Prédiction du prix de Tag Protocol jusqu'à $0.002719 d'ici 2026
| Année | Prix min. | Prix max. |
|---|---|---|
| 2026 | $0.000911 | $0.002719 |
| 2027 | $0.000877 | $0.002304 |
| 2028 | $0.001582 | $0.003876 |
| 2029 | $0.003477 | $0.011437 |
| 2030 | $0.002957 | $0.008549 |
| 2031 | $0.003496 | $0.007805 |
| 2032 | $0.005336 | $0.014477 |
| 2033 | $0.0124012 | $0.038563 |
| 2034 | $0.00997 | $0.022334 |
| 2035 | $0.011787 | $0.026315 |
Calculateur de profit d’investissement
Si vous ouvrez une position short de $10,000.00 sur Tag Protocol aujourd’hui et la fermez le Apr 06, 2026, notre prévision indique que vous pourriez gagner environ $3,955.18, soit un rendement de 39.55% sur les 90 prochains jours.
Prévision du prix à long terme de Tag Protocol pour 2027, 2028, 2029, 2030, 2031, 2032 et 2037
[
'name' => 'Tag Protocol'
'name_with_ticker' => 'Tag Protocol <small>TAG</small>'
'name_lang' => 'Tag Protocol'
'name_lang_with_ticker' => 'Tag Protocol <small>TAG</small>'
'name_with_lang' => 'Tag Protocol'
'name_with_lang_with_ticker' => 'Tag Protocol <small>TAG</small>'
'image' => '/uploads/coins/tag-protocol.png?ts=1637323354'
'price_for_sd' => 0.002636
'ticker' => 'TAG'
'marketcap' => '$208K'
'low24h' => '$0'
'high24h' => '$0'
'volume24h' => '$1.07K'
'current_supply' => '79.59M'
'max_supply' => '79.59M'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.002636'
'change_24h_pct' => '0%'
'ath_price' => '$0.3556'
'ath_days' => 1508
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '20 nov. 2021'
'ath_pct' => '2.39%'
'fdv' => '$209.89K'
'new_prediction' => true
'change_24h_pct_is_increased' => false
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$0.13002'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.002659'
'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' => '$0.00233'
'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' => '$0.000911'
'current_year_max_price_prediction' => '$0.002719'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.002957'
'grand_prediction_max_price' => '$0.008549'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.0026869391944538
107 => 0.0026969712500469
108 => 0.0027195739835478
109 => 0.0025264361005114
110 => 0.0026131493397644
111 => 0.0026640852438938
112 => 0.0024339549759732
113 => 0.0026595363084222
114 => 0.0025230739996608
115 => 0.002476756642472
116 => 0.0025391168620789
117 => 0.0025148150238508
118 => 0.0024939217303941
119 => 0.0024822629136529
120 => 0.0025280533764859
121 => 0.0025259171966633
122 => 0.0024509951119227
123 => 0.0023532623065934
124 => 0.0023860646440319
125 => 0.0023741472473169
126 => 0.0023309570642472
127 => 0.0023600620328336
128 => 0.0022318984808665
129 => 0.0020113997510689
130 => 0.0021570679660319
131 => 0.0021514598982124
201 => 0.0021486320561121
202 => 0.0022580976936831
203 => 0.0022475750984326
204 => 0.0022284764850154
205 => 0.0023306063032345
206 => 0.0022933275457446
207 => 0.0024082118923484
208 => 0.0024838821532754
209 => 0.0024646897274278
210 => 0.0025358579735757
211 => 0.0023868203436351
212 => 0.0024363246659495
213 => 0.0024465274381684
214 => 0.0023293460371308
215 => 0.0022492967251508
216 => 0.0022439583486706
217 => 0.0021051638731719
218 => 0.0021793067616735
219 => 0.0022445494353137
220 => 0.002213303257676
221 => 0.0022034116512889
222 => 0.0022539457230928
223 => 0.002257872653267
224 => 0.0021683382291374
225 => 0.0021869552711004
226 => 0.0022645914309119
227 => 0.0021849990390671
228 => 0.0020303640230559
301 => 0.0019920124010888
302 => 0.0019868955877578
303 => 0.0018828829472775
304 => 0.0019945752398541
305 => 0.001945818560977
306 => 0.0020998403253549
307 => 0.0020118639195776
308 => 0.0020080714325607
309 => 0.0020023385321979
310 => 0.0019128105558284
311 => 0.0019324114928536
312 => 0.0019975679928323
313 => 0.0020208165660653
314 => 0.0020183915494071
315 => 0.0019972486904364
316 => 0.0020069277830043
317 => 0.0019757480534239
318 => 0.0019647378419591
319 => 0.001929986585979
320 => 0.0018789118399678
321 => 0.0018860140966602
322 => 0.0017848216603777
323 => 0.0017296866504018
324 => 0.0017144260063083
325 => 0.0016940188352402
326 => 0.0017167310505818
327 => 0.0017845349949198
328 => 0.001702749052639
329 => 0.0015625327912152
330 => 0.0015709600274437
331 => 0.0015898935251801
401 => 0.0015546110774059
402 => 0.001521219201619
403 => 0.0015502507284472
404 => 0.0014908392500436
405 => 0.0015970731185035
406 => 0.0015941997900786
407 => 0.0016337972067821
408 => 0.0016585582840676
409 => 0.0016014920174185
410 => 0.0015871400056799
411 => 0.0015953155638288
412 => 0.0014601917989083
413 => 0.0016227547124093
414 => 0.0016241605632359
415 => 0.0016121228149423
416 => 0.0016986825478148
417 => 0.0018813505828333
418 => 0.0018126235202546
419 => 0.0017860103243377
420 => 0.0017354186194455
421 => 0.0018028290623762
422 => 0.0017976529921258
423 => 0.0017742448394874
424 => 0.0017600875157338
425 => 0.001786172818837
426 => 0.001756855258006
427 => 0.0017515890184881
428 => 0.0017196813367344
429 => 0.0017082917460554
430 => 0.0016998593465493
501 => 0.0016905761032436
502 => 0.0017110526247359
503 => 0.0016646501331235
504 => 0.0016086932771313
505 => 0.0016040410700171
506 => 0.0016168862228856
507 => 0.0016112031989504
508 => 0.0016040138618849
509 => 0.0015902874595274
510 => 0.0015862151291661
511 => 0.0015994482272265
512 => 0.0015845088310538
513 => 0.0016065527238976
514 => 0.0016005580047883
515 => 0.0015670719911523
516 => 0.0015253360200517
517 => 0.0015249644823647
518 => 0.0015159725358518
519 => 0.0015045199400194
520 => 0.0015013340898587
521 => 0.0015478057742332
522 => 0.001644000770108
523 => 0.0016251153906666
524 => 0.0016387620127645
525 => 0.001705889886928
526 => 0.001727227819519
527 => 0.0017120826603826
528 => 0.0016913510324439
529 => 0.0016922631188584
530 => 0.0017631093674155
531 => 0.0017675279610362
601 => 0.0017786923216234
602 => 0.001793041680026
603 => 0.0017145264181669
604 => 0.0016885650570856
605 => 0.0016762631239238
606 => 0.0016383779312327
607 => 0.0016792338635191
608 => 0.0016554288614013
609 => 0.0016586409694816
610 => 0.0016565490798804
611 => 0.0016576913930556
612 => 0.0015970434239722
613 => 0.0016191403563428
614 => 0.0015823999205062
615 => 0.0015332086012284
616 => 0.0015330436946775
617 => 0.0015450832003814
618 => 0.0015379216312828
619 => 0.0015186500329792
620 => 0.0015213874725589
621 => 0.0014974046213719
622 => 0.0015242994249165
623 => 0.0015250706716479
624 => 0.0015147147073134
625 => 0.0015561498629416
626 => 0.0015731258800103
627 => 0.0015663093624391
628 => 0.0015726476149661
629 => 0.0016259001634448
630 => 0.0016345826524184
701 => 0.0016384388404874
702 => 0.0016332720593219
703 => 0.0015736209737952
704 => 0.0015762667530943
705 => 0.0015568537800995
706 => 0.0015404518636077
707 => 0.0015411078542506
708 => 0.0015495405714274
709 => 0.0015863667419104
710 => 0.0016638652466706
711 => 0.0016668062582756
712 => 0.0016703708501362
713 => 0.0016558718636188
714 => 0.0016514988305485
715 => 0.0016572679899438
716 => 0.0016863723536539
717 => 0.0017612366788741
718 => 0.0017347746263211
719 => 0.0017132605656892
720 => 0.0017321341970125
721 => 0.0017292287494067
722 => 0.0017047038476745
723 => 0.0017040155153656
724 => 0.0016569443878562
725 => 0.0016395432637736
726 => 0.0016250015820387
727 => 0.0016091224452044
728 => 0.0015997087606155
729 => 0.0016141724585872
730 => 0.0016174804774427
731 => 0.0015858553490456
801 => 0.0015815449609039
802 => 0.0016073707234288
803 => 0.0015960057682231
804 => 0.0016076949064895
805 => 0.0016104068868349
806 => 0.0016099701955371
807 => 0.0015981038770455
808 => 0.0016056671145933
809 => 0.0015877778030831
810 => 0.0015683258637034
811 => 0.0015559167382778
812 => 0.0015450881305124
813 => 0.001551096471463
814 => 0.0015296778330536
815 => 0.0015228255795545
816 => 0.0016031048598904
817 => 0.0016624080274222
818 => 0.0016615457358797
819 => 0.0016562967578778
820 => 0.0016484978412833
821 => 0.0016858018143286
822 => 0.0016728058560361
823 => 0.0016822615015425
824 => 0.0016846683601761
825 => 0.0016919531963605
826 => 0.0016945568991436
827 => 0.0016866867009452
828 => 0.0016602733545278
829 => 0.001594453806561
830 => 0.001563814629306
831 => 0.001553703190476
901 => 0.0015540707220731
902 => 0.0015439325598914
903 => 0.0015469187030145
904 => 0.0015428941011769
905 => 0.0015352724789522
906 => 0.0015506258577678
907 => 0.0015523951916497
908 => 0.0015488115295749
909 => 0.001549655611724
910 => 0.0015199844203469
911 => 0.0015222402565849
912 => 0.0015096794737542
913 => 0.0015073244783959
914 => 0.0014755719131922
915 => 0.001419317641326
916 => 0.0014504879686742
917 => 0.0014128385964489
918 => 0.0013985802087061
919 => 0.0014660771986463
920 => 0.0014593023729314
921 => 0.0014477068162534
922 => 0.0014305545712009
923 => 0.0014241926366646
924 => 0.0013855395363659
925 => 0.0013832557049939
926 => 0.0014024132252235
927 => 0.0013935726888076
928 => 0.0013811572275067
929 => 0.0013361896852099
930 => 0.0012856312794267
1001 => 0.0012871573198985
1002 => 0.0013032390081055
1003 => 0.0013499986854787
1004 => 0.0013317288705784
1005 => 0.0013184739102462
1006 => 0.0013159916546186
1007 => 0.0013470622807518
1008 => 0.0013910337262276
1009 => 0.0014116641446392
1010 => 0.0013912200265484
1011 => 0.0013677349244752
1012 => 0.0013691643538189
1013 => 0.001378673706847
1014 => 0.0013796730053953
1015 => 0.0013643866182531
1016 => 0.0013686896466931
1017 => 0.0013621529530156
1018 => 0.0013220372759825
1019 => 0.0013213117105931
1020 => 0.0013114666764965
1021 => 0.0013111685727767
1022 => 0.0012944197138196
1023 => 0.0012920764326721
1024 => 0.0012588205566295
1025 => 0.0012807096749488
1026 => 0.0012660276036105
1027 => 0.0012438982589532
1028 => 0.0012400831515933
1029 => 0.0012399684648592
1030 => 0.0012626903537913
1031 => 0.0012804441564473
1101 => 0.0012662830045274
1102 => 0.0012630587847376
1103 => 0.0012974850168455
1104 => 0.0012931039650077
1105 => 0.0012893100023709
1106 => 0.0013870965655683
1107 => 0.0013096908704169
1108 => 0.0012759375691683
1109 => 0.001234161449295
1110 => 0.0012477639645792
1111 => 0.0012506302144121
1112 => 0.0011501661768286
1113 => 0.001109407929293
1114 => 0.0010954212346809
1115 => 0.0010873716941888
1116 => 0.0010910399708708
1117 => 0.0010543527676231
1118 => 0.0010790071749559
1119 => 0.0010472391580355
1120 => 0.0010419131466167
1121 => 0.0010987182961725
1122 => 0.0011066224008824
1123 => 0.0010729010345774
1124 => 0.0010945556107385
1125 => 0.0010867033604014
1126 => 0.0010477837295059
1127 => 0.0010462972858791
1128 => 0.0010267687831869
1129 => 0.00099621045793689
1130 => 0.0009822444833083
1201 => 0.00097497088246358
1202 => 0.00097797211193177
1203 => 0.00097645459847352
1204 => 0.00096655179667276
1205 => 0.00097702221548093
1206 => 0.00095027462210183
1207 => 0.00093962351489826
1208 => 0.00093481265687822
1209 => 0.00091107262822024
1210 => 0.00094885357105375
1211 => 0.00095629689274374
1212 => 0.0009637548800768
1213 => 0.001028671568027
1214 => 0.0010254285137496
1215 => 0.0010547441449852
1216 => 0.0010536049934634
1217 => 0.0010452437005533
1218 => 0.0010099687811313
1219 => 0.0010240287352979
1220 => 0.00098075438177513
1221 => 0.0010131784698044
1222 => 0.00099838147009014
1223 => 0.0010081755893166
1224 => 0.00099056487984732
1225 => 0.001000311373596
1226 => 0.00095806198044546
1227 => 0.00091861009158651
1228 => 0.00093448668333578
1229 => 0.00095174635427574
1230 => 0.00098916971855594
1231 => 0.0009668806715267
]
'min_raw' => 0.00091107262822024
'max_raw' => 0.0027195739835478
'avg_raw' => 0.001815323305884
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.000911'
'max' => '$0.002719'
'avg' => '$0.001815'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.0017258973717798
'max_diff' => 8.2603983547797E-5
'year' => 2026
]
1 => [
'items' => [
101 => 0.0009748966556806
102 => 0.0009480444506246
103 => 0.00089264068164089
104 => 0.00089295426095651
105 => 0.00088443159813508
106 => 0.00087706677312822
107 => 0.00096944083670199
108 => 0.00095795266167875
109 => 0.00093964775831439
110 => 0.00096414959887553
111 => 0.00097062827441639
112 => 0.0009708127132011
113 => 0.00098868862359047
114 => 0.00099822900016971
115 => 0.00099991053289216
116 => 0.0010280386641244
117 => 0.0010374668426945
118 => 0.0010763001758987
119 => 0.00099741956587186
120 => 0.00099579507161719
121 => 0.00096449439001923
122 => 0.0009446430029056
123 => 0.0009658536314785
124 => 0.00098464335285455
125 => 0.00096507823903853
126 => 0.0009676330298608
127 => 0.00094136846309132
128 => 0.00095075680984868
129 => 0.000958843318823
130 => 0.00095437842387041
131 => 0.00094769426002302
201 => 0.00098310280997687
202 => 0.00098110492082125
203 => 0.0010140781765773
204 => 0.0010397831873793
205 => 0.0010858511620568
206 => 0.001037776828903
207 => 0.0010360248091247
208 => 0.0010531510834903
209 => 0.0010374642207511
210 => 0.0010473777765102
211 => 0.001084253934961
212 => 0.0010850330700804
213 => 0.001071981552972
214 => 0.0010711873669698
215 => 0.0010736940535984
216 => 0.0010883757954772
217 => 0.0010832455437404
218 => 0.0010891824009324
219 => 0.0010966065317593
220 => 0.0011273158846255
221 => 0.0011347198056356
222 => 0.0011167321160741
223 => 0.0011183562030419
224 => 0.0011116283133728
225 => 0.0011051292562526
226 => 0.0011197381875477
227 => 0.0011464362966286
228 => 0.0011462702090776
301 => 0.0011524636514473
302 => 0.0011563221147344
303 => 0.0011397587657385
304 => 0.0011289766345934
305 => 0.0011331111897593
306 => 0.0011397224335084
307 => 0.0011309672525156
308 => 0.0010769262196335
309 => 0.0010933188168554
310 => 0.0010905902871206
311 => 0.0010867045289778
312 => 0.0011031874122446
313 => 0.0011015975979432
314 => 0.001053976487327
315 => 0.0010570250363223
316 => 0.0010541618796885
317 => 0.0010634133245191
318 => 0.0010369646123696
319 => 0.001045100058092
320 => 0.001050202533384
321 => 0.0010532079305301
322 => 0.0010640654858418
323 => 0.0010627914770434
324 => 0.0010639862916661
325 => 0.001080085179905
326 => 0.0011615078321461
327 => 0.0011659394874587
328 => 0.001144116395898
329 => 0.001152834290535
330 => 0.0011360978392259
331 => 0.0011473331311142
401 => 0.0011550200324787
402 => 0.0011202844033186
403 => 0.0011182275847921
404 => 0.0011014220561949
405 => 0.0011104523953493
406 => 0.0010960844764504
407 => 0.0010996098611797
408 => 0.001089752578139
409 => 0.0011074937250468
410 => 0.0011273310839852
411 => 0.0011323427842541
412 => 0.0011191591585193
413 => 0.001109613344644
414 => 0.0010928540400656
415 => 0.0011207251370849
416 => 0.0011288754952097
417 => 0.0011206823267234
418 => 0.0011187837905609
419 => 0.0011151860679635
420 => 0.0011195470644175
421 => 0.001128831106609
422 => 0.0011244529237608
423 => 0.0011273447906657
424 => 0.0011163239761045
425 => 0.0011397642488962
426 => 0.0011769930432984
427 => 0.0011771127399599
428 => 0.0011727345335117
429 => 0.0011709430657628
430 => 0.0011754353712705
501 => 0.0011778722627244
502 => 0.0011923995549882
503 => 0.0012079879183801
504 => 0.0012807320085944
505 => 0.0012603057591524
506 => 0.0013248486435558
507 => 0.0013758936852742
508 => 0.0013911998613565
509 => 0.0013771188995721
510 => 0.0013289486899462
511 => 0.0013265852296539
512 => 0.0013985718597728
513 => 0.0013782323395676
514 => 0.0013758130183591
515 => 0.0013500755282074
516 => 0.0013652895725372
517 => 0.0013619620378657
518 => 0.0013567093615982
519 => 0.0013857366983599
520 => 0.0014400732814896
521 => 0.0014316044154436
522 => 0.0014252827997997
523 => 0.0013975833202425
524 => 0.0014142645938386
525 => 0.0014083247118198
526 => 0.001433846214515
527 => 0.0014187278416889
528 => 0.0013780782476976
529 => 0.0013845518295235
530 => 0.0013835733606536
531 => 0.0014037101806621
601 => 0.0013976656071221
602 => 0.001382393060658
603 => 0.0014398875649556
604 => 0.0014361541916478
605 => 0.0014414472614304
606 => 0.0014437774344423
607 => 0.0014787733260415
608 => 0.001493110023086
609 => 0.0014963647043143
610 => 0.0015099834576667
611 => 0.0014960258573245
612 => 0.0015518662102937
613 => 0.0015889967866433
614 => 0.0016321258617953
615 => 0.0016951490325949
616 => 0.0017188463278125
617 => 0.0017145656235377
618 => 0.0017623490723645
619 => 0.0018482148677398
620 => 0.0017319215557801
621 => 0.0018543786956559
622 => 0.0018156101790069
623 => 0.0017236907234479
624 => 0.0017177721941691
625 => 0.0017800211166805
626 => 0.0019180832355739
627 => 0.0018835002406787
628 => 0.0019181398009645
629 => 0.0018777309139025
630 => 0.001875724272067
701 => 0.0019161772315142
702 => 0.0020106977762386
703 => 0.0019657946084897
704 => 0.0019014149068132
705 => 0.001948951876672
706 => 0.0019077709540414
707 => 0.0018149788095402
708 => 0.0018834737957142
709 => 0.0018376731490845
710 => 0.0018510402126674
711 => 0.001947306359551
712 => 0.0019357233620693
713 => 0.0019507128333673
714 => 0.0019242568088691
715 => 0.0018995427102557
716 => 0.0018534120099007
717 => 0.0018397549837417
718 => 0.0018435292944437
719 => 0.0018397531133807
720 => 0.0018139434104951
721 => 0.0018083698076144
722 => 0.0017990802252946
723 => 0.0018019594552963
724 => 0.001784492322772
725 => 0.0018174564107392
726 => 0.0018235748359444
727 => 0.0018475633501901
728 => 0.001850053917318
729 => 0.0019168615880371
730 => 0.0018800650456623
731 => 0.0019047513431479
801 => 0.0019025431683444
802 => 0.0017256828967741
803 => 0.0017500526817451
804 => 0.0017879644195001
