Prédiction du prix de PVS jusqu'à $0.002882 d'ici 2026
| Année | Prix min. | Prix max. |
|---|---|---|
| 2026 | $0.000965 | $0.002882 |
| 2027 | $0.000929 | $0.002442 |
| 2028 | $0.001677 | $0.0041097 |
| 2029 | $0.003685 | $0.012125 |
| 2030 | $0.003134 | $0.009063 |
| 2031 | $0.0037062 | $0.008273 |
| 2032 | $0.005657 | $0.015347 |
| 2033 | $0.013146 | $0.04088 |
| 2034 | $0.010568 | $0.023675 |
| 2035 | $0.012495 | $0.027895 |
Calculateur de profit d’investissement
Si vous ouvrez une position short de $10,000.00 sur PVS aujourd’hui et la fermez le Apr 06, 2026, notre prévision indique que vous pourriez gagner environ $3,957.89, soit un rendement de 39.58% sur les 90 prochains jours.
$
≈ $3,957.89
(39.58% ROI)
Prévision du prix à long terme de PVS pour 2027, 2028, 2029, 2030, 2031, 2032 et 2037
[
'name' => 'PVS'
'name_with_ticker' => 'PVS <small>PVS</small>'
'name_lang' => 'PVS'
'name_lang_with_ticker' => 'PVS <small>PVS</small>'
'name_with_lang' => 'PVS'
'name_with_lang_with_ticker' => 'PVS <small>PVS</small>'
'image' => '/uploads/coins/pvs.jpg?1742456908'
'price_for_sd' => 0.002795
'ticker' => 'PVS'
'marketcap' => '$2.78M'
'low24h' => '$0.002253'
'high24h' => '$0.002836'
'volume24h' => '$217.48K'
'current_supply' => '999.94M'
'max_supply' => '999.94M'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.002795'
'change_24h_pct' => '14.468%'
'ath_price' => '$0.01904'
'ath_days' => 229
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '22 mai 2025'
'ath_pct' => '-85.29%'
'fdv' => '$2.78M'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$0.137831'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.002819'
'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' => '$0.00247'
'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' => '$0.000965'
'current_year_max_price_prediction' => '$0.002882'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.003134'
'grand_prediction_max_price' => '$0.009063'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.0028483509806301
107 => 0.0028589856892404
108 => 0.002882946230761
109 => 0.0026782060268595
110 => 0.0027701283675547
111 => 0.0028241241307546
112 => 0.0025801693082348
113 => 0.0028193019282879
114 => 0.0026746419554154
115 => 0.0026255421879026
116 => 0.0026916485564561
117 => 0.0026658868403402
118 => 0.0026437384296025
119 => 0.0026313792358529
120 => 0.002679920457025
121 => 0.002677655951038
122 => 0.0025982330917555
123 => 0.0024946292095113
124 => 0.002529402073074
125 => 0.0025167687657443
126 => 0.0024709840302526
127 => 0.002501837413904
128 => 0.0023659747268435
129 => 0.002132230035284
130 => 0.0022866489383218
131 => 0.0022807039785303
201 => 0.0022777062602209
202 => 0.0023937477980288
203 => 0.0023825930817023
204 => 0.0023623471623425
205 => 0.0024706121980665
206 => 0.0024310940036571
207 => 0.0025528797671695
208 => 0.0026330957476281
209 => 0.0026127503802687
210 => 0.0026881938976075
211 => 0.0025302031696191
212 => 0.0025826813519691
213 => 0.0025934970326198
214 => 0.0024692762243313
215 => 0.0023844181312461
216 => 0.0023787590638904
217 => 0.0022316268246462
218 => 0.0023102236792405
219 => 0.0023793856587246
220 => 0.0023462624377381
221 => 0.0023357766155019
222 => 0.0023893464072095
223 => 0.0023935092388194
224 => 0.0022985962369561
225 => 0.0023183316555474
226 => 0.0024006316318132
227 => 0.0023162579073055
228 => 0.0021523335429565
301 => 0.0021116780341664
302 => 0.0021062538398641
303 => 0.001995992875596
304 => 0.0021143948296656
305 => 0.0020627092037391
306 => 0.002225983476752
307 => 0.0021327220876645
308 => 0.0021287017755801
309 => 0.002122624484213
310 => 0.0020277183174445
311 => 0.0020484967363652
312 => 0.0021175673655004
313 => 0.0021422125441122
314 => 0.002139641850071
315 => 0.0021172288817363
316 => 0.002127489423867
317 => 0.0020944366426543
318 => 0.002082765017674
319 => 0.0020459261587026
320 => 0.0019917832130093
321 => 0.0019993121216859
322 => 0.001892040778995
323 => 0.001833593658176
324 => 0.0018174162654539
325 => 0.0017957831798062
326 => 0.0018198597800413
327 => 0.0018917368927591
328 => 0.0018050378452413
329 => 0.001656398409503
330 => 0.0016653318928602
331 => 0.0016854027775887
401 => 0.0016480008166793
402 => 0.0016126029995873
403 => 0.0016433785296331
404 => 0.0015803980412318
405 => 0.0016930136687191
406 => 0.0016899677315972
407 => 0.0017319438734209
408 => 0.0017581924163403
409 => 0.0016976980229777
410 => 0.0016824838466412
411 => 0.0016911505329282
412 => 0.0015479095138862
413 => 0.0017202380262099
414 => 0.0017217283303406
415 => 0.0017089674415839
416 => 0.0018007270543504
417 => 0.0019943684578287
418 => 0.0019215127726328
419 => 0.0018933008492501
420 => 0.001839669962277
421 => 0.0019111299348817
422 => 0.0019056429239349
423 => 0.0018808285795463
424 => 0.0018658207866346
425 => 0.0018934731052385
426 => 0.001862394358345
427 => 0.001856811761416
428 => 0.0018229872979521
429 => 0.0018109135034105
430 => 0.0018019745466035
501 => 0.0017921336334828
502 => 0.0018138402356244
503 => 0.0017646502194302
504 => 0.0017053318820568
505 => 0.0017004002041375
506 => 0.0017140170004702
507 => 0.0017079925817442
508 => 0.0017003713615384
509 => 0.0016858203766496
510 => 0.0016815034102657
511 => 0.001695531456719
512 => 0.0016796946101591
513 => 0.0017030627399359
514 => 0.0016967079016542
515 => 0.001661210291595
516 => 0.0016169671265627
517 => 0.0016165732695907
518 => 0.0016070411522579
519 => 0.001594900567671
520 => 0.0015915233347779
521 => 0.0016407867003326
522 => 0.0017427603927024
523 => 0.0017227405168666
524 => 0.0017372069288774
525 => 0.0018083673580363
526 => 0.0018309871185971
527 => 0.0018149321483294
528 => 0.0017929551147995
529 => 0.0017939219927395
530 => 0.0018690241692116
531 => 0.0018737081998359
601 => 0.0018855432340981
602 => 0.0019007545977053
603 => 0.0018175227093275
604 => 0.0017900017782819
605 => 0.0017769608343493
606 => 0.0017367997745175
607 => 0.001780110034397
608 => 0.0017548750006954
609 => 0.0017582800688933
610 => 0.0017560625137624
611 => 0.0017572734488143
612 => 0.0016929821903561
613 => 0.0017164065458892
614 => 0.001677459011587
615 => 0.0016253126352222
616 => 0.0016251378222837
617 => 0.0016379005740233
618 => 0.0016303087898821
619 => 0.0016098794939607
620 => 0.0016127813790228
621 => 0.001587357812372
622 => 0.0016158682603227
623 => 0.0016166858379546
624 => 0.001605707762519
625 => 0.0016496320412707
626 => 0.0016676278541141
627 => 0.0016604018496892
628 => 0.0016671208583806
629 => 0.0017235724330919
630 => 0.0017327765029247
701 => 0.0017368643427577
702 => 0.0017313871789165
703 => 0.0016681526895367
704 => 0.0016709574080345
705 => 0.0016503782446576
706 => 0.0016329910201829
707 => 0.0016336864179779
708 => 0.0016426257115388
709 => 0.0016816641308022
710 => 0.0017638181827014
711 => 0.0017669358689171
712 => 0.0017707145955599
713 => 0.0017553446152678
714 => 0.0017507088821408
715 => 0.0017568246107195
716 => 0.001787677353158
717 => 0.0018670389831477
718 => 0.0018389872827243
719 => 0.0018161808136293
720 => 0.0018361882356055
721 => 0.0018331082498157
722 => 0.0018071100701609
723 => 0.0018063803878477
724 => 0.0017564815689694
725 => 0.0017380351117713
726 => 0.0017226198714431
727 => 0.0017057868314298
728 => 0.0016958076410613
729 => 0.0017111402129283
730 => 0.0017146469535239
731 => 0.0016811220171693
801 => 0.0016765526922231
802 => 0.0017039298789362
803 => 0.0016918821997882
804 => 0.00170427353656
805 => 0.001707148432982
806 => 0.0017066855084436
807 => 0.0016941063477459
808 => 0.0017021239296586
809 => 0.0016831599582788
810 => 0.0016625394876996
811 => 0.0016493849121708
812 => 0.0016379058003207
813 => 0.001644275078745
814 => 0.0016215697641465
815 => 0.0016143058770388
816 => 0.0016994077533079
817 => 0.0017622734243073
818 => 0.0017613593325534
819 => 0.001755795034087
820 => 0.0017475276152427
821 => 0.001787072539975
822 => 0.001773295878924
823 => 0.0017833195509171
824 => 0.0017858709961316
825 => 0.0017935934523496
826 => 0.00179635356668
827 => 0.0017880105841509
828 => 0.0017600105157737
829 => 0.0016902370075445
830 => 0.0016577572511138
831 => 0.0016470383904985
901 => 0.0016474280007239
902 => 0.0016366808114121
903 => 0.0016398463403196
904 => 0.0016355799696424
905 => 0.0016275004957256
906 => 0.001643776193998
907 => 0.0016456518166053
908 => 0.0016418528741484
909 => 0.0016427476626207
910 => 0.0016112940416271
911 => 0.0016136853921176
912 => 0.0016003700487085
913 => 0.0015978735823382
914 => 0.0015642135536996
915 => 0.0015045799338673
916 => 0.0015376227480299
917 => 0.0014977116750442
918 => 0.0014825967469531
919 => 0.0015541484656829
920 => 0.0015469666576582
921 => 0.0015346745241768
922 => 0.0015164918968527
923 => 0.0015097477835089
924 => 0.0014687726857592
925 => 0.0014663516583905
926 => 0.001486660023256
927 => 0.0014772884116387
928 => 0.0014641271196212
929 => 0.0014164582540727
930 => 0.0013628626665771
1001 => 0.0013644803804738
1002 => 0.0013815281396747
1003 => 0.0014310967987551
1004 => 0.0014117294661059
1005 => 0.0013976782440544
1006 => 0.0013950468725423
1007 => 0.0014279839961653
1008 => 0.0014745969266325
1009 => 0.0014964666707022
1010 => 0.0014747944185231
1011 => 0.0014498985021368
1012 => 0.0014514138012106
1013 => 0.0014614944070831
1014 => 0.0014625537362283
1015 => 0.0014463490540023
1016 => 0.0014509105771294
1017 => 0.0014439812063849
1018 => 0.0014014556709162
1019 => 0.0014006865188295
1020 => 0.0013902500666086
1021 => 0.0013899340549831
1022 => 0.0013721790462603
1023 => 0.0013696949978054
1024 => 0.0013344413503343
1025 => 0.0013576454078576
1026 => 0.0013420813443387
1027 => 0.0013186226294242
1028 => 0.0013145783381308
1029 => 0.0013144567618509
1030 => 0.0013385436167954
1031 => 0.0013573639389336
1101 => 0.0013423520878872
1102 => 0.0013389341803964
1103 => 0.0013754284904226
1104 => 0.0013707842568187
1105 => 0.0013667623804699
1106 => 0.0014704232499643
1107 => 0.0013883675830009
1108 => 0.0013525866286312
1109 => 0.0013083009029797
1110 => 0.0013227205585598
1111 => 0.0013257589918594
1112 => 0.0012192598047696
1113 => 0.0011760530978308
1114 => 0.0011612261842199
1115 => 0.001152693085815
1116 => 0.00115658172591
1117 => 0.0011176906220239
1118 => 0.0011438260870348
1119 => 0.0011101496784527
1120 => 0.0011045037189613
1121 => 0.0011647213092128
1122 => 0.0011731002351102
1123 => 0.0011373531341035
1124 => 0.0011603085598798
1125 => 0.001151984603389
1126 => 0.0011107269638206
1127 => 0.0011091512254598
1128 => 0.0010884495922005
1129 => 0.0010560555447759
1130 => 0.0010412505958545
1201 => 0.0010335400499137
1202 => 0.0010367215714444
1203 => 0.0010351128968024
1204 => 0.0010246152066133
1205 => 0.0010357146121158
1206 => 0.0010073602176479
1207 => 0.0009960692693039
1208 => 0.00099096940988493
1209 => 0.00096580325277659
1210 => 0.0010058538001768
1211 => 0.0010137442625582
1212 => 0.0010216502715879
1213 => 0.00109046668253
1214 => 0.0010870288091125
1215 => 0.0011181055104946
1216 => 0.0011168979270252
1217 => 0.0011080343483819
1218 => 0.0010706403680735
1219 => 0.0010855449421408
1220 => 0.0010396709798468
1221 => 0.0010740428715237
1222 => 0.0010583569755669
1223 => 0.0010687394543221
1224 => 0.0010500708213698
1225 => 0.0010604028136546
1226 => 0.0010156153839056
1227 => 0.0009737935121822
1228 => 0.00099062385422025
1229 => 0.0010089203607987
1230 => 0.0010485918489239
1231 => 0.0010249638378792
]
'min_raw' => 0.00096580325277659
'max_raw' => 0.002882946230761
'avg_raw' => 0.0019243747417688
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.000965'
'max' => '$0.002882'
'avg' => '$0.001924'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.0018295767472234
'max_diff' => 8.7566230761002E-5
'year' => 2026
]
1 => [
'items' => [
101 => 0.0010334613641249
102 => 0.0010049960736705
103 => 0.00094626404875494
104 => 0.00094659646563768
105 => 0.00093756182315114
106 => 0.00092975457296336
107 => 0.0010276777991786
108 => 0.0010154994980616
109 => 0.00099609496908834
110 => 0.0010220687022244
111 => 0.0010289365695242
112 => 0.0010291320880511
113 => 0.0010480818532681
114 => 0.0010581953463613
115 => 0.0010599778933534
116 => 0.0010897957583591
117 => 0.0010997903134019
118 => 0.0011409564711406
119 => 0.0010573372871314
120 => 0.0010556152050639
121 => 0.0010224342059151
122 => 0.0010013902916841
123 => 0.0010238751007264
124 => 0.0010437935720553
125 => 0.0010230531283418
126 => 0.0010257613924361
127 => 0.00099791904130734
128 => 0.0010078713717315
129 => 0.0010164436594165
130 => 0.0010117105460126
131 => 0.0010046248461618
201 => 0.0010421604845535
202 => 0.0010400425767321
203 => 0.0010749966261432
204 => 0.0011022458072471
205 => 0.0011510812111592
206 => 0.0011001189213298
207 => 0.0010982616529316
208 => 0.0011164167494386
209 => 0.0010997875339512
210 => 0.0011102966241182
211 => 0.0011493880342633
212 => 0.0011502139741603
213 => 0.0011363784167233
214 => 0.0011355365217958
215 => 0.001138193791946
216 => 0.001153757506214
217 => 0.0011483190662242
218 => 0.0011546125666649
219 => 0.0011624826853355
220 => 0.0011950368330184
221 => 0.0012028855278132
222 => 0.0011838172685435
223 => 0.0011855389188573
224 => 0.0011784068664551
225 => 0.0011715173931988
226 => 0.0011870039229521
227 => 0.0012153058604647
228 => 0.0012151297955803
301 => 0.0012216952949722
302 => 0.0012257855467018
303 => 0.0012082271920311
304 => 0.001196797348779
305 => 0.0012011802779817
306 => 0.0012081886772245
307 => 0.0011989075485641
308 => 0.0011416201230348
309 => 0.0011589974684055
310 => 0.001156105028427
311 => 0.001151985842165
312 => 0.0011694588973102
313 => 0.0011677735785157
314 => 0.0011172917375413
315 => 0.0011205234212125
316 => 0.001117488266929
317 => 0.0011272954713532
318 => 0.0010992579127278
319 => 0.0011078820769251
320 => 0.0011132910718632
321 => 0.0011164770114355
322 => 0.0011279868097902
323 => 0.0011266362677989
324 => 0.0011279028582037
325 => 0.0011449688506896
326 => 0.0012312827843414
327 => 0.0012359806613091
328 => 0.0012128465969523
329 => 0.0012220881993636
330 => 0.0012043463436502
331 => 0.0012162565702507
401 => 0.0012244052448038
402 => 0.0011875829513983
403 => 0.0011854025741575
404 => 0.0011675874914945
405 => 0.0011771603078198
406 => 0.0011619292687364
407 => 0.0011656664329683
408 => 0.0011552169959757
409 => 0.0011740239021002
410 => 0.0011950529454452
411 => 0.0012003657122562
412 => 0.0011863901100663
413 => 0.0011762708530438
414 => 0.0011585047712027
415 => 0.0011880501612474
416 => 0.0011966901336759
417 => 0.0011880047791504
418 => 0.0011859921927281
419 => 0.0011821783450945
420 => 0.0011868013185328
421 => 0.0011966430785305
422 => 0.0011920018862643
423 => 0.0011950674755234
424 => 0.0011833846104897
425 => 0.0012082330045771
426 => 0.0012476982344795
427 => 0.0012478251216469
428 => 0.0012431839043629
429 => 0.0012412848182468
430 => 0.0012460469888327
501 => 0.0012486302710211
502 => 0.0012640302574633
503 => 0.0012805550564782
504 => 0.0013576690831464
505 => 0.0013360157730347
506 => 0.0014044359250287
507 => 0.0014585473820111
508 => 0.0014747730419529
509 => 0.0014598461982828
510 => 0.0014087822724194
511 => 0.0014062768326032
512 => 0.0014825878964765
513 => 0.0014610265256642
514 => 0.0014584618692137
515 => 0.0014311782576368
516 => 0.0014473062512198
517 => 0.0014437788224398
518 => 0.0014382106035429
519 => 0.0014689816918135
520 => 0.0015265824221021
521 => 0.0015176048081104
522 => 0.0015109034357251
523 => 0.001481539972673
524 => 0.0014992233359973
525 => 0.00149292662902
526 => 0.0015199812781833
527 => 0.0015039547033528
528 => 0.0014608631770741
529 => 0.0014677256446655
530 => 0.0014666883964944
531 => 0.0014880348903549
601 => 0.0014816272027505
602 => 0.0014654371926499
603 => 0.001526385549068
604 => 0.0015224279018147
605 => 0.0015280389407757
606 => 0.0015305090936534
607 => 0.0015676072841746
608 => 0.0015828052258214
609 => 0.0015862554246526
610 => 0.0016006922937661
611 => 0.0015858962221974
612 => 0.0016450910578925
613 => 0.0016844521695154
614 => 0.0017301721261696
615 => 0.0017969812712072
616 => 0.0018221021277605
617 => 0.0018175642698722
618 => 0.0018682182011575
619 => 0.0019592421897035
620 => 0.0018359628204328
621 => 0.0019657762956206
622 => 0.0019246788481447
623 => 0.0018272375394911
624 => 0.0018209634679714
625 => 0.0018869518535085
626 => 0.002033307741483
627 => 0.0019966472515001
628 => 0.0020333677049114
629 => 0.0019905313454855
630 => 0.0019884041591868
701 => 0.0020312872385466
702 => 0.0021314858909058
703 => 0.0020838852670603
704 => 0.0020156381006259
705 => 0.0020660307462775
706 => 0.0020223759729949
707 => 0.0019240095505874
708 => 0.0019966192179144
709 => 0.0019480672011771
710 => 0.0019622372608282
711 => 0.0020642863784425
712 => 0.0020520075586227
713 => 0.0020678974884577
714 => 0.0020398521782108
715 => 0.0020136534361008
716 => 0.0019647515384082
717 => 0.0019502740973359
718 => 0.0019542751412045
719 => 0.0019502721146172
720 => 0.0019229119522899
721 => 0.0019170035278403
722 => 0.0019071558949036
723 => 0.0019102080881263
724 => 0.0018916916571786
725 => 0.0019266359880666
726 => 0.0019331219638078
727 => 0.0019585515337127
728 => 0.0019611917160196
729 => 0.0020320127062375
730 => 0.0019930056949239
731 => 0.0020191749658164
801 => 0.0020168341399131
802 => 0.0018293493881175
803 => 0.001855183132723
804 => 0.0018953723322534
805 => 0.0018772671523401
806 => 0.0018516706639024
807 => 0.001831000127092
808 => 0.0017996821501534
809 => 0.001843761601286
810 => 0.0019017213921984
811 => 0.0019626616719654
812 => 0.0020358774251401
