Prédiction du prix de SuperCells jusqu'à $0.004881 d'ici 2026
| Année | Prix min. | Prix max. |
|---|---|---|
| 2026 | $0.001635 | $0.004881 |
| 2027 | $0.001574 | $0.004136 |
| 2028 | $0.002841 | $0.006959 |
| 2029 | $0.006241 | $0.020532 |
| 2030 | $0.0053082 | $0.015347 |
| 2031 | $0.006276 | $0.01401 |
| 2032 | $0.009579 | $0.025989 |
| 2033 | $0.022261 | $0.069226 |
| 2034 | $0.017897 | $0.040092 |
| 2035 | $0.02116 | $0.047238 |
Calculateur de profit d’investissement
Si vous ouvrez une position short de $10,000.00 sur SuperCells aujourd’hui et la fermez le Apr 06, 2026, notre prévision indique que vous pourriez gagner environ $3,956.01, soit un rendement de 39.56% sur les 90 prochains jours.
Prévision du prix à long terme de SuperCells pour 2027, 2028, 2029, 2030, 2031, 2032 et 2037
[
'name' => 'SuperCells'
'name_with_ticker' => 'SuperCells <small>SCT</small>'
'name_lang' => 'SuperCells'
'name_lang_with_ticker' => 'SuperCells <small>SCT</small>'
'name_with_lang' => 'SuperCells'
'name_with_lang_with_ticker' => 'SuperCells <small>SCT</small>'
'image' => '/uploads/coins/supercells.png?1717129244'
'price_for_sd' => 0.004733
'ticker' => 'SCT'
'marketcap' => '$0'
'low24h' => '$0.003914'
'high24h' => '$0.004746'
'volume24h' => '$12.36K'
'current_supply' => '0'
'max_supply' => '5B'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.004733'
'change_24h_pct' => '13.06%'
'ath_price' => '$0.2513'
'ath_days' => 750
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '18 déc. 2023'
'ath_pct' => '-98.12%'
'fdv' => '$23.62M'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$0.23340055'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.004774'
'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' => '$0.004183'
'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' => '$0.001635'
'current_year_max_price_prediction' => '$0.004881'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.0053082'
'grand_prediction_max_price' => '$0.015347'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.0048233297986106
107 => 0.0048413383612099
108 => 0.0048819125722861
109 => 0.0045352103810297
110 => 0.0046908694862623
111 => 0.0047823046273007
112 => 0.0043691973336503
113 => 0.0047741388243464
114 => 0.0045291750672227
115 => 0.0044460306888227
116 => 0.0045579736408993
117 => 0.004514349363607
118 => 0.0044768437716945
119 => 0.0044559150069795
120 => 0.0045381135562918
121 => 0.0045342788957179
122 => 0.004399786114992
123 => 0.0042243457651622
124 => 0.0042832293051983
125 => 0.004261836363067
126 => 0.004184305581039
127 => 0.0042365519670236
128 => 0.0040064853244383
129 => 0.0036106676236939
130 => 0.0038721569210297
131 => 0.0038620898675279
201 => 0.0038570136026478
202 => 0.0040535155825623
203 => 0.0040346264512655
204 => 0.004000342492999
205 => 0.0041836759292596
206 => 0.0041167567588418
207 => 0.00432298587393
208 => 0.00445882170719
209 => 0.0044243693460464
210 => 0.004552123603779
211 => 0.0042845858630327
212 => 0.0043734511687575
213 => 0.0043917661851054
214 => 0.0041814136231143
215 => 0.0040377169467515
216 => 0.0040281340167002
217 => 0.0037789837825089
218 => 0.0039120778265435
219 => 0.0040291950774881
220 => 0.0039731050029514
221 => 0.0039553485609964
222 => 0.0040460623720421
223 => 0.0040531116120716
224 => 0.003892388192354
225 => 0.0039258076807621
226 => 0.0040651725029513
227 => 0.0039222960448162
228 => 0.0036447104253967
301 => 0.0035758653538592
302 => 0.0035666801522497
303 => 0.0033799668580685
304 => 0.0035804659107349
305 => 0.0034929427012055
306 => 0.0037694274714198
307 => 0.0036115008534909
308 => 0.0036046929526359
309 => 0.0035944018119917
310 => 0.0034336899666609
311 => 0.0034688756470178
312 => 0.0035858382074544
313 => 0.0036275717666957
314 => 0.0036232186145539
315 => 0.0035852650270995
316 => 0.0036026399850823
317 => 0.0035466691915831
318 => 0.0035269047394672
319 => 0.0034645226919487
320 => 0.0033728383155768
321 => 0.0033855875904443
322 => 0.0032039368503296
323 => 0.0031049638861806
324 => 0.0030775694741469
325 => 0.0030409365214841
326 => 0.0030817072636267
327 => 0.003203422256606
328 => 0.0030566081517967
329 => 0.0028049056669132
330 => 0.0028200334151349
331 => 0.0028540209739202
401 => 0.002790685382974
402 => 0.0027307435614966
403 => 0.0027828581120375
404 => 0.0026762084510571
405 => 0.0028669090759249
406 => 0.0028617511584545
407 => 0.0029328325585577
408 => 0.0029772812167794
409 => 0.0028748414500024
410 => 0.0028490781256846
411 => 0.0028637540860938
412 => 0.0026211931516348
413 => 0.0029130101553306
414 => 0.0029155338008966
415 => 0.0028939248154114
416 => 0.0030493083610403
417 => 0.0033772161076604
418 => 0.0032538440233233
419 => 0.003206070623327
420 => 0.003115253355012
421 => 0.003236261972846
422 => 0.0032269703990248
423 => 0.0031849503784809
424 => 0.0031595365389454
425 => 0.0032063623175203
426 => 0.0031537343067821
427 => 0.0031442808699324
428 => 0.0030870033280645
429 => 0.0030665578515798
430 => 0.0030514208347483
501 => 0.0030347564665495
502 => 0.0030715139102943
503 => 0.002988216706924
504 => 0.002887768445385
505 => 0.0028794172593033
506 => 0.0029024756183187
507 => 0.0028922740109473
508 => 0.0028793684179321
509 => 0.0028547281262368
510 => 0.0028474178780473
511 => 0.0028711726382348
512 => 0.0028443548989717
513 => 0.0028839259340923
514 => 0.0028731648021047
515 => 0.0028130539935904
516 => 0.0027381336703099
517 => 0.002737466722282
518 => 0.0027213252615252
519 => 0.0027007666843665
520 => 0.0026950477585175
521 => 0.0027784691699502
522 => 0.0029511489950232
523 => 0.0029172478134833
524 => 0.0029417448914787
525 => 0.0030622462695666
526 => 0.0031005500340579
527 => 0.0030733629292964
528 => 0.0030361475434712
529 => 0.0030377848315762
530 => 0.0031649610708043
531 => 0.0031728928968474
601 => 0.0031929340623543
602 => 0.0032186926236633
603 => 0.0030777497236705
604 => 0.0030311464336614
605 => 0.003009063209403
606 => 0.0029410554259704
607 => 0.0030143959898557
608 => 0.0029716635840358
609 => 0.0029774296455278
610 => 0.0029736744904168
611 => 0.0029757250590299
612 => 0.0028668557712138
613 => 0.0029065220176926
614 => 0.0028405691895265
615 => 0.0027522657561644
616 => 0.0027519697320926
617 => 0.0027735818723086
618 => 0.002760726125625
619 => 0.0027261316418509
620 => 0.0027310456249896
621 => 0.0026879939619581
622 => 0.0027362728763572
623 => 0.0027376573428719
624 => 0.002719067331058
625 => 0.0027934476598961
626 => 0.0028239213413096
627 => 0.0028116849972971
628 => 0.0028230628067941
629 => 0.002918656560631
630 => 0.0029342425135543
701 => 0.0029411647642926
702 => 0.0029318898653258
703 => 0.0028248100851303
704 => 0.0028295595287204
705 => 0.0027947112629619
706 => 0.0027652681506158
707 => 0.0027664457207008
708 => 0.0027815833077834
709 => 0.0028476900383809
710 => 0.0029868077557186
711 => 0.0029920871713978
712 => 0.0029984859772125
713 => 0.0029724588181821
714 => 0.0029646087779722
715 => 0.0029749650072764
716 => 0.0030272103074464
717 => 0.0031615994039441
718 => 0.0031140973216959
719 => 0.0030754773894141
720 => 0.0031093574818842
721 => 0.0031041419072093
722 => 0.0030601172081849
723 => 0.0030588815815121
724 => 0.0029743841085365
725 => 0.0029431473166918
726 => 0.002917043515393
727 => 0.0028885388458318
728 => 0.0028716403222307
729 => 0.0028976041347236
730 => 0.0029035423658355
731 => 0.00284677203605
801 => 0.0028390344498738
802 => 0.0028853943266493
803 => 0.0028649930733508
804 => 0.0028859762682951
805 => 0.0028908445495126
806 => 0.0028900606441106
807 => 0.0028687593925979
808 => 0.0028823361750996
809 => 0.0028502230370494
810 => 0.0028153048226572
811 => 0.0027930291773566
812 => 0.0027735907223962
813 => 0.0027843763069779
814 => 0.0027459276673143
815 => 0.0027336271736677
816 => 0.0028777366666753
817 => 0.0029841918985982
818 => 0.0029826439973652
819 => 0.0029732215466968
820 => 0.0029592216962779
821 => 0.0030261861311885
822 => 0.0030028570610618
823 => 0.003019830908788
824 => 0.0030241514654245
825 => 0.0030372284890947
826 => 0.0030419024010486
827 => 0.0030277745928833
828 => 0.002980359943114
829 => 0.0028622071439385
830 => 0.0028072066969749
831 => 0.002789055633372
901 => 0.0027897153900602
902 => 0.0027715163553164
903 => 0.002776876786672
904 => 0.0027696522160487
905 => 0.0027559706270995
906 => 0.002783531507414
907 => 0.0027867076421229
908 => 0.0027802746033295
909 => 0.0027817898168447
910 => 0.0027285270032222
911 => 0.0027325764592612
912 => 0.0027100285734562
913 => 0.0027058011166866
914 => 0.0026488020248407
915 => 0.0025478198714851
916 => 0.0026037737870189
917 => 0.0025361893253652
918 => 0.0025105940656653
919 => 0.0026317580442053
920 => 0.0026195965413255
921 => 0.0025987813348736
922 => 0.002567991306262
923 => 0.0025565709851438
924 => 0.0024871847292641
925 => 0.0024830850191054
926 => 0.0025174747211059
927 => 0.0025016050569101
928 => 0.0024793180380673
929 => 0.0023985967150176
930 => 0.0023078392219982
1001 => 0.0023105786202312
1002 => 0.0023394468901575
1003 => 0.0024233852783848
1004 => 0.0023905890979555
1005 => 0.0023667950927613
1006 => 0.0023623391908336
1007 => 0.0024181141325215
1008 => 0.0024970473602213
1009 => 0.0025340810646267
1010 => 0.0024973817882913
1011 => 0.0024552236356666
1012 => 0.0024577896070748
1013 => 0.0024748598652781
1014 => 0.0024766537080548
1015 => 0.0024492130846242
1016 => 0.0024569374593855
1017 => 0.0024452034277914
1018 => 0.0023731916975578
1019 => 0.0023718892337095
1020 => 0.0023542163937642
1021 => 0.0023536812671942
1022 => 0.0023236153577507
1023 => 0.0023194089291837
1024 => 0.0022597112411132
1025 => 0.0022990044401824
1026 => 0.0022726486252323
1027 => 0.0022329241953943
1028 => 0.0022260756887172
1029 => 0.0022258698143366
1030 => 0.0022666579215603
1031 => 0.0022985278074015
1101 => 0.0022731070959173
1102 => 0.0022673192926721
1103 => 0.0023291178892025
1104 => 0.0023212534544873
1105 => 0.0023144429047441
1106 => 0.002489979755428
1107 => 0.0023510286408004
1108 => 0.0022904380237704
1109 => 0.0022154456293498
1110 => 0.0022398635311176
1111 => 0.0022450087417937
1112 => 0.002064665551607
1113 => 0.0019915003418086
1114 => 0.0019663927989786
1115 => 0.0019519430531113
1116 => 0.0019585279837515
1117 => 0.0018926707135098
1118 => 0.0019369278882909
1119 => 0.0018799010590381
1120 => 0.0018703403255325
1121 => 0.0019723113605051
1122 => 0.0019865000343154
1123 => 0.0019259667437653
1124 => 0.001964838915748
1125 => 0.0019507433258235
1126 => 0.0018808786203487
1127 => 0.0018782103024895
1128 => 0.0018431546491454
1129 => 0.001788299339774
1130 => 0.0017632289914268
1201 => 0.0017501721363368
1202 => 0.00175555964922
1203 => 0.0017528355578456
1204 => 0.0017350590189817
1205 => 0.0017538544882448
1206 => 0.0017058398311016
1207 => 0.0016867200077467
1208 => 0.0016780840271139
1209 => 0.0016354682552787
1210 => 0.0017032888995882
1211 => 0.0017166504208992
1212 => 0.0017300382685347
1213 => 0.0018465703419301
1214 => 0.0018407487288595
1215 => 0.0018933732757773
1216 => 0.0018913283826544
1217 => 0.0018763190094123
1218 => 0.001812996932626
1219 => 0.0018382359838255
1220 => 0.0017605541072527
1221 => 0.0018187586510352
1222 => 0.0017921965279327
1223 => 0.0018097779704952
1224 => 0.0017781649515132
1225 => 0.0017956609014874
1226 => 0.0017198189332818
1227 => 0.0016489987704967
1228 => 0.0016774988713708
1229 => 0.0017084817404029
1230 => 0.0017756604947527
1231 => 0.0017356493828746
]
'min_raw' => 0.0016354682552787
'max_raw' => 0.0048819125722861
'avg_raw' => 0.0032586904137824
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.001635'
'max' => '$0.004881'
'avg' => '$0.003258'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.0030981617447213
'max_diff' => 0.00014828257228613
'year' => 2026
]
1 => [
'items' => [
101 => 0.0017500388916936
102 => 0.0017018364459247
103 => 0.0016023810319555
104 => 0.0016029439387978
105 => 0.0015876448901126
106 => 0.0015744242783509
107 => 0.0017402451403837
108 => 0.00171962269495
109 => 0.0016867635271504
110 => 0.0017307468290216
111 => 0.0017423767121453
112 => 0.0017427077985681
113 => 0.00177479688024
114 => 0.0017919228288806
115 => 0.0017949413515566
116 => 0.0018454342148979
117 => 0.001862358756673
118 => 0.0019320685489935
119 => 0.0017904698117908
120 => 0.0017875536789798
121 => 0.0017313657642775
122 => 0.0016957305004775
123 => 0.0017338057412771
124 => 0.001767535206837
125 => 0.0017324138327929
126 => 0.0017369999427904
127 => 0.0016898523676579
128 => 0.0017067054072682
129 => 0.0017212215153301
130 => 0.0017132065736757
131 => 0.0017012078180915
201 => 0.0017647697753068
202 => 0.0017611833605794
203 => 0.0018203737164214
204 => 0.0018665168315432
205 => 0.0019492135429098
206 => 0.0018629152135217
207 => 0.001859770159394
208 => 0.0018905135679747
209 => 0.0018623540500173
210 => 0.0018801498933329
211 => 0.001946346357429
212 => 0.0019477449844044
213 => 0.0019243161805385
214 => 0.0019228905356941
215 => 0.0019273902937595
216 => 0.0019537455172964
217 => 0.0019445361923784
218 => 0.001955193456325
219 => 0.0019685205280802
220 => 0.0020236469474207
221 => 0.0020369377404941
222 => 0.0020046480038119
223 => 0.0020075634055015
224 => 0.0019954861576092
225 => 0.0019838196874728
226 => 0.0020100442085883
227 => 0.0020579700363713
228 => 0.002057671892284
301 => 0.0020687897527847
302 => 0.0020757160877713
303 => 0.0020459831876217
304 => 0.0020266281629334
305 => 0.0020340501109911
306 => 0.0020459179675644
307 => 0.0020302015250554
308 => 0.0019331923613253
309 => 0.0019626187446316
310 => 0.0019577207555728
311 => 0.0019507454235373
312 => 0.0019803338794993
313 => 0.0019774800007402
314 => 0.0018919952520149
315 => 0.0018974677082737
316 => 0.0018923280502053
317 => 0.0019089353368993
318 => 0.0018614572020353
319 => 0.0018760611565494
320 => 0.001885220619917
321 => 0.0018906156142069
322 => 0.0019101060329641
323 => 0.0019078190572805
324 => 0.0019099638713445
325 => 0.0019388630170816
326 => 0.0020850249792307
327 => 0.0020929802523422
328 => 0.0020538055780364
329 => 0.0020694550877353
330 => 0.0020394114512849
331 => 0.0020595799457089
401 => 0.0020733787173696
402 => 0.0020110247215862
403 => 0.00200733252263
404 => 0.0019771648854049
405 => 0.0019933752648673
406 => 0.001967583385575
407 => 0.0019739118105917
408 => 0.0019562169825429
409 => 0.0019880641500257
410 => 0.002023674231821
411 => 0.0020326707447672
412 => 0.002009004792448
413 => 0.0019918690833066
414 => 0.0019617844229079
415 => 0.0020118158836314
416 => 0.0020264466074281
417 => 0.0020117390346678
418 => 0.0020083309686924
419 => 0.0020018726898273
420 => 0.0020097011230839
421 => 0.0020263669253641
422 => 0.0020185076407778
423 => 0.0020236988367099
424 => 0.0020039153509549
425 => 0.0020459930304489
426 => 0.0021128225120303
427 => 0.0021130373797413
428 => 0.0021051780527905
429 => 0.0021019621855338
430 => 0.0021100263319291
501 => 0.00211440080054
502 => 0.0021404787712711
503 => 0.0021684614728577
504 => 0.0022990445313532
505 => 0.0022623773310642
506 => 0.0023782383889824
507 => 0.0024698694431202
508 => 0.0024973455897158
509 => 0.0024720688277005
510 => 0.0023855983902699
511 => 0.0023813557380806
512 => 0.0025105790784788
513 => 0.0024740675660124
514 => 0.0024697246377831
515 => 0.0024235232189174
516 => 0.0024508339796241
517 => 0.0024448607156328
518 => 0.0024354316262006
519 => 0.0024875386551449
520 => 0.0025850783617022
521 => 0.0025698758837137
522 => 0.0025585279391179
523 => 0.0025088045492362
524 => 0.0025387491360662
525 => 0.0025280864422468
526 => 0.0025739001416075
527 => 0.0025467611210039
528 => 0.0024737909553954
529 => 0.0024854116947813
530 => 0.0024836552434008
531 => 0.0025198028883482
601 => 0.0025089522625747
602 => 0.0024815364845722
603 => 0.0025847449815891
604 => 0.0025780431958686
605 => 0.0025875447957787
606 => 0.0025917276939059
607 => 0.0026545488873023
608 => 0.0026802847201829
609 => 0.002686127204816
610 => 0.0027105742555717
611 => 0.0026855189399224
612 => 0.002785758066657
613 => 0.0028524112368204
614 => 0.0029298323239059
615 => 0.0030429653409642
616 => 0.003085504401917
617 => 0.0030778201013083
618 => 0.0031635962636726
619 => 0.0033177341207443
620 => 0.0031089757691924
621 => 0.0033287988202814
622 => 0.0032592053802858
623 => 0.0030942005859888
624 => 0.0030835762225148
625 => 0.0031953193849578
626 => 0.0034431549643756
627 => 0.0033810749626593
628 => 0.0034432565050189
629 => 0.0033707184328894
630 => 0.0033671163062093
701 => 0.0034397334927636
702 => 0.0036094075073044
703 => 0.0035288017431314
704 => 0.0034132336148451
705 => 0.0034985673223324
706 => 0.0034246433676451
707 => 0.0032580720077224
708 => 0.003381027491252
709 => 0.0032988106609863
710 => 0.0033228059029449
711 => 0.0034956134513329
712 => 0.0034748207899188
713 => 0.0035017284191372
714 => 0.0034542371578619
715 => 0.0034098728311463
716 => 0.0033270635207934
717 => 0.0033025477664475
718 => 0.0033093230389643
719 => 0.0033025444089589
720 => 0.0032562133608733
721 => 0.0032462081754505
722 => 0.0032295324280751
723 => 0.0032347009394777
724 => 0.00320334565575
725 => 0.0032625195544763
726 => 0.0032735027515185
727 => 0.0033165645803178
728 => 0.0033210354022358
729 => 0.0034409619824951
730 => 0.0033749084373726
731 => 0.0034192228582295
801 => 0.0034152589593246
802 => 0.0030977767402195
803 => 0.0031415229888428
