Previsão de Preço Mute - Projeção MUTE
Previsão de Preço Mute até $0.019588 até 2026
| Ano | Preço Mínimo | Preço Máximo |
|---|---|---|
| 2026 | $0.006562 | $0.019588 |
| 2027 | $0.006317 | $0.016595 |
| 2028 | $0.01140074 | $0.027923 |
| 2029 | $0.025044 | $0.082383 |
| 2030 | $0.021298 | $0.061581 |
| 2031 | $0.025181 | $0.056217 |
| 2032 | $0.038438 | $0.104279 |
| 2033 | $0.089322 | $0.277763 |
| 2034 | $0.07181 | $0.160865 |
| 2035 | $0.0849028 | $0.189539 |
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 $3,954.69, com um retorno de 39.55% 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' => 0.01899
'ticker' => 'MUTE'
'marketcap' => '$781.1K'
'low24h' => '$0.01845'
'high24h' => '$0.01956'
'volume24h' => '$417.84'
'current_supply' => '40M'
'max_supply' => '40M'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.01899'
'change_24h_pct' => '2.8826%'
'ath_price' => '$3.14'
'ath_days' => 1465
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '2 de jan. de 2022'
'ath_pct' => '-99.38%'
'fdv' => '$781.1K'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$0.936497'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.019155'
'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' => '$0.016786'
'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' => '$0.006562'
'current_year_max_price_prediction' => '$0.019588'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.021298'
'grand_prediction_max_price' => '$0.061581'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.019353151907556
107 => 0.019425409551584
108 => 0.019588209713148
109 => 0.018197100157255
110 => 0.01882166750702
111 => 0.019188542310961
112 => 0.017530988599739
113 => 0.019155777803531
114 => 0.018172884034827
115 => 0.017839275127159
116 => 0.018288435571702
117 => 0.018113397309641
118 => 0.017962909690512
119 => 0.017878935013333
120 => 0.018208748871776
121 => 0.018193362661067
122 => 0.017653723174543
123 => 0.016949785462892
124 => 0.01718605006489
125 => 0.017100212919991
126 => 0.016789128033668
127 => 0.016998761686518
128 => 0.016075641172532
129 => 0.01448746030785
130 => 0.015536661234355
131 => 0.015496268139995
201 => 0.015475900110138
202 => 0.016264345608623
203 => 0.016188554766476
204 => 0.016050993645834
205 => 0.016786601615811
206 => 0.016518094811446
207 => 0.017345569514339
208 => 0.017890597871373
209 => 0.017752361050209
210 => 0.01826496285435
211 => 0.017191493124132
212 => 0.01754805670838
213 => 0.017621543968918
214 => 0.016777524327647
215 => 0.016200955085573
216 => 0.016162504490497
217 => 0.015162812880876
218 => 0.015696840069507
219 => 0.016166761895955
220 => 0.015941705808493
221 => 0.015870459774562
222 => 0.016234440310537
223 => 0.016262724715464
224 => 0.015617837285666
225 => 0.01575192980325
226 => 0.016311117892601
227 => 0.015737839698127
228 => 0.014624053810725
301 => 0.014347819511354
302 => 0.01431096476381
303 => 0.013561795435499
304 => 0.014366278808104
305 => 0.014015100257148
306 => 0.015124469091853
307 => 0.014490803563134
308 => 0.014463487508682
309 => 0.014422195285984
310 => 0.013777354297312
311 => 0.013918533492048
312 => 0.014387834637551
313 => 0.014555286573322
314 => 0.014537819964528
315 => 0.014385534805912
316 => 0.0144552501717
317 => 0.014230672688052
318 => 0.0141513697044
319 => 0.01390106767399
320 => 0.013533192836987
321 => 0.01358434808938
322 => 0.01285549177759
323 => 0.012458372175595
324 => 0.012348454703715
325 => 0.012201468466549
326 => 0.012365057190318
327 => 0.012853427019235
328 => 0.012264349392122
329 => 0.011254417119429
330 => 0.011315115769859
331 => 0.011451487615783
401 => 0.011197359583093
402 => 0.010956848727501
403 => 0.011165953403176
