 0.48073923744078
822 => 0.4651938467891
823 => 0.45567238157204
824 => 0.45350908464139
825 => 0.4589134245135
826 => 0.46547529081442
827 => 0.47582152507574
828 => 0.48207353775307
829 => 0.49837547100425
830 => 0.50278630672896
831 => 0.50763247790859
901 => 0.51410845710842
902 => 0.52188453054479
903 => 0.50487092455811
904 => 0.50554690684129
905 => 0.4897040725159
906 => 0.47277373194696
907 => 0.48562175004204
908 => 0.50241882460114
909 => 0.49856555713816
910 => 0.49813198583347
911 => 0.49886113250531
912 => 0.49595589467418
913 => 0.48281561163711
914 => 0.47621664375841
915 => 0.48473099589818
916 => 0.48925599513025
917 => 0.49627387431779
918 => 0.49540877257847
919 => 0.51348607570037
920 => 0.52051036906427
921 => 0.51871325423533
922 => 0.51904396661384
923 => 0.5317611142252
924 => 0.54590519784991
925 => 0.55915299864067
926 => 0.57262923061132
927 => 0.55638310698442
928 => 0.54813432732828
929 => 0.55664496236826
930 => 0.55212909962019
1001 => 0.57807858646252
1002 => 0.57987527262968
1003 => 0.60582288302876
1004 => 0.63045025508146
1005 => 0.61498224394036
1006 => 0.62956788175189
1007 => 0.64534343822957
1008 => 0.67577704616679
1009 => 0.66552807768077
1010 => 0.65767752844229
1011 => 0.6502587973455
1012 => 0.66569599906752
1013 => 0.68555571246757
1014 => 0.68983330451997
1015 => 0.69676463781079
1016 => 0.68947718837861
1017 => 0.69825411853345
1018 => 0.7292405387586
1019 => 0.72086773448907
1020 => 0.70897700643088
1021 => 0.7334378092312
1022 => 0.74229007867567
1023 => 0.80441994160647
1024 => 0.88286146001323
1025 => 0.85038615631805
1026 => 0.83022768734296
1027 => 0.83496540571738
1028 => 0.86360959282656
1029 => 0.87280919660497
1030 => 0.84780150224165
1031 => 0.85663464266173
1101 => 0.90530611483153
1102 => 0.93141679808285
1103 => 0.89595498309495
1104 => 0.79811724197929
1105 => 0.70790637646851
1106 => 0.73183436025019
1107 => 0.72912166946113
1108 => 0.78141309441778
1109 => 0.72066804587631
1110 => 0.72169083670438
1111 => 0.77506359295156
1112 => 0.7608246566255
1113 => 0.73775940336247
1114 => 0.70807477834287
1115 => 0.65320000349867
1116 => 0.60459588512286
1117 => 0.69991975411779
1118 => 0.69580921555152
1119 => 0.68985654655988
1120 => 0.70310356725472
1121 => 0.76742733951646
1122 => 0.76594446837009
1123 => 0.75651119870442
1124 => 0.76366625060481
1125 => 0.73650508817016
1126 => 0.74350513817774
1127 => 0.70789208660652
1128 => 0.72399067324912
1129 => 0.7377099156881
1130 => 0.74046425672458
1201 => 0.74666992771991
1202 => 0.69364314851141
1203 => 0.71745061559158
1204 => 0.73143527204319
1205 => 0.66825208542868
1206 => 0.73018634359325
1207 => 0.69272007025933
1208 => 0.68000345436525
1209 => 0.69712470237988
1210 => 0.69045253537762
1211 => 0.68471619799187
1212 => 0.68151522316783
1213 => 0.69408717810659
1214 => 0.69350068138196
1215 => 0.67293052299086
1216 => 0.64609758991659
1217 => 0.65510360301731
1218 => 0.651831634026
1219 => 0.63997359630906
1220 => 0.64796448198534
1221 => 0.6127766655617
1222 => 0.55223785630836
1223 => 0.59223164805499
1224 => 0.59069193057762
1225 => 0.5899155352049
1226 => 0.61996976435528
1227 => 0.61708074369151
1228 => 0.61183714289739
1229 => 0.6398772934684
1230 => 0.62964226131673
1231 => 0.6611842187313
]
'min_raw' => 0.28314440094122
'max_raw' => 0.93141679808285
'avg_raw' => 0.60728059951204
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.283144'
'max' => '$0.931416'
'avg' => '$0.60728'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.15424976957134
'max_diff' => 0.6157135780653
'year' => 2029
]
4 => [
'items' => [
101 => 0.68195979189043
102 => 0.67669043451789
103 => 0.69622996149111
104 => 0.65531108336957
105 => 0.6689026933011
106 => 0.67170390527083
107 => 0.63953128236291
108 => 0.61755342320122
109 => 0.61608775056108
110 => 0.57798117151027
111 => 0.59833739845365
112 => 0.61625003576592
113 => 0.60767127257015
114 => 0.60495549242563
115 => 0.61882982420314
116 => 0.61990797860787
117 => 0.59532594392239
118 => 0.6004373273453
119 => 0.62175264591561
120 => 0.5999002360068
121 => 0.55744457312486
122 => 0.54691498173468
123 => 0.54551014014436
124 => 0.51695305318176
125 => 0.54761861938057
126 => 0.53423227794871
127 => 0.57651957013897
128 => 0.55236529563119
129 => 0.5513240531337
130 => 0.54975006238167
131 => 0.52516979795455
201 => 0.53055131370679
202 => 0.54844029169524
203 => 0.55482328057527
204 => 0.5541574825408
205 => 0.54835262594379
206 => 0.55101005956823
207 => 0.54244953995268
208 => 0.53942664230462
209 => 0.52988554581384
210 => 0.51586276976757
211 => 0.51781272278349
212 => 0.49002993417689
213 => 0.47489239639983
214 => 0.47070252545267
215 => 0.46509965491538
216 => 0.47133538458853
217 => 0.4899512290275
218 => 0.46749657106239
219 => 0.42899963499234
220 => 0.43131336644573
221 => 0.43651163406848
222 => 0.42682469674347
223 => 0.41765682352837
224 => 0.42562754547584
225 => 0.40931588616681
226 => 0.43848282016611
227 => 0.43769393634081
228 => 0.44856556566465
301 => 0.45536381858914
302 => 0.43969604655871
303 => 0.43575564426322
304 => 0.43800027649203
305 => 0.40090150572987
306 => 0.44553380461492
307 => 0.44591978658908
308 => 0.44261477458992
309 => 0.46638009587858
310 => 0.51653233638725
311 => 0.49766304613869
312 => 0.49035628662713
313 => 0.47646613145444
314 => 0.49497393850624
315 => 0.49355282769143
316 => 0.48712602564658
317 => 0.48323907571701
318 => 0.49040090014263
319 => 0.48235164641427
320 => 0.48090577926596
321 => 0.47214539746615
322 => 0.4690183397356
323 => 0.46670319068365
324 => 0.4641544390593
325 => 0.46977635003328
326 => 0.45703636014226
327 => 0.4416731812503
328 => 0.44039589915734
329 => 0.44392258731581
330 => 0.44236229033674
331 => 0.44038842905569
401 => 0.43661979032103
402 => 0.43550171571269
403 => 0.43913491577713
404 => 0.4350332447331
405 => 0.44108548378815
406 => 0.43943960965083
407 => 0.43024589051229
408 => 0.41878711251487
409 => 0.41868510535509
410 => 0.41621633043171
411 => 0.41307197438399
412 => 0.41219728646464
413 => 0.42495627350557
414 => 0.45136699483595
415 => 0.4461819382838
416 => 0.4499286730287
417 => 0.46835889969393
418 => 0.47421731453455
419 => 0.47005915044484
420 => 0.46436719897444
421 => 0.464617615952
422 => 0.48406873719722
423 => 0.48528187977005
424 => 0.48834709967697
425 => 0.49228677348841
426 => 0.47073009393055
427 => 0.46360229828338
428 => 0.4602247532707
429 => 0.44982322190608
430 => 0.46104038172292
501 => 0.45450462306432
502 => 0.45538652020068
503 => 0.45481218353369
504 => 0.45512581019034
505 => 0.43847466741363
506 => 0.44454146868316
507 => 0.4344542348971
508 => 0.4209485612027
509 => 0.42090328544878
510 => 0.42420877995201
511 => 0.42224254247748
512 => 0.41695144799009
513 => 0.41770302298876
514 => 0.41111843515603
515 => 0.41850251116947
516 => 0.41871426004804
517 => 0.41587098856953
518 => 0.42724717647436
519 => 0.43190800994106
520 => 0.43003650774513
521 => 0.43177670035795
522 => 0.44639740079267
523 => 0.44878121290941
524 => 0.44983994478588
525 => 0.4484213843265
526 => 0.4320439399223
527 => 0.4327703492239
528 => 0.42744043974892
529 => 0.42293722789459
530 => 0.42311733275252
531 => 0.42543256902222
601 => 0.43554334159877
602 => 0.45682086642353
603 => 0.45762833293696
604 => 0.4586070059067
605 => 0.45462625109714
606 => 0.45342561735589
607 => 0.45500956317047
608 => 0.46300028277554
609 => 0.48355458305899
610 => 0.47628932056326
611 => 0.47038254906368
612 => 0.47556438012297
613 => 0.47476667784793
614 => 0.46803326786737
615 => 0.46784428347553
616 => 0.45492071692144
617 => 0.45014316862177
618 => 0.44615069166927
619 => 0.44179101106338
620 => 0.4392064462624
621 => 0.44317751246041
622 => 0.44408574228416
623 => 0.43540293663987
624 => 0.43421950231462
625 => 0.44131006883513
626 => 0.43818977487242
627 => 0.44139907459263
628 => 0.44214365965659
629 => 0.44202376431204
630 => 0.43876581905149
701 => 0.44084233620724
702 => 0.43593075409434
703 => 0.43059014624233
704 => 0.42718317116438
705 => 0.4242101335392
706 => 0.42585974760761
707 => 0.41997917466136
708 => 0.4180978610233
709 => 0.44013885891799
710 => 0.45642078104345
711 => 0.4561840354474
712 => 0.45474290751745
713 => 0.45260168373567
714 => 0.46284363891904
715 => 0.45927554652751
716 => 0.46187163186644
717 => 0.46253244454256
718 => 0.46453252548912
719 => 0.46524738251475
720 => 0.46308658808317
721 => 0.45583469805198
722 => 0.43776367758326
723 => 0.42935156877328
724 => 0.42657543275124
725 => 0.42667634002301
726 => 0.42389286699773
727 => 0.42471272455019
728 => 0.42360775399915
729 => 0.42151520709658
730 => 0.42573053873302
731 => 0.42621631643559
801 => 0.42523240766218
802 => 0.42546415379634
803 => 0.41731780938545
804 => 0.41793715825808
805 => 0.41448854503223
806 => 0.41384197162604
807 => 0.40512417769619
808 => 0.38967934208504
809 => 0.39823728028009
810 => 0.38790049436868
811 => 0.38398579691616
812 => 0.40251736579601
813 => 0.40065731026619
814 => 0.39747370374583
815 => 0.39276448618048
816 => 0.39101779157717
817 => 0.38040542810377
818 => 0.379778393055
819 => 0.38503816695034
820 => 0.38261096227541
821 => 0.37920224765751
822 => 0.36685622884737
823 => 0.35297521607841
824 => 0.35339419660097
825 => 0.35780948849735
826 => 0.37064754516931
827 => 0.36563149432694
828 => 0.36199229188825
829 => 0.3613107786655
830 => 0.36984134349271
831 => 0.3819138799318
901 => 0.38757804392124
902 => 0.38196502943092
903 => 0.37551710061061
904 => 0.37590955616108
905 => 0.37852038711515
906 => 0.37879474853326
907 => 0.37459780972903
908 => 0.37577922341871
909 => 0.37398454799335
910 => 0.36297062822064
911 => 0.36277142133747
912 => 0.3600684278018
913 => 0.35998658223178
914 => 0.35538811593426
915 => 0.35474475871154
916 => 0.34561422477087
917 => 0.35162396986042
918 => 0.34759294838013
919 => 0.34151724818749
920 => 0.34046979518421
921 => 0.3404383074821
922 => 0.34667669307823
923 => 0.35155107069257
924 => 0.34766306972461
925 => 0.34677784726994
926 => 0.35622970715504
927 => 0.35502687182904
928 => 0.35398522419419
929 => 0.38083291670642
930 => 0.35958087313142
1001 => 0.35031376910848
1002 => 0.33884396810476
1003 => 0.34257859314733
1004 => 0.34336553351685
1005 => 0.31578272968995
1006 => 0.3045923896126
1007 => 0.30075228659712
1008 => 0.29854225302062
1009 => 0.29954939307329
1010 => 0.28947677450769
1011 => 0.29624574076951
1012 => 0.28752370450895
1013 => 0.28606142674591
1014 => 0.30165750803274
1015 => 0.30382761163281
1016 => 0.29456927547654
1017 => 0.30051462607734
1018 => 0.29835875930294
1019 => 0.28767321878688
1020 => 0.28726510973668
1021 => 0.28190348112063
1022 => 0.27351357055239
1023 => 0.26967915629135
1024 => 0.26768216005229
1025 => 0.26850615962121
1026 => 0.26808952022436
1027 => 0.26537066633419
1028 => 0.26824536174677
1029 => 0.26090170287377
1030 => 0.25797739873867
1031 => 0.25665655840418
1101 => 0.25013863846916
1102 => 0.26051154761793
1103 => 0.2625551413947
1104 => 0.26460276168251
1105 => 0.28242589831817
1106 => 0.28153550477951
1107 => 0.28958422872973
1108 => 0.28927147011767
1109 => 0.28697584366639
1110 => 0.27729097328065
1111 => 0.28115119000019
1112 => 0.26927004294831
1113 => 0.27817220615905
1114 => 0.27410963063289
1115 => 0.27679864528707
1116 => 0.27196355448018
1117 => 0.27463949336872
1118 => 0.2630397532915
1119 => 0.25220807922015
1120 => 0.25656706106274
1121 => 0.26130577283567
1122 => 0.27158050736071
1123 => 0.26546096024232
1124 => 0.26766178079178
1125 => 0.26028940036398
1126 => 0.24507807372505
1127 => 0.24516416818188
1128 => 0.24282423697525
1129 => 0.24080219477716
1130 => 0.26616386384338