813 => 0.0020195365213569
814 => 0.0019612929543876
815 => 0.0019639057182549
816 => 0.0019800567963978
817 => 0.0019591396827226
818 => 0.0019529708175492
819 => 0.0019792092890523
820 => 0.0019793899789852
821 => 0.0019553223117842
822 => 0.0019285755040269
823 => 0.0019284634339258
824 => 0.0019237040978289
825 => 0.0019913780208042
826 => 0.0020285918358352
827 => 0.0020328583397555
828 => 0.0020283046661277
829 => 0.0020300571943782
830 => 0.0020084032953621
831 => 0.0020578976872486
901 => 0.0021033186357317
902 => 0.0020911448512612
903 => 0.0020728946177345
904 => 0.0020583574276801
905 => 0.002087720351283
906 => 0.0020864128665165
907 => 0.0021029219233711
908 => 0.0021021729771913
909 => 0.0020966216023081
910 => 0.0020911450495183
911 => 0.0021128589622882
912 => 0.0021066057041253
913 => 0.0021003427329252
914 => 0.0020877813853705
915 => 0.0020894886811251
916 => 0.0020712415987585
917 => 0.002062799663526
918 => 0.0019358532126645
919 => 0.0019019289728993
920 => 0.001912602229321
921 => 0.001916116142466
922 => 0.0019013522698451
923 => 0.0019225198706558
924 => 0.0019192209224915
925 => 0.0019320551999787
926 => 0.0019240369006042
927 => 0.0019243659744075
928 => 0.001947946083186
929 => 0.0019547914890814
930 => 0.0019513098603938
1001 => 0.0019537482737833
1002 => 0.0020099404811552
1003 => 0.0020019517461925
1004 => 0.001997707889965
1005 => 0.0019988834671431
1006 => 0.0020132417809011
1007 => 0.0020172613248185
1008 => 0.0020002302347922
1009 => 0.0020082621953042
1010 => 0.0020424612637565
1011 => 0.0020544290022152
1012 => 0.002092624278535
1013 => 0.0020763982462874
1014 => 0.002106181830724
1015 => 0.0021977264153099
1016 => 0.0022708585638805
1017 => 0.0022036032177411
1018 => 0.0023379010952681
1019 => 0.0024424712568092
1020 => 0.0024384576798385
1021 => 0.0024202234534224
1022 => 0.0023011731046494
1023 => 0.0021916211987678
1024 => 0.0022832660198574
1025 => 0.0022834996413533
1026 => 0.0022756272699459
1027 => 0.0022267326472474
1028 => 0.0022739258430613
1029 => 0.0022776718675645
1030 => 0.002275575089991
1031 => 0.0022380876974075
1101 => 0.0021808513777608
1102 => 0.0021920352176154
1103 => 0.0022103545754413
1104 => 0.0021756722092584
1105 => 0.0021645890917843
1106 => 0.002185194715818
1107 => 0.0022515903298071
1108 => 0.002239038623586
1109 => 0.0022387108478112
1110 => 0.0022924123697765
1111 => 0.0022539736695631
1112 => 0.0021921762816516
1113 => 0.0021765716261965
1114 => 0.0021211856118864
1115 => 0.0021594409292486
1116 => 0.0021608176700158
1117 => 0.0021398656236564
1118 => 0.0021938764247403
1119 => 0.0021933787056999
1120 => 0.0022446539228822
1121 => 0.0023426728800426
1122 => 0.0023136838511903
1123 => 0.0022799727646325
1124 => 0.0022836380944484
1125 => 0.0023238377157237
1126 => 0.0022995321070325
1127 => 0.0023082725733826
1128 => 0.002323824485981
1129 => 0.002333207340984
1130 => 0.0022822880460074
1201 => 0.0022704163225969
1202 => 0.0022461309429078
1203 => 0.002239795340655
1204 => 0.0022595752756807
1205 => 0.0022543639616369
1206 => 0.0021607019602853
1207 => 0.0021509137600136
1208 => 0.0021512139501417
1209 => 0.0021266010551549
1210 => 0.0020890604825285
1211 => 0.0021877148659596
1212 => 0.0021797915383029
1213 => 0.0021710447977867
1214 => 0.0021721162235917
1215 => 0.0022149387477318
1216 => 0.0021900995211413
1217 => 0.0022561386761015
1218 => 0.0022425630111604
1219 => 0.0022286391816392
1220 => 0.0022267144842691
1221 => 0.0022213549978288
1222 => 0.0022029753246478
1223 => 0.0021807807648346
1224 => 0.0021661259939861
1225 => 0.0019981367284653
1226 => 0.0020293145589974
1227 => 0.0020651818110758
1228 => 0.0020775630427643
1229 => 0.002056384089206
1230 => 0.0022038115988215
1231 => 0.0022307480254751
]
'min_raw' => 0.00092975457296336
'max_raw' => 0.0024424712568092
'avg_raw' => 0.0016861129148863
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.000929'
'max' => '$0.002442'
'avg' => '$0.001686'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -3.6048679813236E-5
'max_diff' => -0.00044047497395185
'year' => 2027
]
2 => [
'items' => [
101 => 0.0021491558321218
102 => 0.0021338932641327
103 => 0.0022048122102379
104 => 0.0021620394162479
105 => 0.0021813000027626
106 => 0.0021396691496954
107 => 0.0022242598290849
108 => 0.0022236153898361
109 => 0.0021907077049864
110 => 0.0022185210548793
111 => 0.0022136878008825
112 => 0.0021765351057352
113 => 0.0022254376357891
114 => 0.0022254618908339
115 => 0.0021937889596409
116 => 0.0021568019101036
117 => 0.0021501894992414
118 => 0.0021452079359092
119 => 0.0021800748435583
120 => 0.0022113364039304
121 => 0.0022695064173849
122 => 0.0022841317408528
123 => 0.0023412153520109
124 => 0.0023072248409169
125 => 0.002322292394234
126 => 0.0023386503547954
127 => 0.0023464929626326
128 => 0.0023337138540194
129 => 0.0024223881986997
130 => 0.0024298750303024
131 => 0.002432385300178
201 => 0.0024024848100724
202 => 0.002429043443583
203 => 0.0024166175384929
204 => 0.0024489462915215
205 => 0.0024540158527907
206 => 0.0024497221147506
207 => 0.002451331273515
208 => 0.0023756633635567
209 => 0.0023717395832454
210 => 0.0023182385602812
211 => 0.0023400406225987
212 => 0.0022992827120962
213 => 0.0023122074653695
214 => 0.0023179045734609
215 => 0.002314928727502
216 => 0.0023412732784906
217 => 0.0023188750283141
218 => 0.002259762363485
219 => 0.00220063359345
220 => 0.0021998912799075
221 => 0.0021843237184667
222 => 0.0021730712228862
223 => 0.0021752388527387
224 => 0.0021828778630675
225 => 0.0021726272297189
226 => 0.0021748147220641
227 => 0.0022111416701801
228 => 0.0022184267805528
229 => 0.0021936691290299
301 => 0.0020942635856537
302 => 0.0020698692159692
303 => 0.002087403405137
304 => 0.0020790231920612
305 => 0.0016779339771007
306 => 0.0017721639387152
307 => 0.001716175695271
308 => 0.0017419776537453
309 => 0.0016848281552741
310 => 0.0017121028914064
311 => 0.0017070662435567
312 => 0.0018585852333656
313 => 0.0018562194727473
314 => 0.001857351837162
315 => 0.0018033011332877
316 => 0.001889405372196
317 => 0.0019318234164906
318 => 0.0019239729654114
319 => 0.0019259487548167
320 => 0.0018919981467299
321 => 0.0018576805532607
322 => 0.0018196170606635
323 => 0.0018903343251192
324 => 0.0018824717724957
325 => 0.0019005056393569
326 => 0.0019463708403308
327 => 0.0019531246653992
328 => 0.0019622018747816
329 => 0.0019589483413778
330 => 0.0020364607067351
331 => 0.0020270734478472
401 => 0.0020496940408682
402 => 0.0020031617647956
403 => 0.0019505060775353
404 => 0.0019605142022393
405 => 0.0019595503393501
406 => 0.0019472792584995
407 => 0.0019362014753847
408 => 0.0019177600876446
409 => 0.0019761113672662
410 => 0.0019737424118755
411 => 0.0020120930460413
412 => 0.0020053141989343
413 => 0.0019600433988885
414 => 0.0019616602543686
415 => 0.0019725343845065
416 => 0.0020101698730722
417 => 0.002021342648498
418 => 0.0020161669737626
419 => 0.0020284174119604
420 => 0.0020380996588213
421 => 0.0020296333530957
422 => 0.0021494983883127
423 => 0.0020997220687295
424 => 0.0021239827005529
425 => 0.0021297687182909
426 => 0.002114947955522
427 => 0.0021181620482748
428 => 0.0021230305230075
429 => 0.0021525909482395
430 => 0.0022301660574262
501 => 0.0022645235452134
502 => 0.0023678897423897
503 => 0.002261670634132
504 => 0.0022553680318264
505 => 0.0022739874052979
506 => 0.0023346743054636
507 => 0.0023838553380171
508 => 0.002400171523837
509 => 0.002402327977144
510 => 0.0024329382264215
511 => 0.0024504834504601
512 => 0.0024292213370298
513 => 0.0024112039221336
514 => 0.0023466677783795
515 => 0.0023541380127451
516 => 0.0024056005196493
517 => 0.002478294341778
518 => 0.0025406732036675
519 => 0.0025188303003566
520 => 0.002685476233932
521 => 0.0027019984975584
522 => 0.002699715654954
523 => 0.0027373558303375
524 => 0.0026626477474897
525 => 0.0026307085946714
526 => 0.0024150994917405
527 => 0.0024756768550831
528 => 0.0025637296102853
529 => 0.0025520754979534
530 => 0.0024881292334686
531 => 0.0025406246946917
601 => 0.0025232680535265
602 => 0.0025095781505118
603 => 0.0025722942501403
604 => 0.0025033353223634
605 => 0.0025630416922299
606 => 0.0024864676552928
607 => 0.002518930076899
608 => 0.0025005028363647
609 => 0.002512427519348
610 => 0.0024427160662885
611 => 0.0024803306742096
612 => 0.0024411511749336
613 => 0.0024411325987496
614 => 0.0024402677091316
615 => 0.0024863622162813
616 => 0.0024878653565046
617 => 0.002453801446076
618 => 0.002448892304405
619 => 0.0024670439741481
620 => 0.0024457931228088
621 => 0.0024557362623992
622 => 0.0024460942903777
623 => 0.0024439236793847
624 => 0.0024266278816931
625 => 0.0024191763764898
626 => 0.0024220983036816
627 => 0.0024121242598191
628 => 0.0024061145376149
629 => 0.0024390722241227
630 => 0.0024214642617309
701 => 0.0024363735513524
702 => 0.0024193825341263
703 => 0.0023604842657868
704 => 0.0023266112488269
705 => 0.0022153578798059
706 => 0.0022469091972509
707 => 0.0022678277533591
708 => 0.0022609141706901
709 => 0.0022757672214644
710 => 0.0022766790781504
711 => 0.0022718501999348
712 => 0.0022662589775787
713 => 0.0022635374797497
714 => 0.0022838212948855
715 => 0.0022955967322936
716 => 0.0022699272103187
717 => 0.0022639132004748
718 => 0.0022898665044446
719 => 0.0023056980048734
720 => 0.0024225889090883
721 => 0.0024139292533514
722 => 0.0024356632898794
723 => 0.0024332163709023
724 => 0.0024559971036872
725 => 0.0024932339739344
726 => 0.0024175210051291
727 => 0.0024306621585562
728 => 0.0024274402512094
729 => 0.0024626161907921
730 => 0.0024627260062359
731 => 0.0024416362732876
801 => 0.0024530693596607
802 => 0.0024466877244975
803 => 0.0024582202017671
804 => 0.0024138135983695
805 => 0.0024678960479111
806 => 0.0024985573118052
807 => 0.0024989830434841
808 => 0.0025135162392271
809 => 0.0025282828078078
810 => 0.0025566259503015
811 => 0.0025274923329469
812 => 0.0024750837914265
813 => 0.0024788675188457
814 => 0.0024481404101279
815 => 0.0024486569383767
816 => 0.0024458996701033
817 => 0.0024541744397493
818 => 0.0024156294449761
819 => 0.0024246758782068
820 => 0.002412010818708
821 => 0.0024306346271903
822 => 0.0024105984878892
823 => 0.0024274386975082
824 => 0.0024347063737179
825 => 0.0024615242553937
826 => 0.0024066374649607
827 => 0.0022947195837588
828 => 0.0023182460792606
829 => 0.0022834485444471
830 => 0.0022866691887777
831 => 0.0022931754028871
901 => 0.0022720866342576
902 => 0.0022761097067287
903 => 0.0022759659742701
904 => 0.0022747273655925
905 => 0.0022692413623851
906 => 0.0022612855723616
907 => 0.0022929789911519
908 => 0.0022983643205912
909 => 0.0023103352408335
910 => 0.0023459525795218
911 => 0.0023423935674722
912 => 0.0023481984637872
913 => 0.0023355264077247
914 => 0.0022872570091141
915 => 0.0022898782696897
916 => 0.0022571911083087
917 => 0.0023094993566262
918 => 0.0022971120729895
919 => 0.0022891259106448
920 => 0.0022869468122578
921 => 0.0023226524394396
922 => 0.0023333361227095
923 => 0.002326678768251
924 => 0.0023130243400306
925 => 0.0023392448787832
926 => 0.0023462603887976
927 => 0.0023478309027678
928 => 0.0023942886701478
929 => 0.002350427375883
930 => 0.0023609852253563
1001 => 0.002443354553076
1002 => 0.0023686569390245
1003 => 0.0024082259311432
1004 => 0.002406289234886
1005 => 0.0024265313923123
1006 => 0.0024046287871528
1007 => 0.0024049002961938
1008 => 0.0024228739606658
1009 => 0.0023976331904823
1010 => 0.0023913832208232
1011 => 0.0023827489325022
1012 => 0.002401601585172
1013 => 0.0024129028978154
1014 => 0.0025039831778217
1015 => 0.0025628251924712
1016 => 0.0025602707054305
1017 => 0.0025836139351832
1018 => 0.0025730975963801
1019 => 0.002539137564315
1020 => 0.0025971031980655
1021 => 0.0025787604461617
1022 => 0.0025802726003422
1023 => 0.0025802163178881
1024 => 0.0025924126443529
1025 => 0.0025837704292757
1026 => 0.0025667357362533
1027 => 0.0025780441604574
1028 => 0.0026116261375079
1029 => 0.0027158656246936
1030 => 0.0027741994227122
1031 => 0.0027123538568068
1101 => 0.0027550141000232
1102 => 0.0027294331554922
1103 => 0.0027247843369038
1104 => 0.0027515781222109
1105 => 0.0027784188064923
1106 => 0.0027767091709391
1107 => 0.0027572242124352
1108 => 0.0027462176537888
1109 => 0.0028295630033266
1110 => 0.002890970437115
1111 => 0.0028867828618113
1112 => 0.0029052654573294
1113 => 0.0029595309294158
1114 => 0.0029644922841064
1115 => 0.0029638672674508
1116 => 0.0029515700321865
1117 => 0.0030050014367175
1118 => 0.0030495748544135
1119 => 0.002948723577524
1120 => 0.0029871264235234
1121 => 0.0030043666983549
1122 => 0.0030296805367666
1123 => 0.0030723892252592
1124 => 0.0031187821888822
1125 => 0.0031253426626114
1126 => 0.0031206876925529
1127 => 0.0030900902859338
1128 => 0.0031408540203132
1129 => 0.0031705902253567
1130 => 0.0031882974549591
1201 => 0.0032332000430287
1202 => 0.003004473168423
1203 => 0.0028425689181138
1204 => 0.0028172852315023
1205 => 0.0028687006024586
1206 => 0.0028822584257499
1207 => 0.0028767932841813
1208 => 0.0026945553307678
1209 => 0.0028163257863926
1210 => 0.0029473405578941
1211 => 0.0029523733688419
1212 => 0.0030179621028453
1213 => 0.0030393204832098
1214 => 0.0030921280109944
1215 => 0.0030888248857535
1216 => 0.0031016826784178
1217 => 0.0030987268945502
1218 => 0.0031965417198342
1219 => 0.0033044459977647
1220 => 0.0033007096157345
1221 => 0.0032851970991166
1222 => 0.0033082358315714
1223 => 0.0034196046101207
1224 => 0.0034093515576402
1225 => 0.0034193115247721
1226 => 0.0035506215911511
1227 => 0.003721343356083
1228 => 0.0036420259560872
1229 => 0.0038141218911111
1230 => 0.0039224471597951
1231 => 0.0041097845109422
]
'min_raw' => 0.0016779339771007
'max_raw' => 0.0041097845109422
'avg_raw' => 0.0028938592440214
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.001677'
'max' => '$0.0041097'
'avg' => '$0.002893'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.00074817940413732
'max_diff' => 0.001667313254133
'year' => 2028
]
3 => [
'items' => [
101 => 0.0040863289519227
102 => 0.0041592580079793
103 => 0.0040443386059548
104 => 0.0037804604298636
105 => 0.0037387006984121
106 => 0.0038223047383029
107 => 0.0040278371124114
108 => 0.0038158317924146
109 => 0.0038587201925336
110 => 0.0038463683304141
111 => 0.0038457101521738
112 => 0.0038708301386023
113 => 0.0038343922881173
114 => 0.0036859379301977
115 => 0.0037539736875853
116 => 0.0037277018143125
117 => 0.0037568524164065
118 => 0.0039141661932851
119 => 0.003844614022635
120 => 0.0037713464608147
121 => 0.0038632402427109
122 => 0.0039802526051942
123 => 0.0039729301818415
124 => 0.0039587216200016
125 => 0.004038814539157
126 => 0.0041711045765783
127 => 0.0042068620421088
128 => 0.0042332574721343
129 => 0.0042368969559804
130 => 0.0042743859015214
131 => 0.0040727983929163
201 => 0.004392722946207
202 => 0.0044479650788229
203 => 0.0044375818474429
204 => 0.0044989811529012
205 => 0.0044809159196853
206 => 0.0044547422311038
207 => 0.0045520731902619
208 => 0.0044404910997905
209 => 0.004282114370161
210 => 0.0041952257639497
211 => 0.0043096476897126
212 => 0.0043795211670012
213 => 0.0044257030907011
214 => 0.0044396777129088
215 => 0.0040884470573633
216 => 0.0038991532141695
217 => 0.0040204883973984
218 => 0.0041685256950447
219 => 0.0040719760382533
220 => 0.0040757606020069
221 => 0.0039381061642258
222 => 0.0041807050583456
223 => 0.0041453604400502
224 => 0.0043287283822903
225 => 0.004284966151255
226 => 0.0044344955898492
227 => 0.0043951194773902
228 => 0.0045585675187189
301 => 0.004623771367584
302 => 0.0047332587779973
303 => 0.0048137981627912
304 => 0.0048610924300151
305 => 0.0048582530596073
306 => 0.0050456565082588
307 => 0.0049351512419668
308 => 0.0047963305834125
309 => 0.0047938197556728
310 => 0.004865716941842
311 => 0.005016393720023
312 => 0.0050554620163473
313 => 0.0050772958641977
314 => 0.0050438565661732
315 => 0.004923911019597
316 => 0.0048721191407231
317 => 0.0049162473220788
318 => 0.0048622823482586
319 => 0.0049554410329697
320 => 0.0050833678046993
321 => 0.0050569514322144
322 => 0.0051452574048674
323 => 0.0052366447965041
324 => 0.0053673328710091
325 => 0.0054014995730501
326 => 0.0054579758322806
327 => 0.0055161084545134
328 => 0.0055347790860565
329 => 0.005570427114829
330 => 0.005570239232121
331 => 0.005677666966216
401 => 0.0057961630836828
402 => 0.005840892624835
403 => 0.0059437457383134
404 => 0.0057676133858847
405 => 0.0059012117984645
406 => 0.0060217209107967
407 => 0.0058780449790667
408 => 0.0060760687787578
409 => 0.0060837575941682
410 => 0.0061998495782836
411 => 0.0060821681118496
412 => 0.0060122892327337
413 => 0.0062140269384139
414 => 0.0063116414595144
415 => 0.0062822391713456
416 => 0.0060584863066112
417 => 0.0059282525421239
418 => 0.0055874056602436
419 => 0.0059911535153203
420 => 0.0061878073180418
421 => 0.0060579770207702
422 => 0.0061234558709366
423 => 0.0064806872458561
424 => 0.0066166978244068
425 => 0.006588408574854
426 => 0.0065931889923477
427 => 0.006666577831767
428 => 0.0069920243617245
429 => 0.0067970092571825
430 => 0.0069460909975283
501 => 0.0070251634150535
502 => 0.0070986102832046
503 => 0.0069182479881465
504 => 0.0066835992923243
505 => 0.0066092762004752
506 => 0.006045067956382
507 => 0.0060156984670447
508 => 0.0059992124826931
509 => 0.005895270683345
510 => 0.0058136009011124
511 => 0.0057486540580763
512 => 0.0055782141471808
513 => 0.005635732613792
514 => 0.0053640869693985
515 => 0.0055378762261509
516 => 0.0051043232185855
