Previsão de Preço Mute - Projeção MUTE
Previsão de Preço Mute até $0.020025 até 2026
| Ano | Preço Mínimo | Preço Máximo |
|---|---|---|
| 2026 | $0.0067087 | $0.020025 |
| 2027 | $0.006458 | $0.016966 |
| 2028 | $0.011655 | $0.028547 |
| 2029 | $0.0256036 | $0.084224 |
| 2030 | $0.021774 | $0.062957 |
| 2031 | $0.025744 | $0.057473 |
| 2032 | $0.039297 | $0.1066095 |
| 2033 | $0.091318 | $0.283969 |
| 2034 | $0.073415 | $0.164459 |
| 2035 | $0.086799 | $0.193774 |
Calculadora de lucro do investimento
Se você abrir um short de $10,000.00 em Mute hoje e fechar em Apr 06, 2026, nossa previsão mostra que pode lucrar cerca de $3,954.45, com um retorno de 39.54% nos próximos 90 dias.
Previsão de preço de longo prazo de Mute para os anos 2027, 2028, 2029, 2030, 2031, 2032 e 2037
[
'name' => 'Mute'
'name_with_ticker' => 'Mute <small>MUTE</small>'
'name_lang' => 'Mute'
'name_lang_with_ticker' => 'Mute <small>MUTE</small>'
'name_with_lang' => 'Mute'
'name_with_lang_with_ticker' => 'Mute <small>MUTE</small>'
'image' => '/uploads/coins/mute.png?1717084586'
'price_for_sd' => 0.01941
'ticker' => 'MUTE'
'marketcap' => '$776.71K'
'low24h' => '$0.01846'
'high24h' => '$0.01956'
'volume24h' => '$416.23'
'current_supply' => '40M'
'max_supply' => '40M'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.01941'
'change_24h_pct' => '4.2338%'
'ath_price' => '$3.14'
'ath_days' => 1465
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '2 de jan. de 2022'
'ath_pct' => '-99.39%'
'fdv' => '$776.71K'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$0.957421'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.019583'
'next_week_prediction_price_date' => '13 de janeiro de 2026'
'next_week_prediction_price_change_pct' => '0.86%'
'next_week_prediction_price_is_increased' => true
'next_month_prediction_price' => '$0.017161'
'next_month_prediction_price_date' => '5 de fevereiro de 2026'
'next_month_prediction_price_change_pct' => '-11.62%'
'next_month_prediction_price_is_increased' => false
'current_year' => '2026'
'current_year_min_price_prediction' => '$0.0067087'
'current_year_max_price_prediction' => '$0.020025'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.021774'
'grand_prediction_max_price' => '$0.062957'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.019785553306342
107 => 0.019859425380232
108 => 0.020025862934708
109 => 0.01860367225463
110 => 0.01924219411666
111 => 0.019617265889196
112 => 0.017922677975653
113 => 0.019583769334661
114 => 0.018578915078978
115 => 0.018237852452195
116 => 0.018697048347574
117 => 0.018518099260562
118 => 0.018364249343792
119 => 0.018278398446758
120 => 0.018615581232722
121 => 0.018599851252737
122 => 0.01804815477054
123 => 0.017328489199539
124 => 0.017570032587384
125 => 0.017482277610098
126 => 0.017164242251799
127 => 0.017378559683557
128 => 0.016434814177664
129 => 0.014811149086396
130 => 0.015883791979894
131 => 0.015842496395305
201 => 0.01582167328895
202 => 0.016627734777742
203 => 0.016550250564597
204 => 0.016409615959012
205 => 0.01716165938698
206 => 0.01688715341936
207 => 0.017733116129825
208 => 0.018290321884375
209 => 0.018148996481303
210 => 0.018673051186666
211 => 0.017575597259191
212 => 0.017940127431689
213 => 0.018015256595024
214 => 0.017152379287816
215 => 0.016562927940131
216 => 0.016523618255478
217 => 0.015501590849991
218 => 0.016047549640485
219 => 0.01652797078281
220 => 0.016297886337823
221 => 0.016225048476118
222 => 0.016597161314966
223 => 0.016626077669476
224 => 0.015966781722241
225 => 0.016103870226859
226 => 0.016675552080181
227 => 0.01608946531094
228 => 0.014950794455034
301 => 0.014668388339413
302 => 0.014630710157812
303 => 0.013864802374337
304 => 0.014687260066436
305 => 0.014328235243339
306 => 0.015462390357726
307 => 0.014814567038984
308 => 0.014786640670501
309 => 0.014744425868632
310 => 0.014085177400142
311 => 0.014229510917316
312 => 0.014709297511015
313 => 0.01488049077283
314 => 0.014862633913078
315 => 0.014706946294959
316 => 0.014778219289284
317 => 0.014548624141406
318 => 0.014467549316081
319 => 0.014211654865966
320 => 0.013835560716943
321 => 0.013887858915084
322 => 0.013142717995483
323 => 0.012736725674863
324 => 0.012624352351408
325 => 0.012474082046879
326 => 0.012641325782158
327 => 0.01314060710488
328 => 0.012538367901236
329 => 0.011505871028757
330 => 0.011567925850082
331 => 0.011707344609357
401 => 0.011447538673795
402 => 0.011201654159644
403 => 0.011415430795457
404 => 0.010977948259422
405 => 0.01176021228374
406 => 0.011739054234152
407 => 0.012030633887535
408 => 0.012212964628612
409 => 0.011792751300707
410 => 0.011687068785117
411 => 0.011747270349
412 => 0.010752272598658
413 => 0.011949321343694
414 => 0.011959673470949
415 => 0.011871032272428
416 => 0.012508423774426
417 => 0.013853518651036
418 => 0.01334743985214
419 => 0.013151470844894
420 => 0.012778933618868
421 => 0.013275317353476
422 => 0.013237202827451
423 => 0.013064834486259
424 => 0.012960585575684
425 => 0.013152667389864
426 => 0.012936784513232
427 => 0.012898006016524
428 => 0.012663050517895
429 => 0.012579182094679
430 => 0.012517089253028
501 => 0.012448731135486
502 => 0.012599512109001
503 => 0.012257822586127
504 => 0.011845778517778
505 => 0.011811521511873
506 => 0.011906108117083
507 => 0.011864260585422
508 => 0.011811321161991
509 => 0.011710245385468
510 => 0.011680258361716
511 => 0.011777701641275
512 => 0.011667693859949
513 => 0.011830016333729
514 => 0.011785873602573
515 => 0.011539295894682
516 => 0.011231968775889
517 => 0.011229232919891
518 => 0.011163019796265
519 => 0.011078687428117
520 => 0.011055228092561
521 => 0.01139742712346
522 => 0.012105768876267
523 => 0.011966704441009
524 => 0.012067192747379
525 => 0.012561495757788
526 => 0.012718619820587
527 => 0.012607096882499
528 => 0.01245443740641
529 => 0.012461153648598
530 => 0.01298283729156
531 => 0.013015374060462
601 => 0.013097583978716
602 => 0.013203246956193
603 => 0.012625091744463
604 => 0.012433922590119
605 => 0.012343336039129
606 => 0.012064364523489
607 => 0.012365211385897
608 => 0.012189920802719
609 => 0.012213573491168
610 => 0.012198169646786
611 => 0.012206581187422
612 => 0.011759993625002
613 => 0.011922706660797
614 => 0.011652164680076
615 => 0.011289939337654
616 => 0.011288725031293
617 => 0.011377379170687
618 => 0.011324644219539
619 => 0.011182735821939
620 => 0.011202893240029
621 => 0.011026293046925
622 => 0.011224335700921
623 => 0.011230014855607
624 => 0.011153757646363
625 => 0.011458869679463
626 => 0.011583874328372
627 => 0.01153368019966
628 => 0.011580352574495
629 => 0.011972483196132
630 => 0.012036417597318
701 => 0.012064813035055
702 => 0.012026766910162
703 => 0.011587520002414
704 => 0.011607002470595
705 => 0.011464053045905
706 => 0.011343275845682
707 => 0.011348106300298
708 => 0.01141020148115
709 => 0.011681374777763
710 => 0.012252042993948
711 => 0.012273699435599
712 => 0.012299947674643
713 => 0.012193182895143
714 => 0.012160981616044
715 => 0.01220346341503
716 => 0.01241777639272
717 => 0.012969047556743
718 => 0.012774191509214
719 => 0.012615770509458
720 => 0.012754748436239
721 => 0.012733353873756
722 => 0.012552762235674
723 => 0.012547693629872
724 => 0.012201080537752
725 => 0.012072945569594
726 => 0.011965866399464
727 => 0.011848938741056
728 => 0.0117796201057
729 => 0.011886125034362
730 => 0.011910483971677
731 => 0.011677609083769
801 => 0.01164586909705
802 => 0.011836039757469
803 => 0.011752352740095
804 => 0.011838426912802
805 => 0.0118583968592
806 => 0.011855181237883
807 => 0.011767802380353
808 => 0.011823495058468
809 => 0.01169176527194
810 => 0.011548528914264
811 => 0.011457153042008
812 => 0.011377415474214
813 => 0.0114216585112
814 => 0.011263940162801
815 => 0.011213482888905
816 => 0.011804627632247
817 => 0.012241312610031
818 => 0.012234963037508
819 => 0.01219631164775
820 => 0.012138883522719
821 => 0.012413575167676
822 => 0.012317878091206
823 => 0.012387505710096
824 => 0.012405228861366
825 => 0.012458871502387
826 => 0.012478044135812
827 => 0.012420091121353
828 => 0.012225593726466
829 => 0.011740924710664
830 => 0.011515309975469
831 => 0.011440853354944
901 => 0.011443559711687
902 => 0.011368906311011
903 => 0.011390895083241
904 => 0.011361259513386
905 => 0.011305136913694
906 => 0.011418193098819
907 => 0.011431221770963
908 => 0.011404833106434
909 => 0.011411048592214
910 => 0.01119256172066
911 => 0.011209172802976
912 => 0.011116680185807
913 => 0.011099338935104
914 => 0.010865525653155
915 => 0.010451291532407
916 => 0.010680817445981
917 => 0.010403582418612
918 => 0.010298589312951
919 => 0.010795610345371
920 => 0.010745723218934
921 => 0.010660338143886
922 => 0.01053403582208
923 => 0.010487189062332
924 => 0.010202562979987
925 => 0.010185745752621
926 => 0.010326814124582
927 => 0.010261715924789
928 => 0.010170293397662
929 => 0.0098391702717633
930 => 0.0094668782471534
1001 => 0.0094781154032322
1002 => 0.0095965345695212
1003 => 0.0099408542665068
1004 => 0.0098063226041033
1005 => 0.0097087183394566
1006 => 0.0096904399946617
1007 => 0.0099192317480768
1008 => 0.010243020012513
1009 => 0.010394934221833
1010 => 0.0102443918541
1011 => 0.010071456887826
1012 => 0.01008198263792
1013 => 0.010152005737673
1014 => 0.010159364175384
1015 => 0.010046801290341
1016 => 0.01007848708314
1017 => 0.010030353466469
1018 => 0.009734957549808
1019 => 0.0097296147743862
1020 => 0.0096571198525349
1021 => 0.0096549247351126
1022 => 0.0095315927883377
1023 => 0.0095143377964305
1024 => 0.009269454730395
1025 => 0.0094306375060338
1026 => 0.0093225245626108
1027 => 0.0091595728556072
1028 => 0.0091314799198996
1029 => 0.009130635412329
1030 => 0.0092979503800867
1031 => 0.00942868233322
1101 => 0.0093244052335488
1102 => 0.0093006633592804
1103 => 0.0095541644626594
1104 => 0.0095219041365406
1105 => 0.0094939669021785
1106 => 0.010214028324774
1107 => 0.0096440435216961
1108 => 0.0093954976139591
1109 => 0.0090878748555468
1110 => 0.0091880383768544
1111 => 0.0092091443025022
1112 => 0.0084693670216905
1113 => 0.0081692394709986
1114 => 0.0080662470056693
1115 => 0.0080069733857726
1116 => 0.0080339851186708
1117 => 0.0077638351215975
1118 => 0.0079453803874993
1119 => 0.0077114533252446
1120 => 0.0076722346919931
1121 => 0.0080905252573067
1122 => 0.008148727945852
1123 => 0.0079004171943596
1124 => 0.0080598728946768
1125 => 0.0080020520411418
1126 => 0.0077154633333156
1127 => 0.0077045177526805
1128 => 0.0075607176131735
1129 => 0.0073356982400389
1130 => 0.0072328583484406
1201 => 0.0071792984399993
1202 => 0.007201398302084
1203 => 0.007190223935547
1204 => 0.0071173036352606
1205 => 0.007194403641802
1206 => 0.006997444985011
1207 => 0.0069190144608731
1208 => 0.0068835892126944
1209 => 0.0067087770682751
1210 => 0.0069869809293596
1211 => 0.0070417905947132
1212 => 0.007096708252039
1213 => 0.0075747289651836
1214 => 0.0075508484012274
1215 => 0.0077667170690851
1216 => 0.0077583288096091
1217 => 0.0076967595686956
1218 => 0.0074370090689298
1219 => 0.0075405409885289
1220 => 0.0072218858324353
1221 => 0.0074606439418251
1222 => 0.0073516847114766
1223 => 0.0074238047164411
1224 => 0.0072941264447162
1225 => 0.0073658957545734
1226 => 0.007054787999673
1227 => 0.0067642799555513
1228 => 0.0068811888729644
1229 => 0.0070082822363488
1230 => 0.0072838530309529
1231 => 0.0071197253390964
]
'min_raw' => 0.0067087770682751
'max_raw' => 0.020025862934708
'avg_raw' => 0.013367320001492
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.0067087'
'max' => '$0.020025'
'avg' => '$0.013367'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.012708822931725
'max_diff' => 0.00060826293470828
'year' => 2026
]
1 => [
'items' => [
101 => 0.0071787518634431
102 => 0.0069810228878024
103 => 0.0065730515325659
104 => 0.0065753606061309
105 => 0.0065126031012669
106 => 0.0064583714543186
107 => 0.0071385773788646
108 => 0.0070539830196829
109 => 0.0069191929797629
110 => 0.0070996148045391
111 => 0.0071473211986893
112 => 0.0071486793326635
113 => 0.0072803104386589
114 => 0.0073505619835248
115 => 0.007362944122795
116 => 0.0075700685121571
117 => 0.0076394938754344
118 => 0.0079254471213289
119 => 0.0073446016307632
120 => 0.0073326395001209
121 => 0.0071021537096127
122 => 0.0069559759774362
123 => 0.0071121626239953
124 => 0.0072505226712433
125 => 0.0071064529419578
126 => 0.0071252654071245
127 => 0.0069318635664881
128 => 0.0070009956241132
129 => 0.0070605414652338
130 => 0.0070276637517098
131 => 0.006978444223265
201 => 0.0072391787252062
202 => 0.0072244670627799
203 => 0.0074672690252479
204 => 0.0076565505179265
205 => 0.0079957767909208
206 => 0.0076417764907857
207 => 0.0076288753128251
208 => 0.0077549863968047
209 => 0.0076394745684846
210 => 0.0077124740566501
211 => 0.0079840154448096
212 => 0.0079897526864521
213 => 0.007893646496922
214 => 0.0078877984265549
215 => 0.0079062566715407
216 => 0.0080143671889552
217 => 0.0079765900522699
218 => 0.0080203067112422
219 => 0.0080749750627002
220 => 0.0083011065432314
221 => 0.008355626077623
222 => 0.0082231718741892
223 => 0.0082351310057324
224 => 0.008185589497699
225 => 0.0081377330216919
226 => 0.0082453073908787
227 => 0.008441901664947
228 => 0.0084406786621713
301 => 0.0084862847125085
302 => 0.0085146969040477
303 => 0.0083927309789662
304 => 0.0083133356465495
305 => 0.0083437808690543
306 => 0.0083924634428502
307 => 0.0083279937664996
308 => 0.0079300570588047
309 => 0.008050765635624
310 => 0.0080306738260934
311 => 0.0080020606460744
312 => 0.008123434053478
313 => 0.0081117272922415
314 => 0.0077610643429091
315 => 0.0077835126472022
316 => 0.0077624294986443
317 => 0.0078305534648413
318 => 0.0076357956507461
319 => 0.0076957018426479
320 => 0.007733274444623
321 => 0.0077554049958327
322 => 0.0078353557218631
323 => 0.0078259744269513
324 => 0.0078347725673995
325 => 0.0079533183878934
326 => 0.0085528824679388
327 => 0.0085855154179521
328 => 0.0084248188371459
329 => 0.0084890139515781
330 => 0.0083657733697966
331 => 0.0084485055979866
401 => 0.0085051088873435
402 => 0.0082493295069263
403 => 0.0082341839120125
404 => 0.0081104346725109
405 => 0.0081769305043038
406 => 0.0080711308547017
407 => 0.0080970903879994
408 => 0.0080245052697875
409 => 0.0081551440310161
410 => 0.0083012184652807
411 => 0.0083381226360302
412 => 0.0082410436510328
413 => 0.0081707520680778
414 => 0.0080473432038958
415 => 0.0082525748953764
416 => 0.0083125908962878
417 => 0.0082522596568732
418 => 0.0082382795904372
419 => 0.0082117873898025
420 => 0.0082439000360386
421 => 0.0083122640362578
422 => 0.0082800248362393
423 => 0.0083013193958331
424 => 0.008220166493516
425 => 0.0083927713547623
426 => 0.0086669094140436
427 => 0.0086677908127303
428 => 0.0086355514389305
429 => 0.0086223597817786
430 => 0.008655439335746
501 => 0.0086733836367789
502 => 0.0087803568485567
503 => 0.008895143366795
504 => 0.0094308019621316
505 => 0.0092803911720335
506 => 0.0097556593442886
507 => 0.010131534762694
508 => 0.010244243365634
509 => 0.010140556754279
510 => 0.0097858504578739
511 => 0.0097684468747565
512 => 0.010298527834721
513 => 0.010148755684285
514 => 0.010130940763562
515 => 0.0099414201058489
516 => 0.010053450287147
517 => 0.010028947643114
518 => 0.0099902690207964
519 => 0.010204014802623
520 => 0.010604127824986
521 => 0.010541766458215
522 => 0.01049521659078
523 => 0.010291248622146
524 => 0.010414082897159
525 => 0.010370343964562
526 => 0.01055827417641
527 => 0.010446948482075
528 => 0.01014762101294
529 => 0.010195289898996
530 => 0.010188084842765
531 => 0.010336364389441
601 => 0.010291854550054
602 => 0.010179393582268
603 => 0.010602760282173
604 => 0.010575269203571
605 => 0.010614245267694
606 => 0.010631403736495
607 => 0.01088909958617
608 => 0.010994669330434
609 => 0.011018635510641
610 => 0.011118918602635
611 => 0.011016140375956
612 => 0.011427326562304
613 => 0.011700741382846
614 => 0.012018326766704
615 => 0.012482404371424
616 => 0.012656901843757
617 => 0.012625380437246
618 => 0.012977238780701
619 => 0.013609520402517
620 => 0.012753182630639
621 => 0.013654908383777
622 => 0.013369432421258
623 => 0.012692574049618
624 => 0.012648992350121
625 => 0.013107368697882
626 => 0.014124003320129
627 => 0.01386934787783
628 => 0.014124419845204
629 => 0.013826864846317
630 => 0.013812088732632
701 => 0.014109968263064
702 => 0.014805980022485
703 => 0.014475330925194
704 => 0.014001264365744
705 => 0.014351307735949
706 => 0.014048067773693
707 => 0.013364783267207
708 => 0.013869153147613
709 => 0.013531895372213
710 => 0.013630325120684
711 => 0.014339190801267
712 => 0.014253898207153
713 => 0.014364274721818
714 => 0.014169463062491
715 => 0.013987478253701
716 => 0.013647790093724
717 => 0.013547225175979
718 => 0.013575017701297
719 => 0.013547211403384
720 => 0.013357158999773
721 => 0.013316117201308
722 => 0.013247712405784
723 => 0.013268913912241
724 => 0.013140292884127
725 => 0.013383027338638