404 => 0.010738031785534
405 => 0.011503199898856
406 => 0.011482504245749
407 => 0.011767711600717
408 => 0.011946057612822
409 => 0.011535027795126
410 => 0.011431654907519
411 => 0.011490540802336
412 => 0.01051728813096
413 => 0.011688176093745
414 => 0.011698301981469
415 => 0.011611597983168
416 => 0.012235059676241
417 => 0.013550758311203
418 => 0.013055739560875
419 => 0.012864053338727
420 => 0.012499657690303
421 => 0.012985193256156
422 => 0.012947911700233
423 => 0.01277931036574
424 => 0.01267733975257
425 => 0.012865223733925
426 => 0.012654058848061
427 => 0.012616127832136
428 => 0.012386307144988
429 => 0.012304271615851
430 => 0.012243535776006
501 => 0.012176671584117
502 => 0.012324157329905
503 => 0.011989935226585
504 => 0.011586896134177
505 => 0.011553387794587
506 => 0.011645907266279
507 => 0.01160497428732
508 => 0.011553191823232
509 => 0.011454324997172
510 => 0.011424993321836
511 => 0.011520307036973
512 => 0.011412703409718
513 => 0.011571478423206
514 => 0.011528300404959
515 => 0.01128711150496
516 => 0.010986500835992
517 => 0.010983824770486
518 => 0.010919058694957
519 => 0.010836569360127
520 => 0.010813622714277
521 => 0.011148343190631
522 => 0.011841204559341
523 => 0.011705179293896
524 => 0.01180347148861
525 => 0.012286971803243
526 => 0.012440662013903
527 => 0.012331576342728
528 => 0.012182253147914
529 => 0.012188822610658
530 => 0.012699105170544
531 => 0.012730930867879
601 => 0.012811344137685
602 => 0.012914697914173
603 => 0.012349177937779
604 => 0.012162186670626
605 => 0.012073579834368
606 => 0.011800705073856
607 => 0.012094977108555
608 => 0.011923517395921
609 => 0.011946653169053
610 => 0.011931585966449
611 => 0.011939813677911
612 => 0.011502986018774
613 => 0.011662143058777
614 => 0.011397513610756
615 => 0.011043204485904
616 => 0.011042016717481
617 => 0.011128733373839
618 => 0.011077150913414
619 => 0.010938343838717
620 => 0.010958060728527
621 => 0.010785320026707
622 => 0.010979034577299
623 => 0.010984589617466
624 => 0.010909998963785
625 => 0.01120844295643
626 => 0.011330715703723
627 => 0.011281618537584
628 => 0.011327270915664
629 => 0.011710831757792
630 => 0.011773368910992
701 => 0.011801143783471
702 => 0.011763929133815
703 => 0.011334281703745
704 => 0.011353338394271
705 => 0.011213513043507
706 => 0.011095375356545
707 => 0.011100100244473
708 => 0.011160838372396
709 => 0.01142608533928
710 => 0.011984281943926
711 => 0.012005465097035
712 => 0.012031139696561
713 => 0.011926708197271
714 => 0.011895210657811
715 => 0.011936764042564
716 => 0.012146393338686
717 => 0.012685616802109
718 => 0.012495019216611
719 => 0.012340060412773
720 => 0.012476001060333
721 => 0.012455074063179
722 => 0.012278429147015
723 => 0.012273471312553
724 => 0.011934433241639
725 => 0.011809098586346
726 => 0.011704359567246
727 => 0.011589987292671
728 => 0.011522183574509
729 => 0.011626360901844
730 => 0.011650187489196
731 => 0.01142240194227
801 => 0.01139135561392
802 => 0.011577370208632
803 => 0.011495512120823
804 => 0.011579705194118
805 => 0.011599238709317
806 => 0.011596093363475
807 => 0.01151062411846
808 => 0.011565099666503
809 => 0.011436248755439
810 => 0.011296142742438
811 => 0.011206763835056
812 => 0.011128768883974
813 => 0.011172045015927
814 => 0.011017773507422
815 => 0.01096841894698
816 => 0.011546644576565
817 => 0.011973786066112
818 => 0.011967575259688
819 => 0.011929768572868
820 => 0.011873595505059
821 => 0.012142283928895
822 => 0.012048678254625
823 => 0.012116784203672
824 => 0.012134120026102
825 => 0.012186590339383
826 => 0.012205343966405
827 => 0.012148657480313
828 => 0.011958410709318
829 => 0.011484333844119
830 => 0.011263649783623