804 => 0.0032095784233717
805 => 0.0031789195423634
806 => 0.003135575057691
807 => 0.0031005720623337
808 => 0.0030475389451275
809 => 0.0031221820391845
810 => 0.0032203297704613
811 => 0.0033235245906694
812 => 0.0034475064055571
813 => 0.0034198351077816
814 => 0.0033212068368801
815 => 0.0033256312290647
816 => 0.003352981080616
817 => 0.003317560537861
818 => 0.0033071143283114
819 => 0.0033515459318364
820 => 0.0033518519078707
821 => 0.0033110962927155
822 => 0.0032658038846693
823 => 0.0032656141078258
824 => 0.0032575547612867
825 => 0.0033721521727347
826 => 0.003435169161926
827 => 0.0034423939581798
828 => 0.0034346828755739
829 => 0.003437650565227
830 => 0.0034009823677012
831 => 0.003484794993629
901 => 0.0035617097473899
902 => 0.003541094950338
903 => 0.003510190438991
904 => 0.0034855735071402
905 => 0.0035352959835313
906 => 0.003533081919928
907 => 0.0035610379641148
908 => 0.0035597697164685
909 => 0.0035503691502885
910 => 0.0035410952860618
911 => 0.0035778651094508
912 => 0.00356727599082
913 => 0.0035566704243633
914 => 0.0035353993372033
915 => 0.0035382904312237
916 => 0.0035073912559763
917 => 0.0034930958836568
918 => 0.0032781277833657
919 => 0.0032206812826827
920 => 0.0032387551212289
921 => 0.0032447054981654
922 => 0.0032197047074484
923 => 0.0032555494191603
924 => 0.003249963058809
925 => 0.0032716963190246
926 => 0.0032581183215903
927 => 0.0032586755673412
928 => 0.0032986055626611
929 => 0.0033101974101769
930 => 0.0033043017029727
1001 => 0.0033084308542055
1002 => 0.0034035854015592
1003 => 0.0033900574677967
1004 => 0.003382871022607
1005 => 0.0033848617170376
1006 => 0.003409175744023
1007 => 0.0034159823440822
1008 => 0.0033871423013399
1009 => 0.0034007434322195
1010 => 0.0034586553212643
1011 => 0.0034789212049009
1012 => 0.003543600177293
1013 => 0.0035161234002438
1014 => 0.0035665582136847
1015 => 0.0037215776357072
1016 => 0.0038454178765469
1017 => 0.0037315292731563
1018 => 0.0039589461044988
1019 => 0.0041360227287058
1020 => 0.0041292262329321
1021 => 0.0040983488276455
1022 => 0.0038967517988115
1023 => 0.003711239207236
1024 => 0.0038664283673696
1025 => 0.0038668239764537
1026 => 0.0038534930899678
1027 => 0.0037706960989167
1028 => 0.0038506119341521
1029 => 0.0038569553629414
1030 => 0.0038534047296733
1031 => 0.0037899244707622
1101 => 0.0036930018485178
1102 => 0.0037119402969044
1103 => 0.0037429618616955
1104 => 0.0036842315677696
1105 => 0.0036654636802663
1106 => 0.0037003567538717
1107 => 0.0038127895072887
1108 => 0.0037915347465338
1109 => 0.0037909796988332
1110 => 0.003881916578764
1111 => 0.0038168253981405
1112 => 0.0037121791713879
1113 => 0.0036857546190187
1114 => 0.0035919652598194
1115 => 0.0036567459042846
1116 => 0.0036590772443521
1117 => 0.0036235975474207
1118 => 0.0037150581532541
1119 => 0.00371421532767
1120 => 0.0038010435607942
1121 => 0.0039670265313325
1122 => 0.0039179371994184
1123 => 0.0038608516473064
1124 => 0.0038670584296316
1125 => 0.0039351315120954
1126 => 0.0038939729724805
1127 => 0.0039087738702935
1128 => 0.0039351091091639
1129 => 0.0039509978126415
1130 => 0.0038647722897145
1201 => 0.0038446689956766
1202 => 0.0038035447113726
1203 => 0.0037928161532188
1204 => 0.0038263110246981
1205 => 0.0038174863094546
1206 => 0.0036588813042468
1207 => 0.0036423061987327
1208 => 0.003642814533555
1209 => 0.0036011356426364
1210 => 0.0035375653299056
1211 => 0.0037046243161761
1212 => 0.0036912071415895
1213 => 0.0036763956192528
1214 => 0.0036782099462257
1215 => 0.0037507245900113
1216 => 0.0037086624345384
1217 => 0.0038204915687149
1218 => 0.0037975028606197
1219 => 0.0037739245789062
1220 => 0.0037706653421613
1221 => 0.0037615897153061
1222 => 0.0037304660139275
1223 => 0.0036928822742683
1224 => 0.0036680662338975
1225 => 0.0033835972075229
1226 => 0.0034363930041378
1227 => 0.003497129755655
1228 => 0.0035180958388915
1229 => 0.0034822319027067
1230 => 0.0037318821407213
1231 => 0.0037774956448961
]
'min_raw' => 0.0015744242783509
'max_raw' => 0.0041360227287058
'avg_raw' => 0.0028552235035283
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.001574'
'max' => '$0.004136'
'avg' => '$0.002855'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -6.1043976927762E-5
'max_diff' => -0.00074588984358037
'year' => 2027
]
2 => [
'items' => [
101 => 0.0036393293654553
102 => 0.003613484095864
103 => 0.0037335765522929
104 => 0.0036611461203606
105 => 0.0036937615394247
106 => 0.0036232648430884
107 => 0.0037665086874597
108 => 0.0037654174093647
109 => 0.0037096923185953
110 => 0.0037567907837246
111 => 0.0037486062663721
112 => 0.0036856927761383
113 => 0.0037685031573169
114 => 0.0037685442302328
115 => 0.0037149100419352
116 => 0.0036522770520371
117 => 0.0036410797527686
118 => 0.0036326440919152
119 => 0.0036916868839702
120 => 0.0037446244667047
121 => 0.003843128183834
122 => 0.0038678943587108
123 => 0.0039645583880329
124 => 0.0039069996650578
125 => 0.0039325147014424
126 => 0.0039602148827602
127 => 0.0039734953683244
128 => 0.0039518555297677
129 => 0.0041020145558067
130 => 0.004114692578358
131 => 0.0041189434096551
201 => 0.0040683106309349
202 => 0.0041132843891878
203 => 0.0040922426570756
204 => 0.00414698739847
205 => 0.0041555720729366
206 => 0.0041483011590721
207 => 0.0041510260702476
208 => 0.0040228918313907
209 => 0.004016247395144
210 => 0.0039256500354527
211 => 0.0039625691291888
212 => 0.0038935506530274
213 => 0.0039154371227873
214 => 0.0039250844701155
215 => 0.0039200452433534
216 => 0.0039646564793557
217 => 0.0039267278152803
218 => 0.0038266278347358
219 => 0.0037265005820185
220 => 0.0037252435659225
221 => 0.0036988818276748
222 => 0.003679827119315
223 => 0.0036834977321472
224 => 0.0036964334505334
225 => 0.0036790752718465
226 => 0.0036827795193514
227 => 0.0037442947092039
228 => 0.0037566311418226
229 => 0.003714707123629
301 => 0.0035463761409747
302 => 0.003505067295605
303 => 0.0035347592744667
304 => 0.0035205684209792
305 => 0.0028413734848296
306 => 0.0030009402604371
307 => 0.0029061311007468
308 => 0.0029498235234918
309 => 0.0028530479221609
310 => 0.0028992343115599
311 => 0.0028907053718948
312 => 0.0031472840251474
313 => 0.0031432779023892
314 => 0.0031451954213543
315 => 0.0030536672450846
316 => 0.003199474115143
317 => 0.0032713038223792
318 => 0.0032580100552555
319 => 0.0032613558100376
320 => 0.0032038646578659
321 => 0.0031457520613767
322 => 0.0030812962484057
323 => 0.0032010471819266
324 => 0.0031877329223357
325 => 0.0032182710435178
326 => 0.0032959380838796
327 => 0.0033073748506012
328 => 0.0033227459810554
329 => 0.0033172365249792
330 => 0.0034484941207357
331 => 0.0034325979598241
401 => 0.0034709031339835
402 => 0.0033921064845171
403 => 0.0033029405961992
404 => 0.0033198881165159
405 => 0.003318255934026
406 => 0.0032974763775984
407 => 0.0032787175231722
408 => 0.0032474893158271
409 => 0.0033462999847721
410 => 0.0033422884520624
411 => 0.0034072305037357
412 => 0.003395751365289
413 => 0.0033190908693203
414 => 0.0033218288139312
415 => 0.0033402428072503
416 => 0.0034039738483751
417 => 0.0034228935605211
418 => 0.0034141291960349
419 => 0.0034348737966853
420 => 0.0034512694832139
421 => 0.0034369328424809
422 => 0.0036399094419609
423 => 0.0035556194063776
424 => 0.0035967017832346
425 => 0.0036064996880436
426 => 0.0035814025609032
427 => 0.0035868452291192
428 => 0.0035950893884281
429 => 0.0036451463093801
430 => 0.0037765101540451
501 => 0.0038346903066232
502 => 0.0040097281662128
503 => 0.0038298592548585
504 => 0.0038191865780302
505 => 0.0038507161821793
506 => 0.0039534819353975
507 => 0.0040367639260845
508 => 0.0040643933670487
509 => 0.0040680450537844
510 => 0.0041198797218038
511 => 0.0041495903868531
512 => 0.0041135856297191
513 => 0.0040830753679032
514 => 0.003973791397152
515 => 0.0039864413143368
516 => 0.004073586699421
517 => 0.0041966846886901
518 => 0.0043023155696458
519 => 0.004265327316743
520 => 0.0045475215767544
521 => 0.0045754999849743
522 => 0.0045716342736086
523 => 0.004635373251279
524 => 0.0045088643608203
525 => 0.0044547793591548
526 => 0.004089672032814
527 => 0.0041922522989815
528 => 0.0043413587401837
529 => 0.0043216239435701
530 => 0.0042133388603425
531 => 0.0043022334257
601 => 0.0042728421024027
602 => 0.004249659946271
603 => 0.0043558618975924
604 => 0.0042390884895789
605 => 0.0043401938361117
606 => 0.0042105251833824
607 => 0.0042654962759666
608 => 0.0042342920251632
609 => 0.0042544849996821
610 => 0.0041364372832549
611 => 0.0042001329655927
612 => 0.0041337873334577
613 => 0.0041337558769896
614 => 0.004132291293483
615 => 0.0042103466354683
616 => 0.0042128920173682
617 => 0.004155209001706
618 => 0.004146895977971
619 => 0.0041776335837513
620 => 0.0041416478975743
621 => 0.0041584853736453
622 => 0.0041421578875719
623 => 0.0041384822265472
624 => 0.004109193934141
625 => 0.004096575732474
626 => 0.0041015236544787
627 => 0.0040846338458482
628 => 0.0040744571252174
629 => 0.0041302668876052
630 => 0.0041004499829208
701 => 0.0041256970193277
702 => 0.004096924834912
703 => 0.0039971879082831
704 => 0.0039398281470799
705 => 0.0037514343382959
706 => 0.0038048625887652
707 => 0.0038402855741019
708 => 0.0038285782776595
709 => 0.0038537300805402
710 => 0.0038552741969626
711 => 0.0038470970894538
712 => 0.0038376290465109
713 => 0.003833020526822
714 => 0.0038673686568941
715 => 0.0038873089025059
716 => 0.0038438407445789
717 => 0.0038336567633607
718 => 0.0038776054709678
719 => 0.0039044141572197
720 => 0.0041023544340045
721 => 0.0040876903789616
722 => 0.0041244942794438
723 => 0.0041203507250514
724 => 0.0041589270760779
725 => 0.0042219831064238
726 => 0.0040937725659872
727 => 0.00411602548262
728 => 0.0041105695813566
729 => 0.0041701356807372
730 => 0.0041703216395976
731 => 0.0041346087874716
801 => 0.004153969303984
802 => 0.0041431627947947
803 => 0.004162691617487
804 => 0.0040874945315663
805 => 0.0041790764651939
806 => 0.0042309975201513
807 => 0.0042317184440497
808 => 0.0042563286120285
809 => 0.0042813339680198
810 => 0.0043293295713376
811 => 0.004279995396693
812 => 0.0041912480190923
813 => 0.0041976552931028
814 => 0.004145622738087
815 => 0.0041464974147372
816 => 0.0041418283222285
817 => 0.0041558406203201
818 => 0.0040905694430175
819 => 0.0041058884578683
820 => 0.0040844417473692
821 => 0.0041159788616599
822 => 0.0040820501399549
823 => 0.0041105669503558
824 => 0.0041228738603776
825 => 0.0041682866233068
826 => 0.0040753426379462
827 => 0.0038858235600413
828 => 0.0039256627679137
829 => 0.0038667374501682
830 => 0.0038721912126701
831 => 0.0038832086808837
901 => 0.0038474974617122
902 => 0.0038543100369402
903 => 0.0038540666438137
904 => 0.0038519692133411
905 => 0.0038426793460019
906 => 0.0038292072004158
907 => 0.0038828760819232
908 => 0.0038919954706981
909 => 0.0039122667422914
910 => 0.0039725802964184
911 => 0.0039665535500695
912 => 0.0039763834234118
913 => 0.003954924865098
914 => 0.0038731866136456
915 => 0.0038776253939541
916 => 0.003822273732381
917 => 0.0039108512758575
918 => 0.0038898749443958
919 => 0.0038763513670434
920 => 0.0038726613336677
921 => 0.0039331243934293
922 => 0.0039512158885524
923 => 0.0039399424828668
924 => 0.0039168203989078
925 => 0.0039612216355395
926 => 0.0039731015333243
927 => 0.0039757610043246
928 => 0.0040544314825432
929 => 0.003980157810137
930 => 0.003998036221302
1001 => 0.0041375184815937
1002 => 0.0040110273187453
1003 => 0.0040780325087956
1004 => 0.0040747529534209
1005 => 0.0041090305413186
1006 => 0.0040719411907254
1007 => 0.0040724009576772
1008 => 0.0041028371335655
1009 => 0.0040600950137237
1010 => 0.004049511463767
1011 => 0.0040348903653028
1012 => 0.0040668149988973
1013 => 0.0040859523729102
1014 => 0.0042401855526019
1015 => 0.0043398272205702
1016 => 0.0043355015129775
1017 => 0.0043750303829895
1018 => 0.0043572222650061
1019 => 0.0042997151544936
1020 => 0.0043978727798935
1021 => 0.0043668116001275
1022 => 0.0043693722460481
1023 => 0.004369276938679
1024 => 0.0043899299078079
1025 => 0.0043752953863633
1026 => 0.004346449242393
1027 => 0.0043655986589536
1028 => 0.004422465580097
1029 => 0.0045989822482161
1030 => 0.0046977633142303
1031 => 0.0045930355040089
1101 => 0.0046652753451384
1102 => 0.004621957182148
1103 => 0.0046140849833289
1104 => 0.0046594569420405
1105 => 0.0047049083183597
1106 => 0.0047020132621798
1107 => 0.0046690178969262
1108 => 0.0046503796523207
1109 => 0.0047915146847429
1110 => 0.0048955005724591
1111 => 0.0048884094320471
1112 => 0.0049197074196632
1113 => 0.0050115992793147
1114 => 0.0050200007193349
1115 => 0.0050189423309972
1116 => 0.0049981184853075
1117 => 0.0050885979548001
1118 => 0.0051640775200857
1119 => 0.004993298366689
1120 => 0.0050583288326392
1121 => 0.005087523103955
1122 => 0.0051303889557966
1123 => 0.0052027108330043
1124 => 0.0052812715740823
1125 => 0.0052923809242455
1126 => 0.0052844983086734
1127 => 0.0052326853881063
1128 => 0.0053186474884185
1129 => 0.0053690020707221
1130 => 0.0053989870721397
1201 => 0.0054750240467064
1202 => 0.0050877033978357
1203 => 0.0048135385914798
1204 => 0.0047707237979795
1205 => 0.0048577893641709
1206 => 0.0048807478596407
1207 => 0.0048714933189044
1208 => 0.0045628959033771
1209 => 0.0047690990964525
1210 => 0.0049909563941447
1211 => 0.0049994788364913
1212 => 0.0051105452385334
1213 => 0.0051467130118039
1214 => 0.0052361360232539
1215 => 0.0052305425895404
1216 => 0.0052523156697976
1217 => 0.0052473104157036
1218 => 0.005412947714178
1219 => 0.0055956702517721
1220 => 0.0055893431513173
1221 => 0.0055630746246632
1222 => 0.0056020878661939
1223 => 0.0057906771067282
1224 => 0.0057733148315408
1225 => 0.0057901808029703
1226 => 0.006012538145984
1227 => 0.006301634321865
1228 => 0.0061673201233868
1229 => 0.0064587432862151
1230 => 0.0066421787195375
1231 => 0.0069594113338907
]
'min_raw' => 0.0028413734848296
'max_raw' => 0.0069594113338907
'avg_raw' => 0.0049003924093601
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.002841'
'max' => '$0.006959'
'avg' => '$0.00490039'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.0012669492064787
'max_diff' => 0.0028233886051849
'year' => 2028
]
3 => [
'items' => [
101 => 0.0069196922481701
102 => 0.0070431885769773
103 => 0.0068485867951069
104 => 0.0064017417684234
105 => 0.0063310268324967
106 => 0.0064725999250094
107 => 0.0068206435584514
108 => 0.0064616387924101
109 => 0.0065342649890115
110 => 0.0065133486395045
111 => 0.006512234096128
112 => 0.0065547716836322
113 => 0.006493068694346
114 => 0.0062416796158382
115 => 0.0063568897490732
116 => 0.0063124015837861
117 => 0.0063617645199845
118 => 0.0066281559278238
119 => 0.0065103779364401
120 => 0.0063863083900244
121 => 0.0065419191344661
122 => 0.0067400650857936
123 => 0.006727665468262
124 => 0.0067036050276127
125 => 0.0068392324717891
126 => 0.0070632492744558
127 => 0.0071238001160442
128 => 0.0071684975093973
129 => 0.007174660524772
130 => 0.0072381434134246
131 => 0.0068967799213919
201 => 0.0074385325500841
202 => 0.0075320782634449
203 => 0.0075144955464056
204 => 0.0076184676698007
205 => 0.0075878764335797
206 => 0.0075435545319133
207 => 0.0077083724629995
208 => 0.0075194220051304
209 => 0.0072512306183864
210 => 0.0071040955193945
211 => 0.0072978548867969
212 => 0.0074161769711995
213 => 0.0074943803422917
214 => 0.0075180446351324
215 => 0.0069232789975412
216 => 0.006602733306094
217 => 0.0068081994192478
218 => 0.0070588822578091
219 => 0.0068953873655664
220 => 0.0069017960558055
221 => 0.0066686953051693
222 => 0.0070795065019198
223 => 0.0070196547660192
224 => 0.0073301656777471
225 => 0.0072560597566575
226 => 0.0075092693512073
227 => 0.0074425907789848
228 => 0.0077193698043319
301 => 0.0078297844510359
302 => 0.0080151878275194
303 => 0.0081515713059881
304 => 0.0082316582931452
305 => 0.008226850170835
306 => 0.00854419471313
307 => 0.0083570677237125
308 => 0.008121992122559
309 => 0.0081177403465881
310 => 0.0082394893314725
311 => 0.0084946418035875
312 => 0.0085607991272894
313 => 0.0085977720458907
314 => 0.0085411467340163
315 => 0.0083380337985157
316 => 0.0082503306627726
317 => 0.0083250562754302
318 => 0.008233673272395
319 => 0.0083914259731758
320 => 0.0086080541255066
321 => 0.0085633212686908
322 => 0.0087128565023012
323 => 0.0088676097375225
324 => 0.0090889138142917
325 => 0.0091467708948254
326 => 0.0092424064488399
327 => 0.0093408468485638
328 => 0.0093724632519119
329 => 0.0094328287758974
330 => 0.0094325106197887
331 => 0.0096144261893871
401 => 0.0098150846961104
402 => 0.0098908286371434
403 => 0.010064997653003
404 => 0.0097667393169534
405 => 0.0099929716909921
406 => 0.010197038955339
407 => 0.0099537415500789
408 => 0.010289070342204
409 => 0.010302090399331
410 => 0.010498677803823
411 => 0.010299398807781
412 => 0.010181067576052
413 => 0.010522685408239
414 => 0.010687983516374
415 => 0.010638194380963
416 => 0.010259296602095
417 => 0.010038761843103
418 => 0.0094615798408441
419 => 0.010145276854927
420 => 0.010478285726771
421 => 0.010258434189566
422 => 0.010369314516932
423 => 0.010974241629976
424 => 0.011204558708493
425 => 0.011156654366199
426 => 0.011164749411474
427 => 0.011289024326491
428 => 0.011840127739123
429 => 0.011509893799797
430 => 0.011762345272782
501 => 0.011896244623772
502 => 0.012020617803263