726 => 0.013428080992364
727 => 0.013604722885983
728 => 0.013623062433366
729 => 0.014115007592756
730 => 0.013844052465767
731 => 0.014025832558091
801 => 0.014009572435653
802 => 0.012707243622946
803 => 0.012886693042793
804 => 0.013165860025744
805 => 0.013040095678326
806 => 0.012862294315403
807 => 0.012718710181736
808 => 0.012501165537
809 => 0.012807355446891
810 => 0.013209962618732
811 => 0.013633273215647
812 => 0.014141853161431
813 => 0.014028344038055
814 => 0.013623765667321
815 => 0.013641914757488
816 => 0.013754105291493
817 => 0.013608808356371
818 => 0.013565957453671
819 => 0.013748218235482
820 => 0.013749473365318
821 => 0.013582291681739
822 => 0.013396499834367
823 => 0.013395721359743
824 => 0.013362661495039
825 => 0.013832746122805
826 => 0.01409124513716
827 => 0.014120881632564
828 => 0.014089250364888
829 => 0.014101423984416
830 => 0.0139510091036
831 => 0.014294812916998
901 => 0.014610321294845
902 => 0.014525758309729
903 => 0.014398986373703
904 => 0.014298006420494
905 => 0.014501970641942
906 => 0.014492888436231
907 => 0.014607565604408
908 => 0.014602363185652
909 => 0.014563801567221
910 => 0.014525759686886
911 => 0.014676591442354
912 => 0.014633154319063
913 => 0.014589649725922
914 => 0.014502394604157
915 => 0.014514254024359
916 => 0.014387503977295
917 => 0.014328863605836
918 => 0.013447053117012
919 => 0.01321140454041
920 => 0.013285544379678
921 => 0.013309953139805
922 => 0.013207398577276
923 => 0.013354435475837
924 => 0.013331519930947
925 => 0.013420670910969
926 => 0.013364973249137
927 => 0.013367259100607
928 => 0.013531054048062
929 => 0.013578604418142
930 => 0.013554419916141
1001 => 0.013571357912346
1002 => 0.013961686885818
1003 => 0.013906194587809
1004 => 0.013876715410493
1005 => 0.013884881344074
1006 => 0.013984618765544
1007 => 0.014012539798094
1008 => 0.013894236421203
1009 => 0.013950028977648
1010 => 0.014187586601864
1011 => 0.014270718325742
1012 => 0.014536034882871
1013 => 0.014423323693777
1014 => 0.014630209959385
1015 => 0.015266107807139
1016 => 0.015774107008709
1017 => 0.015306929948991
1018 => 0.016239805789366
1019 => 0.016966183444189
1020 => 0.016938303859952
1021 => 0.016811643114415
1022 => 0.015984681466148
1023 => 0.015223699028109
1024 => 0.01586029315055
1025 => 0.015861915959885
1026 => 0.015807231960199
1027 => 0.015467594334649
1028 => 0.015795413307038
1029 => 0.015821434386602
1030 => 0.015806869501609
1031 => 0.015546470130422
1101 => 0.015148888420468
1102 => 0.015226574934917
1103 => 0.015353827030346
1104 => 0.01511291226613
1105 => 0.015035925401423
1106 => 0.015179058630264
1107 => 0.015640263716583
1108 => 0.015553075566594
1109 => 0.015550798731642
1110 => 0.015923826610827
1111 => 0.015656819153785
1112 => 0.015227554810651
1113 => 0.015119159902708
1114 => 0.014734431003071
1115 => 0.015000164624408
1116 => 0.015009727904363
1117 => 0.014864188315689
1118 => 0.015239364546157
1119 => 0.015235907231145
1120 => 0.015592081224362
1121 => 0.01627295212655
1122 => 0.016071585097151
1123 => 0.01583741715063
1124 => 0.01586287769919
1125 => 0.016142117074901
1126 => 0.015973282573931
1127 => 0.016033996637636
1128 => 0.016142025176894
1129 => 0.016207201476826
1130 => 0.015853499832636
1201 => 0.01577103505987
1202 => 0.015602341075992
1203 => 0.015558331964421
1204 => 0.015695729694374
1205 => 0.015659530246865
1206 => 0.015008924147714
1207 => 0.014940932190415
1208 => 0.014943017406675
1209 => 0.014772048397204
1210 => 0.014511279620497
1211 => 0.015196564395988
1212 => 0.015141526437962
1213 => 0.0150807687919
1214 => 0.015088211256865
1215 => 0.015385670151449
1216 => 0.015213128970556
1217 => 0.015671857978904
1218 => 0.015577557085444
1219 => 0.015480837729896
1220 => 0.015467468168816
1221 => 0.015430239468638
1222 => 0.015302568403538
1223 => 0.015148397920588
1224 => 0.015046601213726
1225 => 0.013879694259331
1226 => 0.014096265402481
1227 => 0.014345410761595
1228 => 0.014431414741173
1229 => 0.01428429898281
1230 => 0.015308377430359
1231 => 0.015495486430992
]
'min_raw' => 0.0064583714543186
'max_raw' => 0.016966183444189
'avg_raw' => 0.011712277449254
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.006458'
'max' => '$0.016966'
'avg' => '$0.011712'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.00025040561395642
'max_diff' => -0.0030596794905192
'year' => 2027
]
2 => [
'items' => [
101 => 0.014928721063257
102 => 0.014822702403831
103 => 0.015315327996021
104 => 0.015018214542901
105 => 0.015152004712648
106 => 0.014862823544965
107 => 0.01545041735193
108 => 0.01544594087161
109 => 0.015217353609293
110 => 0.015410553998105
111 => 0.015376980676121
112 => 0.01511890621995
113 => 0.01545859877251
114 => 0.015458767255778
115 => 0.015238756985713
116 => 0.014981833156718
117 => 0.014935901244364
118 => 0.014901297718489
119 => 0.015143494366518
120 => 0.015360647123811
121 => 0.0157647145684
122 => 0.015866306724375
123 => 0.016262827672519
124 => 0.016026718754154
125 => 0.016131382779543
126 => 0.016245010384733
127 => 0.016299487637178
128 => 0.01621071987773
129 => 0.016826680124731
130 => 0.016878686042113
131 => 0.016896123176361
201 => 0.016688424846733
202 => 0.016872909575842
203 => 0.016786595280584
204 => 0.017011161098043
205 => 0.017046375885621
206 => 0.017016550213345
207 => 0.01702772794275
208 => 0.016502114534768
209 => 0.016474858706732
210 => 0.016103223557483
211 => 0.01625466762779
212 => 0.015971550197254
213 => 0.016061329650909
214 => 0.016100903578631
215 => 0.01608023240459
216 => 0.016263230048301
217 => 0.016107644667198
218 => 0.015697029265863
219 => 0.015286301992636
220 => 0.015281145646292
221 => 0.01517300840519
222 => 0.015094844986197
223 => 0.015109902033691
224 => 0.015162965032983
225 => 0.015091760868215
226 => 0.015106955886911
227 => 0.015359294441145
228 => 0.015409899138601
229 => 0.015237924604115
301 => 0.014547422032349
302 => 0.014377970969243
303 => 0.014499769033043
304 => 0.014441557403347
305 => 0.011655463941843
306 => 0.012310015273915
307 => 0.011921103098861
308 => 0.012100331722115
309 => 0.011703353099704
310 => 0.011892812105751
311 => 0.011857825945269
312 => 0.012910325117658
313 => 0.012893891790747
314 => 0.012901757554707
315 => 0.012526304146745
316 => 0.0131244116203
317 => 0.013419060869022
318 => 0.01336452913492
319 => 0.013378253597553
320 => 0.013142421858189
321 => 0.012904040921447
322 => 0.012639639776037
323 => 0.013130864423239
324 => 0.013076248627955
325 => 0.013201517612194
326 => 0.013520111909368
327 => 0.013567026129848
328 => 0.013630079317932
329 => 0.013607479238435
330 => 0.014145904821204
331 => 0.014080697930485
401 => 0.014237827775816
402 => 0.013914599762499
403 => 0.013548836584346
404 => 0.013618356206814
405 => 0.013611660908128
406 => 0.013526422071361
407 => 0.013449472260812
408 => 0.013321372506724
409 => 0.013726699083855
410 => 0.013710243565037
411 => 0.013976639287257
412 => 0.013929551255724
413 => 0.013615085856756
414 => 0.01362631705
415 => 0.013701852222092
416 => 0.013963280315151
417 => 0.014040889972553
418 => 0.014004938087034
419 => 0.014090033533359
420 => 0.014157289504514
421 => 0.014098479847845
422 => 0.014931100567687
423 => 0.014585338394695
424 => 0.014753860472013
425 => 0.014794051994464
426 => 0.014691102254843
427 => 0.014713428367013
428 => 0.014747246343449
429 => 0.014952582474131
430 => 0.015491443895527
501 => 0.01573010195091
502 => 0.016448116485711
503 => 0.015710284721691
504 => 0.015666504838266
505 => 0.015795840937945
506 => 0.01621739147943
507 => 0.016559018599075
508 => 0.016672356023602
509 => 0.01668733543525
510 => 0.016899963978194
511 => 0.017021838693721
512 => 0.016874145280394
513 => 0.016748990576745
514 => 0.016300701963047
515 => 0.016352592590732
516 => 0.016710067558022
517 => 0.017215022004489
518 => 0.017648325451113
519 => 0.017496597686255
520 => 0.018654173429015
521 => 0.018768942335636
522 => 0.018753084983664
523 => 0.019014545632852
524 => 0.01849559948975
525 => 0.018273739959466
526 => 0.01677605044424
527 => 0.017196840108057
528 => 0.017808482596525
529 => 0.017727529419635
530 => 0.017283338295259
531 => 0.017647988492314
601 => 0.017527423733502
602 => 0.01743232930599
603 => 0.017867975313383
604 => 0.017388964632903
605 => 0.017803704098564
606 => 0.017271796443923
607 => 0.017497290765904
608 => 0.017369289282815
609 => 0.017452121929645
610 => 0.016967883968821
611 => 0.01722916701827
612 => 0.016957013734945
613 => 0.016956884698853
614 => 0.01695087690004
615 => 0.017271064030959
616 => 0.017281505321803
617 => 0.017044886548278
618 => 0.017010786086333
619 => 0.017136873366919
620 => 0.016989258183664
621 => 0.01705832639883
622 => 0.016991350189541
623 => 0.016976272434095
624 => 0.016856130313433
625 => 0.016804369784476
626 => 0.016824666421584
627 => 0.016755383535499
628 => 0.016713638090561
629 => 0.016942572680324
630 => 0.016820262164208
701 => 0.01692382683955
702 => 0.016805801821094
703 => 0.016396675686075
704 => 0.016161382919396
705 => 0.015388581576358
706 => 0.015607747078586
707 => 0.015753054033307
708 => 0.015705030085638
709 => 0.015808204108031
710 => 0.015814538155061
711 => 0.015780995228646
712 => 0.015742156816974
713 => 0.01572325242607
714 => 0.015864150267788
715 => 0.015945946207308
716 => 0.015767637530169
717 => 0.015725862301919
718 => 0.015906142219198
719 => 0.016016112864594
720 => 0.01682807432303
721 => 0.016767921595588
722 => 0.016918893137091
723 => 0.016901896058365
724 => 0.017060138285512
725 => 0.017318797448743
726 => 0.016792871047655
727 => 0.016884153685717
728 => 0.016861773290889
729 => 0.017106116573176
730 => 0.017106879386232
731 => 0.016960383382649
801 => 0.017039801242818
802 => 0.016995472371986
803 => 0.017075580632985
804 => 0.01676711821924
805 => 0.017142792142721
806 => 0.017355775049442
807 => 0.017358732317308
808 => 0.017459684524757
809 => 0.017562257814283
810 => 0.017759138311276
811 => 0.017556766924078
812 => 0.017192720498967
813 => 0.017219003474998
814 => 0.017005563189155
815 => 0.017009151158921
816 => 0.016989998295115
817 => 0.017047477481157
818 => 0.016779731668241
819 => 0.01684257107537
820 => 0.016754595537403
821 => 0.016883962444079
822 => 0.016744785037611
823 => 0.016861762498385
824 => 0.01691224609259
825 => 0.017098531642043
826 => 0.016717270510493
827 => 0.015939853254153
828 => 0.016103275786709
829 => 0.015861561024496
830 => 0.015883932646012
831 => 0.015929126881891
901 => 0.015782637576773
902 => 0.015810583119781
903 => 0.015809584708335
904 => 0.015800980937879
905 => 0.015762873411933
906 => 0.015707609959966
907 => 0.015927762543408
908 => 0.015965170757289
909 => 0.01604832458285
910 => 0.016295733963942
911 => 0.016271011932456
912 => 0.016311334591517
913 => 0.016223310453189
914 => 0.01588801583333
915 => 0.015906223944339
916 => 0.015679168508287
917 => 0.01604251826486
918 => 0.015956472246521
919 => 0.015900997818736
920 => 0.015885861107147
921 => 0.01613388376824
922 => 0.016208096035718
923 => 0.016161851930826
924 => 0.016067003922536
925 => 0.016249140137749
926 => 0.01629787210523
927 => 0.016308781395583
928 => 0.016631491847785
929 => 0.016326817324995
930 => 0.016400155510835
1001 => 0.016972319101449
1002 => 0.01645344567794
1003 => 0.016728304502631
1004 => 0.016714851593459
1005 => 0.016855460067455
1006 => 0.016703317594537
1007 => 0.01670520358283
1008 => 0.016830054382096
1009 => 0.016654723951488
1010 => 0.016611309671192
1011 => 0.016551333153902
1012 => 0.016682289685207
1013 => 0.016760792203071
1014 => 0.017393464843302
1015 => 0.01780220022227
1016 => 0.017784455941506
1017 => 0.017946605451786
1018 => 0.017873555612286
1019 => 0.017637658410965
1020 => 0.01804030616902
1021 => 0.017912891570874
1022 => 0.017923395475536
1023 => 0.01792300451968
1024 => 0.01800772408867
1025 => 0.017947692509606
1026 => 0.017829364105156
1027 => 0.017907916022185
1028 => 0.018141187132938
1029 => 0.018865267818347
1030 => 0.019270472962694
1031 => 0.018840873959866
1101 => 0.019137205599457
1102 => 0.018959512209462
1103 => 0.01892722003458
1104 => 0.019113338202979
1105 => 0.019299782146594
1106 => 0.019287906473405
1107 => 0.019152557744343
1108 => 0.019076102681642
1109 => 0.019655046030734
1110 => 0.020081601628302
1111 => 0.020052513396213
1112 => 0.020180899392655
1113 => 0.020557844649037
1114 => 0.020592307799249
1115 => 0.020587966234448
1116 => 0.020502545720791
1117 => 0.020873697278226
1118 => 0.021183318437228
1119 => 0.020482773339915
1120 => 0.020749531742163
1121 => 0.020869288183351
1122 => 0.02104512616915
1123 => 0.021341794325062
1124 => 0.021664054629724
1125 => 0.021709625770208
1126 => 0.021677290865255
1127 => 0.021464751531508
1128 => 0.021817372602234
1129 => 0.022023929755484
1130 => 0.022146929813268
1201 => 0.02245883749455
1202 => 0.020870027758362
1203 => 0.019745389258121
1204 => 0.019569760716331
1205 => 0.019926908262312
1206 => 0.020021085221988
1207 => 0.01998312260763
1208 => 0.01871723972795
1209 => 0.01956309610495
1210 => 0.020473166444979
1211 => 0.020508125953117
1212 => 0.020963726194009
1213 => 0.021112088308128
1214 => 0.021478906218934
1215 => 0.02145596165874
1216 => 0.021545275982673
1217 => 0.021524744166309
1218 => 0.022204197103454
1219 => 0.022953734592862
1220 => 0.022927780492987
1221 => 0.02282002561076
1222 => 0.022980059985805
1223 => 0.023753663000193
1224 => 0.023682442031364
1225 => 0.023751627135994
1226 => 0.024663748688313
1227 => 0.025849636454105
1228 => 0.02529867252571
1229 => 0.026494105714729
1230 => 0.027246567540025
1231 => 0.028547872460871
]
'min_raw' => 0.011655463941843
'max_raw' => 0.028547872460871
'avg_raw' => 0.020101668201357
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.011655'
'max' => '$0.028547'
'avg' => '$0.0201016'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.0051970924875247
'max_diff' => 0.011581689016682
'year' => 2028
]
3 => [
'items' => [
101 => 0.02838494267572
102 => 0.028891531131988
103 => 0.028093264355826
104 => 0.026260282481423
105 => 0.025970206083426
106 => 0.02655094637812
107 => 0.027978639724817
108 => 0.026505983233904
109 => 0.026803899724023
110 => 0.026718099754827
111 => 0.026713527839095
112 => 0.026888019267263
113 => 0.026634910349844
114 => 0.025603699086853
115 => 0.026076297131716
116 => 0.025893804330572
117 => 0.02609629369918
118 => 0.027189045308592
119 => 0.026705913774127
120 => 0.026196973948986
121 => 0.026835297432501
122 => 0.027648102578762
123 => 0.02759723869346
124 => 0.02749854149652
125 => 0.028054892428054
126 => 0.028973821171421
127 => 0.029222203918198
128 => 0.029405554983907
129 => 0.029430835998127
130 => 0.029691246156652
131 => 0.028290955102452
201 => 0.030513252967493
202 => 0.030896982419046
203 => 0.03082485718611
204 => 0.031251356321707
205 => 0.031125869456776
206 => 0.030944058677776
207 => 0.031620150526665
208 => 0.030845065779712
209 => 0.029744930561869
210 => 0.029141374623153
211 => 0.029936185770723
212 => 0.030421549203458
213 => 0.030742343557583
214 => 0.030839415735312
215 => 0.028399655710872
216 => 0.027084760372993
217 => 0.027927593209268
218 => 0.028955907438738
219 => 0.028285242764986
220 => 0.028311531550461
221 => 0.027355339973267
222 => 0.029040509176188
223 => 0.028794994197826
224 => 0.030068726339875
225 => 0.029764739941836
226 => 0.03080341905768
227 => 0.03052990003655
228 => 0.031665262201016
301 => 0.032118188907125
302 => 0.032878723339095
303 => 0.033438175563184
304 => 0.033766696609785
305 => 0.033746973438399
306 => 0.035048737493567
307 => 0.034281132710406
308 => 0.033316840192199
309 => 0.033299399182849
310 => 0.033798819942159
311 => 0.034845468844278
312 => 0.035116849676476
313 => 0.03526851453922
314 => 0.035036234522435
315 => 0.034203054545045
316 => 0.033843291655126
317 => 0.034149820060671
318 => 0.033774962160975
319 => 0.0344220720624
320 => 0.035310692172273
321 => 0.035127195633569
322 => 0.035740597051118
323 => 0.03637540298657
324 => 0.037283203985185
325 => 0.037520536781997
326 => 0.037912838870168
327 => 0.03831664658342
328 => 0.038446338737993
329 => 0.038693961302186
330 => 0.038692656209042
331 => 0.039438883473158
401 => 0.040261995254212
402 => 0.040572700896478
403 => 0.04128715138846
404 => 0.040063679958272
405 => 0.040991697092297
406 => 0.041828791776963
407 => 0.040830772984541
408 => 0.042206309381339
409 => 0.042259718342594
410 => 0.043066130247508
411 => 0.04224867729205
412 => 0.041763276336502
413 => 0.043164610707434
414 => 0.043842672267909
415 => 0.043638434607646
416 => 0.042084175928587
417 => 0.041179530712084
418 => 0.038811899687465
419 => 0.041616460910175
420 => 0.042982480871584
421 => 0.042080638266893
422 => 0.042535475219648
423 => 0.0450169181525
424 => 0.045961690959798
425 => 0.045765184820341
426 => 0.045798391123143
427 => 0.046308173381122
428 => 0.048568828655217
429 => 0.0472141916134
430 => 0.048249760874588
501 => 0.048799023076699
502 => 0.049309208420735
503 => 0.048056354461516
504 => 0.046426409868653