831 => 0.011190820367875
901 => 0.011193467578815
902 => 0.011120445683429
903 => 0.011141953904232
904 => 0.011112966001978
905 => 0.011058069928036
906 => 0.011168655338055
907 => 0.011181399276385
908 => 0.011155587320289
909 => 0.011161666970356
910 => 0.010947954998316
911 => 0.010964203055393
912 => 0.010873731808889
913 => 0.010856769540817
914 => 0.010628066107889
915 => 0.010222884825364
916 => 0.010447394587781
917 => 0.010176218365631
918 => 0.010073519821312
919 => 0.010559678757216
920 => 0.010510881884001
921 => 0.010427362848548
922 => 0.010303820788221
923 => 0.010257997836306
924 => 0.0099795920862525
925 => 0.0099631423893025
926 => 0.010101127796617
927 => 0.010037452278929
928 => 0.0099480277362915
929 => 0.0096241411076788
930 => 0.0092599853019407
1001 => 0.0092709768767142
1002 => 0.0093868080631598
1003 => 0.0097236028597143
1004 => 0.0095920113060913
1005 => 0.0094965401240988
1006 => 0.0094786612415648
1007 => 0.0097024528884538
1008 => 0.010019164954601
1009 => 0.010167759170005
1010 => 0.010020506815413
1011 => 0.0098513512390888
1012 => 0.0098616469552282
1013 => 0.0099301397421416
1014 => 0.0099373373656104
1015 => 0.0098272344748972
1016 => 0.0098582277937016
1017 => 0.0098111461083493
1018 => 0.009522205892248
1019 => 0.0095169798799781
1020 => 0.0094460692911565
1021 => 0.0094439221467086
1022 => 0.0093232855456477
1023 => 0.0093064076512378
1024 => 0.009066876357713
1025 => 0.0092245365804786
1026 => 0.0091187863805806
1027 => 0.0089593958853841
1028 => 0.0089319169039343
1029 => 0.0089310908525701
1030 => 0.0090947492520743
1031 => 0.0092226241367938
1101 => 0.0091206259505834
1102 => 0.0090974029407351
1103 => 0.0093453639295671
1104 => 0.0093138086335236
1105 => 0.0092864819506598
1106 => 0.0099908068628063
1107 => 0.0094332787356841
1108 => 0.0091901646496659
1109 => 0.0088892648021055
1110 => 0.0089872393097399
1111 => 0.0090078839780435
1112 => 0.0082842740859351
1113 => 0.0079907056428266
1114 => 0.0078899640160451
1115 => 0.0078319857855549
1116 => 0.0078584071932341
1117 => 0.0075941611622925
1118 => 0.0077717388653112
1119 => 0.0075429241386767
1120 => 0.0075045626051289
1121 => 0.0079137116810567
1122 => 0.0079706423847579
1123 => 0.0077277583157856
1124 => 0.0078837292074248
1125 => 0.0078271719939589
1126 => 0.0075468465104268
1127 => 0.0075361401388905
1128 => 0.0073954826651713
1129 => 0.0071753809554547
1130 => 0.0070747885679968
1201 => 0.0070223991792256
1202 => 0.0070440160620815
1203 => 0.007033085904622
1204 => 0.0069617592337558
1205 => 0.0070371742659041
1206 => 0.006844520022408
1207 => 0.0067678035503272
1208 => 0.0067331524996969
1209 => 0.0065621607698297
1210 => 0.0068342846524159
1211 => 0.0068878964854117
1212 => 0.00694161395028
1213 => 0.0074091878074883
1214 => 0.0073858291389321
1215 => 0.0075969801265465
1216 => 0.0075887751874495
1217 => 0.0075285515053627
1218 => 0.0072744776969533
1219 => 0.0073757469885551
1220 => 0.0070640558497468
1221 => 0.0072975960438792
1222 => 0.0071910180521488
1223 => 0.0072615619176674
1224 => 0.0071347176867812
1225 => 0.0072049185214235
1226 => 0.0069006098398829
1227 => 0.0066164506747989
1228 => 0.0067308046179519
1229 => 0.0068551204321187
1230 => 0.0071246687923129
1231 => 0.006964128012707
]
'min_raw' => 0.0065621607698297
'max_raw' => 0.019588209713148
'avg_raw' => 0.013075185241489
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.006562'
'max' => '$0.019588'
'avg' => '$0.013075'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.01243107923017
'max_diff' => 0.0005949697131478
'year' => 2026
]
1 => [
'items' => [
101 => 0.0070218645477722
102 => 0.0068284568202828
103 => 0.006429401434286
104 => 0.0064316600444334