503 => 0.01171519658298
504 => 0.01131784806292
505 => 0.011191991107061
506 => 0.010236574286991
507 => 0.010186840692341
508 => 0.010158923718582
509 => 0.0099829111479664
510 => 0.009844613481363
511 => 0.0097346340422168
512 => 0.0094460151512565
513 => 0.0095434155544592
514 => 0.0090834172817126
515 => 0.0093777078752781
516 => 0.0086435395249279
517 => 0.0092549767430298
518 => 0.0089221992638559
519 => 0.0091456503910996
520 => 0.009144870791167
521 => 0.0087334264206669
522 => 0.0084961138943874
523 => 0.0086473386724744
524 => 0.0088094636388215
525 => 0.0088357678691574
526 => 0.009045967119921
527 => 0.0091046292125914
528 => 0.008926880333129
529 => 0.0086283255177119
530 => 0.008697672992023
531 => 0.0084947085700339
601 => 0.0081390212274118
602 => 0.0083944820865882
603 => 0.0084817076557321
604 => 0.0085202314361971
605 => 0.0081704537856956
606 => 0.0080605460538657
607 => 0.0080020320996547
608 => 0.0085831736153518
609 => 0.0086150098594345
610 => 0.0084521311335162
611 => 0.0091883584194614
612 => 0.0090217275101218
613 => 0.0092078950614181
614 => 0.0086913804355951
615 => 0.0087111119898807
616 => 0.008466585688502
617 => 0.0086035040780207
618 => 0.0085067345733946
619 => 0.0085924424252015
620 => 0.0086438153581878
621 => 0.0088883015352066
622 => 0.0092577683824478
623 => 0.0088517834532555
624 => 0.0086748900057952
625 => 0.0087846337057131
626 => 0.0090768956404501
627 => 0.0095196874321898
628 => 0.0092575457794646
629 => 0.0093738797934901
630 => 0.0093992936002147
701 => 0.0092060000505066
702 => 0.0095268144410786
703 => 0.0096987414792777
704 => 0.0098751030451821
705 => 0.010028232851318
706 => 0.0098046603574859
707 => 0.010043914973744
708 => 0.0098511179871653
709 => 0.0096781591592176
710 => 0.0096784214663653
711 => 0.0095699218670684
712 => 0.0093596902216014
713 => 0.0093209202806451
714 => 0.0095226064096032
715 => 0.0096843395852802
716 => 0.0096976607042786
717 => 0.0097872045004839
718 => 0.0098401955967038
719 => 0.010359580377561
720 => 0.010568481232997
721 => 0.010823921244735
722 => 0.010923429525117
723 => 0.011222913773373
724 => 0.010981055919985
725 => 0.010928728452047
726 => 0.010202277626327
727 => 0.010321233908342
728 => 0.010511694393422
729 => 0.010205418249575
730 => 0.010399679967796
731 => 0.010438031345998
801 => 0.010195011103405
802 => 0.010324818715259
803 => 0.0099800881834503
804 => 0.0092652825660014
805 => 0.0095276102240689
806 => 0.0097207716789414
807 => 0.0094451064662027
808 => 0.0099392256903199
809 => 0.0096505714402818
810 => 0.0095590819008673
811 => 0.0092021485892353
812 => 0.0093706073727025
813 => 0.0095984502894393
814 => 0.0094576698564781
815 => 0.009749810393161
816 => 0.010163559304139
817 => 0.010458421417276
818 => 0.010481057269005
819 => 0.010291480684486
820 => 0.01059527837104
821 => 0.010597491205523
822 => 0.01025480617404
823 => 0.010044913500335
824 => 0.0099972254432508
825 => 0.01011635955964
826 => 0.010261010370309
827 => 0.010489084382279
828 => 0.010626904731035
829 => 0.010986267106326
830 => 0.011083500261353
831 => 0.011190330019477
901 => 0.011333087521408
902 => 0.011504504504749
903 => 0.011129453903974
904 => 0.011144355363525
905 => 0.010795113437012
906 => 0.010421898352176
907 => 0.01070512207965
908 => 0.011075399427649
909 => 0.010990457394897
910 => 0.010980899681005
911 => 0.010996973104684
912 => 0.010932929585937
913 => 0.010643263124208
914 => 0.010497794440536
915 => 0.010685486155492
916 => 0.010785235948794
917 => 0.01093993917911
918 => 0.010920868740584
919 => 0.011319367647962
920 => 0.011474212273388
921 => 0.011434596392029
922 => 0.011441886667609
923 => 0.011722225465598
924 => 0.012034019865034
925 => 0.012326056465001
926 => 0.01262312863775
927 => 0.012264996538576
928 => 0.012083159145133
929 => 0.012270768919758
930 => 0.012171220532543
1001 => 0.012743255093449
1002 => 0.01278286152532
1003 => 0.013354854721616
1004 => 0.013897744376583
1005 => 0.013556765111177
1006 => 0.013878293200412
1007 => 0.014226052043489
1008 => 0.014896935273625
1009 => 0.014671005403672
1010 => 0.01449794666406
1011 => 0.014334406991341
1012 => 0.014674707089078
1013 => 0.015112497728389
1014 => 0.01520679363899
1015 => 0.015359589037974
1016 => 0.015198943358875
1017 => 0.015392423384809
1018 => 0.016075492895787
1019 => 0.015890921484299
1020 => 0.015628800408652
1021 => 0.016168018184876
1022 => 0.016363159001935
1023 => 0.017732759452097
1024 => 0.0194619365958
1025 => 0.018746045903918
1026 => 0.018301669449818
1027 => 0.018406108457282
1028 => 0.019037545413822
1029 => 0.019240342923455
1030 => 0.018689069383778
1031 => 0.018883788517621
1101 => 0.019956710089459
1102 => 0.020532298089305
1103 => 0.019750572273733
1104 => 0.017593821752263
1105 => 0.015605199273718
1106 => 0.016132671503866
1107 => 0.016072872522336
1108 => 0.017225592901584
1109 => 0.015886519517177
1110 => 0.015909066078725
1111 => 0.017085623494664
1112 => 0.016771738147392
1113 => 0.01626328408421
1114 => 0.015608911551069
1115 => 0.014399243401424
1116 => 0.013327806587192
1117 => 0.015429140917063
1118 => 0.01533852755973
1119 => 0.015207305990166
1120 => 0.015499325393575
1121 => 0.016917288725378
1122 => 0.01688460008108
1123 => 0.016676651603953
1124 => 0.01683437869108
1125 => 0.016235633763237
1126 => 0.016389943964311
1127 => 0.015604884265758
1128 => 0.015959764036493
1129 => 0.016262193170148
1130 => 0.01632291029627
1201 => 0.016459709081714
1202 => 0.015290778437919
1203 => 0.015815593978982
1204 => 0.016123873940791
1205 => 0.014731053858019
1206 => 0.016096342366012
1207 => 0.015270429956046
1208 => 0.014990102879316
1209 => 0.01536752635785
1210 => 0.015220444061209
1211 => 0.015093991339519
1212 => 0.015023428548083
1213 => 0.015300566696008
1214 => 0.015287637870156
1215 => 0.014834186069953
1216 => 0.014242676681647
1217 => 0.014441206647996
1218 => 0.014369078849993
1219 => 0.014107678405359
1220 => 0.014283830743433
1221 => 0.013508144995216
1222 => 0.012173617982047
1223 => 0.013055247404615
1224 => 0.013021305630874
1225 => 0.013004190649417
1226 => 0.013666710794029
1227 => 0.013603024769065
1228 => 0.01348743401014
1229 => 0.014105555490424
1230 => 0.013879932835213
1231 => 0.01457524869519
]
'min_raw' => 0.0062416796158382
'max_raw' => 0.020532298089305
'avg_raw' => 0.013386988852572
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.006241'
'max' => '$0.020532'
'avg' => '$0.013386'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072434
'min_diff' => 0.0034003061310086
'max_diff' => 0.013572886755415
'year' => 2029
]
4 => [
'items' => [
101 => 0.015033228690782
102 => 0.014917070149799
103 => 0.015347802549262
104 => 0.014445780377447
105 => 0.014745395960076
106 => 0.014807146316406
107 => 0.014097927967306
108 => 0.013613444590368
109 => 0.013581135072641
110 => 0.012741107662951
111 => 0.013189843524743
112 => 0.013584712513168
113 => 0.013395600910784
114 => 0.013335733827017
115 => 0.013641581774394
116 => 0.013665348779316
117 => 0.013123458548387
118 => 0.013236134686829
119 => 0.013706012914981
120 => 0.013224294961063
121 => 0.012288395664781
122 => 0.012056279699483
123 => 0.012025311150966
124 => 0.011395794243728
125 => 0.01207179079819
126 => 0.011776700186586
127 => 0.012708887892914
128 => 0.012176427274482
129 => 0.012153473961437
130 => 0.012118776662251
131 => 0.011576925455175
201 => 0.011695556433084
202 => 0.012089903871661
203 => 0.012230611480387
204 => 0.012215934524014
205 => 0.012087971354077
206 => 0.012146552237997
207 => 0.011957842799958
208 => 0.011891205569739
209 => 0.011680880141155
210 => 0.011371759865018
211 => 0.01141474493536
212 => 0.010802296782614
213 => 0.010468602523914
214 => 0.010376240351125
215 => 0.010252729793592
216 => 0.010390191197248
217 => 0.010800561793947
218 => 0.010305567789349
219 => 0.0094569352882579
220 => 0.0095079395475729
221 => 0.0096225309749532
222 => 0.0094089906081282
223 => 0.0092068925720128
224 => 0.0093826004176832
225 => 0.0090230236396463
226 => 0.0096659841106806
227 => 0.009648593831815
228 => 0.0098882497350078
301 => 0.010038111489508
302 => 0.0096927286637036
303 => 0.0096058658170281
304 => 0.0096553468421907
305 => 0.0088375357165985
306 => 0.0098214171185716
307 => 0.0098299257657924
308 => 0.0097570695625381
309 => 0.010280956035158
310 => 0.011386519896676
311 => 0.01097056230077
312 => 0.01080949094725
313 => 0.010503294186466
314 => 0.010911283190046
315 => 0.010879956000191
316 => 0.010738282567183
317 => 0.010652598032851
318 => 0.010810474414588
319 => 0.010633035402014
320 => 0.010601162479657
321 => 0.010408047248259
322 => 0.010339113896833
323 => 0.010288078387753
324 => 0.010231893306902
325 => 0.01035582359481
326 => 0.010074981258023
327 => 0.0097363129311701
328 => 0.0097081563242344
329 => 0.009785899191538
330 => 0.0097515037600319
331 => 0.0097079916521412
401 => 0.0096249151883603
402 => 0.0096002681762043
403 => 0.0096803590086809
404 => 0.0095899411284004
405 => 0.0097233576360711
406 => 0.0096870757282567
407 => 0.0094844079405482
408 => 0.009231808839838
409 => 0.0092295601779971
410 => 0.0091751381160947
411 => 0.0091058234378501
412 => 0.0090865416800675
413 => 0.0093678027930098
414 => 0.0099500048793638
415 => 0.0098357046788973
416 => 0.00991829828769
417 => 0.010324577097051
418 => 0.010453720913317
419 => 0.01036205769147
420 => 0.010236583419865
421 => 0.010242103651023
422 => 0.010670887220742
423 => 0.010697629926029
424 => 0.010765200114765
425 => 0.010852046902623
426 => 0.010376848074979
427 => 0.010219721828975
428 => 0.010145266696587
429 => 0.0099159737065918
430 => 0.010163246538206
501 => 0.010019171248503
502 => 0.010038611927396
503 => 0.010025951159763
504 => 0.010032864795008
505 => 0.0096658043901253
506 => 0.0097995419095378
507 => 0.0095771773446961
508 => 0.009279456153967
509 => 0.0092784580881412
510 => 0.0093513249277908
511 => 0.0093079808802875
512 => 0.0091913431629334
513 => 0.009207911000169
514 => 0.0090627593124872
515 => 0.0092255350431098
516 => 0.0092302028686244
517 => 0.0091675253458808
518 => 0.0094183038176271
519 => 0.0095210479621173
520 => 0.0094797922739648
521 => 0.0095181533530573
522 => 0.0098404543682611
523 => 0.0098930034967186
524 => 0.0099163423483788
525 => 0.0098850713789594
526 => 0.0095240444239589
527 => 0.0095400575046184
528 => 0.0094225641435855
529 => 0.009323294634658
530 => 0.0093272648944151
531 => 0.0093783023261367
601 => 0.0096011857837705
602 => 0.010070230880663
603 => 0.010088030799223
604 => 0.010109604819778
605 => 0.010021852435949
606 => 0.0099953854773085
607 => 0.010030302227456
608 => 0.01020645090463
609 => 0.010659553126219
610 => 0.01049939653943
611 => 0.010369186741384
612 => 0.010483415838579
613 => 0.010465831164423
614 => 0.010317398817956
615 => 0.01031323281636
616 => 0.010028343686798
617 => 0.0099230266622102
618 => 0.0098350158736222
619 => 0.0097389103900639
620 => 0.0096819358379255
621 => 0.0097694746444809
622 => 0.0097894958052688
623 => 0.009598090674819
624 => 0.0095720028628049
625 => 0.0097283084240969
626 => 0.009659524174231
627 => 0.0097302704809854
628 => 0.0097466842310031
629 => 0.0097440412392095
630 => 0.0096722225825287
701 => 0.0097179976526339
702 => 0.0096097259656299
703 => 0.0094919967678947
704 => 0.0094168928745278
705 => 0.0093513547664793
706 => 0.0093877191179218
707 => 0.0092580868448976
708 => 0.009216614871775
709 => 0.0097024900888539
710 => 0.010061411335749
711 => 0.010056192478671
712 => 0.010024424028388
713 => 0.0099772225552622
714 => 0.010202997822871
715 => 0.010124342234155
716 => 0.01018157074684
717 => 0.010196137805192
718 => 0.010240227903504
719 => 0.010255986323979
720 => 0.010208353432378
721 => 0.010048491630295
722 => 0.0096501312187099
723 => 0.0094646933717636
724 => 0.0094034957935597
725 => 0.0094057202092967
726 => 0.009344360893042
727 => 0.0093624339616107
728 => 0.0093380758173508
729 => 0.0092919473849906
730 => 0.0093848708172101
731 => 0.0093955793771317
801 => 0.0093738899376994
802 => 0.0093789985858548
803 => 0.0091994192910357
804 => 0.0092130723147951
805 => 0.0091370505435605
806 => 0.0091227973779102
807 => 0.0089306209602021
808 => 0.008590152579815
809 => 0.0087788051126148
810 => 0.008550939381553
811 => 0.0084646431764707
812 => 0.0088731559895172
813 => 0.008832152633469
814 => 0.0087619727116449
815 => 0.0086581619804898
816 => 0.0086196575704985
817 => 0.0083857169644063
818 => 0.0083718945053738
819 => 0.0084878417866808
820 => 0.00843433610586
821 => 0.0083591938658016
822 => 0.0080870362893569
823 => 0.0077810410651561
824 => 0.0077902771375573
825 => 0.007887608525132
826 => 0.0081706126614314
827 => 0.008060038049358
828 => 0.0079798148996012
829 => 0.0079647915151508
830 => 0.0081528406251335
831 => 0.0084189695132656
901 => 0.0085438312332789
902 => 0.0084200970608525
903 => 0.0082779579058901
904 => 0.0082866092576432
905 => 0.008344162824983
906 => 0.0083502108911468
907 => 0.0082576929134074
908 => 0.0082837361822139
909 => 0.0082441740754504
910 => 0.0080013814992692
911 => 0.0079969901514697
912 => 0.0079374049377156
913 => 0.0079356007211238
914 => 0.0078342314083
915 => 0.007820049140703
916 => 0.0076187742174139
917 => 0.0077512539814394
918 => 0.0076623935112309
919 => 0.0075284598225608
920 => 0.0075053696041514
921 => 0.0075046754843037
922 => 0.0076421954355431
923 => 0.0077496469807411
924 => 0.0076639392771546
925 => 0.007644425294422
926 => 0.0078527835772644
927 => 0.0078262680865448
928 => 0.0078033058425882
929 => 0.0083951405902606
930 => 0.0079266572060366
1001 => 0.0077223717104182
1002 => 0.0074695296168271
1003 => 0.0075518562774409
1004 => 0.0075692037144625
1005 => 0.0069611640575887
1006 => 0.0067144824445215
1007 => 0.0066298306109173
1008 => 0.0065811122838769
1009 => 0.0066033138372754
1010 => 0.0063812714526476
1011 => 0.0065304876073596
1012 => 0.0063382176710475
1013 => 0.0063059829905243
1014 => 0.0066497854543249
1015 => 0.0066976235586979
1016 => 0.0064935313433086
1017 => 0.0066245915851169
1018 => 0.0065770673195636
1019 => 0.0063415135872574
1020 => 0.0063325171672992
1021 => 0.006214324584542
1022 => 0.0060293760791208
1023 => 0.0059448496493124
1024 => 0.005900827550776
1025 => 0.0059189919266057
1026 => 0.0059098074623472
1027 => 0.005849872620449
1028 => 0.0059132428573276
1029 => 0.0057513580884927
1030 => 0.0056868942691484
1031 => 0.0056577774574998
1101 => 0.0055140954074192
1102 => 0.0057427574447951
1103 => 0.0057878067467667
1104 => 0.0058329448097795
1105 => 0.0062258408312416
1106 => 0.006206212856322
1107 => 0.0063836401903839
1108 => 0.0063767456904502
1109 => 0.0063261405406435
1110 => 0.0061126457377521
1111 => 0.0061977409610057
1112 => 0.0059358310905651
1113 => 0.0061320717736392
1114 => 0.006042515721091
1115 => 0.0061017927821874
1116 => 0.005995207281539
1117 => 0.0060541960984053
1118 => 0.005798489607483
1119 => 0.0055597144841472
1120 => 0.0056558045640579
1121 => 0.0057602654701544
1122 => 0.0059867633307155
1123 => 0.0058518630735321
1124 => 0.0059003783071587
1125 => 0.0057378603958615
1126 => 0.0054025395239091
1127 => 0.0054044374036286
1128 => 0.0053528555928411
1129 => 0.0053082813772529
1130 => 0.0058673579908394
1201 => 0.0057978279762466
1202 => 0.0056870409978562
1203 => 0.0058353337709313
1204 => 0.0058745447338551
1205 => 0.0058756610148454
1206 => 0.0059838515940905
1207 => 0.0060415929256278
1208 => 0.0060517700855765
1209 => 0.0062220102996308
1210 => 0.006279072573859
1211 => 0.00651410400565
1212 => 0.0060366939770631
1213 => 0.0060268620316927
1214 => 0.0058374205543589
1215 => 0.0057172737744826
1216 => 0.0058456471071671
1217 => 0.0059593683552182
1218 => 0.0058409541905326
1219 => 0.0058564165805811
1220 => 0.0056974552392835
1221 => 0.0057542764389711
1222 => 0.0058032185107842
1223 => 0.005776195575411
1224 => 0.0057357409332325
1225 => 0.005950044509738
1226 => 0.0059379526620891
1227 => 0.006137517079349
1228 => 0.0062930918135915
1229 => 0.0065719095496642
1230 => 0.006280948706975
1231 => 0.0062703449374028
]
'min_raw' => 0.0053082813772529
'max_raw' => 0.015347802549262
'avg_raw' => 0.010328041963257
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.0053082'
'max' => '$0.015347'
'avg' => '$0.010328'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.00093339823858529
'max_diff' => -0.0051844955400438
'year' => 2030
]
5 => [
'items' => [
101 => 0.0063739984858692
102 => 0.0062790567050408
103 => 0.0063390566332455
104 => 0.0065622426336352
105 => 0.0065669582021315
106 => 0.006487966354151
107 => 0.0064831596930226
108 => 0.0064983309415034
109 => 0.0065871894177207
110 => 0.0065561395357852
111 => 0.0065920712452478
112 => 0.0066370043981367
113 => 0.006822866969747
114 => 0.0068676778065275
115 => 0.006758810704906
116 => 0.0067686401852492
117 => 0.006727920900774
118 => 0.0066885865821821
119 => 0.0067770043860608
120 => 0.0069385896605054
121 => 0.0069375844468993
122 => 0.0069750690898016
123 => 0.0069984217117901
124 => 0.0068981751630512
125 => 0.0068329183459899
126 => 0.0068579419620503
127 => 0.0068979552690745
128 => 0.0068449661858683
129 => 0.0065178930173887
130 => 0.0066171061231905
131 => 0.0066005922111121
201 => 0.006577074392152
202 => 0.006676833937228
203 => 0.0066672118857404
204 => 0.0063789940870585
205 => 0.0063974448554097
206 => 0.0063801161393928
207 => 0.0064361087659653