517 => 0.0054653990463832
518 => 0.0052688818894162
519 => 0.0054008378750075
520 => 0.0054003774930048
521 => 0.0051574046868479
522 => 0.0050172630429697
523 => 0.0051065667528433
524 => 0.0052023074187651
525 => 0.0052178410197006
526 => 0.0053419712921552
527 => 0.0053766133830261
528 => 0.0052716462304029
529 => 0.0050953387961673
530 => 0.0051362909919958
531 => 0.0050164331480283
601 => 0.0048063868867407
602 => 0.0049572457786534
603 => 0.0050087556371496
604 => 0.0050315053251134
605 => 0.0048249489511131
606 => 0.0047600444538452
607 => 0.0047254898441012
608 => 0.0050686749621078
609 => 0.0050874754175688
610 => 0.0049912896293138
611 => 0.005426058512937
612 => 0.0053276569244415
613 => 0.0054375956077655
614 => 0.005132575009465
615 => 0.0051442272070848
616 => 0.0049998255676774
617 => 0.0050806808368245
618 => 0.0050235349386783
619 => 0.0050741485301047
620 => 0.0051044861081181
621 => 0.0052488640526374
622 => 0.0054670476105921
623 => 0.0052272988023064
624 => 0.0051228368132701
625 => 0.0051876444437517
626 => 0.0053602357039738
627 => 0.0056217202979943
628 => 0.0054669161554663
629 => 0.0055356156051754
630 => 0.0055506233787111
701 => 0.0054364765351717
702 => 0.005625929054933
703 => 0.0057274581993825
704 => 0.0058316060930916
705 => 0.0059220347910415
706 => 0.0057900071340829
707 => 0.0059312956524498
708 => 0.005817442047427
709 => 0.0057153035937523
710 => 0.0057154584956256
711 => 0.0056513855516307
712 => 0.0055272361489301
713 => 0.0055043410942786
714 => 0.0056234440599026
715 => 0.0057189533592403
716 => 0.0057268199625924
717 => 0.0057796988181507
718 => 0.0058109919801746
719 => 0.0061177075089995
720 => 0.0062410710319768
721 => 0.0063919176127215
722 => 0.006450680857169
723 => 0.0066275371551669
724 => 0.0064847113309674
725 => 0.0064538100654853
726 => 0.0060248145357965
727 => 0.0060950625297503
728 => 0.0062075363459935
729 => 0.0060266691875997
730 => 0.0061413877697194
731 => 0.0061640356479016
801 => 0.0060205233907672
802 => 0.0060971794881013
803 => 0.0058936036205308
804 => 0.0054714850081965
805 => 0.0056263989936175
806 => 0.0057404678303711
807 => 0.0055776775357376
808 => 0.0058694728380136
809 => 0.0056990120463017
810 => 0.00564498415889
811 => 0.0054342021077644
812 => 0.0055336831221505
813 => 0.0056682326185386
814 => 0.0055850966728286
815 => 0.0057576162431019
816 => 0.0060019499638977
817 => 0.0061760767236614
818 => 0.0061894440141355
819 => 0.0060774921731943
820 => 0.0062568957127697
821 => 0.0062582024716962
822 => 0.0060558345461702
823 => 0.0059318853185748
824 => 0.0059037237932737
825 => 0.0059740768048681
826 => 0.006059498348826
827 => 0.0061941843153214
828 => 0.0062755722240734
829 => 0.0064877887252874
830 => 0.0065452084257919
831 => 0.006608295268081
901 => 0.0066925987446409
902 => 0.0067938266832188
903 => 0.0065723457165202
904 => 0.0065811455682193
905 => 0.0063749055586423
906 => 0.0061545085306001
907 => 0.0063217624020067
908 => 0.0065404245900208
909 => 0.0064902632424901
910 => 0.0064846190661896
911 => 0.0064941110051631
912 => 0.0064562909872415
913 => 0.006285232447857
914 => 0.0061993279202613
915 => 0.0063101666774421
916 => 0.0063690725440182
917 => 0.0064604304059463
918 => 0.0064491686211331
919 => 0.0066844966623418
920 => 0.0067759380232049
921 => 0.0067525434100997
922 => 0.0067568485819339
923 => 0.0069223987979678
924 => 0.0071065246861963
925 => 0.0072789828780732
926 => 0.007454414758102
927 => 0.0072429247795044
928 => 0.0071355432112611
929 => 0.0072463335797079
930 => 0.0071875466507226
1001 => 0.0075253537820075
1002 => 0.007548742814848
1003 => 0.0078865255188323
1004 => 0.0082071215273297
1005 => 0.0080057609184666
1006 => 0.0081956349031434
1007 => 0.0084009990982246
1008 => 0.008797179949676
1009 => 0.0086637601767175
1010 => 0.0085615627215858
1011 => 0.0084649866203008
1012 => 0.0086659461560505
1013 => 0.0089244773883856
1014 => 0.0089801625396492
1015 => 0.0090703937580613
1016 => 0.0089755266648495
1017 => 0.0090897836293556
1018 => 0.0094931609211164
1019 => 0.0093841648161728
1020 => 0.0092293728251546
1021 => 0.0095478004562328
1022 => 0.009663038178064
1023 => 0.010471836860338
1024 => 0.011492978606517
1025 => 0.011070219218421
1026 => 0.010807798823869
1027 => 0.010869473841284
1028 => 0.011242360239159
1029 => 0.011362119515333
1030 => 0.011036572519192
1031 => 0.011151561221808
1101 => 0.01178516027866
1102 => 0.012125065844369
1103 => 0.011663428430728
1104 => 0.010389789115296
1105 => 0.0092154354999793
1106 => 0.0095269269605939
1107 => 0.0094916134956656
1108 => 0.010172336639161
1109 => 0.0093815652951173
1110 => 0.0093948798565048
1111 => 0.010089679633709
1112 => 0.0099043189650348
1113 => 0.009604058420983
1114 => 0.0092176277342391
1115 => 0.0085032748692806
1116 => 0.0078705526155836
1117 => 0.0091114666623161
1118 => 0.0090579561921652
1119 => 0.0089804651015794
1120 => 0.0091529131382664
1121 => 0.0099902718541894
1122 => 0.0099709680255217
1123 => 0.0098481669164378
1124 => 0.0099413104753586
1125 => 0.0095877299047617
1126 => 0.0096788556686845
1127 => 0.0092152494763667
1128 => 0.0094248188371992
1129 => 0.0096034141967094
1130 => 0.0096392698592805
1201 => 0.0097200544978889
1202 => 0.0090297586059303
1203 => 0.0093396811953971
1204 => 0.0095217316808893
1205 => 0.0086992209643821
1206 => 0.0095054732885975
1207 => 0.009017742090221
1208 => 0.0088521987960153
1209 => 0.0090750810329927
1210 => 0.0089882236084825
1211 => 0.0089135486953278
1212 => 0.0088718788107095
1213 => 0.0090355389269309
1214 => 0.0090279039868931
1215 => 0.0087601242716951
1216 => 0.0084108165493169
1217 => 0.0085280556865822
1218 => 0.0084854616088909
1219 => 0.0083310951765925
1220 => 0.0084351195136876
1221 => 0.0079770489786333
1222 => 0.0071889624315071
1223 => 0.0077095965442825
1224 => 0.0076895526972816
1225 => 0.0076794456807076
1226 => 0.0080706878271883
1227 => 0.0080330789222963
1228 => 0.0079648183916497
1229 => 0.0083298415184167
1230 => 0.0081966031668928
1231 => 0.0086072123713855
]
'min_raw' => 0.0036859379301977
'max_raw' => 0.012125065844369
'avg_raw' => 0.0079055018872836
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.003685'
'max' => '$0.012125'
'avg' => '$0.0079055'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.002008003953097
'max_diff' => 0.0080152813334273
'year' => 2029
]
4 => [
'items' => [
101 => 0.0088776661500026
102 => 0.0088090703234821
103 => 0.0090634334094881
104 => 0.008530756639515
105 => 0.0087076904952174
106 => 0.008744156317658
107 => 0.0083253371896934
108 => 0.0080392322042538
109 => 0.0080201522635606
110 => 0.0075240856465039
111 => 0.0077890804292258
112 => 0.0080222648717918
113 => 0.0079105876196464
114 => 0.0078752339378802
115 => 0.0080558482307458
116 => 0.0080698835081582
117 => 0.007749877695762
118 => 0.0078164170374253
119 => 0.0080938971534065
120 => 0.0078094252504432
121 => 0.0072567428112072
122 => 0.0071196699248442
123 => 0.0071013818750488
124 => 0.0067296293358444
125 => 0.0071288297905505
126 => 0.0069545680941642
127 => 0.0075050587050726
128 => 0.0071906214204621
129 => 0.0071770666575804
130 => 0.0071565766454333
131 => 0.0068365938780361
201 => 0.0069066497681303
202 => 0.007139526216617
203 => 0.0072226191569779
204 => 0.0072139518825379
205 => 0.0071383849949741
206 => 0.0071729791291357
207 => 0.0070615393696057
208 => 0.0070221876710976
209 => 0.0068979828860688
210 => 0.0067154361645239
211 => 0.0067408204057788
212 => 0.0063791475844506
213 => 0.0061820890359614
214 => 0.0061275458269296
215 => 0.0060546083682946
216 => 0.0061357843069616
217 => 0.0063781230107895
218 => 0.0060858111189489
219 => 0.0055846628836834
220 => 0.0056147827465379
221 => 0.0056824531357044
222 => 0.005556349813177
223 => 0.0054370036014545
224 => 0.005540765449683
225 => 0.0053284223358806
226 => 0.0057081137865262
227 => 0.0056978441968593
228 => 0.0058393696896982
301 => 0.0059278684847658
302 => 0.00572390741396
303 => 0.0056726117562218
304 => 0.0057018320941272
305 => 0.0052188849976583
306 => 0.0057999026085504
307 => 0.0058049272729767
308 => 0.0057619030455967
309 => 0.0060712769864905
310 => 0.0067241524979286
311 => 0.006478514468669
312 => 0.0063833959992909
313 => 0.0062025757194721
314 => 0.0064435080062849
315 => 0.0064250081657868
316 => 0.0063413448711985
317 => 0.006290745049586
318 => 0.0063839767723821
319 => 0.0062791926073818
320 => 0.0062603704920715
321 => 0.0061463289519542
322 => 0.0061056213106918
323 => 0.006075482993719
324 => 0.0060423036680618
325 => 0.0061154889926887
326 => 0.0059496414187528
327 => 0.0057496455028243
328 => 0.0057330180064006
329 => 0.0057789279859308
330 => 0.0057586162375847
331 => 0.005732920761564
401 => 0.0056838611000941
402 => 0.0056693061465298
403 => 0.0057166026845542
404 => 0.0056632076506841
405 => 0.0057419949317374
406 => 0.00572056915079
407 => 0.0056008864801114
408 => 0.0054517175602458
409 => 0.0054503896439666
410 => 0.0054182514448676
411 => 0.0053773186163045
412 => 0.0053659320398145
413 => 0.0055320269162406
414 => 0.0058758383396412
415 => 0.0058083399305176
416 => 0.0058571144486246
417 => 0.0060970368037963
418 => 0.0061733009057885
419 => 0.0061191704526087
420 => 0.0060450733496753
421 => 0.0060483332461552
422 => 0.0063015454775972
423 => 0.0063173380138758
424 => 0.0063572406581865
425 => 0.0064085268326117
426 => 0.006127904709881
427 => 0.0060351159694105
428 => 0.0059911475164523
429 => 0.0058557416992736
430 => 0.0060017652642834
501 => 0.0059166835863047
502 => 0.005928164011468
503 => 0.0059206873695196
504 => 0.0059247701215917
505 => 0.0057080076550276
506 => 0.0057869845051438
507 => 0.0056556701740137
508 => 0.0054798550253561
509 => 0.005479265631329
510 => 0.0055222961398858
511 => 0.0054966999096123
512 => 0.0054278211120854
513 => 0.0054376050201753
514 => 0.0053518876901956
515 => 0.0054480126559972
516 => 0.0054507691760647
517 => 0.0054137558282688
518 => 0.0055618496007754
519 => 0.0056225237402044
520 => 0.0055981607617823
521 => 0.0056208143686915
522 => 0.0058111447941537
523 => 0.0058421769582027
524 => 0.0058559593956036
525 => 0.0058374927553095
526 => 0.0056242932594745
527 => 0.005633749563709
528 => 0.0055643654775924
529 => 0.0055057432363388
530 => 0.0055080878185558
531 => 0.0055382272709181
601 => 0.0056698480270398
602 => 0.0059468361488306
603 => 0.0059573476455769
604 => 0.0059700878862754
605 => 0.0059182669246227
606 => 0.0059026372267284
607 => 0.0059232568326183
608 => 0.0060272790078193
609 => 0.0062948522841816
610 => 0.0062002740176969
611 => 0.0061233804148465
612 => 0.0061908368349128
613 => 0.0061804524477845
614 => 0.0060927977699437
615 => 0.0060903375950797
616 => 0.0059221002434075
617 => 0.0058599067250734
618 => 0.0058079331660493
619 => 0.0057511793963991
620 => 0.0057175338593469
621 => 0.0057692286958822
622 => 0.0057810519166332
623 => 0.0056680202530775
624 => 0.0056526144550013
625 => 0.0057449185514187
626 => 0.0057042989600289
627 => 0.0057460772170907
628 => 0.0057557701310963
629 => 0.0057542093486946
630 => 0.0057117978301534
701 => 0.0057388296673419
702 => 0.0056748913138125
703 => 0.0056053679575796
704 => 0.0055610163877611
705 => 0.0055223137607124
706 => 0.0055437882276089
707 => 0.0054672356742056
708 => 0.0054427449716734
709 => 0.005729671889138
710 => 0.0059416278880533
711 => 0.0059385459638853
712 => 0.005919785543119
713 => 0.0058919113632728
714 => 0.006025239837946
715 => 0.0059787908633569
716 => 0.0060125863733122
717 => 0.0060211887489889
718 => 0.0060472255492925
719 => 0.0060565314674625
720 => 0.0060284025193772
721 => 0.0059339983339413
722 => 0.0056987520795156
723 => 0.0055892443130453
724 => 0.005553104926114
725 => 0.0055544185241904
726 => 0.0055181836250809
727 => 0.0055288564268029
728 => 0.0055144720601961
729 => 0.0054872315497948
730 => 0.0055421062028533
731 => 0.0055484299954256
801 => 0.0055356215956984
802 => 0.005538638437505
803 => 0.0054325903583033
804 => 0.0054406529634407
805 => 0.0053957593534894
806 => 0.0053873423428241
807 => 0.0052738552062011
808 => 0.0050727962934499
809 => 0.005184202448375
810 => 0.0050496394793014
811 => 0.0049986784439516
812 => 0.0052399200592307
813 => 0.0052157060920576
814 => 0.0051742623058156
815 => 0.0051129583083219
816 => 0.0050902200593245
817 => 0.0049520696564713
818 => 0.004943906993667
819 => 0.0050123780636957
820 => 0.0049807810208231
821 => 0.0049364068058941
822 => 0.0047756878975633
823 => 0.0045949866323975
824 => 0.0046004408677452
825 => 0.0046579185781279
826 => 0.0048250427729908
827 => 0.0047597444587799
828 => 0.0047123697826081
829 => 0.0047034979298387
830 => 0.0048145477417301
831 => 0.0049717064912112
901 => 0.005045441860239
902 => 0.0049723723489089
903 => 0.0048884340286349
904 => 0.0048935429652572
905 => 0.0049275304317619
906 => 0.0049311020339346
907 => 0.0048764668164349
908 => 0.0048918463101335
909 => 0.004868483452875
910 => 0.0047251056410043
911 => 0.0047225123910435
912 => 0.0046873251637309
913 => 0.0046862597084721
914 => 0.0046263974569482
915 => 0.0046180223141518
916 => 0.004499162180372
917 => 0.0045773962803675
918 => 0.0045249209535651
919 => 0.0044458282583957
920 => 0.0044321926479367
921 => 0.0044317827450208
922 => 0.0045129932581568
923 => 0.0045764472882384
924 => 0.0045258337843415
925 => 0.0045143100706057
926 => 0.0046373531848102
927 => 0.0046216948269648
928 => 0.0046081347900563
929 => 0.0049576346489275
930 => 0.0046809782388168
1001 => 0.0045603402530128
1002 => 0.0044110278370481
1003 => 0.0044596447125848
1004 => 0.0044698890025908
1005 => 0.0041108195577817
1006 => 0.0039651451287419
1007 => 0.0039151551543205
1008 => 0.0038863852172865
1009 => 0.003899496038863
1010 => 0.0037683719668208
1011 => 0.0038564895118251
1012 => 0.0037429471490785
1013 => 0.0037239114024653
1014 => 0.0039269392122559
1015 => 0.003955189345917
1016 => 0.0038346654990901
1017 => 0.0039120613197914
1018 => 0.0038839965193227
1019 => 0.0037448935070015
1020 => 0.0037395807951033
1021 => 0.0036697837932278
1022 => 0.0035605650006555
1023 => 0.0035106490817184
1024 => 0.0034846524377461
1025 => 0.0034953791597136
1026 => 0.0034899554008437
1027 => 0.0034545617054461
1028 => 0.0034919841260336
1029 => 0.0033963853054444
1030 => 0.0033583170847937
1031 => 0.0033411225527018
1101 => 0.0032562730969661
1102 => 0.0033913063137658
1103 => 0.003417909558579
1104 => 0.0034445652200027
1105 => 0.0036765845541025
1106 => 0.0036649935238507
1107 => 0.0037697707922662
1108 => 0.0037656993402886
1109 => 0.0037358151660573
1110 => 0.0036097387506834
1111 => 0.0036599905627554
1112 => 0.0035053232960632
1113 => 0.0036212105286209
1114 => 0.0035683244352481
1115 => 0.0036033296872529
1116 => 0.0035403870878519
1117 => 0.0035752221211967
1118 => 0.0034242181748396
1119 => 0.0032832128144142
1120 => 0.0033399574876524
1121 => 0.0034016454370029
1122 => 0.003535400628992
1123 => 0.0034557371400997
1124 => 0.0034843871431154
1125 => 0.0033884144289654
1126 => 0.0031903953064234
1127 => 0.0031915160731522
1128 => 0.0031610551452302
1129 => 0.0031347324561373
1130 => 0.0034648874501034
1201 => 0.0034238274576256
1202 => 0.0033584037334112
1203 => 0.0034459759881076
1204 => 0.0034691314822079
1205 => 0.0034697906865721
1206 => 0.0035336811430316
1207 => 0.003567779491097
1208 => 0.0035737894727342
1209 => 0.0036743224864178
1210 => 0.003708019826542
1211 => 0.0038468144014876
1212 => 0.0035648864844955
1213 => 0.0035590803645729
1214 => 0.0034472083093195
1215 => 0.0033762572832505
1216 => 0.0034520663867756
1217 => 0.0035192229035243
1218 => 0.0034492950494929
1219 => 0.0034584261509718
1220 => 0.0033645537202503
1221 => 0.0033981086971248
1222 => 0.0034270107635527
1223 => 0.0034110527412562
1224 => 0.0033871628095012
1225 => 0.0035137168349937
1226 => 0.0035065761609062
1227 => 0.0036244261789093
1228 => 0.0037162986954784
1229 => 0.0038809506693469
1230 => 0.0037091277511136
1231 => 0.0037028658410389
]
'min_raw' => 0.0031347324561373
'max_raw' => 0.0090634334094881
'avg_raw' => 0.0060990829328127
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.003134'
'max' => '$0.009063'
'avg' => '$0.006099'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.00055120547406041
'max_diff' => -0.0030616324348814
'year' => 2030
]
5 => [
'items' => [
101 => 0.0037640770164607
102 => 0.00370801045543
103 => 0.0037434425866495
104 => 0.0038752420052288
105 => 0.0038780267192566
106 => 0.0038313791713899
107 => 0.0038285406638629
108 => 0.003837499835699
109 => 0.0038899739849773
110 => 0.0038716379048517
111 => 0.0038928568809858
112 => 0.003919391535558
113 => 0.0040291501173289
114 => 0.0040556125398079
115 => 0.0039913225723768
116 => 0.0039971272366116
117 => 0.0039730810239933
118 => 0.0039498526839022
119 => 0.0040020666002004
120 => 0.0040974885585023
121 => 0.0040968949434522
122 => 0.0041190309830404
123 => 0.004132821552319
124 => 0.0040736223336615
125 => 0.004035085819131
126 => 0.0040498631709441
127 => 0.0040734924783021
128 => 0.0040422005050358
129 => 0.0038490519501837
130 => 0.0039076408833483
131 => 0.0038978888200173
201 => 0.0038840006959424
202 => 0.0039429123212943
203 => 0.0039372301513133
204 => 0.0037670270999384
205 => 0.003777922947065
206 => 0.0037676897124904
207 => 0.0038007553869238
208 => 0.0037062248004983
209 => 0.0037353017722096
210 => 0.0037535385762872
211 => 0.0037642801939906
212 => 0.0038030862827317
213 => 0.0037985328361162
214 => 0.0038028032340968
215 => 0.0038603424192722
216 => 0.0041513558728257
217 => 0.0041671950930176
218 => 0.00408919697987
219 => 0.0041203556876277
220 => 0.0040605377823932