505 => 0.045910137995674
506 => 0.041990967793231
507 => 0.041786957964101
508 => 0.041672441064879
509 => 0.040950428214024
510 => 0.040383123889217
511 => 0.039931982427471
512 => 0.038748052509604
513 => 0.039147594102257
514 => 0.037260656918556
515 => 0.03846785245974
516 => 0.035456255152861
517 => 0.037964402880127
518 => 0.03659933210366
519 => 0.037515940416597
520 => 0.037512742456543
521 => 0.035824975941496
522 => 0.034851507438405
523 => 0.035471839456535
524 => 0.036136884621988
525 => 0.036244785962602
526 => 0.037107034379066
527 => 0.037347669378133
528 => 0.036618534096785
529 => 0.035393846492591
530 => 0.035678313490895
531 => 0.034845742723764
601 => 0.033386694478738
602 => 0.034434608400854
603 => 0.034792412287387
604 => 0.034950438867318
605 => 0.033515632491158
606 => 0.033064785176607
607 => 0.032824757849316
608 => 0.035208631006956
609 => 0.035339224959821
610 => 0.034671087832839
611 => 0.037691131002156
612 => 0.03700760222082
613 => 0.037771271338189
614 => 0.035652501092441
615 => 0.035733440969131
616 => 0.034730381179994
617 => 0.035292027637432
618 => 0.034895074024025
619 => 0.035246652153969
620 => 0.035457386635446
621 => 0.036460281832342
622 => 0.037975854332303
623 => 0.036310482733533
624 => 0.035584856479389
625 => 0.036035030926383
626 => 0.037233904802024
627 => 0.039050260092844
628 => 0.037974941203122
629 => 0.038452149466281
630 => 0.038556398242264
701 => 0.037763497903452
702 => 0.039079495459317
703 => 0.039784749240651
704 => 0.040508193688592
705 => 0.041136340232286
706 => 0.0402192340672
707 => 0.041200669125847
708 => 0.040409805715187
709 => 0.039700319477869
710 => 0.039701395475627
711 => 0.039256324395018
712 => 0.038393943093771
713 => 0.038234906750518
714 => 0.039062233892195
715 => 0.039725671911648
716 => 0.039780315844584
717 => 0.04014762922083
718 => 0.040365001493263
719 => 0.042495545266386
720 => 0.043352467596718
721 => 0.044400296001539
722 => 0.044808484217589
723 => 0.046036984404328
724 => 0.04504487072963
725 => 0.044830220695421
726 => 0.041850281081743
727 => 0.042338246026544
728 => 0.043119524984783
729 => 0.041863164084002
730 => 0.042660035901131
731 => 0.042817355277885
801 => 0.041820473421345
802 => 0.042352951093646
803 => 0.040938848264643
804 => 0.038006677909678
805 => 0.039082759803128
806 => 0.039875118281956
807 => 0.038744325035572
808 => 0.040771228161972
809 => 0.039587153199303
810 => 0.039211858281758
811 => 0.037747699006119
812 => 0.038438725823562
813 => 0.039373349488705
814 => 0.03879586072531
815 => 0.039994236619728
816 => 0.041691456481401
817 => 0.04290099642602
818 => 0.04299384988405
819 => 0.042216196732543
820 => 0.04346239087075
821 => 0.043471468034545
822 => 0.042065755955796
823 => 0.0412047651346
824 => 0.041009146208484
825 => 0.041497840639271
826 => 0.042091205896216
827 => 0.043026777526199
828 => 0.043592123868014
829 => 0.045066247290937
830 => 0.04546510282275
831 => 0.04590332412677
901 => 0.046488922931386
902 => 0.04719208444078
903 => 0.045653607089234
904 => 0.045714733662491
905 => 0.0442821248544
906 => 0.042751176886069
907 => 0.043912975558674
908 => 0.045431872775504
909 => 0.045083436075731
910 => 0.04504422982909
911 => 0.045110163861033
912 => 0.044847453968283
913 => 0.043659226859857
914 => 0.043062506644701
915 => 0.043832427961815
916 => 0.044241606876606
917 => 0.044876207689295
918 => 0.044797979744333
919 => 0.046432643286669
920 => 0.047067824109561
921 => 0.046905317674145
922 => 0.046935222769197
923 => 0.048085187308852
924 => 0.049364184385195
925 => 0.050562133925718
926 => 0.051780739651468
927 => 0.050311662886085
928 => 0.049565756304682
929 => 0.050335341498235
930 => 0.04992698876184
1001 => 0.052273504710454
1002 => 0.052435972383573
1003 => 0.054782318652376
1004 => 0.057009280659186
1005 => 0.055610565722877
1006 => 0.056929490908312
1007 => 0.058356016029909
1008 => 0.061108014434827
1009 => 0.060181238188522
1010 => 0.059471342108287
1011 => 0.058800493742658
1012 => 0.060196422697353
1013 => 0.061992262997058
1014 => 0.06237906979727
1015 => 0.063005844585184
1016 => 0.062346867534067
1017 => 0.063140532808196
1018 => 0.065942519980063
1019 => 0.0651853983124
1020 => 0.064110163830936
1021 => 0.066322063597417
1022 => 0.067122541524363
1023 => 0.07274071482922
1024 => 0.079833890701766
1025 => 0.076897269314228
1026 => 0.075074413654803
1027 => 0.075502827973482
1028 => 0.07809301568298
1029 => 0.078924901766822
1030 => 0.07666354862261
1031 => 0.077462296782756
1101 => 0.081863477676347
1102 => 0.08422457001897
1103 => 0.08101788948068
1104 => 0.072170785054333
1105 => 0.064013350730275
1106 => 0.066177069647071
1107 => 0.065931771069921
1108 => 0.070660290881587
1109 => 0.065167341211023
1110 => 0.06525982839602
1111 => 0.070086128989802
1112 => 0.06879855473512
1113 => 0.066712849342587
1114 => 0.064028578687821
1115 => 0.059066456117502
1116 => 0.054671365777946
1117 => 0.063291150062671
1118 => 0.062919449290253
1119 => 0.062381171488824
1120 => 0.063579050488163
1121 => 0.06939561088507
1122 => 0.069261520341553
1123 => 0.068408504717292
1124 => 0.069055509550159
1125 => 0.066599426267163
1126 => 0.067232414853168
1127 => 0.064012058551001
1128 => 0.065467794093539
1129 => 0.066708374355552
1130 => 0.066957439210256
1201 => 0.06751859504547
1202 => 0.062723579873402
1203 => 0.064876400911412
1204 => 0.06614098157919
1205 => 0.060427560116329
1206 => 0.06602804560692
1207 => 0.062640109327203
1208 => 0.061490192868771
1209 => 0.063038403890076
1210 => 0.062435064549389
1211 => 0.061916348813541
1212 => 0.06162689652027
1213 => 0.062763731824501
1214 => 0.062710697098747
1215 => 0.060850613890801
1216 => 0.058424211172727
1217 => 0.059238591568867
1218 => 0.058942719536092
1219 => 0.057870441121065
1220 => 0.058593027305404
1221 => 0.055411123442076
1222 => 0.049936823226192
1223 => 0.053553313631156
1224 => 0.053414082684549
1225 => 0.053343876127649
1226 => 0.056061568714526
1227 => 0.055800325280134
1228 => 0.055326165888608
1229 => 0.057861732812
1230 => 0.056936216776774
1231 => 0.059788439118336
]
'min_raw' => 0.025603699086853
'max_raw' => 0.08422457001897
'avg_raw' => 0.054914134552912
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.0256036'
'max' => '$0.084224'
'avg' => '$0.054914'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.01394823514501
'max_diff' => 0.055676697558099
'year' => 2029
]
4 => [
'items' => [
101 => 0.061667097222664
102 => 0.061190608759183
103 => 0.062957495786646
104 => 0.059257353248376
105 => 0.060486392175638
106 => 0.060739695395172
107 => 0.057830444309751
108 => 0.055843067936852
109 => 0.055710532590529
110 => 0.052264695837258
111 => 0.054105434017033
112 => 0.055725207440314
113 => 0.054949461670058
114 => 0.05470388373394
115 => 0.055958488150208
116 => 0.056055981658312
117 => 0.053833119341638
118 => 0.054295322806169
119 => 0.056222788088197
120 => 0.054246755626429
121 => 0.050407647336283
122 => 0.049455495400501
123 => 0.049328460780626
124 => 0.046746149214666
125 => 0.049519122745742
126 => 0.048308645488357
127 => 0.052132528640692
128 => 0.049948347091975
129 => 0.049854191390878
130 => 0.049711861239032
131 => 0.047489159000262
201 => 0.047975789530456
202 => 0.049593423528744
203 => 0.050170613563285
204 => 0.050110407913904
205 => 0.049585496239656
206 => 0.049825798116144
207 => 0.049051702045252
208 => 0.048778352611203
209 => 0.047915586606661
210 => 0.046647558925176
211 => 0.046823885951553
212 => 0.04431159131704
213 => 0.042942759862589
214 => 0.042563885356906
215 => 0.042057238533651
216 => 0.042621112463728
217 => 0.044304474301993
218 => 0.042273982779909
219 => 0.038792847487716
220 => 0.039002069650343
221 => 0.039472129731147
222 => 0.038596175880326
223 => 0.037767159073759
224 => 0.03848792192681
225 => 0.037012919012512
226 => 0.03965037678643
227 => 0.039579040945036
228 => 0.040562122103858
301 => 0.041176862927326
302 => 0.039760084353938
303 => 0.039403768374107
304 => 0.039606742149877
305 => 0.036252037766074
306 => 0.040287971185237
307 => 0.040322874105042
308 => 0.040024014115497
309 => 0.042173024065737
310 => 0.046708105353754
311 => 0.04500182534998
312 => 0.044341102159932
313 => 0.043085066892666
314 => 0.044758659310304
315 => 0.044630153524738
316 => 0.044049001628037
317 => 0.043697519147609
318 => 0.04434513639484
319 => 0.043617272203814
320 => 0.043486527794735
321 => 0.042694358927039
322 => 0.042411590682658
323 => 0.042202240331847
324 => 0.041971766165944
325 => 0.042480134745341
326 => 0.041328104662971
327 => 0.039938869318533
328 => 0.039823369431378
329 => 0.040142274774667
330 => 0.040001182899972
331 => 0.039822693937764
401 => 0.039481909900331
402 => 0.039380806556124
403 => 0.039709343376428
404 => 0.039338444461191
405 => 0.039885726014533
406 => 0.039736895714493
407 => 0.038905541756831
408 => 0.037869366918926
409 => 0.037860142789419
410 => 0.03763690062026
411 => 0.037352568153151
412 => 0.037273473365446
413 => 0.038427221289697
414 => 0.040815444964126
415 => 0.040346579511486
416 => 0.040685382852282
417 => 0.042351959963009
418 => 0.042881714710787
419 => 0.042505707338743
420 => 0.041991005256765
421 => 0.042013649536215
422 => 0.04377254236125
423 => 0.043882242349246
424 => 0.044159418828353
425 => 0.04451566893407
426 => 0.042566378272215
427 => 0.041921838121338
428 => 0.041616419240126
429 => 0.040675847297975
430 => 0.041690173499041
501 => 0.041099169059459
502 => 0.041178915749945
503 => 0.041126980613149
504 => 0.041155340709678
505 => 0.039649639563231
506 => 0.040198237923674
507 => 0.039286086747036
508 => 0.038064818715292
509 => 0.038060724596618
510 => 0.038359628217218
511 => 0.038181828647585
512 => 0.037703374577349
513 => 0.037771336719786
514 => 0.037175916838906
515 => 0.03784363147375
516 => 0.03786277914028
517 => 0.037605672635203
518 => 0.038634379157044
519 => 0.039055841058386
520 => 0.03888660804899
521 => 0.039043967219306
522 => 0.040366062987844
523 => 0.040581622285198
524 => 0.040677359486035
525 => 0.040549084319662
526 => 0.03906813270295
527 => 0.039133819204644
528 => 0.038651855238894
529 => 0.038244646475947
530 => 0.038260932690936
531 => 0.038470290928524
601 => 0.039384570630772
602 => 0.04130861836442
603 => 0.041381634569452
604 => 0.041470132339983
605 => 0.041110167431817
606 => 0.041001598571115
607 => 0.041144828922382
608 => 0.041867400089517
609 => 0.043726049307545
610 => 0.043069078538886
611 => 0.042534951077608
612 => 0.043003524860878
613 => 0.042931391599747
614 => 0.042322514283446
615 => 0.042305425125106
616 => 0.041136794885271
617 => 0.040704778894027
618 => 0.040343753995907
619 => 0.039949524231954
620 => 0.039715811613181
621 => 0.040074900416102
622 => 0.040157028273944
623 => 0.039371874330559
624 => 0.039264860749319
625 => 0.039906034408212
626 => 0.039623877786297
627 => 0.039914082869084
628 => 0.039981412937624
629 => 0.039970571245846
630 => 0.039675967327085
701 => 0.039863739079688
702 => 0.039419602907328
703 => 0.038936671526983
704 => 0.038628591394011
705 => 0.038359750617093
706 => 0.038508919105244
707 => 0.037977160682074
708 => 0.037807040460319
709 => 0.039800126234904
710 => 0.041272440125873
711 => 0.041251032098798
712 => 0.041120716239677
713 => 0.040927093306629
714 => 0.041853235365961
715 => 0.041530585991285
716 => 0.041765340369619
717 => 0.041825095211516
718 => 0.042005955120929
719 => 0.04207059699311
720 => 0.041875204358713
721 => 0.041219442812476
722 => 0.039585347387189
723 => 0.038824671555562
724 => 0.038573635861067
725 => 0.038582760531778
726 => 0.038331061379266
727 => 0.038405198060045
728 => 0.038305279667188
729 => 0.038116058403972
730 => 0.038497235225452
731 => 0.03854116230322
801 => 0.038452191078363
802 => 0.038473147022622
803 => 0.03773650328091
804 => 0.037792508704686
805 => 0.037480663388275
806 => 0.037422196150799
807 => 0.03663387834639
808 => 0.035237259087385
809 => 0.036011121729985
810 => 0.035076404479278
811 => 0.034722412893157
812 => 0.036398154004865
813 => 0.036229956075073
814 => 0.035942074333151
815 => 0.035516237237038
816 => 0.035358290115812
817 => 0.034398653407228
818 => 0.034341952951022
819 => 0.034817574816167
820 => 0.034598091690552
821 => 0.034289854257428
822 => 0.033173449520181
823 => 0.03191824096661
824 => 0.031956127822883
825 => 0.032355386309788
826 => 0.033516284207809
827 => 0.033062701315315
828 => 0.032733621722546
829 => 0.032671995006917
830 => 0.033443382377286
831 => 0.034535057117009
901 => 0.035047246480041
902 => 0.034539682376698
903 => 0.03395662006397
904 => 0.033992108365295
905 => 0.034228196134972
906 => 0.034253005621464
907 => 0.033873491995652
908 => 0.033980322858305
909 => 0.033818037009117
910 => 0.032822089052209
911 => 0.032804075511854
912 => 0.032559653821398
913 => 0.032552252829751
914 => 0.032136430560438
915 => 0.032078254150518
916 => 0.031252613796189
917 => 0.031796052777677
918 => 0.031431542440722
919 => 0.030882139383635
920 => 0.03078742208951
921 => 0.030784574773275
922 => 0.031348688868628
923 => 0.03178946077603
924 => 0.031437883254094
925 => 0.031357835867393
926 => 0.032212532536318
927 => 0.032103764594464
928 => 0.032009572258297
929 => 0.03443730961766
930 => 0.032515566059015
1001 => 0.031677576178159
1002 => 0.030640404570636
1003 => 0.030978112875919
1004 => 0.031049272977809
1005 => 0.028555062225952
1006 => 0.027543161234558
1007 => 0.027195914946996
1008 => 0.026996069799162
1009 => 0.027087141742527
1010 => 0.026176312166124
1011 => 0.026788404705198
1012 => 0.02599970328254
1013 => 0.025867474922375
1014 => 0.027277770767445
1015 => 0.027474005195457
1016 => 0.026636808160298
1017 => 0.027174424186759
1018 => 0.026979477142142
1019 => 0.026013223304721
1020 => 0.025976319515414
1021 => 0.025491487305261
1022 => 0.024732818778387
1023 => 0.024386086903811
1024 => 0.024205505933068
1025 => 0.02428001716105
1026 => 0.024242342004101
1027 => 0.023996486120552
1028 => 0.024256434175557
1029 => 0.023592374312972
1030 => 0.023327940324997
1031 => 0.023208501627451
1101 => 0.022619110277547
1102 => 0.023557094018767
1103 => 0.023741888632195
1104 => 0.023927047348097
1105 => 0.025538727556805
1106 => 0.025458212568139
1107 => 0.02618602885329
1108 => 0.026157747250817
1109 => 0.02595016225645
1110 => 0.025074395311289
1111 => 0.025423460406585
1112 => 0.024349092300023
1113 => 0.025154081935389
1114 => 0.024786718282979
1115 => 0.025029875914975
1116 => 0.024592656568006
1117 => 0.024834631806963
1118 => 0.023785710290467
1119 => 0.022806242137086
1120 => 0.023200408714465
1121 => 0.02362891286249
1122 => 0.024558019036237
1123 => 0.024004651064113
1124 => 0.024203663112048
1125 => 0.023537006065679
1126 => 0.022161502157849
1127 => 0.022169287360588
1128 => 0.02195769605135
1129 => 0.021774850267331
1130 => 0.024068212032399
1201 => 0.023782996244228
1202 => 0.023328542213898
1203 => 0.02393684699278
1204 => 0.024097692431412
1205 => 0.024102271474928
1206 => 0.024546074938981
1207 => 0.024782932927303
1208 => 0.024824680174346
1209 => 0.025523014514043
1210 => 0.025757086973457
1211 => 0.026721198306608
1212 => 0.024762837181829
1213 => 0.024722506023199
1214 => 0.023945407088497
1215 => 0.02345255865866
1216 => 0.023979152842138
1217 => 0.024445643401424
1218 => 0.023959902250511
1219 => 0.024023329790265
1220 => 0.023371261981674
1221 => 0.023604345540603
1222 => 0.023805108501299
1223 => 0.023694258994704
1224 => 0.023528311918155
1225 => 0.024407396495351
1226 => 0.024357795098345
1227 => 0.025176418866698
1228 => 0.025814594634476
1229 => 0.026958319697898
1230 => 0.025764782970481
1231 => 0.025721285748255
]
'min_raw' => 0.021774850267331
'max_raw' => 0.062957495786646
'avg_raw' => 0.042366173026989
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.021774'
'max' => '$0.062957'
'avg' => '$0.042366'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.003828848819522
'max_diff' => -0.021267074232324
'year' => 2030
]
5 => [
'items' => [
101 => 0.026146478072687
102 => 0.025757021878727
103 => 0.026003144749739
104 => 0.026918665498333
105 => 0.026938009009092
106 => 0.026613980281172
107 => 0.02659426310363
108 => 0.026656496365313
109 => 0.027020998522811
110 => 0.026893630268961
111 => 0.027041024036886
112 => 0.027225342200649
113 => 0.027987760275256
114 => 0.028171576691889
115 => 0.027724998097355
116 => 0.027765319144313
117 => 0.027598286491101
118 => 0.02743693504101
119 => 0.027799629537326
120 => 0.028462460858121
121 => 0.028458337418876
122 => 0.0286121014017
123 => 0.028707895089151
124 => 0.028296678457349
125 => 0.028028991550901
126 => 0.028131639744194
127 => 0.028295776440656
128 => 0.028078412425711
129 => 0.026736741032663
130 => 0.027143718427013
131 => 0.027075977488416
201 => 0.026979506154273
202 => 0.027388725071355
203 => 0.027349254908506
204 => 0.026166970292327
205 => 0.026242656317541
206 => 0.0261715730102
207 => 0.026401257718497
208 => 0.025744618150719
209 => 0.025946596059232
210 => 0.026073274710027
211 => 0.026147889408536
212 => 0.026417448863329
213 => 0.026385819172552