208 => 0.0062760329194538
209 => 0.0063252711717134
210 => 0.0063561529419508
211 => 0.0063743425418655
212 => 0.0064400558494829
213 => 0.0064323451512941
214 => 0.0064395765416571
215 => 0.0065370120291837
216 => 0.0070298072892715
217 => 0.0070566290479867
218 => 0.006924548898476
219 => 0.0069773123130398
220 => 0.0068760180951677
221 => 0.0069440175822375
222 => 0.006990541104291
223 => 0.0067803102540902
224 => 0.0067678617475282
225 => 0.0066661494523866
226 => 0.0067208038785168
227 => 0.0066338447567513
228 => 0.0066551814835317
301 => 0.0065955221353515
302 => 0.006702897084018
303 => 0.0068229589610073
304 => 0.006853291332522
305 => 0.0067734999219739
306 => 0.0067157256822268
307 => 0.0066142931492486
308 => 0.0067829777121627
309 => 0.0068323062189277
310 => 0.0067827186105165
311 => 0.006771228078137
312 => 0.0067494535400407
313 => 0.006775847649329
314 => 0.0068320375652861
315 => 0.0068055394385855
316 => 0.0068230419181081
317 => 0.0067563405146464
318 => 0.0068982083488301
319 => 0.0071235286118672
320 => 0.0071242530533565
321 => 0.0070977547838212
322 => 0.0070869122628405
323 => 0.0071141010954332
324 => 0.0071288499217704
325 => 0.007216773620796
326 => 0.0073111192528851
327 => 0.0077513891516208
328 => 0.0076277631258243
329 => 0.0080183967717561
330 => 0.0083273372682576
331 => 0.0084199750148278
401 => 0.008334752646926
402 => 0.0080432115299559
403 => 0.008028907131887
404 => 0.0084645926461251
405 => 0.0083414915326921
406 => 0.0083268490469537
407 => 0.0081710777375677
408 => 0.0082631578740668
409 => 0.0082430185974803
410 => 0.0082112277641415
411 => 0.0083869102502239
412 => 0.0087157721808866
413 => 0.0086645159649452
414 => 0.0086262555774523
415 => 0.00845860969689
416 => 0.0085595699620515
417 => 0.008523619945394
418 => 0.008678084031399
419 => 0.0085865829286481
420 => 0.0083405589206845
421 => 0.0083797390548585
422 => 0.0083738170563975
423 => 0.0084956913650856
424 => 0.0084591077227237
425 => 0.0083666735130799
426 => 0.0087146481665594
427 => 0.0086920526280992
428 => 0.0087240879355766
429 => 0.0087381908686529
430 => 0.0089499969082247
501 => 0.0090367670656
502 => 0.0090564654104496
503 => 0.0091388903489113
504 => 0.0090544146028933
505 => 0.0093923778171515
506 => 0.0096171036339329
507 => 0.0098781342344093
508 => 0.010259570100116
509 => 0.010402993514101
510 => 0.010377085358098
511 => 0.01066628567821
512 => 0.011185972224889
513 => 0.010482128867589
514 => 0.011223277631891
515 => 0.010988638490087
516 => 0.010432313305847
517 => 0.010396492522625
518 => 0.010773242396461
519 => 0.011608837355795
520 => 0.011399530295722
521 => 0.011609179707163
522 => 0.011364612532532
523 => 0.011352467710938
524 => 0.011597301625376
525 => 0.012169369411662
526 => 0.011897601450037
527 => 0.011507955436811
528 => 0.011795663989414
529 => 0.01154642421498
530 => 0.010984817245359
531 => 0.011399370242557
601 => 0.011122170459121
602 => 0.011203072092679
603 => 0.011785704807106
604 => 0.011715600897451
605 => 0.011806321847992
606 => 0.011646201744868
607 => 0.011496624319928
608 => 0.011217426948512
609 => 0.0111347703711
610 => 0.011157613675424
611 => 0.011134759051093
612 => 0.010978550687741
613 => 0.010944817506548
614 => 0.010888594060009
615 => 0.010906020057057
616 => 0.010800303528813
617 => 0.010999812459758
618 => 0.011036843075408
619 => 0.011182029037686
620 => 0.011197102725925
621 => 0.011601443564276
622 => 0.011378739425184
623 => 0.011528148589037
624 => 0.011514784027129
625 => 0.010444370559515
626 => 0.010591864091014
627 => 0.010821317740007
628 => 0.010717949182153
629 => 0.010571810225865
630 => 0.010453795183187
701 => 0.010274990325872
702 => 0.010526654728899
703 => 0.010857566657355
704 => 0.011205495198519
705 => 0.011623508543546
706 => 0.011530212831148
707 => 0.011197680729798
708 => 0.011212597876949
709 => 0.01130480981096
710 => 0.011185386978079
711 => 0.011150166853251
712 => 0.011299971106651
713 => 0.011301002726213
714 => 0.011163592324251
715 => 0.011010885808308
716 => 0.011010245962431
717 => 0.010983073312889
718 => 0.011369446486521
719 => 0.011581912665285
720 => 0.011606271570274
721 => 0.011580273116898
722 => 0.011590278889761
723 => 0.011466649501711
724 => 0.011749229621637
725 => 0.012008553083959
726 => 0.011939048856419
727 => 0.011834852138728
728 => 0.011751854434294
729 => 0.011919497234959
730 => 0.01191203236494
731 => 0.012006288119744
801 => 0.012002012134259
802 => 0.011970317469056
803 => 0.011939049988335
804 => 0.012063022015078
805 => 0.012027320062306
806 => 0.01199156265454
807 => 0.01191984569908
808 => 0.01192959322442
809 => 0.011825414497762
810 => 0.011777216651915
811 => 0.011052436693191
812 => 0.010858751805351
813 => 0.010919689013885
814 => 0.010939751125168
815 => 0.010855459213766
816 => 0.010976312161901
817 => 0.010957477357949
818 => 0.011030752562134
819 => 0.010984973395799
820 => 0.010986852188754
821 => 0.011121478955798
822 => 0.011160561679014
823 => 0.01114068389055
824 => 0.01115460561222
825 => 0.011475425812101
826 => 0.011429815438931
827 => 0.011405585837232
828 => 0.011412297602491
829 => 0.011494274042023
830 => 0.011517222969344
831 => 0.011419986751691
901 => 0.011465843914052
902 => 0.011661097891246
903 => 0.011729425732845
904 => 0.011947495404007
905 => 0.011854855531818
906 => 0.012024900026581
907 => 0.01254755883104
908 => 0.01296509484928
909 => 0.012581111471501
910 => 0.013347863196108
911 => 0.013944889397717
912 => 0.0139219745377
913 => 0.013817869209985
914 => 0.013138170752216
915 => 0.012512702097643
916 => 0.013035933185995
917 => 0.013037267009643
918 => 0.012992320995122
919 => 0.012713165159092
920 => 0.012982606977134
921 => 0.013003994290181
922 => 0.01299202308222
923 => 0.012777994957251
924 => 0.012451213569433
925 => 0.012515065870409
926 => 0.012619657241958
927 => 0.012421643955569
928 => 0.01235836671252
929 => 0.012476011146337
930 => 0.012855086024286
1001 => 0.012783424114441
1002 => 0.012781552732367
1003 => 0.013088152772063
1004 => 0.01286869331207
1005 => 0.012515871252407
1006 => 0.012426779029191
1007 => 0.012110561656487
1008 => 0.012328974122142
1009 => 0.012336834397948
1010 => 0.012217212122631
1011 => 0.012525577940773
1012 => 0.012522736295473
1013 => 0.012815483745604
1014 => 0.013375106919335
1015 => 0.013209598809479
1016 => 0.013017130884948
1017 => 0.013038057484901
1018 => 0.013267570635138
1019 => 0.013128801745229
1020 => 0.013178704005571
1021 => 0.01326749510209
1022 => 0.013321064975179
1023 => 0.013030349604557
1024 => 0.012962569945141
1025 => 0.012823916549404
1026 => 0.012787744466545
1027 => 0.012900674764274
1028 => 0.012870921620709
1029 => 0.012336173772203
1030 => 0.012280289646725
1031 => 0.01228200353307
1101 => 0.01214148024241
1102 => 0.011927148494701
1103 => 0.012490399530598
1104 => 0.012445162589722
1105 => 0.012395224508056
1106 => 0.012401341638118
1107 => 0.012645829822452
1108 => 0.012504014328589
1109 => 0.012881054062126
1110 => 0.012803546027762
1111 => 0.012724050204782
1112 => 0.012713061460544
1113 => 0.012682462350962
1114 => 0.012577526618776
1115 => 0.012450810416502
1116 => 0.012367141403792
1117 => 0.011408034220377
1118 => 0.011586038934749
1119 => 0.011790817132993
1120 => 0.01186150574643
1121 => 0.011740587981643
1122 => 0.012582301189132
1123 => 0.012736090303091
1124 => 0.012270253045495
1125 => 0.012183113914609
1126 => 0.012588014016046
1127 => 0.012343809757855
1128 => 0.012453774920366
1129 => 0.012216090386746
1130 => 0.012699047009009
1201 => 0.012695367688721
1202 => 0.012507486654591
1203 => 0.012666282418084
1204 => 0.012638687746405
1205 => 0.012426570521602
1206 => 0.012705771503382
1207 => 0.012705909983586
1208 => 0.012525078573121
1209 => 0.012313907074784
1210 => 0.01227615459853
1211 => 0.012247713179003
1212 => 0.012446780074653
1213 => 0.012625262830826
1214 => 0.012957374990438
1215 => 0.013040875878154
1216 => 0.01336678540188
1217 => 0.013172722148748
1218 => 0.013258747875322
1219 => 0.0133521409706
1220 => 0.013396917054893
1221 => 0.013323956828354
1222 => 0.013830228468413
1223 => 0.013872973306596
1224 => 0.013887305281097
1225 => 0.013716593332575
1226 => 0.013868225498492
1227 => 0.013797281829589
1228 => 0.013981857547356
1229 => 0.014010801376683
1230 => 0.01398628698295
1231 => 0.013995474211225
]
'min_raw' => 0.0062760329194538
'max_raw' => 0.014010801376683
'avg_raw' => 0.010143417148068
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.006276'
'max' => '$0.01401'
'avg' => '$0.010143'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.00096775154220088
'max_diff' => -0.0013370011725788
'year' => 2031
]
6 => [
'items' => [
101 => 0.013563460678872
102 => 0.013541058498167
103 => 0.013235603174662
104 => 0.013360078476802
105 => 0.013127377865708
106 => 0.013201169626568
107 => 0.013233696331641
108 => 0.013216706226785
109 => 0.013367116123624
110 => 0.013239236984599
111 => 0.012901742911435
112 => 0.012564156888237
113 => 0.012559918770708
114 => 0.012471038329688
115 => 0.012406794050096
116 => 0.012419169777533
117 => 0.012462783455216
118 => 0.012404259143863
119 => 0.012416748272948
120 => 0.012624151030389
121 => 0.012665744174266
122 => 0.012524394419884
123 => 0.011956854759372
124 => 0.011817579103116
125 => 0.011917687682876
126 => 0.011869842229569
127 => 0.0095798890824649
128 => 0.010117879607022
129 => 0.009798223905762
130 => 0.0099455359595542
131 => 0.0096192502630105
201 => 0.0097749708994997
202 => 0.0097462149839473
203 => 0.010611287827138
204 => 0.01059778090456
205 => 0.010604245953628
206 => 0.010295652317041
207 => 0.010787250359354
208 => 0.011029429232291
209 => 0.010984608368292
210 => 0.010995888814133
211 => 0.010802053380682
212 => 0.010606122704327
213 => 0.010388805430734
214 => 0.010792554063843
215 => 0.01074766410806
216 => 0.010850625515729
217 => 0.011112485364849
218 => 0.01115104522234
219 => 0.011202870061844
220 => 0.011184294546025
221 => 0.011626838694231
222 => 0.011573243677883
223 => 0.011702392246944
224 => 0.011436723841861
225 => 0.011136094824034
226 => 0.01119323457202
227 => 0.0111877315548
228 => 0.011117671829522
229 => 0.011054425042123
301 => 0.010949136960775
302 => 0.011282284029863
303 => 0.011268758867256
304 => 0.011487715528582
305 => 0.011449012811861
306 => 0.011190546597438
307 => 0.011199777768851
308 => 0.01126186183295
309 => 0.011476735487661
310 => 0.011540524618094
311 => 0.01151097495132
312 => 0.011580916820755
313 => 0.011636196022596
314 => 0.011587859037413
315 => 0.012272208813933
316 => 0.011988019074022
317 => 0.012126531175875
318 => 0.012159565496006
319 => 0.012074948779627
320 => 0.012093299115512
321 => 0.012121094874211
322 => 0.012289865278063
323 => 0.012732767651882
324 => 0.012928926098308
325 => 0.013519078462667
326 => 0.01291263786999
327 => 0.012876654194921
328 => 0.012982958456636
329 => 0.013329440368487
330 => 0.013610231414651
331 => 0.013703386003888
401 => 0.01371569792067
402 => 0.013890462122878
403 => 0.013990633704424
404 => 0.013869241151975
405 => 0.013766373674105
406 => 0.013397915136753
407 => 0.013440565215731
408 => 0.013734381965839
409 => 0.014149415431087
410 => 0.014505557321142
411 => 0.014380848844042
412 => 0.015332286493845
413 => 0.015426617650549
414 => 0.015413584134784
415 => 0.015628484548113
416 => 0.015201950991362
417 => 0.015019599632153
418 => 0.013788614790416
419 => 0.014134471319725
420 => 0.014637194096517
421 => 0.014570656851895
422 => 0.01420556613357
423 => 0.014505280367093
424 => 0.01440618546856
425 => 0.014328025210635
426 => 0.014686092504299
427 => 0.014292382806322
428 => 0.014633266541108
429 => 0.014196079625255
430 => 0.014381418501861
501 => 0.014276211191667
502 => 0.014344293215085
503 => 0.013946287097323
504 => 0.014161041537415
505 => 0.013937352606568
506 => 0.013937246548889
507 => 0.013932308603343
508 => 0.014195477638496
509 => 0.014204059571285
510 => 0.01400957725668
511 => 0.013981549316761
512 => 0.01408518330068
513 => 0.013963855047294
514 => 0.014020623773422
515 => 0.013965574514177
516 => 0.013953181766406
517 => 0.013854434243715
518 => 0.01381189109582
519 => 0.013828573360312
520 => 0.013771628191306
521 => 0.013737316667183
522 => 0.013925483177586
523 => 0.013824953401693
524 => 0.013910075547631
525 => 0.013813068119063
526 => 0.013476798107524
527 => 0.013283405667897
528 => 0.012648222788346
529 => 0.012828359865045
530 => 0.012947790933261
531 => 0.012908318965928
601 => 0.012993120025383
602 => 0.012998326121708
603 => 0.012970756432835
604 => 0.012938834265015
605 => 0.012923296319128
606 => 0.013039103437776
607 => 0.013106333368039
608 => 0.012959777438738
609 => 0.012925441435039
610 => 0.013073617571137
611 => 0.013164004928558
612 => 0.013831374391486
613 => 0.013781933506098
614 => 0.01390602042614
615 => 0.013892050143212
616 => 0.014022113004013
617 => 0.014234710812755
618 => 0.013802440024299
619 => 0.013877467286376
620 => 0.013859072334347
621 => 0.014059903597181
622 => 0.014060530570462
623 => 0.013940122196128
624 => 0.014005397529257
625 => 0.013968962629039
626 => 0.014034805418205
627 => 0.013781273192931
628 => 0.014090048076202
629 => 0.014265103538004
630 => 0.014267534183261
701 => 0.014350509082828
702 => 0.014434816386371
703 => 0.014596636913903
704 => 0.014430303299686
705 => 0.014131085319962
706 => 0.01415268789163
707 => 0.013977256499597
708 => 0.013980205532991
709 => 0.013964463361612
710 => 0.014011706802936
711 => 0.013791640471572
712 => 0.013843289599681
713 => 0.013770980517872
714 => 0.013877310100554
715 => 0.013762917046497
716 => 0.013859063463744
717 => 0.013900557070124
718 => 0.014053669370958
719 => 0.013740302235172
720 => 0.013101325432217
721 => 0.013235646103043
722 => 0.01303697528023
723 => 0.013055363021274
724 => 0.013092509184572
725 => 0.012972106315857
726 => 0.012995075388877
727 => 0.012994254771958
728 => 0.012987183138682
729 => 0.01295586170235
730 => 0.012910439422911
731 => 0.013091387803955
801 => 0.013122134459905
802 => 0.013190480467377
803 => 0.013393831826074
804 => 0.013373512229985
805 => 0.013406654334258
806 => 0.013334305306714
807 => 0.01305871908516
808 => 0.013073684742876
809 => 0.012887062751353
810 => 0.01318570812347
811 => 0.013114984957426
812 => 0.013069389272197
813 => 0.013056948067041
814 => 0.013260803494423
815 => 0.013321800233338
816 => 0.013283791158985
817 => 0.013205833438585
818 => 0.013355535307884
819 => 0.013395589212694
820 => 0.01340455580485
821 => 0.013669798814761
822 => 0.013419379942621
823 => 0.013479658254095
824 => 0.013949932433009
825 => 0.013523458646135
826 => 0.013749371322542
827 => 0.013738314072625
828 => 0.013853883353407
829 => 0.013728834018386
830 => 0.013730384154764
831 => 0.013833001846757
901 => 0.013688893805551
902 => 0.013653210627952
903 => 0.013603914573668
904 => 0.013711550704738
905 => 0.013776073697352
906 => 0.014296081630899
907 => 0.014632030471213
908 => 0.014617446046053
909 => 0.014750720391116
910 => 0.014690679078012
911 => 0.014496789839901
912 => 0.014827735127083
913 => 0.01472301019088
914 => 0.014731643587379
915 => 0.014731322251931
916 => 0.014800955179293
917 => 0.014751613868493
918 => 0.014654357080124
919 => 0.014718920675027
920 => 0.014910651469984
921 => 0.015505789740547
922 => 0.015838837001288
923 => 0.015485739877264
924 => 0.015729301545257
925 => 0.015583251334357
926 => 0.01555670966642
927 => 0.015709684392985
928 => 0.015862926881559
929 => 0.015853165997522
930 => 0.015741919819906
1001 => 0.015679079676938
1002 => 0.016154926292483
1003 => 0.016505521972981
1004 => 0.016481613697994
1005 => 0.016587137048398
1006 => 0.016896956868897
1007 => 0.016925282910496
1008 => 0.016921714480321
1009 => 0.016851505430703
1010 => 0.017156563279173
1011 => 0.017411047903348
1012 => 0.016835254064251
1013 => 0.017054508820484
1014 => 0.017152939344505
1015 => 0.017297464556787
1016 => 0.017541302815145
1017 => 0.017806175838625
1018 => 0.01784363178833
1019 => 0.017817054999582
1020 => 0.017642364120428
1021 => 0.017932191343312
1022 => 0.018101965333194
1023 => 0.018203061858959
1024 => 0.018459425827443
1025 => 0.017153547217911
1026 => 0.016229181431707
1027 => 0.016084828366187
1028 => 0.016378376001325
1029 => 0.016455782171712
1030 => 0.016424579841488
1031 => 0.015384122109455
1101 => 0.016079350571556
1102 => 0.016827357940307
1103 => 0.016856091949696
1104 => 0.01723056007859
1105 => 0.017352502251325
1106 => 0.017653998177743
1107 => 0.017635139525457
1108 => 0.017708548985692
1109 => 0.017691673422059
1110 => 0.018250131138292
1111 => 0.018866192931071
1112 => 0.018844860670143
1113 => 0.018756294498519
1114 => 0.018887830366158
1115 => 0.019523672157499
1116 => 0.019465134034509
1117 => 0.019521998834728
1118 => 0.020271692141193
1119 => 0.021246400082227
1120 => 0.020793550384539
1121 => 0.02177610392453
1122 => 0.02239456929503
1123 => 0.023464141202795
1124 => 0.02333022553219
1125 => 0.023746602027002
1126 => 0.023090488532764
1127 => 0.021583919327577
1128 => 0.021345498983941
1129 => 0.021822822549665
1130 => 0.022996275959445
1201 => 0.021785866325825
1202 => 0.022030730618265
1203 => 0.021960209685569
1204 => 0.021956451924761
1205 => 0.022099870370911
1206 => 0.021891834434567
1207 => 0.021044258604953
1208 => 0.02143269761287
1209 => 0.02128270265754
1210 => 0.021449133243343
1211 => 0.022347290473727