221 => 0.0041006939429222
222 => 0.0041281677681003
223 => 0.0040040188350333
224 => 0.003996667540937
225 => 0.0039366027459291
226 => 0.0039688781645225
227 => 0.0039175256528557
228 => 0.0039301257629842
301 => 0.0038948947566073
302 => 0.0039583035536623
303 => 0.0040292044415006
304 => 0.0040471168057295
305 => 0.003999997087201
306 => 0.0039658793056456
307 => 0.0039059797203302
308 => 0.004005594065659
309 => 0.0040347243359253
310 => 0.0040054410567504
311 => 0.0039986554811133
312 => 0.0039857968275423
313 => 0.0040013835052552
314 => 0.0040345656862174
315 => 0.0040189175824543
316 => 0.0040292534306739
317 => 0.0039898638355411
318 => 0.0040736419310661
319 => 0.0042067017090566
320 => 0.0042071295180003
321 => 0.0041914813298881
322 => 0.0041850784284574
323 => 0.004201134419072
324 => 0.0042098441353292
325 => 0.0042617662648117
326 => 0.0043174807784153
327 => 0.0045774761032564
328 => 0.0045044704564291
329 => 0.0047351537758193
330 => 0.0049175943309769
331 => 0.00497230027631
401 => 0.0049219733807171
402 => 0.0047498077894994
403 => 0.0047413605242349
404 => 0.0049986486039519
405 => 0.0049259529368913
406 => 0.0049173060186101
407 => 0.0048253174172975
408 => 0.0048796940736832
409 => 0.0048678011012742
410 => 0.0048490274625025
411 => 0.0049527743349757
412 => 0.0051469792186983
413 => 0.0051167105663282
414 => 0.0050941164214564
415 => 0.0049951154556846
416 => 0.0050547361497455
417 => 0.0050335063625496
418 => 0.005124723001099
419 => 0.0050706882851183
420 => 0.0049254021957151
421 => 0.0049485394843218
422 => 0.0049450423296947
423 => 0.00501701352411
424 => 0.0049954095579814
425 => 0.0049408238085768
426 => 0.0051463154475185
427 => 0.0051329719634902
428 => 0.0051518899730972
429 => 0.0051602182659851
430 => 0.0052852974054401
501 => 0.0053365383267887
502 => 0.0053481709130335
503 => 0.0053968458251996
504 => 0.0053469598368769
505 => 0.0055465393582745
506 => 0.0056792480942159
507 => 0.005833396120141
508 => 0.0060586478171009
509 => 0.0061433445388525
510 => 0.006128044834159
511 => 0.006298828100032
512 => 0.0066057218325069
513 => 0.0061900768319198
514 => 0.0066277520268029
515 => 0.006489189113306
516 => 0.0061606589380454
517 => 0.0061395054678749
518 => 0.0063619899168752
519 => 0.0068554390114232
520 => 0.0067318356098922
521 => 0.0068556411823084
522 => 0.0067112154057647
523 => 0.0067040434486433
524 => 0.006848626744706
525 => 0.0071864534967817
526 => 0.007025964670117
527 => 0.0067958645836184
528 => 0.0069657669067351
529 => 0.0068185817907337
530 => 0.0064869325298625
531 => 0.0067317410927005
601 => 0.0065680445784772
602 => 0.0066158199239129
603 => 0.0069598856487915
604 => 0.0069184867504891
605 => 0.0069720607583272
606 => 0.0068775040367689
607 => 0.0067891731486071
608 => 0.0066242969863152
609 => 0.0065754852829572
610 => 0.0065889750817042
611 => 0.0065754785980829
612 => 0.0064832319005707
613 => 0.0064633112350258
614 => 0.00643010925304
615 => 0.0064403999355875
616 => 0.0063779704958717
617 => 0.0064957877471958
618 => 0.0065176556672436
619 => 0.0066033932376139
620 => 0.0066122947965932
621 => 0.0068510727096765
622 => 0.0067195578476501
623 => 0.0068077893715443
624 => 0.0067998971135799
625 => 0.0061677791831339
626 => 0.0062548794567256
627 => 0.0063903801488628
628 => 0.0063293372707218
629 => 0.0062430369228642
630 => 0.0061733447648372
701 => 0.0060677540190374
702 => 0.00621637096606
703 => 0.0064117864477445
704 => 0.0066172508556934
705 => 0.0068641028792827
706 => 0.0068090083812919
707 => 0.0066126361288191
708 => 0.006621445244615
709 => 0.006675899732206
710 => 0.0066053762230637
711 => 0.0065845774634352
712 => 0.0066730423020197
713 => 0.0066736515107436
714 => 0.0065925056904247
715 => 0.0065023269606685
716 => 0.0065019491084981
717 => 0.0064859026745612
718 => 0.0067140700307148
719 => 0.0068395390062776
720 => 0.0068539238221225
721 => 0.006838570793559
722 => 0.0068444795649132
723 => 0.0067714719325534
724 => 0.006938345730387
725 => 0.0070914856293873
726 => 0.0070504408650985
727 => 0.0069889089285725
728 => 0.0069398957773499
729 => 0.0070388949243308
730 => 0.0070344866481548
731 => 0.0070901480859658
801 => 0.0070876229616307
802 => 0.0070689061136274
803 => 0.007050441533536
804 => 0.0071236515064568
805 => 0.0071025682099718
806 => 0.007081452165304
807 => 0.0070391007050181
808 => 0.0070448569718542
809 => 0.0069833356596846
810 => 0.0069548730856512
811 => 0.0065268642634535
812 => 0.0064124863205705
813 => 0.0064484719497792
814 => 0.0064603193532812
815 => 0.0064105419259592
816 => 0.006481909969967
817 => 0.0064707873359059
818 => 0.0065140589985145
819 => 0.0064870247423538
820 => 0.0064881342376566
821 => 0.0065676362207141
822 => 0.0065907159846213
823 => 0.0065789774304215
824 => 0.0065871987114089
825 => 0.0067766546617779
826 => 0.0067497200840956
827 => 0.006735411626528
828 => 0.00673937516706
829 => 0.0067877852243606
830 => 0.0068013373973137
831 => 0.0067439158882173
901 => 0.006770996203857
902 => 0.0068863007508467
903 => 0.006926650816621
904 => 0.0070554288574421
905 => 0.0070007216568541
906 => 0.0071011390912055
907 => 0.0074097880495756
908 => 0.007656358194405
909 => 0.0074296020992777
910 => 0.0078823967697383
911 => 0.0082349623702296
912 => 0.008221430315254
913 => 0.0081599523478191
914 => 0.0077585657851011
915 => 0.0073892038857516
916 => 0.0076981907984921
917 => 0.0076989784696764
918 => 0.0076724362198451
919 => 0.0075075845857034
920 => 0.0076666997403136
921 => 0.0076793297234652
922 => 0.0076722602914839
923 => 0.0075458689301025
924 => 0.0073528926823014
925 => 0.0073905997792019
926 => 0.0074523647731288
927 => 0.0073354307540976
928 => 0.007298063249735
929 => 0.0073675365498036
930 => 0.0075913939979613
1001 => 0.007549075044105
1002 => 0.0075479699251955
1003 => 0.0077290283558221
1004 => 0.0075994295943483
1005 => 0.0073910753864486
1006 => 0.0073384632010996
1007 => 0.0071517253869252
1008 => 0.0072807058603127
1009 => 0.0072853476379304
1010 => 0.0072147063508046
1011 => 0.0073968075375725
1012 => 0.0073951294430782
1013 => 0.0075680074177296
1014 => 0.0078984851752611
1015 => 0.0078007466405362
1016 => 0.0076870873585736
1017 => 0.007699445273953
1018 => 0.0078349811037306
1019 => 0.007753033047065
1020 => 0.0077825021396041
1021 => 0.0078349364987296
1022 => 0.0078665714494619
1023 => 0.0076948934913768
1024 => 0.0076548671470412
1025 => 0.0075729872938683
1026 => 0.0075516263685354
1027 => 0.0076183158004655
1028 => 0.0076007454913243
1029 => 0.0072849575144955
1030 => 0.0072519559138892
1031 => 0.0072529680258643
1101 => 0.0071699839319991
1102 => 0.0070434132703902
1103 => 0.007376033411957
1104 => 0.0073493193595733
1105 => 0.0073198291132451
1106 => 0.0073234415001513
1107 => 0.0074678206300629
1108 => 0.0073840734433934
1109 => 0.0076067290650484
1110 => 0.0075609577628767
1111 => 0.0075140125995153
1112 => 0.0075075233479541
1113 => 0.0074894534652331
1114 => 0.0074274851138755
1115 => 0.0073526546058907
1116 => 0.0073032450228115
1117 => 0.0067368574854723
1118 => 0.0068419757178777
1119 => 0.0069629046624318
1120 => 0.0070046488494995
1121 => 0.0069332425289104
1122 => 0.0074303046706391
1123 => 0.0075211227137429
1124 => 0.0072460289372671
1125 => 0.0071945701236933
1126 => 0.00743367830189
1127 => 0.0072894668406514
1128 => 0.007354405252817
1129 => 0.0072140439251274
1130 => 0.0074992473066219
1201 => 0.0074970745347012
1202 => 0.0073861239776894
1203 => 0.0074798986287192
1204 => 0.0074636029754219
1205 => 0.0073383400698147
1206 => 0.007503218364157
1207 => 0.007503300141734
1208 => 0.0073965126428832
1209 => 0.0072718082230149
1210 => 0.0072495140181293
1211 => 0.0072327183295531
1212 => 0.0073502745430216
1213 => 0.0074556750764288
1214 => 0.0076517993380913
1215 => 0.0077011096372708
1216 => 0.0078935710177408
1217 => 0.0077789696364455
1218 => 0.0078297709444374
1219 => 0.0078849229505463
1220 => 0.0079113648504228
1221 => 0.0078682791935246
1222 => 0.0081672509376592
1223 => 0.0081924933131217
1224 => 0.0082009568632686
1225 => 0.008100145273292
1226 => 0.0081896895604377
1227 => 0.0081477947538773
1228 => 0.0082567934018349
1229 => 0.0082738857815992
1230 => 0.0082594091440179
1231 => 0.00826483453514
]
'min_raw' => 0.0037062248004983
'max_raw' => 0.0082738857815992
'avg_raw' => 0.0059900552910488
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.0037062'
'max' => '$0.008273'
'avg' => '$0.00599'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.00057149234436098
'max_diff' => -0.00078954762788882
'year' => 2031
]
6 => [
'items' => [
101 => 0.0080097148937509
102 => 0.0079964855944815
103 => 0.0078161031602357
104 => 0.0078896103355105
105 => 0.0077521921946249
106 => 0.0077957689026634
107 => 0.0078149771003527
108 => 0.0078049438279354
109 => 0.0078937663209113
110 => 0.0078182490566453
111 => 0.0076189465800598
112 => 0.0074195898036478
113 => 0.0074170870417124
114 => 0.0073645999214225
115 => 0.0073266613469485
116 => 0.0073339696623355
117 => 0.0073597251189976
118 => 0.0073251643929865
119 => 0.0073325396761542
120 => 0.0074550185179936
121 => 0.0074795807762453
122 => 0.0073961086256121
123 => 0.0070609558958457
124 => 0.006978708575294
125 => 0.0070378263182713
126 => 0.0070095718447984
127 => 0.0056572715534042
128 => 0.0059749744479135
129 => 0.0057862061761669
130 => 0.0058731992805983
131 => 0.0056805157564521
201 => 0.0057724744335834
202 => 0.0057554930237105
203 => 0.0062663498765694
204 => 0.0062583735494726
205 => 0.006262191395156
206 => 0.006079955673344
207 => 0.0063702621264295
208 => 0.0065132775243018
209 => 0.0064868091803872
210 => 0.0064934706923125
211 => 0.0063790038467922
212 => 0.0062632996844327
213 => 0.0061349659616331
214 => 0.0063733941560673
215 => 0.0063468850109512
216 => 0.0064076874521581
217 => 0.006562325179448
218 => 0.006585096172203
219 => 0.0066157006173864
220 => 0.0066047311023609
221 => 0.0068660694539034
222 => 0.0068344196551656
223 => 0.0069106865638551
224 => 0.0067537997462966
225 => 0.0065762674203957
226 => 0.0066100105115805
227 => 0.0066067607805546
228 => 0.0065653879747273
229 => 0.0065280384555296
301 => 0.0064658620292272
302 => 0.0066625974424277
303 => 0.0066546103439328
304 => 0.0067839121845787
305 => 0.0067610568282735
306 => 0.0066084231652127
307 => 0.0066138745063491
308 => 0.0066505373953164
309 => 0.0067774280726417
310 => 0.0068150978650479
311 => 0.0067976477163237
312 => 0.0068389509240058
313 => 0.0068715952952903
314 => 0.0068430505544375
315 => 0.0072471838893813
316 => 0.0070793595526348
317 => 0.0071611559666508
318 => 0.0071806639294212
319 => 0.0071306946929932
320 => 0.0071415312311102
321 => 0.0071579456335776
322 => 0.0072576106710903
323 => 0.0075191605678344
324 => 0.007634999236672
325 => 0.0079835055872492
326 => 0.0076253804477772
327 => 0.0076041307840701
328 => 0.0076669073016925
329 => 0.0078715174226251
330 => 0.0080373347075896
331 => 0.0080923458672409
401 => 0.0080996165001241
402 => 0.0082028210927028
403 => 0.0082619760405172
404 => 0.0081902893406135
405 => 0.0081295423683554
406 => 0.0079119542539188
407 => 0.0079371406706376
408 => 0.0081106501056625
409 => 0.0083557424022899
410 => 0.0085660570903034
411 => 0.0084924122167679
412 => 0.0090542706166651
413 => 0.0091099765820291
414 => 0.0091022798188053
415 => 0.0092291862980638
416 => 0.0089773027807908
417 => 0.0088696176971433
418 => 0.0081426765532651
419 => 0.0083469173631509
420 => 0.0086437933749622
421 => 0.0086045007215711
422 => 0.0083889014262752
423 => 0.0085658935389046
424 => 0.0085073744114142
425 => 0.0084612179476017
426 => 0.0086726696561976
427 => 0.008440169816639
428 => 0.0086414740112095
429 => 0.0083832992994476
430 => 0.0084927486203469
501 => 0.0084306198923365
502 => 0.0084708247935697
503 => 0.0082357877624812
504 => 0.0083626080392552
505 => 0.0082305116220211
506 => 0.0082304489911198
507 => 0.0082275329553879
508 => 0.0083829438044587
509 => 0.0083880117466674
510 => 0.0082731628943914
511 => 0.0082566113805022
512 => 0.0083178110023503
513 => 0.0082461622733725
514 => 0.0082796862627095
515 => 0.0082471776808581
516 => 0.0082398593143478
517 => 0.0081815453248768
518 => 0.0081564220548362
519 => 0.008166273536366
520 => 0.0081326453511178
521 => 0.0081123831531211
522 => 0.0082235022942143
523 => 0.0081641358196616
524 => 0.008214403530554
525 => 0.0081571171297012
526 => 0.0079585375058488
527 => 0.0078443322642298
528 => 0.0074692337631134
529 => 0.0075756112327218
530 => 0.0076461396051276
531 => 0.0076228299784682
601 => 0.0076729080761606
602 => 0.0076759824646415
603 => 0.0076597015645959
604 => 0.0076408503680556
605 => 0.0076316746481163
606 => 0.0077000629470173
607 => 0.0077397646563736
608 => 0.0076532180708464
609 => 0.0076329414167728
610 => 0.0077204447931088
611 => 0.0077738218021247
612 => 0.0081679276467475
613 => 0.0081387310128327
614 => 0.0082120088344087
615 => 0.0082037588762391
616 => 0.0082805657073232
617 => 0.008406112415157
618 => 0.0081508408547193
619 => 0.0081951471709849
620 => 0.0081842842854188
621 => 0.0083028824216274
622 => 0.0083032526720633
623 => 0.0082321471649899
624 => 0.0082706946139295
625 => 0.0082491784854254
626 => 0.0082880610377115
627 => 0.0081383410739864
628 => 0.0083206838285322
629 => 0.008424060420452
630 => 0.0084254958045311
701 => 0.0084744954886538
702 => 0.0085242820055927
703 => 0.0086198428893653
704 => 0.0085216168644101
705 => 0.0083449178076265
706 => 0.0083576749087918
707 => 0.0082540763164513
708 => 0.0082558178275051
709 => 0.0082465215050149
710 => 0.0082744204686025
711 => 0.0081444633275991
712 => 0.0081749640088379
713 => 0.0081322628764918
714 => 0.0081950543470625
715 => 0.0081275011045303
716 => 0.0081842790470065
717 => 0.0082087825247606
718 => 0.0082992008851953
719 => 0.0081141462391772
720 => 0.007736807288848
721 => 0.0078161285109998
722 => 0.0076988061928898
723 => 0.0077096648201085
724 => 0.0077316009752278
725 => 0.0076604987194226
726 => 0.0076740627891407
727 => 0.0076735781851215
728 => 0.0076694021294881
729 => 0.0076509056866538
730 => 0.0076240821851343
731 => 0.0077309387593495
801 => 0.0077490957735457
802 => 0.0077894565669256
803 => 0.0079095429110366
804 => 0.0078975434534289
805 => 0.0079171150666397
806 => 0.0078743903448904
807 => 0.007711646697413
808 => 0.0077204844604543
809 => 0.0076102774137133
810 => 0.0077866383249612
811 => 0.0077448737333274
812 => 0.0077179478294064
813 => 0.0077106008470548
814 => 0.0078309848619855
815 => 0.007867005646041
816 => 0.0078445599106825
817 => 0.0077985230526155
818 => 0.0078869274296794
819 => 0.0079105807115005
820 => 0.0079158758090007
821 => 0.0080725114153
822 => 0.0079246299993883
823 => 0.0079602265260131
824 => 0.0082379404652631
825 => 0.0079860922442674
826 => 0.0081195018638144
827 => 0.0081129721571677
828 => 0.0081812200041925
829 => 0.0081073738417063
830 => 0.0081082892533941
831 => 0.0081688887180426
901 => 0.0080837876991148
902 => 0.00806271549005
903 => 0.008033604384149
904 => 0.0080971674188754
905 => 0.0081352705834851
906 => 0.0084423541065486
907 => 0.0086407440671576
908 => 0.0086321314357513
909 => 0.0087108347646348
910 => 0.0086753781941329
911 => 0.0085608795750116
912 => 0.0087563147562326
913 => 0.008694470887539
914 => 0.0086995692209338
915 => 0.0086993794607102
916 => 0.0087405002269066
917 => 0.0087113623953936
918 => 0.0086539287385443
919 => 0.0086920558802774
920 => 0.008805279860522
921 => 0.0091567305693372
922 => 0.0093534070420927
923 => 0.009144890398723
924 => 0.0092887223871703
925 => 0.0092024744466796
926 => 0.0091868006302384
927 => 0.0092771377480838
928 => 0.0093676329890953
929 => 0.0093618688334645
930 => 0.0092961739354722
1001 => 0.0092590645545427
1002 => 0.0095400692194957
1003 => 0.0097471086698435
1004 => 0.0097329899673399
1005 => 0.0097953053285429
1006 => 0.0099782651563765
1007 => 0.0099949927101064
1008 => 0.0099928854228148
1009 => 0.0099514244355556
1010 => 0.010131572146394
1011 => 0.010281854536172
1012 => 0.0099418274149282
1013 => 0.010071305291416
1014 => 0.010129432081688
1015 => 0.010214779455249
1016 => 0.010358774780327
1017 => 0.010515191896235
1018 => 0.010537310991451
1019 => 0.010521616434899
1020 => 0.01041845514224
1021 => 0.010589608616911
1022 => 0.010689866308331
1023 => 0.010749567469214
1024 => 0.01090095967989
1025 => 0.010129791052956
1026 => 0.0095839195692447
1027 => 0.0094986738545834
1028 => 0.0096720243674694
1029 => 0.0097177355152729
1030 => 0.0096993094089102
1031 => 0.0090848814255291
1101 => 0.0094954390184097
1102 => 0.0099371644676864
1103 => 0.0099541329411766
1104 => 0.010175269937128
1105 => 0.010247281207722
1106 => 0.010425325474551
1107 => 0.010414188757185
1108 => 0.010457539702855
1109 => 0.010447574071179
1110 => 0.010777363583837
1111 => 0.011141170390516
1112 => 0.011128572917635
1113 => 0.011076271384808
1114 => 0.011153948079793
1115 => 0.011529435692192
1116 => 0.011494866809908
1117 => 0.011528447534476
1118 => 0.011971168591049
1119 => 0.01254676894093
1120 => 0.01227934478908
1121 => 0.012859578249368
1122 => 0.013224804455764
1123 => 0.013856425414633
1124 => 0.013777343359784
1125 => 0.014023228764023
1126 => 0.013635769976681
1127 => 0.012746086282604
1128 => 0.012605290432444
1129 => 0.012887167289983
1130 => 0.013580134039102
1201 => 0.012865343300994
1202 => 0.013009944536368
1203 => 0.012968299370852
1204 => 0.012966080276962
1205 => 0.013050774065028
1206 => 0.012927921308108
1207 => 0.01242739707563
1208 => 0.012656784381767
1209 => 0.012568206926784
1210 => 0.012666490216974
1211 => 0.013196884599017