1201 => 0.26300973938634
1202 => 0.25798405486564
1203 => 0.26471113330935
1204 => 0.26648987962296
1205 => 0.26654051802989
1206 => 0.27144842081139
1207 => 0.27406776940567
1208 => 0.27452944094832
1209 => 0.28225213201727
1210 => 0.28484067619883
1211 => 0.29550252333817
1212 => 0.27384553597781
1213 => 0.2733995245749
1214 => 0.26480579709857
1215 => 0.25935551927163
1216 => 0.2651789822843
1217 => 0.27033777553155
1218 => 0.26496609518484
1219 => 0.26566752323576
1220 => 0.25845648125272
1221 => 0.26103408945059
1222 => 0.26325427287193
1223 => 0.26202841808302
1224 => 0.26019325413197
1225 => 0.26991481331538
1226 => 0.26936628484715
1227 => 0.27841922425642
1228 => 0.28547663790785
1229 => 0.29812478483481
1230 => 0.28492578415372
1231 => 0.28444476010762
]
'min_raw' => 0.24080219477716
'max_raw' => 0.69622996149111
'avg_raw' => 0.46851607813414
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.2408021'
'max' => '$0.696229'
'avg' => '$0.468516'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.04234220616406
'max_diff' => -0.23518683659174
'year' => 2030
]
5 => [
'items' => [
101 => 0.28914684731689
102 => 0.28483995633377
103 => 0.28756176276628
104 => 0.29768625973957
105 => 0.29790017440664
106 => 0.2943168281197
107 => 0.29409878117248
108 => 0.29478700202441
109 => 0.29881793305029
110 => 0.29740940189185
111 => 0.29903938980804
112 => 0.30107771465651
113 => 0.30950909046158
114 => 0.3115418666239
115 => 0.30660327442307
116 => 0.30704917400373
117 => 0.30520200495324
118 => 0.30341766279542
119 => 0.30742860338395
120 => 0.31475867614473
121 => 0.31471307614251
122 => 0.31641351054676
123 => 0.31747286709344
124 => 0.31292533329868
125 => 0.30996505601574
126 => 0.31110021469336
127 => 0.31291535813941
128 => 0.3105115881377
129 => 0.29567440615256
130 => 0.30017505936399
131 => 0.29942593059891
201 => 0.29835908014027
202 => 0.30288452174689
203 => 0.30244803186404
204 => 0.28937346524558
205 => 0.29021045658016
206 => 0.28942436546083
207 => 0.2919643866865
208 => 0.28470278685195
209 => 0.28693640605343
210 => 0.28833731107773
211 => 0.28916245489929
212 => 0.29214344018921
213 => 0.29179365597184
214 => 0.29212169711114
215 => 0.29654171134515
216 => 0.31889662657505
217 => 0.32011335528767
218 => 0.31412173810909
219 => 0.31651527099251
220 => 0.31192021126445
221 => 0.31500490564412
222 => 0.31711537519595
223 => 0.30757856911119
224 => 0.30701386134821
225 => 0.3023998361741
226 => 0.30487915195092
227 => 0.30093438228088
228 => 0.30190229077572
301 => 0.2991959342434
302 => 0.30406683717137
303 => 0.30951326350664
304 => 0.31088924588483
305 => 0.30726962864549
306 => 0.30464878721981
307 => 0.30004745303514
308 => 0.30769957433166
309 => 0.30993728779293
310 => 0.30768782057547
311 => 0.30716656986935
312 => 0.30617880072314
313 => 0.30737612976321
314 => 0.30992510072484
315 => 0.30872305309144
316 => 0.30951702673066
317 => 0.30649121796002
318 => 0.31292683872159
319 => 0.32314815330744
320 => 0.32318101650519
321 => 0.3219789623923
322 => 0.32148710774792
323 => 0.32272048821449
324 => 0.32338954652169
325 => 0.32737807278727
326 => 0.33165792038014
327 => 0.35163010165225
328 => 0.34602199307102
329 => 0.36374250044602
330 => 0.37775712105974
331 => 0.38195949299671
401 => 0.37809350855158
402 => 0.36486818460115
403 => 0.3642192871134
404 => 0.38398350468309
405 => 0.37839920796114
406 => 0.37773497363515
407 => 0.37066864264821
408 => 0.37484571944361
409 => 0.37393213147444
410 => 0.37248998817084
411 => 0.38045955971877
412 => 0.39537788620794
413 => 0.39305272512143
414 => 0.39131710023146
415 => 0.38371209719644
416 => 0.38829200766244
417 => 0.38666118926791
418 => 0.39366822003377
419 => 0.38951741023281
420 => 0.37835690142116
421 => 0.38013424923494
422 => 0.37986560668841
423 => 0.38539425125966
424 => 0.38373468938877
425 => 0.3795415505981
426 => 0.39532689698983
427 => 0.39430188439786
428 => 0.39575511790277
429 => 0.39639487623437
430 => 0.40600313841401
501 => 0.40993933599892
502 => 0.41083292176353
503 => 0.41457200503274
504 => 0.41073988996556
505 => 0.426071082486
506 => 0.43626543091221
507 => 0.44810669120562
508 => 0.46540995512501
509 => 0.47191614242284
510 => 0.47074085792211
511 => 0.48385999514637
512 => 0.50743479311633
513 => 0.47550599862111
514 => 0.50912709675375
515 => 0.4984830452592
516 => 0.47324619064393
517 => 0.47162123472968
518 => 0.48871192568104
519 => 0.52661743329313
520 => 0.51712253355701
521 => 0.52663296354764
522 => 0.51553854178734
523 => 0.51498761023581
524 => 0.52609413224596
525 => 0.55204512630766
526 => 0.53971678178741
527 => 0.52204107688354
528 => 0.53509254232013
529 => 0.52378615510285
530 => 0.49830970024379
531 => 0.51711527298612
601 => 0.5045405220452
602 => 0.50821050288029
603 => 0.53464075900507
604 => 0.53146060066235
605 => 0.53557602003256
606 => 0.52831241256342
607 => 0.52152705782148
608 => 0.50886168930858
609 => 0.50511209808703
610 => 0.50614835020451
611 => 0.50511158457195
612 => 0.49802542728972
613 => 0.49649517229931
614 => 0.49394468027327
615 => 0.49473518440013
616 => 0.48993951321842
617 => 0.49898993557453
618 => 0.50066977371588
619 => 0.50725591636407
620 => 0.50793971154249
621 => 0.52628202506982
622 => 0.51617938700903
623 => 0.52295710884001
624 => 0.52235084560506
625 => 0.47379314980828
626 => 0.4804839718609
627 => 0.49089279127915
628 => 0.48620363224005
629 => 0.47957425845299
630 => 0.47422068367541
701 => 0.46610947045624
702 => 0.47752584730016
703 => 0.4925371688536
704 => 0.50832042342954
705 => 0.52728296964273
706 => 0.52305075007632
707 => 0.50796593181815
708 => 0.50864262574575
709 => 0.51282568133689
710 => 0.50740824427569
711 => 0.5058105363254
712 => 0.512606180799
713 => 0.51265297866767
714 => 0.50641956260961
715 => 0.49949226136417
716 => 0.49946323571902
717 => 0.49823058937219
718 => 0.5157578268341
719 => 0.52539603523457
720 => 0.52650104029493
721 => 0.52532165958979
722 => 0.52577555641525
723 => 0.52016729531045
724 => 0.53298611711786
725 => 0.54474993565842
726 => 0.54159698099223
727 => 0.53687025372868
728 => 0.53310518779324
729 => 0.54071005111335
730 => 0.54037141852087
731 => 0.544647188966
801 => 0.54445321532057
802 => 0.54301543453973
803 => 0.54159703233991
804 => 0.54722083673329
805 => 0.54560127138353
806 => 0.54397919040145
807 => 0.54072585866371
808 => 0.54116804047898
809 => 0.53644212935154
810 => 0.53425570662101
811 => 0.50137715471543
812 => 0.49259093130859
813 => 0.49535525605245
814 => 0.49626534353379
815 => 0.49244156784728
816 => 0.49792387993436
817 => 0.49706946740279
818 => 0.5003934867485
819 => 0.49831678377344
820 => 0.49840201238792
821 => 0.5045091530378
822 => 0.5062820819501
823 => 0.50538035599601
824 => 0.5060118939449
825 => 0.5205654194214
826 => 0.51849637349419
827 => 0.51739723408297
828 => 0.51770170321153
829 => 0.52142044100189
830 => 0.52246148454763
831 => 0.51805050989149
901 => 0.52013075103886
902 => 0.52898815382249
903 => 0.53208774351118
904 => 0.54198014591003
905 => 0.53777767754757
906 => 0.54549149010543
907 => 0.56920112007583
908 => 0.58814201307778
909 => 0.57072318510767
910 => 0.60550572299758
911 => 0.63258891800359
912 => 0.63154941986984
913 => 0.62682683837495
914 => 0.5959933409046
915 => 0.56761989683083
916 => 0.59135548759861
917 => 0.59141599450075
918 => 0.58937708620374
919 => 0.57671360188112
920 => 0.58893642439901
921 => 0.58990662766371
922 => 0.58936357183335
923 => 0.5796545080943
924 => 0.56483056229969
925 => 0.56772712582444
926 => 0.57247175596629
927 => 0.56348918127424
928 => 0.56061870438674
929 => 0.56595546705118
930 => 0.58315162831466
1001 => 0.57990079363838
1002 => 0.57981590120732
1003 => 0.5937243505209
1004 => 0.5837689024436
1005 => 0.56776366076657
1006 => 0.56372212615992
1007 => 0.54937740101024
1008 => 0.55928535376528
1009 => 0.55964192334615
1010 => 0.55421543887903
1011 => 0.56820399007401
1012 => 0.56807508311212
1013 => 0.58135513055068
1014 => 0.60674159349516
1015 => 0.59923356721051
1016 => 0.59050254951239
1017 => 0.59145185322103
1018 => 0.60186337182369
1019 => 0.59556833000467
1020 => 0.59783207093338
1021 => 0.60185994538067
1022 => 0.60429006204121
1023 => 0.59110219683095
1024 => 0.58802747460193
1025 => 0.58173767200221
1026 => 0.58009677990866
1027 => 0.5852196928851
1028 => 0.583869986311
1029 => 0.55961195505358
1030 => 0.55707685581677
1031 => 0.55715460369107
1101 => 0.55077997612271
1102 => 0.54105713899504
1103 => 0.56660817444612
1104 => 0.56455606871288
1105 => 0.56229070280376
1106 => 0.56256819720163
1107 => 0.573659035686
1108 => 0.5672257892643
1109 => 0.58432962926475
1110 => 0.58081359394915
1111 => 0.57720738559492
1112 => 0.57670889775257
1113 => 0.57532081520343
1114 => 0.57056056365966
1115 => 0.5648122738738
1116 => 0.56101675504883
1117 => 0.51750830129908
1118 => 0.525583217238
1119 => 0.53487267197398
1120 => 0.53807935452369
1121 => 0.53259410212674
1122 => 0.5707771548573
1123 => 0.57775356653223
1124 => 0.55662156050881
1125 => 0.55266862499594
1126 => 0.57103630865144
1127 => 0.55995835004917
1128 => 0.56494675412946
1129 => 0.55416455301902
1130 => 0.57607315325292
1201 => 0.57590624642608
1202 => 0.56738330610692
1203 => 0.5745868369021
1204 => 0.57333504615625
1205 => 0.56371266752699
1206 => 0.57637819981859
1207 => 0.57638448176459
1208 => 0.5681813370121
1209 => 0.55860185984048
1210 => 0.55688927557934
1211 => 0.5555990733919
1212 => 0.56462944348218
1213 => 0.57272604506788
1214 => 0.58779181330113
1215 => 0.59157970538879
1216 => 0.60636410038119
1217 => 0.59756071300234
1218 => 0.60146314060443
1219 => 0.60569977779859
1220 => 0.60773097746664
1221 => 0.60442124660773
1222 => 0.62738749753068
1223 => 0.62932655277633
1224 => 0.62997670122743
1225 => 0.62223261063436
1226 => 0.62911117560798
1227 => 0.62589292285095
1228 => 0.63426592246837
1229 => 0.6355789157202
1230 => 0.63446685714699
1231 => 0.63488362192931
]
'min_raw' => 0.28470278685195
'max_raw' => 0.6355789157202
'avg_raw' => 0.46014085128607
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.2847027'
'max' => '$0.635578'
'avg' => '$0.46014'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.043900592074785
'max_diff' => -0.060651045770907
'year' => 2031
]
6 => [
'items' => [
101 => 0.61528597829086
102 => 0.6142697370824
103 => 0.60041321609587
104 => 0.60605985082011
105 => 0.59550373785338
106 => 0.59885119001514
107 => 0.60032671503235
108 => 0.59955598449867
109 => 0.60637910307528
110 => 0.60057805841413
111 => 0.58526814777331
112 => 0.56995406595758
113 => 0.56976181013497
114 => 0.56572988270888
115 => 0.56281553766416
116 => 0.56337694391172
117 => 0.56535541275348
118 => 0.56270054545842
119 => 0.56326709600101
120 => 0.57267560991452
121 => 0.57456242028142
122 => 0.56815030143028
123 => 0.54240471897864
124 => 0.53608668846711
125 => 0.54062796350681
126 => 0.5384575265334
127 => 0.43457724879934
128 => 0.45898237917502
129 => 0.44448167942571
130 => 0.45116426901531
131 => 0.43636280950926
201 => 0.4434268417965
202 => 0.4421223729702
203 => 0.48136510041399
204 => 0.48075237920156
205 => 0.48104565642146
206 => 0.4670467705857
207 => 0.48934737583324
208 => 0.500333455882
209 => 0.49830022485003
210 => 0.49881194529654
211 => 0.49001889261463
212 => 0.48113079239208
213 => 0.47127252137646
214 => 0.48958797040436
215 => 0.4875516051276
216 => 0.49222229441139
217 => 0.50410117232132
218 => 0.50585038221703
219 => 0.5082013380556
220 => 0.5073586877399
221 => 0.52743403691609
222 => 0.52500277966943
223 => 0.53086141011342
224 => 0.51880976279477
225 => 0.50517217990086
226 => 0.50776423856282
227 => 0.50751460246965