214 => 0.02641548271734
215 => 0.02681516822774
216 => 0.02883664038384
217 => 0.02894666465317
218 => 0.028404864911505
219 => 0.028621303221773
220 => 0.028205788995914
221 => 0.028484726479436
222 => 0.028675568421419
223 => 0.027813190382396
224 => 0.027762125951712
225 => 0.027344896750837
226 => 0.027569092090317
227 => 0.027212381184988
228 => 0.027299905563938
301 => 0.027055179770156
302 => 0.027495637474545
303 => 0.027988137628259
304 => 0.028112562616508
305 => 0.027785254040751
306 => 0.027548261061217
307 => 0.027132179459495
308 => 0.027824132436141
309 => 0.028026480573397
310 => 0.027823069587518
311 => 0.027775934817472
312 => 0.027686614513406
313 => 0.027794884542224
314 => 0.028025378541985
315 => 0.027916681828254
316 => 0.027988477922663
317 => 0.027714865246586
318 => 0.028296814587165
319 => 0.02922109019374
320 => 0.029224061890949
321 => 0.029115364591302
322 => 0.029070887998202
323 => 0.029182418023944
324 => 0.029242918487708
325 => 0.029603586139848
326 => 0.029990596900227
327 => 0.031796607252893
328 => 0.031289486772732
329 => 0.032891886597654
330 => 0.034159176813591
331 => 0.034539181737466
401 => 0.034189595088114
402 => 0.032993678044983
403 => 0.032935000649423
404 => 0.034722205615014
405 => 0.034217238353061
406 => 0.034157174104045
407 => 0.033518191974657
408 => 0.033895909552601
409 => 0.033813297177522
410 => 0.033682889501924
411 => 0.034403548328608
412 => 0.035752557318502
413 => 0.035542301616501
414 => 0.035385355488439
415 => 0.034697663241599
416 => 0.035111807575821
417 => 0.034964338710817
418 => 0.035597958540928
419 => 0.035222616189968
420 => 0.034213412729403
421 => 0.034374131706876
422 => 0.034349839356753
423 => 0.034849774200917
424 => 0.034699706169844
425 => 0.03432053616518
426 => 0.035747946552431
427 => 0.035655258461557
428 => 0.035786668982969
429 => 0.0358445199585
430 => 0.036713359507428
501 => 0.037069295270859
502 => 0.03715009892069
503 => 0.03748821036689
504 => 0.037141686399896
505 => 0.038528029335271
506 => 0.039449866491943
507 => 0.040520627786723
508 => 0.042085297831901
509 => 0.042673628242895
510 => 0.04256735162009
511 => 0.043753666591011
512 => 0.045885448223456
513 => 0.042998245637976
514 => 0.046038476971162
515 => 0.045075974832234
516 => 0.04279389957551
517 => 0.042646960832877
518 => 0.044192408692169
519 => 0.047620063300235
520 => 0.046761474697051
521 => 0.047621467643609
522 => 0.046618240190234
523 => 0.04656842149131
524 => 0.047572743125444
525 => 0.049919395366321
526 => 0.048804588849624
527 => 0.047206240346167
528 => 0.048386436008063
529 => 0.047364041303776
530 => 0.045060299884759
531 => 0.046760818150527
601 => 0.04562373001418
602 => 0.045955592783296
603 => 0.048345582916803
604 => 0.04805801298081
605 => 0.048430155106244
606 => 0.047773333995508
607 => 0.047159759506898
608 => 0.046014477159268
609 => 0.045675415517872
610 => 0.045769119957394
611 => 0.045675369082605
612 => 0.045034594134794
613 => 0.044896218845823
614 => 0.044665587301844
615 => 0.044737069661106
616 => 0.044303414884788
617 => 0.045121811045349
618 => 0.045273712584432
619 => 0.045869273061513
620 => 0.045931106125939
621 => 0.047589733577337
622 => 0.046676189449209
623 => 0.047289073721962
624 => 0.047234251583917
625 => 0.042843359066181
626 => 0.043448385313952
627 => 0.044389616287788
628 => 0.043965593009884
629 => 0.043366123301092
630 => 0.042882019369711
701 => 0.0421485524115
702 => 0.043180893070197
703 => 0.044538311259193
704 => 0.045965532491293
705 => 0.047680245286422
706 => 0.047297541352007
707 => 0.045933477128318
708 => 0.045994668052943
709 => 0.046372926271234
710 => 0.045883047510164
711 => 0.045738572699955
712 => 0.046353077650873
713 => 0.046357309408744
714 => 0.045793644690307
715 => 0.045167234505318
716 => 0.045164609823771
717 => 0.045053146181757
718 => 0.046638069324531
719 => 0.047509616799253
720 => 0.047609538312661
721 => 0.047502891285268
722 => 0.047543935493442
723 => 0.047036801221139
724 => 0.048195959781626
725 => 0.049259718305629
726 => 0.04897460829731
727 => 0.048547187864064
728 => 0.048206726901627
729 => 0.048894406514565
730 => 0.048863785223909
731 => 0.049250427302925
801 => 0.049232886984868
802 => 0.049102873796039
803 => 0.048974612940491
804 => 0.049483152734789
805 => 0.049336701440931
806 => 0.049190022667762
807 => 0.048895835932774
808 => 0.048935820795983
809 => 0.048508474162901
810 => 0.048310764056386
811 => 0.045337678427275
812 => 0.0445431727988
813 => 0.044793140443172
814 => 0.044875436282106
815 => 0.044529666414407
816 => 0.045025411583696
817 => 0.044948150224186
818 => 0.045248728977654
819 => 0.0450609404221
820 => 0.045068647329923
821 => 0.045620893431067
822 => 0.045781212823653
823 => 0.045699673086648
824 => 0.045756780723427
825 => 0.047072802109387
826 => 0.046885705952298
827 => 0.04678631484781
828 => 0.046813846863004
829 => 0.047150118542933
830 => 0.047244256253561
831 => 0.046845388158694
901 => 0.047033496658062
902 => 0.047834438773849
903 => 0.048114723184977
904 => 0.049009256481147
905 => 0.048629242837872
906 => 0.049326774326708
907 => 0.05147074831738
908 => 0.053183503092845
909 => 0.051608383018743
910 => 0.054753639045879
911 => 0.057202672023185
912 => 0.057108674058438
913 => 0.056681628511691
914 => 0.053893469577939
915 => 0.051327764157993
916 => 0.053474085687384
917 => 0.053479557102358
918 => 0.053295186179505
919 => 0.052150074212219
920 => 0.053255338765217
921 => 0.053343070651703
922 => 0.053293964125063
923 => 0.052416009464602
924 => 0.051075534971222
925 => 0.051337460478586
926 => 0.051766499802784
927 => 0.050954238855098
928 => 0.050694672265687
929 => 0.051177255939967
930 => 0.052732241088801
1001 => 0.05243828015383
1002 => 0.052430603645828
1003 => 0.053688293184473
1004 => 0.052788058901193
1005 => 0.051340764198036
1006 => 0.050975303198016
1007 => 0.049678162851977
1008 => 0.050574102309242
1009 => 0.050606345575298
1010 => 0.050115648690834
1011 => 0.051380581545825
1012 => 0.051368924966879
1013 => 0.052569790452284
1014 => 0.0548653942359
1015 => 0.054186471237283
1016 => 0.053396957656504
1017 => 0.053482799673572
1018 => 0.054424274724653
1019 => 0.053855037416984
1020 => 0.054059739121685
1021 => 0.054423964884106
1022 => 0.054643711329791
1023 => 0.053451181541743
1024 => 0.053173145802856
1025 => 0.052604382258376
1026 => 0.052456002466095
1027 => 0.052919248505434
1028 => 0.052797199540792
1029 => 0.050603635653638
1030 => 0.050374396022557
1031 => 0.050381426474763
1101 => 0.049804992522658
1102 => 0.048925792385696
1103 => 0.051236277851318
1104 => 0.051050713533205
1105 => 0.050845864887546
1106 => 0.050870957677789
1107 => 0.051873861108797
1108 => 0.051292126470975
1109 => 0.052838763350057
1110 => 0.052520821303878
1111 => 0.05219472524392
1112 => 0.052149648835305
1113 => 0.052024129673429
1114 => 0.051593677763735
1115 => 0.05107388121663
1116 => 0.050730666512225
1117 => 0.046796358244642
1118 => 0.047526542974287
1119 => 0.048366553947311
1120 => 0.048656522369067
1121 => 0.04816051131845
1122 => 0.051613263303236
1123 => 0.052244114362403
1124 => 0.050333225354791
1125 => 0.049975776042551
1126 => 0.051636697620638
1127 => 0.050634958869647
1128 => 0.051086041767881
1129 => 0.050111047271052
1130 => 0.052092160815725
1201 => 0.052077068049788
1202 => 0.051306370135431
1203 => 0.051957758735134
1204 => 0.051844563936049
1205 => 0.050974447888886
1206 => 0.052119745046418
1207 => 0.052120313099519
1208 => 0.051378533113369
1209 => 0.050512296486064
1210 => 0.050357433836698
1211 => 0.05024076563327
1212 => 0.051057348541728
1213 => 0.051789494224064
1214 => 0.053151835824583
1215 => 0.053494360871391
1216 => 0.054831258932268
1217 => 0.054035201229401
1218 => 0.054388083298409
1219 => 0.054771186702534
1220 => 0.054954860562632
1221 => 0.054655573864084
1222 => 0.056732326841822
1223 => 0.05690766842321
1224 => 0.056966458938751
1225 => 0.056266189519376
1226 => 0.056888192663879
1227 => 0.056597177991145
1228 => 0.057354317323394
1229 => 0.057473046438331
1230 => 0.05737248710189
1231 => 0.057410173596983
]
'min_raw' => 0.025744618150719
'max_raw' => 0.057473046438331
'avg_raw' => 0.041608832294525
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.025744'
'max' => '$0.057473'
'avg' => '$0.0416088'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.0039697678833875
'max_diff' => -0.0054844493483154
'year' => 2031
]
6 => [
'items' => [
101 => 0.055638031294814
102 => 0.055546136367651
103 => 0.054293142515219
104 => 0.054803746771748
105 => 0.053849196588066
106 => 0.054151894284268
107 => 0.054285320544544
108 => 0.05421562623805
109 => 0.054832615570308
110 => 0.054308048595295
111 => 0.052923630101442
112 => 0.051538834423696
113 => 0.051521449441992
114 => 0.051156857183715
115 => 0.050893323759384
116 => 0.050944089646261
117 => 0.051122995253113
118 => 0.050882925440281
119 => 0.050934156506698
120 => 0.051784933560014
121 => 0.051955550830592
122 => 0.051375726680696
123 => 0.049047649050638
124 => 0.048476332960681
125 => 0.048886983636452
126 => 0.048690719062724
127 => 0.039297210438431
128 => 0.041504075953826
129 => 0.04019283140265
130 => 0.040797113219293
131 => 0.039458672077672
201 => 0.040097446344164
202 => 0.039979488061444
203 => 0.043528062504301
204 => 0.04347265639528
205 => 0.043499176367643
206 => 0.042233308989377
207 => 0.044249870094999
208 => 0.04524330060882
209 => 0.045059443060009
210 => 0.045105716043989
211 => 0.044310592869475
212 => 0.043506874898025
213 => 0.042615427976378
214 => 0.044271626170629
215 => 0.044087485203674
216 => 0.044509838330039
217 => 0.045584001246503
218 => 0.0457421758163
219 => 0.045954764042156
220 => 0.045878566296247
221 => 0.047693905740226
222 => 0.047474056155565
223 => 0.048003830399556
224 => 0.046914044585598
225 => 0.045680848493685
226 => 0.04591523875454
227 => 0.045892665087572
228 => 0.045605276398223
229 => 0.045345834739496
301 => 0.044913937474949
302 => 0.046280524328744
303 => 0.046225043398161
304 => 0.04712321517478
305 => 0.046964454588887
306 => 0.045904212540991
307 => 0.04594207929315
308 => 0.046196751399558
309 => 0.047078174467631
310 => 0.047339840846094
311 => 0.047218626553988
312 => 0.047505531792448
313 => 0.047732289994859
314 => 0.04753400913144
315 => 0.050341248020108
316 => 0.049175486713521
317 => 0.049743670663037
318 => 0.049879179187062
319 => 0.049532076952208
320 => 0.049607350998149
321 => 0.049721370666799
322 => 0.050413675767503
323 => 0.052230484671845
324 => 0.053035136968141
325 => 0.055455973102394
326 => 0.052968321796235
327 => 0.052820714862652
328 => 0.053256780552678
329 => 0.054678067635014
330 => 0.05582988732054
331 => 0.056212012360301
401 => 0.056262516492502
402 => 0.056979408470285
403 => 0.057390317582707
404 => 0.056892358928052
405 => 0.056470391106676
406 => 0.05495895474708
407 => 0.055133907621208
408 => 0.056339159431531
409 => 0.058041648602588
410 => 0.059502561425164
411 => 0.05899100067265
412 => 0.062893848108721
413 => 0.063280799490305
414 => 0.063227335321006
415 => 0.064108868154341
416 => 0.06235920500121
417 => 0.06161119010512
418 => 0.056561625339195
419 => 0.05798034706935
420 => 0.060042542422735
421 => 0.059769603134879
422 => 0.058271981746611
423 => 0.059501425345046
424 => 0.059094932843147
425 => 0.058774315341511
426 => 0.06024312627127
427 => 0.058628108318572
428 => 0.060026431383233
429 => 0.058233067589005
430 => 0.058993337439077
501 => 0.058561771502062
502 => 0.058841047554042
503 => 0.057208405460709
504 => 0.058089339504125
505 => 0.05717175570826
506 => 0.057171320654068
507 => 0.057151064940917
508 => 0.058230598207563
509 => 0.058265801748632
510 => 0.057468025033496
511 => 0.057353052945231
512 => 0.057778165014859
513 => 0.057280470118352
514 => 0.057513338427973
515 => 0.057287523462223
516 => 0.057236687757042
517 => 0.056831620209177
518 => 0.056657105971992
519 => 0.05672553750107
520 => 0.056491945413455
521 => 0.056351197731273
522 => 0.057123066684363
523 => 0.056710688239832
524 => 0.057059863773399
525 => 0.056661934183433
526 => 0.055282536854942
527 => 0.054489230864465
528 => 0.051883677181146
529 => 0.052622608973556
530 => 0.053112521516404
531 => 0.052950605423915
601 => 0.053298463843791
602 => 0.053319819525582
603 => 0.053206727207284
604 => 0.053075780790718
605 => 0.053012043316924
606 => 0.053487090227448
607 => 0.053762870948351
608 => 0.053161690794263
609 => 0.053020842695565
610 => 0.053628669023413
611 => 0.053999442732271
612 => 0.056737027478727
613 => 0.056534218358427
614 => 0.0570432294511
615 => 0.056985922613477
616 => 0.057519447330424
617 => 0.058391534758263
618 => 0.056618337177986
619 => 0.056926102965363
620 => 0.056850645901648
621 => 0.057674466337383
622 => 0.05767703821486
623 => 0.057183116710754
624 => 0.057450879571091
625 => 0.057301421688141
626 => 0.057571512283077
627 => 0.056531509718979
628 => 0.05779812058071
629 => 0.058516207320711
630 => 0.058526177955793
701 => 0.058866545371464
702 => 0.059212378378538
703 => 0.059876174719909
704 => 0.059193865458853
705 => 0.057966457519682
706 => 0.058055072408387
707 => 0.057335443582742
708 => 0.057347540673312
709 => 0.05728296545578
710 => 0.05747676054459
711 => 0.056574036842929
712 => 0.056785904291371
713 => 0.056489288622859
714 => 0.056925458180827
715 => 0.056456211837864
716 => 0.056850609513967
717 => 0.057020818476483
718 => 0.057648893212504
719 => 0.056363444688682
720 => 0.053742328131394
721 => 0.054293318609702
722 => 0.053478360412916
723 => 0.053553787896793
724 => 0.05370616341842
725 => 0.053212264498659
726 => 0.053306484848006
727 => 0.053303118634109
728 => 0.05327411042132
729 => 0.053145628237008
730 => 0.052959303650332
731 => 0.053701563455969
801 => 0.053827687860828
802 => 0.054108046789322
803 => 0.054942204791243
804 => 0.05485885273605
805 => 0.054994803396312
806 => 0.054698023868291
807 => 0.053567554647914
808 => 0.053628944565432
809 => 0.052863411310276
810 => 0.054088470382834
811 => 0.053798360224463
812 => 0.053611324318083
813 => 0.053560289838151
814 => 0.054396515556414
815 => 0.054646727397551
816 => 0.054490812169247
817 => 0.054171025487221
818 => 0.054785110453156
819 => 0.054949413683875
820 => 0.054986195117964
821 => 0.056074235938488
822 => 0.055047004513205
823 => 0.055294269327073
824 => 0.057223358820015
825 => 0.05547394084607
826 => 0.056400646563545
827 => 0.056355289141018
828 => 0.056829360428067
829 => 0.056316401458376
830 => 0.056322760199581
831 => 0.05674370338611
901 => 0.056152564598134
902 => 0.056006190321028
903 => 0.055803975305558
904 => 0.056245504393948
905 => 0.056510181113795
906 => 0.05864328109213
907 => 0.060021360959312
908 => 0.05996153487785
909 => 0.060508233272676
910 => 0.060261940638624
911 => 0.059466596754554
912 => 0.060824151782807
913 => 0.060394564569353
914 => 0.060429979217281
915 => 0.060428661082317
916 => 0.060714299024098
917 => 0.060511898364013
918 => 0.060112945886984
919 => 0.060377789159568
920 => 0.06116427899594
921 => 0.063605567580494
922 => 0.064971745015182
923 => 0.063523321983503
924 => 0.064522424795598
925 => 0.063923319125073
926 => 0.063814443802888
927 => 0.064441954202002
928 => 0.065070562975001
929 => 0.065030523313711
930 => 0.064574185623932
1001 => 0.064316412042116
1002 => 0.066268359964112
1003 => 0.067706521942474
1004 => 0.06760844893711
1005 => 0.068041311287737
1006 => 0.069312208537106
1007 => 0.069428403454186
1008 => 0.069413765565343
1009 => 0.069125764339676
1010 => 0.070377127728543
1011 => 0.071421037083179
1012 => 0.06905910037709
1013 => 0.069958494954747
1014 => 0.07036226215734
1015 => 0.070955112203079
1016 => 0.071955349603444
1017 => 0.073041872720108
1018 => 0.073195519001924
1019 => 0.073086499612324
1020 => 0.072369908409575
1021 => 0.073558794968746
1022 => 0.074255216832287
1023 => 0.074669920114695
1024 => 0.075721538638835
1025 => 0.070364755686125
1026 => 0.066572958462809
1027 => 0.065980814572172
1028 => 0.06718496245869
1029 => 0.067502486653465
1030 => 0.067374493048693
1031 => 0.06310648053873
1101 => 0.065958344369593
1102 => 0.06902671006008
1103 => 0.069144578482565
1104 => 0.070680666503724
1105 => 0.071180879729788
1106 => 0.072417631926481
1107 => 0.072340272739846
1108 => 0.072641402218715
1109 => 0.072572177766359
1110 => 0.074863000781832
1111 => 0.077390118758407
1112 => 0.077302612698622
1113 => 0.076939309589986
1114 => 0.077478876658695
1115 => 0.080087133232942
1116 => 0.079847006764046
1117 => 0.080080269174655
1118 => 0.083155550670591
1119 => 0.087153854069
1120 => 0.085296240717341
1121 => 0.089326727176598
1122 => 0.091863704755794
1123 => 0.096251145150634
1124 => 0.095701816004601
1125 => 0.097409814353788
1126 => 0.094718402184748
1127 => 0.088538375820492
1128 => 0.087560362992158
1129 => 0.089518369441712
1130 => 0.094331937238466
1201 => 0.089366773061759
1202 => 0.090371219308063
1203 => 0.090081938721555
1204 => 0.090066524188463
1205 => 0.090654834221136
1206 => 0.089801459834556
1207 => 0.08632465906451