1212 => 0.012962384599693
1213 => 0.012715357899638
1214 => 0.01302518420112
1215 => 0.013419699550775
1216 => 0.013395011489206
1217 => 0.013347106330953
1218 => 0.013617145199794
1219 => 0.014063170297155
1220 => 0.014183729088698
1221 => 0.014272723123899
1222 => 0.014284993897787
1223 => 0.014411390495073
1224 => 0.013731724135421
1225 => 0.014810372103259
1226 => 0.014996624810256
1227 => 0.014961617020725
1228 => 0.01516862906584
1229 => 0.015107720870778
1230 => 0.015019474452337
1231 => 0.015347632576569
]
'min_raw' => 0.0056572715534042
'max_raw' => 0.015347632576569
'avg_raw' => 0.010502452064987
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.005657'
'max' => '$0.015347'
'avg' => '$0.0105024'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.0019510467529059
'max_diff' => 0.0070737467949698
'year' => 2032
]
7 => [
'items' => [
101 => 0.014971425768132
102 => 0.014437447566676
103 => 0.014144496564466
104 => 0.014530278075859
105 => 0.014765861382948
106 => 0.014921566963021
107 => 0.014968683377471
108 => 0.013784484700158
109 => 0.013146267291756
110 => 0.013555357333365
111 => 0.014054475418013
112 => 0.013728951509259
113 => 0.013741711430184
114 => 0.013277599882479
115 => 0.014095538991718
116 => 0.013976372143453
117 => 0.014594609963056
118 => 0.014447062545739
119 => 0.014951211487772
120 => 0.014818452175464
121 => 0.015369528658381
122 => 0.015589367987217
123 => 0.015958512435593
124 => 0.016230056594505
125 => 0.016389512518431
126 => 0.016379939382863
127 => 0.017011783194082
128 => 0.016639206973548
129 => 0.016171163431083
130 => 0.016162698000058
131 => 0.016405104382929
201 => 0.016913121660483
202 => 0.017044843149202
203 => 0.01711845749162
204 => 0.017005714563673
205 => 0.016601309779061
206 => 0.016426689843444
207 => 0.016575471087816
208 => 0.016393524410867
209 => 0.016707615420502
210 => 0.01713892946295
211 => 0.017049864818785
212 => 0.017347594570911
213 => 0.017655713542278
214 => 0.018096337509821
215 => 0.018211532931196
216 => 0.018401946582238
217 => 0.018597944776786
218 => 0.018660894114575
219 => 0.018781083932448
220 => 0.01878045047278
221 => 0.019142650578646
222 => 0.01954216851182
223 => 0.019692977282732
224 => 0.020039753735799
225 => 0.019445911212418
226 => 0.019896347587974
227 => 0.020302652473879
228 => 0.019818239038918
301 => 0.020485890105157
302 => 0.020511813483129
303 => 0.020903225712858
304 => 0.020506454432518
305 => 0.020270852912791
306 => 0.020951025672369
307 => 0.021280139845487
308 => 0.021181007978124
309 => 0.020426609572746
310 => 0.019987517343146
311 => 0.018838328283717
312 => 0.020199592365883
313 => 0.020862624391689
314 => 0.020424892479976
315 => 0.020645658994899
316 => 0.021850089516538
317 => 0.022308658678077
318 => 0.022213279498118
319 => 0.022229397009456
320 => 0.022476832605403
321 => 0.023574098303106
322 => 0.022916591262623
323 => 0.023419230758753
324 => 0.023685828935099
325 => 0.023933460178967
326 => 0.023325356108686
327 => 0.022534221648072
328 => 0.022283636154831
329 => 0.020381368668109
330 => 0.020282347384296
331 => 0.02022676373704
401 => 0.019876316703553
402 => 0.019600961330753
403 => 0.019381988515014
404 => 0.018807338455695
405 => 0.019001265981686
406 => 0.01808539372592
407 => 0.018671336338639
408 => 0.017209582103928
409 => 0.018426974466857
410 => 0.017764403151753
411 => 0.018209301970047
412 => 0.018207749759982
413 => 0.017388549980204
414 => 0.016916052643492
415 => 0.017217146336316
416 => 0.017539942675872
417 => 0.017592315295947
418 => 0.018010829176027
419 => 0.018127627404031
420 => 0.01777372332039
421 => 0.017179290496473
422 => 0.017317363683899
423 => 0.016913254594755
424 => 0.016205068959863
425 => 0.016713700246578
426 => 0.016887369330801
427 => 0.016964071492104
428 => 0.016267652255856
429 => 0.01604882221183
430 => 0.015932318932552
501 => 0.017089391518331
502 => 0.017152778566524
503 => 0.016828481465945
504 => 0.018294335111675
505 => 0.017962567285883
506 => 0.018333233232383
507 => 0.017304834989355
508 => 0.017344121187161
509 => 0.016857260978098
510 => 0.017129870163162
511 => 0.016937198777763
512 => 0.017107846034985
513 => 0.01721013129736
514 => 0.017696911617452
515 => 0.018432532716186
516 => 0.017624202870324
517 => 0.017272001980985
518 => 0.017490505431878
519 => 0.018072408915653
520 => 0.018954022480665
521 => 0.018432089506052
522 => 0.018663714497188
523 => 0.018714314253473
524 => 0.018329460201002
525 => 0.01896821259853
526 => 0.01931052519758
527 => 0.019661667092594
528 => 0.019966553761262
529 => 0.01952141329795
530 => 0.019997777402073
531 => 0.019613912023734
601 => 0.01926954509609
602 => 0.019270067358571
603 => 0.019054040954462
604 => 0.018635462575422
605 => 0.018558270300183
606 => 0.018959834264288
607 => 0.019281850535251
608 => 0.019308373337682
609 => 0.01948665809108
610 => 0.019592165171663
611 => 0.02062627799129
612 => 0.021042206721975
613 => 0.021550796500727
614 => 0.021748920882101
615 => 0.022345204238513
616 => 0.021863657000444
617 => 0.021759471226413
618 => 0.020313082846556
619 => 0.02054992886273
620 => 0.020929142186865
621 => 0.020319335934598
622 => 0.02070611764361
623 => 0.020782476546126
624 => 0.020298614951492
625 => 0.020557066335611
626 => 0.019870696084884
627 => 0.018447493712019
628 => 0.018969797029615
629 => 0.019354388076761
630 => 0.018805529232749
701 => 0.01978933746687
702 => 0.019214617006421
703 => 0.019032458211906
704 => 0.018321791810203
705 => 0.018657198995748
706 => 0.019110842016767
707 => 0.018830543371439
708 => 0.019412205147547
709 => 0.020235993346046
710 => 0.020823073873731
711 => 0.020868142626839
712 => 0.020490689178878
713 => 0.021095560738111
714 => 0.021099966567067
715 => 0.020417668977279
716 => 0.019999765502582
717 => 0.019904816953855
718 => 0.020142017044336
719 => 0.020430021743732
720 => 0.020884124883245
721 => 0.021158529899925
722 => 0.02187403265025
723 => 0.022067627179417
724 => 0.022280328872777
725 => 0.02256456392988
726 => 0.022905860992304
727 => 0.022159122449772
728 => 0.022188791764162
729 => 0.021493439172655
730 => 0.020750355204982
731 => 0.021314263309722
801 => 0.022051498143118
802 => 0.021882375657765
803 => 0.021863345923303
804 => 0.021895348658259
805 => 0.021767835827327
806 => 0.021191100018866
807 => 0.020901466906414
808 => 0.021275167514765
809 => 0.021473772756602
810 => 0.021781792166495
811 => 0.021743822272725
812 => 0.022537247193739
813 => 0.022845548126121
814 => 0.022766671554677
815 => 0.022781186742093
816 => 0.023339350853799
817 => 0.02396014414122
818 => 0.024541598975779
819 => 0.025133079807559
820 => 0.024420026578959
821 => 0.024057982124485
822 => 0.024431519586839
823 => 0.024233315351393
824 => 0.025372255679461
825 => 0.025451113436653
826 => 0.026589971406371
827 => 0.027670883232319
828 => 0.026991981880988
829 => 0.027632155276904
830 => 0.028324554998691
831 => 0.029660306399823
901 => 0.029210472320222
902 => 0.028865906465047
903 => 0.028540293396837
904 => 0.029217842502164
905 => 0.030089498602056
906 => 0.030277244977354
907 => 0.030581465829973
908 => 0.0302616148018
909 => 0.030646840134799
910 => 0.032006854836874
911 => 0.031639366859191
912 => 0.031117474854242
913 => 0.032191075844329
914 => 0.032579607869124
915 => 0.035306529094933
916 => 0.038749379786014
917 => 0.03732401699293
918 => 0.036439248311093
919 => 0.036647189938318
920 => 0.03790440246285
921 => 0.038308179223799
922 => 0.037210574797344
923 => 0.037598267236467
924 => 0.039734490693117
925 => 0.040880506039355
926 => 0.039324063268768
927 => 0.035029899394133
928 => 0.03107048418934
929 => 0.032120699396442
930 => 0.032001637583929
1001 => 0.034296743188795
1002 => 0.03163060239246
1003 => 0.031675493365771
1004 => 0.034018059323987
1005 => 0.033393102888083
1006 => 0.03238075350029
1007 => 0.031077875460204
1008 => 0.028669384901472
1009 => 0.026536117647876
1010 => 0.030719945994287
1011 => 0.030539531708191
1012 => 0.030278265086026
1013 => 0.030859685681654
1014 => 0.033682899054907
1015 => 0.033617814848803
1016 => 0.033203782335827
1017 => 0.033517822347804
1018 => 0.03232570076783
1019 => 0.032632937643093
1020 => 0.031069856997743
1021 => 0.031776434729455
1022 => 0.032378581453173
1023 => 0.032499471322895
1024 => 0.032771842372166
1025 => 0.030444461577507
1026 => 0.031489387225999
1027 => 0.032103183148195
1028 => 0.029330030841626
1029 => 0.032048366843459
1030 => 0.030403947055827
1031 => 0.029845806281549
1101 => 0.030597269304659
1102 => 0.030304423433731
1103 => 0.030052651750394
1104 => 0.029912158825105
1105 => 0.03046395033333
1106 => 0.030438208599938
1107 => 0.029535370594366
1108 => 0.028357655220481
1109 => 0.028752935157146
1110 => 0.028609326250387
1111 => 0.028088869046372
1112 => 0.028439594361635
1113 => 0.026895177571237
1114 => 0.024238088755155
1115 => 0.02599344301589
1116 => 0.02592586378631
1117 => 0.025891787274281
1118 => 0.027210887486795
1119 => 0.027084086438182
1120 => 0.026853941293309
1121 => 0.028084642250305
1122 => 0.027635419845738
1123 => 0.029019817446504
1124 => 0.029931671243591
1125 => 0.02970039562527
1126 => 0.030557998528802
1127 => 0.028762041608534
1128 => 0.029358586456162
1129 => 0.029481533522482
1130 => 0.028069455591532
1201 => 0.02710483265791
1202 => 0.027040503305744
1203 => 0.025367980072072
1204 => 0.026261428483364
1205 => 0.027047626111893
1206 => 0.026671098459228
1207 => 0.026551901052838
1208 => 0.027160854751322
1209 => 0.02720817566903
1210 => 0.026129253730444
1211 => 0.02635359576649
1212 => 0.027289139350563
1213 => 0.026330022468529
1214 => 0.024466615037589
1215 => 0.024004464231093
1216 => 0.023942804794377
1217 => 0.022689415153516
1218 => 0.024035347357843
1219 => 0.023447811881913
1220 => 0.025303829410618
1221 => 0.024243682152244
1222 => 0.024197981322825
1223 => 0.024128897816304
1224 => 0.023050053575541
1225 => 0.023286251900139
1226 => 0.024071411105127
1227 => 0.024351564754917
1228 => 0.024322342434013
1229 => 0.02406756339668
1230 => 0.024184199935291
1231 => 0.02380847300556
]
'min_raw' => 0.013146267291756
'max_raw' => 0.040880506039355
'avg_raw' => 0.027013386665556
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.013146'
'max' => '$0.04088'
'avg' => '$0.027013'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.0074889957383522
'max_diff' => 0.025532873462786
'year' => 2033
]
8 => [
'items' => [
101 => 0.023675796006593
102 => 0.023257030902166
103 => 0.022641561885473
104 => 0.022727146627135
105 => 0.021507741458837
106 => 0.020843344804417
107 => 0.020659448567081
108 => 0.020413534832962
109 => 0.020687225177701
110 => 0.021504287037205
111 => 0.0205187370853
112 => 0.01882908082105
113 => 0.018930632041565
114 => 0.019158787483236
115 => 0.018733621327082
116 => 0.018331237241773
117 => 0.018681077557497
118 => 0.017965147923989
119 => 0.019245304159051
120 => 0.019210679520489
121 => 0.01968784260059
122 => 0.019986222466949
123 => 0.01929855347662
124 => 0.019125606585207
125 => 0.019224124994554
126 => 0.01759583514052
127 => 0.019554776580997
128 => 0.019571717587921
129 => 0.019426658401453
130 => 0.020469734242976
131 => 0.022670949612102
201 => 0.021842763846554
202 => 0.021522065286086
203 => 0.020912417088208
204 => 0.021724737114552
205 => 0.021662363610695
206 => 0.021380286971806
207 => 0.021209686140473
208 => 0.021524023403111
209 => 0.021170736275016
210 => 0.021107276199129
211 => 0.020722777184497
212 => 0.020585528529864
213 => 0.020483915090001
214 => 0.020372048677041
215 => 0.020618798108657
216 => 0.020059631434024
217 => 0.019385331240202
218 => 0.019329270475115
219 => 0.019484059176433
220 => 0.019415576698763
221 => 0.019328942607359
222 => 0.019163534533477
223 => 0.01911446149134
224 => 0.019273925071428
225 => 0.019093899986813
226 => 0.019359536805637
227 => 0.019287298289272
228 => 0.018883779809102
301 => 0.018380846381134
302 => 0.018376369218686
303 => 0.018268013036607
304 => 0.018130005147267
305 => 0.018091614509646
306 => 0.01865161498189
307 => 0.019810799200033
308 => 0.019583223601084
309 => 0.01974767029421
310 => 0.020556585265515
311 => 0.020813715009971
312 => 0.020631210407808
313 => 0.020381386851974
314 => 0.020392377820554
315 => 0.021246100537574
316 => 0.021299346176237
317 => 0.021433880727445
318 => 0.021606795645205
319 => 0.020660658566008
320 => 0.020347814849209
321 => 0.020199572140281
322 => 0.019743041973931
323 => 0.020235370618401
324 => 0.019948511800883
325 => 0.019987218855858
326 => 0.019962010835527
327 => 0.019975776119187
328 => 0.019244946329294
329 => 0.019511222293448
330 => 0.019068486857969
331 => 0.018475713809248
401 => 0.018473726626136
402 => 0.018618806990029
403 => 0.01853250751259
404 => 0.018300277837764
405 => 0.01833326496698
406 => 0.01804426300436
407 => 0.018368355037792
408 => 0.018377648837653
409 => 0.01825285575137
410 => 0.018752164244953
411 => 0.018956731342171
412 => 0.018874589859452
413 => 0.018950968076771
414 => 0.019592680394662
415 => 0.01969730750235
416 => 0.019743775952306
417 => 0.019681514385255
418 => 0.018962697399934
419 => 0.018994579989879
420 => 0.018760646699294
421 => 0.018562997720034
422 => 0.018570902642672
423 => 0.018672519910581
424 => 0.019116288479313
425 => 0.020050173270624
426 => 0.020085613515793
427 => 0.020128568126803
428 => 0.019953850136567
429 => 0.019901153518886
430 => 0.019970673959758
501 => 0.020321391986045
502 => 0.02122353396867
503 => 0.020904656739973
504 => 0.020645404589423
505 => 0.020872838619333
506 => 0.020837826933116
507 => 0.020542293066921
508 => 0.020533998415603
509 => 0.019966774438484
510 => 0.019757084649208
511 => 0.01958185216628
512 => 0.019390502869482
513 => 0.019277064592254
514 => 0.019451357342852
515 => 0.019491220157084
516 => 0.019110126011788
517 => 0.019058184287975
518 => 0.019369393993513
519 => 0.019232442205173
520 => 0.019373300515721
521 => 0.019405980852029
522 => 0.019400718565191
523 => 0.019257725169352
524 => 0.019348864895736
525 => 0.019133292272778
526 => 0.018898889423273
527 => 0.018749355009102
528 => 0.018618866399876
529 => 0.018691269064317
530 => 0.018433166785789
531 => 0.018350594672316
601 => 0.019317988807145
602 => 0.020032613255784
603 => 0.020022222333278
604 => 0.019958970264854
605 => 0.019864990521389
606 => 0.020314516782447
607 => 0.020157910821656
608 => 0.020271854742997
609 => 0.02030085825319
610 => 0.020388643143245
611 => 0.020420018696073
612 => 0.020325179983703
613 => 0.020006889681416
614 => 0.019213740510251
615 => 0.018844527430009
616 => 0.018722680963798
617 => 0.018727109851426
618 => 0.018604941359238
619 => 0.018640925455395
620 => 0.018592427559096
621 => 0.018500584276406
622 => 0.018685598000419
623 => 0.018706919108589
624 => 0.018663734694655
625 => 0.018673906187435
626 => 0.018316357684366
627 => 0.0183435413205
628 => 0.018192179380178
629 => 0.018163800841062
630 => 0.017781171036519
701 => 0.017103286874693
702 => 0.017478900504153
703 => 0.017025212059035
704 => 0.016853393370367
705 => 0.017666756319232
706 => 0.017585117238343
707 => 0.017445386619515
708 => 0.017238695911857
709 => 0.017162032317828
710 => 0.016696248589255
711 => 0.016668727601712
712 => 0.016899582594811
713 => 0.016793050958731
714 => 0.016643440194989
715 => 0.016101565174516
716 => 0.01549231824285
717 => 0.015510707578128
718 => 0.015704497691648
719 => 0.016267968582867
720 => 0.016047810757522
721 => 0.015888083729215
722 => 0.01585817165819
723 => 0.016232583852232
724 => 0.016762455548581
725 => 0.017011059493297
726 => 0.016764700534298
727 => 0.016481696627107
728 => 0.016498921763624
729 => 0.016613512879874
730 => 0.01662555478596
731 => 0.016441348335651
801 => 0.016493201372418
802 => 0.016414431868028
803 => 0.015931023564987
804 => 0.015922280241689
805 => 0.015803644048111
806 => 0.015800051791318
807 => 0.015598222030856
808 => 0.015569984652185
809 => 0.015169239412597
810 => 0.015433011142862
811 => 0.015256086914837
812 => 0.014989420370998
813 => 0.014943446958327
814 => 0.014942064942028
815 => 0.015215871857003
816 => 0.015429811549642
817 => 0.015259164587532
818 => 0.015220311582111
819 => 0.015635160032248
820 => 0.01558236678554
821 => 0.015536648174372
822 => 0.016715011349857
823 => 0.015782244947635
824 => 0.015375505555822
825 => 0.014872088320737
826 => 0.01503600351093
827 => 0.015070542849919
828 => 0.013859915147317
829 => 0.013368763639146
830 => 0.013200218950195
831 => 0.013103219098832
901 => 0.013147423149146
902 => 0.012705329185465
903 => 0.013002423640618
904 => 0.012619607637343
905 => 0.012555427288603
906 => 0.013239949724261
907 => 0.013335197022261
908 => 0.012928842457978
909 => 0.013189787871076
910 => 0.013095165436874
911 => 0.012626169918971
912 => 0.012608257739884
913 => 0.01237293227499
914 => 0.01200469349042
915 => 0.011836398484705
916 => 0.011748748984525
917 => 0.011784914876554
918 => 0.01176662829485
919 => 0.011647295979708
920 => 0.011773468283468
921 => 0.011451150185355
922 => 0.011322800521593
923 => 0.011264827956162
924 => 0.010978752092149
925 => 0.011434026010307
926 => 0.011523720707574
927 => 0.011613592131103
928 => 0.012395861515093
929 => 0.012356781547339
930 => 0.012710045423117
1001 => 0.012696318238515
1002 => 0.012595561658648
1003 => 0.012170486221841
1004 => 0.012339913714711
1005 => 0.011818442226534
1006 => 0.012209164122091
1007 => 0.012030854965895
1008 => 0.012148877617018
1009 => 0.011936662248626
1010 => 0.012054110995652
1011 => 0.01154499064775
1012 => 0.011069581230396
1013 => 0.011260899858005
1014 => 0.011468885086156