105 => 0.006370274067192
106 => 0.0063172276203559
107 => 0.0069825680524548
108 => 0.0068998224522476
109 => 0.0067679781677938
110 => 0.0069444569818188
111 => 0.0069911207813424
112 => 0.0069924492341133
113 => 0.0071212036212484
114 => 0.007189919860743
115 => 0.0072020313957871
116 => 0.0074046292058669
117 => 0.007472537319476
118 => 0.0077522412287156
119 => 0.0071840897679155
120 => 0.0071723890624628
121 => 0.006946940400645
122 => 0.0068039572951178
123 => 0.0069567305762078
124 => 0.007092066847621
125 => 0.0069511456758462
126 => 0.0069695470058717
127 => 0.0067803718464467
128 => 0.0068479930644226
129 => 0.0069062375669051
130 => 0.0068740783760879
131 => 0.006825934510912
201 => 0.0070809708167196
202 => 0.0070665806688506
203 => 0.007304076340078
204 => 0.0074892211992781
205 => 0.0078210338855671
206 => 0.007474770049638
207 => 0.0074621508191827
208 => 0.0075855058210719
209 => 0.0074725184344679
210 => 0.0075439225626096
211 => 0.0078095295766199
212 => 0.0078151414342879
213 => 0.0077211355878789
214 => 0.0077154153235817
215 => 0.0077334701746958
216 => 0.0078392180016042
217 => 0.0078022664615799
218 => 0.0078450277191946
219 => 0.0078985013266253
220 => 0.0081196908392986
221 => 0.0081730188819706
222 => 0.0080434593856977
223 => 0.008055157157595
224 => 0.0080066983495013
225 => 0.0079598877480698
226 => 0.0080651111439484
227 => 0.0082574089680876
228 => 0.0082562126933039
301 => 0.0083008220507686
302 => 0.0083286133109053
303 => 0.0082093128779529
304 => 0.0081316526828995
305 => 0.0081614325433296
306 => 0.0082090511886783
307 => 0.0081459904584311
308 => 0.0077567504187732
309 => 0.0078748209820554
310 => 0.0078551682669697
311 => 0.0078271804108358
312 => 0.0079459012752287
313 => 0.0079344503582365
314 => 0.0075914509373102
315 => 0.007613408647379
316 => 0.0075927862583857
317 => 0.0076594214161669
318 => 0.0074689199172697
319 => 0.0075275168952833
320 => 0.0075642683705809
321 => 0.0075859152718693
322 => 0.0076641187227422
323 => 0.0076549424504031
324 => 0.0076635483127695
325 => 0.0077795033854685
326 => 0.0083659643522039
327 => 0.0083978841286701
328 => 0.0082406994752407
329 => 0.0083034916439555
330 => 0.0081829444111607
331 => 0.0082638685761321
401 => 0.0083192348345546
402 => 0.0080690453590626
403 => 0.0080542307620402
404 => 0.0079331859879346
405 => 0.0079982285932125
406 => 0.0078947411314866
407 => 0.0079201333347564
408 => 0.0078491345207615
409 => 0.0079769182502294
410 => 0.0081198003153586
411 => 0.008155897967594
412 => 0.0080609405855791
413 => 0.007992185183004
414 => 0.0078714733455196
415 => 0.0080722198214949
416 => 0.0081309242087081
417 => 0.0080719114723401
418 => 0.0080582369318698
419 => 0.0080323237023881
420 => 0.0080637345460041
421 => 0.0081306044920079
422 => 0.0080990698603665
423 => 0.0081198990401343
424 => 0.0080405196858163
425 => 0.0082093523713603
426 => 0.0084774993078027
427 => 0.0084783614440498
428 => 0.008446826642425
429 => 0.0084339232810269
430 => 0.0084662799011857
501 => 0.0084838320402838
502 => 0.008588467416688
503 => 0.008700745344427
504 => 0.009224697442487
505 => 0.0090775737899799
506 => 0.0095424552614286
507 => 0.0099101161480404
508 => 0.010020361572073
509 => 0.0099189409694111
510 => 0.0095719865663371
511 => 0.0095549633280889
512 => 0.010073459686652
513 => 0.0099269607167202
514 => 0.0099095351304027
515 => 0.009724156332977
516 => 0.0098337381618663
517 => 0.0098097710084198
518 => 0.0097719376841911
519 => 0.0099810121801756
520 => 0.01037238097245
521 => 0.01031138247594
522 => 0.010265849927935
523 => 0.010066339556901
524 => 0.010186489362518
525 => 0.010143706318056
526 => 0.010327529427857
527 => 0.010218636689791