1212 => 0.02195019375278
1213 => 0.02153188461478
1214 => 0.022056537104061
1215 => 0.02272460001307
1216 => 0.022682793836849
1217 => 0.022601672381353
1218 => 0.0230589497786
1219 => 0.023814238069144
1220 => 0.024018389459084
1221 => 0.024169089841447
1222 => 0.024189868878071
1223 => 0.024403905869396
1224 => 0.02325297502277
1225 => 0.025079531834367
1226 => 0.025394927738116
1227 => 0.025335646380032
1228 => 0.02568619565316
1229 => 0.025583055164429
1230 => 0.025433620778504
1231 => 0.025989315940382
]
'min_raw' => 0.0095798890824649
'max_raw' => 0.025989315940382
'avg_raw' => 0.017784602511423
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.009579'
'max' => '$0.025989'
'avg' => '$0.017784'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.0033038561630111
'max_diff' => 0.011978514563699
'year' => 2032
]
7 => [
'items' => [
101 => 0.025352256279577
102 => 0.024448030294645
103 => 0.023951954035749
104 => 0.024605227270793
105 => 0.025004158439341
106 => 0.025267826564963
107 => 0.025347612380464
108 => 0.023342318508114
109 => 0.022261576329614
110 => 0.022954319675298
111 => 0.023799514367624
112 => 0.023248279923579
113 => 0.023269887270161
114 => 0.022483971814816
115 => 0.023869050446582
116 => 0.023667256140279
117 => 0.024714165358349
118 => 0.024464312071485
119 => 0.025318025898039
120 => 0.025093214436442
121 => 0.026026394244494
122 => 0.026398664934761
123 => 0.027023765363025
124 => 0.027483591782673
125 => 0.027753610651368
126 => 0.027737399731307
127 => 0.028807349011943
128 => 0.028176437302333
129 => 0.027383863500589
130 => 0.027369528341054
131 => 0.027780013543834
201 => 0.028640277917747
202 => 0.028863331953565
203 => 0.028987988729996
204 => 0.028797072537558
205 => 0.028112263094626
206 => 0.02781656584923
207 => 0.028068508469481
208 => 0.02776040429459
209 => 0.028292278539215
210 => 0.029022655479292
211 => 0.02887183552939
212 => 0.029376004009724
213 => 0.029897765346798
214 => 0.030643907492583
215 => 0.030838976679055
216 => 0.031161418626476
217 => 0.031493317307034
218 => 0.031599914218309
219 => 0.031803440797012
220 => 0.031802368111479
221 => 0.032415709155319
222 => 0.033092243320267
223 => 0.033347619305732
224 => 0.033934842302796
225 => 0.032929243499072
226 => 0.033692001743184
227 => 0.034380028772449
228 => 0.033559734584134
301 => 0.034690319018693
302 => 0.034734217050328
303 => 0.035397025209866
304 => 0.034725142161495
305 => 0.034326180152099
306 => 0.035477968524314
307 => 0.036035282636634
308 => 0.035867415090431
309 => 0.034589934775178
310 => 0.033846386437992
311 => 0.031900377019815
312 => 0.034205509236997
313 => 0.035328271898357
314 => 0.034587027091124
315 => 0.034960867856257
316 => 0.037000421852546
317 => 0.037776951962992
318 => 0.037615439128374
319 => 0.037642732138697
320 => 0.038061733691275
321 => 0.039919817323774
322 => 0.038806410541139
323 => 0.039657568307907
324 => 0.040109019318323
325 => 0.040528352176436
326 => 0.039498603208422
327 => 0.038158914931052
328 => 0.037734579417321
329 => 0.034513324903383
330 => 0.034345644616734
331 => 0.034251520590605
401 => 0.033658081919968
402 => 0.033191801681379
403 => 0.032820998323779
404 => 0.031847899582179
405 => 0.032176291841856
406 => 0.030625375549237
407 => 0.031617596832156
408 => 0.029142296980953
409 => 0.031203800250967
410 => 0.03008181774615
411 => 0.030835198822512
412 => 0.030832570346909
413 => 0.02944535692564
414 => 0.028645241174657
415 => 0.029155106072154
416 => 0.029701721715397
417 => 0.029790408264477
418 => 0.03049910971407
419 => 0.030696893055164
420 => 0.030097600298026
421 => 0.029091001893416
422 => 0.029324811744742
423 => 0.028640503025482
424 => 0.027441278316534
425 => 0.028302582438955
426 => 0.028596669535219
427 => 0.028726555150701
428 => 0.027547255381339
429 => 0.027176693789962
430 => 0.026979409908026
501 => 0.028938769102204
502 => 0.029046107221864
503 => 0.028496950225601
504 => 0.030979191921913
505 => 0.030417384177276
506 => 0.031045061074275
507 => 0.029303595951413
508 => 0.0293701222643
509 => 0.028545684766921
510 => 0.02900731467652
511 => 0.028681049535442
512 => 0.02897001954174
513 => 0.029143226972047
514 => 0.029967529187345
515 => 0.031213212458171
516 => 0.029844405924436
517 => 0.029247997316018
518 => 0.029618005862351
519 => 0.030603387380394
520 => 0.03209629082098
521 => 0.031212461936671
522 => 0.03160469018714
523 => 0.031690374610847
524 => 0.031038671912681
525 => 0.03212032002904
526 => 0.032699984041891
527 => 0.033294599374509
528 => 0.033810887207078
529 => 0.03305709693479
530 => 0.03386376057773
531 => 0.033213732076822
601 => 0.032630589312797
602 => 0.032631473699659
603 => 0.032265659725429
604 => 0.031556849054832
605 => 0.031426133492068
606 => 0.032106132357126
607 => 0.03265142705077
608 => 0.032696340133524
609 => 0.032998243294179
610 => 0.033176906474804
611 => 0.03492804852575
612 => 0.035632372344848
613 => 0.036493606178672
614 => 0.036829105293426
615 => 0.037838837345746
616 => 0.03702339670707
617 => 0.036846970995531
618 => 0.03439769131744
619 => 0.034798760727516
620 => 0.03544091155049
621 => 0.034408280147992
622 => 0.035063247093892
623 => 0.03519255144311
624 => 0.034373191728076
625 => 0.034810847154319
626 => 0.033648564098008
627 => 0.031238547052645
628 => 0.032123003066952
629 => 0.032774260398157
630 => 0.031844835887077
701 => 0.033510793349491
702 => 0.032537575392292
703 => 0.03222911202256
704 => 0.031025686442105
705 => 0.031593656991981
706 => 0.032361845293244
707 => 0.031887194234539
708 => 0.032872166450566
709 => 0.034267149790956
710 => 0.035261297992012
711 => 0.035337616346502
712 => 0.034698445655979
713 => 0.035722720766675
714 => 0.035730181492629
715 => 0.034574794983479
716 => 0.033867127179843
717 => 0.033706343565911
718 => 0.034108012556997
719 => 0.034595712864362
720 => 0.035364680319339
721 => 0.03582935124748
722 => 0.037040966585654
723 => 0.037368794956429
724 => 0.03772897894456
725 => 0.038210295829331
726 => 0.038788240156615
727 => 0.037523730870907
728 => 0.037573972182168
729 => 0.036396478643639
730 => 0.035138157928067
731 => 0.036093066499295
801 => 0.037341482430012
802 => 0.037055094436128
803 => 0.037022869936441
804 => 0.037077062606584
805 => 0.036861135411754
806 => 0.03588450471217
807 => 0.035394046888871
808 => 0.036026862610062
809 => 0.036363176002488
810 => 0.03688476874453
811 => 0.036820471429587
812 => 0.038164038318117
813 => 0.038686107783646
814 => 0.038552540073752
815 => 0.038577119746859
816 => 0.039522301576912
817 => 0.040573538163399
818 => 0.04155815994953
819 => 0.042559759520873
820 => 0.041352292144523
821 => 0.040739214677047
822 => 0.041371754130691
823 => 0.04103611979295
824 => 0.042964774253221
825 => 0.043098310103508
826 => 0.045026825100109
827 => 0.046857215475177
828 => 0.045707580075447
829 => 0.046791634476677
830 => 0.04796412769586
831 => 0.050226057345833
901 => 0.049464319015366
902 => 0.048880839392191
903 => 0.048329453967643
904 => 0.049476799506156
905 => 0.050952841212161
906 => 0.051270766458282
907 => 0.051785926813791
908 => 0.051244298690785
909 => 0.051896630106565
910 => 0.054199646653217
911 => 0.053577351253023
912 => 0.052693591745768
913 => 0.05451160212529
914 => 0.055169533014303
915 => 0.059787236554474
916 => 0.06561727802176
917 => 0.063203602572188
918 => 0.061705356331818
919 => 0.062057479737181
920 => 0.064186413521675
921 => 0.064870159484274
922 => 0.063011502256563
923 => 0.063668011411171
924 => 0.067285441399616
925 => 0.069226076527368
926 => 0.066590433361811
927 => 0.059318798399163
928 => 0.052614018871562
929 => 0.054392428322439
930 => 0.05419081188118
1001 => 0.058077289120183
1002 => 0.053562509713535
1003 => 0.053638527019945
1004 => 0.0576053724924
1005 => 0.056547086129297
1006 => 0.054832797756148
1007 => 0.052626535073831
1008 => 0.048548054450972
1009 => 0.044935630426459
1010 => 0.052020425830096
1011 => 0.051714916569427
1012 => 0.051272493886042
1013 => 0.052257057692781
1014 => 0.057037820064992
1015 => 0.056927608018495
1016 => 0.05622649520936
1017 => 0.056758283095764
1018 => 0.054739572768504
1019 => 0.055259840385019
1020 => 0.052612956800229
1021 => 0.053809458724177
1022 => 0.054829119663225
1023 => 0.055033831693077
1024 => 0.055495058349189
1025 => 0.051553927071503
1026 => 0.053323379309649
1027 => 0.054362766724306
1028 => 0.049666776571646
1029 => 0.054269942097747
1030 => 0.051485320744184
1031 => 0.050540178433175
1101 => 0.051812688041917
1102 => 0.051316789809834
1103 => 0.05089044563001
1104 => 0.050652538252146
1105 => 0.051586928867046
1106 => 0.051543338428022
1107 => 0.050014494024643
1108 => 0.048020178824105
1109 => 0.04868953646657
1110 => 0.048446352559801
1111 => 0.047565022710322
1112 => 0.048158932616699
1113 => 0.045543653959939
1114 => 0.041044202961338
1115 => 0.044016678112925
1116 => 0.04390224105302
1117 => 0.043844536698108
1118 => 0.046078269621347
1119 => 0.045863547741764
1120 => 0.045473825427759
1121 => 0.047557865154401
1122 => 0.046797162619887
1123 => 0.049141468587202
1124 => 0.05068558011748
1125 => 0.050293943486626
1126 => 0.051746187844191
1127 => 0.04870495711474
1128 => 0.049715131970065
1129 => 0.049923327607706
1130 => 0.047532148427672
1201 => 0.045898678896774
1202 => 0.045789745101979
1203 => 0.04295753404137
1204 => 0.044470478329138
1205 => 0.045801806692486
1206 => 0.045164203721697
1207 => 0.044962357668992
1208 => 0.045993545377194
1209 => 0.046073677493647
1210 => 0.044246656746503
1211 => 0.044626552214057
1212 => 0.046210779466122
1213 => 0.044586633752013
1214 => 0.041431183932196
1215 => 0.040648588749375
1216 => 0.040544176125895
1217 => 0.038421715921677
1218 => 0.040700885501615
1219 => 0.039705966902025
1220 => 0.042848902837176
1221 => 0.041053674686921
1222 => 0.040976285989441
1223 => 0.040859301622745
1224 => 0.039032412447247
1225 => 0.039432385071817
1226 => 0.040761954993439
1227 => 0.041236360520151
1228 => 0.041186876137025
1229 => 0.040755439375479
1230 => 0.040952948915601
1231 => 0.040316701869982
]
'min_raw' => 0.022261576329614
'max_raw' => 0.069226076527368
'avg_raw' => 0.045743826428491
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.022261'
'max' => '$0.069226'
'avg' => '$0.045743'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.012681687247149
'max_diff' => 0.043236760586986
'year' => 2033
]
8 => [
'items' => [
101 => 0.040092029795837
102 => 0.039382902928912
103 => 0.03834068233583
104 => 0.038485609501608
105 => 0.036420697794859
106 => 0.035295624303863
107 => 0.034984218789786
108 => 0.034567794321829
109 => 0.035031255041505
110 => 0.036414848159436
111 => 0.034745941313556
112 => 0.031884717586499
113 => 0.032056682007783
114 => 0.032443035005713
115 => 0.031723068750051
116 => 0.031041681111253
117 => 0.031634092380461
118 => 0.030421754168461
119 => 0.032589540286619
120 => 0.032530907747274
121 => 0.033338924357129
122 => 0.033844193725441
123 => 0.032679711414381
124 => 0.032386847262245
125 => 0.032553675993235
126 => 0.029796368685552
127 => 0.03311359352471
128 => 0.03314228102287
129 => 0.03289664124694
130 => 0.034662961065965
131 => 0.038390446813075
201 => 0.036988016737246
202 => 0.036444953423211
203 => 0.035412589666254
204 => 0.036788153076705
205 => 0.036682531268914
206 => 0.036204869398204
207 => 0.035915978008402
208 => 0.036448269252005
209 => 0.035850021232714
210 => 0.035742559449693
211 => 0.03509145796416
212 => 0.034859044357054
213 => 0.034686974575006
214 => 0.034497542652198
215 => 0.034915382270418
216 => 0.033968502724152
217 => 0.032826658815101
218 => 0.032731726848986
219 => 0.032993842353934
220 => 0.032877875755199
221 => 0.032731171645527
222 => 0.032451073547676
223 => 0.032367974425392
224 => 0.032638006258851
225 => 0.03233315606271
226 => 0.032782979133165
227 => 0.032660652147847
228 => 0.031977343551775
301 => 0.031125688047824
302 => 0.031118106527431
303 => 0.0309346187461
304 => 0.030700919469002
305 => 0.030635909676429
306 => 0.031584201155738
307 => 0.033547136137932
308 => 0.033161765031874
309 => 0.03344023515042
310 => 0.034810032521661
311 => 0.035245449914735
312 => 0.034936400962557
313 => 0.034513355695508
314 => 0.034531967540267
315 => 0.035977641282287
316 => 0.036067806180277
317 => 0.0362956237892
318 => 0.036588433797915
319 => 0.034986267773188
320 => 0.034456505664583
321 => 0.034205474987443
322 => 0.03343239766295
323 => 0.034266095278775
324 => 0.033780335380525
325 => 0.03384588098672
326 => 0.033803194324698
327 => 0.033826504128622
328 => 0.03258893434622
329 => 0.033039839730174
330 => 0.032290122074812
331 => 0.031286334294039
401 => 0.031282969245425
402 => 0.031528644882704
403 => 0.031382507400362
404 => 0.030989255192917
405 => 0.031045114812886
406 => 0.0305557257637
407 => 0.031104535504132
408 => 0.031120273403752
409 => 0.030908951759817
410 => 0.031754468886104
411 => 0.03210087794262
412 => 0.031961781509633
413 => 0.032091118566079
414 => 0.033177778941177
415 => 0.033354951996634
416 => 0.033433640564473
417 => 0.033328208307806
418 => 0.032110980722925
419 => 0.032164969942366
420 => 0.031768832872519
421 => 0.031434138792394
422 => 0.03144752480036
423 => 0.031619601064729
424 => 0.032371068203367
425 => 0.033952486495225
426 => 0.034012500163399
427 => 0.034085238479949
428 => 0.033789375191193
429 => 0.033700139992274
430 => 0.033817864253207
501 => 0.034411761816606
502 => 0.035939427591281
503 => 0.035399448477144
504 => 0.034960437052075
505 => 0.035345568428491
506 => 0.035286280471851
507 => 0.034785830452522
508 => 0.03477178448728
509 => 0.033811260896636
510 => 0.033456177195239
511 => 0.033159442676798
512 => 0.03283541632911
513 => 0.03264332264874
514 => 0.032938465846805
515 => 0.033005968588235
516 => 0.032360632827444
517 => 0.032272675947845
518 => 0.032799671060647
519 => 0.032567760159861
520 => 0.032806286272433
521 => 0.032861626376589
522 => 0.032852715345229
523 => 0.032610573730011
524 => 0.032764907574784
525 => 0.032399862022763
526 => 0.032002929813008
527 => 0.031749711792935
528 => 0.031528745485925
529 => 0.031651350435692
530 => 0.031214286176554
531 => 0.031074460523691
601 => 0.032712622740797
602 => 0.033922750783784
603 => 0.033905155042776
604 => 0.033798045494645
605 => 0.033638902432501
606 => 0.034400119510369
607 => 0.034134926701455
608 => 0.034327876627541
609 => 0.034376990481812
610 => 0.034525643326546
611 => 0.034578773941394
612 => 0.034418176321737
613 => 0.033879191094822
614 => 0.032536091154527
615 => 0.03191087450669
616 => 0.031704542599097
617 => 0.031712042372058
618 => 0.031505165153335
619 => 0.031566099765836
620 => 0.031483974581832
621 => 0.031328449351545
622 => 0.03164174719098
623 => 0.031677851848404
624 => 0.031604724389049
625 => 0.03162194855298
626 => 0.031016484422671
627 => 0.0310625165455
628 => 0.030806203836112
629 => 0.030758148292997
630 => 0.030110212083365
701 => 0.028962299168147
702 => 0.029598354353781
703 => 0.028830089132429
704 => 0.028539135451985
705 => 0.029916464922625
706 => 0.029778219244946
707 => 0.02954160273871
708 => 0.029191597610787
709 => 0.029061777304209
710 => 0.028273030217558
711 => 0.028226426831877
712 => 0.028617351185984
713 => 0.028436953047449
714 => 0.028183605738829
715 => 0.02726600746841
716 => 0.026234323206113
717 => 0.026265463269055
718 => 0.026593622837724
719 => 0.027547791041975
720 => 0.027174981017297
721 => 0.02690450306689
722 => 0.026853850677317
723 => 0.027487871380793
724 => 0.028385143507656
725 => 0.028806123514248
726 => 0.028388945113068
727 => 0.027909713028273
728 => 0.027938881664727
729 => 0.028132927535275
730 => 0.028153319012608
731 => 0.027841388191261
801 => 0.027929194890325
802 => 0.027795808485234
803 => 0.026977216363403
804 => 0.026962410627703
805 => 0.026761514919424
806 => 0.026755431877218
807 => 0.026413658161654
808 => 0.026365841656276
809 => 0.02568722919984
810 => 0.026133893973694
811 => 0.025834294694346
812 => 0.025382727912043
813 => 0.025304877628568
814 => 0.02530253735504
815 => 0.02576619547198
816 => 0.026128475858643
817 => 0.02583950635208
818 => 0.025773713596874
819 => 0.026476208094588
820 => 0.026386809266374
821 => 0.026309390457702
822 => 0.028304802630062
823 => 0.026725278191686
824 => 0.026036515380451
825 => 0.025184040609037
826 => 0.02546161069316
827 => 0.025520098788238
828 => 0.023470050633114
829 => 0.022638346351898
830 => 0.022352936784699
831 => 0.022188679543678
901 => 0.022263533631024
902 => 0.021514902228747
903 => 0.022017994912298
904 => 0.021369743398163
905 => 0.021261061922225
906 => 0.022420215932451
907 => 0.022581505441294
908 => 0.021893394287846
909 => 0.022335273043436
910 => 0.022175041664085
911 => 0.021380855809778
912 => 0.021350523751779
913 => 0.020952029207071
914 => 0.020328462408351
915 => 0.020043475648805
916 => 0.019895052070065
917 => 0.019956294531371
918 => 0.019925328468884
919 => 0.019723253964908
920 => 0.019936911142912
921 => 0.019391105342352
922 => 0.019173761074712
923 => 0.019075591711368
924 => 0.018591157647961
925 => 0.019362107671648
926 => 0.019513994538487
927 => 0.019666180669373
928 => 0.020990857036857
929 => 0.020924679949034
930 => 0.021522888593405
1001 => 0.02149964330552
1002 => 0.021329024509808
1003 => 0.020609211876128
1004 => 0.020896116362486
1005 => 0.020013068948333
1006 => 0.020674708112404
1007 => 0.020372763628634