228 => 0.50433644848468
229 => 0.50146735317191
301 => 0.49669111783875
302 => 0.51180383318271
303 => 0.5111902845388
304 => 0.52112292391136
305 => 0.51936723342175
306 => 0.50764230264179
307 => 0.50806106083837
308 => 0.51087741095875
309 => 0.5206248308819
310 => 0.52351852877004
311 => 0.52217805261433
312 => 0.52535086024636
313 => 0.52785851803292
314 => 0.52566578345577
315 => 0.55671028100023
316 => 0.54381844120495
317 => 0.55010183422032
318 => 0.55160038643059
319 => 0.54776187645515
320 => 0.54859431182209
321 => 0.54985522457793
322 => 0.5575112399194
323 => 0.57760283946131
324 => 0.58650127213028
325 => 0.6132726458558
326 => 0.58576238116928
327 => 0.58413003591158
328 => 0.58895236873758
329 => 0.60466999915217
330 => 0.61740766232124
331 => 0.62163348004784
401 => 0.62219199162105
402 => 0.6301199066032
403 => 0.63466403962411
404 => 0.6291572491995
405 => 0.62449082089964
406 => 0.60777625394794
407 => 0.60971101058486
408 => 0.62303956520735
409 => 0.64186693365958
410 => 0.65802277444541
411 => 0.65236556209011
412 => 0.69552609899154
413 => 0.69980528993033
414 => 0.6992140441054
415 => 0.70896267789296
416 => 0.68961362509939
417 => 0.6813415301599
418 => 0.62549975566428
419 => 0.64118901654117
420 => 0.66399427862371
421 => 0.66097591667174
422 => 0.644414125761
423 => 0.65801021084187
424 => 0.65351491992525
425 => 0.64996929746951
426 => 0.66621248129197
427 => 0.64835243344596
428 => 0.66381611098422
429 => 0.64398378459014
430 => 0.65239140375962
501 => 0.64761883248824
502 => 0.65070727100516
503 => 0.63265232254243
504 => 0.64239433447382
505 => 0.63224702281732
506 => 0.63224221167037
507 => 0.63201820920314
508 => 0.64395647636695
509 => 0.64434578283056
510 => 0.63552338535879
511 => 0.63425194005136
512 => 0.6389531397444
513 => 0.63344926615
514 => 0.63602449396385
515 => 0.63352726717705
516 => 0.6329650888277
517 => 0.62848555609331
518 => 0.62655565022401
519 => 0.62731241604291
520 => 0.62472918416349
521 => 0.62317269351656
522 => 0.63170858403717
523 => 0.62714820206885
524 => 0.63100964009544
525 => 0.62660904411181
526 => 0.61135466118415
527 => 0.60258170425027
528 => 0.57376758898196
529 => 0.58193923632826
530 => 0.58735704697303
531 => 0.58556646058725
601 => 0.58941333300885
602 => 0.58964949973253
603 => 0.58839884229405
604 => 0.58695074119943
605 => 0.58624588567158
606 => 0.59149930129886
607 => 0.59454908589235
608 => 0.58790079675219
609 => 0.5863431956261
610 => 0.5930649830089
611 => 0.59716526942936
612 => 0.6274394806061
613 => 0.62519666925771
614 => 0.63082568561267
615 => 0.6301919447554
616 => 0.63609205066801
617 => 0.64573623026434
618 => 0.62612691658998
619 => 0.6295304154048
620 => 0.62869595609367
621 => 0.63780636404559
622 => 0.63783480574478
623 => 0.63237266107898
624 => 0.63533377831548
625 => 0.63368096390807
626 => 0.63666782293353
627 => 0.62516671514478
628 => 0.63917382296362
629 => 0.64711495049881
630 => 0.64722521306234
701 => 0.65098924448933
702 => 0.65481371841716
703 => 0.66215446308014
704 => 0.6546089890327
705 => 0.64103541575846
706 => 0.64201538390648
707 => 0.63405720286217
708 => 0.63419098132329
709 => 0.63347686141343
710 => 0.63561998901934
711 => 0.62563701113575
712 => 0.62797999609134
713 => 0.62469980343302
714 => 0.62952328490657
715 => 0.62433401619108
716 => 0.62869555369213
717 => 0.63057784869032
718 => 0.63752355775656
719 => 0.62330812931461
720 => 0.59432190842158
721 => 0.60041516347725
722 => 0.59140276063505
723 => 0.59223689283073
724 => 0.59392197261717
725 => 0.58846007770554
726 => 0.58950203513059
727 => 0.58946480907922
728 => 0.5891440150797
729 => 0.5877231652648
730 => 0.58566265192662
731 => 0.59387110287337
801 => 0.59526587864139
802 => 0.59836629239753
803 => 0.60759102070507
804 => 0.60666925281307
805 => 0.6081726944887
806 => 0.60489068975227
807 => 0.59238913561744
808 => 0.59306803015375
809 => 0.58460220440739
810 => 0.59814980219942
811 => 0.59494155222272
812 => 0.59287317259183
813 => 0.59230879604614
814 => 0.60155639067089
815 => 0.6043234159209
816 => 0.60259919147325
817 => 0.59906275682746
818 => 0.60585375680043
819 => 0.60767074190391
820 => 0.60807749786075
821 => 0.62010984776776
822 => 0.60874997255781
823 => 0.6114844074283
824 => 0.63281768770894
825 => 0.61347134628584
826 => 0.62371953481256
827 => 0.62321793931317
828 => 0.62846056578365
829 => 0.62278789092179
830 => 0.62285821052534
831 => 0.62751330766485
901 => 0.62097606328361
902 => 0.61935734964134
903 => 0.61712110833799
904 => 0.6220038594126
905 => 0.62493084785399
906 => 0.64852022505549
907 => 0.66376003853395
908 => 0.6630984380387
909 => 0.66914422810104
910 => 0.66642054430487
911 => 0.65762505085554
912 => 0.67263788567739
913 => 0.66788719657607
914 => 0.66827883761349
915 => 0.66826426071452
916 => 0.67142305365445
917 => 0.66918475935739
918 => 0.66477285154168
919 => 0.66770168184486
920 => 0.67639926076932
921 => 0.70339681262514
922 => 0.71850500031364
923 => 0.70248728075589
924 => 0.71353608922101
925 => 0.70691074123493
926 => 0.70570671841883
927 => 0.71264618663546
928 => 0.71959780147257
929 => 0.7191550136601
930 => 0.71410849825773
1001 => 0.71125784975752
1002 => 0.73284391523843
1003 => 0.74874816057573
1004 => 0.74766359766714
1005 => 0.7524505056269
1006 => 0.76650501545026
1007 => 0.76778998369166
1008 => 0.7676281072279
1009 => 0.76444317936903
1010 => 0.77828166949885
1011 => 0.78982598143022
1012 => 0.76370596059111
1013 => 0.77365212259047
1014 => 0.7781172751573
1015 => 0.78467344387648
1016 => 0.7957347994472
1017 => 0.80775036547667
1018 => 0.80944949825721
1019 => 0.80824388223842
1020 => 0.80031929344624
1021 => 0.8134668691712
1022 => 0.82116841068229
1023 => 0.8257545024055
1024 => 0.83738406796266
1025 => 0.77814485041943
1026 => 0.73621238786219
1027 => 0.72966402832178
1028 => 0.74298037494873
1029 => 0.74649178935838
1030 => 0.74507634261279
1031 => 0.69787754367191
1101 => 0.72941553641337
1102 => 0.76334776481343
1103 => 0.76465123989963
1104 => 0.78163842292614
1105 => 0.78717014604773
1106 => 0.80084705494505
1107 => 0.7999915605697
1108 => 0.80332167023904
1109 => 0.80255613569552
1110 => 0.82788972941485
1111 => 0.85583644536235
1112 => 0.8548687394542
1113 => 0.85085106838621
1114 => 0.85681799503689
1115 => 0.88566200084679
1116 => 0.88300650700759
1117 => 0.88558609307795
1118 => 0.91959480150476
1119 => 0.96381096014197
1120 => 0.94326811522524
1121 => 0.98784017765016
1122 => 1.0158959282831
1123 => 1.0644154479841
1124 => 1.0583405651539
1125 => 1.0772288581208
1126 => 1.0474652570215
1127 => 0.97912201268115
1128 => 0.96830643265687
1129 => 0.98995949775959
1130 => 1.0431914454394
1201 => 0.98828303429073
1202 => 0.99939093435325
1203 => 0.99619185838798
1204 => 0.99602139322498
1205 => 1.0025273551645
1206 => 0.9930901180431
1207 => 0.95464111628412
1208 => 0.97226206720887
1209 => 0.96545777182926
1210 => 0.97300764484676
1211 => 1.0137511957177
1212 => 0.99573750067273
1213 => 0.97676153625658
1214 => 1.000561606738
1215 => 1.0308672750525
1216 => 1.0289708007939
1217 => 1.0252908480674
1218 => 1.0460345489102
1219 => 1.0802970653684
1220 => 1.0895580858891
1221 => 1.0963943819042
1222 => 1.0973369916245
1223 => 1.1070464575725
1224 => 1.0548362120697
1225 => 1.1376952125369
1226 => 1.1520026729838
1227 => 1.1493134634033
1228 => 1.1652156035401
1229 => 1.1605367905135
1230 => 1.1537579245212
1231 => 1.1789661991203
]
'min_raw' => 0.43457724879934
'max_raw' => 1.1789661991203
'avg_raw' => 0.80677172395984
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.434577'
'max' => '$1.17'
'avg' => '$0.806771'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.14987446194739
'max_diff' => 0.54338728340013
'year' => 2032
]
7 => [
'items' => [
101 => 1.1500669464953
102 => 1.1090480957088
103 => 1.0865443429065
104 => 1.1161790999226
105 => 1.1342760119218
106 => 1.1462369195735
107 => 1.1498562830019
108 => 1.0588891448046
109 => 1.009862902585
110 => 1.0412881617607
111 => 1.0796291468107
112 => 1.0546232259619
113 => 1.0556034107167
114 => 1.0199515390267
115 => 1.0827835463685
116 => 1.0736294513992
117 => 1.1211209122935
118 => 1.1097866940083
119 => 1.1485141367597
120 => 1.1383159031853
121 => 1.180648200577
122 => 1.1975357001077
123 => 1.2258924401493
124 => 1.2467517735566
125 => 1.2590007731088
126 => 1.2582653891205
127 => 1.3068020277737
128 => 1.2781816677009
129 => 1.2422277501485
130 => 1.2415774572131
131 => 1.2601985005845
201 => 1.2992230990571
202 => 1.3093416096562
203 => 1.3149964766885
204 => 1.3063358509812
205 => 1.2752705013618
206 => 1.2618566409011
207 => 1.2732856386506
208 => 1.2593089565079
209 => 1.2834366310505
210 => 1.3165690815907
211 => 1.3097273615741
212 => 1.3325982058217
213 => 1.3562671235351
214 => 1.3901147389028
215 => 1.3989637589334
216 => 1.4135908525461
217 => 1.4286469366234
218 => 1.4334825450562
219 => 1.4427152219556
220 => 1.4426665611909
221 => 1.4704898544581
222 => 1.5011798085474
223 => 1.512764555742
224 => 1.5394030431294
225 => 1.4937855670024
226 => 1.5283869466605
227 => 1.5595982572409
228 => 1.5223868460757
301 => 1.5736741072201
302 => 1.5756654753509
303 => 1.6057327698648
304 => 1.5752538066783
305 => 1.5571554956304
306 => 1.6094046414908
307 => 1.6346863573399
308 => 1.6270712987767
309 => 1.569120327109
310 => 1.5353903759643
311 => 1.4471125877969
312 => 1.5516814411978
313 => 1.6026138793741
314 => 1.5689884243985
315 => 1.5859471480123
316 => 1.6784684451646
317 => 1.7136945648099
318 => 1.7063677781728
319 => 1.7076058845053
320 => 1.7266132592666
321 => 1.8109024265106
322 => 1.7603944036904
323 => 1.7990058946369
324 => 1.8194852902109
325 => 1.8385076941491
326 => 1.7917946821693
327 => 1.7310217399342
328 => 1.7117723980537
329 => 1.5656450355865
330 => 1.5580384717711
331 => 1.553768676999
401 => 1.5268482249357
402 => 1.5056961237463
403 => 1.4888751875534
404 => 1.4447320278263
405 => 1.4596290483982
406 => 1.3892740651867
407 => 1.4342846902179
408 => 1.321996438232
409 => 1.4155134311493
410 => 1.3646163836003
411 => 1.3987923821577
412 => 1.3986731453183
413 => 1.3357442964639
414 => 1.2994482497362
415 => 1.3225775033743
416 => 1.3473738992769
417 => 1.351397031087
418 => 1.3835462056268
419 => 1.3925183491966
420 => 1.3653323353106
421 => 1.319669513794
422 => 1.3302759457743
423 => 1.2992333107306
424 => 1.2448322868544
425 => 1.2839040519531
426 => 1.297244870422
427 => 1.3031369358675
428 => 1.2496397768851
429 => 1.232829808053
430 => 1.2238803216961
501 => 1.3127637023579
502 => 1.3176329345935
503 => 1.2927212540364
504 => 1.405324412377
505 => 1.3798388496615
506 => 1.4083124673292
507 => 1.3293135232434
508 => 1.3323313892937
509 => 1.2949320231492
510 => 1.3158731691636
511 => 1.3010726421253
512 => 1.3141813315101
513 => 1.3220386258781
514 => 1.3594318551546
515 => 1.415940401762
516 => 1.353846553655
517 => 1.3267913748345
518 => 1.3435762556106
519 => 1.3882766050032
520 => 1.4559999225018
521 => 1.4159063554839
522 => 1.4336991996935
523 => 1.4375861446048
524 => 1.4080226326303
525 => 1.4570899713573
526 => 1.4833855568034
527 => 1.5103593863665
528 => 1.5337800067865
529 => 1.4995854456718
530 => 1.5361785276623
531 => 1.5066909631265
601 => 1.4802375693694
602 => 1.4802776882482
603 => 1.463683087922
604 => 1.4315289587358
605 => 1.425599243981
606 => 1.4564463689758
607 => 1.4811828419881
608 => 1.4832202563851
609 => 1.4969156388506
610 => 1.50502042512
611 => 1.5844583484828
612 => 1.6164089384043
613 => 1.6554775149665
614 => 1.6706969273219
615 => 1.7165019020501
616 => 1.6795106648589
617 => 1.6715073780068
618 => 1.5603994920091