805 => 0.0017708852330296
806 => 0.0017467392592745
807 => 0.001727240090842
808 => 0.0016976968567744
809 => 0.0017392783913969
810 => 0.0017939536877224
811 => 0.0018514405730607
812 => 0.0019205072991049
813 => 0.0019050924098771
814 => 0.0018501494186592
815 => 0.0018526141211093
816 => 0.0018678499418315
817 => 0.001848118169676
818 => 0.0018422988848574
819 => 0.0018670504614587
820 => 0.0018672209119635
821 => 0.0018445171234342
822 => 0.0018192860172333
823 => 0.0018191802979771
824 => 0.0018146906663322
825 => 0.0018785296093983
826 => 0.0019136345732396
827 => 0.0019176593007695
828 => 0.0019133636770094
829 => 0.0019150168921075
830 => 0.0018945900871334
831 => 0.0019412797059233
901 => 0.0019841267172497
902 => 0.0019726428029214
903 => 0.0019554267828085
904 => 0.0019417133935528
905 => 0.0019694123642305
906 => 0.0019681789726684
907 => 0.0019837524859847
908 => 0.0019830459814637
909 => 0.0019778091946849
910 => 0.0019726429899435
911 => 0.0019931264077818
912 => 0.001987227512398
913 => 0.0019813194544004
914 => 0.0019694699396076
915 => 0.0019710804854676
916 => 0.0019538674379433
917 => 0.0019459038945432
918 => 0.001826151309017
919 => 0.0017941495051357
920 => 0.0018042179240936
921 => 0.0018075327090409
922 => 0.0017936054829803
923 => 0.0018135735475403
924 => 0.00181046154583
925 => 0.0018225685240245
926 => 0.0018150046096725
927 => 0.0018153150353559
928 => 0.0018375588946687
929 => 0.0018440163816593
930 => 0.0018407320516576
1001 => 0.0018430322838106
1002 => 0.0018960401629087
1003 => 0.0018885041375975
1004 => 0.0018845007743495
1005 => 0.0018856097333287
1006 => 0.00189915438294
1007 => 0.0019029461453207
1008 => 0.0018868801816712
1009 => 0.0018944569830045
1010 => 0.0019267180414427
1011 => 0.0019380075860782
1012 => 0.0019740383932661
1013 => 0.0019587318659762
1014 => 0.0019868276592679
1015 => 0.0020731845492848
1016 => 0.0021421724084725
1017 => 0.0020787283221196
1018 => 0.002205415739967
1019 => 0.002304060066992
1020 => 0.00230027393342
1021 => 0.0022830730133188
1022 => 0.002170769069596
1023 => 0.0020674253062249
1024 => 0.0021538767524928
1025 => 0.0021540971350083
1026 => 0.0021466708791039
1027 => 0.0021005470414798
1028 => 0.0021450658695338
1029 => 0.002148599612436
1030 => 0.0021466216561088
1031 => 0.0021112586179456
1101 => 0.0020572657948522
1102 => 0.0020678158632441
1103 => 0.0020850970904856
1104 => 0.0020523801220757
1105 => 0.0020419250682778
1106 => 0.0020613630024436
1107 => 0.0021239960763801
1108 => 0.0021121556565611
1109 => 0.0021118464553487
1110 => 0.0021625047924538
1111 => 0.0021262443558399
1112 => 0.0020679489333925
1113 => 0.0020532285704023
1114 => 0.002000981198612
1115 => 0.0020370686444064
1116 => 0.0020383673673353
1117 => 0.0020186026420785
1118 => 0.0020695527319175
1119 => 0.00206908321787
1120 => 0.002117452745252
1121 => 0.0022099171148416
1122 => 0.0021825708508587
1123 => 0.0021507701211116
1124 => 0.0021542277421737
1125 => 0.002192149311089
1126 => 0.0021692210648576
1127 => 0.0021774662220638
1128 => 0.002192136831056
1129 => 0.0022009879737118
1130 => 0.0021529541989569
1201 => 0.0021417552283405
1202 => 0.0021188460647639
1203 => 0.0021128694916065
1204 => 0.0021315285273243
1205 => 0.0021266125306461
1206 => 0.002038258214702
1207 => 0.002029024697087
1208 => 0.0020293078758899
1209 => 0.0020060897568173
1210 => 0.0019706765522445
1211 => 0.0020637403394492
1212 => 0.0020562660149098
1213 => 0.002048014939085
1214 => 0.0020490256487936
1215 => 0.0020894214845947
1216 => 0.0020659898597915
1217 => 0.0021282866746987
1218 => 0.0021154803223675
1219 => 0.0021023455354217
1220 => 0.0021005299077704
1221 => 0.0020954741354036
1222 => 0.002078136010788
1223 => 0.0020571991834548
1224 => 0.0020433748765325
1225 => 0.0018849053112139
1226 => 0.001914316340762
1227 => 0.0019481510493574
1228 => 0.0019598306551804
1229 => 0.001939851881216
1230 => 0.0020789248945561
1231 => 0.0021043348742343
]
'min_raw' => 0.00087706677312822
'max_raw' => 0.002304060066992
'avg_raw' => 0.0015905634200601
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.000877'
'max' => '$0.002304'
'avg' => '$0.00159'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -3.4005855092012E-5
'max_diff' => -0.00041551391655583
'year' => 2027
]
2 => [
'items' => [
101 => 0.0020273663883372
102 => 0.0020129687272284
103 => 0.0020798688028215
104 => 0.0020395198790373
105 => 0.0020576889969467
106 => 0.0020184173020026
107 => 0.0020982143542209
108 => 0.0020976064343796
109 => 0.0020665635787685
110 => 0.0020928007877587
111 => 0.0020882414270307
112 => 0.002053194119501
113 => 0.0020993254163823
114 => 0.00209934829693
115 => 0.0020694702233343
116 => 0.0020345791745258
117 => 0.0020283414790886
118 => 0.0020236422134931
119 => 0.0020565332656804
120 => 0.0020860232802239
121 => 0.0021408968860947
122 => 0.0021546934143754
123 => 0.0022085421827416
124 => 0.0021764778630285
125 => 0.0021906915606548
126 => 0.0022061225400786
127 => 0.0022135207190698
128 => 0.0022014657834118
129 => 0.0022851150857218
130 => 0.0022921776497852
131 => 0.0022945456664247
201 => 0.0022663395923333
202 => 0.0022913931878403
203 => 0.0022796714401904
204 => 0.0023101681711801
205 => 0.0023149504480011
206 => 0.0023109000296682
207 => 0.0023124179998143
208 => 0.0022410380770407
209 => 0.0022373366514858
210 => 0.0021868674514036
211 => 0.0022074340234866
212 => 0.0021689858027589
213 => 0.0021811781296122
214 => 0.0021865523911164
215 => 0.0021837451818933
216 => 0.0022085968266144
217 => 0.0021874678517459
218 => 0.0021317050131428
219 => 0.0020759269819917
220 => 0.0020752267342464
221 => 0.0020605413632083
222 => 0.0020499265297076
223 => 0.0020519713232213
224 => 0.0020591774422701
225 => 0.0020495076969685
226 => 0.0020515712273971
227 => 0.0020858395817437
228 => 0.0020927118558172
229 => 0.0020693571833447
301 => 0.0019755848033044
302 => 0.0019525728260324
303 => 0.0019691133789482
304 => 0.0019612080600025
305 => 0.0015828479704352
306 => 0.0016717380611845
307 => 0.0016189225876835
308 => 0.0016432623877959
309 => 0.0015893514658519
310 => 0.0016150805835171
311 => 0.0016103293549613
312 => 0.0017532619904371
313 => 0.0017510302939316
314 => 0.00175209848895
315 => 0.001701110757552
316 => 0.0017823355981369
317 => 0.0018223498753598
318 => 0.0018149442975913
319 => 0.0018168081219687
320 => 0.0017847814440192
321 => 0.0017524085771994
322 => 0.0017165020857478
323 => 0.0017832119086884
324 => 0.0017757949151521
325 => 0.0017928068297744
326 => 0.001836072918468
327 => 0.0018424440143801
328 => 0.0018510068318951
329 => 0.0018479376713588
330 => 0.001921057527005
331 => 0.0019122022300259
401 => 0.0019335409479027
402 => 0.0018896455862577
403 => 0.0018399738179704
404 => 0.0018494147972294
405 => 0.0018485055550072
406 => 0.001836929857939
407 => 0.0018264798362101
408 => 0.001809083494307
409 => 0.0018641280942626
410 => 0.0018618933840277
411 => 0.0018980707451651
412 => 0.0018916760451759
413 => 0.0018489706735997
414 => 0.0018504959043001
415 => 0.0018607538137613
416 => 0.0018962565555292
417 => 0.0019067961864969
418 => 0.001901913809501
419 => 0.0019134700337046
420 => 0.00192260360213
421 => 0.001914617069276
422 => 0.0020276895323816
423 => 0.0019807339623155
424 => 0.002003619780451
425 => 0.0020090779132252
426 => 0.0019950970208962
427 => 0.0019981289758241
428 => 0.0020027215613817
429 => 0.0020306068415669
430 => 0.0021037858854436
501 => 0.00213619638583
502 => 0.0022337049753483
503 => 0.0021335051449488
504 => 0.002127559701681
505 => 0.0021451239431306
506 => 0.0022023718075103
507 => 0.0022487658245716
508 => 0.0022641573965659
509 => 0.0022661916468921
510 => 0.0022950672591658
511 => 0.0023116182216227
512 => 0.0022915610003317
513 => 0.0022745646053662
514 => 0.00221368562827
515 => 0.0022207325356369
516 => 0.0022692787393126
517 => 0.0023378531113617
518 => 0.0023966970565272
519 => 0.0023760919578488
520 => 0.0025332943158325
521 => 0.0025488802875125
522 => 0.0025467268101811
523 => 0.0025822339731718
524 => 0.0025117594855433
525 => 0.0024816302767032
526 => 0.0022782394188751
527 => 0.0023353839537195
528 => 0.0024184468910967
529 => 0.0024074531998648
530 => 0.0023471306744628
531 => 0.0023966512964824
601 => 0.0023802782301897
602 => 0.0023673641134855
603 => 0.0024265261856322
604 => 0.0023614750570629
605 => 0.0024177979563277
606 => 0.0023455632554348
607 => 0.0023761860802039
608 => 0.0023588030838056
609 => 0.0023700520128552
610 => 0.0023042910034846
611 => 0.0023397740478827
612 => 0.0023028147921802
613 => 0.0023027972686808
614 => 0.0023019813910627
615 => 0.0023454637914942
616 => 0.0023468817510112
617 => 0.002314748191394
618 => 0.0023101172434327
619 => 0.002327240285224
620 => 0.0023071936878181
621 => 0.0023165733645725
622 => 0.0023074777886718
623 => 0.0023054301829544
624 => 0.0022891145122267
625 => 0.0022820852726686
626 => 0.0022848416186205
627 => 0.0022754327888928
628 => 0.0022697636286496
629 => 0.0023008536523996
630 => 0.0022842435068779
701 => 0.0022983079093754
702 => 0.0022822797476604
703 => 0.0022267191560188
704 => 0.0021947656722231
705 => 0.0020898168650816
706 => 0.0021195802165983
707 => 0.0021393133494463
708 => 0.0021327915491578
709 => 0.0021468028997793
710 => 0.0021476630829119
711 => 0.0021431078499961
712 => 0.002137833473841
713 => 0.00213526619922
714 => 0.0021544005609163
715 => 0.002165508701914
716 => 0.0021412938333229
717 => 0.002135620628414
718 => 0.0021601031974991
719 => 0.002175037550498
720 => 0.0022853044221532
721 => 0.0022771354961437
722 => 0.0022976378973568
723 => 0.0022953296416152
724 => 0.0023168194243752
725 => 0.002351946136928
726 => 0.0022805237087248
727 => 0.0022929201726592
728 => 0.0022898808459786
729 => 0.0023230634177225
730 => 0.0023231670100894
731 => 0.0023032724007366
801 => 0.00231405759122
802 => 0.0023080375937684
803 => 0.0023189165428148
804 => 0.0022770263951564
805 => 0.0023280440732424
806 => 0.0023569678092105
807 => 0.0023573694153125
808 => 0.0023710790366085
809 => 0.0023850088058529
810 => 0.0024117457848903
811 => 0.002384263126019
812 => 0.0023348244980926
813 => 0.0023383938073431
814 => 0.0023094079578787
815 => 0.0023098952152449
816 => 0.002307294197237
817 => 0.0023151000480742
818 => 0.0022787393404541
819 => 0.0022872731258558
820 => 0.0022753257763197
821 => 0.0022928942014545
822 => 0.0022739934801741
823 => 0.0022898793803233
824 => 0.0022967352082017
825 => 0.0023220333606685
826 => 0.0022702569224855
827 => 0.0021646812600736
828 => 0.0021868745442938
829 => 0.0021540489336873
830 => 0.0021570870689248
831 => 0.0021632245856203
901 => 0.0021433308859398
902 => 0.0021471259769163
903 => 0.002146990389561
904 => 0.002145821970983
905 => 0.0021406468513649
906 => 0.0021331419040526
907 => 0.0021630393042441
908 => 0.0021681194551257
909 => 0.002179412001238
910 => 0.002213010958661
911 => 0.0022096536304964
912 => 0.002215129572027
913 => 0.0022031756224119
914 => 0.0021576415783627
915 => 0.0021601142960255
916 => 0.0021292794671482
917 => 0.0021786234853375
918 => 0.002166938170521
919 => 0.0021594045720414
920 => 0.0021573489598979
921 => 0.0021910312026376
922 => 0.0022011094575698
923 => 0.0021948293654226
924 => 0.0021819487132091
925 => 0.0022066833732819
926 => 0.0022133013248459
927 => 0.0022147828401404
928 => 0.0022586079153888
929 => 0.0022172321750109
930 => 0.0022271917269594
1001 => 0.0023048933081817
1002 => 0.0022344286960983
1003 => 0.0022717553726672
1004 => 0.0022699284260878
1005 => 0.0022890234907546
1006 => 0.002268362073442
1007 => 0.0022686181964721
1008 => 0.0022855733202845
1009 => 0.0022617629067626
1010 => 0.002255867113528
1011 => 0.0022477221174009
1012 => 0.0022655064184658
1013 => 0.0022761673026394
1014 => 0.0023620861995223
1015 => 0.0024175937252863
1016 => 0.0024151839972022
1017 => 0.0024372044010689
1018 => 0.0024272840074432
1019 => 0.002395248439558
1020 => 0.0024499292476167
1021 => 0.0024326259520047
1022 => 0.0024340524146715
1023 => 0.0024339993216598
1024 => 0.0024455045005614
1025 => 0.0024373520268754
1026 => 0.0024212826644062
1027 => 0.002431950257139
1028 => 0.0024636291938213
1029 => 0.0025619615853116
1030 => 0.0026169896943204
1031 => 0.0025586488240539
1101 => 0.0025988915751484
1102 => 0.00257476026445
1103 => 0.0025703748874519
1104 => 0.0025956503090551
1105 => 0.002620969971938
1106 => 0.0026193572188723
1107 => 0.0026009764437984
1108 => 0.002590593610354
1109 => 0.002669215903699
1110 => 0.0027271434701397
1111 => 0.0027231931984598
1112 => 0.0027406284129578
1113 => 0.0027918187419748
1114 => 0.0027964989441221
1115 => 0.0027959093462247
1116 => 0.0027843089768742
1117 => 0.0028347125036958
1118 => 0.0028767600125359
1119 => 0.0027816238265365
1120 => 0.002817850440741
1121 => 0.002834113735006
1122 => 0.0028579930760889
1123 => 0.0028982815271382
1124 => 0.0029420454709616
1125 => 0.0029482341724654
1126 => 0.0029438429925918
1127 => 0.0029149794952024
1128 => 0.0029628665247463
1129 => 0.0029909176235642
1130 => 0.0030076214109722
1201 => 0.0030499794365938
1202 => 0.0028342141715746
1203 => 0.0026814847927646
1204 => 0.0026576338948245
1205 => 0.002706135633676
1206 => 0.0027189251554171
1207 => 0.0027137697152399
1208 => 0.0025418589138417
1209 => 0.0026567288200329
1210 => 0.0027803191805586
1211 => 0.002785066789644
1212 => 0.0028469387082758
1213 => 0.0028670867411979
1214 => 0.0029169017454342
1215 => 0.0029137858033561
1216 => 0.0029259149641578
1217 => 0.0029231266801372
1218 => 0.0030153984856983
1219 => 0.0031171879897279
1220 => 0.0031136633428741
1221 => 0.0030990298973511
1222 => 0.003120763059326
1223 => 0.0032258207359107
1224 => 0.0032161487085658
1225 => 0.00322554425927
1226 => 0.0033494131807546
1227 => 0.0035104603988331
1228 => 0.0034356377971593
1229 => 0.0035979813131678
1230 => 0.0037001679510352
1231 => 0.0038768891749312
]
'min_raw' => 0.0015828479704352
'max_raw' => 0.0038768891749312
'avg_raw' => 0.0027298685726832
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.001582'
'max' => '$0.003876'
'avg' => '$0.002729'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.00070578119730698
'max_diff' => 0.0015728291079392
'year' => 2028
]
3 => [
'items' => [
101 => 0.0038547628073291
102 => 0.0039235590829515
103 => 0.0038151519914089
104 => 0.0035662273965391
105 => 0.0035268341265559
106 => 0.0036057004506588
107 => 0.0037995856128023
108 => 0.0035995943169242
109 => 0.0036400522956111
110 => 0.0036284003950275
111 => 0.0036277795147628
112 => 0.0036514759891643
113 => 0.00361710301712
114 => 0.0034770613454319
115 => 0.0035412416182958
116 => 0.0035164585327532
117 => 0.0035439572138641
118 => 0.003692356254501
119 => 0.0036267455012442
120 => 0.0035576299024729
121 => 0.0036443162013113
122 => 0.0037546976483766
123 => 0.0037477901757938
124 => 0.0037343867918836
125 => 0.0038099409652072
126 => 0.003934734324242
127 => 0.0039684654677288
128 => 0.0039933651082479
129 => 0.0039967983479926
130 => 0.0040321628511097
131 => 0.0038419990048468
201 => 0.00414379391262
202 => 0.0041959055562763
203 => 0.0041861107270752
204 => 0.0042440306258061
205 => 0.0042269891223135
206 => 0.0042022986574826
207 => 0.0042941140168868
208 => 0.0041888551164474
209 => 0.0040394533590007
210 => 0.0039574886000337
211 => 0.0040654264065499
212 => 0.004131340258479
213 => 0.0041749051216958
214 => 0.0041880878229826
215 => 0.0038567608829051
216 => 0.0036781940384379
217 => 0.0037926533384683
218 => 0.0039323015840644
219 => 0.0038412232517915
220 => 0.0038447933499825
221 => 0.0037149395831259
222 => 0.0039437907610792
223 => 0.0039104490693928
224 => 0.0040834258248424
225 => 0.0040421435339291
226 => 0.0041831993630793
227 => 0.0041460546359685
228 => 0.0043002403214719
301 => 0.0043617491658301
302 => 0.0044650320885945
303 => 0.0045410074270172
304 => 0.0045856215989157
305 => 0.0045829431313784
306 => 0.0047597267071322
307 => 0.0046554836088579
308 => 0.0045245297092135
309 => 0.0045221611663232
310 => 0.0045899840465801
311 => 0.0047321221973002
312 => 0.0047689765517559
313 => 0.0047895731081332
314 => 0.0047580287650701
315 => 0.0046448803530635
316 => 0.0045960234424345
317 => 0.0046376509458114
318 => 0.0045867440862736
319 => 0.0046746236077778
320 => 0.0047953009608561
321 => 0.0047703815646554
322 => 0.0048536833700296
323 => 0.0049398919749864
324 => 0.0050631741519453
325 => 0.0050954046781282
326 => 0.0051486805122913
327 => 0.005203518845845
328 => 0.0052211314406479
329 => 0.0052547593489939
330 => 0.0052545821133177
331 => 0.0053559220785377
401 => 0.0054677031984127
402 => 0.0055098979834267
403 => 0.0056069225649322
404 => 0.0054407713692508
405 => 0.0055667989597825
406 => 0.0056804790011174
407 => 0.00554494496936
408 => 0.0057317470567583
409 => 0.0057390001585093
410 => 0.005848513383671
411 => 0.0057375007497743
412 => 0.0056715818021313
413 => 0.0058618873340259
414 => 0.0059539701863416
415 => 0.005926234081829
416 => 0.0057151609569877
417 => 0.0055923073449779
418 => 0.0052707757456562
419 => 0.0056516438141842
420 => 0.0058371535402903
421 => 0.005714680531613
422 => 0.0057764487933603
423 => 0.0061134364010278
424 => 0.0062417394636958
425 => 0.006215053323567
426 => 0.0062195628419575
427 => 0.0062887928457078
428 => 0.0065957968079962
429 => 0.0064118329174969
430 => 0.0065524664187882
501 => 0.0066270579207812
502 => 0.006696342664862
503 => 0.0065262012310679
504 => 0.0063048497255759
505 => 0.0062347384120825
506 => 0.0057025030045792
507 => 0.0056747978402374
508 => 0.00565924609194
509 => 0.0055611945187632