528 => 0.0099258508429373
529 => 0.0099724779540836
530 => 0.0099654303600345
531 => 0.010110469346166
601 => 0.010066932242618
602 => 0.0099569290418213
603 => 0.010371043316465
604 => 0.010344153038894
605 => 0.010382277304516
606 => 0.010399060785275
607 => 0.010651124846738
608 => 0.01075438742757
609 => 0.010777829841284
610 => 0.010875921306459
611 => 0.010775389236271
612 => 0.011177589195174
613 => 0.011445028698827
614 => 0.01175567344463
615 => 0.012209608911684
616 => 0.012380292846434
617 => 0.012349460321354
618 => 0.012693629011781
619 => 0.013312092498038
620 => 0.012474469474474
621 => 0.013356488552194
622 => 0.013077251495588
623 => 0.012415185457635
624 => 0.012372556210037
625 => 0.012820915017683
626 => 0.013815331700107
627 => 0.01356624159974
628 => 0.013815739122277
629 => 0.013524687009397
630 => 0.013510233818813
701 => 0.013801603370795
702 => 0.014482404210729
703 => 0.014158981251114
704 => 0.013695275131943
705 => 0.014037668514273
706 => 0.013741055679487
707 => 0.01307270394601
708 => 0.013566051125235
709 => 0.013236163916206
710 => 0.013332442541569
711 => 0.014025816387929
712 => 0.013942387812296
713 => 0.014050352114444
714 => 0.01385979794707
715 => 0.013681790307109
716 => 0.013349525828101
717 => 0.013251158696307
718 => 0.013278343832656
719 => 0.013251145224704
720 => 0.013065246302367
721 => 0.013025101447788
722 => 0.012958191598036
723 => 0.012978929758288
724 => 0.012853119665588
725 => 0.013090549304204
726 => 0.013134618337354
727 => 0.01330739982835
728 => 0.013325338575926
729 => 0.01380653256896
730 => 0.013541499003733
731 => 0.013719306401184
801 => 0.013703401633968
802 => 0.012429534436237
803 => 0.012605062096659
804 => 0.012878128052661
805 => 0.012755112209615
806 => 0.01258119658882
807 => 0.012440750400264
808 => 0.01222796006324
809 => 0.012527458376324
810 => 0.012921266809936
811 => 0.013335326207685
812 => 0.013832791443835
813 => 0.01372176299426
814 => 0.013326026441125
815 => 0.013343778893813
816 => 0.013453517570997
817 => 0.013311396013234
818 => 0.013269481591307
819 => 0.013447759173064
820 => 0.01344898687279
821 => 0.013285458844619
822 => 0.01310372736662
823 => 0.013102965905092
824 => 0.0130706285439
825 => 0.013530439754115
826 => 0.013783289427577
827 => 0.013812278235151
828 => 0.013781338249856
829 => 0.013793245822232
830 => 0.013646118168407
831 => 0.0139824083557
901 => 0.014291021487213
902 => 0.01420830657541
903 => 0.014084305163999
904 => 0.013985532067093
905 => 0.014185038772833
906 => 0.014176155053279
907 => 0.014288326020737
908 => 0.014283237297723
909 => 0.01424551842033
910 => 0.01420830792247
911 => 0.014355843340401
912 => 0.014313355509383
913 => 0.014270801683028
914 => 0.014185453469608
915 => 0.014197053709296
916 => 0.014073073708477
917 => 0.01401571488716
918 => 0.013153175837599
919 => 0.01292267721928
920 => 0.012995196776835
921 => 0.013019072098152
922 => 0.012918758804067
923 => 0.013062582299413
924 => 0.013040167560011
925 => 0.013127370198843
926 => 0.013072889775999
927 => 0.013075125671556
928 => 0.01323534097869
929 => 0.013281852163956
930 => 0.013258196199739
1001 => 0.013274764026198
1002 => 0.0136565625941
1003 => 0.013602283046975
1004 => 0.013573448119397
1005 => 0.013581435591397
1006 => 0.01367899331135
1007 => 0.013706304146483
1008 => 0.013590586218927
1009 => 0.01364515946252
1010 => 0.013877525407362
1011 => 0.013958840337283
1012 => 0.01421835856021
1013 => 0.014108110606542
1014 => 0.01431047549692
1015 => 0.014932476178666
1016 => 0.015429373362418
1017 => 0.014972406177095
1018 => 0.015884894575581
1019 => 0.01659539768249
1020 => 0.016568127389842
1021 => 0.016444234738919
1022 => 0.015635345841407