619 => 1.5785934021168
620 => 1.6077236076506
621 => 1.560879838369
622 => 1.5905914280288
623 => 1.5964571252051
624 => 1.5592881050138
625 => 1.5791416846766
626 => 1.5264164632685
627 => 1.4170896675073
628 => 1.4572116833337
629 => 1.4867549919064
630 => 1.4445930479095
701 => 1.5201667006314
702 => 1.4760181328681
703 => 1.4620251563921
704 => 1.407433566303
705 => 1.4331986954021
706 => 1.4680464014296
707 => 1.4465145705852
708 => 1.491196352608
709 => 1.5544776721483
710 => 1.5995757089204
711 => 1.6030377761992
712 => 1.5740427598885
713 => 1.6205074585701
714 => 1.6208459031733
715 => 1.5684335332466
716 => 1.5363312484999
717 => 1.5290375418616
718 => 1.5472586510594
719 => 1.5693824414278
720 => 1.6042654925909
721 => 1.6253445898341
722 => 1.6803076959551
723 => 1.6951791365556
724 => 1.7115183410366
725 => 1.7333525570473
726 => 1.7595701315461
727 => 1.70220757111
728 => 1.7044866925733
729 => 1.6510714705339
730 => 1.5939896452671
731 => 1.6373076352946
801 => 1.6939401449049
802 => 1.6809485846269
803 => 1.6794867687022
804 => 1.6819451376137
805 => 1.6721499254288
806 => 1.627846543744
807 => 1.6055976628158
808 => 1.6343043955081
809 => 1.6495607463444
810 => 1.6732220159979
811 => 1.6703052650843
812 => 1.7312541546768
813 => 1.7549370501737
814 => 1.7488779520573
815 => 1.7499929719311
816 => 1.7928697229856
817 => 1.8405574884348
818 => 1.8852233737327
819 => 1.9306594307022
820 => 1.875884490626
821 => 1.8480731541039
822 => 1.8767673543348
823 => 1.8615418077922
824 => 1.9490323144164
825 => 1.9550899672697
826 => 2.0425741473345
827 => 2.1256070516383
828 => 2.0734555721341
829 => 2.1226320683524
830 => 2.175820458431
831 => 2.278429492398
901 => 2.2438743795873
902 => 2.2174057047219
903 => 2.1923929348698
904 => 2.2444405382666
905 => 2.3113989485558
906 => 2.3258211488124
907 => 2.3491906229326
908 => 2.3246204783785
909 => 2.3542125111813
910 => 2.4586853903731
911 => 2.4304558962079
912 => 2.3903654763756
913 => 2.4728367808156
914 => 2.5026828252933
915 => 2.712157995933
916 => 2.9766290518534
917 => 2.8671362980918
918 => 2.7991706125229
919 => 2.8151441607992
920 => 2.9117200375111
921 => 2.9427371439458
922 => 2.8584219564184
923 => 2.8882035060548
924 => 3.052302772609
925 => 3.1403367641805
926 => 3.0207747790839
927 => 2.6909080040996
928 => 2.3867557727085
929 => 2.4674306406269
930 => 2.4582846142376
1001 => 2.6345888043496
1002 => 2.4297826321082
1003 => 2.433231042794
1004 => 2.6131810168482
1005 => 2.5651734488941
1006 => 2.4874073371532
1007 => 2.3873235513853
1008 => 2.2023094167637
1009 => 2.0384372382284
1010 => 2.3598283178448
1011 => 2.34596935008
1012 => 2.3258995109726
1013 => 2.3705627661227
1014 => 2.5874348552456
1015 => 2.5824352516448
1016 => 2.5506303243572
1017 => 2.5747540813891
1018 => 2.4831783259089
1019 => 2.5067794832373
1020 => 2.3867075934411
1021 => 2.440985102274
1022 => 2.487240486004
1023 => 2.4965269391104
1024 => 2.5174497921373
1025 => 2.3386663038243
1026 => 2.4189348412694
1027 => 2.4660850868735
1028 => 2.2530585618935
1029 => 2.4618742374072
1030 => 2.3355540810502
1031 => 2.2926791227175
1101 => 2.3504046057662
1102 => 2.3279089288823
1103 => 2.3085684668879
1104 => 2.2977761567838
1105 => 2.3401633806056
1106 => 2.3381859659506
1107 => 2.2688322407725
1108 => 2.178363133497
1109 => 2.2087275354458
1110 => 2.19769586355
1111 => 2.1577156614856
1112 => 2.184657490449
1113 => 2.0660193106418
1114 => 1.8619084885595
1115 => 1.9967503497107
1116 => 1.9915590847361
1117 => 1.9889414135307
1118 => 2.0902713454305
1119 => 2.0805308105576
1120 => 2.0628516443838
1121 => 2.1573909697347
1122 => 2.1228828442482
1123 => 2.2292287558606
1124 => 2.2992750512708
1125 => 2.2815090449945
1126 => 2.3473879243909
1127 => 2.2094270699393
1128 => 2.2552521317593
1129 => 2.2646966134897
1130 => 2.1562243691348
1201 => 2.0821244825261
1202 => 2.0771828648898
1203 => 1.9487038731036
1204 => 2.0173363134696
1205 => 2.0777300207883
1206 => 2.0488061217237
1207 => 2.0396496793567
1208 => 2.0864279576195
1209 => 2.0900630304694
1210 => 2.0071829842644
1211 => 2.0244163703402
1212 => 2.096282455088
1213 => 2.0226055293939
1214 => 1.8794632978277
1215 => 1.8439620453031
1216 => 1.8392255237984
1217 => 1.7429433113119
1218 => 1.8463344087527
1219 => 1.8012014240106
1220 => 1.9437759820345
1221 => 1.862338159134
1222 => 1.8588275373564
1223 => 1.8535207176435
1224 => 1.7706466399882
1225 => 1.7887907960723
1226 => 1.8491047343289
1227 => 1.870625426984
1228 => 1.8683806424262
1229 => 1.8488091631273
1230 => 1.8577688861281
1231 => 1.8289064965679
]
'min_raw' => 1.009862902585
'max_raw' => 3.1403367641805
'avg_raw' => 2.0750998333828
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$1.00'
'max' => '$3.14'
'avg' => '$2.07'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.57528565378565
'max_diff' => 1.9613705650602
'year' => 2033
]
8 => [
'items' => [
101 => 1.8187145860955
102 => 1.7865461131388
103 => 1.7392673446598
104 => 1.7458417473944
105 => 1.6521701358749
106 => 1.6011328703903
107 => 1.5870064279646
108 => 1.5681159587682
109 => 1.5891401567259
110 => 1.6519047759686
111 => 1.5761973289051
112 => 1.4464022211747
113 => 1.4542031283094
114 => 1.471729450531
115 => 1.4390692650193
116 => 1.4081591403941
117 => 1.435032985938
118 => 1.380037087734
119 => 1.4783754420829
120 => 1.4757156651878
121 => 1.5123701224861
122 => 1.5352909068598
123 => 1.4824659195703
124 => 1.469180578121
125 => 1.4767485123957
126 => 1.3516674166175
127 => 1.5021483284361
128 => 1.5034496936104
129 => 1.4923066149066
130 => 1.5724330548731
131 => 1.7415248352657
201 => 1.6779057057809
202 => 1.653270455946
203 => 1.6064388280016
204 => 1.6688391916506
205 => 1.6640478173197
206 => 1.6423794055205
207 => 1.6292742824548
208 => 1.6534208735284
209 => 1.6262822526022
210 => 1.6214074105645
211 => 1.5918711716961
212 => 1.5813280782333
213 => 1.5735223915661
214 => 1.5649290975165
215 => 1.5838837628746
216 => 1.5409299974793
217 => 1.4891319672222
218 => 1.4848255214688
219 => 1.4967159968205
220 => 1.4914553466192
221 => 1.4848003354995
222 => 1.4720941068877
223 => 1.4683244402841
224 => 1.4805740279633
225 => 1.4667449576689
226 => 1.4871505041968
227 => 1.4816013246316
228 => 1.450604058671
301 => 1.4119699886264
302 => 1.4116260643653
303 => 1.4033024173467
304 => 1.3927010013999
305 => 1.3897519300111
306 => 1.4327697456236
307 => 1.5218153365266
308 => 1.504333556352
309 => 1.5169659341331
310 => 1.5791047300922
311 => 1.5988567847488
312 => 1.5848372442066
313 => 1.5656464324248
314 => 1.5664907307482
315 => 1.6320715440604
316 => 1.6361617389436
317 => 1.6464963418666
318 => 1.6597792271811
319 => 1.5870993770125
320 => 1.5630675163413
321 => 1.5516798875184
322 => 1.5166103983108
323 => 1.5544298357904
324 => 1.5323940691608
325 => 1.5353674469281
326 => 1.5334310307565
327 => 1.5344884449261
328 => 1.4783479545087
329 => 1.4988025985595
330 => 1.4647927855816
331 => 1.4192574637849
401 => 1.4191048134195
402 => 1.4302495189194
403 => 1.4236202119957
404 => 1.4057809175191
405 => 1.4083149051004
406 => 1.3861145075011
407 => 1.4110104353201
408 => 1.4117243614481
409 => 1.4021380731474
410 => 1.4404936849286
411 => 1.4562080103706
412 => 1.4498981100529
413 => 1.4557652909434
414 => 1.5050600032437
415 => 1.5130971922278
416 => 1.5166667806676
417 => 1.5118840050381
418 => 1.4566663077927
419 => 1.4591154474693
420 => 1.441145285552
421 => 1.4259623923809
422 => 1.4265696284839
423 => 1.4343756092118
424 => 1.4684647848653
425 => 1.5402034453613
426 => 1.5429258750868
427 => 1.5462255393331
428 => 1.5328041465653
429 => 1.528756126081
430 => 1.5340965099825
501 => 1.5610377790252
502 => 1.6303380374863
503 => 1.6058426977375
504 => 1.585927605229
505 => 1.6033985104293
506 => 1.6007090015152
507 => 1.5780068396541
508 => 1.5773696655825
509 => 1.5337969586508
510 => 1.5176891210007
511 => 1.5042282062095
512 => 1.4895292386636
513 => 1.4808151979885
514 => 1.4942039249261
515 => 1.4972660851875
516 => 1.4679913997436
517 => 1.4640013682913
518 => 1.4879077083627
519 => 1.4773874194155
520 => 1.4882077974883
521 => 1.4907182180167
522 => 1.4903139824918
523 => 1.4793295925833
524 => 1.4863307151517
525 => 1.4697709731424
526 => 1.4517647409
527 => 1.4402778865573
528 => 1.4302540826331
529 => 1.4358158716372
530 => 1.4159891093804
531 => 1.4096461291005
601 => 1.4839588923558
602 => 1.5388545295693
603 => 1.5380563252632
604 => 1.533197461831
605 => 1.5259781763553
606 => 1.5605096433265
607 => 1.5484795707122
608 => 1.5572324536853
609 => 1.5594604297593
610 => 1.5662038423118
611 => 1.5686140326834
612 => 1.5613287633955
613 => 1.5368785098446
614 => 1.4759508026559
615 => 1.4475887904884
616 => 1.4382288540664
617 => 1.4385690699783
618 => 1.4291843963377
619 => 1.4319486033165
620 => 1.4282231179571
621 => 1.4211679499781
622 => 1.4353802348954
623 => 1.4370180683355
624 => 1.4337007512117
625 => 1.434482099483
626 => 1.4070161305421
627 => 1.4091043085077
628 => 1.3974770682423
629 => 1.395297100861
630 => 1.3659044499696
701 => 1.3138311083826
702 => 1.3426847945033
703 => 1.3078335991117
704 => 1.2946349233351
705 => 1.3571154016463
706 => 1.3508440945626
707 => 1.3401103429069
708 => 1.3242328870982
709 => 1.3183437842928
710 => 1.2825634599107
711 => 1.2804493674656
712 => 1.2981830623794
713 => 1.2899995723559
714 => 1.2785068530328
715 => 1.2368813886429
716 => 1.190080584951
717 => 1.1914932070351
718 => 1.2063796719295
719 => 1.2496640763236
720 => 1.232752110699
721 => 1.220482285596
722 => 1.2181845161838
723 => 1.2469459110837
724 => 1.2876493105657
725 => 1.3067464349154
726 => 1.2878217646731
727 => 1.2660821224754
728 => 1.2674053137642
729 => 1.2762079126082
730 => 1.2771329412847
731 => 1.2629826690853
801 => 1.2669658878237
802 => 1.2609150143269
803 => 1.2237808148459
804 => 1.2231091749311
805 => 1.2139958435086
806 => 1.213719895455
807 => 1.1982158452783
808 => 1.1960467214841
809 => 1.1652624888296
810 => 1.185524763986
811 => 1.1719338936283
812 => 1.151449246237
813 => 1.1479176853056
814 => 1.1478115223195
815 => 1.168844674907
816 => 1.1852789793519
817 => 1.1721703126369
818 => 1.1691857233267
819 => 1.2010533288371
820 => 1.1969978855563
821 => 1.1934858978298
822 => 1.2840047675809
823 => 1.2123520188974
824 => 1.1811073306755
825 => 1.1424360957956
826 => 1.1550276448698
827 => 1.1576808692681
828 => 1.0646835203958
829 => 1.0269545075404
830 => 1.0140073321163
831 => 1.0065560496135
901 => 1.0099516926174
902 => 0.97599115587567
903 => 0.99881319822151
904 => 0.96940624401593
905 => 0.96447607244486
906 => 1.017059349387
907 => 1.0243760051865
908 => 0.99316087843922
909 => 1.0132060430809
910 => 1.0059373877332
911 => 0.96991034184271
912 => 0.9685343736867
913 => 0.95045726847074
914 => 0.92217009922508
915 => 0.90924210383373
916 => 0.90250909158791
917 => 0.90528726366433
918 => 0.90388253484902
919 => 0.89471572913398
920 => 0.90440796542233
921 => 0.87964830681413
922 => 0.86978881125422
923 => 0.86533550584836
924 => 0.8433598837208
925 => 0.87833287112926
926 => 0.88522299022682
927 => 0.89212668498746
928 => 0.95221863452625
929 => 0.94921661054537
930 => 0.97635344528748
1001 => 0.97529895779083
1002 => 0.96755909293481
1003 => 0.93490587625322
1004 => 0.94792086643488
1005 => 0.90786274963427
1006 => 0.93787701442846
1007 => 0.92417975740205
1008 => 0.93324595804963
1009 => 0.91694411181894
1010 => 0.92596622660974
1011 => 0.88685689307142
1012 => 0.8503371476965
1013 => 0.8650337593132
1014 => 0.88101065690194
1015 => 0.91565264171214
1016 => 0.89502016134935
1017 => 0.90244038148827
1018 => 0.87758388615275
1019 => 0.8262978363687