1208 => 0.087918056368507
1209 => 0.08730276914821
1210 => 0.08798547619183
1211 => 0.091669764536443
1212 => 0.090040852836825
1213 => 0.088324926683319
1214 => 0.090477078874312
1215 => 0.093217508173175
1216 => 0.093046017032677
1217 => 0.092713252542375
1218 => 0.094589028551225
1219 => 0.097687260967041
1220 => 0.09852470073933
1221 => 0.099142881658531
1222 => 0.099228118363037
1223 => 0.10010610939376
1224 => 0.095384930339326
1225 => 0.10287756274719
1226 => 0.10417133338424
1227 => 0.10392815812577
1228 => 0.10536612973866
1229 => 0.10494304201233
1230 => 0.10433005427731
1231 => 0.10660954514906
]
'min_raw' => 0.039297210438431
'max_raw' => 0.10660954514906
'avg_raw' => 0.072953377793747
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.039297'
'max' => '$0.1066095'
'avg' => '$0.072953'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.013552592287712
'max_diff' => 0.049136498710732
'year' => 2032
]
7 => [
'items' => [
101 => 0.10399629281002
102 => 0.10028711011408
103 => 0.098252179127763
104 => 0.10093194040374
105 => 0.1025683771042
106 => 0.10364995766628
107 => 0.10397724329085
108 => 0.095751422029848
109 => 0.091318160595128
110 => 0.094159830347338
111 => 0.097626863566604
112 => 0.095365670794738
113 => 0.095454305270391
114 => 0.092230438608716
115 => 0.09791210423112
116 => 0.097084333340265
117 => 0.10137881018632
118 => 0.10035389882168
119 => 0.10385587797901
120 => 0.10293368950278
121 => 0.10676164230873
122 => 0.10828871632071
123 => 0.11085291125692
124 => 0.11273914349014
125 => 0.11384677513536
126 => 0.11378027708601
127 => 0.11816926548427
128 => 0.11558123236539
129 => 0.1123300528155
130 => 0.11227124923478
131 => 0.11395508119324
201 => 0.11748393104143
202 => 0.11839891046439
203 => 0.11891025913803
204 => 0.11812711084417
205 => 0.11531798637963
206 => 0.11410502067842
207 => 0.11513850259885
208 => 0.11387464301828
209 => 0.11605641923071
210 => 0.11905246397262
211 => 0.11843379258106
212 => 0.12050191828664
213 => 0.12264221081876
214 => 0.12570292526623
215 => 0.12650310936073
216 => 0.12782578324065
217 => 0.12918724913883
218 => 0.1296245152928
219 => 0.13045939205643
220 => 0.13045499184378
221 => 0.13297094916466
222 => 0.13574612800232
223 => 0.13679369376799
224 => 0.13920251348305
225 => 0.13507749413612
226 => 0.13820636869558
227 => 0.14102869186901
228 => 0.13766380183091
301 => 0.1423015188296
302 => 0.14248159087137
303 => 0.14520046491067
304 => 0.1424443651986
305 => 0.14080780198736
306 => 0.14553249865699
307 => 0.14781863054888
308 => 0.14713002901789
309 => 0.14188973736656
310 => 0.13883966285881
311 => 0.13085702955659
312 => 0.14031280352717
313 => 0.14491843519953
314 => 0.14187780989317
315 => 0.14341132443509
316 => 0.15177768253201
317 => 0.15496305001375
318 => 0.15430051584495
319 => 0.15441247321323
320 => 0.15613123968787
321 => 0.16375319677839
322 => 0.15918594341417
323 => 0.1626774374794
324 => 0.16452931334208
325 => 0.1662494388495
326 => 0.16202535425453
327 => 0.15652988226059
328 => 0.15478923559589
329 => 0.14157547963063
330 => 0.1408876462482
331 => 0.14050154452716
401 => 0.13806722779118
402 => 0.13615452165217
403 => 0.1346334667162
404 => 0.13064176433877
405 => 0.1319888467135
406 => 0.1256269062569
407 => 0.12969705030771
408 => 0.11954323972456
409 => 0.12799963490031
410 => 0.12339720347126
411 => 0.12648761239387
412 => 0.12647683024828
413 => 0.1207864076067
414 => 0.11750429058313
415 => 0.11959578329245
416 => 0.12183802949975
417 => 0.12220182640306
418 => 0.12510895713943
419 => 0.12592027483938
420 => 0.12346194433172
421 => 0.11933282456922
422 => 0.12029192491485
423 => 0.11748485444524
424 => 0.11256557141964
425 => 0.11609868637106
426 => 0.11730504715558
427 => 0.11783784480288
428 => 0.11300029493068
429 => 0.11148023173251
430 => 0.11067096284038
501 => 0.11870835762807
502 => 0.11914866425793
503 => 0.11689599328647
504 => 0.1270782796845
505 => 0.12477371467577
506 => 0.12734847842266
507 => 0.1202048966113
508 => 0.1204777910566
509 => 0.11709590494613
510 => 0.11898953519028
511 => 0.11765117836827
512 => 0.11883654857978
513 => 0.11954705459709
514 => 0.12292838577333
515 => 0.12803824427084
516 => 0.12242332765306
517 => 0.1199768280756
518 => 0.12149462265382
519 => 0.12553670962824
520 => 0.13166067830512
521 => 0.12803516559205
522 => 0.12964410656891
523 => 0.12999558859555
524 => 0.12732226974472
525 => 0.13175924738433
526 => 0.13413705974734
527 => 0.13657620321286
528 => 0.13869404314071
529 => 0.13560195567482
530 => 0.13891093249665
531 => 0.13624448129129
601 => 0.13385239890743
602 => 0.13385602670899
603 => 0.13235543848685
604 => 0.12944785972015
605 => 0.12891165758531
606 => 0.13170104880562
607 => 0.13393787640796
608 => 0.13412211224298
609 => 0.13536053493599
610 => 0.13609342072895
611 => 0.14327669780984
612 => 0.14616587127497
613 => 0.14969869789886
614 => 0.15107493296807
615 => 0.1552169071188
616 => 0.15187192659739
617 => 0.15114821902067
618 => 0.14110114456041
619 => 0.14274635244043
620 => 0.14538048899529
621 => 0.14114458050199
622 => 0.14383128946926
623 => 0.14436170273167
624 => 0.14100064595228
625 => 0.14279593160084
626 => 0.13802818518336
627 => 0.12814216811399
628 => 0.1317702533474
629 => 0.13444174527947
630 => 0.13062919689982
701 => 0.13746304230434
702 => 0.13347085089822
703 => 0.13220551788147
704 => 0.12726900265931
705 => 0.12959884782028
706 => 0.13274999676064
707 => 0.13080295307588
708 => 0.13484336107184
709 => 0.14056565633158
710 => 0.14464370470225
711 => 0.14495676661882
712 => 0.1423348547245
713 => 0.14653648526796
714 => 0.14656708955945
715 => 0.14182763314226
716 => 0.13892474247614
717 => 0.13826519960906
718 => 0.13991286700201
719 => 0.14191343939324
720 => 0.14506778446326
721 => 0.14697388912591
722 => 0.1519439991663
723 => 0.15328876843901
724 => 0.15476626216115
725 => 0.15674064941612
726 => 0.15911140753821
727 => 0.15392432373441
728 => 0.15413041624387
729 => 0.14930027562584
730 => 0.14413857766324
731 => 0.14805566300212
801 => 0.15317673101467
802 => 0.15200195235432
803 => 0.15186976575648
804 => 0.15209206694854
805 => 0.15120632220331
806 => 0.14720013154789
807 => 0.14518824768081
808 => 0.14778409115565
809 => 0.14916366643483
810 => 0.15130326738123
811 => 0.15103951640309
812 => 0.15655089866463
813 => 0.15869245515592
814 => 0.15814455336308
815 => 0.15824538047896
816 => 0.16212256621237
817 => 0.16643479415198
818 => 0.17047376466602
819 => 0.17458237895072
820 => 0.16962928406857
821 => 0.16711440795183
822 => 0.16970911816262
823 => 0.16833232840158
824 => 0.17624377075085
825 => 0.1767915418539
826 => 0.18470241211583
827 => 0.19221077000332
828 => 0.18749490494039
829 => 0.1919417532875
830 => 0.19675138233177
831 => 0.20602993709234
901 => 0.20290524627247
902 => 0.2005117820746
903 => 0.19824996997275
904 => 0.20295644190415
905 => 0.20901124285617
906 => 0.21031538898907
907 => 0.21242860394654
908 => 0.21020681681039
909 => 0.21288271469406
910 => 0.22232981007251
911 => 0.21977712150943
912 => 0.2161518933847
913 => 0.2236094678773
914 => 0.22630833509559
915 => 0.24525039864125
916 => 0.26916553632526
917 => 0.25926451228882
918 => 0.25311862716535
919 => 0.25456305595171
920 => 0.26329605465541
921 => 0.26610081666751
922 => 0.25847650665917
923 => 0.26116954184792
924 => 0.2760084305113
925 => 0.28396901819065
926 => 0.27315747087252
927 => 0.24332884061399
928 => 0.21582548125655
929 => 0.22312061065056
930 => 0.2222935693715
1001 => 0.23823610405124
1002 => 0.21971624073143
1003 => 0.2200280677329
1004 => 0.23630027714638
1005 => 0.23195913065116
1006 => 0.22492702930093
1007 => 0.2158768233786
1008 => 0.19914668068843
1009 => 0.18432832675321
1010 => 0.21339053128328
1011 => 0.21213731617775
1012 => 0.21032247498888
1013 => 0.21436120766839
1014 => 0.23397214714585
1015 => 0.23352005151647
1016 => 0.23064404978363
1017 => 0.23282547175008
1018 => 0.22454461548319
1019 => 0.22667878069476
1020 => 0.21582112458391
1021 => 0.22072923860179
1022 => 0.22491194156971
1023 => 0.2257516811165
1024 => 0.22764365719357
1025 => 0.21147692876368
1026 => 0.21873531519849
1027 => 0.22299893721011
1028 => 0.20373573784973
1029 => 0.22261816569466
1030 => 0.21119550198944
1031 => 0.20731847836523
1101 => 0.2125383799162
1102 => 0.21050417920527
1103 => 0.20875529288628
1104 => 0.20777938427061
1105 => 0.21161230387013
1106 => 0.21143349358948
1107 => 0.20516209318703
1108 => 0.19698130701701
1109 => 0.19972704738082
1110 => 0.1987294941652
1111 => 0.19511423262485
1112 => 0.1975504823947
1113 => 0.18682247136606
1114 => 0.16836548598477
1115 => 0.1805587358804
1116 => 0.18008930902312
1117 => 0.17985260271487
1118 => 0.18901549301476
1119 => 0.18813469253627
1120 => 0.18653603104299
1121 => 0.19508487195284
1122 => 0.19196443002261
1123 => 0.20158089678299
1124 => 0.20791492374545
1125 => 0.20630840962346
1126 => 0.21226559259667
1127 => 0.19979030369319
1128 => 0.20393409424521
1129 => 0.20478812373493
1130 => 0.19497938058301
1201 => 0.1882788023876
1202 => 0.18783195021415
1203 => 0.17621407101985
1204 => 0.1824202483092
1205 => 0.18788142749476
1206 => 0.1852659464695
1207 => 0.18443796331218
1208 => 0.18866794969531
1209 => 0.18899665586466
1210 => 0.1815021203687
1211 => 0.18306047161938
1212 => 0.18955905538907
1213 => 0.18289672398204
1214 => 0.16995290234383
1215 => 0.16674265561522
1216 => 0.16631434952503
1217 => 0.15760790578916
1218 => 0.16695717965201
1219 => 0.16287597106592
1220 => 0.17576846008901
1221 => 0.16840433950283
1222 => 0.16808688698284
1223 => 0.16760701093871
1224 => 0.16011301515659
1225 => 0.16175372396459
1226 => 0.16720768992942
1227 => 0.169153726429
1228 => 0.16895073887868
1229 => 0.16718096252079
1230 => 0.16799115707471
1231 => 0.16538123812604
]
'min_raw' => 0.091318160595128
'max_raw' => 0.28396901819065
'avg_raw' => 0.18764358939289
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.091318'
'max' => '$0.283969'
'avg' => '$0.187643'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.052020950156697
'max_diff' => 0.17735947304159
'year' => 2033
]
8 => [
'items' => [
101 => 0.1644596214245
102 => 0.16155074560378
103 => 0.15727550174479
104 => 0.15787000062498
105 => 0.14939962386191
106 => 0.14478451304447
107 => 0.14350711119639
108 => 0.14179891605883
109 => 0.14370005638251
110 => 0.14937562834879
111 => 0.14252968441769
112 => 0.13079279373495
113 => 0.13149820086368
114 => 0.13308304124466
115 => 0.13012970167947
116 => 0.12733461363602
117 => 0.12976471591714
118 => 0.12479164061017
119 => 0.13368401363635
120 => 0.13344349986658
121 => 0.13675802663009
122 => 0.13883066823624
123 => 0.13405390035974
124 => 0.13285255615656
125 => 0.13353689641274
126 => 0.12222627636477
127 => 0.13583370766735
128 => 0.13595138529832
129 => 0.13494375797783
130 => 0.14218929506414
131 => 0.15747963825596
201 => 0.15172679609457
202 => 0.1494991217291
203 => 0.14526431113193
204 => 0.15090694481449
205 => 0.15047367858647
206 => 0.14851428439201
207 => 0.14732923666952
208 => 0.14951272343376
209 => 0.14705867849586
210 => 0.14661786459236
211 => 0.14394701194746
212 => 0.14299363906928
213 => 0.14228779974515
214 => 0.14151074000362
215 => 0.14322474016221
216 => 0.13934059030733
217 => 0.13465668635024
218 => 0.13426727041676
219 => 0.13534248204692
220 => 0.13486678094066
221 => 0.13426499294287
222 => 0.13311601576789
223 => 0.13277513878408
224 => 0.13388282361145
225 => 0.13263231202339
226 => 0.13447750999046
227 => 0.13397571824288
228 => 0.13117275033134
301 => 0.12767921452193
302 => 0.12764811472528
303 => 0.12689543816569
304 => 0.12593679140138
305 => 0.12567011780241
306 => 0.12956005948113
307 => 0.13761212233992
308 => 0.1360313097312
309 => 0.13717360884919
310 => 0.1427925899347
311 => 0.14457869505313
312 => 0.14331095994629
313 => 0.14157560594155
314 => 0.14165195271069
315 => 0.14758218267227
316 => 0.1479520438408
317 => 0.14888656369196
318 => 0.15008768579597
319 => 0.1435155162344
320 => 0.14134240411536
321 => 0.14031266303369
322 => 0.13714145906209
323 => 0.14056133066698
324 => 0.13856871793632
325 => 0.13883758947103
326 => 0.13866248653132
327 => 0.13875810457681
328 => 0.13368152803687
329 => 0.13553116571101
330 => 0.13245578433462
331 => 0.12833819389938
401 => 0.12832439029243
402 => 0.12933216471807
403 => 0.12873270105548
404 => 0.12711955975308
405 => 0.12734869886128
406 => 0.125341199162
407 => 0.12759244567172
408 => 0.12765700336627
409 => 0.12679015083381
410 => 0.13025850669419
411 => 0.1316794949201
412 => 0.13110891401344
413 => 0.13163946144263
414 => 0.13609699963203
415 => 0.13682377285293
416 => 0.13714655750971
417 => 0.1367140688304
418 => 0.13172093705792
419 => 0.13194240368446
420 => 0.13031742852429
421 => 0.1289444957496
422 => 0.12899940586051
423 => 0.12970527177546
424 => 0.13278782962456
425 => 0.13927489089128
426 => 0.13952107012437
427 => 0.13981944653643
428 => 0.1386057997166
429 => 0.13823975222271
430 => 0.13872266335203
501 => 0.14115886249033
502 => 0.14742542809566
503 => 0.14521040528089
504 => 0.1434095572536
505 => 0.14498938647868
506 => 0.14474618415259
507 => 0.14269331177022
508 => 0.14263569447975
509 => 0.13869557603499
510 => 0.13723900395812
511 => 0.13602178330816
512 => 0.13469261013474
513 => 0.13390463172326
514 => 0.13511532469308
515 => 0.13539222449978
516 => 0.13274502316196
517 => 0.13238421940136
518 => 0.13454598115764
519 => 0.1335946704073
520 => 0.13457311710539
521 => 0.13480012513231
522 => 0.13476357161154
523 => 0.13377029393085
524 => 0.13440337950455
525 => 0.13290594339084
526 => 0.13127770652482
527 => 0.13023899284703
528 => 0.12933257739779
529 => 0.12983550937021
530 => 0.1280426487203
531 => 0.12746907651524
601 => 0.13418890435706
602 => 0.13915291343413
603 => 0.13908073477619
604 => 0.1386413657588
605 => 0.13798855252171
606 => 0.14111110513592
607 => 0.14002327024254
608 => 0.14081476101912
609 => 0.14101622864052
610 => 0.14162601045234
611 => 0.14184395503755
612 => 0.1411851751288
613 => 0.13897422929186
614 => 0.13346476247661
615 => 0.13090009080158
616 => 0.13005370643084
617 => 0.13008447089521
618 => 0.12923584962944
619 => 0.12948580662474
620 => 0.12914892478715
621 => 0.12851095208721
622 => 0.12979611635374
623 => 0.12994421956333
624 => 0.12964424686695
625 => 0.12971490129612
626 => 0.12723125549011
627 => 0.12742008168655
628 => 0.12636867342992
629 => 0.12617154705672
630 => 0.12351367854056
701 => 0.11880487919998
702 => 0.12141401112887
703 => 0.11826254665824
704 => 0.11706903931073
705 => 0.12271891746536
706 => 0.12215182640186
707 => 0.12118121300971
708 => 0.11974547350917
709 => 0.11921294376244
710 => 0.11597746159976
711 => 0.11578629205296
712 => 0.11738988437815
713 => 0.11664988169632
714 => 0.11561063767009
715 => 0.11184660115357
716 => 0.10761457787935
717 => 0.10774231606045
718 => 0.10908844392439
719 => 0.11300249223886
720 => 0.11147320584867
721 => 0.11036369102605
722 => 0.11015591225167
723 => 0.11275669862741
724 => 0.11643735623068
725 => 0.11816423842807
726 => 0.11645295061665
727 => 0.11448711532118
728 => 0.11460676660681
729 => 0.1154027530054
730 => 0.11548639992125
731 => 0.11420684323503
801 => 0.11456703094715
802 => 0.11401987287618
803 => 0.1106619648046
804 => 0.11060123089563
805 => 0.10977714610128
806 => 0.10975219314122
807 => 0.10835021932845
808 => 0.10815407350065
809 => 0.10537036940167
810 => 0.10720261186945
811 => 0.10597363981911
812 => 0.10412128905404
813 => 0.10380194308395
814 => 0.10379234315847
815 => 0.10569429321614
816 => 0.10718038647566
817 => 0.10599501831409
818 => 0.1057251329611
819 => 0.1086068024534
820 => 0.1082400837435
821 => 0.10792250770581
822 => 0.11610779371212
823 => 0.1096285011323
824 => 0.1068031597424
825 => 0.10330626325463
826 => 0.10444487038393
827 => 0.1046847916357
828 => 0.096275385945577
829 => 0.09286369110442
830 => 0.091692926001943
831 => 0.091019134133279
901 => 0.091326189548775
902 => 0.088255264039842
903 => 0.090318976770265
904 => 0.0876598148584
905 => 0.087213997710214
906 => 0.091968908615577
907 => 0.092630526690272
908 => 0.089807858435001
909 => 0.091620468403366
910 => 0.090963190831673
911 => 0.087705398557121
912 => 0.087580974854931
913 => 0.085946329208497
914 => 0.083388425301595
915 => 0.082219394578417
916 => 0.081610553227795
917 => 0.081861773035143
918 => 0.081734748613095
919 => 0.080905828336602
920 => 0.081782261353044
921 => 0.07954333716316
922 => 0.07865177951051
923 => 0.078249083602788
924 => 0.076261909516597
925 => 0.079424387188054
926 => 0.080047435129175
927 => 0.080671710667209
928 => 0.086105603014785
929 => 0.08583414110912
930 => 0.088288024529017
1001 => 0.088192671131722
1002 => 0.087492783830092
1003 => 0.084540074430385
1004 => 0.085716971770124
1005 => 0.082094664688863
1006 => 0.084808743447083
1007 => 0.08357015124447
1008 => 0.084389974177468
1009 => 0.082915858623484
1010 => 0.083731695035798
1011 => 0.080195182909569
1012 => 0.076892837646165
1013 => 0.078221797781627