1015 => 0.011919850054436
1016 => 0.011651259039708
1017 => 0.011747854525155
1018 => 0.011424275818798
1019 => 0.010756640521894
1020 => 0.010760419265169
1021 => 0.010657718119966
1022 => 0.010568969335898
1023 => 0.01168210994874
1024 => 0.011543673317384
1025 => 0.011323092663457
1026 => 0.011618348634265
1027 => 0.011696418999289
1028 => 0.011698641552828
1029 => 0.01191405268747
1030 => 0.012029017648643
1031 => 0.012049280721336
1101 => 0.012388234795961
1102 => 0.012501847730863
1103 => 0.01296980333062
1104 => 0.012019263674903
1105 => 0.011999687936213
1106 => 0.011622503491269
1107 => 0.011383287153235
1108 => 0.011638882838593
1109 => 0.011865305723529
1110 => 0.011629539081455
1111 => 0.011660325227605
1112 => 0.011343827773463
1113 => 0.011456960720729
1114 => 0.011554406055569
1115 => 0.011500602469242
1116 => 0.011420055896389
1117 => 0.011846741629057
1118 => 0.011822666347825
1119 => 0.012220005911548
1120 => 0.012529760515495
1121 => 0.013084896141026
1122 => 0.012505583175909
1123 => 0.0124844707089
1124 => 0.012690848460462
1125 => 0.012501816135505
1126 => 0.012621278039704
1127 => 0.013065648981386
1128 => 0.013075037839153
1129 => 0.012917762374693
1130 => 0.012908192148387
1201 => 0.012938398621742
1202 => 0.013115318879662
1203 => 0.013053497505334
1204 => 0.013125038764832
1205 => 0.013214502205312
1206 => 0.013584560926852
1207 => 0.013673780831788
1208 => 0.013457022718012
1209 => 0.013476593548748
1210 => 0.013395520064052
1211 => 0.013317204093684
1212 => 0.013493246957943
1213 => 0.013814968752506
1214 => 0.01381296733792
1215 => 0.01388760054088
1216 => 0.01393409640803
1217 => 0.013734502109169
1218 => 0.013604573559896
1219 => 0.013654396433255
1220 => 0.013734064292758
1221 => 0.013628561220155
1222 => 0.01297734738227
1223 => 0.013174884060983
1224 => 0.013142004298595
1225 => 0.013095179518639
1226 => 0.013293804176591
1227 => 0.013274646343784
1228 => 0.012700794872876
1229 => 0.012737530982187
1230 => 0.012703028917357
1231 => 0.012814512147281
]
'min_raw' => 0.010568969335898
'max_raw' => 0.023675796006593
'avg_raw' => 0.017122382671245
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.010568'
'max' => '$0.023675'
'avg' => '$0.017122'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.0025772979558585
'max_diff' => -0.017204710032763
'year' => 2034
]
9 => [
'items' => [
101 => 0.012495795675232
102 => 0.012593830715446
103 => 0.012655317373647
104 => 0.01269153348769
105 => 0.012822370925235
106 => 0.012807018662059
107 => 0.012821416607001
108 => 0.013015413987077
109 => 0.013996586163643
110 => 0.014049989200379
111 => 0.013787013116248
112 => 0.013892066874884
113 => 0.013690386631033
114 => 0.013825775929871
115 => 0.01391840584962
116 => 0.013499829053983
117 => 0.013475043652686
118 => 0.013272531002727
119 => 0.013381349829912
120 => 0.01320821125151
121 => 0.013250693402519
122 => 0.013131909604769
123 => 0.013345696791101
124 => 0.01358474408459
125 => 0.013645136871189
126 => 0.013486269450377
127 => 0.013371238967835
128 => 0.013169283333889
129 => 0.013505140054016
130 => 0.01360335479403
131 => 0.013504624173798
201 => 0.013481746131784
202 => 0.013438392283507
203 => 0.013490943855643
204 => 0.013602819895463
205 => 0.01355006122111
206 => 0.013584909255008
207 => 0.013452104484924
208 => 0.013734568183187
209 => 0.014183188514618
210 => 0.014184630902341
211 => 0.014131871943599
212 => 0.014110284114389
213 => 0.01416441800774
214 => 0.014193783424194
215 => 0.014368842508831
216 => 0.014556687881309
217 => 0.015433280271305
218 => 0.015187136635935
219 => 0.015964901553054
220 => 0.016580012622361
221 => 0.016764457536498
222 => 0.016594776894295
223 => 0.016014308583287
224 => 0.015985828038679
225 => 0.016853292762725
226 => 0.01660819424578
227 => 0.016579040557087
228 => 0.016268894565322
301 => 0.016452229258783
302 => 0.016412131271966
303 => 0.016348834638113
304 => 0.016698624462032
305 => 0.017353399786455
306 => 0.017251346911699
307 => 0.017175169174791
308 => 0.016841380506665
309 => 0.017042395839275
310 => 0.016970818129528
311 => 0.017278361394939
312 => 0.017096179577427
313 => 0.016606337383453
314 => 0.016684346367385
315 => 0.016672555466396
316 => 0.016915211373235
317 => 0.016842372093092
318 => 0.016658332427919
319 => 0.017351161835579
320 => 0.017306173347565
321 => 0.017369956737769
322 => 0.017398036158703
323 => 0.017819749210122
324 => 0.017992511553976
325 => 0.018031731630661
326 => 0.018195842495403
327 => 0.018027648402845
328 => 0.018700544693434
329 => 0.019147981462089
330 => 0.019667702293767
331 => 0.020427154116638
401 => 0.02071271502736
402 => 0.020661131004795
403 => 0.021236938709392
404 => 0.022271652355067
405 => 0.020870276216181
406 => 0.022345928693235
407 => 0.021878754156227
408 => 0.020771091733091
409 => 0.020699771331524
410 => 0.021449893184696
411 => 0.02311359125848
412 => 0.022696853760505
413 => 0.023114272891735
414 => 0.022627331302632
415 => 0.022603150548467
416 => 0.023090623225626
417 => 0.02422962970656
418 => 0.023688530422488
419 => 0.022912731915783
420 => 0.023485569460372
421 => 0.022989324565637
422 => 0.021871145927598
423 => 0.022696535089194
424 => 0.022144620862564
425 => 0.022305698775269
426 => 0.023465740388599
427 => 0.023326161112594
428 => 0.023506789620438
429 => 0.023187985031964
430 => 0.022890171275461
501 => 0.022334279783008
502 => 0.022169707717212
503 => 0.022215189515515
504 => 0.022169685178692
505 => 0.021858668997571
506 => 0.02179150508287
507 => 0.021679562282516
508 => 0.021714258037197
509 => 0.021503772822511
510 => 0.021901001911088
511 => 0.021974731130299
512 => 0.022263801334808
513 => 0.022293813562394
514 => 0.023098869967296
515 => 0.022655458427899
516 => 0.022952937170837
517 => 0.02292632787209
518 => 0.020795098136527
519 => 0.021088762790088
520 => 0.021545612833985
521 => 0.021339802508455
522 => 0.021048834860355
523 => 0.020813862883816
524 => 0.020457856312242
525 => 0.020958928725232
526 => 0.021617785665205
527 => 0.022310523261671
528 => 0.023142802093861
529 => 0.02295704714731
530 => 0.022294964387825
531 => 0.022324664936763
601 => 0.022508262043567
602 => 0.0222704871087
603 => 0.02220036263849
604 => 0.022498628018195
605 => 0.022500682007941
606 => 0.022227093209316
607 => 0.021923049325865
608 => 0.021921775370892
609 => 0.021867673698547
610 => 0.022636955869955
611 => 0.023059983281029
612 => 0.023108482691966
613 => 0.02305671888425
614 => 0.023076640719408
615 => 0.022830490389677
616 => 0.023393117049829
617 => 0.023909438911195
618 => 0.023771053622741
619 => 0.023563594402721
620 => 0.023398343141385
621 => 0.023732125677331
622 => 0.023717262866428
623 => 0.023904929290165
624 => 0.023896415657171
625 => 0.023833310497359
626 => 0.023771055876425
627 => 0.024017888411485
628 => 0.023946804605397
629 => 0.023875610386524
630 => 0.023732819481285
701 => 0.023752227136813
702 => 0.023544803737553
703 => 0.023448840182006
704 => 0.022005778555344
705 => 0.021620145335301
706 => 0.021741473396615
707 => 0.021781417744681
708 => 0.021613589673116
709 => 0.021854212016246
710 => 0.021816711278951
711 => 0.021962604710567
712 => 0.02187145682845
713 => 0.021875197569326
714 => 0.022143244055855
715 => 0.022221059091246
716 => 0.022181481736202
717 => 0.022209200359043
718 => 0.022847964323104
719 => 0.022757152513936
720 => 0.022708910550262
721 => 0.022722273903891
722 => 0.022885491791962
723 => 0.022931183889256
724 => 0.022737583262296
725 => 0.022828886437162
726 => 0.023217643767645
727 => 0.023353686831554
728 => 0.023787870987178
729 => 0.023603421840861
730 => 0.023941986231698
731 => 0.024982617744025
801 => 0.025813946202295
802 => 0.025049422195968
803 => 0.026576051040541
804 => 0.027764750577941
805 => 0.027719126309813
806 => 0.027511849050352
807 => 0.026158546230233
808 => 0.024913216798552
809 => 0.025954987747634
810 => 0.025957643436026
811 => 0.025868154387598
812 => 0.025312345593516
813 => 0.02584881344635
814 => 0.025891396316343
815 => 0.025867561232846
816 => 0.025441423933585
817 => 0.024790791040952
818 => 0.024917923150778
819 => 0.025126168140097
820 => 0.02473191693086
821 => 0.024605929780986
822 => 0.024840163862638
823 => 0.02559491487833
824 => 0.025452233570788
825 => 0.025448507585228
826 => 0.026058958725182
827 => 0.025622007452576
828 => 0.024919526693816
829 => 0.024742141037646
830 => 0.024112541459539
831 => 0.024547408130695
901 => 0.024563058208011
902 => 0.024324886176449
903 => 0.024938853041536
904 => 0.024933195228788
905 => 0.02551606539028
906 => 0.026630294223017
907 => 0.026300761929306
908 => 0.025917551724731
909 => 0.025959217299235
910 => 0.02641618581214
911 => 0.026139892217661
912 => 0.026239249320623
913 => 0.026416035423265
914 => 0.02652269486834
915 => 0.025943870646484
916 => 0.025808919032007
917 => 0.025532855390366
918 => 0.025460835539233
919 => 0.025685683615093
920 => 0.025626444091104
921 => 0.024561742879613
922 => 0.02445047567907
923 => 0.024453888085258
924 => 0.024174101419027
925 => 0.023747359596531
926 => 0.024868811626621
927 => 0.024778743333893
928 => 0.024679314909455
929 => 0.024691494324118
930 => 0.025178278640844
1001 => 0.024895919153945
1002 => 0.025646618127674
1003 => 0.025492296986752
1004 => 0.025334018090873
1005 => 0.025312139126169
1006 => 0.025251215254976
1007 => 0.025042284631882
1008 => 0.024789988349712
1009 => 0.024623400490693
1010 => 0.022713785364639
1011 => 0.023068198824315
1012 => 0.023475919203868
1013 => 0.023616662645053
1014 => 0.023375911249756
1015 => 0.025051790964365
1016 => 0.025357990337403
1017 => 0.024430492463581
1018 => 0.024256995480877
1019 => 0.025063165397667
1020 => 0.024576946387579
1021 => 0.02479589077805
1022 => 0.02432265276203
1023 => 0.025284235875003
1024 => 0.025276910222774
1025 => 0.024902832673488
1026 => 0.025219000456572
1027 => 0.025164058523754
1028 => 0.024741725891923
1029 => 0.025297624572733
1030 => 0.025297900291543
1031 => 0.024937858783502
1101 => 0.024517409125332
1102 => 0.024442242657028
1103 => 0.024385614820356
1104 => 0.024781963801578
1105 => 0.025137329058791
1106 => 0.025798575699944
1107 => 0.025964828816363
1108 => 0.026613725797842
1109 => 0.026227339239592
1110 => 0.026398619396321
1111 => 0.026584568235507
1112 => 0.026673718947055
1113 => 0.026528452646679
1114 => 0.027536456755569
1115 => 0.027621563186807
1116 => 0.027650098637034
1117 => 0.027310205322987
1118 => 0.027612110138881
1119 => 0.027470858873561
1120 => 0.027838355425193
1121 => 0.02789598357692
1122 => 0.027847174582588
1123 => 0.027865466667545
1124 => 0.027005312984717
1125 => 0.02696070947859
1126 => 0.026352537507631
1127 => 0.026600372081177
1128 => 0.026137057224953
1129 => 0.026283979138533
1130 => 0.026348740918116
1201 => 0.026314913039661
1202 => 0.026614384276117
1203 => 0.026359772547198
1204 => 0.025687810332535
1205 => 0.025015665042216
1206 => 0.025007226805614
1207 => 0.024830262815023
1208 => 0.024702350262397
1209 => 0.024726990757974
1210 => 0.024813827078299
1211 => 0.0246973031776
1212 => 0.024722169459726
1213 => 0.025135115426187
1214 => 0.025217928794765
1215 => 0.024936496611065
1216 => 0.023806505783041
1217 => 0.023529203199477
1218 => 0.023728522797394
1219 => 0.023633260867416
1220 => 0.019073886020389
1221 => 0.020145043510535
1222 => 0.019508598102961
1223 => 0.019801901428216
1224 => 0.019152255473823
1225 => 0.019462300574121
1226 => 0.01940504656513
1227 => 0.021127436111431
1228 => 0.021100543367735
1229 => 0.02111341550101
1230 => 0.020498995041629
1231 => 0.021477783516756
]
'min_raw' => 0.012495795675232
'max_raw' => 0.02789598357692
'avg_raw' => 0.020195889626076
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.012495'
'max' => '$0.027895'
'avg' => '$0.020195'
'bar_min_pct' => 61.631153054957
'bar_max_pct' => 60.119598047091
'min_diff' => 0.0019268263393344
'max_diff' => 0.0042201875703274
'year' => 2035
]
10 => [
'items' => [
101 => 0.021959969915699
102 => 0.02187073004623
103 => 0.021893189798778
104 => 0.021507256837286
105 => 0.021117152175685
106 => 0.020684466069291
107 => 0.021488343373351
108 => 0.021398965939783
109 => 0.021603965615403
110 => 0.022125337509422
111 => 0.022202111501315
112 => 0.022305296524985
113 => 0.02226831203921
114 => 0.023149432537496
115 => 0.023042723031333
116 => 0.023299862238765
117 => 0.022770907379879
118 => 0.022172344748193
119 => 0.02228611193599
120 => 0.022275155240947
121 => 0.022135663937544
122 => 0.022009737425908
123 => 0.02180010526361
124 => 0.022463412444844
125 => 0.022436483384627
126 => 0.022872433567931
127 => 0.022795375138438
128 => 0.022280760086886
129 => 0.022299139664128
130 => 0.022422751154002
131 => 0.022850571931829
201 => 0.022977578266947
202 => 0.022918743872193
203 => 0.023058000520591
204 => 0.023168063297534
205 => 0.023071822710819
206 => 0.02443438646527
207 => 0.023868554996808
208 => 0.024144337317507
209 => 0.024210109775989
210 => 0.024041635006632
211 => 0.024078171151476
212 => 0.024133513455412
213 => 0.024469541087777
214 => 0.02535137482548
215 => 0.025741932985064
216 => 0.026916946477971
217 => 0.025709502566742
218 => 0.02563785784195
219 => 0.02584951325403
220 => 0.026539370562177
221 => 0.027098435115428
222 => 0.027283909080949
223 => 0.027308422527334
224 => 0.027656384016728
225 => 0.02785582905335
226 => 0.027614132339619
227 => 0.027409319681433
228 => 0.026675706162093
229 => 0.02676062392452
301 => 0.027345623098748
302 => 0.028171968888625
303 => 0.028881059542965
304 => 0.02863276071012
305 => 0.030527105533074
306 => 0.030714922084565
307 => 0.030688971909985
308 => 0.031116845965132
309 => 0.030267603100701
310 => 0.029904535322851
311 => 0.027453602502855
312 => 0.028142214653024
313 => 0.029143152854067
314 => 0.029010674929833
315 => 0.028283766853081
316 => 0.028880508118006
317 => 0.028683206793997
318 => 0.028527587053712
319 => 0.029240511252329
320 => 0.028456621810637
321 => 0.029135332957242
322 => 0.028264878891354
323 => 0.028633894918273
324 => 0.028424423574097
325 => 0.028559977205621
326 => 0.027767533445545
327 => 0.028195116862997
328 => 0.027749744569615
329 => 0.027749533405159
330 => 0.027739701787098
331 => 0.028263680315179
401 => 0.028280767236168
402 => 0.027893546312228
403 => 0.027837741727561
404 => 0.028044080525443
405 => 0.02780251183334
406 => 0.02791554030396
407 => 0.027805935350571
408 => 0.02778126096693
409 => 0.027584651280076
410 => 0.027499946421083
411 => 0.027533161378869
412 => 0.02741978160446
413 => 0.027351466189253
414 => 0.027726112131539
415 => 0.027525953917749
416 => 0.027695435014603
417 => 0.027502289914519
418 => 0.026832764848314
419 => 0.02644771390264
420 => 0.025183043117585
421 => 0.025541702183408
422 => 0.025779493515107
423 => 0.025700903481399
424 => 0.02586974528411
425 => 0.02588011079952
426 => 0.025825218608321
427 => 0.025761660483036
428 => 0.025730723902633
429 => 0.025961299827096
430 => 0.026095156912076
501 => 0.025803359056481
502 => 0.025734994901601
503 => 0.026030018644208
504 => 0.026209982956769
505 => 0.027538738327507
506 => 0.027440299837819
507 => 0.027687361129357
508 => 0.027659545819394
509 => 0.027918505412876
510 => 0.028341794903729
511 => 0.027481129015222
512 => 0.027630510853879
513 => 0.027593885876771
514 => 0.027993747773256
515 => 0.02799499609845
516 => 0.027755258916924
517 => 0.027885224332321
518 => 0.027812681202861
519 => 0.027943776442587
520 => 0.027438985131774
521 => 0.02805376645949
522 => 0.028402307856671
523 => 0.028407147354309
524 => 0.028572353210377
525 => 0.02874021192822
526 => 0.029062402119707
527 => 0.028731226218649
528 => 0.028135473011969
529 => 0.02817848446922
530 => 0.027829194582121
531 => 0.027835066208227
601 => 0.027803723007903
602 => 0.027897786311482
603 => 0.027459626737271
604 => 0.027562461913558
605 => 0.027418492064555
606 => 0.027630197891544
607 => 0.02740243741793
608 => 0.027593868215098
609 => 0.027676483401124
610 => 0.027981335216138
611 => 0.027357410556985
612 => 0.026085185940986
613 => 0.026352622979502
614 => 0.025957062592811
615 => 0.025993673212604
616 => 0.026067632491123
617 => 0.025827906271474
618 => 0.025873638479542
619 => 0.025872004603257
620 => 0.025857924740126
621 => 0.02579556269173
622 => 0.0257051253836
623 => 0.026065399784054
624 => 0.026126617425099
625 => 0.02626269665788
626 => 0.026667576151211
627 => 0.026627119142111
628 => 0.026693106202498
629 => 0.026549056820175
630 => 0.026000355250307
701 => 0.026030152385433
702 => 0.025658581632936
703 => 0.026253194758334
704 => 0.02611238252173
705 => 0.026021599956753
706 => 0.025996829092805
707 => 0.026402712204087
708 => 0.026524158792421
709 => 0.026448481428549
710 => 0.026293264947385
711 => 0.026591326476853
712 => 0.026671075167932
713 => 0.026688927958846
714 => 0.027217035841433
715 => 0.026718443322936
716 => 0.026838459497722
717 => 0.027774791433271
718 => 0.026925667572702
719 => 0.027375467419367
720 => 0.027353452057519
721 => 0.027583554438675
722 => 0.027334576946078
723 => 0.027337663320496
724 => 0.027541978646478
725 => 0.0272550546196
726 => 0.027184008195523
727 => 0.027085858069505
728 => 0.027300165278915
729 => 0.027428632758674
730 => 0.02846398629657
731 => 0.029132871899908
801 => 0.029103833811807
802 => 0.029369187580028
803 => 0.029249643277082
804 => 0.028863603188677
805 => 0.029522526547012
806 => 0.02931401562591
807 => 0.029331205012905
808 => 0.029330565223063
809 => 0.029469206757254
810 => 0.029370966523969
811 => 0.029177324940012
812 => 0.029305873260317
813 => 0.029687615814758
814 => 0.030872556417033