1020 => 0.82658810984082
1021 => 0.81869886840888
1022 => 0.81188141196356
1023 => 0.89739004991549
1024 => 0.88675569909464
1025 => 0.86981125285104
1026 => 0.89249206749362
1027 => 0.89848923487805
1028 => 0.89865996580246
1029 => 0.91520730268913
1030 => 0.92403861935182
1031 => 0.92559517719074
1101 => 0.95163276931079
1102 => 0.96036022674528
1103 => 0.99630738876197
1104 => 0.92328934383397
1105 => 0.92178558524953
1106 => 0.89281123306819
1107 => 0.87443524084839
1108 => 0.89406945297682
1109 => 0.91146268458538
1110 => 0.89335168925771
1111 => 0.89571660290353
1112 => 0.87140407139881
1113 => 0.88009465740081
1114 => 0.8875801608141
1115 => 0.88344710580683
1116 => 0.87725972241884
1117 => 0.91003663794328
1118 => 0.90818723591562
1119 => 0.93870985319001
1120 => 0.9625044160487
1121 => 1.0051485264784
1122 => 0.96064717415726
1123 => 0.95902536800182
1124 => 0.97487878331709
1125 => 0.96035779967
1126 => 0.96953456008764
1127 => 1.0036700085029
1128 => 1.004391236738
1129 => 0.99230973455031
1130 => 0.99157457404422
1201 => 0.99389495869652
1202 => 1.0074855240809
1203 => 1.0027365629397
1204 => 1.0082321810013
1205 => 1.0151045355392
1206 => 1.0435315077259
1207 => 1.050385154481
1208 => 1.0337343460744
1209 => 1.0352377276423
1210 => 1.0290098682234
1211 => 1.0229938340595
1212 => 1.0365170002886
1213 => 1.0612308523709
1214 => 1.0610771087798
1215 => 1.0668102420942
1216 => 1.0703819366533
1217 => 1.0550496089656
1218 => 1.0450688274262
1219 => 1.048896094162
1220 => 1.0550159770197
1221 => 1.046911498633
1222 => 0.99688690367117
1223 => 1.0120611701991
1224 => 1.0095354302651
1225 => 1.0059384694587
1226 => 1.0211963117916
1227 => 1.0197246556769
1228 => 0.97564284148563
1229 => 0.97846481620705
1230 => 0.97581445511511
1231 => 0.98437831401605
]
'min_raw' => 0.81188141196356
'max_raw' => 1.8187145860955
'avg_raw' => 1.3152979990295
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.811881'
'max' => '$1.81'
'avg' => '$1.31'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.19798149062142
'max_diff' => -1.321622178085
'year' => 2034
]
9 => [
'items' => [
101 => 0.95989532318516
102 => 0.96742612626928
103 => 0.97214937536675
104 => 0.97493140537086
105 => 0.98498200540157
106 => 0.98380268349156
107 => 0.9849086970958
108 => 0.9998110836813
109 => 1.0751822411492
110 => 1.0792845269531
111 => 1.0590833713142
112 => 1.0671533345418
113 => 1.0516607698518
114 => 1.0620610323193
115 => 1.0691766277616
116 => 1.0370226202083
117 => 1.0351186685588
118 => 1.0195621605433
119 => 1.0279213467852
120 => 1.0146212804276
121 => 1.0178846514952
122 => 1.0087599814947
123 => 1.0251825707919
124 => 1.0435455774386
125 => 1.0481847980947
126 => 1.0359810058587
127 => 1.0271446560107
128 => 1.0116309365522
129 => 1.0374305977574
130 => 1.0449752049243
131 => 1.0373909691478
201 => 1.0356335359996
202 => 1.0323032033593
203 => 1.0363400818127
204 => 1.0449341153733
205 => 1.040881327853
206 => 1.0435582654111
207 => 1.0333565398857
208 => 1.055054684604
209 => 1.0895165603596
210 => 1.0896273609253
211 => 1.0855745515589
212 => 1.0839162292852
213 => 1.0880746576401
214 => 1.090330434435
215 => 1.1037780292094
216 => 1.1182078341782
217 => 1.1855454377503
218 => 1.166637308123
219 => 1.2263832359441
220 => 1.2736345078129
221 => 1.2878030981986
222 => 1.2747686617274
223 => 1.2301785586659
224 => 1.2279907554814
225 => 1.2946271949112
226 => 1.27579934863
227 => 1.2735598362246
228 => 1.2497352079466
301 => 1.2638185139965
302 => 1.2607382883738
303 => 1.2558760015385
304 => 1.2827459684301
305 => 1.3330441477526
306 => 1.3252047048118
307 => 1.3193529243178
308 => 1.2937121256209
309 => 1.3091536135162
310 => 1.3036551954389
311 => 1.3272798888813
312 => 1.313285143837
313 => 1.2756567091767
314 => 1.2816491614213
315 => 1.2807434143197
316 => 1.2993836254893
317 => 1.2937882967747
318 => 1.2796508365864
319 => 1.3328722340438
320 => 1.3294163325258
321 => 1.3343160107492
322 => 1.3364730006307
323 => 1.3688679273968
324 => 1.3821390923708
325 => 1.3851518791644
326 => 1.397758459461
327 => 1.3848382159622
328 => 1.4365284019346
329 => 1.4708993594002
330 => 1.5108229952098
331 => 1.5691621575894
401 => 1.5910982223115
402 => 1.5871356685615
403 => 1.6313677556621
404 => 1.7108518329576
405 => 1.6032016731197
406 => 1.716557552824
407 => 1.6806703900662
408 => 1.5955825727499
409 => 1.5901039204342
410 => 1.6477263782107
411 => 1.7755274436029
412 => 1.7435147262298
413 => 1.7755798049402
414 => 1.7381741873876
415 => 1.7363166831968
416 => 1.7737630975866
417 => 1.8612586859062
418 => 1.8196928116186
419 => 1.7600979384569
420 => 1.8041018654006
421 => 1.7659815915108
422 => 1.6800859452442
423 => 1.7434902467081
424 => 1.7010935959697
425 => 1.7134671925851
426 => 1.8025786464114
427 => 1.7918565205273
428 => 1.8057319442634
429 => 1.7812421845523
430 => 1.7583648873015
501 => 1.7156627130925
502 => 1.7030207045009
503 => 1.7065145008638
504 => 1.703018973149
505 => 1.6791274991323
506 => 1.6739681375931
507 => 1.6653689756576
508 => 1.6680342155126
509 => 1.6518652753004
510 => 1.6823794061543
511 => 1.6880430977304
512 => 1.7102487374986
513 => 1.7125542006837
514 => 1.7743965913605
515 => 1.7403348417949
516 => 1.7631864041535
517 => 1.7611423453289
518 => 1.59742668376
519 => 1.6199852574487
520 => 1.6550793188379
521 => 1.6392694917509
522 => 1.6169180951797
523 => 1.5988681440425
524 => 1.5715206223672
525 => 1.6100117339625
526 => 1.6606234526369
527 => 1.7138377973913
528 => 1.7777713458718
529 => 1.7635021221195
530 => 1.7126426041737
531 => 1.7149241249959
601 => 1.729027588973
602 => 1.7107623216878
603 => 1.705375537785
604 => 1.7282875275845
605 => 1.728445309866
606 => 1.7074289124231
607 => 1.6840730326254
608 => 1.6839751706362
609 => 1.6798192174172
610 => 1.7389135222327
611 => 1.7714094147731
612 => 1.7751350164831
613 => 1.771158652094
614 => 1.7726889969311
615 => 1.75378035306
616 => 1.7969999057652
617 => 1.8366624412983
618 => 1.826032034509
619 => 1.8100955435304
620 => 1.7974013608605
621 => 1.8230416884989
622 => 1.8218999650708
623 => 1.8363160236513
624 => 1.8356620279629
625 => 1.8308144496777
626 => 1.8260322076313
627 => 1.844993256785
628 => 1.8395327791339
629 => 1.8340638198527
630 => 1.8230949847586
701 => 1.8245858316209
702 => 1.8086520923022
703 => 1.801280415415
704 => 1.6904280821582
705 => 1.6608047165075
706 => 1.6701248303804
707 => 1.673193253864
708 => 1.6603011271694
709 => 1.6787851251338
710 => 1.6759044136305
711 => 1.6871115769301
712 => 1.680109827859
713 => 1.6803971820832
714 => 1.7009878331712
715 => 1.7069653867809
716 => 1.7039251547702
717 => 1.7060544290575
718 => 1.7551226562962
719 => 1.7481467234964
720 => 1.7444408982321
721 => 1.7454674371564
722 => 1.7580054212505
723 => 1.7615153722483
724 => 1.7466434632307
725 => 1.7536571414969
726 => 1.783520493386
727 => 1.7939709764279
728 => 1.8273239017811
729 => 1.8131549862901
730 => 1.8391626438901
731 => 1.9191013166888
801 => 1.9829618598558
802 => 1.9242330652108
803 => 2.0415048201459
804 => 2.132817702997
805 => 2.1293129624636
806 => 2.1133904492335
807 => 2.0094331597861
808 => 1.9137701121208
809 => 1.9937963135604
810 => 1.9940003168054
811 => 1.98712599513
812 => 1.9444301736
813 => 1.9856402730893
814 => 1.9889113811337
815 => 1.9870804304867
816 => 1.9543456442253
817 => 1.9043656760039
818 => 1.9141316421593
819 => 1.930128493942
820 => 1.8998431162244
821 => 1.8901651029879
822 => 1.9081583709119
823 => 1.9661364292094
824 => 1.9551760131323
825 => 1.954889792374
826 => 2.0017831002916
827 => 1.9682176120318
828 => 1.9142548222674
829 => 1.9006285061702
830 => 1.8522642638113
831 => 1.8856696182761
901 => 1.8868718175129
902 => 1.8685760462669
903 => 1.9157394232703
904 => 1.9153048044482
905 => 1.9600794115707
906 => 2.0456716438142
907 => 2.0203578090019
908 => 1.9909205732525
909 => 1.9941212169844
910 => 2.0292243788623
911 => 2.0080002058637
912 => 2.0156325664542
913 => 2.0292128263704
914 => 2.0374061343568
915 => 1.992942326053
916 => 1.9825756853876
917 => 1.9613691767827
918 => 1.9558367945259
919 => 1.9731090532963
920 => 1.9685584233482
921 => 1.8867707773222
922 => 1.8782235132503
923 => 1.8784856456367
924 => 1.8569931437277
925 => 1.8242119195249
926 => 1.9103590194645
927 => 1.9034402017115
928 => 1.8958023623861
929 => 1.8967379541225
930 => 1.9341314904102
1001 => 1.9124413509445
1002 => 1.970108141658
1003 => 1.9582535831097
1004 => 1.946094999866
1005 => 1.9444143133022
1006 => 1.939734296075
1007 => 1.923684775645
1008 => 1.9043040152992
1009 => 1.8915071585862
1010 => 1.7448153691056
1011 => 1.7720405119663
1012 => 1.8033605571777
1013 => 1.8141721112775
1014 => 1.7956781998531
1015 => 1.9244150279898
1016 => 1.9479364870293
1017 => 1.8766884533318
1018 => 1.863360855265
1019 => 1.9252887831002
1020 => 1.8879386722343
1021 => 1.9047574248703
1022 => 1.8684044810372
1023 => 1.9422708563354
1024 => 1.9417081183156
1025 => 1.9129724299769
1026 => 1.9372596369873
1027 => 1.9330391370904
1028 => 1.9005966157289
1029 => 1.9432993421292
1030 => 1.9433205221488
1031 => 1.9156630468904
1101 => 1.8833651707886
1102 => 1.8775910733834
1103 => 1.8732410666294
1104 => 1.903687589869
1105 => 1.9309858474019
1106 => 1.9817811368586
1107 => 1.9945522794944
1108 => 2.0443988994247
1109 => 2.0147176642441
1110 => 2.0278749713633
1111 => 2.042159089456
1112 => 2.0490074209507
1113 => 2.0378484322818
1114 => 2.115280750721
1115 => 2.1218184108622
1116 => 2.124010431757
1117 => 2.0979006896473
1118 => 2.1210922517019
1119 => 2.1102416878404
1120 => 2.1384718406347
1121 => 2.1428986890535
1122 => 2.1391493059324
1123 => 2.1405544574936
1124 => 2.0744796337028
1125 => 2.0710533055168
1126 => 2.0243350775793
1127 => 2.0433731007875
1128 => 2.0077824289159
1129 => 2.019068597591
1130 => 2.0240434332044
1201 => 2.0214448613994
1202 => 2.0444494820553
1203 => 2.0248908549642
1204 => 1.9732724223349
1205 => 1.9216399262981
1206 => 1.9209917223693
1207 => 1.9073977975521
1208 => 1.8975718797607
1209 => 1.8994647001205
1210 => 1.9061352459528
1211 => 1.8971841755106
1212 => 1.8990943402202
1213 => 1.9308158017611
1214 => 1.937177314646
1215 => 1.9155584082595
1216 => 1.8287553795247
1217 => 1.8074536985442
1218 => 1.8227649244023
1219 => 1.8154471446113
1220 => 1.4652075355416
1221 => 1.547491136515
1222 => 1.4986010149036
1223 => 1.5211318322685
1224 => 1.4712276781389
1225 => 1.4950445561904
1226 => 1.4906464484674
1227 => 1.6229560438838
1228 => 1.6208902115373
1229 => 1.6218790161602
1230 => 1.5746807951939
1231 => 1.6498688427645
]
'min_raw' => 0.95989532318516
'max_raw' => 2.1428986890535
'avg_raw' => 1.5513970061193
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.959895'
'max' => '$2.14'
'avg' => '$1.55'
'bar_min_pct' => 61.631153054957
'bar_max_pct' => 60.119598047091
'min_diff' => 0.1480139112216
'max_diff' => 0.32418410295799
'year' => 2035
]
10 => [
'items' => [
101 => 1.6869091786725
102 => 1.6800539982926
103 => 1.6817792995052
104 => 1.6521329084768
105 => 1.6221660580291
106 => 1.5889282090175
107 => 1.6506800241588
108 => 1.6438142764538
109 => 1.6595618314712
110 => 1.6996122977013
111 => 1.7055098809906
112 => 1.7134362927388
113 => 1.7105952383675
114 => 1.7782806797311
115 => 1.770083526179
116 => 1.7898363077575
117 => 1.7492033374035
118 => 1.703223274531
119 => 1.7119625812816
120 => 1.7111209157644
121 => 1.7004055477125
122 => 1.6907321925516
123 => 1.6746287816598
124 => 1.725582356578
125 => 1.7235137344885
126 => 1.7570023216078
127 => 1.7510828885437
128 => 1.7115514658105
129 => 1.7129633383071
130 => 1.7224588593692
131 => 1.7553229661832