1008 => 0.020572620378713
1009 => 0.020213259921715
1010 => 0.020412144836247
1011 => 0.019550012549245
1012 => 0.018744965550172
1013 => 0.019068939963386
1014 => 0.019421137201518
1015 => 0.020184790551975
1016 => 0.019729964916446
1017 => 0.019893537413844
1018 => 0.019345596929267
1019 => 0.018215039198124
1020 => 0.018221438032104
1021 => 0.018047526355707
1022 => 0.017897241275779
1023 => 0.019782207111969
1024 => 0.019547781813338
1025 => 0.019174255780795
1026 => 0.019674235218688
1027 => 0.019806437717808
1028 => 0.019810201337103
1029 => 0.020174973428653
1030 => 0.020369652359302
1031 => 0.020403965364616
1101 => 0.020977942132092
1102 => 0.021170331573613
1103 => 0.021962756455267
1104 => 0.020353135212182
1105 => 0.020319986121922
1106 => 0.019681270954709
1107 => 0.019276187697976
1108 => 0.019709007351862
1109 => 0.02009242647943
1110 => 0.01969318485578
1111 => 0.019745317383378
1112 => 0.019209368122866
1113 => 0.019400944764742
1114 => 0.019565956376887
1115 => 0.019474846663595
1116 => 0.019338451013037
1117 => 0.020060990483423
1118 => 0.020020221974849
1119 => 0.020693067340784
1120 => 0.021217598419163
1121 => 0.022157651882765
1122 => 0.021176657087401
1123 => 0.021140905737957
1124 => 0.021490380913471
1125 => 0.021170278070785
1126 => 0.021372572017788
1127 => 0.022125059200451
1128 => 0.022140958068867
1129 => 0.021874631538366
1130 => 0.021858425544781
1201 => 0.021909576468257
1202 => 0.022209169024724
1203 => 0.022104482179945
1204 => 0.02222562844707
1205 => 0.022377123709167
1206 => 0.023003772345862
1207 => 0.02315485521066
1208 => 0.022787802176685
1209 => 0.022820942955934
1210 => 0.022683655045396
1211 => 0.022551036644029
1212 => 0.02284914344294
1213 => 0.023393939477254
1214 => 0.023390550329399
1215 => 0.023516932420039
1216 => 0.023595667415501
1217 => 0.023257679177437
1218 => 0.023037661262629
1219 => 0.02312203013127
1220 => 0.023256937789542
1221 => 0.023078281395933
1222 => 0.021975531372884
1223 => 0.022310035285933
1224 => 0.022254357478396
1225 => 0.022175065509811
1226 => 0.022511411781023
1227 => 0.022478970362643
1228 => 0.021507223931662
1229 => 0.02156943198535
1230 => 0.021511007009447
1231 => 0.021699790059216
]
'min_raw' => 0.017897241275779
'max_raw' => 0.040092029795837
'avg_raw' => 0.028994635535808
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.017897'
'max' => '$0.040092'
'avg' => '$0.028994'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.0043643350538354
'max_diff' => -0.029134046731531
'year' => 2034
]
9 => [
'items' => [
101 => 0.021160083166564
102 => 0.021326093371763
103 => 0.021430213416214
104 => 0.021491540922284
105 => 0.021713097926872
106 => 0.021687100769585
107 => 0.021711481907074
108 => 0.022039992455998
109 => 0.023701486081251
110 => 0.023791917513394
111 => 0.023346600067777
112 => 0.023524495603803
113 => 0.023182975076111
114 => 0.023412240094339
115 => 0.023569097397111
116 => 0.02286028940781
117 => 0.022818318398809
118 => 0.022475388294414
119 => 0.022659659507962
120 => 0.022366470757638
121 => 0.02243840902166
122 => 0.022237263363988
123 => 0.022599285500097
124 => 0.023004082500819
125 => 0.023106350209119
126 => 0.022837327897598
127 => 0.022642538014622
128 => 0.022300551147892
129 => 0.022869282928938
130 => 0.023035597433502
131 => 0.022868409349647
201 => 0.022829668217486
202 => 0.022756253842045
203 => 0.022845243424288
204 => 0.023034691648992
205 => 0.022945351364781
206 => 0.023004362196476
207 => 0.022779473757762
208 => 0.023257791065608
209 => 0.024017474063796
210 => 0.024019916568856
211 => 0.023930575803067
212 => 0.02389401948658
213 => 0.02398568853393
214 => 0.024035415231656
215 => 0.024331856121558
216 => 0.024649949007148
217 => 0.026134349709398
218 => 0.025717535932132
219 => 0.027034584542561
220 => 0.028076198996052
221 => 0.028388533626375
222 => 0.028101200462958
223 => 0.027118249232343
224 => 0.027070020955552
225 => 0.028538965085397
226 => 0.028123921086812
227 => 0.02807455292384
228 => 0.027549359078639
301 => 0.027859813687676
302 => 0.027791912710585
303 => 0.027684727696418
304 => 0.028277053464005
305 => 0.02938583442364
306 => 0.029213020512999
307 => 0.029084022945312
308 => 0.028518793154335
309 => 0.028859187737147
310 => 0.028737979746037
311 => 0.029258766196341
312 => 0.028950263840013
313 => 0.028120776720316
314 => 0.028252875278153
315 => 0.028232908846881
316 => 0.028643816587615
317 => 0.028520472283204
318 => 0.02820882389184
319 => 0.02938204473086
320 => 0.029305862295372
321 => 0.029413871571165
322 => 0.029461420594668
323 => 0.030175539444909
324 => 0.030468091088599
325 => 0.030534505433554
326 => 0.030812406868303
327 => 0.030527590992695
328 => 0.031667057565404
329 => 0.032424736346539
330 => 0.033304819240619
331 => 0.034590856892852
401 => 0.035074418946606
402 => 0.034987067789791
403 => 0.03596212686037
404 => 0.037714286335853
405 => 0.035341229315943
406 => 0.037840064120141
407 => 0.037048961871567
408 => 0.03517327267152
409 => 0.03505250039996
410 => 0.036322738903431
411 => 0.039140005648206
412 => 0.038434312281815
413 => 0.039141159909745
414 => 0.038316584605342
415 => 0.038275637491412
416 => 0.039101112127697
417 => 0.041029878609657
418 => 0.040113593952808
419 => 0.038799875215
420 => 0.03976990468727
421 => 0.0389295753864
422 => 0.037036078278178
423 => 0.038433772651397
424 => 0.03749917422807
425 => 0.037771939733981
426 => 0.039736326608792
427 => 0.039499966382892
428 => 0.039805838401574
429 => 0.039265982294664
430 => 0.038761671563316
501 => 0.037820338132648
502 => 0.037541655711004
503 => 0.037618673506403
504 => 0.03754161754481
505 => 0.037014950141652
506 => 0.036901216366084
507 => 0.036711655090681
508 => 0.036770408056371
509 => 0.036413977400505
510 => 0.037086635690456
511 => 0.037211486996515
512 => 0.037700991604894
513 => 0.037751813597206
514 => 0.039115076963881
515 => 0.038364214410226
516 => 0.038867957837571
517 => 0.038822898284013
518 => 0.035213924544072
519 => 0.035711209283191
520 => 0.036484828280712
521 => 0.036136313970945
522 => 0.035643596276722
523 => 0.035245700320786
524 => 0.034642847260593
525 => 0.035491351366048
526 => 0.036607044036369
527 => 0.037780109404498
528 => 0.039189470582018
529 => 0.038874917573968
530 => 0.037753762377616
531 => 0.03780405658072
601 => 0.038114955554269
602 => 0.037712313135372
603 => 0.037593566025526
604 => 0.038098641524862
605 => 0.038102119702241
606 => 0.037638830938339
607 => 0.03712397025821
608 => 0.037121812973161
609 => 0.037030198488096
610 => 0.038332882618712
611 => 0.03904922717433
612 => 0.039131354923184
613 => 0.039043699322472
614 => 0.03907743448426
615 => 0.038660609370921
616 => 0.039613347974366
617 => 0.040487675132969
618 => 0.040253336777188
619 => 0.039902030268713
620 => 0.039622197713498
621 => 0.040187417120386
622 => 0.040162248789935
623 => 0.040480038647985
624 => 0.040465621864381
625 => 0.0403587610878
626 => 0.040253340593523
627 => 0.040671320937138
628 => 0.040550949310736
629 => 0.04043039071395
630 => 0.0401885919915
701 => 0.040221456453732
702 => 0.039870210603278
703 => 0.039707708200941
704 => 0.03726406196758
705 => 0.036611039845582
706 => 0.036816493898654
707 => 0.036884134707537
708 => 0.036599938643173
709 => 0.037007402795492
710 => 0.036943899938965
711 => 0.037190952405785
712 => 0.037036604750287
713 => 0.037042939231907
714 => 0.037496842776338
715 => 0.03762861290633
716 => 0.037561593554701
717 => 0.037608531611293
718 => 0.038690199314144
719 => 0.038536420756585
720 => 0.038454728962802
721 => 0.038477358147971
722 => 0.038753747437267
723 => 0.038831121347974
724 => 0.03850328265134
725 => 0.038657893275886
726 => 0.039316205692191
727 => 0.039546577780642
728 => 0.040281814902102
729 => 0.039969473105108
730 => 0.040542789991327
731 => 0.042304970641433
801 => 0.043712722478365
802 => 0.042418095711317
803 => 0.045003252683726
804 => 0.047016168205489
805 => 0.046938909155078
806 => 0.046587910774284
807 => 0.044296259968884
808 => 0.042187448731167
809 => 0.043951558876372
810 => 0.043956055955925
811 => 0.04380451732994
812 => 0.042863323938726
813 => 0.043771765840081
814 => 0.043843874659234
815 => 0.043803512895791
816 => 0.043081902129492
817 => 0.041980135865315
818 => 0.042195418356079
819 => 0.042548055467595
820 => 0.041880439847688
821 => 0.04166709620487
822 => 0.042063742627157
823 => 0.043341820044327
824 => 0.043100206912009
825 => 0.043093897416689
826 => 0.044127620856657
827 => 0.043387697965121
828 => 0.042198133757718
829 => 0.041897753106924
830 => 0.04083160415726
831 => 0.041567997034285
901 => 0.041594498502955
902 => 0.04119118364996
903 => 0.042230860535243
904 => 0.042221279729714
905 => 0.043208298196807
906 => 0.045095106798683
907 => 0.044537084650896
908 => 0.043888165605657
909 => 0.043958721098448
910 => 0.044732540708569
911 => 0.044264671707706
912 => 0.044432920662515
913 => 0.044732286043625
914 => 0.044912900610873
915 => 0.043932733441721
916 => 0.043704209587776
917 => 0.043236729983579
918 => 0.043114773280764
919 => 0.043495525664101
920 => 0.043395210863272
921 => 0.041592271157132
922 => 0.041403853926378
923 => 0.041409632413848
924 => 0.040935848328367
925 => 0.0402132138768
926 => 0.042112254069257
927 => 0.041959734564753
928 => 0.041791364835851
929 => 0.041811989166937
930 => 0.042636298150039
1001 => 0.042158157311239
1002 => 0.043429373096932
1003 => 0.043168049347638
1004 => 0.042900023630239
1005 => 0.042862974311832
1006 => 0.042759807277513
1007 => 0.04240600913007
1008 => 0.041978776607061
1009 => 0.041696680689123
1010 => 0.038462983857514
1011 => 0.039063139179912
1012 => 0.039753563172451
1013 => 0.039991894767975
1014 => 0.039584212081787
1015 => 0.042422106927376
1016 => 0.042940617662301
1017 => 0.041370014824596
1018 => 0.041076219160953
1019 => 0.042441368122173
1020 => 0.041618016415884
1021 => 0.041988771638812
1022 => 0.041187401639107
1023 => 0.042815723610024
1024 => 0.042803318524791
1025 => 0.042169864500785
1026 => 0.042705255504169
1027 => 0.042612218142005
1028 => 0.041897050109031
1029 => 0.042838395712291
1030 => 0.042838862607966
1031 => 0.042229176882338
1101 => 0.041517197432172
1102 => 0.041389912322686
1103 => 0.041294020091037
1104 => 0.041965188028127
1105 => 0.042566955101833
1106 => 0.043686694435293
1107 => 0.043968223508075
1108 => 0.045067050221595
1109 => 0.044412752414595
1110 => 0.044702794157863
1111 => 0.04501767549909
1112 => 0.045168641193452
1113 => 0.044922650695755
1114 => 0.04662958087697
1115 => 0.046773698083254
1116 => 0.046822019335912
1117 => 0.046246452082741
1118 => 0.04675769051675
1119 => 0.046518498983915
1120 => 0.047140808903031
1121 => 0.047238395044401
1122 => 0.047155743054388
1123 => 0.047186718435951
1124 => 0.045730154649402
1125 => 0.045654624133083
1126 => 0.044624760183677
1127 => 0.04504443735543
1128 => 0.044259870998488
1129 => 0.044508665072203
1130 => 0.0446183311293
1201 => 0.044561047804567
1202 => 0.045068165273042
1203 => 0.044637011827584
1204 => 0.04349912699683
1205 => 0.042360932150114
1206 => 0.042346643040967
1207 => 0.042046976428635
1208 => 0.041830372354596
1209 => 0.041872097983698
1210 => 0.042019144543014
1211 => 0.041821825741252
1212 => 0.041863933711925
1213 => 0.042563206589037
1214 => 0.042703440777555
1215 => 0.042226870211934
1216 => 0.040313370622162
1217 => 0.039843793023181
1218 => 0.0401813160892
1219 => 0.040020001802913
1220 => 0.032299264888027
1221 => 0.03411313750287
1222 => 0.033035395988424
1223 => 0.033532068862784
1224 => 0.032431973856347
1225 => 0.032956996854338
1226 => 0.032860044277379
1227 => 0.035776697765653
1228 => 0.03573115823316
1229 => 0.035752955597466
1230 => 0.034712510606395
1231 => 0.036369967728331
]
'min_raw' => 0.021160083166564
'max_raw' => 0.047238395044401
'avg_raw' => 0.034199239105482
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.02116'
'max' => '$0.047238'
'avg' => '$0.034199'
'bar_min_pct' => 61.631153054957
'bar_max_pct' => 60.119598047091
'min_diff' => 0.0032628418907853
'max_diff' => 0.0071463652485635
'year' => 2035
]
10 => [
'items' => [
101 => 0.037186490706827
102 => 0.037035374034562
103 => 0.037073406845291
104 => 0.036419877148253
105 => 0.035759283193479
106 => 0.035026582832953
107 => 0.036387849538308
108 => 0.03623649991827
109 => 0.036583641492763
110 => 0.037466520256539
111 => 0.037596527508236
112 => 0.037771258572919
113 => 0.037708629924434
114 => 0.039200698417556
115 => 0.039019999078054
116 => 0.039455432495506
117 => 0.038559712919395
118 => 0.037546121196542
119 => 0.037738771846247
120 => 0.037720218039481
121 => 0.037484006784292
122 => 0.037270765824826
123 => 0.036915779707583
124 => 0.038039008310601
125 => 0.037993407280574
126 => 0.0387316349513
127 => 0.038601146039738
128 => 0.037729709152276
129 => 0.037760832691193
130 => 0.037970153447875
131 => 0.038694614976734
201 => 0.038909684483602
202 => 0.038810055718983
203 => 0.039045869614967
204 => 0.039232247303446
205 => 0.039069275783118
206 => 0.041376608834433
207 => 0.040418443284828
208 => 0.040885446506833
209 => 0.040996824023538
210 => 0.040711532856514
211 => 0.040773402295131
212 => 0.040867117636222
213 => 0.041436138835984
214 => 0.042929415111769
215 => 0.043590777009239
216 => 0.045580516908799
217 => 0.043535860110257
218 => 0.043414538637462
219 => 0.043772950877761
220 => 0.044941138834161
221 => 0.045887845450509
222 => 0.046201922651966
223 => 0.046243433138988
224 => 0.046832662848379
225 => 0.047170398329319
226 => 0.046761114863379
227 => 0.046414289979761
228 => 0.045172006296128
229 => 0.045315804015134
301 => 0.046306427701754
302 => 0.047705742006548
303 => 0.0489064992539
304 => 0.048486035916492
305 => 0.051693874380057
306 => 0.052011918460875
307 => 0.051967975052502
308 => 0.052692526799909
309 => 0.051254439133703
310 => 0.050639628794764
311 => 0.046489277456229
312 => 0.047655356891726
313 => 0.049350321832665
314 => 0.04912598686694
315 => 0.047895058020287
316 => 0.04890556548399
317 => 0.048571460115
318 => 0.048307937348433
319 => 0.049515186228478
320 => 0.048187766493817
321 => 0.049337079805389
322 => 0.047863073595175
323 => 0.048487956557601
324 => 0.04813324276594
325 => 0.048362786061231
326 => 0.047020880647295
327 => 0.047744940235743
328 => 0.046990757387928
329 => 0.046990399807061
330 => 0.046973751178895
331 => 0.04786104395479
401 => 0.047889978540357
402 => 0.047234267838346
403 => 0.047139769682059
404 => 0.047489178894338
405 => 0.047080112217178
406 => 0.047271511940786
407 => 0.047085909519824
408 => 0.04704412650548
409 => 0.046711192338396
410 => 0.046567755145
411 => 0.046624000564452
412 => 0.046432005951363
413 => 0.046316322252228
414 => 0.046950738779421
415 => 0.046611795621231
416 => 0.046898790879299
417 => 0.046571723561042
418 => 0.045437965739514
419 => 0.044785929627083
420 => 0.042644366201624
421 => 0.043251710932483
422 => 0.043654381117386
423 => 0.043521298623678
424 => 0.043807211316252
425 => 0.043824764033489
426 => 0.043731810902598
427 => 0.04362418308506
428 => 0.043571795815674
429 => 0.043962247601592
430 => 0.044188918005319
501 => 0.043694794457473
502 => 0.043579028223736
503 => 0.044078614411917
504 => 0.044383361698106
505 => 0.046633444436619
506 => 0.046466751039678
507 => 0.046885118754072
508 => 0.046838016969807
509 => 0.047276532985695
510 => 0.047993321340976
511 => 0.046535890197513
512 => 0.046788849849841
513 => 0.046726829984782
514 => 0.047403946609018
515 => 0.047406060493209
516 => 0.047000095252496
517 => 0.047220175595521
518 => 0.047097332785633
519 => 0.047319326346302
520 => 0.046464524747734
521 => 0.047505580824659
522 => 0.048095792536103
523 => 0.048103987626289
524 => 0.048383743293304
525 => 0.048667991253347
526 => 0.049213580459869
527 => 0.048652775066496
528 => 0.047643940757123
529 => 0.047716775335744
530 => 0.047125296149277
531 => 0.047135239021261
601 => 0.047082163191373
602 => 0.047241447752227
603 => 0.046499478751494
604 => 0.046673617392939
605 => 0.046429822275161
606 => 0.046788319886868
607 => 0.046402635718449
608 => 0.046726800076925
609 => 0.046866698667825
610 => 0.047382927480045
611 => 0.046326388303151
612 => 0.04417203340005
613 => 0.04462490491971
614 => 0.043955072369843
615 => 0.044017067922565
616 => 0.044142308805584
617 => 0.043736362127453
618 => 0.043813803960791
619 => 0.043811037193554
620 => 0.043787194688237
621 => 0.043681592278851
622 => 0.043528447892441
623 => 0.044138527992543
624 => 0.044242192489741
625 => 0.044472625825699
626 => 0.045158239129084
627 => 0.0450897301922
628 => 0.045201471110665
629 => 0.044957541313055
630 => 0.044028383126269
701 => 0.044078840886126
702 => 0.043449631812174
703 => 0.044456535535023
704 => 0.044218087442973
705 => 0.044064358406831
706 => 0.04402241201503
707 => 0.044709724821182
708 => 0.044915379585091
709 => 0.0447872293372
710 => 0.044524389440038
711 => 0.04502911974423
712 => 0.04516416428077
713 => 0.04519439577225
714 => 0.046088681098842
715 => 0.045244376387736
716 => 0.045447608923367
717 => 0.047033171151069
718 => 0.045595285003174
719 => 0.046356965364401
720 => 0.046319685074313
721 => 0.046709334973259
722 => 0.046287722409571
723 => 0.046292948802596
724 => 0.046638931515689
725 => 0.046153061193461
726 => 0.046032752868867
727 => 0.045866547780106
728 => 0.046229450510925
729 => 0.046446994285372
730 => 0.048200237339121