815 => 0.031535664876441
816 => 0.030832636455153
817 => 0.031317576046232
818 => 0.031026785093229
819 => 0.030973939726786
820 => 0.031278517626738
821 => 0.031583628649984
822 => 0.031564194396835
823 => 0.031342699461583
824 => 0.031217582592884
825 => 0.032165009439893
826 => 0.032863057401773
827 => 0.032815455210546
828 => 0.033025555801561
829 => 0.033642417634949
830 => 0.03369881575023
831 => 0.033691710884001
901 => 0.033551922270742
902 => 0.034159302855345
903 => 0.034665990424864
904 => 0.033519565245655
905 => 0.03395610894609
906 => 0.034152087477775
907 => 0.034439842106499
908 => 0.034925332398432
909 => 0.035452703625411
910 => 0.035527279699237
911 => 0.035474364406063
912 => 0.035126548905371
913 => 0.035703604794779
914 => 0.036041630601168
915 => 0.03624291723329
916 => 0.036753346641449
917 => 0.034153297774468
918 => 0.032312853955605
919 => 0.032025442076959
920 => 0.0326099054341
921 => 0.03276402376037
922 => 0.032701898856299
923 => 0.030630312012337
924 => 0.03201453560095
925 => 0.033503843793472
926 => 0.033561054186546
927 => 0.034306633007688
928 => 0.034549424034161
929 => 0.03514971271043
930 => 0.035112164490289
1001 => 0.035258325230281
1002 => 0.035224725407308
1003 => 0.036336633774404
1004 => 0.0375632338233
1005 => 0.037520760563956
1006 => 0.037344422294454
1007 => 0.037606314694808
1008 => 0.038872297395719
1009 => 0.038755745995578
1010 => 0.03886896575299
1011 => 0.040361630705023
1012 => 0.042302307471779
1013 => 0.041400668272859
1014 => 0.043356965894825
1015 => 0.044588351548971
1016 => 0.046717905710164
1017 => 0.046451275040908
1018 => 0.04728029484847
1019 => 0.045973950495438
1020 => 0.042974319805125
1021 => 0.042499616766257
1022 => 0.043449984271465
1023 => 0.045786370047513
1024 => 0.043376403168886
1025 => 0.043863936329685
1026 => 0.043723526746577
1027 => 0.043716044916595
1028 => 0.044001595936188
1029 => 0.043587389288929
1030 => 0.041899836893642
1031 => 0.042673232211593
1101 => 0.042374587137839
1102 => 0.042705956112635
1103 => 0.044494217802647
1104 => 0.043703584682658
1105 => 0.042870716916569
1106 => 0.043915317923398
1107 => 0.045245453968941
1108 => 0.045162216445695
1109 => 0.045000700860013
1110 => 0.045911155759824
1111 => 0.047414960516055
1112 => 0.047821432898888
1113 => 0.048121482501933
1114 => 0.048162854272813
1115 => 0.048589009225293
1116 => 0.046297466640934
1117 => 0.049934203573298
1118 => 0.050562167578687
1119 => 0.050444136372116
1120 => 0.051142091935341
1121 => 0.050936735703216
1122 => 0.050639206742273
1123 => 0.051745614769391
1124 => 0.050477207248825
1125 => 0.048676862461447
1126 => 0.04768915770431
1127 => 0.048989847004379
1128 => 0.049784132572129
1129 => 0.050309104806363
1130 => 0.050467961087245
1201 => 0.046475352568573
1202 => 0.044323558017229
1203 => 0.045702833654266
1204 => 0.04738564512397
1205 => 0.046288118538253
1206 => 0.04633113950252
1207 => 0.0447663550162
1208 => 0.047524093829684
1209 => 0.047122314480793
1210 => 0.049206746453572
1211 => 0.048709280034656
1212 => 0.050409053391274
1213 => 0.049961446100868
1214 => 0.051819438937957
1215 => 0.052560642583819
1216 => 0.053805238864358
1217 => 0.054720768954741
1218 => 0.055258385735114
1219 => 0.05522610924017
1220 => 0.057356414763623
1221 => 0.056100248023649
1222 => 0.054522206542472
1223 => 0.054493664750735
1224 => 0.055310954794857
1225 => 0.057023770514763
1226 => 0.057467878710479
1227 => 0.057716074605531
1228 => 0.057335953952498
1229 => 0.055972474986538
1230 => 0.055383731682031
1231 => 0.055885358035006
]
'min_raw' => 0.020684466069291
'max_raw' => 0.057716074605531
'avg_raw' => 0.039200270337411
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.020684'
'max' => '$0.057716'
'avg' => '$0.03920027'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.008188670394059
'max_diff' => 0.029820091028611
'year' => 2036
]
11 => [
'items' => [
101 => 0.055271912110562
102 => 0.05633089187868
103 => 0.057785097286179
104 => 0.057484809620082
105 => 0.058488626266202
106 => 0.059527470890345
107 => 0.061013065360301
108 => 0.061401454766152
109 => 0.062043447684896
110 => 0.062704269281972
111 => 0.062916507369312
112 => 0.063321735731653
113 => 0.063319599978158
114 => 0.064540782923089
115 => 0.065887785528236
116 => 0.066396247828497
117 => 0.067565428851173
118 => 0.065563247322831
119 => 0.067081925011482
120 => 0.068451810301614
121 => 0.066818576584977
122 => 0.06906960876871
123 => 0.069157011247456
124 => 0.070476684907514
125 => 0.069138942834163
126 => 0.068344595861231
127 => 0.070637845808293
128 => 0.071747477220979
129 => 0.071413247208998
130 => 0.06886974031485
131 => 0.067389310206313
201 => 0.063514739058631
202 => 0.068104335952078
203 => 0.070339794718499
204 => 0.068863951016692
205 => 0.069608280735182
206 => 0.073669102329543
207 => 0.075215200273948
208 => 0.074893622709552
209 => 0.074947964024318
210 => 0.075782210411456
211 => 0.079481718319905
212 => 0.077264887427241
213 => 0.078959571581614
214 => 0.079858425946455
215 => 0.080693331974217
216 => 0.078643066644793
217 => 0.07597570157559
218 => 0.075130835089806
219 => 0.068717207446248
220 => 0.068383350274428
221 => 0.068195946126977
222 => 0.067014389486145
223 => 0.066086009622054
224 => 0.065347727485594
225 => 0.063410254689814
226 => 0.064064094883279
227 => 0.060976167628806
228 => 0.062951714056796
301 => 0.058023307598045
302 => 0.062127830945281
303 => 0.059893925497157
304 => 0.061393932924878
305 => 0.061388699540272
306 => 0.058626710288049
307 => 0.057033652528613
308 => 0.058048810935661
309 => 0.059137141331392
310 => 0.059313719276516
311 => 0.060724768042911
312 => 0.06111856142322
313 => 0.059925349096429
314 => 0.057921177328617
315 => 0.058386700719989
316 => 0.057024218711945
317 => 0.054636521399961
318 => 0.056351407294623
319 => 0.056936944737271
320 => 0.057195551429277
321 => 0.05484752535183
322 => 0.05410972458017
323 => 0.053716925640086
324 => 0.057618076647268
325 => 0.057831790505792
326 => 0.056738400189489
327 => 0.061680628098701
328 => 0.060562049710753
329 => 0.06181177582845
330 => 0.058344459351607
331 => 0.058476915510384
401 => 0.056835432324035
402 => 0.057754553224444
403 => 0.057104948196684
404 => 0.057680297338621
405 => 0.058025159242044
406 => 0.059666373077154
407 => 0.06214657097096
408 => 0.059421230459847
409 => 0.05823376057156
410 => 0.058970460211669
411 => 0.060932388434423
412 => 0.063904810121153
413 => 0.062145076657047
414 => 0.062926016486205
415 => 0.063096617097282
416 => 0.061799054789724
417 => 0.063952653094256
418 => 0.065106783921456
419 => 0.06629068333644
420 => 0.067318630026362
421 => 0.065817807875589
422 => 0.06742390271132
423 => 0.066129673787625
424 => 0.064968616648144
425 => 0.064970377492561
426 => 0.064242029388626
427 => 0.062830763159485
428 => 0.062570504014123
429 => 0.063924404955404
430 => 0.065010105295414
501 => 0.065099528775572
502 => 0.065700628269099
503 => 0.066056352757552
504 => 0.069542936328378
505 => 0.070945269083096
506 => 0.072660015030765
507 => 0.073328005215168
508 => 0.075338416182487
509 => 0.073714846048781
510 => 0.073363576437619
511 => 0.06848697703132
512 => 0.069285519910909
513 => 0.070564064109059
514 => 0.06850805975423
515 => 0.069812121290401
516 => 0.070069570661441
517 => 0.068438197512993
518 => 0.069309584399052
519 => 0.066995439177885
520 => 0.062197013012952
521 => 0.063957995114281
522 => 0.065254670681024
523 => 0.063404154768337
524 => 0.066721132916973
525 => 0.064783422758867
526 => 0.064169261665238
527 => 0.061773200274754
528 => 0.062904049018202
529 => 0.06443353813591
530 => 0.063488491683361
531 => 0.065449604971838
601 => 0.068227064398132
602 => 0.070206447385877
603 => 0.07035839983358
604 => 0.06908578918082
605 => 0.07112515587356
606 => 0.071140010433489
607 => 0.068839596473021
608 => 0.067430605730993
609 => 0.067110480069863
610 => 0.0679102167357
611 => 0.068881244687559
612 => 0.070412285126897
613 => 0.071337460798979
614 => 0.073749828276509
615 => 0.074402545747933
616 => 0.075119684357455
617 => 0.076078002697134
618 => 0.077228709571697
619 => 0.074711028439932
620 => 0.074811060604841
621 => 0.07246663079461
622 => 0.069961271317133
623 => 0.07186252686307
624 => 0.074348165575957
625 => 0.073777957308834
626 => 0.073713797230485
627 => 0.073821696685746
628 => 0.073391778273597
629 => 0.071447273228964
630 => 0.070470754968795
701 => 0.071730712660791
702 => 0.072400324099821
703 => 0.073438833045503
704 => 0.073310814897683
705 => 0.075985902414042
706 => 0.077025360532451
707 => 0.076759422664841
708 => 0.076808361632634
709 => 0.078690250905023
710 => 0.080783298815967
711 => 0.082743714386564
712 => 0.084737933306782
713 => 0.082333824562769
714 => 0.081113166407373
715 => 0.082372574041255
716 => 0.081704314623271
717 => 0.085544331457626
718 => 0.085810205891671
719 => 0.089649945049101
720 => 0.093294314737136
721 => 0.091005351431746
722 => 0.093163740731557
723 => 0.095498214735365
724 => 0.10000179384347
725 => 0.098485146837681
726 => 0.097323419000138
727 => 0.096225591807088
728 => 0.098509995920666
729 => 0.10144884531854
730 => 0.10208184533089
731 => 0.10310754717551
801 => 0.10202914710275
802 => 0.10332796120852
803 => 0.10791334572976
804 => 0.10667433435582
805 => 0.10491473902379
806 => 0.1085344597183
807 => 0.10984442256633
808 => 0.11903842786671
809 => 0.13064623934385
810 => 0.12584052917131
811 => 0.12285746978792
812 => 0.12355855950213
813 => 0.12779733930437
814 => 0.1291587008447
815 => 0.12545805088861
816 => 0.12676518301494
817 => 0.13396760954539
818 => 0.13783148029747
819 => 0.13258382482907
820 => 0.1181057515168
821 => 0.10475630671629
822 => 0.10829718061072
823 => 0.1078957553972
824 => 0.11563386418317
825 => 0.10664478434432
826 => 0.10679613739502
827 => 0.11469426207588
828 => 0.11258717781916
829 => 0.10917397117824
830 => 0.10478122690205
831 => 0.096660832827848
901 => 0.089468373342384
902 => 0.10357444271787
903 => 0.10296616335618
904 => 0.1020852846985
905 => 0.10404558483015
906 => 0.11356424582853
907 => 0.11334480988362
908 => 0.11194887035929
909 => 0.11300767818525
910 => 0.10898835704709
911 => 0.11002422762264
912 => 0.10475419209603
913 => 0.10713646825018
914 => 0.10916664796974
915 => 0.10957423660577
916 => 0.11049255461473
917 => 0.102645627773
918 => 0.10616866755126
919 => 0.10823812335681
920 => 0.098888246739904
921 => 0.10805330635824
922 => 0.10250903023452
923 => 0.10062721964589
924 => 0.10316082969378
925 => 0.1021734793941
926 => 0.1013246135856
927 => 0.10085093187908
928 => 0.10271133547391
929 => 0.10262454542255
930 => 0.099580564052628
1001 => 0.095609814444115
1002 => 0.096942528348144
1003 => 0.096458340892551
1004 => 0.094703583092055
1005 => 0.095886077979325
1006 => 0.090678968942758
1007 => 0.081720408487322
1008 => 0.087638707932311
1009 => 0.08741085984155
1010 => 0.0872959685021
1011 => 0.091743406965227
1012 => 0.09131588837686
1013 => 0.090539937952701
1014 => 0.094689332154008
1015 => 0.093174747453303
1016 => 0.09784234061984
1017 => 0.10091671936032
1018 => 0.100136957466
1019 => 0.10302842553118
1020 => 0.096973231384789
1021 => 0.098984523987999
1022 => 0.099399048605989
1023 => 0.094638129273658
1024 => 0.091385835705129
1025 => 0.091168944802969
1026 => 0.085529915948801
1027 => 0.088542239646047
1028 => 0.091192959841199
1029 => 0.089923470571918
1030 => 0.089521588194177
1031 => 0.091574718104404
1101 => 0.091734263882297
1102 => 0.088096603238429
1103 => 0.08885298807602
1104 => 0.092007238587291
1105 => 0.088773509056109
1106 => 0.082490900803743
1107 => 0.080932727093302
1108 => 0.08072483799749
1109 => 0.076498947314456
1110 => 0.081036851711331
1111 => 0.079055934833818
1112 => 0.085313627514853
1113 => 0.081739267016125
1114 => 0.081585183479009
1115 => 0.081352263613517
1116 => 0.077714864933284
1117 => 0.07851122407551
1118 => 0.081158443153189
1119 => 0.082103000743162
1120 => 0.082004475647996
1121 => 0.081145470335523
1122 => 0.081538718568754
1123 => 0.08027192899275
1124 => 0.079824599227517
1125 => 0.078412703440699
1126 => 0.076337606680242
1127 => 0.076626161612092
1128 => 0.072514851951024
1129 => 0.070274792243955
1130 => 0.069654773240551
1201 => 0.068825657916821
1202 => 0.069748424022558
1203 => 0.072503205127313
1204 => 0.069180354655565
1205 => 0.063483560592612
1206 => 0.06382594762266
1207 => 0.064595189623557
1208 => 0.063161712243931
1209 => 0.061805046206752
1210 => 0.062984557256284
1211 => 0.060570750512302
1212 => 0.064886886636469
1213 => 0.064770147250142
1214 => 0.066378935889164
1215 => 0.067384944440811
1216 => 0.065066420428401
1217 => 0.064483317909236
1218 => 0.064815479604685
1219 => 0.05932558667824
1220 => 0.065930294513733
1221 => 0.065987412301361
1222 => 0.065498335126477
1223 => 0.069015138151399
1224 => 0.076436689452357
1225 => 0.073644403321727
1226 => 0.072563145734652
1227 => 0.070507674271229
1228 => 0.073246467954422
1229 => 0.07303617133139
1230 => 0.072085130249412
1231 => 0.071509937635603
]
'min_raw' => 0.053716925640086
'max_raw' => 0.13783148029747
'avg_raw' => 0.09577420296878
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$0.053716'
'max' => '$0.137831'
'avg' => '$0.095774'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.033032459570795
'max_diff' => 0.080115405691943
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.0016861129148863
]
1 => [
'year' => 2028
'avg' => 0.0028938592440214
]
2 => [
'year' => 2029
'avg' => 0.0079055018872836
]
3 => [
'year' => 2030
'avg' => 0.0060990829328127
]
4 => [
'year' => 2031
'avg' => 0.0059900552910488
]
5 => [
'year' => 2032
'avg' => 0.010502452064987
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.0016861129148863
'min' => '$0.001686'
'max_raw' => 0.010502452064987
'max' => '$0.0105024'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.010502452064987
]
1 => [
'year' => 2033
'avg' => 0.027013386665556
]
2 => [
'year' => 2034
'avg' => 0.017122382671245
]
3 => [
'year' => 2035
'avg' => 0.020195889626076
]
4 => [
'year' => 2036
'avg' => 0.039200270337411
]
5 => [
'year' => 2037
'avg' => 0.09577420296878
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.010502452064987
'min' => '$0.0105024'
'max_raw' => 0.09577420296878
'max' => '$0.095774'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 0.09577420296878
]
]
]
]
'prediction_2025_max_price' => '$0.002882'
'last_price' => 0.00279538
'sma_50day_nextmonth' => '$0.002421'
'sma_200day_nextmonth' => '$0.004049'
'sma_50day_ts_nextmonth' => 1770163200
'sma_200day_ts_nextmonth' => 1770163200
'sma_200day_direction' => 'increase'
'sma_200day_direction_label' => 'augmenter'
'sma_200day_date_nextmonth' => '4 févr. 2026'
'sma_50day_date_nextmonth' => '4 févr. 2026'
'daily_sma3' => '$0.002591'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.002436'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.002277'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.00220041'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.002585'
'daily_sma50_action' => 'BUY'
'daily_sma100' => '$0.003492'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.004599'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.002599'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.002493'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.002356'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.002317'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$0.002677'
'daily_ema50_action' => 'BUY'
'daily_ema100' => '$0.003375'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.004618'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.0037046'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '—'
'weekly_sma50_action' => '—'
'weekly_sma100' => '—'
'weekly_sma100_action' => '—'
'weekly_sma200' => '—'
'weekly_sma200_action' => '—'
'weekly_ema3' => '$0.002583'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$0.002543'
'weekly_ema5_action' => 'BUY'
'weekly_ema10' => '$0.002805'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.003657'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.0048095'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.0024047'
'weekly_ema100_action' => 'BUY'
'weekly_ema200' => '$0.0012023'
'weekly_ema200_action' => 'BUY'
'rsi_14' => '61.40'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 106.04
'stoch_rsi_14_action' => 'SELL'
'momentum_10' => 0
'momentum_10_action' => 'BUY'
'vwma_10' => '0.002331'
'vwma_10_action' => 'BUY'
'hma_9' => '0.002657'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 100
'stochastic_fast_14_action' => 'SELL'
'cci_20' => 270.29
'cci_20_action' => 'SELL'
'adx_14' => 18.74
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '0.000164'
'ao_5_34_action' => 'BUY'
'macd_12_26' => 0
'macd_12_26_action' => 'BUY'
'williams_percent_r_14' => -0
'williams_percent_r_14_action' => 'SELL'
'ultimate_oscillator' => 70.94
'ultimate_oscillator_action' => 'SELL'
'ichimoku_cloud' => '-0.001853'
'ichimoku_cloud_action' => 'SELL'
'sell_signals' => 9
'buy_signals' => 23
'sell_pct' => 28.13
'buy_pct' => 71.88
'overall_action' => 'bullish'
'overall_action_label' => 'Haussier'
'overall_action_dir' => 1
'last_updated' => 1767680102
'last_updated_date' => '6 janvier 2026'
]
Prévision du prix de PVS pour 2026
La prévision du prix de PVS pour 2026 suggère que le prix moyen pourrait varier entre $0.000965 à la baisse et $0.002882 à la hausse. Sur le marché des cryptomonnaies, comparé au prix moyen d'aujourd'hui, PVS pourrait potentiellement gagner 3.13% d'ici 2026 si PVS atteint l'objectif de prix prévu.