510 => 0.0054841528408324
511 => 0.0054228864381678
512 => 0.0052621051018793
513 => 0.005316364083091
514 => 0.00506011219072
515 => 0.0052240530704495
516 => 0.004815068862807
517 => 0.005155683063963
518 => 0.0049703022401011
519 => 0.0050947804775231
520 => 0.0050943461846793
521 => 0.0048651422837243
522 => 0.0047329422570169
523 => 0.0048171852593369
524 => 0.0049075004450418
525 => 0.0049221537800656
526 => 0.0050392497757996
527 => 0.0050719287512389
528 => 0.0049729099300222
529 => 0.0048065935741578
530 => 0.0048452250703529
531 => 0.0047321593909795
601 => 0.0045340161368861
602 => 0.0046763260812253
603 => 0.0047249169531492
604 => 0.0047463774503518
605 => 0.0045515263168574
606 => 0.0044902998602895
607 => 0.0044577034085525
608 => 0.0047814407396595
609 => 0.0047991758014532
610 => 0.0047084407178314
611 => 0.0051185718996557
612 => 0.005025746581876
613 => 0.0051294552045909
614 => 0.0048417196669894
615 => 0.0048527115520131
616 => 0.004716492937346
617 => 0.0047927662594284
618 => 0.0047388587337845
619 => 0.0047866041287518
620 => 0.0048152225216336
621 => 0.0049514187841664
622 => 0.0051572382065061
623 => 0.0049310756042891
624 => 0.0048325333197951
625 => 0.0048936683988724
626 => 0.0050564791707416
627 => 0.0053031458242536
628 => 0.0051571142007455
629 => 0.0052219205554806
630 => 0.0052360778609562
701 => 0.0051283995481658
702 => 0.0053071160772369
703 => 0.0054028917170566
704 => 0.0055011377055355
705 => 0.0055864419445416
706 => 0.0054618960972614
707 => 0.0055951780067971
708 => 0.0054877763151356
709 => 0.0053914258947323
710 => 0.0053915720185484
711 => 0.0053311299923744
712 => 0.0052140159504769
713 => 0.0051924183242993
714 => 0.005304771903155
715 => 0.0053948688334737
716 => 0.00540228964819
717 => 0.0054521719381619
718 => 0.0054816917635388
719 => 0.0057710261824891
720 => 0.0058873988792908
721 => 0.0060296972101175
722 => 0.006085130429469
723 => 0.0062519645458079
724 => 0.0061172324472598
725 => 0.0060880823102343
726 => 0.0056833973150196
727 => 0.0057496644603151
728 => 0.0058557645537617
729 => 0.0056851468664814
730 => 0.0057933645182826
731 => 0.0058147289751115
801 => 0.0056793493427553
802 => 0.0057516614538053
803 => 0.0055596219259031
804 => 0.0051614241434309
805 => 0.0053075593851997
806 => 0.005415164111732
807 => 0.0052615988994033
808 => 0.0055368585987081
809 => 0.0053760575648878
810 => 0.0053250913569776
811 => 0.0051262540091549
812 => 0.0052200975833758
813 => 0.0053470223612202
814 => 0.0052685976051016
815 => 0.0054313407495841
816 => 0.0056618284441826
817 => 0.0058260877011331
818 => 0.0058386974872664
819 => 0.0057330897895628
820 => 0.0059023267991122
821 => 0.0059035595059665
822 => 0.0057126594678413
823 => 0.0055957342574255
824 => 0.0055691686036063
825 => 0.0056355348153499
826 => 0.0057161156482852
827 => 0.0058431691626802
828 => 0.0059199449404786
829 => 0.0061201354502504
830 => 0.006174301262283
831 => 0.0062338130676586
901 => 0.0063133391924016
902 => 0.0064088306952355
903 => 0.0061999007233693
904 => 0.0062082019006458
905 => 0.0060136492036764
906 => 0.0058057417452856
907 => 0.0059635175901737
908 => 0.0061697885193237
909 => 0.0061224697402676
910 => 0.0061171454109888
911 => 0.0061260994559899
912 => 0.0060904226418684
913 => 0.0059290577338414
914 => 0.005848021287228
915 => 0.0059525789779617
916 => 0.0060081467372592
917 => 0.0060943274859118
918 => 0.0060837038895855
919 => 0.0063056962429779
920 => 0.0063919557588058
921 => 0.0063698868834042
922 => 0.0063739480875953
923 => 0.0065301168207103
924 => 0.0067038085704838
925 => 0.0068664938147917
926 => 0.0070319842327956
927 => 0.006832479074691
928 => 0.006731182659173
929 => 0.0068356947032898
930 => 0.0067802391415679
1001 => 0.00709890324841
1002 => 0.0071209668597721
1003 => 0.0074396079235722
1004 => 0.0077420362361906
1005 => 0.007552086431601
1006 => 0.0077312005418019
1007 => 0.0079249270553718
1008 => 0.0082986569310423
1009 => 0.008172797856892
1010 => 0.0080763917785561
1011 => 0.0079852885003594
1012 => 0.0081748599600486
1013 => 0.0084187406144607
1014 => 0.0084712701715612
1015 => 0.0085563881218993
1016 => 0.0084668970048466
1017 => 0.0085746791982134
1018 => 0.0089551977026938
1019 => 0.0088523782438534
1020 => 0.0087063580832473
1021 => 0.0090067408971489
1022 => 0.0091154482697913
1023 => 0.0098784135414886
1024 => 0.01084168871353
1025 => 0.010442886467099
1026 => 0.010195337043471
1027 => 0.010253517029975
1028 => 0.010605272513882
1029 => 0.010718245211152
1030 => 0.010411146475948
1031 => 0.010519618940921
1101 => 0.0111173128877
1102 => 0.011437956513829
1103 => 0.011002479401361
1104 => 0.0098010153193352
1105 => 0.0086932105654259
1106 => 0.0089870502712609
1107 => 0.0089537379675269
1108 => 0.0095958855495024
1109 => 0.0088499260337648
1110 => 0.00886248607889
1111 => 0.0095179125928146
1112 => 0.0093430560357546
1113 => 0.0090598108072533
1114 => 0.0086952785690519
1115 => 0.0080214070115859
1116 => 0.0074245401808396
1117 => 0.0085951334861549
1118 => 0.0085446553742439
1119 => 0.0084715555877597
1120 => 0.0086342312523572
1121 => 0.0094241381033497
1122 => 0.0094059281937554
1123 => 0.0092900860396937
1124 => 0.0093779512925636
1125 => 0.0090444076036029
1126 => 0.0091303694068967
1127 => 0.008693035083493
1128 => 0.0088907284623661
1129 => 0.0090592030902048
1130 => 0.0090930268660529
1201 => 0.0091692335601235
1202 => 0.0085180557030099
1203 => 0.0088104154432765
1204 => 0.00898214940028
1205 => 0.0082062491348033
1206 => 0.008966812346741
1207 => 0.0085067201452576
1208 => 0.0083505579417211
1209 => 0.0085608097759771
1210 => 0.0084788744316909
1211 => 0.0084084312340785
1212 => 0.008369122719443
1213 => 0.0085235084618724
1214 => 0.0085163061824572
1215 => 0.0082637011428614
1216 => 0.0079341881662072
1217 => 0.0080447835370671
1218 => 0.0080046032019966
1219 => 0.0078589844843346
1220 => 0.0079571139179677
1221 => 0.0075250015544172
1222 => 0.0067815746921747
1223 => 0.0072727052491527
1224 => 0.0072537972569563
1225 => 0.0072442629898817
1226 => 0.0076133340295991
1227 => 0.0075778563650479
1228 => 0.0075134640564891
1229 => 0.0078578018690908
1230 => 0.0077321139354941
1231 => 0.0081194545310378
]
'min_raw' => 0.0034770613454319
'max_raw' => 0.011437956513829
'avg_raw' => 0.0074575089296304
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.003477'
'max' => '$0.011437'
'avg' => '$0.007457'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.0018942133749967
'max_diff' => 0.0075610673388977
'year' => 2029
]
4 => [
'items' => [
101 => 0.0083745820988819
102 => 0.0083098734951644
103 => 0.0085498222058603
104 => 0.0080473314310404
105 => 0.0082142387100049
106 => 0.008248638068876
107 => 0.0078535527939335
108 => 0.0075836609497282
109 => 0.0075656622407119
110 => 0.007097706976247
111 => 0.0073476849013213
112 => 0.0075676551305972
113 => 0.0074623064611534
114 => 0.0074289562196095
115 => 0.0075993353708725
116 => 0.0076125752901244
117 => 0.0073107037280776
118 => 0.0073734723848562
119 => 0.0076352281180441
120 => 0.0073668768119759
121 => 0.0068455140592224
122 => 0.0067162088881355
123 => 0.0066989571947454
124 => 0.0063482713154353
125 => 0.0067248496779643
126 => 0.0065604631310477
127 => 0.0070797582631039
128 => 0.0067831396687091
129 => 0.0067703530339488
130 => 0.0067510241601171
131 => 0.0064491743371437
201 => 0.0065152602648179
202 => 0.0067349399535778
203 => 0.0068133241413962
204 => 0.006805148028424
205 => 0.0067338634032571
206 => 0.0067664971396222
207 => 0.0066613725044427
208 => 0.0066242508077808
209 => 0.0065070845219887
210 => 0.0063348824498868
211 => 0.0063588282041893
212 => 0.0060176508402323
213 => 0.0058317593046953
214 => 0.0057803069776697
215 => 0.0057115027756304
216 => 0.0057880785953711
217 => 0.0060166843276269
218 => 0.0057409373131148
219 => 0.0052681883981379
220 => 0.0052966014134529
221 => 0.0053604370229659
222 => 0.0052414797869533
223 => 0.0051288967463914
224 => 0.0052267785660092
225 => 0.0050264686185946
226 => 0.0053846435231189
227 => 0.0053749558957251
228 => 0.0055084613507442
301 => 0.0055919450515754
302 => 0.0053995421493286
303 => 0.0053511533397263
304 => 0.0053787178048246
305 => 0.0049231385973552
306 => 0.0054712308100041
307 => 0.0054759707342191
308 => 0.0054353846253987
309 => 0.0057272268081856
310 => 0.0063431048417255
311 => 0.0061113867518713
312 => 0.0060216585037634
313 => 0.0058510850385194
314 => 0.0060783640533069
315 => 0.0060609125710761
316 => 0.0059819903501507
317 => 0.0059342579446826
318 => 0.0060222063653129
319 => 0.0059233601620844
320 => 0.0059056046678726
321 => 0.005798025691117
322 => 0.0057596248909468
323 => 0.0057311944672807
324 => 0.00569989536434
325 => 0.0057689333861766
326 => 0.0056124841459868
327 => 0.0054238216992261
328 => 0.0054081364581339
329 => 0.0054514447878499
330 => 0.0054322840758765
331 => 0.0054080447240166
401 => 0.0053617652001213
402 => 0.0053480350539872
403 => 0.0053926513680032
404 => 0.0053422821507718
405 => 0.00541660467455
406 => 0.0053963930605352
407 => 0.0052834926276425
408 => 0.0051427768871643
409 => 0.0051415242219128
410 => 0.0051112072464468
411 => 0.0050725940200032
412 => 0.0050618527037575
413 => 0.0052185352321755
414 => 0.0055428633768875
415 => 0.0054791900015658
416 => 0.0055252005407457
417 => 0.0057515268552064
418 => 0.0058234691847037
419 => 0.005772406223274
420 => 0.0057025080922426
421 => 0.005705583255269
422 => 0.0059444463286063
423 => 0.0059593439254949
424 => 0.0059969853466856
425 => 0.00604536521038
426 => 0.0057806455232616
427 => 0.0056931149818116
428 => 0.005651638155263
429 => 0.0055239055830454
430 => 0.005661654211219
501 => 0.0055813939845666
502 => 0.0055922238312218
503 => 0.0055851708793803
504 => 0.0055890222680042
505 => 0.0053845434059334
506 => 0.0054590447561795
507 => 0.005335171811621
508 => 0.0051693198442477
509 => 0.0051687638502979
510 => 0.0052093558843502
511 => 0.0051852101541294
512 => 0.0051202346149489
513 => 0.0051294640836136
514 => 0.0050486042264075
515 => 0.0051392819342934
516 => 0.0051418822464951
517 => 0.0051069663897109
518 => 0.0052466679098214
519 => 0.0053039037365963
520 => 0.0052809213716909
521 => 0.0053022912326083
522 => 0.0054818359177784
523 => 0.005511109535545
524 => 0.0055241109428503
525 => 0.0055066907794176
526 => 0.0053055729798584
527 => 0.0053144934094877
528 => 0.0052490412156655
529 => 0.0051937410090679
530 => 0.0051959527273204
531 => 0.0052243842220352
601 => 0.0053485462269399
602 => 0.0056098378465117
603 => 0.0056197536724728
604 => 0.0056317719428026
605 => 0.0055828875974724
606 => 0.0055681436111606
607 => 0.0055875947348516
608 => 0.0056857221291021
609 => 0.005938132428442
610 => 0.0058489137707382
611 => 0.0057763776132539
612 => 0.0058400113789753
613 => 0.0058302154595204
614 => 0.0057475280410564
615 => 0.0057452072806192
616 => 0.00558650368782
617 => 0.0055278345830681
618 => 0.005478806287831
619 => 0.0054252686693482
620 => 0.0053935297745144
621 => 0.0054422951420488
622 => 0.0054534483585789
623 => 0.0053468220301919
624 => 0.0053322892556306
625 => 0.0054193626170805
626 => 0.0053810448771285
627 => 0.0054204556229034
628 => 0.0054295992539823
629 => 0.0054281269187829
630 => 0.0053881187975086
701 => 0.0054136187809495
702 => 0.0053533037182008
703 => 0.0052877201464912
704 => 0.0052458819137413
705 => 0.0052093725066308
706 => 0.0052296300476349
707 => 0.0051574156128362
708 => 0.0051343127617546
709 => 0.0054049799603275
710 => 0.005604924730076
711 => 0.0056020174539371
712 => 0.0055843201581318
713 => 0.0055580255663306
714 => 0.0056837985159329
715 => 0.005639981735201
716 => 0.005671862104198
717 => 0.0056799769961226
718 => 0.0057045383299294
719 => 0.0057133168956473
720 => 0.0056867819729418
721 => 0.0055977275313743
722 => 0.0053758123300303
723 => 0.0052725102047561
724 => 0.0052384187827826
725 => 0.0052396579412225
726 => 0.0052054764196029
727 => 0.0052155444096282
728 => 0.005201975183544
729 => 0.0051762783520889
730 => 0.0052280433407044
731 => 0.0052340087734181
801 => 0.0052219262065297
802 => 0.0052247720884272
803 => 0.0051247335951231
804 => 0.0051323393044968
805 => 0.0050899897482171
806 => 0.0050820497169461
807 => 0.0049749937264687
808 => 0.004785328521324
809 => 0.0048904214562211
810 => 0.0047634839691682
811 => 0.0047154108194045
812 => 0.0049429816334773
813 => 0.0049201398355762
814 => 0.0048810446066605
815 => 0.0048232146149345
816 => 0.0048017649084693
817 => 0.0046714432821388
818 => 0.0046637431852163
819 => 0.0047283341022056
820 => 0.0046985276164528
821 => 0.004656668021857
822 => 0.0045050568134699
823 => 0.0043345956184967
824 => 0.0043397407704921
825 => 0.0043939613050698
826 => 0.0045516148219896
827 => 0.0044900168654955
828 => 0.0044453268413039
829 => 0.00443695774315
830 => 0.0045417145284398
831 => 0.0046899673268498
901 => 0.0047595242228943
902 => 0.0046905954513885
903 => 0.0046114137900712
904 => 0.0046162332109031
905 => 0.0046482946585591
906 => 0.0046516638633833
907 => 0.0046001247418721
908 => 0.0046146327026854
909 => 0.0045925937835742
910 => 0.00445734097767
911 => 0.0044548946833024
912 => 0.0044217014634874
913 => 0.0044206963859832
914 => 0.0043642264386411
915 => 0.0043563259026497
916 => 0.0042442013947211
917 => 0.004318002085384
918 => 0.0042685004567975
919 => 0.004193889826264
920 => 0.0041810269254376
921 => 0.0041806402511063
922 => 0.0042572486860325
923 => 0.0043171068712183
924 => 0.0042693615588203
925 => 0.0042584908766912
926 => 0.0043745613218056
927 => 0.0043597902996592
928 => 0.0043469986897433
929 => 0.0046766929148031
930 => 0.0044157142093071
1001 => 0.0043019125975671
1002 => 0.0041610614926989
1003 => 0.0042069233226769
1004 => 0.0042165870841038
1005 => 0.0038778655672158
1006 => 0.0037404462899994
1007 => 0.0036932891725949
1008 => 0.0036661495848249
1009 => 0.0036785174357692
1010 => 0.0035548239686009
1011 => 0.0036379480242391
1012 => 0.0035308399372199
1013 => 0.0035128829178712
1014 => 0.0037044054456075
1015 => 0.0037310546864837
1016 => 0.0036173607456359
1017 => 0.0036903706610372
1018 => 0.003663896250799
1019 => 0.003532675997953
1020 => 0.0035276643494851
1021 => 0.0034618226392219
1022 => 0.0033587931121273
1023 => 0.0033117058535938
1024 => 0.0032871824005192
1025 => 0.0032973012552104
1026 => 0.0032921848526365
1027 => 0.0032587968649737
1028 => 0.0032940986130067
1029 => 0.0032039172344717
1030 => 0.0031680062828984
1031 => 0.0031517861392004
1101 => 0.0030717449751041
1102 => 0.0031991260616485
1103 => 0.0032242217404024
1104 => 0.0032493668653959
1105 => 0.0034682380111583
1106 => 0.0034573038272394
1107 => 0.0035561435247023
1108 => 0.0035523027958134
1109 => 0.0035241121130001
1110 => 0.0034051802593528
1111 => 0.0034525843764602
1112 => 0.0033066818722392
1113 => 0.0034160019488074
1114 => 0.0033661128311772
1115 => 0.0033991343879527
1116 => 0.0033397586514366
1117 => 0.0033726196355887
1118 => 0.0032301728568233
1119 => 0.0030971580590924
1120 => 0.0031506870966433
1121 => 0.0032088792822491
1122 => 0.0033350547677357
1123 => 0.0032599056895051
1124 => 0.0032869321397381
1125 => 0.0031963980556307
1126 => 0.0030096003803345
1127 => 0.0030106576348905
1128 => 0.0029819228821547
1129 => 0.0029570918604484
1130 => 0.0032685374651386
1201 => 0.0032298042809689
1202 => 0.0031680880212684
1203 => 0.0032506976873842
1204 => 0.0032725409942969
1205 => 0.0032731628425367
1206 => 0.0033334327224706
1207 => 0.0033655987681954
1208 => 0.00337126817317
1209 => 0.003466104131463
1210 => 0.0034978918937663
1211 => 0.0036288211879211
1212 => 0.0033628697039473
1213 => 0.0033573926081491
1214 => 0.0032518601747977
1215 => 0.0031849298371646
1216 => 0.0032564429522769
1217 => 0.0033197938097527
1218 => 0.0032538286625293
1219 => 0.0032624423181565
1220 => 0.0031738894975597
1221 => 0.0032055429641255
1222 => 0.0032328071937145
1223 => 0.0032177534886528
1224 => 0.0031952173635679
1225 => 0.0033145997618833
1226 => 0.003307863739107
1227 => 0.0034190353730078
1228 => 0.0035057016115933
1229 => 0.0036610230045817
1230 => 0.0034989370339109
1231 => 0.0034930299769063
]
'min_raw' => 0.0029570918604484
'max_raw' => 0.0085498222058603
'avg_raw' => 0.0057534570331544
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.002957'
'max' => '$0.008549'
'avg' => '$0.005753'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.00051996948498347
'max_diff' => -0.0028881343079686
'year' => 2030
]
5 => [
'items' => [
101 => 0.0035507724066483
102 => 0.0034978830537012
103 => 0.0035313072990853
104 => 0.0036556378419135
105 => 0.0036582647503659
106 => 0.0036142606492069
107 => 0.0036115829956523
108 => 0.003620034464632
109 => 0.003669534982423
110 => 0.0036522379805096
111 => 0.0036722545090303
112 => 0.0036972854844494
113 => 0.0038008242116967
114 => 0.0038257870483073
115 => 0.0037651402970904
116 => 0.0037706160196924
117 => 0.0037479324699467
118 => 0.0037260204451165
119 => 0.0037752754769407
120 => 0.0038652900157095
121 => 0.0038647300399355
122 => 0.0038856116632973
123 => 0.003898620741659
124 => 0.0038427762541033
125 => 0.0038064235461633
126 => 0.0038203634875704
127 => 0.0038426537574528
128 => 0.0038131350534683
129 => 0.0036309319380821
130 => 0.0036862007241102
131 => 0.0036770012956095
201 => 0.0036639001907359
202 => 0.003719473382468
203 => 0.0037141132125538
204 => 0.0035535553133115
205 => 0.0035638337090921
206 => 0.003554180376602
207 => 0.0035853722687636
208 => 0.0034961985891614
209 => 0.0035236278124131
210 => 0.0035408311641036
211 => 0.0035509640704117