731 => 0.049332912309439
801 => 0.04928373990176
802 => 0.049733083661058
803 => 0.049530650181977
804 => 0.048876939078771
805 => 0.049992744220368
806 => 0.049639656786297
807 => 0.04966876488536
808 => 0.049667681480459
809 => 0.049902453756677
810 => 0.049736096082414
811 => 0.049408188030175
812 => 0.049625868698079
813 => 0.050272302459491
814 => 0.052278852689924
815 => 0.05340174478213
816 => 0.052211253176029
817 => 0.053032438344599
818 => 0.052540019861651
819 => 0.052450532775118
820 => 0.052966297746087
821 => 0.053482965495363
822 => 0.05345005599335
823 => 0.053074981738558
824 => 0.052863111809184
825 => 0.054467461896043
826 => 0.05564951971065
827 => 0.055568911292309
828 => 0.0559246906356
829 => 0.056969269791344
830 => 0.057064773018253
831 => 0.057052741806779
901 => 0.056816027094154
902 => 0.057844550928727
903 => 0.058702563606683
904 => 0.056761234477527
905 => 0.057500467196045
906 => 0.057832332579979
907 => 0.058319609423616
908 => 0.059141727135913
909 => 0.060034765027422
910 => 0.060161050376943
911 => 0.060071444878147
912 => 0.05948246238255
913 => 0.060459635099597
914 => 0.061032039959722
915 => 0.061372893954675
916 => 0.062237242973178
917 => 0.057834382067609
918 => 0.054717818282263
919 => 0.054231121843454
920 => 0.055220838190163
921 => 0.055481818497951
922 => 0.055376617663123
923 => 0.051868641777132
924 => 0.054212653076407
925 => 0.056734612144358
926 => 0.05683149086316
927 => 0.058094036304253
928 => 0.05850517285336
929 => 0.059521687419054
930 => 0.059458104156202
1001 => 0.05970560927667
1002 => 0.059648712135665
1003 => 0.061531591316219
1004 => 0.063608686662633
1005 => 0.063536763455545
1006 => 0.063238156424421
1007 => 0.063681638785705
1008 => 0.065825423778269
1009 => 0.065628058409608
1010 => 0.06581978205372
1011 => 0.068347425378381
1012 => 0.071633721253511
1013 => 0.070106906880801
1014 => 0.073419654740579
1015 => 0.075504853917091
1016 => 0.079110990279249
1017 => 0.078659484246111
1018 => 0.080063326668848
1019 => 0.077851194214641
1020 => 0.07277169095405
1021 => 0.071967840119504
1022 => 0.07357716984701
1023 => 0.077533549945985
1024 => 0.073452569358132
1025 => 0.074278146415974
1026 => 0.074040380167776
1027 => 0.074027710614851
1028 => 0.074511255919202
1029 => 0.073809848235214
1030 => 0.070952187149816
1031 => 0.072261836384952
1101 => 0.071756117920744
1102 => 0.072317250260591
1103 => 0.075345450070167
1104 => 0.074006610751087
1105 => 0.072596252286909
1106 => 0.074365154784585
1107 => 0.076617575524973
1108 => 0.076476623083029
1109 => 0.076203116432107
1110 => 0.077744859103011
1111 => 0.080291366307127
1112 => 0.080979676971704
1113 => 0.081487773832404
1114 => 0.081557831805127
1115 => 0.082279472464968
1116 => 0.078399028760142
1117 => 0.084557392576563
1118 => 0.085620771886292
1119 => 0.08542090064862
1120 => 0.086602801997541
1121 => 0.086255056638745
1122 => 0.085751228173425
1123 => 0.087624793209092
1124 => 0.085476902084602
1125 => 0.082428241045361
1126 => 0.080755685303556
1127 => 0.082958241625588
1128 => 0.084303265912831
1129 => 0.085192241407087
1130 => 0.085461244854515
1201 => 0.078700256558741
1202 => 0.07505645884892
1203 => 0.07739209140469
1204 => 0.080241724319477
1205 => 0.078383198905419
1206 => 0.078456049582996
1207 => 0.075806280754436
1208 => 0.080476170064537
1209 => 0.079795806472007
1210 => 0.083325533993597
1211 => 0.082483136192736
1212 => 0.08536149196336
1213 => 0.084603524424748
1214 => 0.087749805300131
1215 => 0.089004941923475
1216 => 0.091112511660487
1217 => 0.092662848538385
1218 => 0.093573236006306
1219 => 0.093518579757509
1220 => 0.097125988458646
1221 => 0.094998825580846
1222 => 0.092326607672532
1223 => 0.09227827568131
1224 => 0.093662255201647
1225 => 0.096562696600032
1226 => 0.097314738854928
1227 => 0.097735027879923
1228 => 0.097091340607777
1229 => 0.094782457759062
1230 => 0.093785493851288
1231 => 0.094634935985536
]
'min_raw' => 0.035026582832953
'max_raw' => 0.097735027879923
'avg_raw' => 0.066380805356438
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.035026'
'max' => '$0.097735'
'avg' => '$0.06638'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.013866499666389
'max_diff' => 0.050496632835522
'year' => 2036
]
11 => [
'items' => [
101 => 0.093596141248746
102 => 0.095389392398771
103 => 0.097851909245532
104 => 0.097343409254523
105 => 0.099043248485888
106 => 0.10080240326205
107 => 0.10331807360054
108 => 0.10397576298203
109 => 0.10506289851994
110 => 0.10618191809386
111 => 0.10654131702259
112 => 0.10722752109246
113 => 0.10722390445829
114 => 0.1092918266097
115 => 0.11157280878093
116 => 0.11243382674571
117 => 0.11441369007891
118 => 0.11102324350349
119 => 0.11359493617759
120 => 0.11591466734327
121 => 0.11314898821625
122 => 0.11696083257225
123 => 0.11710883785077
124 => 0.11934354183644
125 => 0.11707824122949
126 => 0.11573311296017
127 => 0.11961644787239
128 => 0.1214954713125
129 => 0.12092949416034
130 => 0.11662238008664
131 => 0.11411545495493
201 => 0.10755434833551
202 => 0.11532626254493
203 => 0.11911173524649
204 => 0.11661257662684
205 => 0.11787300686722
206 => 0.12474950556282
207 => 0.12736763104579
208 => 0.12682307924741
209 => 0.12691509953725
210 => 0.12832779252552
211 => 0.13459245121975
212 => 0.13083852251651
213 => 0.13370826035311
214 => 0.13523035895403
215 => 0.13664416896204
216 => 0.13317229842161
217 => 0.12865544586041
218 => 0.1272247690497
219 => 0.11636408455515
220 => 0.11579873876165
221 => 0.11548139303603
222 => 0.11348057312541
223 => 0.11190847674636
224 => 0.11065828733755
225 => 0.10737741699066
226 => 0.10848461442177
227 => 0.10325559185969
228 => 0.10660093518973
301 => 0.098255288921483
302 => 0.1052057911259
303 => 0.10142294877659
304 => 0.10396302567493
305 => 0.10395416358592
306 => 0.099277076683964
307 => 0.096579430567228
308 => 0.09829847566677
309 => 0.10014142847145
310 => 0.10044044136357
311 => 0.10282987778083
312 => 0.10349671812412
313 => 0.10147616075214
314 => 0.098082343952545
315 => 0.098870650190372
316 => 0.096563455566479
317 => 0.092520185733066
318 => 0.095424132716142
319 => 0.0964156678937
320 => 0.096853586314622
321 => 0.092877494806139
322 => 0.091628120529027
323 => 0.090962964147158
324 => 0.097569080468418
325 => 0.097930978432962
326 => 0.096079457279144
327 => 0.10444850846284
328 => 0.10255433442763
329 => 0.10467059090887
330 => 0.098799119661924
331 => 0.099023417770542
401 => 0.096243769187739
402 => 0.097800186657923
403 => 0.096700160955674
404 => 0.097674443507149
405 => 0.098258424451387
406 => 0.10103761692121
407 => 0.10523752503962
408 => 0.10062249824412
409 => 0.098611664980916
410 => 0.099859174628051
411 => 0.10318145721327
412 => 0.1082148853944
413 => 0.10523499460399
414 => 0.10655741953495
415 => 0.10684631055177
416 => 0.10464904940448
417 => 0.10829590154704
418 => 0.11025027923721
419 => 0.11225506634585
420 => 0.11399576681943
421 => 0.11145431028845
422 => 0.11417403308008
423 => 0.11198241660573
424 => 0.11001631006309
425 => 0.11001929183514
426 => 0.10878592448071
427 => 0.10639611981721
428 => 0.10595540317108
429 => 0.10824806682063
430 => 0.11008656595151
501 => 0.11023799354575
502 => 0.1112558811301
503 => 0.11185825651744
504 => 0.11776235420304
505 => 0.12013703113345
506 => 0.12304074113361
507 => 0.12417189982281
508 => 0.12757628193444
509 => 0.1248269668889
510 => 0.12423213528479
511 => 0.11597421784686
512 => 0.11732645136471
513 => 0.1194915076979
514 => 0.11600991882836
515 => 0.11821818561479
516 => 0.11865414425592
517 => 0.11589161577082
518 => 0.11736720159652
519 => 0.11344848312416
520 => 0.1053229423937
521 => 0.10830494759668
522 => 0.11050070715817
523 => 0.10736708752872
524 => 0.11298397942669
525 => 0.10970270713608
526 => 0.10866270134881
527 => 0.10460526798381
528 => 0.10652022034716
529 => 0.10911022083806
530 => 0.10750990165455
531 => 0.11083080424946
601 => 0.11553408797621
602 => 0.11888592804528
603 => 0.11914324070582
604 => 0.11698823209725
605 => 0.12044164714556
606 => 0.12046680150401
607 => 0.1165713352219
608 => 0.11418538381415
609 => 0.11364329063423
610 => 0.11499754568131
611 => 0.11664186131774
612 => 0.11923448877978
613 => 0.1208011592563
614 => 0.12488620496123
615 => 0.12599150120155
616 => 0.12720588666478
617 => 0.12882868014625
618 => 0.13077725979648
619 => 0.12651387845449
620 => 0.12668327054315
621 => 0.12271326886802
622 => 0.11847075272232
623 => 0.1216902936398
624 => 0.12589941511183
625 => 0.12493383799548
626 => 0.12482519084494
627 => 0.12500790521595
628 => 0.12427989160302
629 => 0.12098711301319
630 => 0.11933350021927
701 => 0.12146708260505
702 => 0.12260098668826
703 => 0.1243595730345
704 => 0.12414279014807
705 => 0.1286727197176
706 => 0.13043291337036
707 => 0.12998258051105
708 => 0.13006545259503
709 => 0.13325219912554
710 => 0.13679651667187
711 => 0.14011623776791
712 => 0.14349320065214
713 => 0.1394221400901
714 => 0.1373551066048
715 => 0.13948775753526
716 => 0.13835614293232
717 => 0.14485873609948
718 => 0.1453089615419
719 => 0.15181108449756
720 => 0.15798237344087
721 => 0.1541062974257
722 => 0.15776126252571
723 => 0.16171440527505
724 => 0.16934065901282
725 => 0.16677240504878
726 => 0.16480516276199
727 => 0.16294612830663
728 => 0.16681448389483
729 => 0.17179106156057
730 => 0.1728629687247
731 => 0.17459986783065
801 => 0.17277373079866
802 => 0.17497311171129
803 => 0.18273789278981
804 => 0.18063978040078
805 => 0.17766012351995
806 => 0.18378967244394
807 => 0.18600793237151
808 => 0.20157684225497
809 => 0.22123323410242
810 => 0.21309535880675
811 => 0.20804391700313
812 => 0.20923112564878
813 => 0.21640897454061
814 => 0.21871427179113
815 => 0.2124476791806
816 => 0.21466114563137
817 => 0.22685756339831
818 => 0.23340055022234
819 => 0.22451429527494
820 => 0.19999747030903
821 => 0.17739183801896
822 => 0.18338786964718
823 => 0.18270810573906
824 => 0.19581163509554
825 => 0.18058974111419
826 => 0.18084603877011
827 => 0.1942205352368
828 => 0.19065244887641
829 => 0.18487260593854
830 => 0.17743403726877
831 => 0.16368315509837
901 => 0.15150361528834
902 => 0.17539049763632
903 => 0.174360451834
904 => 0.172868792868
905 => 0.17618831848247
906 => 0.19230699260255
907 => 0.19193540499302
908 => 0.18957155420689
909 => 0.19136451419415
910 => 0.18455829138394
911 => 0.18631240997694
912 => 0.17738825717131
913 => 0.181422346945
914 => 0.18486020499145
915 => 0.18555040589264
916 => 0.18710546376554
917 => 0.17381766450182
918 => 0.17978349626194
919 => 0.18328786349817
920 => 0.16745500483491
921 => 0.18297489878892
922 => 0.17358635347932
923 => 0.17039974019003
924 => 0.17469009517968
925 => 0.17301813966771
926 => 0.17158069049903
927 => 0.1707785691644
928 => 0.1739289323596
929 => 0.17378196415105
930 => 0.16862735850455
1001 => 0.16190338556729
1002 => 0.16416017159192
1003 => 0.16334026007169
1004 => 0.16036879495169
1005 => 0.1623712036665
1006 => 0.15355360908231
1007 => 0.13838339589889
1008 => 0.14840530340406
1009 => 0.14801947086684
1010 => 0.14782491660547
1011 => 0.15535610311042
1012 => 0.15463215330201
1013 => 0.15331817731079
1014 => 0.16034466275218
1015 => 0.15777990104651
1016 => 0.16568389228953
1017 => 0.17088997212028
1018 => 0.16956954187616
1019 => 0.17446588512015
1020 => 0.16421216338386
1021 => 0.16761803843675
1022 => 0.16831998456481
1023 => 0.16025795701252
1024 => 0.1547506004439
1025 => 0.15438332254923
1026 => 0.14483432521973
1027 => 0.14993532251634
1028 => 0.15442398904374
1029 => 0.15227426611171
1030 => 0.15159372805257
1031 => 0.155070449406
1101 => 0.15534062043127
1102 => 0.14918069242376
1103 => 0.15046153651607
1104 => 0.15580286930362
1105 => 0.15032694863427
1106 => 0.13968812926029
1107 => 0.13704955496235
1108 => 0.13669752051244
1109 => 0.12954149774847
1110 => 0.13722587711378
1111 => 0.13387143959226
1112 => 0.1444680675304
1113 => 0.13841533048299
1114 => 0.13815440908633
1115 => 0.13775998812643
1116 => 0.13160050372191
1117 => 0.13294903935084
1118 => 0.1374317771692
1119 => 0.13903126852444
1120 => 0.13886442847184
1121 => 0.13740980930834
1122 => 0.13807572651254
1123 => 0.13593057517688
1124 => 0.1351730775928
1125 => 0.1327822068513
1126 => 0.12926828735621
1127 => 0.12975691941412
1128 => 0.12279492542729
1129 => 0.11900166160227
1130 => 0.11795173616992
1201 => 0.11654773200238
1202 => 0.11811032217656
1203 => 0.12277520297305
1204 => 0.11714836702281
1205 => 0.10750155146277
1206 => 0.10808134151531
1207 => 0.10938395762213
1208 => 0.10695654112473
1209 => 0.10465919512756
1210 => 0.10665655108252
1211 => 0.10256906815801
1212 => 0.10987791040538
1213 => 0.10968022670538
1214 => 0.11240451111943
1215 => 0.11410806207147
1216 => 0.11018192865818
1217 => 0.10919451672213
1218 => 0.10975699143627
1219 => 0.10046053733937
1220 => 0.11164479248583
1221 => 0.11174151438877
1222 => 0.11091332273421
1223 => 0.11686859332456
1224 => 0.12943607176569
1225 => 0.12470768085049
1226 => 0.12287670497175
1227 => 0.11939601848783
1228 => 0.12403382656494
1229 => 0.12367771526569
1230 => 0.1220672449193
1231 => 0.12109322742884
]
'min_raw' => 0.090962964147158
'max_raw' => 0.23340055022234
'avg_raw' => 0.16218175718475
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$0.090962'
'max' => '$0.23340055'
'avg' => '$0.162181'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.055936381314205
'max_diff' => 0.13566552234242
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.0028552235035283
]
1 => [
'year' => 2028
'avg' => 0.0049003924093601
]
2 => [
'year' => 2029
'avg' => 0.013386988852572
]
3 => [
'year' => 2030
'avg' => 0.010328041963257
]
4 => [
'year' => 2031
'avg' => 0.010143417148068
]
5 => [
'year' => 2032
'avg' => 0.017784602511423
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.0028552235035283
'min' => '$0.002855'
'max_raw' => 0.017784602511423
'max' => '$0.017784'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.017784602511423
]
1 => [
'year' => 2033
'avg' => 0.045743826428491
]
2 => [
'year' => 2034
'avg' => 0.028994635535808
]
3 => [
'year' => 2035
'avg' => 0.034199239105482
]
4 => [
'year' => 2036
'avg' => 0.066380805356438
]
5 => [
'year' => 2037
'avg' => 0.16218175718475
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.017784602511423
'min' => '$0.017784'
'max_raw' => 0.16218175718475
'max' => '$0.162181'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 0.16218175718475
]
]
]
]
'prediction_2025_max_price' => '$0.004881'
'last_price' => 0.00473363
'sma_50day_nextmonth' => '$0.003419'
'sma_200day_nextmonth' => '$0.002993'
'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' => '$0.003825'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.0032069'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.00272'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.001961'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.002282'
'daily_sma50_action' => 'BUY'
'daily_sma100' => '$0.003141'
'daily_sma100_action' => 'BUY'
'daily_sma200' => '$0.002589'
'daily_sma200_action' => 'BUY'
'daily_ema3' => '$0.003945'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.003517'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.002917'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.002372'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$0.002379'
'daily_ema50_action' => 'BUY'
'daily_ema100' => '$0.002607'
'daily_ema100_action' => 'BUY'
'daily_ema200' => '$0.002958'
'daily_ema200_action' => 'BUY'
'weekly_sma21' => '$0.002943'
'weekly_sma21_action' => 'BUY'
'weekly_sma50' => '$0.002321'
'weekly_sma50_action' => 'BUY'
'weekly_sma100' => '$0.0207099'
'weekly_sma100_action' => 'SELL'
'weekly_sma200' => '—'
'weekly_sma200_action' => '—'
'weekly_ema3' => '$0.003552'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$0.003092'
'weekly_ema5_action' => 'BUY'
'weekly_ema10' => '$0.002896'
'weekly_ema10_action' => 'BUY'
'weekly_ema21' => '$0.002844'
'weekly_ema21_action' => 'BUY'
'weekly_ema50' => '$0.0078087'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.03165'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$0.023173'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '80.41'
'rsi_14_action' => 'SELL'
'stoch_rsi_14' => 116.62
'stoch_rsi_14_action' => 'SELL'
'momentum_10' => 0
'momentum_10_action' => 'BUY'
'vwma_10' => '0.002721'
'vwma_10_action' => 'BUY'
'hma_9' => '0.003861'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 100
'stochastic_fast_14_action' => 'SELL'
'cci_20' => 247.2
'cci_20_action' => 'SELL'
'adx_14' => 27.14
'adx_14_action' => 'SELL'
'ao_5_34' => '0.001657'
'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' => 87.49
'ultimate_oscillator_action' => 'SELL'
'ichimoku_cloud' => '-0.000432'
'ichimoku_cloud_action' => 'NEUTRAL'
'sell_signals' => 6
'buy_signals' => 29
'sell_pct' => 17.14
'buy_pct' => 82.86
'overall_action' => 'bullish'
'overall_action_label' => 'Haussier'
'overall_action_dir' => 1
'last_updated' => 1767697635
'last_updated_date' => '6 janvier 2026'
]
Prévision du prix de SuperCells pour 2026
La prévision du prix de SuperCells pour 2026 suggère que le prix moyen pourrait varier entre $0.001635 à la baisse et $0.004881 à la hausse. Sur le marché des cryptomonnaies, comparé au prix moyen d'aujourd'hui, SuperCells pourrait potentiellement gagner 3.13% d'ici 2026 si SCT atteint l'objectif de prix prévu.