201 => 1.7650792706447
202 => 1.7605597616966
203 => 1.7712571041463
204 => 1.7797118474528
205 => 1.7723188897341
206 => 1.8769875806629
207 => 1.8335218427136
208 => 1.8547067409574
209 => 1.8597592143599
210 => 1.8468174099815
211 => 1.8496240239399
212 => 1.8538752793303
213 => 1.87968806958
214 => 1.9474283001863
215 => 1.9774299871984
216 => 2.0676915428316
217 => 1.9749387647357
218 => 1.9694351987326
219 => 1.98569403054
220 => 2.0386871188527
221 => 2.0816330395425
222 => 2.0958806790449
223 => 2.097763739808
224 => 2.1244932586797
225 => 2.1398141204209
226 => 2.1212475920325
227 => 2.1055144032199
228 => 2.0491600737685
229 => 2.0556832408502
301 => 2.1006213933299
302 => 2.1640991805515
303 => 2.2185697257257
304 => 2.1994960392959
305 => 2.3450148028315
306 => 2.3594423938452
307 => 2.357448967267
308 => 2.3903171667096
309 => 2.3250804843084
310 => 2.2971905386806
311 => 2.1089160972205
312 => 2.1618135356561
313 => 2.2387030689799
314 => 2.2285264509236
315 => 2.1726872165607
316 => 2.2185273666592
317 => 2.2033711794826
318 => 2.1914168658257
319 => 2.2461818941459
320 => 2.1859654958844
321 => 2.2381023643441
322 => 2.1712362912577
323 => 2.1995831662888
324 => 2.1834921090371
325 => 2.1939049951248
326 => 2.1330314758264
327 => 2.1658773492187
328 => 2.1316649795061
329 => 2.1316487583883
330 => 2.1308935184306
331 => 2.1711442196766
401 => 2.1724567935992
402 => 2.142711464563
403 => 2.1384246979395
404 => 2.1542751209319
405 => 2.1357184268402
406 => 2.1444009872112
407 => 2.1359814127487
408 => 2.1340859891939
409 => 2.1189829318289
410 => 2.1124761194488
411 => 2.1150276082429
412 => 2.106318061606
413 => 2.1010702447191
414 => 2.1298495955662
415 => 2.1144739493643
416 => 2.127493057268
417 => 2.1126561406694
418 => 2.0612249236017
419 => 2.0316462867909
420 => 1.9344974854265
421 => 1.9620487649807
422 => 1.980315291829
423 => 1.9742782048146
424 => 1.9872482037641
425 => 1.9880444563616
426 => 1.9838277774897
427 => 1.978945403546
428 => 1.9765689339224
429 => 1.9942811914916
430 => 2.0045637531776
501 => 1.9821485821729
502 => 1.976897021228
503 => 1.9995599966894
504 => 2.0133843986288
505 => 2.1154560152891
506 => 2.1078942202399
507 => 2.126872841886
508 => 2.1247361403393
509 => 2.144628759356
510 => 2.1771447842001
511 => 2.1110306140684
512 => 2.1225057479473
513 => 2.1196923101198
514 => 2.150408686598
515 => 2.1505045797726
516 => 2.1320885776771
517 => 2.1420721911785
518 => 2.1364996120081
519 => 2.1465700157483
520 => 2.1077932278568
521 => 2.1550191698131
522 => 2.1817932357298
523 => 2.182164993661
524 => 2.1948556884134
525 => 2.2077501692773
526 => 2.232500002423
527 => 2.2070599098639
528 => 2.1612956598931
529 => 2.1645996909234
530 => 2.13776812791
531 => 2.1382191713318
601 => 2.1358114661975
602 => 2.1430371705492
603 => 2.1093788636254
604 => 2.1172784009852
605 => 2.1062190024219
606 => 2.1224817069747
607 => 2.1049857251972
608 => 2.1196909533948
609 => 2.1260372423989
610 => 2.1494551854497
611 => 2.1015268759681
612 => 2.0037978084739
613 => 2.0243416433116
614 => 1.9939556979033
615 => 1.9967680328382
616 => 2.0024493969867
617 => 1.9840342369548
618 => 1.9875472691605
619 => 1.9874217589293
620 => 1.9863401795628
621 => 1.9815496852113
622 => 1.9746025206312
623 => 2.0022778860939
624 => 2.0069804699759
625 => 2.0174337314187
626 => 2.0485355469575
627 => 2.0454277421539
628 => 2.0504967007302
629 => 2.0394311926191
630 => 1.9972813300229
701 => 1.999570270351
702 => 1.971027147782
703 => 2.0167038196009
704 => 2.0058869808116
705 => 1.9989132944764
706 => 1.9970104595491
707 => 2.0281893704729
708 => 2.0375185892908
709 => 2.0317052461841
710 => 2.0197819098698
711 => 2.0426782404112
712 => 2.0488043325454
713 => 2.0501757386527
714 => 2.090743646436
715 => 2.0524430340445
716 => 2.0616623721225
717 => 2.1335890160307
718 => 2.0683614752043
719 => 2.1029139583278
720 => 2.1012227940814
721 => 2.1188986752551
722 => 2.0997728559048
723 => 2.1000099433578
724 => 2.1157049283721
725 => 2.0936641525249
726 => 2.088206546465
727 => 2.0806669027814
728 => 2.0971294389323
729 => 2.1069979848182
730 => 2.1865312170108
731 => 2.2379133121632
801 => 2.235682679902
802 => 2.2560664832008
803 => 2.2468833931204
804 => 2.2172287728743
805 => 2.2678455936388
806 => 2.2518283136512
807 => 2.2531487587524
808 => 2.2530996117197
809 => 2.2637497026566
810 => 2.2562031371613
811 => 2.2413280819311
812 => 2.2512028377827
813 => 2.2805273323721
814 => 2.3715514633628
815 => 2.4224897729746
816 => 2.3684849131642
817 => 2.4057367423075
818 => 2.3833989190054
819 => 2.3793394720188
820 => 2.4027363736093
821 => 2.4261742283789
822 => 2.4246813383547
823 => 2.4076666593392
824 => 2.3980554988948
825 => 2.4708344257546
826 => 2.5244566993083
827 => 2.5208000197402
828 => 2.5369394141378
829 => 2.5843251752618
830 => 2.5886575354013
831 => 2.5881117576018
901 => 2.5773735509611
902 => 2.6240309866063
903 => 2.662953440281
904 => 2.5748879663804
905 => 2.60842214598
906 => 2.6234767196061
907 => 2.6455813001799
908 => 2.6828754327658
909 => 2.7233867525342
910 => 2.7291154973334
911 => 2.7250506787527
912 => 2.6983323743627
913 => 2.7426603438538
914 => 2.7686266287629
915 => 2.7840889571984
916 => 2.8232988494247
917 => 2.6235696915276
918 => 2.4821914663849
919 => 2.4601132150025
920 => 2.5050102073729
921 => 2.5168491862142
922 => 2.5120769086881
923 => 2.352942862744
924 => 2.4592754071841
925 => 2.5736802843075
926 => 2.5780750415663
927 => 2.6353485151475
928 => 2.6539991058645
929 => 2.7001117591031
930 => 2.6972274000879
1001 => 2.7084550973389
1002 => 2.7058740441775
1003 => 2.7912880241373
1004 => 2.8855123281316
1005 => 2.8822496400992
1006 => 2.8687037815887
1007 => 2.888821691389
1008 => 2.9860712708012
1009 => 2.9771180879217
1010 => 2.9858153424589
1011 => 3.100478077332
1012 => 3.249555943251
1013 => 3.1802943073586
1014 => 3.3305721277463
1015 => 3.4251640497953
1016 => 3.5887509979919
1017 => 3.5682691063949
1018 => 3.6319523048714
1019 => 3.5316022457367
1020 => 3.3011782258704
1021 => 3.2647127426989
1022 => 3.3377175634614
1023 => 3.5171927915999
1024 => 3.3320652498292
1025 => 3.3695163104188
1026 => 3.3587304024495
1027 => 3.358155667251
1028 => 3.3800909721617
1029 => 3.3482726683202
1030 => 3.2186391744662
1031 => 3.2780494407645
1101 => 3.2551082838314
1102 => 3.2805632078252
1103 => 3.4179329342106
1104 => 3.3571985036904
1105 => 3.2932197148018
1106 => 3.3734633140979
1107 => 3.4756409906941
1108 => 3.4692468953237
1109 => 3.4568396777805
1110 => 3.5267785134508
1111 => 3.6422969798219
1112 => 3.6735211570913
1113 => 3.6965702064013
1114 => 3.6997482808843
1115 => 3.7324844232212
1116 => 3.5564539353055
1117 => 3.8358188404112
1118 => 3.8840574422232
1119 => 3.8749905843677
1120 => 3.9286057600911
1121 => 3.9128308153076
1122 => 3.8899753953292
1123 => 3.9749668531257
1124 => 3.877531005219
1125 => 3.7392330859477
1126 => 3.6633601122128
1127 => 3.7632757645251
1128 => 3.8242907668166
1129 => 3.8646178020482
1130 => 3.876820738543
1201 => 3.5701186809879
1202 => 3.4048232824416
1203 => 3.5107757377942
1204 => 3.6400450457722
1205 => 3.5557358377727
1206 => 3.5590405991079
1207 => 3.4388378245708
1208 => 3.6506803241145
1209 => 3.6198166538069
1210 => 3.7799374299599
1211 => 3.7417233216815
1212 => 3.8722955987815
1213 => 3.8379115422675
1214 => 3.9806378384703
1215 => 4.0375752221858
1216 => 4.1331819510403
1217 => 4.2035106499751
1218 => 4.2448090071632
1219 => 4.2423296087039
1220 => 4.4059742746431
1221 => 4.3094787324479
1222 => 4.1882575891976
1223 => 4.186065081164
1224 => 4.2488472289702
1225 => 4.3804213873309
1226 => 4.4145366522677
1227 => 4.4336024312773
1228 => 4.4044025270396
1229 => 4.2996635318845
1230 => 4.2544377648153
1231 => 4.2929714286748
]
'min_raw' => 1.5889282090175
'max_raw' => 4.4336024312773
'avg_raw' => 3.0112653201474
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$1.58'
'max' => '$4.43'
'avg' => '$3.01'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.62903288583229
'max_diff' => 2.2907037422238
'year' => 2036
]
11 => [
'items' => [
101 => 4.2458480690101
102 => 4.3271962082709
103 => 4.4389045785011
104 => 4.4158372417913
105 => 4.4929478899636
106 => 4.5727492985452
107 => 4.6868688969224
108 => 4.7167039857747
109 => 4.7660202531207
110 => 4.8167828917697
111 => 4.8330864832122
112 => 4.8642150979834
113 => 4.8640510348181
114 => 4.9578592106285
115 => 5.0613325335448
116 => 5.1003913175327
117 => 5.1902048375991
118 => 5.0364023319265
119 => 5.153063299235
120 => 5.2582944119607
121 => 5.1328335411996
122 => 5.30575212291
123 => 5.3124661595959
124 => 5.4138401422812
125 => 5.3110781899245
126 => 5.2500584706428
127 => 5.4262201138299
128 => 5.5114591839284
129 => 5.4857844823162
130 => 5.2903987353308
131 => 5.1766758500964
201 => 4.8790411239317
202 => 5.2316023139371
203 => 5.4033245852379
204 => 5.2899540161332
205 => 5.3471315368174
206 => 5.6590735497972
207 => 5.7778408715903
208 => 5.7531380989036
209 => 5.7573124608454
210 => 5.8213971519055
211 => 6.1055839641503
212 => 5.9352926388545
213 => 6.0654739763489
214 => 6.1345216883522
215 => 6.1986570513317
216 => 6.0411608700438
217 => 5.8362606522665
218 => 5.7713601521705
219 => 5.2786815473254
220 => 5.2530354863485
221 => 5.238639575167
222 => 5.1478753915096
223 => 5.0765596055571
224 => 5.0198466447823
225 => 4.8710148997856
226 => 4.9212412447203
227 => 4.6840345067948
228 => 4.8357909716289
301 => 4.4572032903429
302 => 4.7725023611116
303 => 4.6008994117818
304 => 4.7161261770102
305 => 4.7157241616813
306 => 4.5035551542166
307 => 4.3811804985652
308 => 4.4591623920391
309 => 4.5427651720536
310 => 4.5563294418374
311 => 4.664722628382
312 => 4.6949728368429
313 => 4.6033132929593
314 => 4.4493579021397
315 => 4.4851182280785
316 => 4.3804558167014
317 => 4.1970389665445
318 => 4.3287721504782
319 => 4.3737516513724
320 => 4.3936171613929
321 => 4.2132477548311
322 => 4.1565717712791
323 => 4.1263979531936
324 => 4.4260744767346
325 => 4.4424914331757
326 => 4.3584999628994
327 => 4.7381493729463
328 => 4.6522230189058
329 => 4.7482238088368
330 => 4.4818733533216
331 => 4.4920482994107
401 => 4.3659537253144
402 => 4.4365582611658
403 => 4.3866572509164
404 => 4.4308541123967
405 => 4.4573455289374
406 => 4.5834194121549
407 => 4.7739419223426
408 => 4.5645881781957
409 => 4.4733697538701
410 => 4.5299611512898
411 => 4.6806715001457
412 => 4.9090053933833
413 => 4.7738271329388
414 => 4.8338169494483
415 => 4.8469220555945
416 => 4.7472466109139
417 => 4.9126805692042
418 => 5.001337971435
419 => 5.0922821210594
420 => 5.1712463779811
421 => 5.0559570277947
422 => 5.1793331585733
423 => 5.0799137759846
424 => 4.9907243120157
425 => 4.9908595756168
426 => 4.9349097220189
427 => 4.8264998305379
428 => 4.8065073832426
429 => 4.9105106188403
430 => 4.9939113646465
501 => 5.0007806495337
502 => 5.0469555876971
503 => 5.0742814404625
504 => 5.3421119452589
505 => 5.4498355898982
506 => 5.5815580234588
507 => 5.6328713348002
508 => 5.7873060050977
509 => 5.6625874662618
510 => 5.6356038258683
511 => 5.2609958309223
512 => 5.3223378691087
513 => 5.4205523908716
514 => 5.2626153522115
515 => 5.3627900511462
516 => 5.3825666587061
517 => 5.2572487120731
518 => 5.3241864420387
519 => 5.146419676904
520 => 4.7778167520421
521 => 4.9130909296303
522 => 5.0126982571311
523 => 4.8705463192926
524 => 5.1253481658284
525 => 4.9764981872599
526 => 4.9293198901127
527 => 4.7452605326643
528 => 4.8321294642856
529 => 4.9496209381467
530 => 4.8770248671504
531 => 5.0276726148226
601 => 5.2410300018132
602 => 5.3930811814347
603 => 5.404753782979
604 => 5.3069950611202