212 => 0.0035875710761954
213 => 0.0035832756665832
214 => 0.0035873040675029
215 => 0.0036415825931889
216 => 0.0039161047499679
217 => 0.0039310463852623
218 => 0.0038574683084259
219 => 0.0038868612988587
220 => 0.0038304331847682
221 => 0.0038683137557927
222 => 0.0038942306804254
223 => 0.003777117081548
224 => 0.0037701823742835
225 => 0.0037135213612935
226 => 0.0037439677802305
227 => 0.0036955253385268
228 => 0.0037074114192762
301 => 0.0036741769012909
302 => 0.0037339924167379
303 => 0.003800875457399
304 => 0.0038177727547613
305 => 0.003773323240145
306 => 0.003741138862197
307 => 0.0036846336967135
308 => 0.0037786030462123
309 => 0.0038060825476697
310 => 0.0037784587080895
311 => 0.0037720576608659
312 => 0.0037599276879437
313 => 0.0037746310919635
314 => 0.0038059328884033
315 => 0.0037911715392557
316 => 0.0038009216704292
317 => 0.0037637642246874
318 => 0.0038427947409524
319 => 0.0039683142205106
320 => 0.0039687177861619
321 => 0.0039539563574451
322 => 0.0039479162988536
323 => 0.0039630624205154
324 => 0.0039712785701905
325 => 0.0040202583503211
326 => 0.0040728156058417
327 => 0.0043180773848293
328 => 0.0042492088587204
329 => 0.0044668196997268
330 => 0.0046389216217316
331 => 0.0046905274630359
401 => 0.0046430525172784
402 => 0.0044806432923882
403 => 0.004472674721001
404 => 0.004715382670393
405 => 0.0046468065579614
406 => 0.0046386496475951
407 => 0.0045518739026146
408 => 0.0046031691152832
409 => 0.0045919500998172
410 => 0.0045742403350511
411 => 0.0046721080275672
412 => 0.0048553076112481
413 => 0.0048267542380966
414 => 0.0048054404695919
415 => 0.0047120497403489
416 => 0.0047682918189278
417 => 0.0047482650919919
418 => 0.0048343126201833
419 => 0.0047833399706688
420 => 0.0046462870264633
421 => 0.0046681131595604
422 => 0.0046648141834509
423 => 0.0047327068780174
424 => 0.0047123271763088
425 => 0.0046608347196098
426 => 0.0048546814549874
427 => 0.0048420941262242
428 => 0.0048599400805465
429 => 0.0048677964215436
430 => 0.0049857875134054
501 => 0.0050341246884474
502 => 0.0050450980734433
503 => 0.0050910146512018
504 => 0.0050439556271596
505 => 0.0052322252758441
506 => 0.0053574136063807
507 => 0.0055028262944316
508 => 0.0057153133149198
509 => 0.0057952104002382
510 => 0.0057807777069065
511 => 0.0059418829407598
512 => 0.0062313854648261
513 => 0.0058392944442142
514 => 0.0062521672409899
515 => 0.0061214564803764
516 => 0.0058115436183479
517 => 0.0057915888836659
518 => 0.0060014654719939
519 => 0.0064669515450324
520 => 0.0063503525632356
521 => 0.0064671422591961
522 => 0.0063309008752082
523 => 0.0063241353421606
524 => 0.0064605253192723
525 => 0.0067792079350243
526 => 0.0066278137699198
527 => 0.0064107531108701
528 => 0.0065710273236745
529 => 0.0064321829678652
530 => 0.0061193277741386
531 => 0.0063502634021916
601 => 0.0061958433243806
602 => 0.0062409113125087
603 => 0.0065654793478145
604 => 0.006526426463106
605 => 0.0065769645121186
606 => 0.0064877661784224
607 => 0.0064044408694641
608 => 0.0062489079924746
609 => 0.0062028623752762
610 => 0.0062155877273221
611 => 0.0062028560692237
612 => 0.006115836853969
613 => 0.0060970450627199
614 => 0.0060657245873509
615 => 0.0060754321123232
616 => 0.0060165404555011
617 => 0.0061276811795616
618 => 0.0061483098773159
619 => 0.0062291888279199
620 => 0.0062375859488772
621 => 0.0064628326750695
622 => 0.0063387705634002
623 => 0.0064220021389153
624 => 0.0064145571233953
625 => 0.0058182603698061
626 => 0.0059004248012799
627 => 0.0060282468720341
628 => 0.005970663202418
629 => 0.0058892533660845
630 => 0.0058235105583258
701 => 0.0057239034820242
702 => 0.0058640985291342
703 => 0.0060484401080028
704 => 0.0062422611555272
705 => 0.0064751244444698
706 => 0.0064231520692053
707 => 0.0062379079383168
708 => 0.0062462178547075
709 => 0.0062975864880035
710 => 0.0062310594405527
711 => 0.0062114393154973
712 => 0.0062948909841084
713 => 0.0062954656698859
714 => 0.0062189182617315
715 => 0.0061338498255958
716 => 0.0061334933857423
717 => 0.0061183562791955
718 => 0.0063335937328356
719 => 0.0064519525693765
720 => 0.0064655222192412
721 => 0.0064510392238233
722 => 0.0064566131539501
723 => 0.0063877427548259
724 => 0.0065451600643414
725 => 0.0066896217545111
726 => 0.0066509029355718
727 => 0.0065928579217773
728 => 0.0065466222724633
729 => 0.0066400112859835
730 => 0.0066358528202194
731 => 0.0066883600076731
801 => 0.006685977978354
802 => 0.0066683217861085
803 => 0.00665090356613
804 => 0.0067199648394785
805 => 0.0067000763018442
806 => 0.0066801568718177
807 => 0.0066402054053873
808 => 0.0066456354731988
809 => 0.0065876004816942
810 => 0.0065607508391237
811 => 0.0061569966361636
812 => 0.0060491003200835
813 => 0.0060830466975543
814 => 0.006094222726435
815 => 0.006047266111404
816 => 0.0061145898351937
817 => 0.0061040975041546
818 => 0.0061449170264196
819 => 0.0061194147610861
820 => 0.0061204613829509
821 => 0.0061954581076406
822 => 0.0062172299758769
823 => 0.0062061566279714
824 => 0.0062139120212722
825 => 0.0063926317865436
826 => 0.0063672235510584
827 => 0.0063537259323618
828 => 0.0063574648649851
829 => 0.0064031315968069
830 => 0.0064159157884059
831 => 0.0063617482702718
901 => 0.0063872939849626
902 => 0.0064960643958819
903 => 0.0065341278838315
904 => 0.0066556082658562
905 => 0.0066040012404305
906 => 0.0066987281690991
907 => 0.0069898864530365
908 => 0.0072224838368666
909 => 0.007008577670203
910 => 0.0074357131445087
911 => 0.0077682993802003
912 => 0.0077555341665231
913 => 0.007697540063472
914 => 0.0073188994763997
915 => 0.0069704687629626
916 => 0.0072619458499023
917 => 0.0072626888849397
918 => 0.0072376507446733
919 => 0.0070821410058605
920 => 0.0072322393428495
921 => 0.0072441536037626
922 => 0.007237484785909
923 => 0.007118255833773
924 => 0.0069362152610551
925 => 0.0069717855532206
926 => 0.0070300504174021
927 => 0.0069197428741826
928 => 0.0068844929303543
929 => 0.0069500292825074
930 => 0.0071612010641859
1001 => 0.0071212802620944
1002 => 0.0071202377686192
1003 => 0.0072910358890213
1004 => 0.0071687812953547
1005 => 0.0069722342085167
1006 => 0.0069226034769525
1007 => 0.0067464478151665
1008 => 0.006868119158207
1009 => 0.0068724978932357
1010 => 0.0068058597421034
1011 => 0.0069776415272173
1012 => 0.0069760585278258
1013 => 0.0071391397664469
1014 => 0.0074508898441744
1015 => 0.0073586900059007
1016 => 0.0072514716253024
1017 => 0.0072631292361166
1018 => 0.0073909844533139
1019 => 0.0073136802703457
1020 => 0.007341479393525
1021 => 0.0073909423760115
1022 => 0.0074207846214424
1023 => 0.0072588353962452
1024 => 0.0072210772849248
1025 => 0.0071438374404596
1026 => 0.0071236870067886
1027 => 0.0071865972484433
1028 => 0.0071700226224189
1029 => 0.0068721298775119
1030 => 0.0068409984282095
1031 => 0.0068419531853141
1101 => 0.0067636716758236
1102 => 0.0066442735841355
1103 => 0.0069580446402022
1104 => 0.0069328444331769
1105 => 0.0069050253549621
1106 => 0.00690843303331
1107 => 0.0070446304140607
1108 => 0.0069656290550927
1109 => 0.0071756671159773
1110 => 0.0071324896049814
1111 => 0.0070882047537522
1112 => 0.0070820832383628
1113 => 0.0070650373488455
1114 => 0.0070065806511946
1115 => 0.0069359906760782
1116 => 0.0068893810601074
1117 => 0.0063550898566442
1118 => 0.006454251196178
1119 => 0.0065683272784712
1120 => 0.0066077058849476
1121 => 0.0065403460536531
1122 => 0.0070092404278971
1123 => 0.0070949119484501
1124 => 0.0068354073244801
1125 => 0.0067868646048392
1126 => 0.0070124228805153
1127 => 0.0068763836669049
1128 => 0.0069376421164638
1129 => 0.0068052348550978
1130 => 0.0070742761879039
1201 => 0.0070722265437154
1202 => 0.0069675633886797
1203 => 0.0070560239706135
1204 => 0.0070406517675945
1205 => 0.0069224873233332
1206 => 0.007078022211553
1207 => 0.0070780993549171
1208 => 0.0069773633437685
1209 => 0.0068597257366954
1210 => 0.0068386949110269
1211 => 0.0068228510089797
1212 => 0.0069337454878091
1213 => 0.0070331731307695
1214 => 0.0072181833241157
1215 => 0.0072646992824568
1216 => 0.0074462541646045
1217 => 0.0073381470720323
1218 => 0.0073860695459483
1219 => 0.007438096170432
1220 => 0.0074630396474252
1221 => 0.0074223955902055
1222 => 0.0077044250531517
1223 => 0.0077282369809838
1224 => 0.0077362209144136
1225 => 0.007641122166329
1226 => 0.0077255921127672
1227 => 0.0076860714221794
1228 => 0.0077888932799249
1229 => 0.0078050170601148
1230 => 0.0077913607919141
1231 => 0.0077964787342429
]
'min_raw' => 0.0034961985891614
'max_raw' => 0.0078050170601148
'avg_raw' => 0.0056506078246381
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.003496'
'max' => '$0.007805'
'avg' => '$0.00565'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.00053910672871294
'max_diff' => -0.00074480514574547
'year' => 2031
]
6 => [
'items' => [
101 => 0.0075558163410249
102 => 0.0075433367263413
103 => 0.0073731762946171
104 => 0.0074425179283071
105 => 0.0073128870677546
106 => 0.0073539943489816
107 => 0.007372114046862
108 => 0.0073626493449731
109 => 0.0074464384002366
110 => 0.0073752005862895
111 => 0.0071871922827022
112 => 0.0069991327563784
113 => 0.0069967718222154
114 => 0.0069472590684607
115 => 0.0069114704162092
116 => 0.0069183645803035
117 => 0.0069426605137917
118 => 0.0069100582923872
119 => 0.0069170156292985
120 => 0.007032553778518
121 => 0.0070557241303635
122 => 0.0069769822215514
123 => 0.0066608220952672
124 => 0.0065832356072495
125 => 0.0066390032362297
126 => 0.0066123499014724
127 => 0.0053366824432385
128 => 0.0056363815903077
129 => 0.0054583105339406
130 => 0.0055403738693699
131 => 0.0053586094320956
201 => 0.0054453569486533
202 => 0.0054293378498572
203 => 0.0059112452096019
204 => 0.0059037208890214
205 => 0.0059073223831051
206 => 0.0057354136868469
207 => 0.0060092689078161
208 => 0.0061441798371807
209 => 0.0061192114146934
210 => 0.0061254954287099
211 => 0.0060175152479719
212 => 0.0059083678672877
213 => 0.0057873066244474
214 => 0.0060122234500228
215 => 0.0059872165384771
216 => 0.0060445733963602
217 => 0.0061904480351326
218 => 0.0062119286298157
219 => 0.0062407987669045
220 => 0.0062304508778744
221 => 0.0064769795762507
222 => 0.0064471233242286
223 => 0.0065190683013719
224 => 0.0063710720249096
225 => 0.0062036001901569
226 => 0.0062354311108766
227 => 0.0062323655372432
228 => 0.0061933372663884
229 => 0.0061581042885325
301 => 0.0060994513072323
302 => 0.0062850380190738
303 => 0.0062775035374942
304 => 0.0063994780363917
305 => 0.0063779178589145
306 => 0.0062339337170514
307 => 0.006239076138846
308 => 0.0062736613967788
309 => 0.0063933613693716
310 => 0.0064288964710327
311 => 0.0064124351961143
312 => 0.0064513978128467
313 => 0.0064821922764782
314 => 0.0064552651233589
315 => 0.0068364968271869
316 => 0.0066781828443759
317 => 0.0067553439780564
318 => 0.0067737464537794
319 => 0.0067266088991773
320 => 0.0067368313469012
321 => 0.0067523155697527
322 => 0.006846332738785
323 => 0.007093060994413
324 => 0.0072023352592946
325 => 0.0075310922766882
326 => 0.0071932615527674
327 => 0.0071732160756925
328 => 0.0072324351420358
329 => 0.0074254503137104
330 => 0.0075818709813594
331 => 0.0076337647409434
401 => 0.007640623357945
402 => 0.0077379795007564
403 => 0.0077937822262314
404 => 0.0077261579042984
405 => 0.0076688533720218
406 => 0.0074635956503074
407 => 0.007487354790494
408 => 0.0076510317055745
409 => 0.0078822349886478
410 => 0.0080806314581264
411 => 0.00801115992933
412 => 0.0085411786547902
413 => 0.0085937278464872
414 => 0.0085864672473134
415 => 0.0087061821263675
416 => 0.0084685724709563
417 => 0.0083669897397978
418 => 0.0076812432623341
419 => 0.007873910051266
420 => 0.0081539625439025
421 => 0.0081168965463591
422 => 0.0079135149403819
423 => 0.0080804771749406
424 => 0.0080252742388037
425 => 0.0079817333927006
426 => 0.0081812024495072
427 => 0.0079618780278111
428 => 0.0081517746150216
429 => 0.0079082302776955
430 => 0.0080114772694217
501 => 0.0079528692834228
502 => 0.0079907958330887
503 => 0.0077690779987086
504 => 0.0078887115602439
505 => 0.0077641008492301
506 => 0.0077640417675283
507 => 0.0077612909791761
508 => 0.0079078949280754
509 => 0.0079126756775857
510 => 0.0078043351378429
511 => 0.0077887215734687
512 => 0.0078464531043606
513 => 0.007778864601598
514 => 0.0078104888366437
515 => 0.0077798224674614
516 => 0.007772918821826
517 => 0.007717909398844
518 => 0.0076942098269077
519 => 0.0077035030397267
520 => 0.0076717805133961
521 => 0.007652666543828
522 => 0.0077574887295374
523 => 0.0077014864642278
524 => 0.0077489055791931
525 => 0.0076948655129207
526 => 0.0075075390990842
527 => 0.007399805697546
528 => 0.0070459634669767
529 => 0.0071463126846262
530 => 0.0072128443197466
531 => 0.0071908556147362
601 => 0.0072380958615978
602 => 0.0072409960290857
603 => 0.0072256377432737
604 => 0.0072078548158216
605 => 0.0071991990701956
606 => 0.0072637119065731
607 => 0.0073011637794925
608 => 0.0072195216594094
609 => 0.0072003940529686
610 => 0.0072829387439575
611 => 0.0073332909577763
612 => 0.007705063414149
613 => 0.0076775213097717
614 => 0.0077466465868937
615 => 0.0077388641415036
616 => 0.0078113184444477
617 => 0.0079297506082882
618 => 0.0076889449050466
619 => 0.0077307404486946
620 => 0.0077204931465922
621 => 0.0078323705039597
622 => 0.0078327197728576
623 => 0.0077656437084273
624 => 0.0078020067311398
625 => 0.007781709889429
626 => 0.0078183890256831
627 => 0.0076771534681761
628 => 0.0078491631317833
629 => 0.0079466815269908
630 => 0.0079480355700028
701 => 0.0079942585153773
702 => 0.0080412237049302
703 => 0.0081313692964712
704 => 0.0080387095933088
705 => 0.0078720238075599
706 => 0.0078840579828992
707 => 0.0077863301677026
708 => 0.007787972989932
709 => 0.007779203476121
710 => 0.007805521447206
711 => 0.0076829287828413
712 => 0.007711701036133
713 => 0.0076714197130346
714 => 0.007730652884965
715 => 0.0076669277835619
716 => 0.0077204882050328
717 => 0.0077436031073836
718 => 0.0078288975946861
719 => 0.0076543297184365
720 => 0.0072983740015574
721 => 0.0073732002087913
722 => 0.0072625263708207
723 => 0.0072727696558899
724 => 0.0072934627219364
725 => 0.0072263897245297
726 => 0.0072391851387219
727 => 0.007238727996487
728 => 0.0072347885916749
729 => 0.0072173403145674
730 => 0.007192036860725
731 => 0.0072928380328406
801 => 0.0073099661162228
802 => 0.0073480397238607
803 => 0.0074613209546166
804 => 0.0074500014883087
805 => 0.007468464007497
806 => 0.0074281604317715
807 => 0.0072746392231743
808 => 0.007282976163414
809 => 0.0071790143850352
810 => 0.0073453811874496
811 => 0.0073059833327034
812 => 0.0072805832794503
813 => 0.0072736526395903
814 => 0.0073872146726062
815 => 0.0074211942127513
816 => 0.007400020443615
817 => 0.0073565924253789
818 => 0.0074399870587332
819 => 0.0074622999444818
820 => 0.0074672949767333
821 => 0.0076150542777024
822 => 0.0074755530802564
823 => 0.0075091324050043
824 => 0.0077711087110464
825 => 0.0075335323517253
826 => 0.0076593818478427
827 => 0.0076532221698969
828 => 0.0077176025135959
829 => 0.0076479411025922
830 => 0.00764880463927
831 => 0.0077059700229725
901 => 0.0076256915513937
902 => 0.0076058134728721
903 => 0.007578352049764
904 => 0.0076383130624645
905 => 0.007674256977775
906 => 0.0079639385372813
907 => 0.0081510860358065
908 => 0.0081429614693291
909 => 0.0082172047983813
910 => 0.0081837574986523
911 => 0.0080757473448756
912 => 0.0082601075069374
913 => 0.0082017682377042
914 => 0.0082065776561776
915 => 0.0082063986493818
916 => 0.0082451891633144
917 => 0.0082177025290948
918 => 0.0081635235516027
919 => 0.008199490085289
920 => 0.008306297832066
921 => 0.0086378323553238
922 => 0.0088233634667871
923 => 0.008626663149454
924 => 0.0087623443944281
925 => 0.0086809839956144
926 => 0.0086661983908878
927 => 0.0087514162394968
928 => 0.0088367832506688
929 => 0.0088313457411089
930 => 0.0087693736746425
1001 => 0.0087343672267787
1002 => 0.0089994477780243
1003 => 0.0091947546126528
1004 => 0.0091814359958847
1005 => 0.0092402200388526
1006 => 0.0094128118071282
1007 => 0.0094285914354289
1008 => 0.0094266035649536
1009 => 0.0093874921097765
1010 => 0.0095574311195171
1011 => 0.0096991972312351
1012 => 0.0093784389379416
1013 => 0.0095005794969934
1014 => 0.0095554123290748
1015 => 0.0096359231947384
1016 => 0.0097717585203008
1017 => 0.0099193117124023
1018 => 0.0099401773516039
1019 => 0.0099253721820776
1020 => 0.009828056885444
1021 => 0.0099895113489171
1022 => 0.010084087587047
1023 => 0.010140405572514
1024 => 0.01028321861324
1025 => 0.0095557509579784
1026 => 0.0090408131940957
1027 => 0.008960398226474
1028 => 0.0091239252252952
1029 => 0.009167045990781
1030 => 0.0091496640642825
1031 => 0.0085700547949393
1101 => 0.0089573467036238
1102 => 0.0093740402329397
1103 => 0.0093900471284386
1104 => 0.0095986526218649
1105 => 0.0096665831215526
1106 => 0.0098345378863079
1107 => 0.0098240322700433
1108 => 0.0098649265825172
1109 => 0.0098555256882702
1110 => 0.010166626522931
1111 => 0.010509816942483
1112 => 0.010497933349533
1113 => 0.010448595666277
1114 => 0.010521870539237
1115 => 0.010876079830735
1116 => 0.010843469915262
1117 => 0.010875147670438
1118 => 0.011292780387475
1119 => 0.011835762327184
1120 => 0.011583492701694
1121 => 0.012130845200379
1122 => 0.012475374584392
1123 => 0.013071202529039
1124 => 0.012996601935855
1125 => 0.013228553382318
1126 => 0.012863051304441
1127 => 0.012023784653477
1128 => 0.011890967493379
1129 => 0.012156870811362
1130 => 0.012810568172159