1023 => 0.014890994218062
1024 => 0.015513675957829
1025 => 0.01551526330164
1026 => 0.015461774387964
1027 => 0.015129559338983
1028 => 0.015450214024378
1029 => 0.015475666428858
1030 => 0.01546141985069
1031 => 0.015206711351554
1101 => 0.014817818551374
1102 => 0.014893807273652
1103 => 0.01501827835087
1104 => 0.014782628634309
1105 => 0.014707324271348
1106 => 0.014847329409334
1107 => 0.015298455135153
1108 => 0.01521317242988
1109 => 0.015210945353791
1110 => 0.015575820932444
1111 => 0.015314648763207
1112 => 0.014894765734789
1113 => 0.014788739732537
1114 => 0.014412418852215
1115 => 0.014672345024663
1116 => 0.014681699304871
1117 => 0.014539340396603
1118 => 0.014906317375611
1119 => 0.014902935618144
1120 => 0.015251325642397
1121 => 0.01591731651945
1122 => 0.015720350245685
1123 => 0.015491299899165
1124 => 0.015516204022709
1125 => 0.015789340789371
1126 => 0.015624196065141
1127 => 0.015683583259404
1128 => 0.01578925089974
1129 => 0.015853002810734
1130 => 0.015507031103803
1201 => 0.015426368549178
1202 => 0.015261361271124
1203 => 0.015218313952287
1204 => 0.015352708937272
1205 => 0.015317300606973
1206 => 0.014680913113841
1207 => 0.014614407079983
1208 => 0.014616446725092
1209 => 0.014449214140765
1210 => 0.014194144309246
1211 => 0.014864452597049
1212 => 0.01481061746058
1213 => 0.014751187636426
1214 => 0.014758467450783
1215 => 0.015049425559663
1216 => 0.014880655162776
1217 => 0.015329358923824
1218 => 0.015237118919822
1219 => 0.015142513307771
1220 => 0.015129435930428
1221 => 0.01509302084116
1222 => 0.014968139950602
1223 => 0.014817338771075
1224 => 0.014717766770177
1225 => 0.01357636186728
1226 => 0.013788199978011
1227 => 0.014031900414755
1228 => 0.014116024828951
1229 => 0.013972124197237
1230 => 0.014973822024627
1231 => 0.015156841870291
]
'min_raw' => 0.0063172276203559
'max_raw' => 0.01659539768249
'avg_raw' => 0.011456312651423
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.006317'
'max' => '$0.016595'
'avg' => '$0.011456'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.00024493314947375
'max_diff' => -0.0029928120306582
'year' => 2027
]
2 => [
'items' => [
101 => 0.014602462819684
102 => 0.014498761134463
103 => 0.014980620689845
104 => 0.014690000473015
105 => 0.014820866738859
106 => 0.014538005452124
107 => 0.015112757748917
108 => 0.015108379099389
109 => 0.014884787474567
110 => 0.015073765584777
111 => 0.015040925987605
112 => 0.014788491593864
113 => 0.015120760369458
114 => 0.015120925170625
115 => 0.014905723093035
116 => 0.014654414180203
117 => 0.01460948608224
118 => 0.014575638795666
119 => 0.014812542381238
120 => 0.015024949395283
121 => 0.015420186188258
122 => 0.015519558108606
123 => 0.015907413329289
124 => 0.0156764644297
125 => 0.015778841085599
126 => 0.015889985427639
127 => 0.015943272112411
128 => 0.015856444319096
129 => 0.016458943124395
130 => 0.016509812483649
131 => 0.016526868539788
201 => 0.016323709332563
202 => 0.016504162258583
203 => 0.016419734310471
204 => 0.0166393923767
205 => 0.016673837566219
206 => 0.016644663716119
207 => 0.016655597162953
208 => 0.016141470720703
209 => 0.01611481055244
210 => 0.015751297266445
211 => 0.015899431617442
212 => 0.015622501548517
213 => 0.015710318926069
214 => 0.015749027989339
215 => 0.015728808571407
216 => 0.015907806911389
217 => 0.015755621755459
218 => 0.015353980107405
219 => 0.014952229032353
220 => 0.014947185374865
221 => 0.014841411408299
222 => 0.01476495620394
223 => 0.014779684188694
224 => 0.014831587527967
225 => 0.014761939487507
226 => 0.014776802428184
227 => 0.015023626274686
228 => 0.015073125036834
229 => 0.014904908902638
301 => 0.014229496850368
302 => 0.014063749038598