Prévision du prix de SuperCells de 2027 à 2032
La prévision du prix de SCT pour 2027-2032 se situe actuellement dans une fourchette de prix comprise entre $0.002855 à la baisse et $0.017784 à la hausse. Compte tenu de la volatilité des prix sur le marché, si SuperCells atteint l'objectif de prix le plus élevé, il pourrait gagner 275.71% d'ici 2032 par rapport au prix actuel.
| Prévision du Prix de SuperCells | Potentiel Bas ($) | Prix Moyen ($) | Potentiel Haut ($) |
|---|---|---|---|
| 2027 | $0.001574 | $0.002855 | $0.004136 |
| 2028 | $0.002841 | $0.00490039 | $0.006959 |
| 2029 | $0.006241 | $0.013386 | $0.020532 |
| 2030 | $0.0053082 | $0.010328 | $0.015347 |
| 2031 | $0.006276 | $0.010143 | $0.01401 |
| 2032 | $0.009579 | $0.017784 | $0.025989 |
Prévision du prix de SuperCells de 2032 à 2037
La prévision du prix de SuperCells pour 2032-2037 est actuellement estimée entre $0.017784 à la baisse et $0.162181 à la hausse. Par rapport au prix actuel, SuperCells pourrait potentiellement gagner 3326.16% d'ici 2037 s'il atteint l'objectif de prix le plus élevé. Veuillez noter que ces informations sont à titre général seulement et ne doivent pas être considérées comme un conseil en investissement à long terme.
| Prévision du Prix de SuperCells | Potentiel Bas ($) | Prix Moyen ($) | Potentiel Haut ($) |
|---|---|---|---|
| 2032 | $0.009579 | $0.017784 | $0.025989 |
| 2033 | $0.022261 | $0.045743 | $0.069226 |
| 2034 | $0.017897 | $0.028994 | $0.040092 |
| 2035 | $0.02116 | $0.034199 | $0.047238 |
| 2036 | $0.035026 | $0.06638 | $0.097735 |
| 2037 | $0.090962 | $0.162181 | $0.23340055 |
SuperCells Histogramme des prix potentiels
Prévision du prix de SuperCells basée sur l'analyse technique
Au 6 janvier 2026, le sentiment global de prévision du prix pour SuperCells est Haussier, avec 29 indicateurs techniques montrant des signaux haussiers et 6 indiquant des signaux baissiers. La prévision du prix de SCT a été mise à jour pour la dernière fois le 6 janvier 2026.
Moyennes Mobiles Simples sur 50 et 200 jours de SuperCells et Indice de Force Relative sur 14 jours - RSI (14)
Selon nos indicateurs techniques, le SMA sur 200 jours de SuperCells devrait augmenter au cours du prochain mois, atteignant $0.002993 d'ici le 4 févr. 2026. Le SMA à court terme sur 50 jours pour SuperCells devrait atteindre $0.003419 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 80.41, ce qui suggère que le marché de SCT est dans un état SELL.
Moyennes Mobiles et Oscillateurs Populaires de SCT 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 | $0.003825 | BUY |
| SMA 5 | $0.0032069 | BUY |
| SMA 10 | $0.00272 | BUY |
| SMA 21 | $0.001961 | BUY |
| SMA 50 | $0.002282 | BUY |
| SMA 100 | $0.003141 | BUY |
| SMA 200 | $0.002589 | BUY |
Moyenne Mobile Exponentielle Quotidienne (EMA)
| Période | Valeur | Action |
|---|---|---|
| EMA 3 | $0.003945 | BUY |
| EMA 5 | $0.003517 | BUY |
| EMA 10 | $0.002917 | BUY |
| EMA 21 | $0.002372 | BUY |
| EMA 50 | $0.002379 | BUY |
| EMA 100 | $0.002607 | BUY |
| EMA 200 | $0.002958 | BUY |
Moyenne Mobile Simple Hebdomadaire (SMA)
| Période | Valeur | Action |
|---|---|---|
| SMA 21 | $0.002943 | BUY |
| SMA 50 | $0.002321 | BUY |
| SMA 100 | $0.0207099 | SELL |
| SMA 200 | — | — |
Moyenne Mobile Exponentielle Hebdomadaire (EMA)
| Période | Valeur | Action |
|---|---|---|
| EMA 21 | $0.002844 | BUY |
| EMA 50 | $0.0078087 | SELL |
| EMA 100 | $0.03165 | SELL |
| EMA 200 | $0.023173 | SELL |
Oscillateurs de SuperCells
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) | 80.41 | SELL |
| Stoch RSI (14) | 116.62 | SELL |
| Stochastique Rapide (14) | 100 | SELL |
| Indice de Canal des Matières Premières (20) | 247.2 | SELL |
| Indice Directionnel Moyen (14) | 27.14 | SELL |
| Oscillateur Impressionnant (5, 34) | 0.001657 | BUY |
| Momentum (10) | 0 | BUY |
| MACD (12, 26) | 0 | BUY |
| Plage de Pourcentage de Williams (14) | -0 | SELL |
| Oscillateur Ultime (7, 14, 28) | 87.49 | SELL |
| VWMA (10) | 0.002721 | BUY |
| Moyenne Mobile de Hull (9) | 0.003861 | BUY |
| Nuage Ichimoku B/L (9, 26, 52, 26) | -0.000432 | NEUTRAL |
Prévision du cours de SuperCells basée sur les flux monétaires mondiaux
Définitions des flux monétaires mondiaux utilisés pour la prédiction du cours de SuperCells
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 SuperCells par des sociétés Internet ou des niches technologiques
| Comparaison | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Action Facebook | $0.006651 | $0.009346 | $0.013133 | $0.018454 | $0.025931 | $0.036438 |
| Action Amazon.com | $0.009877 | $0.0206089 | $0.0430017 | $0.089725 | $0.187218 | $0.390641 |
| Action Apple | $0.006714 | $0.009523 | $0.0135086 | $0.019161 | $0.027178 | $0.03855 |
| Action Netflix | $0.007468 | $0.011784 | $0.018594 | $0.029339 | $0.046292 | $0.073042 |
| Action Google | $0.00613 | $0.007938 | $0.01028 | $0.013312 | $0.017239 | $0.022325 |
| Action Tesla | $0.01073 | $0.024325 | $0.055144 | $0.1250093 | $0.283386 | $0.642416 |
| Action Kodak | $0.003549 | $0.002661 | $0.001996 | $0.001496 | $0.001122 | $0.000841 |
| Action Nokia | $0.003135 | $0.002077 | $0.001376 | $0.000911 | $0.0006039 | $0.000400078 |
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 SuperCells
Vous vous posez peut-être des questions telles que : "Devrais-je investir dans SuperCells maintenant ?", "Devrais-je acheter SCT aujourd'hui ?", " SuperCells sera-t-il un bon ou un mauvais investissement à court ou à long terme ?".
Nous mettons régulièrement à jour les prévisions de SuperCells avec de nouvelles valeurs. Regardez nos prévisions similaires. Nous faisons une prévision des cours futurs pour une grande quantité de devises numériques comme SuperCells 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 SuperCells afin de prendre une décision responsable concernant cet investissement.
Le cours de SuperCells est de $0.004733 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 SuperCells basée sur le modèle de croissance du Bitcoin
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Si SuperCells présente 1 % de la précédente croissance annuelle moyenne du Bitcoin | $0.004856 | $0.004982 | $0.005112 | $0.005245 |
| Si SuperCells présente 2 % de la précédente croissance annuelle moyenne du Bitcoin | $0.004979 | $0.005238 | $0.00551 | $0.005797 |
| Si SuperCells présente 5 % de la précédente croissance annuelle moyenne du Bitcoin | $0.005348 | $0.006044 | $0.006829 | $0.007717 |
| Si SuperCells présente 10 % de la précédente croissance annuelle moyenne du Bitcoin | $0.005964 | $0.007514 | $0.009467 | $0.011928 |
| Si SuperCells présente 20 % de la précédente croissance annuelle moyenne du Bitcoin | $0.007194 | $0.010934 | $0.016619 | $0.025258 |
| Si SuperCells présente 50 % de la précédente croissance annuelle moyenne du Bitcoin | $0.010885 | $0.025033 | $0.057568 | $0.132388 |
| Si SuperCells présente 100 % de la précédente croissance annuelle moyenne du Bitcoin | $0.017037 | $0.061324 | $0.220727 | $0.794468 |
Boîte à questions
Est-ce que SCT est un bon investissement ?
La décision d'acquérir SuperCells dépend entièrement de votre tolérance individuelle au risque. Comme vous pouvez le discerner, la valeur de SuperCells a connu une hausse de 13.06% au cours des 24 heures précédentes, et SuperCells a enregistré une déclin de sur une période de 30 jours précédents. Par conséquent, la détermination de si investir ou non dans SuperCells dépendra de la mesure dans laquelle cet investissement s'aligne avec vos aspirations de trading.
Est-ce que SuperCells peut monter ?
Il semble que la valeur moyenne de SuperCells pourrait potentiellement s'envoler jusqu'à $0.004881 pour la fin de cette année. En regardant les perspectives de SuperCells sur une période de cinq ans plus longue, la monnaie numérique pourrait potentiellement croître jusqu'à $0.015347. 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 SuperCells la semaine prochaine ?
Basé sur notre nouveau pronostic expérimental de SuperCells, le prix de SuperCells va augmenter de 0.86% durant la prochaine semaine et atteindre $0.004774 d'ici 13 janvier 2026.
Quel sera le prix de SuperCells le mois prochain ?
Basé sur notre nouveau pronostic expérimental de SuperCells, le prix de SuperCells va diminuer de -11.62% durant le prochain mois et atteindre $0.004183 d'ici 5 février 2026.
Jusqu'où le prix de SuperCells peut-il monter cette année en 2026 ?
Selon notre prédiction la plus récente sur la valeur de SuperCells en 2026, SCT devrait fluctuer dans la fourchette de $0.001635 et $0.004881. Cependant, il est crucial de garder à l'esprit que le marché des cryptomonnaies est exceptionnellement instable, et cette prévision de prix de SuperCells ne prend pas en compte les fluctuations de prix soudaines et extrêmes.
Où sera SuperCells dans 5 ans ?
L'avenir de SuperCells semble suivre une tendance haussière, avec un prix maximum de $0.015347 prévue après une période de cinq ans. Selon la prévision de SuperCells pour 2030, la valeur de SuperCells pourrait potentiellement atteindre son point le plus élevé d'environ $0.015347, tandis que son point le plus bas devrait être autour de $0.0053082.
Combien vaudra SuperCells en 2026 ?
Basé sur notre nouvelle simulation expérimentale de prédiction de prix de SuperCells, il est attendu que la valeur de SCT en 2026 augmente de 3.13% jusqu'à $0.004881 si le meilleur scénario se produit. Le prix sera entre $0.004881 et $0.001635 durant 2026.
Combien vaudra SuperCells en 2027 ?
Selon notre dernière simulation expérimentale pour la prédiction de prix de SuperCells, le valeur de SCT pourrait diminuer de -12.62% jusqu'à $0.004136 en 2027, en supposant les conditions les plus favorables. Il est prévu que le prix fluctue entre $0.004136 et $0.001574 tout au long de l'année.
Combien vaudra SuperCells en 2028 ?
Notre nouveau modèle expérimental de prédiction de prix de SuperCells suggère que la valeur de SCT en 2028 pourrait augmenter de 47.02%, atteignant $0.006959 dans le meilleur scénario. Il est prévu que le prix oscille entre $0.006959 et $0.002841 durant l'année.
Combien vaudra SuperCells en 2029 ?
Basé sur notre modèle de prévision expérimental, la valeur de SuperCells pourrait connaître un 333.75% croissance en 2029, atteignant potentiellement $0.020532 sous des conditions optimales. Le range de prix prévu pour 2029 se situe entre $0.020532 et $0.006241.
Combien vaudra SuperCells en 2030 ?
En utilisant notre nouvelle simulation expérimentale pour les prédictions de prix de SuperCells, il est prévu que la valeur de SCT en 2030 augmente de 224.23%, atteignant $0.015347 dans le meilleur scénario. Il est prévu que le prix oscille entre $0.015347 et $0.0053082 au cours de 2030.
Combien vaudra SuperCells en 2031 ?
Notre simulation expérimentale indique que le prix de SuperCells pourrait augmenter de 195.98% en 2031, atteignant potentiellement $0.01401 dans des conditions idéales. Il est probable que le prix fluctue entre $0.01401 et $0.006276 durant l'année.
Combien vaudra SuperCells en 2032 ?
Basé sur les résultats de notre dernière prédiction expérimentale de prix de SuperCells, SCT pourrait connaître une 449.04% hausse en valeur, atteignant $0.025989 si le scénario le plus positif se réalise en 2032. Il est prévu que le prix reste dans une fourchette de $0.025989 et $0.009579 tout au long de l'année.
Combien vaudra SuperCells en 2033 ?
Selon notre prédiction expérimentale de prix de SuperCells, la valeur de SCT est anticipée à augmenter de 1362.43% en 2033, avec le prix potentiel le plus élevé étant $0.069226. Tout au long de l'année, le prix de SCT pourrait osciller entre $0.069226 et $0.022261.
Combien vaudra SuperCells en 2034 ?
Les résultats de notre nouvelle simulation de prédiction de prix de SuperCells suggèrent que SCT pourrait augmenter de 746.96% en 2034, atteignant potentiellement $0.040092 dans les meilleures circonstances. La fourchette de prix prévue pour l'année est entre $0.040092 et $0.017897.
Combien vaudra SuperCells en 2035 ?
Basé sur notre prédiction expérimentale pour le prix de SuperCells, SCT pourrait augmenter de 897.93%, avec la valeur potentiellement atteignant $0.047238 en 2035. La fourchette de prix attendue pour l'année se situe entre $0.047238 et $0.02116.
Combien vaudra SuperCells en 2036 ?
Notre récente simulation de prédiction de prix de SuperCells suggère que la valeur de SCT pourrait augmenter de 1964.7% en 2036, pouvant atteindre $0.097735 si les conditions sont optimales. La fourchette de prix attendue pour 2036 est entre $0.097735 et $0.035026.
Combien vaudra SuperCells en 2037 ?
Selon la simulation expérimentale, la valeur de SuperCells pourrait augmenter de 4830.69% en 2037, avec un maximum de $0.23340055 sous des conditions favorables. Il est prévu que le prix chute entre $0.23340055 et $0.090962 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 PANTIESPrévision 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 dogwifsaudihatPrévision 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
Comment lire et prédire les mouvements de prix de SuperCells ?
Les traders de SuperCells 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 SuperCells
Les moyennes mobiles sont des outils populaires pour la prédiction du prix de SuperCells. Une moyenne mobile simple (SMA) calcule le prix de clôture moyen de SCT 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 SCT 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 SCT.
Comment lire les graphiques de SuperCells 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 SuperCells 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 SCT 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 SuperCells ?
L'action du prix de SuperCells 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 SCT. La capitalisation boursière de SuperCells peut changer rapidement.
Les traders surveillent souvent l'activité des « baleines » de SCT, de grands détenteurs de SuperCells, car leurs actions peuvent influencer significativement les mouvements de prix sur le marché relativement petit de SuperCells.
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