1201 => 0.01213628355516
1202 => 0.012272690454988
1203 => 0.012233405258661
1204 => 0.0122313119175
1205 => 0.01231120623538
1206 => 0.012195315360288
1207 => 0.011723155086795
1208 => 0.011939543357679
1209 => 0.011855985454472
1210 => 0.011948699177734
1211 => 0.012449036904132
1212 => 0.01222782566873
1213 => 0.011994797601975
1214 => 0.012287066510753
1215 => 0.01265922526612
1216 => 0.012635936240043
1217 => 0.012590745795395
1218 => 0.01284548196578
1219 => 0.01326623148856
1220 => 0.013379958393859
1221 => 0.013463909270306
1222 => 0.013475484677807
1223 => 0.013594718569137
1224 => 0.012953567884645
1225 => 0.01397109048685
1226 => 0.014146788531756
1227 => 0.014113764581252
1228 => 0.014309045563661
1229 => 0.014251588944836
1230 => 0.014168343318826
1231 => 0.0144779052134
]
'min_raw' => 0.0053366824432385
'max_raw' => 0.0144779052134
'avg_raw' => 0.0099072938283195
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.005336'
'max' => '$0.014477'
'avg' => '$0.0099072'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.0018404838540772
'max_diff' => 0.0066728881532857
'year' => 2032
]
7 => [
'items' => [
101 => 0.014123017481627
102 => 0.013619299025498
103 => 0.013342949118044
104 => 0.013706868968691
105 => 0.013929102122428
106 => 0.014075984100365
107 => 0.01412043049814
108 => 0.013003338587161
109 => 0.0124012880039
110 => 0.012787195525246
111 => 0.013258029335202
112 => 0.012950952379058
113 => 0.012962989214365
114 => 0.012525178173308
115 => 0.013296765897657
116 => 0.013184352056293
117 => 0.013767555264143
118 => 0.013628369138091
119 => 0.014103948714275
120 => 0.013978712673459
121 => 0.014498560477034
122 => 0.014705941840198
123 => 0.015054167425282
124 => 0.015310323583203
125 => 0.01546074337862
126 => 0.015451712738314
127 => 0.016047750906603
128 => 0.01569628802275
129 => 0.01525476780719
130 => 0.015246782099469
131 => 0.015475451675497
201 => 0.015954680374419
202 => 0.016078937403555
203 => 0.016148380131387
204 => 0.016042026176394
205 => 0.015660538405544
206 => 0.015495813920278
207 => 0.015636163954252
208 => 0.015464527923117
209 => 0.015760819865421
210 => 0.016167691986748
211 => 0.016083674502641
212 => 0.016364532355406
213 => 0.01665519068591
214 => 0.017070845152814
215 => 0.017179512622103
216 => 0.017359135816584
217 => 0.017544027086851
218 => 0.017603409179901
219 => 0.017716788020715
220 => 0.017716190458258
221 => 0.018057865226328
222 => 0.018434743076295
223 => 0.018577005739916
224 => 0.018904130890502
225 => 0.018343940533956
226 => 0.018768851354399
227 => 0.019152131550646
228 => 0.018695169099892
301 => 0.019324985379661
302 => 0.01934943971861
303 => 0.019718671203212
304 => 0.019344384357374
305 => 0.019122134023082
306 => 0.019763762410573
307 => 0.020074226176175
308 => 0.019980711963337
309 => 0.01926906418628
310 => 0.018854854656023
311 => 0.017770788420291
312 => 0.019054911704692
313 => 0.019680370698135
314 => 0.019267444398587
315 => 0.01947570040559
316 => 0.020611877652565
317 => 0.021044460386183
318 => 0.020954486201572
319 => 0.02096969035767
320 => 0.021203104148799
321 => 0.022238189441987
322 => 0.02161794234122
323 => 0.022092098009541
324 => 0.022343588466323
325 => 0.022577186818297
326 => 0.022003543095365
327 => 0.02125724104033
328 => 0.021020855851871
329 => 0.019226387015985
330 => 0.019132977120093
331 => 0.01908054331492
401 => 0.018749955590212
402 => 0.018490204194191
403 => 0.018283640240123
404 => 0.017741554739432
405 => 0.017924492682829
406 => 0.017060521536764
407 => 0.017613259658759
408 => 0.016234340848326
409 => 0.017382745408448
410 => 0.016757721017922
411 => 0.017177408086183
412 => 0.017175943837539
413 => 0.016403166882964
414 => 0.015957445263008
415 => 0.016241476426989
416 => 0.016545980381198
417 => 0.016595385123294
418 => 0.016990182448292
419 => 0.017100361895559
420 => 0.016766513026554
421 => 0.01620576582092
422 => 0.016336014607507
423 => 0.015954805775505
424 => 0.015286751960409
425 => 0.015766559873512
426 => 0.01593038739071
427 => 0.016002742955352
428 => 0.015345788754704
429 => 0.015139359481691
430 => 0.015029458268848
501 => 0.016120961283294
502 => 0.016180756282354
503 => 0.015874836613002
504 => 0.017257622526967
505 => 0.016944655487216
506 => 0.017294316349404
507 => 0.016324195895327
508 => 0.016361255803113
509 => 0.015901985233283
510 => 0.016159146063917
511 => 0.015977393077506
512 => 0.016138370010115
513 => 0.016234858919788
514 => 0.016694054127837
515 => 0.017387988680109
516 => 0.016625465676565
517 => 0.016293223484391
518 => 0.016499344671815
519 => 0.017048272556257
520 => 0.017879926400289
521 => 0.017387570586029
522 => 0.017606069735653
523 => 0.017653802079496
524 => 0.017290757130064
525 => 0.017893312385416
526 => 0.01821622664191
527 => 0.018547469851382
528 => 0.018835079048943
529 => 0.018415164029325
530 => 0.01886453329277
531 => 0.018502420990787
601 => 0.018177568821426
602 => 0.018178061488073
603 => 0.0179742769769
604 => 0.017579418808002
605 => 0.017506600903446
606 => 0.017885408838834
607 => 0.01818917692977
608 => 0.018214196724691
609 => 0.018382378348001
610 => 0.018481906500268
611 => 0.019457417694443
612 => 0.019849776366592
613 => 0.020329545123927
614 => 0.020516442093194
615 => 0.021078934964417
616 => 0.020624676287467
617 => 0.020526394565288
618 => 0.019161970849718
619 => 0.019385395156706
620 => 0.019743119029433
621 => 0.019167869584621
622 => 0.019532732953184
623 => 0.019604764711001
624 => 0.019148322828608
625 => 0.019392128159684
626 => 0.01874465348359
627 => 0.017402101858703
628 => 0.017894807029164
629 => 0.018257603877389
630 => 0.017739848042442
701 => 0.018667905336667
702 => 0.018125753424372
703 => 0.017953917296056
704 => 0.017283523295491
705 => 0.017599923457926
706 => 0.018027859208034
707 => 0.017763444667338
708 => 0.018312144541324
709 => 0.0190892498958
710 => 0.019643061448824
711 => 0.01968557622316
712 => 0.019329512497058
713 => 0.019900106890504
714 => 0.019904263047728
715 => 0.019260630240974
716 => 0.0188664087306
717 => 0.018776840773994
718 => 0.019000599090428
719 => 0.019272282994644
720 => 0.01970065278902
721 => 0.01995950768418
722 => 0.020634463964731
723 => 0.020817087781735
724 => 0.021017735988541
725 => 0.021285863870449
726 => 0.021607820139257
727 => 0.020903398152085
728 => 0.020931386150842
729 => 0.020275438149775
730 => 0.019574463638175
731 => 0.020106415914773
801 => 0.020801872753778
802 => 0.020642334186499
803 => 0.020624382838603
804 => 0.020654572026475
805 => 0.020534285156789
806 => 0.019990232103238
807 => 0.019717012065697
808 => 0.02006953561999
809 => 0.020256886200079
810 => 0.020547450611109
811 => 0.020511632414379
812 => 0.021260095132853
813 => 0.021550925112914
814 => 0.021476518358698
815 => 0.021490210992172
816 => 0.022016744779222
817 => 0.022602358640354
818 => 0.023150863299859
819 => 0.023708825798331
820 => 0.023036180228776
821 => 0.022694652291567
822 => 0.023047021945105
823 => 0.022860049646976
824 => 0.023934447931612
825 => 0.024008836937751
826 => 0.025083157531162
827 => 0.026102815702025
828 => 0.02546238667398
829 => 0.02606628240187
830 => 0.026719444867924
831 => 0.027979501236734
901 => 0.027555158581036
902 => 0.027230118757069
903 => 0.026922957694001
904 => 0.0275621111058
905 => 0.028384371759354
906 => 0.028561478828615
907 => 0.028848459940925
908 => 0.028546734391712
909 => 0.02891012958176
910 => 0.03019307428657
911 => 0.029846411302464
912 => 0.029354094136178
913 => 0.030366855765306
914 => 0.030733370261876
915 => 0.033305760943938
916 => 0.036553510440199
917 => 0.035208920822874
918 => 0.034374290657764
919 => 0.034570448544257
920 => 0.035756416717034
921 => 0.036137312053381
922 => 0.035101907226693
923 => 0.035467629715655
924 => 0.037482796586879
925 => 0.038563868958996
926 => 0.03709562747027
927 => 0.033044807434176
928 => 0.029309766361913
929 => 0.030300467445369
930 => 0.030188152687539
1001 => 0.032353198093482
1002 => 0.029838143504942
1003 => 0.029880490573996
1004 => 0.032090306826111
1005 => 0.031500765735888
1006 => 0.030545784672446
1007 => 0.029316738780522
1008 => 0.027044733776315
1009 => 0.025032355584543
1010 => 0.028979092641628
1011 => 0.028808902163051
1012 => 0.028562441129255
1013 => 0.029110913490098
1014 => 0.031774139587754
1015 => 0.031712743606182
1016 => 0.031322173695922
1017 => 0.031618417530529
1018 => 0.030493851695921
1019 => 0.030783677917388
1020 => 0.029309174712324
1021 => 0.029975711741706
1022 => 0.030543735711987
1023 => 0.03065777493376
1024 => 0.0309147111234
1025 => 0.028719219514356
1026 => 0.02970493079057
1027 => 0.030283943816689
1028 => 0.027667941900008
1029 => 0.030232233869883
1030 => 0.02868100088997
1031 => 0.02815448911785
1101 => 0.028863367856358
1102 => 0.028587117122555
1103 => 0.028349612963617
1104 => 0.028217081562091
1105 => 0.02873760387156
1106 => 0.028713320883665
1107 => 0.027861645356347
1108 => 0.026750669349696
1109 => 0.027123549364072
1110 => 0.02698807855908
1111 => 0.026497114885709
1112 => 0.026827965122381
1113 => 0.025371068119549
1114 => 0.022864552549092
1115 => 0.024520433511584
1116 => 0.02445668389578
1117 => 0.024424538448677
1118 => 0.025668887226801
1119 => 0.025549271803795
1120 => 0.025332168639762
1121 => 0.026493127615847
1122 => 0.026069361972474
1123 => 0.027375307833606
1124 => 0.028235488241031
1125 => 0.028017318665787
1126 => 0.028826322496582
1127 => 0.027132139766491
1128 => 0.027694879310614
1129 => 0.027810859150734
1130 => 0.026478801562293
1201 => 0.025568842366308
1202 => 0.02550815846223
1203 => 0.023930414616493
1204 => 0.024773232643782
1205 => 0.025514877629617
1206 => 0.025159687235378
1207 => 0.025047244567573
1208 => 0.025621689771549
1209 => 0.025666329083689
1210 => 0.024648548036248
1211 => 0.024860176944945
1212 => 0.02574270467459
1213 => 0.024837939510491
1214 => 0.023080128589197
1215 => 0.022644167177079
1216 => 0.02258600188834
1217 => 0.02140363996214
1218 => 0.022673300203268
1219 => 0.022119059483236
1220 => 0.023869899276992
1221 => 0.022869828976741
1222 => 0.022826717944912
1223 => 0.02276154929729
1224 => 0.021743841544653
1225 => 0.021966654863779
1226 => 0.022707320271979
1227 => 0.022971598033818
1228 => 0.022944031698094
1229 => 0.02270369060741
1230 => 0.02281371752798
1231 => 0.022459282480905
]
'min_raw' => 0.0124012880039
'max_raw' => 0.038563868958996
'avg_raw' => 0.025482578481448
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.0124012'
'max' => '$0.038563'
'avg' => '$0.025482'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.0070646055606618
'max_diff' => 0.024085963745596
'year' => 2033
]
8 => [
'items' => [
101 => 0.022334124088855
102 => 0.021939089776018
103 => 0.021358498467162
104 => 0.021439233249632
105 => 0.020288929946808
106 => 0.019662183656213
107 => 0.019488708543359
108 => 0.019256730372428
109 => 0.019514911095036
110 => 0.020285671282079
111 => 0.01935597097061
112 => 0.01776206499749
113 => 0.017857861462358
114 => 0.018073087676691
115 => 0.017672015050146
116 => 0.017292433468594
117 => 0.017622448857326
118 => 0.016947089884424
119 => 0.018154701582001
120 => 0.018122039069874
121 => 0.018572162032524
122 => 0.018853633158522
123 => 0.018204933340456
124 => 0.018041787090483
125 => 0.018134722609051
126 => 0.016598705503544
127 => 0.018446636665065
128 => 0.018462617650487
129 => 0.018325778750968
130 => 0.019309745046004
131 => 0.021386220835315
201 => 0.020604967117332
202 => 0.02030244206421
203 => 0.01972734171708
204 => 0.02049362878355
205 => 0.020434789892786
206 => 0.020168698114762
207 => 0.020007764977156
208 => 0.020304289217674
209 => 0.019971022342268
210 => 0.019911158453883
211 => 0.019548448422828
212 => 0.019418977443996
213 => 0.019323122285657
214 => 0.019217595174859
215 => 0.019450361685561
216 => 0.018922882149324
217 => 0.018286793538079
218 => 0.018233909652628
219 => 0.018379926709957
220 => 0.01831532503178
221 => 0.018233600364647
222 => 0.018077565718701
223 => 0.018031273572401
224 => 0.018181700590118
225 => 0.018011877257556
226 => 0.018262460835507
227 => 0.018194315967726
228 => 0.017813664275772
301 => 0.017339231332291
302 => 0.017335007883937
303 => 0.01723279208449
304 => 0.017102604895645
305 => 0.017066389797988
306 => 0.017594655881775
307 => 0.018688150865539
308 => 0.018473471635109
309 => 0.018628599380307
310 => 0.01939167435111
311 => 0.019634232937863
312 => 0.019462070598301
313 => 0.019226404169397
314 => 0.019236772296241
315 => 0.020042115824885
316 => 0.020092344112912
317 => 0.020219254792497
318 => 0.020382370880717
319 => 0.019489849973459
320 => 0.019194734641773
321 => 0.019054892625245
322 => 0.01862423334001
323 => 0.019088662457199
324 => 0.01881805949945
325 => 0.018854573083564
326 => 0.018830793564009
327 => 0.01884377878965
328 => 0.01815436402992
329 => 0.018405550533793
330 => 0.017987904252681
331 => 0.017428722765267
401 => 0.017426848192847
402 => 0.0175637070697
403 => 0.01748229805446
404 => 0.017263228487665
405 => 0.017294346285649
406 => 0.017021721631624
407 => 0.017327447854676
408 => 0.017336214988813
409 => 0.017218493739917
410 => 0.017689507168619
411 => 0.017882481754668
412 => 0.017804995106812
413 => 0.017877045084891
414 => 0.018482392526352
415 => 0.01858109057247
416 => 0.018624925724929
417 => 0.018566192427679
418 => 0.017888109724869
419 => 0.017918185576169
420 => 0.017697508934971
421 => 0.01751106042749
422 => 0.017518517389996
423 => 0.01761437615945
424 => 0.0180329970277
425 => 0.018913959965885
426 => 0.018947391865414
427 => 0.01898791230292
428 => 0.018823095319643
429 => 0.0187733849404
430 => 0.018838965761959
501 => 0.01916980912271
502 => 0.020020828069659
503 => 0.019720021136163
504 => 0.019475460416892
505 => 0.019690006100789
506 => 0.019656978474418
507 => 0.019378192070015
508 => 0.019370367464171
509 => 0.018835287220717
510 => 0.0186374802379
511 => 0.018472177917462
512 => 0.01829167209887
513 => 0.018184662198999
514 => 0.018349078040331
515 => 0.018386681888554
516 => 0.018027183777985
517 => 0.017978185513906
518 => 0.018271759431302
519 => 0.018142568495795
520 => 0.018275444576745
521 => 0.018306272967316
522 => 0.018301308886396
523 => 0.018166418712241
524 => 0.018252393686764
525 => 0.018049037241644
526 => 0.017827917650726
527 => 0.017686857127958
528 => 0.01756376311288
529 => 0.017632062826711
530 => 0.017388586817936
531 => 0.017310693942525
601 => 0.018223267299894
602 => 0.018897395050799
603 => 0.018887592966317
604 => 0.018827925297924
605 => 0.018739271245837
606 => 0.019163323526608
607 => 0.01901559219118
608 => 0.01912307908107
609 => 0.019150439005757
610 => 0.019233249257504
611 => 0.019262846804722
612 => 0.019173382460212
613 => 0.018873129192884
614 => 0.018124926597928
615 => 0.017776636270242
616 => 0.017661694660871
617 => 0.017665872570067
618 => 0.017550627183449
619 => 0.017584572114744
620 => 0.017538822521628
621 => 0.017452183860281
622 => 0.017626713133515
623 => 0.017646826006402
624 => 0.01760608878856
625 => 0.017615683878071
626 => 0.017278397113431
627 => 0.017304040293598
628 => 0.01716125580785
629 => 0.017134485438064
630 => 0.016773538691759
701 => 0.016134069210612
702 => 0.016488397377972
703 => 0.016060418777881
704 => 0.015898336797093
705 => 0.016665607685226
706 => 0.016588594968839
707 => 0.016456782675008
708 => 0.016261804820342
709 => 0.016189485637424
710 => 0.015750097175486
711 => 0.015724135761108
712 => 0.015941908547331
713 => 0.015841413899593
714 => 0.01570028135387
715 => 0.015189113579636
716 => 0.014614391759564
717 => 0.014631738998739
718 => 0.014814547316624
719 => 0.015346087155937
720 => 0.015138405344985
721 => 0.014987729808265
722 => 0.014959512809527
723 => 0.015312707625017
724 => 0.015812552285536
725 => 0.016047068216858
726 => 0.015814670051273
727 => 0.015547703551855
728 => 0.015563952565671
729 => 0.015672049974902
730 => 0.015683409484197
731 => 0.015509641737675
801 => 0.01555855634047
802 => 0.015484250585979
803 => 0.015028236307823
804 => 0.015019988455568
805 => 0.014908075197486
806 => 0.014904686508508
807 => 0.014714294138438
808 => 0.014687656929745
809 => 0.014309621322981
810 => 0.01455844550415
811 => 0.014391547307278
812 => 0.014139992357286
813 => 0.014096624189091
814 => 0.014095320489586
815 => 0.01435361117657
816 => 0.014555427227089
817 => 0.014394450572868
818 => 0.014357799309103
819 => 0.014749138918586
820 => 0.014699337386139
821 => 0.014656209580226
822 => 0.015767796678531
823 => 0.014887888752
824 => 0.014504198672644
825 => 0.014029309338671
826 => 0.014183935700412
827 => 0.014216517746765
828 => 0.013074494503796
829 => 0.012611175816353
830 => 0.012452182302619
831 => 0.012360679287627
901 => 0.012402378360582
902 => 0.011985337200022
903 => 0.012265595757142
904 => 0.011904473363709
905 => 0.011843930019256
906 => 0.012489661593195
907 => 0.012579511369399
908 => 0.012196184309974
909 => 0.012442342337139
910 => 0.012353082014636
911 => 0.01191066377066
912 => 0.011893766647949
913 => 0.011671776724875
914 => 0.011324405480984
915 => 0.011165647501311
916 => 0.011082964967097
917 => 0.011117081392164
918 => 0.01109983108367
919 => 0.01098726115219
920 => 0.011106283460373
921 => 0.010802230646379
922 => 0.010681154365927
923 => 0.010626467018995
924 => 0.010356602645949
925 => 0.010786076872697
926 => 0.01087068870574
927 => 0.010955467250232
928 => 0.011693406599265
929 => 0.011656541234783
930 => 0.011989786175546
1001 => 0.011976836889946
1002 => 0.01188179003463
1003 => 0.011480802986502
1004 => 0.011640629276979