605 => 5.4636540367868
606 => 5.464795126396
607 => 5.2880831618734
608 => 5.1798480675397
609 => 5.1552568263785
610 => 5.216690568196
611 => 5.2912824720569
612 => 5.40889311451
613 => 5.4799627625611
614 => 5.6652747122495
615 => 5.7154148125252
616 => 5.7705035811996
617 => 5.8441191648958
618 => 5.9325135477713
619 => 5.7391116703347
620 => 5.7467958874715
621 => 5.5667027370339
622 => 5.374247377821
623 => 5.5202970055644
624 => 5.711237465671
625 => 5.6674355131521
626 => 5.662506898701
627 => 5.6707954611241
628 => 5.6377702193628
629 => 5.4883982748493
630 => 5.4133846194325
701 => 5.5101713729447
702 => 5.5616092249537
703 => 5.6413848475674
704 => 5.6315508182212
705 => 5.8370442547979
706 => 5.9168927904526
707 => 5.8964641181206
708 => 5.9002234854732
709 => 6.0447854452129
710 => 6.205568075878
711 => 6.3561622266326
712 => 6.5093530649495
713 => 6.3246755302183
714 => 6.2309076674087
715 => 6.3276521668521
716 => 6.27631817367
717 => 6.5712985251458
718 => 6.5917223246722
719 => 6.886681345711
720 => 7.1666325797438
721 => 6.9908002254951
722 => 7.1566022158884
723 => 7.3359305865334
724 => 7.6818841084872
725 => 7.5653791330848
726 => 7.4761381477923
727 => 7.3918058479002
728 => 7.5672879766001
729 => 7.793042931777
730 => 7.841668386868
731 => 7.920460200469
801 => 7.8376202426722
802 => 7.9373918473164
803 => 8.2896294535752
804 => 8.1944517430767
805 => 8.0592840935884
806 => 8.3373418544704
807 => 8.4379698772115
808 => 9.1442300401126
809 => 10.035912669927
810 => 9.6667502060803
811 => 9.4375991519721
812 => 9.4914550852232
813 => 9.8170673962697
814 => 9.9216437361596
815 => 9.6373691947126
816 => 9.7377797685933
817 => 10.291051902826
818 => 10.587864651746
819 => 10.184753071442
820 => 9.072584209019
821 => 8.0471137256533
822 => 8.3191146753796
823 => 8.2882782088528
824 => 8.882700094981
825 => 8.1921817861587
826 => 8.2038083435464
827 => 8.810522244776
828 => 8.6486613776374
829 => 8.3864675024466
830 => 8.0490280311033
831 => 7.425239958952
901 => 6.8727334678303
902 => 7.9563259315657
903 => 7.9095994541444
904 => 7.8419325903624
905 => 7.9925178733899
906 => 8.7237172633931
907 => 8.7068607507921
908 => 8.5996282178926
909 => 8.6809631489927
910 => 8.3722090957761
911 => 8.4517820454891
912 => 8.0469512858894
913 => 8.2299516964544
914 => 8.3859049521477
915 => 8.4172148771555
916 => 8.4877577369225
917 => 7.8849767238109
918 => 8.1556077019773
919 => 8.3145780469566
920 => 7.5963442449494
921 => 8.3003808739886
922 => 7.8744836474393
923 => 7.7299277319869
924 => 7.92455322835
925 => 7.8487074831377
926 => 7.7834997652159
927 => 7.7471127382047
928 => 7.8900242227016
929 => 7.8833572311336
930 => 7.6495263045729
1001 => 7.3445033930423
1002 => 7.4468790941877
1003 => 7.4096850421843
1004 => 7.2748889995956
1005 => 7.3657252569641
1006 => 6.9657283506909
1007 => 6.2775544634778
1008 => 6.732183212707
1009 => 6.7146805004026
1010 => 6.7058548391739
1011 => 7.0474957792039
1012 => 7.0146548858176
1013 => 6.9550483427424
1014 => 7.273794278688
1015 => 7.15744772433
1016 => 7.5160003901655
1017 => 7.7521663656172
1018 => 7.6922670350736
1019 => 7.9143822764752
1020 => 7.4492376235723
1021 => 7.6037400189022
1022 => 7.6355827484487
1023 => 7.2698610033161
1024 => 7.0200280621258
1025 => 7.0033670532524
1026 => 6.5701911623285
1027 => 6.8015902267865
1028 => 7.0052118275655
1029 => 6.9076928824669
1030 => 6.8768212977443
1031 => 7.0345375288623
1101 => 7.0467934307683
1102 => 6.7673575684883
1103 => 6.8254611328392
1104 => 7.0677626550964
1105 => 6.81935575616
1106 => 6.3367417285632
1107 => 6.2170467770583
1108 => 6.2010772641118
1109 => 5.876455062504
1110 => 6.2250453660615
1111 => 6.0728763569193
1112 => 6.5535764335348
1113 => 6.2790031278183
1114 => 6.2671668213915
1115 => 6.2492745082189
1116 => 5.9698587693208
1117 => 6.0310330583429
1118 => 6.2343857121597
1119 => 6.3069442299731
1120 => 6.2993757821108
1121 => 6.2333891732173
1122 => 6.2635975048626
1123 => 6.1662859433526
1124 => 6.1319232056185
1125 => 6.0234649531137
1126 => 5.8640612842888
1127 => 5.8862273421184
1128 => 5.5704069639374
1129 => 5.3983312600482
1130 => 5.350702973133
1201 => 5.2870124373469
1202 => 5.3578969886241
1203 => 5.5695122844867
1204 => 5.3142593409869
1205 => 4.8766460732687
1206 => 4.9029473763153
1207 => 4.9620385953341
1208 => 4.8519224996202
1209 => 4.7477068563704
1210 => 4.8383139028937
1211 => 4.6528913924077
1212 => 4.9844460198598
1213 => 4.9754783963583
1214 => 5.0990614582718
1215 => 5.176340483066
1216 => 4.9982373502967
1217 => 4.9534448940473
1218 => 4.9789607128306
1219 => 4.5572410655314
1220 => 5.0645979659695
1221 => 5.068985609513
1222 => 5.0314159416784
1223 => 5.3015678282747
1224 => 5.8716725714795
1225 => 5.6571762346757
1226 => 5.5741167698792
1227 => 5.4162206665849
1228 => 5.6266078492816
1229 => 5.6104533962018
1230 => 5.5373968329806
1231 => 5.493211995594
]
'min_raw' => 4.1263979531936
'max_raw' => 10.587864651746
'avg_raw' => 7.3571313024698
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$4.12'
'max' => '$10.58'
'avg' => '$7.35'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 2.5374697441761
'max_diff' => 6.1542622204686
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.12952291662142
]
1 => [
'year' => 2028
'avg' => 0.22229892569372
]
2 => [
'year' => 2029
'avg' => 0.60728059951204
]
3 => [
'year' => 2030
'avg' => 0.46851607813414
]
4 => [
'year' => 2031
'avg' => 0.46014085128607
]
5 => [
'year' => 2032
'avg' => 0.80677172395984
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.12952291662142
'min' => '$0.129522'
'max_raw' => 0.80677172395984
'max' => '$0.806771'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.80677172395984
]
1 => [
'year' => 2033
'avg' => 2.0750998333828
]
2 => [
'year' => 2034
'avg' => 1.3152979990295
]
3 => [
'year' => 2035
'avg' => 1.5513970061193
]
4 => [
'year' => 2036
'avg' => 3.0112653201474
]
5 => [
'year' => 2037
'avg' => 7.3571313024698
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.80677172395984
'min' => '$0.806771'
'max_raw' => 7.3571313024698
'max' => '$7.35'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 7.3571313024698
]
]
]
]
'prediction_2025_max_price' => '$0.22146'
'last_price' => 0.214734
'sma_50day_nextmonth' => '$0.199954'
'sma_200day_nextmonth' => '$0.22941'
'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' => '$0.211835'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.209277'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.205386'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.20368'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.210343'
'daily_sma50_action' => 'BUY'
'daily_sma100' => '$0.25501'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.230847'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.212246'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.210184'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.207323'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.2068046'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$0.218224'
'daily_ema50_action' => 'SELL'
'daily_ema100' => '$0.232229'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.246709'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.261172'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.229813'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '$0.293951'
'weekly_sma100_action' => 'SELL'
'weekly_sma200' => '—'
'weekly_sma200_action' => '—'
'weekly_ema3' => '$0.210339'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$0.211379'
'weekly_ema5_action' => 'BUY'
'weekly_ema10' => '$0.222766'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.23651'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.252876'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.293951'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$0.146975'
'weekly_ema200_action' => 'BUY'
'rsi_14' => '60.04'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 118.04
'stoch_rsi_14_action' => 'SELL'
'momentum_10' => 0.02
'momentum_10_action' => 'BUY'
'vwma_10' => '0.205348'
'vwma_10_action' => 'BUY'
'hma_9' => '0.213488'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 100
'stochastic_fast_14_action' => 'SELL'
'cci_20' => 234.04
'cci_20_action' => 'SELL'
'adx_14' => 19.91
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '0.002273'
'ao_5_34_action' => 'BUY'
'macd_12_26' => 0
'macd_12_26_action' => 'BUY'
'williams_percent_r_14' => -0
'williams_percent_r_14_action' => 'SELL'
'ultimate_oscillator' => 83.87
'ultimate_oscillator_action' => 'SELL'
'ichimoku_cloud' => '-0.0855092'
'ichimoku_cloud_action' => 'SELL'
'sell_signals' => 13
'buy_signals' => 21
'sell_pct' => 38.24
'buy_pct' => 61.76
'overall_action' => 'bullish'
'overall_action_label' => 'Haussier'
'overall_action_dir' => 1
'last_updated' => 1767714037
'last_updated_date' => '6 janvier 2026'
]
Prévision du prix de ACryptoS pour 2026
La prévision du prix de ACryptoS pour 2026 suggère que le prix moyen pourrait varier entre $0.07419 à la baisse et $0.22146 à la hausse. Sur le marché des cryptomonnaies, comparé au prix moyen d'aujourd'hui, ACryptoS pourrait potentiellement gagner 3.13% d'ici 2026 si ACS atteint l'objectif de prix prévu.
Prévision du prix de ACryptoS de 2027 à 2032
La prévision du prix de ACS pour 2027-2032 se situe actuellement dans une fourchette de prix comprise entre $0.129522 à la baisse et $0.806771 à la hausse. Compte tenu de la volatilité des prix sur le marché, si ACryptoS atteint l'objectif de prix le plus élevé, il pourrait gagner 275.71% d'ici 2032 par rapport au prix actuel.
| Prévision du Prix de ACryptoS | Potentiel Bas ($) | Prix Moyen ($) | Potentiel Haut ($) |
|---|---|---|---|
| 2027 | $0.071421 | $0.129522 | $0.187624 |
| 2028 | $0.128894 | $0.222298 | $0.3157032 |
| 2029 | $0.283144 | $0.60728 | $0.931416 |
| 2030 | $0.2408021 | $0.468516 | $0.696229 |
| 2031 | $0.2847027 | $0.46014 | $0.635578 |
| 2032 | $0.434577 | $0.806771 | $1.17 |
Prévision du prix de ACryptoS de 2032 à 2037
La prévision du prix de ACryptoS pour 2032-2037 est actuellement estimée entre $0.806771 à la baisse et $7.35 à la hausse. Par rapport au prix actuel, ACryptoS pourrait potentiellement gagner 3326.16% d'ici 2037 s'il atteint l'objectif de prix le plus élevé. Veuillez noter que ces informations sont à titre général seulement et ne doivent pas être considérées comme un conseil en investissement à long terme.
| Prévision du Prix de ACryptoS | Potentiel Bas ($) | Prix Moyen ($) | Potentiel Haut ($) |
|---|---|---|---|
| 2032 | $0.434577 | $0.806771 | $1.17 |
| 2033 | $1.00 | $2.07 | $3.14 |
| 2034 | $0.811881 | $1.31 | $1.81 |
| 2035 | $0.959895 | $1.55 | $2.14 |
| 2036 | $1.58 | $3.01 | $4.43 |
| 2037 | $4.12 | $7.35 | $10.58 |
ACryptoS Histogramme des prix potentiels
Prévision du prix de ACryptoS basée sur l'analyse technique
Indicateur de Sentiment du Marché
Haussier 61.76%
Baissier 38.24%
Au 6 janvier 2026, le sentiment global de prévision du prix pour ACryptoS est Haussier, avec 21 indicateurs techniques montrant des signaux haussiers et 13 indiquant des signaux baissiers. La prévision du prix de ACS a été mise à jour pour la dernière fois le 6 janvier 2026.
Moyennes Mobiles Simples sur 50 et 200 jours de ACryptoS et Indice de Force Relative sur 14 jours - RSI (14)
Selon nos indicateurs techniques, le SMA sur 200 jours de ACryptoS devrait augmenter au cours du prochain mois, atteignant $0.22941 d'ici le 4 févr. 2026. Le SMA à court terme sur 50 jours pour ACryptoS devrait atteindre $0.199954 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 60.04, ce qui suggère que le marché de ACS est dans un état NEUTRAL.