Prévision du prix de PVS de 2027 à 2032
La prévision du prix de PVS pour 2027-2032 se situe actuellement dans une fourchette de prix comprise entre $0.001686 à la baisse et $0.0105024 à la hausse. Compte tenu de la volatilité des prix sur le marché, si PVS atteint l'objectif de prix le plus élevé, il pourrait gagner 275.71% d'ici 2032 par rapport au prix actuel.
| Prévision du Prix de PVS | Potentiel Bas ($) | Prix Moyen ($) | Potentiel Haut ($) |
|---|---|---|---|
| 2027 | $0.000929 | $0.001686 | $0.002442 |
| 2028 | $0.001677 | $0.002893 | $0.0041097 |
| 2029 | $0.003685 | $0.0079055 | $0.012125 |
| 2030 | $0.003134 | $0.006099 | $0.009063 |
| 2031 | $0.0037062 | $0.00599 | $0.008273 |
| 2032 | $0.005657 | $0.0105024 | $0.015347 |
Prévision du prix de PVS de 2032 à 2037
La prévision du prix de PVS pour 2032-2037 est actuellement estimée entre $0.0105024 à la baisse et $0.095774 à la hausse. Par rapport au prix actuel, PVS pourrait potentiellement gagner 3326.16% d'ici 2037 s'il atteint l'objectif de prix le plus élevé. Veuillez noter que ces informations sont à titre général seulement et ne doivent pas être considérées comme un conseil en investissement à long terme.
| Prévision du Prix de PVS | Potentiel Bas ($) | Prix Moyen ($) | Potentiel Haut ($) |
|---|---|---|---|
| 2032 | $0.005657 | $0.0105024 | $0.015347 |
| 2033 | $0.013146 | $0.027013 | $0.04088 |
| 2034 | $0.010568 | $0.017122 | $0.023675 |
| 2035 | $0.012495 | $0.020195 | $0.027895 |
| 2036 | $0.020684 | $0.03920027 | $0.057716 |
| 2037 | $0.053716 | $0.095774 | $0.137831 |
PVS Histogramme des prix potentiels
Prévision du prix de PVS basée sur l'analyse technique
Indicateur de Sentiment du Marché
Haussier 71.88%
Baissier 28.13%
Au 6 janvier 2026, le sentiment global de prévision du prix pour PVS est Haussier, avec 23 indicateurs techniques montrant des signaux haussiers et 9 indiquant des signaux baissiers. La prévision du prix de PVS a été mise à jour pour la dernière fois le 6 janvier 2026.
Moyennes Mobiles Simples sur 50 et 200 jours de PVS et Indice de Force Relative sur 14 jours - RSI (14)
Selon nos indicateurs techniques, le SMA sur 200 jours de PVS devrait augmenter au cours du prochain mois, atteignant $0.004049 d'ici le 4 févr. 2026. Le SMA à court terme sur 50 jours pour PVS devrait atteindre $0.002421 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 61.40, ce qui suggère que le marché de PVS est dans un état NEUTRAL.
Moyennes Mobiles et Oscillateurs Populaires de PVS pour le Samedi 19 Octobre 2024
Les moyennes mobiles (MA) sont des indicateurs largement utilisés sur les marchés financiers, conçus pour lisser les mouvements de prix sur une période donnée. En tant qu'indicateurs retardés, ils sont basés sur des données historiques de prix. Le tableau ci-dessous met en évidence deux types : la moyenne mobile simple (SMA) et la moyenne mobile exponentielle (EMA).
Moyenne Mobile Simple Quotidienne (SMA)
| Période | Valeur | Action |
|---|---|---|
| SMA 3 | $0.002591 | BUY |
| SMA 5 | $0.002436 | BUY |
| SMA 10 | $0.002277 | BUY |
| SMA 21 | $0.00220041 | BUY |
| SMA 50 | $0.002585 | BUY |
| SMA 100 | $0.003492 | SELL |
| SMA 200 | $0.004599 | SELL |
Moyenne Mobile Exponentielle Quotidienne (EMA)
| Période | Valeur | Action |
|---|---|---|
| EMA 3 | $0.002599 | BUY |
| EMA 5 | $0.002493 | BUY |
| EMA 10 | $0.002356 | BUY |
| EMA 21 | $0.002317 | BUY |
| EMA 50 | $0.002677 | BUY |
| EMA 100 | $0.003375 | SELL |
| EMA 200 | $0.004618 | SELL |
Moyenne Mobile Simple Hebdomadaire (SMA)
| Période | Valeur | Action |
|---|---|---|
| SMA 21 | $0.0037046 | SELL |
| SMA 50 | — | — |
| SMA 100 | — | — |
| SMA 200 | — | — |
Moyenne Mobile Exponentielle Hebdomadaire (EMA)
| Période | Valeur | Action |
|---|---|---|
| EMA 21 | $0.003657 | SELL |
| EMA 50 | $0.0048095 | SELL |
| EMA 100 | $0.0024047 | BUY |
| EMA 200 | $0.0012023 | BUY |
Oscillateurs de PVS
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) | 61.40 | NEUTRAL |
| Stoch RSI (14) | 106.04 | SELL |
| Stochastique Rapide (14) | 100 | SELL |
| Indice de Canal des Matières Premières (20) | 270.29 | SELL |
| Indice Directionnel Moyen (14) | 18.74 | NEUTRAL |
| Oscillateur Impressionnant (5, 34) | 0.000164 | BUY |
| Momentum (10) | 0 | BUY |
| MACD (12, 26) | 0 | BUY |
| Plage de Pourcentage de Williams (14) | -0 | SELL |
| Oscillateur Ultime (7, 14, 28) | 70.94 | SELL |
| VWMA (10) | 0.002331 | BUY |
| Moyenne Mobile de Hull (9) | 0.002657 | BUY |
| Nuage Ichimoku B/L (9, 26, 52, 26) | -0.001853 | SELL |
Prévision du cours de PVS basée sur les flux monétaires mondiaux
Définitions des flux monétaires mondiaux utilisés pour la prédiction du cours de PVS
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 PVS par des sociétés Internet ou des niches technologiques
| Comparaison | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Action Facebook | $0.003927 | $0.005519 | $0.007755 | $0.010898 | $0.015313 | $0.021518 |
| Action Amazon.com | $0.005832 | $0.01217 | $0.025394 | $0.052986 | $0.110559 | $0.230688 |
| Action Apple | $0.003965 | $0.005624 | $0.007977 | $0.011315 | $0.016049 | $0.022765 |
| Action Netflix | $0.00441 | $0.006959 | $0.01098 | $0.017325 | $0.027337 | $0.043134 |
| Action Google | $0.00362 | $0.004687 | $0.00607 | $0.007861 | $0.01018 | $0.013184 |
| Action Tesla | $0.006336 | $0.014365 | $0.032565 | $0.073822 | $0.16735 | $0.37937 |
| Action Kodak | $0.002096 | $0.001571 | $0.001178 | $0.000883 | $0.000662 | $0.000497 |
| Action Nokia | $0.001851 | $0.001226 | $0.000812 | $0.000538 | $0.000356 | $0.000236 |
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 PVS
Vous vous posez peut-être des questions telles que : "Devrais-je investir dans PVS maintenant ?", "Devrais-je acheter PVS aujourd'hui ?", " PVS sera-t-il un bon ou un mauvais investissement à court ou à long terme ?".
Nous mettons régulièrement à jour les prévisions de PVS avec de nouvelles valeurs. Regardez nos prévisions similaires. Nous faisons une prévision des cours futurs pour une grande quantité de devises numériques comme PVS 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 PVS afin de prendre une décision responsable concernant cet investissement.
Le cours de PVS est de $0.002795 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 PVS basée sur le modèle de croissance du Bitcoin
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Si PVS présente 1 % de la précédente croissance annuelle moyenne du Bitcoin | $0.002868 | $0.002942 | $0.003019 | $0.003097 |
| Si PVS présente 2 % de la précédente croissance annuelle moyenne du Bitcoin | $0.00294 | $0.003093 | $0.003254 | $0.003423 |
| Si PVS présente 5 % de la précédente croissance annuelle moyenne du Bitcoin | $0.003158 | $0.003569 | $0.004033 | $0.004557 |
| Si PVS présente 10 % de la précédente croissance annuelle moyenne du Bitcoin | $0.003521 | $0.004437 | $0.00559 | $0.007044 |
| Si PVS présente 20 % de la précédente croissance annuelle moyenne du Bitcoin | $0.004248 | $0.006457 | $0.009814 | $0.014916 |
| Si PVS présente 50 % de la précédente croissance annuelle moyenne du Bitcoin | $0.006428 | $0.014783 | $0.033996 | $0.07818 |
| Si PVS présente 100 % de la précédente croissance annuelle moyenne du Bitcoin | $0.010061 | $0.036214 | $0.130347 | $0.469162 |
Boîte à questions
Est-ce que PVS est un bon investissement ?
La décision d'acquérir PVS dépend entièrement de votre tolérance individuelle au risque. Comme vous pouvez le discerner, la valeur de PVS a connu une hausse de 14.468% au cours des 24 heures précédentes, et PVS a enregistré une déclin de sur une période de 30 jours précédents. Par conséquent, la détermination de si investir ou non dans PVS dépendra de la mesure dans laquelle cet investissement s'aligne avec vos aspirations de trading.
Est-ce que PVS peut monter ?
Il semble que la valeur moyenne de PVS pourrait potentiellement s'envoler jusqu'à $0.002882 pour la fin de cette année. En regardant les perspectives de PVS sur une période de cinq ans plus longue, la monnaie numérique pourrait potentiellement croître jusqu'à $0.009063. 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 PVS la semaine prochaine ?
Basé sur notre nouveau pronostic expérimental de PVS, le prix de PVS va augmenter de 0.86% durant la prochaine semaine et atteindre $0.002819 d'ici 13 janvier 2026.
Quel sera le prix de PVS le mois prochain ?
Basé sur notre nouveau pronostic expérimental de PVS, le prix de PVS va diminuer de -11.62% durant le prochain mois et atteindre $0.00247 d'ici 5 février 2026.
Jusqu'où le prix de PVS peut-il monter cette année en 2026 ?
Selon notre prédiction la plus récente sur la valeur de PVS en 2026, PVS devrait fluctuer dans la fourchette de $0.000965 et $0.002882. Cependant, il est crucial de garder à l'esprit que le marché des cryptomonnaies est exceptionnellement instable, et cette prévision de prix de PVS ne prend pas en compte les fluctuations de prix soudaines et extrêmes.
Où sera PVS dans 5 ans ?
L'avenir de PVS semble suivre une tendance haussière, avec un prix maximum de $0.009063 prévue après une période de cinq ans. Selon la prévision de PVS pour 2030, la valeur de PVS pourrait potentiellement atteindre son point le plus élevé d'environ $0.009063, tandis que son point le plus bas devrait être autour de $0.003134.
Combien vaudra PVS en 2026 ?
Basé sur notre nouvelle simulation expérimentale de prédiction de prix de PVS, il est attendu que la valeur de PVS en 2026 augmente de 3.13% jusqu'à $0.002882 si le meilleur scénario se produit. Le prix sera entre $0.002882 et $0.000965 durant 2026.
Combien vaudra PVS en 2027 ?
Selon notre dernière simulation expérimentale pour la prédiction de prix de PVS, le valeur de PVS pourrait diminuer de -12.62% jusqu'à $0.002442 en 2027, en supposant les conditions les plus favorables. Il est prévu que le prix fluctue entre $0.002442 et $0.000929 tout au long de l'année.
Combien vaudra PVS en 2028 ?
Notre nouveau modèle expérimental de prédiction de prix de PVS suggère que la valeur de PVS en 2028 pourrait augmenter de 47.02%, atteignant $0.0041097 dans le meilleur scénario. Il est prévu que le prix oscille entre $0.0041097 et $0.001677 durant l'année.
Combien vaudra PVS en 2029 ?
Basé sur notre modèle de prévision expérimental, la valeur de PVS pourrait connaître un 333.75% croissance en 2029, atteignant potentiellement $0.012125 sous des conditions optimales. Le range de prix prévu pour 2029 se situe entre $0.012125 et $0.003685.
Combien vaudra PVS en 2030 ?
En utilisant notre nouvelle simulation expérimentale pour les prédictions de prix de PVS, il est prévu que la valeur de PVS en 2030 augmente de 224.23%, atteignant $0.009063 dans le meilleur scénario. Il est prévu que le prix oscille entre $0.009063 et $0.003134 au cours de 2030.
Combien vaudra PVS en 2031 ?
Notre simulation expérimentale indique que le prix de PVS pourrait augmenter de 195.98% en 2031, atteignant potentiellement $0.008273 dans des conditions idéales. Il est probable que le prix fluctue entre $0.008273 et $0.0037062 durant l'année.
Combien vaudra PVS en 2032 ?
Basé sur les résultats de notre dernière prédiction expérimentale de prix de PVS, PVS pourrait connaître une 449.04% hausse en valeur, atteignant $0.015347 si le scénario le plus positif se réalise en 2032. Il est prévu que le prix reste dans une fourchette de $0.015347 et $0.005657 tout au long de l'année.
Combien vaudra PVS en 2033 ?
Selon notre prédiction expérimentale de prix de PVS, la valeur de PVS est anticipée à augmenter de 1362.43% en 2033, avec le prix potentiel le plus élevé étant $0.04088. Tout au long de l'année, le prix de PVS pourrait osciller entre $0.04088 et $0.013146.
Combien vaudra PVS en 2034 ?
Les résultats de notre nouvelle simulation de prédiction de prix de PVS suggèrent que PVS pourrait augmenter de 746.96% en 2034, atteignant potentiellement $0.023675 dans les meilleures circonstances. La fourchette de prix prévue pour l'année est entre $0.023675 et $0.010568.
Combien vaudra PVS en 2035 ?
Basé sur notre prédiction expérimentale pour le prix de PVS, PVS pourrait augmenter de 897.93%, avec la valeur potentiellement atteignant $0.027895 en 2035. La fourchette de prix attendue pour l'année se situe entre $0.027895 et $0.012495.
Combien vaudra PVS en 2036 ?
Notre récente simulation de prédiction de prix de PVS suggère que la valeur de PVS pourrait augmenter de 1964.7% en 2036, pouvant atteindre $0.057716 si les conditions sont optimales. La fourchette de prix attendue pour 2036 est entre $0.057716 et $0.020684.
Combien vaudra PVS en 2037 ?
Selon la simulation expérimentale, la valeur de PVS pourrait augmenter de 4830.69% en 2037, avec un maximum de $0.137831 sous des conditions favorables. Il est prévu que le prix chute entre $0.137831 et $0.053716 au cours de l'année.
Prévisions liées
Comment lire et prédire les mouvements de prix de PVS ?
Les traders de PVS 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 PVS
Les moyennes mobiles sont des outils populaires pour la prédiction du prix de PVS. Une moyenne mobile simple (SMA) calcule le prix de clôture moyen de PVS 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 PVS 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 PVS.
Comment lire les graphiques de PVS 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 PVS 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 PVS 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 PVS ?
L'action du prix de PVS 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 PVS. La capitalisation boursière de PVS peut changer rapidement.
Les traders surveillent souvent l'activité des « baleines » de PVS, de grands détenteurs de PVS, car leurs actions peuvent influencer significativement les mouvements de prix sur le marché relativement petit de PVS.
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