1005 => 0.01114870879741
1006 => 0.011517289068044
1007 => 0.011349084424807
1008 => 0.011460418908967
1009 => 0.011260229467821
1010 => 0.011371022570171
1011 => 0.010890753310247
1012 => 0.0104422846329
1013 => 0.010622761520281
1014 => 0.0108189605369
1015 => 0.011244369995509
1016 => 0.010990999631513
1017 => 0.0110821211954
1018 => 0.010776879209944
1019 => 0.010147077805886
1020 => 0.010150642413437
1021 => 0.010053761188392
1022 => 0.0099700416650626
1023 => 0.011020102265713
1024 => 0.010889510631021
1025 => 0.010681429952549
1026 => 0.010959954209481
1027 => 0.011033600443788
1028 => 0.011035697048544
1029 => 0.01123890115665
1030 => 0.011347351225573
1031 => 0.01136646602027
1101 => 0.01168621207489
1102 => 0.011793386734846
1103 => 0.012234823991281
1104 => 0.011338149994923
1105 => 0.011319683584041
1106 => 0.010963873616958
1107 => 0.010738213310701
1108 => 0.010979324771188
1109 => 0.011192916610183
1110 => 0.01097051051078
1111 => 0.010999552052113
1112 => 0.010700990034911
1113 => 0.010807711907412
1114 => 0.010899635160999
1115 => 0.010848880543367
1116 => 0.010772898424222
1117 => 0.011175404515155
1118 => 0.01115269354407
1119 => 0.011527516469523
1120 => 0.011819717743757
1121 => 0.012343394664411
1122 => 0.011796910497813
1123 => 0.011776994442705
1124 => 0.011971677076027
1125 => 0.01179335692995
1126 => 0.011906049106869
1127 => 0.012325238212495
1128 => 0.012334095017747
1129 => 0.012185732118422
1130 => 0.012176704222514
1201 => 0.012205198940242
1202 => 0.01237209339199
1203 => 0.012313775342401
1204 => 0.012381262465818
1205 => 0.012465656147051
1206 => 0.012814744194808
1207 => 0.01289890814129
1208 => 0.012694433385341
1209 => 0.012712895166397
1210 => 0.012636415994714
1211 => 0.01256253807315
1212 => 0.012728604851822
1213 => 0.013032095153895
1214 => 0.013030207156477
1215 => 0.01310061100755
1216 => 0.013144472023511
1217 => 0.01295618843478
1218 => 0.012833622741895
1219 => 0.012880622227605
1220 => 0.01295577542877
1221 => 0.012856251057356
1222 => 0.012241940532816
1223 => 0.012428283103653
1224 => 0.01239726658818
1225 => 0.012353095298408
1226 => 0.01254046419433
1227 => 0.012522392007229
1228 => 0.011981059840139
1229 => 0.012015714169128
1230 => 0.011983167284663
1231 => 0.012088332926835
]
'min_raw' => 0.0099700416650626
'max_raw' => 0.022334124088855
'avg_raw' => 0.016152082876959
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.00997'
'max' => '$0.022334'
'avg' => '$0.016152'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.0024312463388377
'max_diff' => -0.016229744870141
'year' => 2034
]
9 => [
'items' => [
101 => 0.011787677640148
102 => 0.011880157181389
103 => 0.011938159482713
104 => 0.011972323283787
105 => 0.012095746359607
106 => 0.012081264086203
107 => 0.012094846121158
108 => 0.012277849960114
109 => 0.013203420578219
110 => 0.013253797344806
111 => 0.013005723721695
112 => 0.013104824241092
113 => 0.012914572914751
114 => 0.013042289904697
115 => 0.013129670625558
116 => 0.012734813950332
117 => 0.012711433100624
118 => 0.012520396539383
119 => 0.01262304876653
120 => 0.012459721692183
121 => 0.012499796443289
122 => 0.012387743945542
123 => 0.012589416132057
124 => 0.012814916973271
125 => 0.012871887391059
126 => 0.012722022749165
127 => 0.012613510871871
128 => 0.012422999761379
129 => 0.012739823983945
130 => 0.012832473041666
131 => 0.012739337337886
201 => 0.012717755760265
202 => 0.01267685870967
203 => 0.012726432262882
204 => 0.012831968455
205 => 0.012782199535745
206 => 0.012815072783729
207 => 0.01268979386116
208 => 0.012956250764482
209 => 0.013379448453303
210 => 0.013380809103072
211 => 0.013331039915543
212 => 0.013310675436299
213 => 0.01336174164295
214 => 0.013389442965213
215 => 0.013554581713582
216 => 0.01373178217
217 => 0.014558699381488
218 => 0.014326504337465
219 => 0.015060194481021
220 => 0.015640448126833
221 => 0.015814440823795
222 => 0.015654375729579
223 => 0.015106801688812
224 => 0.015079935094032
225 => 0.015898241890735
226 => 0.015667032739841
227 => 0.015639531147043
228 => 0.015346960664352
301 => 0.015519906055182
302 => 0.015482080361252
303 => 0.015422370652887
304 => 0.015752338411109
305 => 0.016370008598075
306 => 0.016273738906962
307 => 0.016201878048369
308 => 0.015887004684394
309 => 0.016076628779019
310 => 0.016009107270933
311 => 0.016299222519877
312 => 0.016127364673242
313 => 0.015665281103122
314 => 0.015738869434711
315 => 0.01572774670643
316 => 0.015956651666278
317 => 0.015887940079102
318 => 0.015714329666253
319 => 0.016367897468526
320 => 0.016325458410781
321 => 0.016385627291743
322 => 0.016412115493928
323 => 0.016809930698014
324 => 0.016972902858462
325 => 0.017009900392113
326 => 0.017164711339819
327 => 0.017006048554705
328 => 0.017640812819812
329 => 0.018062894016586
330 => 0.018553163046739
331 => 0.019269577871685
401 => 0.019538956473072
402 => 0.019490295639846
403 => 0.020033473183791
404 => 0.021009551156101
405 => 0.019687588905187
406 => 0.021079618365375
407 => 0.020638917910032
408 => 0.019594025058278
409 => 0.019526746277103
410 => 0.020234359847766
411 => 0.021803778642215
412 => 0.021410657034406
413 => 0.021804421648333
414 => 0.021345074310148
415 => 0.021322263843124
416 => 0.0217821121734
417 => 0.022856572862118
418 => 0.022346136864465
419 => 0.021614301697788
420 => 0.022154677396246
421 => 0.021686553956831
422 => 0.02063174082833
423 => 0.021410356421722
424 => 0.020889718348116
425 => 0.021041668216636
426 => 0.022135972008287
427 => 0.022004302480907
428 => 0.022174695041606
429 => 0.021873956631921
430 => 0.021593019535181
501 => 0.021068629581452
502 => 0.020913383568265
503 => 0.020956287981143
504 => 0.020913362306969
505 => 0.02061997094725
506 => 0.020556613111053
507 => 0.02045101394162
508 => 0.020483743539822
509 => 0.020285186207162
510 => 0.02065990491793
511 => 0.020729456012658
512 => 0.021002145041408
513 => 0.021030456520983
514 => 0.021789891584565
515 => 0.021371607513332
516 => 0.021652228581224
517 => 0.021627127191604
518 => 0.019616671054768
519 => 0.019893694172019
520 => 0.020324655207819
521 => 0.020130507845345
522 => 0.019856028898293
523 => 0.019634372431919
524 => 0.019298540219824
525 => 0.019771217609261
526 => 0.020392738112734
527 => 0.021046219306617
528 => 0.021831334143282
529 => 0.021656105651482
530 => 0.02103154213086
531 => 0.021059559594151
601 => 0.021232752527752
602 => 0.021008451942501
603 => 0.020942301321043
604 => 0.021223664448175
605 => 0.021225602041397
606 => 0.020967517110435
607 => 0.020680702938715
608 => 0.020679501176863
609 => 0.020628465365302
610 => 0.021354153467648
611 => 0.021753208548596
612 => 0.021798959570518
613 => 0.021750129140296
614 => 0.021768922034878
615 => 0.021536720675853
616 => 0.02206746412541
617 => 0.02255452679981
618 => 0.022423983598495
619 => 0.022228280781913
620 => 0.022072394062181
621 => 0.022387261641477
622 => 0.022373241083818
623 => 0.022550272732254
624 => 0.022542241554096
625 => 0.022482712469225
626 => 0.022423985724466
627 => 0.022656830629264
628 => 0.022589775036057
629 => 0.022522615286992
630 => 0.0223879161286
701 => 0.022406223981342
702 => 0.02221055495561
703 => 0.022120029511102
704 => 0.020758744026603
705 => 0.020394964063859
706 => 0.020509416645562
707 => 0.020547097407219
708 => 0.020388779901236
709 => 0.020615766536385
710 => 0.020580390909736
711 => 0.02071801677898
712 => 0.020632034110897
713 => 0.020635562869587
714 => 0.020888419562982
715 => 0.020961824936804
716 => 0.020924490371224
717 => 0.020950638221202
718 => 0.02155320438763
719 => 0.021467538747746
720 => 0.021422030583936
721 => 0.02143463665632
722 => 0.021588605231007
723 => 0.021631708025546
724 => 0.021449078456302
725 => 0.021535207616926
726 => 0.021901934651449
727 => 0.022030268358579
728 => 0.022439847948064
729 => 0.022265851258754
730 => 0.022585229712383
731 => 0.0235668901947
801 => 0.024351108513714
802 => 0.023629908938356
803 => 0.025070026011624
804 => 0.026191363725688
805 => 0.026148324916537
806 => 0.025952793749081
807 => 0.024676180573925
808 => 0.023501422096916
809 => 0.024484157445814
810 => 0.024486662640319
811 => 0.024402244802304
812 => 0.023877932860554
813 => 0.024383999883243
814 => 0.024424169645739
815 => 0.024401685260744
816 => 0.023999696524318
817 => 0.023385934023732
818 => 0.023505861747207
819 => 0.023702305804717
820 => 0.023330396221326
821 => 0.023211548574637
822 => 0.023432508961523
823 => 0.024144489366995
824 => 0.024009893595562
825 => 0.024006378756026
826 => 0.024582236543705
827 => 0.024170046645615
828 => 0.023507374419861
829 => 0.023340040943286
830 => 0.022746119830779
831 => 0.023156343258662
901 => 0.023171106469525
902 => 0.022946431290455
903 => 0.023525605572387
904 => 0.023520268379418
905 => 0.024070108161397
906 => 0.025121195314151
907 => 0.024810337122224
908 => 0.024448842866288
909 => 0.024488147315057
910 => 0.024919220106404
911 => 0.024658583656321
912 => 0.024752310340992
913 => 0.024919078239841
914 => 0.02501969345383
915 => 0.024473670334144
916 => 0.02434636622564
917 => 0.024085946697312
918 => 0.024018008103332
919 => 0.024230114375324
920 => 0.024174231866479
921 => 0.023169865678818
922 => 0.023064903823966
923 => 0.023068122854203
924 => 0.022804191279516
925 => 0.022401632277281
926 => 0.023459533299605
927 => 0.023374569042197
928 => 0.02328077507773
929 => 0.023292264303196
930 => 0.023751463281395
1001 => 0.023485104683935
1002 => 0.024193262670597
1003 => 0.024047686677717
1004 => 0.023898377209928
1005 => 0.023877738093402
1006 => 0.023820266686788
1007 => 0.023623175849342
1008 => 0.023385176819803
1009 => 0.023228029245378
1010 => 0.021426629149881
1011 => 0.021760958529342
1012 => 0.022145574005332
1013 => 0.022278341726393
1014 => 0.022051233352271
1015 => 0.023632143472194
1016 => 0.023920990985133
1017 => 0.023046053027384
1018 => 0.02288238785897
1019 => 0.023642873333388
1020 => 0.023184207626746
1021 => 0.023390744766363
1022 => 0.022944324440287
1023 => 0.023851416077709
1024 => 0.023844505559226
1025 => 0.023491626424675
1026 => 0.023789877452785
1027 => 0.023738048997054
1028 => 0.023339649323249
1029 => 0.023864046057981
1030 => 0.023864306152219
1031 => 0.023524667657468
1101 => 0.023128044252025
1102 => 0.023057137354959
1103 => 0.023003718533021
1104 => 0.023377607010799
1105 => 0.023712834250856
1106 => 0.024336609034723
1107 => 0.02449344083591
1108 => 0.025105565796828
1109 => 0.024741075186425
1110 => 0.024902649153073
1111 => 0.025078060549902
1112 => 0.025162159224083
1113 => 0.025025124947489
1114 => 0.025976006972481
1115 => 0.026056290549663
1116 => 0.026083208938641
1117 => 0.025762576869892
1118 => 0.026047373191811
1119 => 0.025914126424248
1120 => 0.02626079749643
1121 => 0.026315159947067
1122 => 0.026269116885378
1123 => 0.026286372385263
1124 => 0.025474962324016
1125 => 0.025432886431812
1126 => 0.024859178656032
1127 => 0.025092968815296
1128 => 0.024655909318405
1129 => 0.024794505387081
1130 => 0.024855597213561
1201 => 0.024823686310339
1202 => 0.025106186960125
1203 => 0.024866003696737
1204 => 0.024232120574872
1205 => 0.023598064751974
1206 => 0.023590104697608
1207 => 0.023423168991454
1208 => 0.023302505051704
1209 => 0.023325749207283
1210 => 0.023407664643327
1211 => 0.023297743977647
1212 => 0.023321201124789
1213 => 0.023710746061499
1214 => 0.023788866520448
1215 => 0.023523382677304
1216 => 0.022457426737941
1217 => 0.022195838476674
1218 => 0.022383862931352
1219 => 0.022293999352342
1220 => 0.017992997452649
1221 => 0.019003454051319
1222 => 0.018403075052253
1223 => 0.018679757317132
1224 => 0.018066925826474
1225 => 0.018359401135066
1226 => 0.018305391625057
1227 => 0.019930175934134
1228 => 0.019904807161966
1229 => 0.019916949850717
1230 => 0.019337347679
1231 => 0.020260669676459
]
'min_raw' => 0.011787677640148
'max_raw' => 0.026315159947067
'avg_raw' => 0.019051418793607
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.011787'
'max' => '$0.026315'
'avg' => '$0.019051'
'bar_min_pct' => 61.631153054958
'bar_max_pct' => 60.119598047091
'min_diff' => 0.0018176359750855
'max_diff' => 0.0039810358582113
'year' => 2035
]
10 => [
'items' => [
101 => 0.020715531293992
102 => 0.020631348514337
103 => 0.020652535506329
104 => 0.020288472788036
105 => 0.019920474773632
106 => 0.01951230834117
107 => 0.020270631121789
108 => 0.020186318573585
109 => 0.020379701224466
110 => 0.020871527753729
111 => 0.020943951078431
112 => 0.021041288761274
113 => 0.021006400130943
114 => 0.021837588849602
115 => 0.021736926411413
116 => 0.021979493924889
117 => 0.021480514146027
118 => 0.020915871162648
119 => 0.021023191334218
120 => 0.021012855538682
121 => 0.020881268998628
122 => 0.020762478553899
123 => 0.020564725932425
124 => 0.021190444488649
125 => 0.021165041457963
126 => 0.021576286996983
127 => 0.021503595353335
128 => 0.021018142766392
129 => 0.021035480800505
130 => 0.021152087412291
131 => 0.021555664227073
201 => 0.021675473303305
202 => 0.021619972965628
203 => 0.021751338148224
204 => 0.021855163832359
205 => 0.021764377055623
206 => 0.023049726361827
207 => 0.02251595971565
208 => 0.022776113865072
209 => 0.022838159096792
210 => 0.022679231540412
211 => 0.022713697236622
212 => 0.02276590337504
213 => 0.023082888824501
214 => 0.023914750364368
215 => 0.024283176177702
216 => 0.025391603414926
217 => 0.024252583542639
218 => 0.02418499881715
219 => 0.02438466003387
220 => 0.02503542416106
221 => 0.025562807362981
222 => 0.025737770796525
223 => 0.025760895102599
224 => 0.026089138135277
225 => 0.026277280920237
226 => 0.026049280797461
227 => 0.025856074566016
228 => 0.025164033826619
229 => 0.025244139426569
301 => 0.02579598757332
302 => 0.026575505584299
303 => 0.027244413132745
304 => 0.027010185023061
305 => 0.028797180160676
306 => 0.02897435342935
307 => 0.028949873812316
308 => 0.029353500885273
309 => 0.028552383342678
310 => 0.028209890072297
311 => 0.025897847946238
312 => 0.026547437476688
313 => 0.027491654008252
314 => 0.027366683409669
315 => 0.026680968125467
316 => 0.027243892956213
317 => 0.027057772402881
318 => 0.02691097140032
319 => 0.027583495251828
320 => 0.026844027651338
321 => 0.027484277253274
322 => 0.026663150516256
323 => 0.027011254957336
324 => 0.026813654040662
325 => 0.026941526050808
326 => 0.02619398889235
327 => 0.026597341797615
328 => 0.02617720808539
329 => 0.026177008887307
330 => 0.026167734412324
331 => 0.026662019861599
401 => 0.026678138492354
402 => 0.026312860798516
403 => 0.026260218576124
404 => 0.026454864463213
405 => 0.026226985107271
406 => 0.026333608423661
407 => 0.026230214618905
408 => 0.026206938495648
409 => 0.026021470385429
410 => 0.025941565623995
411 => 0.025972898339845
412 => 0.025865943627526
413 => 0.025801499544632
414 => 0.026154914862203
415 => 0.025966099314758
416 => 0.026125976171561
417 => 0.025943776315166
418 => 0.025312192232204
419 => 0.024948961547212
420 => 0.023755957762372
421 => 0.024094292155836
422 => 0.024318608208735
423 => 0.02424447175459
424 => 0.024403745545092
425 => 0.024413523662261
426 => 0.024361742129365
427 => 0.024301785747896
428 => 0.024272602297192
429 => 0.024490111829182
430 => 0.024616383433536
501 => 0.024341121325605
502 => 0.024276631265043
503 => 0.024554936453798
504 => 0.024724702458167
505 => 0.025978159251152
506 => 0.025885299123316
507 => 0.026118359821305
508 => 0.026092120763319
509 => 0.026336405504293
510 => 0.026735707813351
511 => 0.025923814572355
512 => 0.026064731165836
513 => 0.026030181671354
514 => 0.026407383992746
515 => 0.02640856157722
516 => 0.026182409942892
517 => 0.026305010412753
518 => 0.026236578193845
519 => 0.026360244462581
520 => 0.025884058919694
521 => 0.026464001509877
522 => 0.026792791587836
523 => 0.026797356838387
524 => 0.0269532007259
525 => 0.027111547141483
526 => 0.027415479297127
527 => 0.027103070638622
528 => 0.026541077874339
529 => 0.026581651936695
530 => 0.026252155784622
531 => 0.026257694674466
601 => 0.026228127646385
602 => 0.02631686052336
603 => 0.025903530796308
604 => 0.026000538457095
605 => 0.025864727163917
606 => 0.026064435938608
607 => 0.025849582310083
608 => 0.026030165010541
609 => 0.026108098517648
610 => 0.026395674836659
611 => 0.025807107053944
612 => 0.024606977502452
613 => 0.02485925928434
614 => 0.024486114712621
615 => 0.024520650663395
616 => 0.024590418780315
617 => 0.024364277486671
618 => 0.024407418118967
619 => 0.024405876832005
620 => 0.024392594853641
621 => 0.024333766769173
622 => 0.024248454407913
623 => 0.024588312597414
624 => 0.024646061126381
625 => 0.024774428952747
626 => 0.025156364531283
627 => 0.025118200160326
628 => 0.025180447832782
629 => 0.025044561513318
630 => 0.024526954040024
701 => 0.024555062616108
702 => 0.024204548221924
703 => 0.024765465511624
704 => 0.024632632893677
705 => 0.024546994840759
706 => 0.024523627704589
707 => 0.02490651002755
708 => 0.025021074419525
709 => 0.024949685578576
710 => 0.024803264983046
711 => 0.025084435811828
712 => 0.025159665263965
713 => 0.025176506363943
714 => 0.025674687163385
715 => 0.025204349136533
716 => 0.025317564174354
717 => 0.026200835580777
718 => 0.025399830298274
719 => 0.025824140660965
720 => 0.025803372876716
721 => 0.026020435700389
722 => 0.025785567389586
723 => 0.025788478863785
724 => 0.025981215946098
725 => 0.025710551474306
726 => 0.025643531144727
727 => 0.025550943039423
728 => 0.025753105780087
729 => 0.02587429320008
730 => 0.026850974802877
731 => 0.027481955660375
801 => 0.027454563117258
802 => 0.027704879684661