1014 => 0.0796665294339
1015 => 0.082799075766807
1016 => 0.080933357013874
1017 => 0.081604340028065
1018 => 0.079356659251723
1019 => 0.074719051791857
1020 => 0.074745300146438
1021 => 0.074031905274508
1022 => 0.073415427947804
1023 => 0.081147657256135
1024 => 0.080186032313187
1025 => 0.078653808820961
1026 => 0.080704750853447
1027 => 0.081247052479663
1028 => 0.081262491044575
1029 => 0.082758805409001
1030 => 0.083557388653524
1031 => 0.083698142411629
1101 => 0.086052625394065
1102 => 0.086841817033395
1103 => 0.090092385705218
1104 => 0.083489634444617
1105 => 0.083353655127466
1106 => 0.080733611813801
1107 => 0.079071938923029
1108 => 0.080847387978256
1109 => 0.082420193468221
1110 => 0.080782483264553
1111 => 0.080996333643203
1112 => 0.078797841500617
1113 => 0.079583698992921
1114 => 0.08026058533173
1115 => 0.07988684848098
1116 => 0.079327346326339
1117 => 0.082291241354082
1118 => 0.082124006781018
1119 => 0.084884053970504
1120 => 0.087035708127577
1121 => 0.090891857031239
1122 => 0.086867764624679
1123 => 0.086721110703066
1124 => 0.088154676310868
1125 => 0.08684159756197
1126 => 0.087671418005336
1127 => 0.090758160128838
1128 => 0.090823378125883
1129 => 0.089730892646735
1130 => 0.089664414806044
1201 => 0.089874238592796
1202 => 0.091103183065529
1203 => 0.090673752105107
1204 => 0.091170700484369
1205 => 0.09179214204218
1206 => 0.094362687811047
1207 => 0.094982437693379
1208 => 0.093476766782785
1209 => 0.093612712007729
1210 => 0.093049549755576
1211 => 0.092505542076399
1212 => 0.093728391893248
1213 => 0.095963173968714
1214 => 0.095949271505408
1215 => 0.09646769750896
1216 => 0.0967906726143
1217 => 0.095404227029954
1218 => 0.094501701935561
1219 => 0.094847787485915
1220 => 0.095401185817694
1221 => 0.094668327865436
1222 => 0.090144789091272
1223 => 0.091516941790578
1224 => 0.091288548486574
1225 => 0.090963288648099
1226 => 0.092342998797793
1227 => 0.09220992238803
1228 => 0.088223767260104
1229 => 0.088478947978345
1230 => 0.088239285644765
1231 => 0.089013683674862
]
'min_raw' => 0.073415427947804
'max_raw' => 0.1644596214245
'avg_raw' => 0.11893752468615
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.073415'
'max' => '$0.164459'
'avg' => '$0.118937'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.017902732647324
'max_diff' => -0.11950939676616
'year' => 2034
]
9 => [
'items' => [
101 => 0.086799777526987
102 => 0.087480760147188
103 => 0.087907866062763
104 => 0.088159434728218
105 => 0.089068273250093
106 => 0.088961631539326
107 => 0.08906164425162
108 => 0.090409211855085
109 => 0.097224746364057
110 => 0.097595700869751
111 => 0.095768985213477
112 => 0.096498722087785
113 => 0.095097786865025
114 => 0.096038244065514
115 => 0.096681680997066
116 => 0.093774113229189
117 => 0.093601945935934
118 => 0.092195228555169
119 => 0.092951118795047
120 => 0.09174844307297
121 => 0.092043537627357
122 => 0.09121842752741
123 => 0.092703461429532
124 => 0.094363960083043
125 => 0.094783467617999
126 => 0.09367992390288
127 => 0.092880885526058
128 => 0.091478037355965
129 => 0.093811005127341
130 => 0.094493235999596
131 => 0.093807421659004
201 => 0.093648503490949
202 => 0.093347353849645
203 => 0.093712393810978
204 => 0.094489520423749
205 => 0.094123041864442
206 => 0.094365107409386
207 => 0.093442603168965
208 => 0.095404686001132
209 => 0.098520945739561
210 => 0.09853096502418
211 => 0.098164484489416
212 => 0.098014528550524
213 => 0.09839055981909
214 => 0.098594541356677
215 => 0.099810557526878
216 => 0.10111539132572
217 => 0.10720448132135
218 => 0.10549468921647
219 => 0.11089729210218
220 => 0.11517004954459
221 => 0.11645126267653
222 => 0.11527260688088
223 => 0.1112404890737
224 => 0.11104265413784
225 => 0.117068340458
226 => 0.11536580807864
227 => 0.11516329726953
228 => 0.11300892440799
301 => 0.11428242559343
302 => 0.11400389220304
303 => 0.11356421361998
304 => 0.11599396516894
305 => 0.12054224316317
306 => 0.11983335138429
307 => 0.1193041965559
308 => 0.11698559413254
309 => 0.11838191067
310 => 0.11788470909569
311 => 0.12002100259084
312 => 0.11875550964901
313 => 0.11535290972138
314 => 0.11589478497497
315 => 0.11581288162049
316 => 0.11749844685193
317 => 0.11699248200775
318 => 0.11571408386422
319 => 0.12052669764345
320 => 0.12021419327379
321 => 0.12065725302152
322 => 0.12085230162455
323 => 0.1237816548242
324 => 0.12498171710125
325 => 0.12525415224818
326 => 0.12639411859523
327 => 0.12522578884698
328 => 0.12989994084497
329 => 0.13300797917931
330 => 0.13661812564283
331 => 0.14189351994192
401 => 0.1438771169985
402 => 0.14351879794472
403 => 0.14751854169504
404 => 0.15470599230507
405 => 0.14497158721008
406 => 0.15522193941209
407 => 0.15197679625094
408 => 0.14428262019349
409 => 0.14378720596377
410 => 0.14899779132109
411 => 0.16055436814339
412 => 0.15765957672301
413 => 0.16055910298512
414 => 0.15717665158297
415 => 0.15700868436131
416 => 0.16039482487029
417 => 0.16830672673844
418 => 0.16454807873409
419 => 0.15915913516155
420 => 0.16313824723427
421 => 0.15969117210744
422 => 0.15192394707114
423 => 0.15765736313057
424 => 0.15382359108992
425 => 0.15494248958591
426 => 0.16300050818481
427 => 0.16203094606812
428 => 0.16328564922615
429 => 0.16107113099352
430 => 0.15900242176677
501 => 0.15514102237068
502 => 0.15399785237418
503 => 0.15431378343426
504 => 0.15399769581444
505 => 0.15183727834041
506 => 0.15137073639259
507 => 0.15059314603989
508 => 0.15083415380488
509 => 0.14937205644971
510 => 0.15213133624364
511 => 0.15264348288808
512 => 0.15465145661727
513 => 0.15485993111103
514 => 0.16045210936508
515 => 0.15737203155549
516 => 0.15943841367129
517 => 0.15925357700531
518 => 0.14444937631944
519 => 0.14648926455538
520 => 0.14966269049832
521 => 0.1482330664125
522 => 0.14621191243567
523 => 0.14457972223197
524 => 0.14210678717333
525 => 0.14558739577985
526 => 0.15016402597596
527 => 0.15497600200539
528 => 0.16075727591159
529 => 0.15946696287718
530 => 0.15486792511108
531 => 0.15507423458567
601 => 0.15634955857779
602 => 0.1546978981326
603 => 0.15421079122307
604 => 0.15628263756845
605 => 0.15629690523557
606 => 0.15439647028354
607 => 0.15228448461029
608 => 0.1522756353132
609 => 0.15189982786201
610 => 0.15724350689367
611 => 0.1601819900542
612 => 0.16051888241295
613 => 0.16015931451424
614 => 0.16029769792771
615 => 0.15858785932166
616 => 0.16249604333821
617 => 0.16608257947113
618 => 0.16512131117234
619 => 0.16368023334011
620 => 0.16253234543503
621 => 0.16485090526231
622 => 0.16474766344295
623 => 0.16605125420684
624 => 0.16599211579988
625 => 0.16555376725652
626 => 0.16512132682715
627 => 0.16683590424874
628 => 0.16634213348659
629 => 0.16584759576207
630 => 0.1648557246456
701 => 0.16499053640356
702 => 0.16354970739374
703 => 0.16288311396594
704 => 0.15285914819318
705 => 0.15018041699617
706 => 0.15102320036135
707 => 0.15130066652803
708 => 0.1501348792782
709 => 0.15180631872828
710 => 0.15154582666048
711 => 0.15255924891353
712 => 0.1519261066875
713 => 0.15195209106531
714 => 0.15381402735191
715 => 0.15435455537715
716 => 0.15407963846092
717 => 0.15427218084545
718 => 0.15870923882989
719 => 0.15807843107363
720 => 0.15774332702558
721 => 0.15783615313703
722 => 0.15896991658365
723 => 0.15928730844752
724 => 0.15794249681759
725 => 0.15857671775653
726 => 0.1612771500199
727 => 0.16222214848085
728 => 0.1652381299432
729 => 0.1639568874132
730 => 0.1663086635279
731 => 0.17353722152494
801 => 0.17931189383114
802 => 0.17400126652993
803 => 0.18460571682018
804 => 0.19286280248919
805 => 0.19254588178832
806 => 0.19110606791209
807 => 0.18170559540391
808 => 0.17305514044873
809 => 0.18029161333646
810 => 0.18031006059404
811 => 0.17968844115527
812 => 0.17582761620841
813 => 0.17955409281595
814 => 0.17984988699648
815 => 0.1796843209134
816 => 0.17672423547882
817 => 0.17220473213545
818 => 0.17308783227058
819 => 0.17453436830668
820 => 0.17179577381132
821 => 0.17092062693275
822 => 0.17254769148351
823 => 0.1777904324784
824 => 0.17679932266244
825 => 0.17677344077976
826 => 0.18101382886838
827 => 0.17797862612995
828 => 0.17309897099137
829 => 0.17186679371413
830 => 0.16749339447401
831 => 0.17051411690667
901 => 0.17062282732934
902 => 0.168968408524
903 => 0.1732332179594
904 => 0.17319391698964
905 => 0.17724271881544
906 => 0.18498250724584
907 => 0.18269347095511
908 => 0.18003157079543
909 => 0.18032099314928
910 => 0.18349524201569
911 => 0.18157601869
912 => 0.18226618477922
913 => 0.18349419736665
914 => 0.18423508785048
915 => 0.18021439041031
916 => 0.17927697350482
917 => 0.1773593475048
918 => 0.17685907467558
919 => 0.17842094104001
920 => 0.17800944443454
921 => 0.17061369063926
922 => 0.16984079321807
923 => 0.16986449687853
924 => 0.16792100956367
925 => 0.16495672491812
926 => 0.1727466879784
927 => 0.1721210449242
928 => 0.17143038341328
929 => 0.17151498550751
930 => 0.17489634444564
1001 => 0.1729349854988
1002 => 0.17814957971937
1003 => 0.17707761591267
1004 => 0.17597816027922
1005 => 0.17582618202044
1006 => 0.17540298540271
1007 => 0.17395168673598
1008 => 0.17219915638638
1009 => 0.171041984048
1010 => 0.15777718903921
1011 => 0.16023905783508
1012 => 0.16307121347832
1013 => 0.16404886225722
1014 => 0.16237652636968
1015 => 0.17401772074983
1016 => 0.17614467914042
1017 => 0.16970198343725
1018 => 0.16849681812472
1019 => 0.17409673118708
1020 => 0.17071929904895
1021 => 0.17224015653395
1022 => 0.16895289451595
1023 => 0.17563235714874
1024 => 0.17558147083464
1025 => 0.17298300900798
1026 => 0.17517921115037
1027 => 0.17479756698225
1028 => 0.17186390997968
1029 => 0.17572535930839
1030 => 0.17572727453908
1031 => 0.17322631152635
1101 => 0.17030573425868
1102 => 0.16978360402418
1103 => 0.16939024903081
1104 => 0.17214341531868
1105 => 0.17461189560345
1106 => 0.17920512542525
1107 => 0.1803599725349
1108 => 0.18486741768639
1109 => 0.1821834535622
1110 => 0.1833732200953
1111 => 0.18466487996973
1112 => 0.18528414921275
1113 => 0.18427508321307
1114 => 0.19127700087177
1115 => 0.19186817725538
1116 => 0.19206639358315
1117 => 0.18970538634448
1118 => 0.19180251337304
1119 => 0.19082133708593
1120 => 0.19337408520638
1121 => 0.1937743887068
1122 => 0.19343534588316
1123 => 0.19356240853255
1124 => 0.18758750703376
1125 => 0.18727767687093
1126 => 0.18305312061622
1127 => 0.18477465851636
1128 => 0.18155632592751
1129 => 0.18257689234393
1130 => 0.18302674829598
1201 => 0.18279176907573
1202 => 0.18487199168626
1203 => 0.18310337750591
1204 => 0.17843571389687
1205 => 0.173766778586
1206 => 0.1737081639064
1207 => 0.17247891565261
1208 => 0.17159039431316
1209 => 0.17176155504512
1210 => 0.17236474778942
1211 => 0.17155533565432
1212 => 0.17172806477158
1213 => 0.17459651900619
1214 => 0.17517176704606
1215 => 0.17321684944266
1216 => 0.16536757317173
1217 => 0.16344134108642
1218 => 0.1648258785105
1219 => 0.16416415879742
1220 => 0.13249328863679
1221 => 0.13993388980037
1222 => 0.13551293724791
1223 => 0.13755031558233
1224 => 0.13303766782638
1225 => 0.13519133986365
1226 => 0.13479363527788
1227 => 0.14675790176553
1228 => 0.14657109620063
1229 => 0.14666051013902
1230 => 0.14239254989316
1231 => 0.14919152645256
]
'min_raw' => 0.086799777526987
'max_raw' => 0.1937743887068
'avg_raw' => 0.14028708311689
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.086799'
'max' => '$0.193774'
'avg' => '$0.140287'
'bar_min_pct' => 61.631153054958
'bar_max_pct' => 60.119598047091
'min_diff' => 0.013384349579184
'max_diff' => 0.029314767282298
'year' => 2035
]
10 => [
'items' => [
101 => 0.15254094678901
102 => 0.15192105822667
103 => 0.15207707082284
104 => 0.14939625752624
105 => 0.1466864662717
106 => 0.14368089073653
107 => 0.14926487858051
108 => 0.14864403445411
109 => 0.1500680275074
110 => 0.15368964277592
111 => 0.15422293938139
112 => 0.15493969542729
113 => 0.15468278940701
114 => 0.16080333308534
115 => 0.16006209486124
116 => 0.16184826571252
117 => 0.15817397675434
118 => 0.15401617003145
119 => 0.15480643316053
120 => 0.1547303244663
121 => 0.15376137343533
122 => 0.15288664776929
123 => 0.15143047598776
124 => 0.15603801897738
125 => 0.15585096114637
126 => 0.15887920999959
127 => 0.15834393759994
128 => 0.15476925751172
129 => 0.1548969279104
130 => 0.15575557269779
131 => 0.1587273521108
201 => 0.15960957857475
202 => 0.159200896126
203 => 0.16016821716855
204 => 0.16093274827973
205 => 0.16026423050519
206 => 0.16972903241349
207 => 0.16579858677748
208 => 0.16771425863261
209 => 0.16817113508226
210 => 0.16700085566355
211 => 0.1672546473649
212 => 0.16763907263836
213 => 0.16997322762058
214 => 0.17609872568711
215 => 0.17881166708311
216 => 0.18697368512712
217 => 0.17858639506614
218 => 0.17808872798397
219 => 0.17955895390303
220 => 0.18435092253222
221 => 0.18823436301946
222 => 0.18952272427013
223 => 0.18969300247793
224 => 0.19211005383283
225 => 0.19349546259411
226 => 0.19181656022358
227 => 0.19039386625296
228 => 0.18529795304147
229 => 0.18588781887141
301 => 0.1899514094979
302 => 0.19569147060212
303 => 0.20061704018111
304 => 0.19889227738798
305 => 0.2120510000068
306 => 0.21335563360589
307 => 0.21317537542635
308 => 0.2161475249206
309 => 0.21024841344224
310 => 0.20772642899534
311 => 0.19070146883767
312 => 0.19548478820287
313 => 0.2024376238147
314 => 0.20151738994968
315 => 0.19646805487854
316 => 0.20061320980768
317 => 0.19924269195713
318 => 0.19816170766556
319 => 0.20311390626435
320 => 0.19766876047987
321 => 0.20238330432018
322 => 0.19633685307928
323 => 0.19890015595914
324 => 0.19744510127152
325 => 0.1983866999792
326 => 0.1928821331741
327 => 0.19585226380633
328 => 0.19275856597491
329 => 0.19275709915933
330 => 0.19268880560823
331 => 0.19632852738734
401 => 0.19644721858388
402 => 0.19375745868981
403 => 0.19336982226713
404 => 0.19480311729026
405 => 0.19312510419874
406 => 0.19391023596297
407 => 0.19314888504005
408 => 0.19297748891079
409 => 0.19161177539225
410 => 0.19102338845739
411 => 0.19125411013541
412 => 0.19046653810314
413 => 0.18999199746597
414 => 0.19259440753149
415 => 0.1912040448144
416 => 0.19238131450449
417 => 0.19103966710936
418 => 0.18638893270991
419 => 0.18371424617616
420 => 0.1749294400189
421 => 0.17742080014758
422 => 0.17907257449039
423 => 0.17852666307994
424 => 0.17969949202925
425 => 0.17977149420142
426 => 0.17939019555442
427 => 0.17894870056858
428 => 0.17873380522568
429 => 0.18033545905123
430 => 0.18126527300615
501 => 0.17923835214358
502 => 0.17876347294512
503 => 0.18081280184654
504 => 0.18206289129255
505 => 0.19129284939729
506 => 0.19060906428852
507 => 0.19232523072548
508 => 0.1921320167214
509 => 0.19393083255409
510 => 0.19687113620425
511 => 0.19089267676165
512 => 0.19193033060131
513 => 0.19167592184275
514 => 0.19445348995914
515 => 0.19446216122361
516 => 0.19279687038802
517 => 0.19369965156626
518 => 0.19319574387907
519 => 0.19410637317702
520 => 0.19059993192151
521 => 0.19487039887378
522 => 0.19729147845291
523 => 0.19732509514521
524 => 0.19847266765084
525 => 0.19963866777948
526 => 0.20187670348919
527 => 0.19957625017823
528 => 0.19543795861643
529 => 0.19573672990059
530 => 0.19331045107205
531 => 0.1933512372575
601 => 0.19313351740309
602 => 0.19378691107536
603 => 0.19074331508905
604 => 0.19145764098359
605 => 0.19045758054815
606 => 0.19192815666523
607 => 0.1903460598582
608 => 0.19167579915914
609 => 0.19224967055988
610 => 0.19436726838315
611 => 0.19003328893793
612 => 0.18119601146452
613 => 0.18305371433107
614 => 0.18030602587204
615 => 0.18056033490011
616 => 0.18107407960979
617 => 0.1794088649189
618 => 0.17972653540497
619 => 0.1797151859798
620 => 0.17961738276509
621 => 0.17918419611035
622 => 0.1785559897576
623 => 0.18105857051523
624 => 0.18148380775194
625 => 0.18242905745339
626 => 0.18524147939592
627 => 0.18496045212238
628 => 0.18541881926523
629 => 0.18441820636602
630 => 0.18060675046268
701 => 0.18081373085569
702 => 0.17823268203811
703 => 0.18236305423213
704 => 0.18138492757834
705 => 0.18075432296155
706 => 0.18058225664935
707 => 0.18340165004189
708 => 0.18424525673351
709 => 0.18371957765563
710 => 0.18264139453039
711 => 0.18471182486708
712 => 0.18526578468074
713 => 0.18538979585376
714 => 0.18905820144474
715 => 0.18559481897539
716 => 0.18642848955883
717 => 0.19293254946901
718 => 0.18703426462939
719 => 0.19015871765639
720 => 0.19000579193958
721 => 0.19160415638247
722 => 0.1898746794025
723 => 0.18989611834243
724 => 0.19131535768513
725 => 0.18932229198947
726 => 0.18882878089468
727 => 0.18814699885183
728 => 0.18963564499991
729 => 0.19052802104001
730 => 0.19771991654525
731 => 0.20236620903192
801 => 0.20216450122135
802 => 0.20400773302877
803 => 0.20317734021746
804 => 0.20049578278318
805 => 0.2050728743424
806 => 0.20362449105942
807 => 0.20374389401748
808 => 0.20373944983342
809 => 0.20470249809674
810 => 0.2040200901401
811 => 0.20267499400982
812 => 0.20356793159411
813 => 0.2062196369884
814 => 0.21445061189655