Moyennes Mobiles et Oscillateurs Populaires de ACS 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 | $0.211835 | BUY |
| SMA 5 | $0.209277 | BUY |
| SMA 10 | $0.205386 | BUY |
| SMA 21 | $0.20368 | BUY |
| SMA 50 | $0.210343 | BUY |
| SMA 100 | $0.25501 | SELL |
| SMA 200 | $0.230847 | SELL |
Moyenne Mobile Exponentielle Quotidienne (EMA)
| Période | Valeur | Action |
|---|---|---|
| EMA 3 | $0.212246 | BUY |
| EMA 5 | $0.210184 | BUY |
| EMA 10 | $0.207323 | BUY |
| EMA 21 | $0.2068046 | BUY |
| EMA 50 | $0.218224 | SELL |
| EMA 100 | $0.232229 | SELL |
| EMA 200 | $0.246709 | SELL |
Moyenne Mobile Simple Hebdomadaire (SMA)
| Période | Valeur | Action |
|---|---|---|
| SMA 21 | $0.261172 | SELL |
| SMA 50 | $0.229813 | SELL |
| SMA 100 | $0.293951 | SELL |
| SMA 200 | — | — |
Moyenne Mobile Exponentielle Hebdomadaire (EMA)
| Période | Valeur | Action |
|---|---|---|
| EMA 21 | $0.23651 | SELL |
| EMA 50 | $0.252876 | SELL |
| EMA 100 | $0.293951 | SELL |
| EMA 200 | $0.146975 | BUY |
Oscillateurs de ACryptoS
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) | 60.04 | NEUTRAL |
| Stoch RSI (14) | 118.04 | SELL |
| Stochastique Rapide (14) | 100 | SELL |
| Indice de Canal des Matières Premières (20) | 234.04 | SELL |
| Indice Directionnel Moyen (14) | 19.91 | NEUTRAL |
| Oscillateur Impressionnant (5, 34) | 0.002273 | BUY |
| Momentum (10) | 0.02 | BUY |
| MACD (12, 26) | 0 | BUY |
| Plage de Pourcentage de Williams (14) | -0 | SELL |
| Oscillateur Ultime (7, 14, 28) | 83.87 | SELL |
| VWMA (10) | 0.205348 | BUY |
| Moyenne Mobile de Hull (9) | 0.213488 | BUY |
| Nuage Ichimoku B/L (9, 26, 52, 26) | -0.0855092 | SELL |
Prévision du cours de ACryptoS basée sur les flux monétaires mondiaux
Définitions des flux monétaires mondiaux utilisés pour la prédiction du cours de ACryptoS
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 ACryptoS par des sociétés Internet ou des niches technologiques
| Comparaison | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Action Facebook | $0.301737 | $0.423991 | $0.595778 | $0.837167 | $1.17 | $1.65 |
| Action Amazon.com | $0.448055 | $0.934893 | $1.95 | $4.07 | $8.49 | $17.72 |
| Action Apple | $0.304583 | $0.432028 | $0.612799 | $0.8692099 | $1.23 | $1.74 |
| Action Netflix | $0.338816 | $0.534599 | $0.843514 | $1.33 | $2.10 | $3.31 |
| Action Google | $0.278079 | $0.360111 | $0.466343 | $0.603912 | $0.782063 | $1.01 |
| Action Tesla | $0.486785 | $1.10 | $2.50 | $5.67 | $12.85 | $29.14 |
| Action Kodak | $0.161027 | $0.120753 | $0.090552 | $0.0679046 | $0.050921 | $0.038185 |
| Action Nokia | $0.142252 | $0.094236 | $0.062427 | $0.041355 | $0.027396 | $0.018148 |
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 ACryptoS
Vous vous posez peut-être des questions telles que : "Devrais-je investir dans ACryptoS maintenant ?", "Devrais-je acheter ACS aujourd'hui ?", " ACryptoS sera-t-il un bon ou un mauvais investissement à court ou à long terme ?".
Nous mettons régulièrement à jour les prévisions de ACryptoS avec de nouvelles valeurs. Regardez nos prévisions similaires. Nous faisons une prévision des cours futurs pour une grande quantité de devises numériques comme ACryptoS 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 ACryptoS afin de prendre une décision responsable concernant cet investissement.
Le cours de ACryptoS est de $0.2147 USD actuellement, mais ce cours peut subir une hausse ou une baisse, ce qui pourrait causer la perte de votre investissement, car les cryptomonnaies sont des actifs à haut risque.
Prévision du cours de ACryptoS basée sur le modèle de croissance du Bitcoin
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Si ACryptoS présente 1 % de la précédente croissance annuelle moyenne du Bitcoin | $0.220315 | $0.226042 | $0.231917 | $0.237946 |
| Si ACryptoS présente 2 % de la précédente croissance annuelle moyenne du Bitcoin | $0.225897 | $0.23764 | $0.249994 | $0.262991 |
| Si ACryptoS présente 5 % de la précédente croissance annuelle moyenne du Bitcoin | $0.242642 | $0.274177 | $0.309811 | $0.350076 |
| Si ACryptoS présente 10 % de la précédente croissance annuelle moyenne du Bitcoin | $0.27055 | $0.340874 | $0.429479 | $0.541114 |
| Si ACryptoS présente 20 % de la précédente croissance annuelle moyenne du Bitcoin | $0.326366 | $0.496032 | $0.7539025 | $1.14 |
| Si ACryptoS présente 50 % de la précédente croissance annuelle moyenne du Bitcoin | $0.493815 | $1.13 | $2.61 | $6.00 |
| Si ACryptoS présente 100 % de la précédente croissance annuelle moyenne du Bitcoin | $0.772896 | $2.78 | $10.01 | $36.03 |
Boîte à questions
Est-ce que ACS est un bon investissement ?
La décision d'acquérir ACryptoS dépend entièrement de votre tolérance individuelle au risque. Comme vous pouvez le discerner, la valeur de ACryptoS a connu une hausse de 0.5765% au cours des 24 heures précédentes, et ACryptoS a enregistré une déclin de sur une période de 30 jours précédents. Par conséquent, la détermination de si investir ou non dans ACryptoS dépendra de la mesure dans laquelle cet investissement s'aligne avec vos aspirations de trading.
Est-ce que ACryptoS peut monter ?
Il semble que la valeur moyenne de ACryptoS pourrait potentiellement s'envoler jusqu'à $0.22146 pour la fin de cette année. En regardant les perspectives de ACryptoS sur une période de cinq ans plus longue, la monnaie numérique pourrait potentiellement croître jusqu'à $0.696229. 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 ACryptoS la semaine prochaine ?
Basé sur notre nouveau pronostic expérimental de ACryptoS, le prix de ACryptoS va augmenter de 0.86% durant la prochaine semaine et atteindre $0.216571 d'ici 13 janvier 2026.
Quel sera le prix de ACryptoS le mois prochain ?
Basé sur notre nouveau pronostic expérimental de ACryptoS, le prix de ACryptoS va diminuer de -11.62% durant le prochain mois et atteindre $0.189786 d'ici 5 février 2026.
Jusqu'où le prix de ACryptoS peut-il monter cette année en 2026 ?
Selon notre prédiction la plus récente sur la valeur de ACryptoS en 2026, ACS devrait fluctuer dans la fourchette de $0.07419 et $0.22146. Cependant, il est crucial de garder à l'esprit que le marché des cryptomonnaies est exceptionnellement instable, et cette prévision de prix de ACryptoS ne prend pas en compte les fluctuations de prix soudaines et extrêmes.
Où sera ACryptoS dans 5 ans ?
L'avenir de ACryptoS semble suivre une tendance haussière, avec un prix maximum de $0.696229 prévue après une période de cinq ans. Selon la prévision de ACryptoS pour 2030, la valeur de ACryptoS pourrait potentiellement atteindre son point le plus élevé d'environ $0.696229, tandis que son point le plus bas devrait être autour de $0.2408021.
Combien vaudra ACryptoS en 2026 ?
Basé sur notre nouvelle simulation expérimentale de prédiction de prix de ACryptoS, il est attendu que la valeur de ACS en 2026 augmente de 3.13% jusqu'à $0.22146 si le meilleur scénario se produit. Le prix sera entre $0.22146 et $0.07419 durant 2026.
Combien vaudra ACryptoS en 2027 ?
Selon notre dernière simulation expérimentale pour la prédiction de prix de ACryptoS, le valeur de ACS pourrait diminuer de -12.62% jusqu'à $0.187624 en 2027, en supposant les conditions les plus favorables. Il est prévu que le prix fluctue entre $0.187624 et $0.071421 tout au long de l'année.
Combien vaudra ACryptoS en 2028 ?
Notre nouveau modèle expérimental de prédiction de prix de ACryptoS suggère que la valeur de ACS en 2028 pourrait augmenter de 47.02%, atteignant $0.3157032 dans le meilleur scénario. Il est prévu que le prix oscille entre $0.3157032 et $0.128894 durant l'année.
Combien vaudra ACryptoS en 2029 ?
Basé sur notre modèle de prévision expérimental, la valeur de ACryptoS pourrait connaître un 333.75% croissance en 2029, atteignant potentiellement $0.931416 sous des conditions optimales. Le range de prix prévu pour 2029 se situe entre $0.931416 et $0.283144.
Combien vaudra ACryptoS en 2030 ?
En utilisant notre nouvelle simulation expérimentale pour les prédictions de prix de ACryptoS, il est prévu que la valeur de ACS en 2030 augmente de 224.23%, atteignant $0.696229 dans le meilleur scénario. Il est prévu que le prix oscille entre $0.696229 et $0.2408021 au cours de 2030.
Combien vaudra ACryptoS en 2031 ?
Notre simulation expérimentale indique que le prix de ACryptoS pourrait augmenter de 195.98% en 2031, atteignant potentiellement $0.635578 dans des conditions idéales. Il est probable que le prix fluctue entre $0.635578 et $0.2847027 durant l'année.
Combien vaudra ACryptoS en 2032 ?
Basé sur les résultats de notre dernière prédiction expérimentale de prix de ACryptoS, ACS pourrait connaître une 449.04% hausse en valeur, atteignant $1.17 si le scénario le plus positif se réalise en 2032. Il est prévu que le prix reste dans une fourchette de $1.17 et $0.434577 tout au long de l'année.
Combien vaudra ACryptoS en 2033 ?
Selon notre prédiction expérimentale de prix de ACryptoS, la valeur de ACS est anticipée à augmenter de 1362.43% en 2033, avec le prix potentiel le plus élevé étant $3.14. Tout au long de l'année, le prix de ACS pourrait osciller entre $3.14 et $1.00.
Combien vaudra ACryptoS en 2034 ?
Les résultats de notre nouvelle simulation de prédiction de prix de ACryptoS suggèrent que ACS pourrait augmenter de 746.96% en 2034, atteignant potentiellement $1.81 dans les meilleures circonstances. La fourchette de prix prévue pour l'année est entre $1.81 et $0.811881.
Combien vaudra ACryptoS en 2035 ?
Basé sur notre prédiction expérimentale pour le prix de ACryptoS, ACS pourrait augmenter de 897.93%, avec la valeur potentiellement atteignant $2.14 en 2035. La fourchette de prix attendue pour l'année se situe entre $2.14 et $0.959895.
Combien vaudra ACryptoS en 2036 ?
Notre récente simulation de prédiction de prix de ACryptoS suggère que la valeur de ACS pourrait augmenter de 1964.7% en 2036, pouvant atteindre $4.43 si les conditions sont optimales. La fourchette de prix attendue pour 2036 est entre $4.43 et $1.58.
Combien vaudra ACryptoS en 2037 ?
Selon la simulation expérimentale, la valeur de ACryptoS pourrait augmenter de 4830.69% en 2037, avec un maximum de $10.58 sous des conditions favorables. Il est prévu que le prix chute entre $10.58 et $4.12 au cours de l'année.
Prévisions liées
Prévision du cours de SolPod- Prévision du cours de zuzalu
- Prévision du cours de SOFT COQ INU
- Prévision du cours de All Street Bets
- Prévision du cours de MagicRing
- Prévision du cours de AI INU
- Prévision du cours de Wall Street Baby On Solana
- Prévision du cours de Meta Masters Guild Games
- Prévision du cours de Morfey
- Prévision du cours de PANTIES
- Prévision du cours de Celer Bridged BUSD (zkSync)
- Prévision du cours de Bridged BUSD
- Prévision du cours de Multichain Bridged BUSD (Moonriver)
- Prévision du cours de tooker kurlson
- Prévision du cours de dogwifsaudihat
- Prévision du cours de Harmony Horizen Bridged BUSD (Harmony)
- Prévision du cours de IoTeX Bridged BUSD (IoTeX)
- Prévision du cours de MIMANY
- Prévision du cours de The Open League MEME
- Prévision du cours de Sandwich Cat
- Prévision du cours de Hege
- Prévision du cours de DexNet
- Prévision du cours de SolDocs
- Prévision du cours de Secret Society
- Prévision du cours de duk
Prévision du cours de SolPod
Prévision du cours de zuzalu
Prévision du cours de SOFT COQ INU
Prévision du cours de All Street Bets
Prévision du cours de MagicRing
Prévision du cours de AI INU
Prévision du cours de Wall Street Baby On Solana
Prévision du cours de Meta Masters Guild Games
Prévision du cours de Morfey
Prévision du cours de PANTIES
Prévision du cours de Celer Bridged BUSD (zkSync)
Prévision du cours de tooker kurlson
Prévision du cours de dogwifsaudihat
Prévision du cours de MIMANY
Prévision du cours de The Open League MEME
Prévision du cours de Sandwich Cat
Prévision du cours de Hege
Prévision du cours de DexNet
Prévision du cours de SolDocs
Prévision du cours de Secret Society
Prévision du cours de dukComment lire et prédire les mouvements de prix de ACryptoS ?
Les traders de ACryptoS 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 ACryptoS
Les moyennes mobiles sont des outils populaires pour la prédiction du prix de ACryptoS. Une moyenne mobile simple (SMA) calcule le prix de clôture moyen de ACS 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 ACS 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 ACS.
Comment lire les graphiques de ACryptoS 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 ACryptoS 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 ACS 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 ACryptoS ?
L'action du prix de ACryptoS 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 ACS. La capitalisation boursière de ACryptoS peut changer rapidement.
Les traders surveillent souvent l'activité des « baleines » de ACS, de grands détenteurs de ACryptoS, car leurs actions peuvent influencer significativement les mouvements de prix sur le marché relativement petit de ACryptoS.
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