803 => 0.027592109778409
804 => 0.027227946003922
805 => 0.027849529161929
806 => 0.027652834242592
807 => 0.027669049532758
808 => 0.027668445998848
809 => 0.027799230924839
810 => 0.027706557818512
811 => 0.027523889613242
812 => 0.027645153292668
813 => 0.028005263068006
814 => 0.029123054860171
815 => 0.029748585955838
816 => 0.029085397102771
817 => 0.029542855893164
818 => 0.029268543628162
819 => 0.029218692929528
820 => 0.029506010855834
821 => 0.029793831694134
822 => 0.029775498751018
823 => 0.029566555602175
824 => 0.02944852891913
825 => 0.030342266504988
826 => 0.031000757133826
827 => 0.030955852487516
828 => 0.031154046992553
829 => 0.031735952189267
830 => 0.031789154307781
831 => 0.031782452063685
901 => 0.031650585061881
902 => 0.032223546297984
903 => 0.032701520641435
904 => 0.031620061660967
905 => 0.032031867083392
906 => 0.03221673980506
907 => 0.032488187809734
908 => 0.032946166093587
909 => 0.033443651982593
910 => 0.033514001941953
911 => 0.033464085279231
912 => 0.033135979962294
913 => 0.033680334958284
914 => 0.03399920534824
915 => 0.034189085368239
916 => 0.034670589505935
917 => 0.032217881516051
918 => 0.030481732893314
919 => 0.030210608215584
920 => 0.0307619509092
921 => 0.030907335580631
922 => 0.030848731201874
923 => 0.028894538083256
924 => 0.030200319793244
925 => 0.031605231119945
926 => 0.031659199485685
927 => 0.032362527471143
928 => 0.032591559893596
929 => 0.033157831109196
930 => 0.033122410690481
1001 => 0.033260288720136
1002 => 0.033228592948833
1003 => 0.034277491133259
1004 => 0.035434581593568
1005 => 0.03539451523025
1006 => 0.035228169786508
1007 => 0.035475221136578
1008 => 0.036669462492967
1009 => 0.036559515886198
1010 => 0.036666319649444
1011 => 0.03807439751312
1012 => 0.039905099032639
1013 => 0.039054554377395
1014 => 0.040899991541642
1015 => 0.042061596414116
1016 => 0.044070471928873
1017 => 0.043818950820505
1018 => 0.04460099131659
1019 => 0.043368675542486
1020 => 0.040539029433036
1021 => 0.040091227104765
1022 => 0.040987738706124
1023 => 0.043191724997743
1024 => 0.04091832733448
1025 => 0.041378232720878
1026 => 0.041245779938656
1027 => 0.041238722092779
1028 => 0.041508091363553
1029 => 0.04111735718694
1030 => 0.039525435859678
1031 => 0.040255004022711
1101 => 0.039973282718223
1102 => 0.040285873509267
1103 => 0.04197279708628
1104 => 0.041226967961647
1105 => 0.040441297565084
1106 => 0.041426702596592
1107 => 0.042681461823608
1108 => 0.042602941246201
1109 => 0.042450578506975
1110 => 0.043309439290537
1111 => 0.044728025682384
1112 => 0.045111463883758
1113 => 0.045394510124964
1114 => 0.045433537419521
1115 => 0.045835542808784
1116 => 0.043673858512311
1117 => 0.047104507006804
1118 => 0.047696885232051
1119 => 0.047585542677267
1120 => 0.048243946143542
1121 => 0.04805022714168
1122 => 0.047769558701562
1123 => 0.048813268242042
1124 => 0.047616739476899
1125 => 0.04591841753356
1126 => 0.044986684526445
1127 => 0.046213665710972
1128 => 0.04696294030462
1129 => 0.047458163148207
1130 => 0.047608017281454
1201 => 0.04384166391072
1202 => 0.041811808335429
1203 => 0.043112922486849
1204 => 0.044700371549684
1205 => 0.043665040152615
1206 => 0.043705623183238
1207 => 0.042229512691323
1208 => 0.044830974574498
1209 => 0.044451963459858
1210 => 0.046418273793071
1211 => 0.045948998051423
1212 => 0.047552447796431
1213 => 0.047130205741118
1214 => 0.048882908905488
1215 => 0.049582109650299
1216 => 0.050756176522743
1217 => 0.051619824893425
1218 => 0.05212697573565
1219 => 0.052096528301358
1220 => 0.054106112599801
1221 => 0.052921130948537
1222 => 0.051432514715818
1223 => 0.051405590344692
1224 => 0.052176565785472
1225 => 0.053792318802565
1226 => 0.054211260051647
1227 => 0.054445391056867
1228 => 0.054086811272213
1229 => 0.052800598618167
1230 => 0.052245218515395
1231 => 0.052718418453867
]
'min_raw' => 0.01951230834117
'max_raw' => 0.054445391056867
'avg_raw' => 0.036978849699019
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.019512'
'max' => '$0.054445'
'avg' => '$0.036978'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.0077246307010216
'max_diff' => 0.028130231109801
'year' => 2036
]
11 => [
'items' => [
101 => 0.05213973559165
102 => 0.05313870456157
103 => 0.054510502325528
104 => 0.054227231511947
105 => 0.055174163371415
106 => 0.056154138225827
107 => 0.057555546281061
108 => 0.05792192624069
109 => 0.058527538381773
110 => 0.059150912208173
111 => 0.059351123080817
112 => 0.059733387758479
113 => 0.059731373034937
114 => 0.060883353370454
115 => 0.06215402335439
116 => 0.062633671857248
117 => 0.063736597141597
118 => 0.06184787624326
119 => 0.063280492740711
120 => 0.064572748682128
121 => 0.063032067875311
122 => 0.06515553743492
123 => 0.065237986946034
124 => 0.066482876675288
125 => 0.065220942442674
126 => 0.064471609923585
127 => 0.066634904829073
128 => 0.067681655090688
129 => 0.067366365393153
130 => 0.064966995227143
131 => 0.063570458876697
201 => 0.059915453875838
202 => 0.064244965183822
203 => 0.066353743848365
204 => 0.064961533999845
205 => 0.065663683667428
206 => 0.069494384580964
207 => 0.070952867469322
208 => 0.070649513224108
209 => 0.070700775097914
210 => 0.071487745991135
211 => 0.074977608324464
212 => 0.072886401919957
213 => 0.074485050860193
214 => 0.075332968493737
215 => 0.076120561646736
216 => 0.074186481784344
217 => 0.071670272300648
218 => 0.070873283133873
219 => 0.064823106167867
220 => 0.0645081681822
221 => 0.064331383947247
222 => 0.063216784352496
223 => 0.062341014385546
224 => 0.061644569592573
225 => 0.059816890479791
226 => 0.060433678528272
227 => 0.057520739488775
228 => 0.059384334658024
301 => 0.054735213615615
302 => 0.058607139769111
303 => 0.056499826398643
304 => 0.057914830650901
305 => 0.057909893834366
306 => 0.055304422378452
307 => 0.053801640817483
308 => 0.054759271717266
309 => 0.055785928058669
310 => 0.055952499595975
311 => 0.057283586341075
312 => 0.057655064040019
313 => 0.056529469269584
314 => 0.05463887091567
315 => 0.055078013793327
316 => 0.053792741601084
317 => 0.051540351521459
318 => 0.053158057399603
319 => 0.053710413311908
320 => 0.053954365149804
321 => 0.051739398195242
322 => 0.051043407488846
323 => 0.050672867876689
324 => 0.054352946496199
325 => 0.054554549510284
326 => 0.053523119986434
327 => 0.058185279238398
328 => 0.057130089013216
329 => 0.058308995022626
330 => 0.055038166180057
331 => 0.055163116246598
401 => 0.053614653455169
402 => 0.054481689150048
403 => 0.053868896266772
404 => 0.054411641234116
405 => 0.05473696032972
406 => 0.056285169033642
407 => 0.058624817825588
408 => 0.056053918281487
409 => 0.054933740534162
410 => 0.055628692508483
411 => 0.057479441195802
412 => 0.060283420195171
413 => 0.058623408192208
414 => 0.059360093330291
415 => 0.059521026260122
416 => 0.058296994866121
417 => 0.060328551978608
418 => 0.06141727993953
419 => 0.062534089546928
420 => 0.063503784036737
421 => 0.062088011230564
422 => 0.063603091076229
423 => 0.062382204168218
424 => 0.061286942398764
425 => 0.061288603458763
426 => 0.060601529751563
427 => 0.059270237867005
428 => 0.05902472721781
429 => 0.060301904619497
430 => 0.061326079946501
501 => 0.061410435931902
502 => 0.061977472016959
503 => 0.06231303813116
504 => 0.065602042230338
505 => 0.066924906887096
506 => 0.068542480748834
507 => 0.069172616929448
508 => 0.071069100916774
509 => 0.06953753607211
510 => 0.069206172383972
511 => 0.064605922565905
512 => 0.065359213215903
513 => 0.066565304228285
514 => 0.064625810562468
515 => 0.065855972883525
516 => 0.066098832984103
517 => 0.06455990730986
518 => 0.065381914005526
519 => 0.063198907929837
520 => 0.058672401392571
521 => 0.060333591274354
522 => 0.061556786177815
523 => 0.059811136231733
524 => 0.062940146194103
525 => 0.061112243169963
526 => 0.060532885666129
527 => 0.058272605487811
528 => 0.059339370725815
529 => 0.060782185984821
530 => 0.059890693900032
531 => 0.061740673834179
601 => 0.064360738792558
602 => 0.066227953109465
603 => 0.066371294639424
604 => 0.065170800927297
605 => 0.06709459976243
606 => 0.067108612536685
607 => 0.064938559591706
608 => 0.063609414245812
609 => 0.063307429626679
610 => 0.064061846412845
611 => 0.064977847664272
612 => 0.066422126333834
613 => 0.06729487368554
614 => 0.06957053590936
615 => 0.070186264858776
616 => 0.070862764296832
617 => 0.071766776170775
618 => 0.07285227420933
619 => 0.070477266298409
620 => 0.070571629790278
621 => 0.068360055307851
622 => 0.065996670801516
623 => 0.067790185041787
624 => 0.070134966329741
625 => 0.069597070911531
626 => 0.069536546688776
627 => 0.06963833164343
628 => 0.069232776064122
629 => 0.067398463209503
630 => 0.066477282777319
701 => 0.067665840553028
702 => 0.068297506114197
703 => 0.069277164312544
704 => 0.069156400761522
705 => 0.071679895072854
706 => 0.072660448655731
707 => 0.072409581088978
708 => 0.072455746758725
709 => 0.07423099218318
710 => 0.076205430202241
711 => 0.078054751957135
712 => 0.079935961476431
713 => 0.077668089976062
714 => 0.076516604691044
715 => 0.077704643579609
716 => 0.077074253422478
717 => 0.08069666225122
718 => 0.080947469979094
719 => 0.084569616866447
720 => 0.088007465579773
721 => 0.08584821439839
722 => 0.087884291007625
723 => 0.090086473864274
724 => 0.094334841886042
725 => 0.0929041409957
726 => 0.091808246535639
727 => 0.090772631566204
728 => 0.09292758191835
729 => 0.095699891120214
730 => 0.096297019969447
731 => 0.097264596825983
801 => 0.096247308071005
802 => 0.097472520325696
803 => 0.1017980579703
804 => 0.10062925951615
805 => 0.098969377817531
806 => 0.10238397435889
807 => 0.10361970357331
808 => 0.11229269835646
809 => 0.12324271253373
810 => 0.11870933476267
811 => 0.11589532088899
812 => 0.1165566808986
813 => 0.12055525539477
814 => 0.12183947061453
815 => 0.11834853095169
816 => 0.11958158985716
817 => 0.12637586565795
818 => 0.13002077663861
819 => 0.12507049795002
820 => 0.11141287537911
821 => 0.09881992363173
822 => 0.10216014150314
823 => 0.10178146445555
824 => 0.10908106620033
825 => 0.10060138405957
826 => 0.10074416015946
827 => 0.10819470993791
828 => 0.10620703099178
829 => 0.10298724566173
830 => 0.098843431627867
831 => 0.091183208129861
901 => 0.084398334556542
902 => 0.097705034096886
903 => 0.097131225016043
904 => 0.096300264433242
905 => 0.098149477290941
906 => 0.1071287300197
907 => 0.1069217291813
908 => 0.10560489546013
909 => 0.10660370223159
910 => 0.10281215000554
911 => 0.10378931934623
912 => 0.098817928843834
913 => 0.10106520497452
914 => 0.10298033744849
915 => 0.10336482864666
916 => 0.10423110694875
917 => 0.096828853704526
918 => 0.10015224809244
919 => 0.1021044309354
920 => 0.093284397829892
921 => 0.10193008723948
922 => 0.096699996944071
923 => 0.09492482574449
924 => 0.097314859903704
925 => 0.096383461267474
926 => 0.095582699413606
927 => 0.095135860540313
928 => 0.096890837848395
929 => 0.096808966059322
930 => 0.093937482556882
1001 => 0.090191749384591
1002 => 0.091448940386712
1003 => 0.090992191109413
1004 => 0.089336872806651
1005 => 0.090452357478818
1006 => 0.085540327516468
1007 => 0.077089435271345
1008 => 0.082672353546304
1009 => 0.082457417265764
1010 => 0.082349036646532
1011 => 0.086544445429636
1012 => 0.086141153679689
1013 => 0.085409175204492
1014 => 0.08932342944793
1015 => 0.087894673994926
1016 => 0.092297761643962
1017 => 0.095197919943471
1018 => 0.094462345988423
1019 => 0.097189958886793
1020 => 0.091477903528232
1021 => 0.093375219190462
1022 => 0.093766253318881
1023 => 0.08927512815816
1024 => 0.086207137197574
1025 => 0.08600253717816
1026 => 0.080683063647701
1027 => 0.083524683470382
1028 => 0.086025191320124
1029 => 0.084827642107345
1030 => 0.084448533802345
1031 => 0.086385315914033
1101 => 0.086535820471528
1102 => 0.08310430061088
1103 => 0.08381782225201
1104 => 0.086793326108625
1105 => 0.08374284718918
1106 => 0.077816264941599
1107 => 0.076346390602789
1108 => 0.076150282270833
1109 => 0.072163866486775
1110 => 0.076444614634586
1111 => 0.074575953351149
1112 => 0.080479031955527
1113 => 0.077107225115552
1114 => 0.076961873261825
1115 => 0.076742152616437
1116 => 0.073310879874336
1117 => 0.074062110536098
1118 => 0.076559315671452
1119 => 0.077450346596776
1120 => 0.077357404771264
1121 => 0.076547078003944
1122 => 0.076918041448478
1123 => 0.0757230389414
1124 => 0.075301058684324
1125 => 0.073969172918179
1126 => 0.07201166878478
1127 => 0.0722838717406
1128 => 0.068405543843517
1129 => 0.066292424966746
1130 => 0.065707541512115
1201 => 0.06492541091262
1202 => 0.065795885244498
1203 => 0.068394557027871
1204 => 0.065260007518149
1205 => 0.059886042246814
1206 => 0.060209026716413
1207 => 0.060934676924651
1208 => 0.059582432562256
1209 => 0.058302646758516
1210 => 0.059415316682563
1211 => 0.057138296753366
1212 => 0.061209843904503
1213 => 0.061099719964444
1214 => 0.062617340959601
1215 => 0.06356634051259
1216 => 0.061379203785203
1217 => 0.060829144812912
1218 => 0.061142483402316
1219 => 0.055963694489808
1220 => 0.062194123419312
1221 => 0.062248004427419
1222 => 0.061786642523902
1223 => 0.065104153585951
1224 => 0.072105136684523
1225 => 0.069471085228947
1226 => 0.068451100890722
1227 => 0.066512109918151
1228 => 0.06909570026321
1229 => 0.068897320834997
1230 => 0.068000173827455
1231 => 0.067457576518025
]
'min_raw' => 0.050672867876689
'max_raw' => 0.13002077663861
'avg_raw' => 0.090346822257648
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$0.050672'
'max' => '$0.13002'
'avg' => '$0.090346'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.031160559535519
'max_diff' => 0.075575385581739
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.0015905634200601
]
1 => [
'year' => 2028
'avg' => 0.0027298685726832
]
2 => [
'year' => 2029
'avg' => 0.0074575089296304
]
3 => [
'year' => 2030
'avg' => 0.0057534570331544
]
4 => [
'year' => 2031
'avg' => 0.0056506078246381
]
5 => [
'year' => 2032
'avg' => 0.0099072938283195
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.0015905634200601
'min' => '$0.00159'
'max_raw' => 0.0099072938283195
'max' => '$0.0099072'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.0099072938283195
]
1 => [
'year' => 2033
'avg' => 0.025482578481448
]
2 => [
'year' => 2034
'avg' => 0.016152082876959
]
3 => [
'year' => 2035
'avg' => 0.019051418793607
]
4 => [
'year' => 2036
'avg' => 0.036978849699019
]
5 => [
'year' => 2037
'avg' => 0.090346822257648
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.0099072938283195
'min' => '$0.0099072'
'max_raw' => 0.090346822257648
'max' => '$0.090346'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 0.090346822257648
]
]
]
]
'prediction_2025_max_price' => '$0.002719'
'last_price' => false
'sma_50day_nextmonth' => '—'
'sma_200day_nextmonth' => '—'
'sma_50day_ts_nextmonth' => 1770163200
'sma_200day_ts_nextmonth' => 1770163200
'sma_200day_direction' => 'decrease'
'sma_200day_direction_label' => 'diminuer'
'sma_200day_date_nextmonth' => '4 févr. 2026'
'sma_50day_date_nextmonth' => '4 févr. 2026'
'daily_sma3' => '—'
'daily_sma3_action' => '—'
'daily_sma5' => '—'
'daily_sma5_action' => '—'
'daily_sma10' => '—'
'daily_sma10_action' => '—'
'daily_sma21' => '—'
'daily_sma21_action' => '—'
'daily_sma50' => '—'
'daily_sma50_action' => '—'
'daily_sma100' => '—'
'daily_sma100_action' => '—'
'daily_sma200' => '—'
'daily_sma200_action' => '—'
'daily_ema3' => '—'
'daily_ema3_action' => '—'
'daily_ema5' => '—'
'daily_ema5_action' => '—'
'daily_ema10' => '—'
'daily_ema10_action' => '—'
'daily_ema21' => '—'
'daily_ema21_action' => '—'
'daily_ema50' => '—'
'daily_ema50_action' => '—'
'daily_ema100' => '—'
'daily_ema100_action' => '—'
'daily_ema200' => '—'
'daily_ema200_action' => '—'
'weekly_sma21' => '—'
'weekly_sma21_action' => '—'
'weekly_sma50' => '—'
'weekly_sma50_action' => '—'
'weekly_sma100' => '—'
'weekly_sma100_action' => '—'
'weekly_sma200' => '—'
'weekly_sma200_action' => '—'
'weekly_ema3' => '—'
'weekly_ema3_action' => '—'
'weekly_ema5' => '—'
'weekly_ema5_action' => '—'
'weekly_ema10' => '—'
'weekly_ema10_action' => '—'
'weekly_ema21' => '—'
'weekly_ema21_action' => '—'
'weekly_ema50' => '—'
'weekly_ema50_action' => '—'
'weekly_ema100' => '—'
'weekly_ema100_action' => '—'
'weekly_ema200' => '—'
'weekly_ema200_action' => '—'
'rsi_14' => '—'
'rsi_14_action' => '—'
'stoch_rsi_14' => '—'
'stoch_rsi_14_action' => '—'
'momentum_10' => '—'
'momentum_10_action' => '—'
'vwma_10' => '—'
'vwma_10_action' => '—'
'hma_9' => '—'
'hma_9_action' => '—'
'stochastic_fast_14' => '—'
'stochastic_fast_14_action' => '—'
'cci_20' => '—'
'cci_20_action' => '—'
'adx_14' => '—'
'adx_14_action' => '—'
'ao_5_34' => '—'
'ao_5_34_action' => '—'
'macd_12_26' => '—'
'macd_12_26_action' => '—'
'williams_percent_r_14' => '—'
'williams_percent_r_14_action' => '—'
'ultimate_oscillator' => '—'
'ultimate_oscillator_action' => '—'
'ichimoku_cloud' => '—'
'ichimoku_cloud_action' => '—'
'sell_signals' => 0
'buy_signals' => 0
'sell_pct' => 0
'buy_pct' => 0
'overall_action' => 'neutral'
'overall_action_label' => 'Neutre'
'overall_action_dir' => 0
'last_updated' => 1767675263
'last_updated_date' => '6 janvier 2026'
]
Prévision du prix de Tag Protocol pour 2026
La prévision du prix de Tag Protocol pour 2026 suggère que le prix moyen pourrait varier entre $0.000911 à la baisse et $0.002719 à la hausse. Sur le marché des cryptomonnaies, comparé au prix moyen d'aujourd'hui, Tag Protocol pourrait potentiellement gagner 3.13% d'ici 2026 si TAG atteint l'objectif de prix prévu.