815 => 0.21905677450106
816 => 0.21417331512409
817 => 0.2175418600102
818 => 0.2155219334138
819 => 0.21515485266363
820 => 0.21727054778561
821 => 0.21938994615184
822 => 0.21925494963832
823 => 0.21771637525675
824 => 0.21684727362848
825 => 0.22342840232815
826 => 0.22827726584746
827 => 0.22794660586263
828 => 0.22940603149926
829 => 0.23369095030672
830 => 0.23408270958212
831 => 0.2340333569179
901 => 0.23306234067796
902 => 0.23728139971093
903 => 0.24080101298351
904 => 0.23283757847377
905 => 0.23586995008607
906 => 0.23723127939974
907 => 0.23923011472041
908 => 0.24260248495009
909 => 0.24626577349655
910 => 0.24678380266293
911 => 0.2464162361794
912 => 0.24400019890853
913 => 0.24800861294819
914 => 0.25035664788374
915 => 0.25175484895404
916 => 0.25530045422983
917 => 0.23723968650613
918 => 0.22445537743289
919 => 0.22245892296344
920 => 0.22651879163376
921 => 0.22758934662528
922 => 0.22715780725056
923 => 0.2127679050901
924 => 0.22238316310663
925 => 0.23272837225856
926 => 0.23312577387427
927 => 0.23830480188385
928 => 0.2399913056993
929 => 0.24416110207773
930 => 0.24390028017895
1001 => 0.24491555924114
1002 => 0.24468216416693
1003 => 0.25240583390375
1004 => 0.26092618859952
1005 => 0.26063115580947
1006 => 0.25940625401369
1007 => 0.26122544205722
1008 => 0.27001936119995
1009 => 0.26920975804497
1010 => 0.2699962185482
1011 => 0.28036474482104
1012 => 0.29384530388141
1013 => 0.28758223077187
1014 => 0.30117129726883
1015 => 0.30972489430321
1016 => 0.32451745591572
1017 => 0.32266535434693
1018 => 0.32842399002985
1019 => 0.31934970599354
1020 => 0.29851331563079
1021 => 0.29521587709738
1022 => 0.3018174325457
1023 => 0.31804671244503
1024 => 0.30130631476657
1025 => 0.30469287541418
1026 => 0.30371754571984
1027 => 0.30366557454531
1028 => 0.30564910289496
1029 => 0.30277189156991
1030 => 0.29104961503123
1031 => 0.2964218652891
1101 => 0.29434738146789
1102 => 0.29664917593053
1103 => 0.30907101131319
1104 => 0.30357902179095
1105 => 0.29779365696226
1106 => 0.30504978833267
1107 => 0.31428933704445
1108 => 0.31371114269113
1109 => 0.3125892039792
1110 => 0.31891351375554
1111 => 0.32935942065714
1112 => 0.33218290731759
1113 => 0.33426714744669
1114 => 0.33455452894697
1115 => 0.33751473700643
1116 => 0.32159695220221
1117 => 0.34685888548422
1118 => 0.3512209235152
1119 => 0.35040104115333
1120 => 0.35524926284214
1121 => 0.35382279303378
1122 => 0.35175606208772
1123 => 0.35944152471082
1124 => 0.35063076199829
1125 => 0.33812499357204
1126 => 0.33126408167734
1127 => 0.34029908391425
1128 => 0.34581644450221
1129 => 0.3494630688808
1130 => 0.35056653521442
1201 => 0.32283260452444
1202 => 0.30788555407685
1203 => 0.31746644204547
1204 => 0.32915578660475
1205 => 0.32153201730297
1206 => 0.32183085462589
1207 => 0.31096136309288
1208 => 0.33011749542004
1209 => 0.3273266080684
1210 => 0.34180573658568
1211 => 0.33835017636276
1212 => 0.35015734359207
1213 => 0.34704812075933
1214 => 0.35995433090373
1215 => 0.36510296755202
1216 => 0.37374832980581
1217 => 0.38010789347265
1218 => 0.38384235089689
1219 => 0.38361814808073
1220 => 0.39841592889486
1221 => 0.38969019454385
1222 => 0.3787286157013
1223 => 0.37853035532338
1224 => 0.38420751233271
1225 => 0.3961052759723
1226 => 0.39919019297863
1227 => 0.40091424073305
1228 => 0.39827380158262
1229 => 0.38880264232362
1230 => 0.38471304377545
1231 => 0.38819750022556
]
'min_raw' => 0.14368089073653
'max_raw' => 0.40091424073305
'avg_raw' => 0.27229756573479
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.14368'
'max' => '$0.400914'
'avg' => '$0.272297'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.056881113209538
'max_diff' => 0.20713985202625
'year' => 2036
]
11 => [
'items' => [
101 => 0.38393630940983
102 => 0.39129232023677
103 => 0.40139369426128
104 => 0.39930780047038
105 => 0.40628063067869
106 => 0.41349677638116
107 => 0.42381618883307
108 => 0.42651406537473
109 => 0.43097355270705
110 => 0.43556383003728
111 => 0.43703810340431
112 => 0.43985294870213
113 => 0.43983811307796
114 => 0.44832083884387
115 => 0.45767754805181
116 => 0.4612094891695
117 => 0.46933099301724
118 => 0.45542320228942
119 => 0.46597242131766
120 => 0.47548808094521
121 => 0.46414311925264
122 => 0.47977950590879
123 => 0.48038663136983
124 => 0.48955350501904
125 => 0.48026112241507
126 => 0.47474333528716
127 => 0.49067297997664
128 => 0.49838083326277
129 => 0.4960591651244
130 => 0.47839115595648
131 => 0.46810761680419
201 => 0.44119361129609
202 => 0.47307441341895
203 => 0.48860262215725
204 => 0.47835094164719
205 => 0.48352129299182
206 => 0.51172905343607
207 => 0.52246874229601
208 => 0.52023496208923
209 => 0.52061243417303
210 => 0.5264073753427
211 => 0.55210533582146
212 => 0.53670652222853
213 => 0.54847833823778
214 => 0.55472206700265
215 => 0.56052159024625
216 => 0.54627979411812
217 => 0.52775142660897
218 => 0.52188271485086
219 => 0.477331614059
220 => 0.47501253578716
221 => 0.47371076687792
222 => 0.46550329804398
223 => 0.45905447575542
224 => 0.45392613284214
225 => 0.44046782958486
226 => 0.44500961186156
227 => 0.42355988543565
228 => 0.43728266027132
301 => 0.40304837897381
302 => 0.43155970571553
303 => 0.41604228682097
304 => 0.42646181626902
305 => 0.42642546351236
306 => 0.40723980628366
307 => 0.3961739195886
308 => 0.40322553328145
309 => 0.41078542291797
310 => 0.41201198957697
311 => 0.42181358382403
312 => 0.42454899809383
313 => 0.41626056515208
314 => 0.40233894958688
315 => 0.40557262336443
316 => 0.39610838929271
317 => 0.37952268311853
318 => 0.39143482685147
319 => 0.39550215646189
320 => 0.3972985209285
321 => 0.38098838378742
322 => 0.37586338458739
323 => 0.3731348780162
324 => 0.40023351569589
325 => 0.4017180402397
326 => 0.39412300278296
327 => 0.42845329227845
328 => 0.42068329045193
329 => 0.42936428618882
330 => 0.40527920136288
331 => 0.4061992840381
401 => 0.39479701890089
402 => 0.4011815254781
403 => 0.39666916201158
404 => 0.40066572043958
405 => 0.4030612410829
406 => 0.41446163522059
407 => 0.43168987990388
408 => 0.41275879650606
409 => 0.40451025237152
410 => 0.40962760276102
411 => 0.42325578120479
412 => 0.44390316916072
413 => 0.4316794999234
414 => 0.43710415675956
415 => 0.43828920295207
416 => 0.42927592180131
417 => 0.44423550169316
418 => 0.45225246208861
419 => 0.46047620457814
420 => 0.46761664975777
421 => 0.45719146098385
422 => 0.46834790736405
423 => 0.45935778095951
424 => 0.45129270819244
425 => 0.45130493957871
426 => 0.44624560162002
427 => 0.43644249680745
428 => 0.4346346538734
429 => 0.44403928112172
430 => 0.45158090155336
501 => 0.45220206553404
502 => 0.45637749410744
503 => 0.45884846972685
504 => 0.48306738992548
505 => 0.49280843997879
506 => 0.50471961159534
507 => 0.50935968421683
508 => 0.52332463924942
509 => 0.51204680388241
510 => 0.50960677325985
511 => 0.47573236025276
512 => 0.48127929348499
513 => 0.49016046878924
514 => 0.47587880756238
515 => 0.48493723442555
516 => 0.48672555977205
517 => 0.47539352217884
518 => 0.48144645308581
519 => 0.46537166316583
520 => 0.4320402663968
521 => 0.44427260906605
522 => 0.45327973063263
523 => 0.44042545758704
524 => 0.4634662444922
525 => 0.45000629244059
526 => 0.44574013383187
527 => 0.42909632810389
528 => 0.43695156372866
529 => 0.44757588238731
530 => 0.44101128866588
531 => 0.45463380631655
601 => 0.47392692430266
602 => 0.48767634910459
603 => 0.4887318592136
604 => 0.47989190020587
605 => 0.49405799093162
606 => 0.49416117543708
607 => 0.47818176722826
608 => 0.46839446867407
609 => 0.46617077384991
610 => 0.47172599950172
611 => 0.47847106899425
612 => 0.48910616362714
613 => 0.49553272857724
614 => 0.51228980158044
615 => 0.51682378507217
616 => 0.52180525831168
617 => 0.52846204278912
618 => 0.5364552193188
619 => 0.51896660412367
620 => 0.51966145940823
621 => 0.50337630308488
622 => 0.48597327802573
623 => 0.49918000472792
624 => 0.51644604307382
625 => 0.51248519479999
626 => 0.5120395184564
627 => 0.51278902244601
628 => 0.50980267219676
629 => 0.4962955206987
630 => 0.48951231377561
701 => 0.49826438128704
702 => 0.50291571565965
703 => 0.51012952963259
704 => 0.50924027479529
705 => 0.52782228488252
706 => 0.5350426921116
707 => 0.53319540296375
708 => 0.53353534862445
709 => 0.5466075510211
710 => 0.56114652858964
711 => 0.57476419966964
712 => 0.5886166795848
713 => 0.57191697437558
714 => 0.56343789396497
715 => 0.57218614059751
716 => 0.5675441977938
717 => 0.59421817803361
718 => 0.5960650265517
719 => 0.62273707795914
720 => 0.6480520307936
721 => 0.63215216248276
722 => 0.64714502215408
723 => 0.6633610222744
724 => 0.69464431745769
725 => 0.68410920419955
726 => 0.67603947255009
727 => 0.66841361513401
728 => 0.6842818138461
729 => 0.70469599798855
730 => 0.7090930177282
731 => 0.71621786949727
801 => 0.70872695904752
802 => 0.71774893558752
803 => 0.74960047723109
804 => 0.74099390951766
805 => 0.72877119978979
806 => 0.75391493286282
807 => 0.76301435211816
808 => 0.82687884185499
809 => 0.90751039825823
810 => 0.87412840445194
811 => 0.85340712366617
812 => 0.85827711616618
813 => 0.88772103101421
814 => 0.89717748196025
815 => 0.87147158845479
816 => 0.88055134461537
817 => 0.93058169376207
818 => 0.95742137091351
819 => 0.9209694842923
820 => 0.82040017480719
821 => 0.72767067851036
822 => 0.75226671659192
823 => 0.7494782891774
824 => 0.80322965792237
825 => 0.74078864572408
826 => 0.7418399922306
827 => 0.79670288235753
828 => 0.78206640385971
829 => 0.75835718319179
830 => 0.72784378205943
831 => 0.67143693791829
901 => 0.62147582304126
902 => 0.71946107467271
903 => 0.71523577244774
904 => 0.70911690867128
905 => 0.72273377787558
906 => 0.78885342951587
907 => 0.78732915753714
908 => 0.77763251689882
909 => 0.78498733336072
910 => 0.757067848306
911 => 0.76426333531946
912 => 0.72765598968438
913 => 0.74420403876924
914 => 0.75830631385259
915 => 0.76113755436332
916 => 0.76751648380073
917 => 0.7130092301744
918 => 0.73748138680373
919 => 0.75185648609248
920 => 0.68690926453532
921 => 0.75057268834354
922 => 0.71206038015646
923 => 0.69898872432231
924 => 0.71658798684329
925 => 0.70972953712302
926 => 0.70383304479521
927 => 0.7005427007617
928 => 0.71346565679738
929 => 0.71286278545204
930 => 0.69171832113999
1001 => 0.66413622940353
1002 => 0.67339368474158
1003 => 0.67003036442816
1004 => 0.65784125773537
1005 => 0.66605524392796
1006 => 0.62988500573908
1007 => 0.56765599090049
1008 => 0.60876638422913
1009 => 0.60718367880549
1010 => 0.6063856069609
1011 => 0.63727893133956
1012 => 0.63430925103081
1013 => 0.62891925219124
1014 => 0.65774226617979
1015 => 0.64722147834972
1016 => 0.67964406743262
1017 => 0.7009996815642
1018 => 0.69558320703868
1019 => 0.71566826535008
1020 => 0.67360695781514
1021 => 0.68757803697149
1022 => 0.69045745702253
1023 => 0.65738659466125
1024 => 0.63479512745598
1025 => 0.63328853415497
1026 => 0.59411804331699
1027 => 0.61504260334948
1028 => 0.63345535026095
1029 => 0.62463707337724
1030 => 0.62184547035439
1031 => 0.63610716477333
1101 => 0.63721542057283
1102 => 0.61194707089645
1103 => 0.61720116093874
1104 => 0.63911158983486
1105 => 0.61664907434692
1106 => 0.57300807598493
1107 => 0.56218450500715
1108 => 0.56074044112072
1109 => 0.53138605820074
1110 => 0.56290778777481
1111 => 0.54914770808589
1112 => 0.5926156349521
1113 => 0.56778698824929
1114 => 0.56671667491432
1115 => 0.56509873932768
1116 => 0.53983220933416
1117 => 0.545363973631
1118 => 0.56375240066515
1119 => 0.5703135985914
1120 => 0.56962921189338
1121 => 0.56366228734091
1122 => 0.56639391484544
1123 => 0.55759439089126
1124 => 0.55448709583679
1125 => 0.54467961791603
1126 => 0.53026533475745
1127 => 0.53226972923858
1128 => 0.50371126259907
1129 => 0.48815109426132
1130 => 0.48384424474516
1201 => 0.47808494557651
1202 => 0.48449477291117
1203 => 0.50363036005127
1204 => 0.48054878211903
1205 => 0.44097703573865
1206 => 0.44335536512308
1207 => 0.44869876511758
1208 => 0.43874137457796
1209 => 0.42931754009266
1210 => 0.43751079959777
1211 => 0.42074372899129
1212 => 0.45072498549474
1213 => 0.44991407652783
1214 => 0.46108923492385
1215 => 0.46807729080622
1216 => 0.45197208440732
1217 => 0.4479216685511
1218 => 0.45022896950394
1219 => 0.41209442432993
1220 => 0.45797282900709
1221 => 0.45836958735588
1222 => 0.45497230149456
1223 => 0.47940113564832
1224 => 0.5309535952572
1225 => 0.51155748625946
1226 => 0.50404672660503
1227 => 0.48976876701164
1228 => 0.50879330042848
1229 => 0.50733251309102
1230 => 0.50072627876388
1231 => 0.49673080763012
]
'min_raw' => 0.3731348780162
'max_raw' => 0.95742137091351
'avg_raw' => 0.66527812446486
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$0.373134'
'max' => '$0.957421'
'avg' => '$0.665278'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.22945398727968
'max_diff' => 0.55650713018046
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.011712277449254
]
1 => [
'year' => 2028
'avg' => 0.020101668201357
]
2 => [
'year' => 2029
'avg' => 0.054914134552912
]
3 => [
'year' => 2030
'avg' => 0.042366173026989
]
4 => [
'year' => 2031
'avg' => 0.041608832294525
]
5 => [
'year' => 2032
'avg' => 0.072953377793747
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.011712277449254
'min' => '$0.011712'
'max_raw' => 0.072953377793747
'max' => '$0.072953'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.072953377793747
]
1 => [
'year' => 2033
'avg' => 0.18764358939289
]
2 => [
'year' => 2034
'avg' => 0.11893752468615
]
3 => [
'year' => 2035
'avg' => 0.14028708311689
]
4 => [
'year' => 2036
'avg' => 0.27229756573479
]
5 => [
'year' => 2037
'avg' => 0.66527812446486
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.072953377793747
'min' => '$0.072953'
'max_raw' => 0.66527812446486
'max' => '$0.665278'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 0.66527812446486
]
]
]
]
'prediction_2025_max_price' => '$0.020025'
'last_price' => 0.0194176
'sma_50day_nextmonth' => '$0.017909'
'sma_200day_nextmonth' => '$0.021663'
'sma_50day_ts_nextmonth' => 1770163200
'sma_200day_ts_nextmonth' => 1770163200
'sma_200day_direction' => 'increase'
'sma_200day_direction_label' => 'aumentar'
'sma_200day_date_nextmonth' => '4 de fev. de 2026'
'sma_50day_date_nextmonth' => '4 de fev. de 2026'
'daily_sma3' => '$0.018734'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.018454'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.018234'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.017969'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.01802'
'daily_sma50_action' => 'BUY'
'daily_sma100' => '$0.020366'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.021566'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.018887'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.018628'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.018348'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.018231'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$0.018683'
'daily_ema50_action' => 'BUY'
'daily_ema100' => '$0.019764'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.02228'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.021812'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.01914'
'weekly_sma50_action' => 'BUY'
'weekly_sma100' => '$0.125638'
'weekly_sma100_action' => 'SELL'
'weekly_sma200' => '$0.300756'
'weekly_sma200_action' => 'SELL'
'weekly_ema3' => '$0.018828'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$0.018725'
'weekly_ema5_action' => 'BUY'
'weekly_ema10' => '$0.019194'
'weekly_ema10_action' => 'BUY'
'weekly_ema21' => '$0.020313'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.039484'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.1206069'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$0.285894'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '61.88'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 130.37
'stoch_rsi_14_action' => 'SELL'
'momentum_10' => 0
'momentum_10_action' => 'BUY'
'vwma_10' => '0.019136'
'vwma_10_action' => 'BUY'
'hma_9' => '0.0188018'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 100
'stochastic_fast_14_action' => 'SELL'
'cci_20' => 292.38
'cci_20_action' => 'SELL'
'adx_14' => 7.94
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '0.0001012'
'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' => 85.01
'ultimate_oscillator_action' => 'SELL'
'ichimoku_cloud' => '0.000249'
'ichimoku_cloud_action' => 'BUY'
'sell_signals' => 12
'buy_signals' => 23
'sell_pct' => 34.29
'buy_pct' => 65.71
'overall_action' => 'bullish'
'overall_action_label' => 'Altista'
'overall_action_dir' => 1
'last_updated' => 1767702187
'last_updated_date' => '6 de janeiro de 2026'
]
Previsão de preço de Mute para 2026
A previsão de preço para Mute em 2026 sugere que o preço médio poderia variar entre $0.0067087 na extremidade inferior e $0.020025 na extremidade superior. No mercado de criptomoedas, comparado ao preço médio de hoje, Mute poderia potencialmente ganhar 3.13% até 2026 se MUTE atingir a meta de preço prevista.