303 => 0.014182885278776
304 => 0.014125945829327
305 => 0.011400740769136
306 => 0.01204098727449
307 => 0.011660574541726
308 => 0.011835886230932
309 => 0.011447583338179
310 => 0.011632901831299
311 => 0.011598680272367
312 => 0.012628177706705
313 => 0.012612103520295
314 => 0.012619797382703
315 => 0.012252549283749
316 => 0.012837585477255
317 => 0.013125795343397
318 => 0.013072455367631
319 => 0.013085879890367
320 => 0.012855202112198
321 => 0.012622030847832
322 => 0.012363408030849
323 => 0.012843897258057
324 => 0.012790475058216
325 => 0.01291300636395
326 => 0.013224637973873
327 => 0.013270526912208
328 => 0.013332202110689
329 => 0.013310095942373
330 => 0.013836754557015
331 => 0.013772972723776
401 => 0.013926668590596
402 => 0.013610504531615
403 => 0.013252734888311
404 => 0.013320735201132
405 => 0.013314186224183
406 => 0.013230810231061
407 => 0.013155542112462
408 => 0.013030241901657
409 => 0.013426710309587
410 => 0.013410614416262
411 => 0.013671188219775
412 => 0.013625129268925
413 => 0.013317536322613
414 => 0.013328522064866
415 => 0.013402406461083
416 => 0.013658121199991
417 => 0.013734034744885
418 => 0.013698868566258
419 => 0.01378210430265
420 => 0.0138478904349
421 => 0.013790366028
422 => 0.014604790321472
423 => 0.014266584573359
424 => 0.014431423701769
425 => 0.014470736862606
426 => 0.014370037027788
427 => 0.014391875216169
428 => 0.014424954121017
429 => 0.014625802753737
430 => 0.015152887682015
501 => 0.01538633000876
502 => 0.016088652766617
503 => 0.015366945873198
504 => 0.015324122772863
505 => 0.015450632309668
506 => 0.015862970116944
507 => 0.01619713118082
508 => 0.016307991683922
509 => 0.016322643729514
510 => 0.0165306254032
511 => 0.016649836619929
512 => 0.016505370957554
513 => 0.016382951434877
514 => 0.015944459899917
515 => 0.015995216489061
516 => 0.016344879055378
517 => 0.016838798025324
518 => 0.017262631885048
519 => 0.017114220039474
520 => 0.018246497658768
521 => 0.018358758359782
522 => 0.018343247560725
523 => 0.018598994144266
524 => 0.018091389257822
525 => 0.017874378334486
526 => 0.0164094199252
527 => 0.016821013483332
528 => 0.01741928889212
529 => 0.017340104898349
530 => 0.01690562130454
531 => 0.017262302290281
601 => 0.017144372401949
602 => 0.017051356206107
603 => 0.017477481431339
604 => 0.017008939241937
605 => 0.017414614825365
606 => 0.016894331693442
607 => 0.017114897972283
608 => 0.016989693884822
609 => 0.017070716273845
610 => 0.016597061043176
611 => 0.016852633908314
612 => 0.016586428371741
613 => 0.016586302155655
614 => 0.016580425653681
615 => 0.016893615286924
616 => 0.01690382838962
617 => 0.01667238077745
618 => 0.016639025560645
619 => 0.01676235727935
620 => 0.016617968137375
621 => 0.016685526908131
622 => 0.016620014423718
623 => 0.016605266183573
624 => 0.016487749696889
625 => 0.016437120363242
626 => 0.016456973429522
627 => 0.016389204679352
628 => 0.016348371556071
629 => 0.016572302917706
630 => 0.016452665424549
701 => 0.016553966756036
702 => 0.01643852110356
703 => 0.0160383361748
704 => 0.015808185590391
705 => 0.015052273357126
706 => 0.015266649128774
707 => 0.015408780487164
708 => 0.015361806074064
709 => 0.015462725290088
710 => 0.01546892091032
711 => 0.015436111044441
712 => 0.015398121422957
713 => 0.015379630176177
714 => 0.015517448780084
715 => 0.015597457118413
716 => 0.015423045270451
717 => 0.015382183014755
718 => 0.015558523022586
719 => 0.015666090325495
720 => 0.016460306853327
721 => 0.016401468727659
722 => 0.016549140876685
723 => 0.016532515258919
724 => 0.016687299197116
725 => 0.016940305519496
726 => 0.016425872924417
727 => 0.016515160635182
728 => 0.016493269350457
729 => 0.016732272656884