Prévision du prix de Tag Protocol de 2027 à 2032
La prévision du prix de TAG pour 2027-2032 se situe actuellement dans une fourchette de prix comprise entre $0.00159 à la baisse et $0.0099072 à la hausse. Compte tenu de la volatilité des prix sur le marché, si Tag Protocol atteint l'objectif de prix le plus élevé, il pourrait gagner 275.71% d'ici 2032 par rapport au prix actuel.
| Prévision du Prix de Tag Protocol | Potentiel Bas ($) | Prix Moyen ($) | Potentiel Haut ($) |
|---|---|---|---|
| 2027 | $0.000877 | $0.00159 | $0.002304 |
| 2028 | $0.001582 | $0.002729 | $0.003876 |
| 2029 | $0.003477 | $0.007457 | $0.011437 |
| 2030 | $0.002957 | $0.005753 | $0.008549 |
| 2031 | $0.003496 | $0.00565 | $0.007805 |
| 2032 | $0.005336 | $0.0099072 | $0.014477 |
Prévision du prix de Tag Protocol de 2032 à 2037
La prévision du prix de Tag Protocol pour 2032-2037 est actuellement estimée entre $0.0099072 à la baisse et $0.090346 à la hausse. Par rapport au prix actuel, Tag Protocol pourrait potentiellement gagner 3326.16% d'ici 2037 s'il atteint l'objectif de prix le plus élevé. Veuillez noter que ces informations sont à titre général seulement et ne doivent pas être considérées comme un conseil en investissement à long terme.
| Prévision du Prix de Tag Protocol | Potentiel Bas ($) | Prix Moyen ($) | Potentiel Haut ($) |
|---|---|---|---|
| 2032 | $0.005336 | $0.0099072 | $0.014477 |
| 2033 | $0.0124012 | $0.025482 | $0.038563 |
| 2034 | $0.00997 | $0.016152 | $0.022334 |
| 2035 | $0.011787 | $0.019051 | $0.026315 |
| 2036 | $0.019512 | $0.036978 | $0.054445 |
| 2037 | $0.050672 | $0.090346 | $0.13002 |
Tag Protocol Histogramme des prix potentiels
Prévision du prix de Tag Protocol basée sur l'analyse technique
Au 6 janvier 2026, le sentiment global de prévision du prix pour Tag Protocol est Neutre, avec 0 indicateurs techniques montrant des signaux haussiers et 0 indiquant des signaux baissiers. La prévision du prix de TAG a été mise à jour pour la dernière fois le 6 janvier 2026.
Moyennes Mobiles Simples sur 50 et 200 jours de Tag Protocol et Indice de Force Relative sur 14 jours - RSI (14)
Selon nos indicateurs techniques, le SMA sur 200 jours de Tag Protocol devrait diminuer au cours du prochain mois, atteignant — d'ici le 4 févr. 2026. Le SMA à court terme sur 50 jours pour Tag Protocol devrait atteindre — 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 —, ce qui suggère que le marché de TAG est dans un état —.
Moyennes Mobiles et Oscillateurs Populaires de TAG 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 | — | — |
| SMA 5 | — | — |
| SMA 10 | — | — |
| SMA 21 | — | — |
| SMA 50 | — | — |
| SMA 100 | — | — |
| SMA 200 | — | — |
Moyenne Mobile Exponentielle Quotidienne (EMA)
| Période | Valeur | Action |
|---|---|---|
| EMA 3 | — | — |
| EMA 5 | — | — |
| EMA 10 | — | — |
| EMA 21 | — | — |
| EMA 50 | — | — |
| EMA 100 | — | — |
| EMA 200 | — | — |
Moyenne Mobile Simple Hebdomadaire (SMA)
| Période | Valeur | Action |
|---|---|---|
| SMA 21 | — | — |
| SMA 50 | — | — |
| SMA 100 | — | — |
| SMA 200 | — | — |
Moyenne Mobile Exponentielle Hebdomadaire (EMA)
| Période | Valeur | Action |
|---|---|---|
| EMA 21 | — | — |
| EMA 50 | — | — |
| EMA 100 | — | — |
| EMA 200 | — | — |
Oscillateurs de Tag Protocol
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) | — | — |
| Stoch RSI (14) | — | — |
| Stochastique Rapide (14) | — | — |
| Indice de Canal des Matières Premières (20) | — | — |
| Indice Directionnel Moyen (14) | — | — |
| Oscillateur Impressionnant (5, 34) | — | — |
| Momentum (10) | — | — |
| MACD (12, 26) | — | — |
| Plage de Pourcentage de Williams (14) | — | — |
| Oscillateur Ultime (7, 14, 28) | — | — |
| VWMA (10) | — | — |
| Moyenne Mobile de Hull (9) | — | — |
| Nuage Ichimoku B/L (9, 26, 52, 26) | — | — |
Prévision du cours de Tag Protocol basée sur les flux monétaires mondiaux
Définitions des flux monétaires mondiaux utilisés pour la prédiction du cours de Tag Protocol
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 Tag Protocol par des sociétés Internet ou des niches technologiques
| Comparaison | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Action Facebook | $0.0037053 | $0.0052066 | $0.007316 | $0.01028 | $0.014445 | $0.020298 |
| Action Amazon.com | $0.0055021 | $0.01148 | $0.023955 | $0.049983 | $0.104293 | $0.217615 |
| Action Apple | $0.00374 | $0.0053053 | $0.007525 | $0.010674 | $0.01514 | $0.021475 |
| Action Netflix | $0.00416 | $0.006564 | $0.010358 | $0.016344 | $0.025788 | $0.04069 |
| Action Google | $0.003414 | $0.004422 | $0.005726 | $0.007416 | $0.0096038 | $0.012436 |
| Action Tesla | $0.005977 | $0.013551 | $0.030719 | $0.069639 | $0.157866 | $0.357871 |
| Action Kodak | $0.001977 | $0.001482 | $0.001111 | $0.000833 | $0.000625 | $0.000468 |
| Action Nokia | $0.001746 | $0.001157 | $0.000766 | $0.0005078 | $0.000336 | $0.000222 |
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 Tag Protocol
Vous vous posez peut-être des questions telles que : "Devrais-je investir dans Tag Protocol maintenant ?", "Devrais-je acheter TAG aujourd'hui ?", " Tag Protocol sera-t-il un bon ou un mauvais investissement à court ou à long terme ?".
Nous mettons régulièrement à jour les prévisions de Tag Protocol avec de nouvelles valeurs. Regardez nos prévisions similaires. Nous faisons une prévision des cours futurs pour une grande quantité de devises numériques comme Tag Protocol 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 Tag Protocol afin de prendre une décision responsable concernant cet investissement.
Le cours de Tag Protocol est de $0.002636 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 Tag Protocol basée sur le modèle de croissance du Bitcoin
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Si Tag Protocol présente 1 % de la précédente croissance annuelle moyenne du Bitcoin | $0.0027055 | $0.002775 | $0.002847 | $0.002922 |
| Si Tag Protocol présente 2 % de la précédente croissance annuelle moyenne du Bitcoin | $0.002774 | $0.002918 | $0.003069 | $0.003229 |
| Si Tag Protocol présente 5 % de la précédente croissance annuelle moyenne du Bitcoin | $0.002979 | $0.003366 | $0.0038045 | $0.004298 |
| Si Tag Protocol présente 10 % de la précédente croissance annuelle moyenne du Bitcoin | $0.003322 | $0.004186 | $0.005274 | $0.006644 |
| Si Tag Protocol présente 20 % de la précédente croissance annuelle moyenne du Bitcoin | $0.0040078 | $0.006091 | $0.009258 | $0.01407 |
| Si Tag Protocol présente 50 % de la précédente croissance annuelle moyenne du Bitcoin | $0.006064 | $0.013945 | $0.032069 | $0.073749 |
| Si Tag Protocol présente 100 % de la précédente croissance annuelle moyenne du Bitcoin | $0.009491 | $0.034162 | $0.12296 | $0.442575 |
Boîte à questions
Est-ce que TAG est un bon investissement ?
La décision d'acquérir Tag Protocol dépend entièrement de votre tolérance individuelle au risque. Comme vous pouvez le discerner, la valeur de Tag Protocol a connu une baisse de 0% au cours des 24 heures précédentes, et Tag Protocol a enregistré une déclin de sur une période de 30 jours précédents. Par conséquent, la détermination de si investir ou non dans Tag Protocol dépendra de la mesure dans laquelle cet investissement s'aligne avec vos aspirations de trading.
Est-ce que Tag Protocol peut monter ?
Il semble que la valeur moyenne de Tag Protocol pourrait potentiellement s'envoler jusqu'à $0.002719 pour la fin de cette année. En regardant les perspectives de Tag Protocol sur une période de cinq ans plus longue, la monnaie numérique pourrait potentiellement croître jusqu'à $0.008549. 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 Tag Protocol la semaine prochaine ?
Basé sur notre nouveau pronostic expérimental de Tag Protocol, le prix de Tag Protocol va augmenter de 0.86% durant la prochaine semaine et atteindre $0.002659 d'ici 13 janvier 2026.
Quel sera le prix de Tag Protocol le mois prochain ?
Basé sur notre nouveau pronostic expérimental de Tag Protocol, le prix de Tag Protocol va diminuer de -11.62% durant le prochain mois et atteindre $0.00233 d'ici 5 février 2026.
Jusqu'où le prix de Tag Protocol peut-il monter cette année en 2026 ?
Selon notre prédiction la plus récente sur la valeur de Tag Protocol en 2026, TAG devrait fluctuer dans la fourchette de $0.000911 et $0.002719. Cependant, il est crucial de garder à l'esprit que le marché des cryptomonnaies est exceptionnellement instable, et cette prévision de prix de Tag Protocol ne prend pas en compte les fluctuations de prix soudaines et extrêmes.
Où sera Tag Protocol dans 5 ans ?
L'avenir de Tag Protocol semble suivre une tendance haussière, avec un prix maximum de $0.008549 prévue après une période de cinq ans. Selon la prévision de Tag Protocol pour 2030, la valeur de Tag Protocol pourrait potentiellement atteindre son point le plus élevé d'environ $0.008549, tandis que son point le plus bas devrait être autour de $0.002957.
Combien vaudra Tag Protocol en 2026 ?
Basé sur notre nouvelle simulation expérimentale de prédiction de prix de Tag Protocol, il est attendu que la valeur de TAG en 2026 augmente de 3.13% jusqu'à $0.002719 si le meilleur scénario se produit. Le prix sera entre $0.002719 et $0.000911 durant 2026.
Combien vaudra Tag Protocol en 2027 ?
Selon notre dernière simulation expérimentale pour la prédiction de prix de Tag Protocol, le valeur de TAG pourrait diminuer de -12.62% jusqu'à $0.002304 en 2027, en supposant les conditions les plus favorables. Il est prévu que le prix fluctue entre $0.002304 et $0.000877 tout au long de l'année.
Combien vaudra Tag Protocol en 2028 ?
Notre nouveau modèle expérimental de prédiction de prix de Tag Protocol suggère que la valeur de TAG en 2028 pourrait augmenter de 47.02%, atteignant $0.003876 dans le meilleur scénario. Il est prévu que le prix oscille entre $0.003876 et $0.001582 durant l'année.
Combien vaudra Tag Protocol en 2029 ?
Basé sur notre modèle de prévision expérimental, la valeur de Tag Protocol pourrait connaître un 333.75% croissance en 2029, atteignant potentiellement $0.011437 sous des conditions optimales. Le range de prix prévu pour 2029 se situe entre $0.011437 et $0.003477.
Combien vaudra Tag Protocol en 2030 ?
En utilisant notre nouvelle simulation expérimentale pour les prédictions de prix de Tag Protocol, il est prévu que la valeur de TAG en 2030 augmente de 224.23%, atteignant $0.008549 dans le meilleur scénario. Il est prévu que le prix oscille entre $0.008549 et $0.002957 au cours de 2030.
Combien vaudra Tag Protocol en 2031 ?
Notre simulation expérimentale indique que le prix de Tag Protocol pourrait augmenter de 195.98% en 2031, atteignant potentiellement $0.007805 dans des conditions idéales. Il est probable que le prix fluctue entre $0.007805 et $0.003496 durant l'année.
Combien vaudra Tag Protocol en 2032 ?
Basé sur les résultats de notre dernière prédiction expérimentale de prix de Tag Protocol, TAG pourrait connaître une 449.04% hausse en valeur, atteignant $0.014477 si le scénario le plus positif se réalise en 2032. Il est prévu que le prix reste dans une fourchette de $0.014477 et $0.005336 tout au long de l'année.
Combien vaudra Tag Protocol en 2033 ?
Selon notre prédiction expérimentale de prix de Tag Protocol, la valeur de TAG est anticipée à augmenter de 1362.43% en 2033, avec le prix potentiel le plus élevé étant $0.038563. Tout au long de l'année, le prix de TAG pourrait osciller entre $0.038563 et $0.0124012.
Combien vaudra Tag Protocol en 2034 ?
Les résultats de notre nouvelle simulation de prédiction de prix de Tag Protocol suggèrent que TAG pourrait augmenter de 746.96% en 2034, atteignant potentiellement $0.022334 dans les meilleures circonstances. La fourchette de prix prévue pour l'année est entre $0.022334 et $0.00997.
Combien vaudra Tag Protocol en 2035 ?
Basé sur notre prédiction expérimentale pour le prix de Tag Protocol, TAG pourrait augmenter de 897.93%, avec la valeur potentiellement atteignant $0.026315 en 2035. La fourchette de prix attendue pour l'année se situe entre $0.026315 et $0.011787.
Combien vaudra Tag Protocol en 2036 ?
Notre récente simulation de prédiction de prix de Tag Protocol suggère que la valeur de TAG pourrait augmenter de 1964.7% en 2036, pouvant atteindre $0.054445 si les conditions sont optimales. La fourchette de prix attendue pour 2036 est entre $0.054445 et $0.019512.
Combien vaudra Tag Protocol en 2037 ?
Selon la simulation expérimentale, la valeur de Tag Protocol pourrait augmenter de 4830.69% en 2037, avec un maximum de $0.13002 sous des conditions favorables. Il est prévu que le prix chute entre $0.13002 et $0.050672 au cours de l'année.
Prévisions liées
Prévision du cours de Ink
Prévision du cours de Scream
Prévision du cours de LaunchZone
Prévision du cours de Mist
Prévision du cours de Omni
Prévision du cours de XIDR
Prévision du cours de Pixel
Prévision du cours de Ecoin Finance
Prévision du cours de CATpay
Prévision du cours de e-Money EUR
Prévision du cours de ICE Poker
Prévision du cours de KOK
Prévision du cours de DogeCash
Prévision du cours de TasteNFT
Prévision du cours de LYNC Network
Prévision du cours de Unido EP
Prévision du cours de OBToken
Prévision du cours de ExchangeCoin
Prévision du cours de pTokens ORE
Prévision du cours de UNO
Prévision du cours de Monkey
Prévision du cours de Nucleus Vision
Prévision du cours de Alanyaspor Fan Token
Prévision du cours de Nitro League
Prévision du cours de Scorum
Comment lire et prédire les mouvements de prix de Tag Protocol ?
Les traders de Tag Protocol 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 Tag Protocol
Les moyennes mobiles sont des outils populaires pour la prédiction du prix de Tag Protocol. Une moyenne mobile simple (SMA) calcule le prix de clôture moyen de TAG 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 TAG 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 TAG.
Comment lire les graphiques de Tag Protocol 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 Tag Protocol 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 TAG 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 Tag Protocol ?
L'action du prix de Tag Protocol 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 TAG. La capitalisation boursière de Tag Protocol peut changer rapidement.
Les traders surveillent souvent l'activité des « baleines » de TAG, de grands détenteurs de Tag Protocol, car leurs actions peuvent influencer significativement les mouvements de prix sur le marché relativement petit de Tag Protocol.
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