Previsão de preço de Mute 2027-2032
A previsão de preço de MUTE para 2027-2032 está atualmente dentro de uma faixa de preço entre $0.011712 na extremidade inferior e $0.072953 na extremidade superior. Considerando a volatilidade de preços no mercado, se Mute atingir a meta de preço superior, poderia ganhar 275.71% até 2032 em comparação com o preço de hoje.
| Previsão de Preço de Mute | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2027 | $0.006458 | $0.011712 | $0.016966 |
| 2028 | $0.011655 | $0.0201016 | $0.028547 |
| 2029 | $0.0256036 | $0.054914 | $0.084224 |
| 2030 | $0.021774 | $0.042366 | $0.062957 |
| 2031 | $0.025744 | $0.0416088 | $0.057473 |
| 2032 | $0.039297 | $0.072953 | $0.1066095 |
Previsão de preço de Mute 2032-2037
A previsão de preço de Mute para 2032-2037 é atualmente estimada entre $0.072953 na extremidade inferior e $0.665278 na extremidade superior. Comparado ao preço atual, Mute poderia potencialmente ganhar 3326.16% até 2037 se atingir a meta de preço superior. Por favor, note que esta informação é apenas para fins gerais e não deve ser considerada como aconselhamento de investimento a longo prazo.
| Previsão de Preço de Mute | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2032 | $0.039297 | $0.072953 | $0.1066095 |
| 2033 | $0.091318 | $0.187643 | $0.283969 |
| 2034 | $0.073415 | $0.118937 | $0.164459 |
| 2035 | $0.086799 | $0.140287 | $0.193774 |
| 2036 | $0.14368 | $0.272297 | $0.400914 |
| 2037 | $0.373134 | $0.665278 | $0.957421 |
Mute Histograma de preços potenciais
Previsão de preço de Mute baseada na análise técnica
Em 6 de janeiro de 2026, o sentimento geral de previsão de preço para Mute é Altista, com 23 indicadores técnicos mostrando sinais de alta e 12 indicando sinais de baixa. A previsão de preço de MUTE foi atualizada pela última vez em 6 de janeiro de 2026.
Médias Móveis Simples de 50 e 200 dias e Índice de Força Relativa de 14 dias - RSI (14) de Mute
De acordo com nossos indicadores técnicos, o SMA de 200 dias de Mute está projetado para aumentar no próximo mês, alcançando $0.021663 até 4 de fev. de 2026. O SMA de 50 dias de curto prazo para Mute é esperado para alcançar $0.017909 até 4 de fev. de 2026.
O oscilador de momentum Índice de Força Relativa (RSI) é uma ferramenta comumente usada para identificar se uma criptomoeda está sobrevendida (abaixo de 30) ou sobrecomprada (acima de 70). No momento, o RSI está em 61.88, sugerindo que o mercado de MUTE está em um estado NEUTRAL.
Médias Móveis e Osciladores Populares de MUTE para Sábado, 19 de Outubro de 2024
Médias móveis (MA) são indicadores amplamente utilizados nos mercados financeiros, projetados para suavizar movimentos de preços ao longo de um período definido. Como indicadores atrasados, eles se baseiam em dados históricos de preços. A tabela abaixo destaca dois tipos: a média móvel simples (SMA) e a média móvel exponencial (EMA).
Média Móvel Simples Diária (SMA)
| Período | Valor | Ação |
|---|---|---|
| SMA 3 | $0.018734 | BUY |
| SMA 5 | $0.018454 | BUY |
| SMA 10 | $0.018234 | BUY |
| SMA 21 | $0.017969 | BUY |
| SMA 50 | $0.01802 | BUY |
| SMA 100 | $0.020366 | SELL |
| SMA 200 | $0.021566 | SELL |
Média Móvel Exponencial Diária (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 3 | $0.018887 | BUY |
| EMA 5 | $0.018628 | BUY |
| EMA 10 | $0.018348 | BUY |
| EMA 21 | $0.018231 | BUY |
| EMA 50 | $0.018683 | BUY |
| EMA 100 | $0.019764 | SELL |
| EMA 200 | $0.02228 | SELL |
Média Móvel Simples Semanal (SMA)
| Período | Valor | Ação |
|---|---|---|
| SMA 21 | $0.021812 | SELL |
| SMA 50 | $0.01914 | BUY |
| SMA 100 | $0.125638 | SELL |
| SMA 200 | $0.300756 | SELL |
Média Móvel Exponencial Semanal (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 21 | $0.020313 | SELL |
| EMA 50 | $0.039484 | SELL |
| EMA 100 | $0.1206069 | SELL |
| EMA 200 | $0.285894 | SELL |
Osciladores de Mute
Um oscilador é uma ferramenta de análise técnica que define limites altos e baixos entre dois extremos, criando um indicador de tendência que flutua dentro desses limites. Os traders usam esse indicador para identificar condições de sobrecompra ou sobrevenda de curto prazo.
| Período | Valor | Ação |
|---|---|---|
| RSI (14) | 61.88 | NEUTRAL |
| Stoch RSI (14) | 130.37 | SELL |
| Estocástico Rápido (14) | 100 | SELL |
| Índice de Canal de Commodities (20) | 292.38 | SELL |
| Índice Direcional Médio (14) | 7.94 | NEUTRAL |
| Oscilador Impressionante (5, 34) | 0.0001012 | BUY |
| Momentum (10) | 0 | BUY |
| MACD (12, 26) | 0 | BUY |
| Williams Percent Range (14) | -0 | SELL |
| Oscilador Ultimate (7, 14, 28) | 85.01 | SELL |
| VWMA (10) | 0.019136 | BUY |
| Média Móvel de Hull (9) | 0.0188018 | BUY |
| Nuvem Ichimoku B/L (9, 26, 52, 26) | 0.000249 | BUY |
Previsão do preço de Mute com base nos fluxos financeiros mundiais
Definições dos fluxos financeiros mundiais, usadas na previsão do preço do Mute
M0: o total de todas as moedas físicas, mais as contas no Banco Central que podem ser trocadas por moedas físicas.
M1: o valor de M0, mais o valor em contas de demanda, incluindo contas 'correntes'.
M2: o valor de M1, mais a maioria das contas de poupança, do mercado de moedas e de certificados de depósito (CD) de menos de US$ 100.000.
Previsões de preço de Mute por empresas de Internet ou nichos tecnológicos
| Comparação | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook stock | $0.027284 | $0.038339 | $0.053874 | $0.0757019 | $0.106373 | $0.149473 |
| Amazon.com stock | $0.040515 | $0.084538 | $0.176395 | $0.368059 | $0.767979 | $1.60 |
| Apple stock | $0.027542 | $0.039066 | $0.055413 | $0.078599 | $0.111487 | $0.158136 |
| Netflix stock | $0.030637 | $0.048341 | $0.076275 | $0.120351 | $0.189895 | $0.299625 |
| Google stock | $0.025145 | $0.032563 | $0.042169 | $0.0546095 | $0.070719 | $0.09158 |
| Tesla stock | $0.044018 | $0.099786 | $0.2262073 | $0.512794 | $1.16 | $2.63 |
| Kodak stock | $0.014561 | $0.010919 | $0.008188 | $0.00614 | $0.0046046 | $0.003452 |
| Nokia stock | $0.012863 | $0.008521 | $0.005645 | $0.003739 | $0.002477 | $0.001641 |
Este cálculo mostra quanto a criptomoeda pode custar, se assumirmos que sua capitalização se comportará da mesma forma que a de algumas empresas de Internet ou nichos tecnológicos. Se você extrapolar os dados, poderá obter uma imagem em potencial do preço futuro para 2024, 2025, 2026, 2027, 2028, 2029 e 2030.
Visão geral da previsão para Mute
Você pode fazer perguntas como: 'Devo investir em Mute agora?', 'Devo comprar MUTE hoje?', 'Mute será um bom ou mau investimento no curto ou no longo prazo?'.
Atualizamos a previsão para Mute regularmente com novos valores. Veja nossas previsões semelhantes. Fazemos previsões de preços futuros para uma enorme quantidade de moedas digitais, como Mute, com métodos de análise técnica.
Se você estiver tentando encontrar criptomoedas com bom retorno, você deve explorar o máximo de fontes de informações disponíveis sobre Mute para poder tomar sozinho uma decisão de tão grande responsabilidade sobre o seu investimento.
O preço de Mute é de $0.01941 USD hoje, mas o preço pode tanto subir quanto descer e seu investimento pode ser perdido, porque criptomoedas são ativos de alto risco
Previsão do preço de Mute com base no padrão de crescimento do Bitcoin
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Se Mute tiver 1% da média anterior do crescimento anual do Bitcoin | $0.019922 | $0.02044 | $0.020971 | $0.021516 |
| Se Mute tiver 2% da média anterior do crescimento anual do Bitcoin | $0.020427 | $0.021488 | $0.0226061 | $0.023781 |
| Se Mute tiver 5% da média anterior do crescimento anual do Bitcoin | $0.021941 | $0.024792 | $0.028015 | $0.031656 |
| Se Mute tiver 10% da média anterior do crescimento anual do Bitcoin | $0.024464 | $0.030824 | $0.038836 | $0.048931 |
| Se Mute tiver 20% da média anterior do crescimento anual do Bitcoin | $0.029512 | $0.044854 | $0.068172 | $0.103613 |
| Se Mute tiver 50% da média anterior do crescimento anual do Bitcoin | $0.044653 | $0.102688 | $0.236149 | $0.543063 |
| Se Mute tiver 100% da média anterior do crescimento anual do Bitcoin | $0.06989 | $0.251557 | $0.905435 | $3.25 |
Perguntas Frequentes sobre Mute
MUTE é um bom investimento?
A decisão de adquirir Mute depende inteiramente da sua tolerância individual ao risco. Como você pode perceber, o valor de Mute experimentou uma escalada de 4.2338% nas últimas 24 horas, e Mute registrou um declínio de durante os últimos 30 dias. Consequentemente, a decisão de investir ou não em Mute dependerá de quão alinhado esse investimento está com suas aspirações de negociação.
Mute pode subir?
Parece que o valor médio de Mute pode potencialmente subir para $0.020025 até o final deste ano. Observando as perspectivas de Mute em um horizonte de cinco anos mais longo, a moeda digital poderia potencialmente crescer até $0.062957. No entanto, dada a imprevisibilidade do mercado, é vital conduzir uma pesquisa aprofundada antes de investir quaisquer fundos em um projeto, rede ou ativo específico.
Qual será o preço de Mute na próxima semana?
Com base na nossa nova previsão experimental de Mute, o preço de Mute aumentará 0.86% na próxima semana e atingirá $0.019583 até 13 de janeiro de 2026.
Qual será o preço de Mute no próximo mês?
Com base na nossa nova previsão experimental de Mute, o preço de Mute diminuirá -11.62% no próximo mês e atingirá $0.017161 até 5 de fevereiro de 2026.
Até onde o preço de Mute pode subir este ano em 2026?
De acordo com nossa previsão mais recente sobre o valor de Mute em 2026, espera-se que MUTE fluctue dentro do intervalo de $0.0067087 e $0.020025. No entanto, é crucial lembrar que o mercado de criptomoedas é excepcionalmente instável, e essa previsão de preço de Mute não considera flutuações repentinas e extremas de preço.
Onde estará Mute em 5 anos?
O futuro de Mute parece seguir uma tendência de alta, com um preço máximo de $0.062957 projetada após um período de cinco anos. Com base na previsão de Mute para 2030, o valor de Mute pode potencialmente atingir seu pico mais alto de aproximadamente $0.062957, enquanto seu pico mais baixo está previsto para cerca de $0.021774.
Quanto será Mute em 2026?
Com base na nossa nova simulação experimental de previsão de preços de Mute, espera-se que o valor de MUTE em 2026 aumente 3.13% para $0.020025 se o melhor cenário ocorrer. O preço ficará entre $0.020025 e $0.0067087 durante 2026.
Quanto será Mute em 2027?
De acordo com nossa última simulação experimental para previsão de preços de Mute, o valor de MUTE pode diminuir -12.62% para $0.016966 em 2027, assumindo as condições mais favoráveis. O preço está projetado para flutuar entre $0.016966 e $0.006458 ao longo do ano.
Quanto será Mute em 2028?
Nosso novo modelo experimental de previsão de preços de Mute sugere que o valor de MUTE em 2028 pode aumentar 47.02%, alcançando $0.028547 no melhor cenário. O preço é esperado para variar entre $0.028547 e $0.011655 durante o ano.
Quanto será Mute em 2029?
Com base no nosso modelo de previsão experimental, o valor de Mute pode experimentar um 333.75% crescimento em 2029, potencialmente alcançando $0.084224 sob condições ótimas. A faixa de preço prevista para 2029 está entre $0.084224 e $0.0256036.
Quanto será Mute em 2030?
Usando nossa nova simulação experimental para previsões de preços de Mute, espera-se que o valor de MUTE em 2030 aumente 224.23%, alcançando $0.062957 no melhor cenário. O preço está previsto para variar entre $0.062957 e $0.021774 ao longo de 2030.
Quanto será Mute em 2031?
Nossa simulação experimental indica que o preço de Mute poderia aumentar 195.98% em 2031, potencialmente atingindo $0.057473 sob condições ideais. O preço provavelmente oscilará entre $0.057473 e $0.025744 durante o ano.
Quanto será Mute em 2032?
Com base nos achados da nossa mais recente previsão experimental de preços de Mute, MUTE poderia ver um 449.04% aumento em valor, atingindo $0.1066095 se o cenário mais positivo se desenrolar em 2032. O preço é esperado para permanecer dentro de uma faixa de $0.1066095 e $0.039297 ao longo do ano.
Quanto será Mute em 2033?
De acordo com nossa previsão experimental de preços de Mute, espera-se que o valor de MUTE seja aumentar 1362.43% em 2033, com o preço potencial mais alto sendo $0.283969. Ao longo do ano, o preço de MUTE poderia variar entre $0.283969 e $0.091318.
Quanto será Mute em 2034?
Os resultados da nossa nova simulação de previsão de preços de Mute sugerem que MUTE pode aumentar 746.96% em 2034, atingindo potencialmente $0.164459 nas melhores circunstâncias. A faixa de preço prevista para o ano é entre $0.164459 e $0.073415.
Quanto será Mute em 2035?
Com base em nossa previsão experimental para o preço de Mute, MUTE poderia aumentar 897.93%, com o valor potencialmente atingindo $0.193774 em 2035. A faixa de preço esperada para o ano está entre $0.193774 e $0.086799.
Quanto será Mute em 2036?
Nossa recente simulação de previsão de preços de Mute sugere que o valor de MUTE pode aumentar 1964.7% em 2036, possivelmente atingindo $0.400914 se as condições forem ideais. A faixa de preço esperada para 2036 está entre $0.400914 e $0.14368.
Quanto será Mute em 2037?
De acordo com a simulação experimental, o valor de Mute poderia aumentar 4830.69% em 2037, com um pico de $0.957421 sob condições favoráveis. O preço é esperado para cair entre $0.957421 e $0.373134 ao longo do ano.
Previsões relacionadas
Previsão de Preço do PIP
Previsão de Preço do APWine
Previsão de Preço do TPRO Network
Previsão de Preço do Koi
Previsão de Preço do Maple Finance
Previsão de Preço do Brickken
Previsão de Preço do SideShift Token
Previsão de Preço do KardiaChain
Previsão de Preço do Aegis Ai
Previsão de Preço do AITA
Previsão de Preço do Revolution Populi
Previsão de Preço do WigoSwap
Previsão de Preço do Port3 Network
Previsão de Preço do Doge Dash
Previsão de Preço do Stobox Token
Previsão de Preço do Galeon
Previsão de Preço do DeFi
Previsão de Preço do Tree
Previsão de Preço do Token Pocket
Previsão de Preço do AVAX HAS NO CHILL
Previsão de Preço do SubQuery Network
Previsão de Preço do Ovr
Previsão de Preço do Revest Finance
Previsão de Preço do Aquarius
Previsão de Preço do Wowbit
Como ler e prever os movimentos de preço de Mute?
Traders de Mute utilizam indicadores e padrões de gráfico para prever a direção do mercado. Eles também identificam níveis-chave de suporte e resistência para avaliar quando uma tendência de baixa pode desacelerar ou uma tendência de alta pode estagnar.
Indicadores de Previsão de Preço de Mute
Médias móveis são ferramentas populares para a previsão de preço de Mute. Uma média móvel simples (SMA) calcula o preço médio de fechamento de MUTE em um período específico, como uma SMA de 12 dias. Uma média móvel exponencial (EMA) dá mais peso aos preços recentes, reagindo mais rapidamente às mudanças de preço.
Médias móveis comumente usadas no mercado de criptomoedas incluem as de 50 dias, 100 dias e 200 dias, que ajudam a identificar níveis-chave de resistência e suporte. Um movimento de preço de MUTE acima dessas médias é visto como altista, enquanto uma queda abaixo indica fraqueza.
Traders também usam RSI e níveis de retração de Fibonacci para avaliar a direção futura de MUTE.
Como ler gráficos de Mute e prever movimentos de preço?
A maioria dos traders prefere gráficos de velas em vez de gráficos de linha simples porque eles fornecem informações mais detalhadas. Velas podem representar a ação de preço de Mute em diferentes períodos de tempo, como 5 minutos para tendências de curto prazo e semanal para tendências de longo prazo. Opções populares incluem gráficos de 1 hora, 4 horas e 1 dia.
Por exemplo, um gráfico de velas de 1 hora mostra os preços de abertura, fechamento, máximo e mínimo de MUTE dentro de cada hora. A cor da vela é crucial: verde indica que o preço fechou mais alto do que abriu, enquanto vermelho significa o oposto. Alguns gráficos usam velas vazias e preenchidas para transmitir a mesma informação.
O que afeta o preço de Mute?
A ação de preço de Mute é impulsionada pela oferta e demanda, influenciada por fatores como reduções pela metade das recompensas de bloco, hard forks e atualizações de protocolo. Eventos do mundo real, como regulamentações, adoção por empresas e governos e hacks de exchanges de criptomoedas, também impactam o preço de MUTE. A capitalização de mercado de Mute pode mudar rapidamente.
Traders frequentemente monitoram a atividade de "baleias" de MUTE, grandes detentores de Mute, pois suas ações podem influenciar significativamente os movimentos de preço no relativamente pequeno mercado de Mute.
Padrões de previsão de preço altistas e baixistas
Traders frequentemente identificam padrões de velas para ganhar vantagem em previsões de preço de criptomoedas. Certas formações indicam tendências altistas, enquanto outras sugerem movimentos baixistas.
Padrões de velas altistas comumente seguidos:
- Martelo
- Engolfo de Alta
- Linha de Perfuração
- Estrela da Manhã
- Três Soldados Brancos
Padrões de velas baixistas comuns:
- Harami de Baixa
- Nuvem Negra
- Estrela da Noite
- Estrela Cadente
- Homem Enforcado