730 => 0.016733018799118
731 => 0.016589724377815
801 => 0.01666740660829
802 => 0.016624046518339
803 => 0.016702404061348
804 => 0.016400682908619
805 => 0.016768146703857
806 => 0.016976474996913
807 => 0.016979367635464
808 => 0.017078113592977
809 => 0.017178445204791
810 => 0.017371022996625
811 => 0.017173074314698
812 => 0.016816983905828
813 => 0.016842692483184
814 => 0.016633916806751
815 => 0.016637426363591
816 => 0.016618692074134
817 => 0.016674915087045
818 => 0.016413020698259
819 => 0.01647448678784
820 => 0.016388433902481
821 => 0.016514973573015
822 => 0.016378837805278
823 => 0.016493258793817
824 => 0.016542639099354
825 => 0.016724853489871
826 => 0.016351924591644
827 => 0.015591497323094
828 => 0.015751348354233
829 => 0.015514916123151
830 => 0.015536798826299
831 => 0.015581005369264
901 => 0.015437717500035
902 => 0.015465052309964
903 => 0.015464075718201
904 => 0.015455659977987
905 => 0.015418385269161
906 => 0.015364329566786
907 => 0.015579670847579
908 => 0.015616261527386
909 => 0.015697598075971
910 => 0.015939600473452
911 => 0.015915418727134
912 => 0.015954860158669
913 => 0.015868759735082
914 => 0.015540792778007
915 => 0.015558602961673
916 => 0.015336509685972
917 => 0.015691918651578
918 => 0.015607753117353
919 => 0.015553491049909
920 => 0.015538685142073
921 => 0.015781287416688
922 => 0.015853877819578
923 => 0.015808644351858
924 => 0.015715869189893
925 => 0.01589402492738
926 => 0.015941691886944
927 => 0.015952362761301
928 => 0.016268020570154
929 => 0.015970004526295
930 => 0.016041739950077
1001 => 0.016601399248641
1002 => 0.016093865492547
1003 => 0.016362717442503
1004 => 0.016349558538591
1005 => 0.016487094098735
1006 => 0.016338276608297
1007 => 0.016340121379447
1008 => 0.016462243639389
1009 => 0.016290744950166
1010 => 0.016248279462923
1011 => 0.016189613696441
1012 => 0.016317708251312
1013 => 0.016394495143738
1014 => 0.017013341102938
1015 => 0.017413143815385
1016 => 0.017395787325233
1017 => 0.017554393155234
1018 => 0.017482939776156
1019 => 0.017252197966663
1020 => 0.017646046099502
1021 => 0.017521416070966
1022 => 0.017531690419093
1023 => 0.017531308007342
1024 => 0.017614176080972
1025 => 0.017555456456058
1026 => 0.017439714047906
1027 => 0.017516549259909
1028 => 0.017744722370468
1029 => 0.01845297870685
1030 => 0.018849328335838
1031 => 0.018429117961514
1101 => 0.018718973450881
1102 => 0.018545163443332
1103 => 0.01851357699456
1104 => 0.018695627662036
1105 => 0.018877996985105
1106 => 0.01886638084763
1107 => 0.01873399008385
1108 => 0.018659205900682
1109 => 0.019225496790169
1110 => 0.019642730271029
1111 => 0.019614277744803
1112 => 0.019739857942307
1113 => 0.020108565286229
1114 => 0.020142275264966
1115 => 0.02013802858246
1116 => 0.020054474882887
1117 => 0.020417515145676
1118 => 0.020720369719981
1119 => 0.020035134615534
1120 => 0.020296063172921
1121 => 0.020413202408926
1122 => 0.020585197561025
1123 => 0.020875382212351
1124 => 0.021190599711368
1125 => 0.021235174921913
1126 => 0.021203546676911
1127 => 0.020995652262808
1128 => 0.02134056701156
1129 => 0.021542609982132
1130 => 0.021662921947437
1201 => 0.021968013073448
1202 => 0.020413925820968
1203 => 0.019313865620515
1204 => 0.019142075335152
1205 => 0.019491417635757
1206 => 0.019583536414473
1207 => 0.01954640345028
1208 => 0.018308185681572
1209 => 0.019135556374855
1210 => 0.020025737673524
1211 => 0.020059933162584
1212 => 0.020505576533511
1213 => 0.020650696282623
1214 => 0.021009497608031
1215 => 0.020987054487436
1216 => 0.021074416900397
1217 => 0.021054333794563
1218 => 0.021718937695349
1219 => 0.02245209449255
1220 => 0.022426707603959
1221 => 0.022321307640043
1222 => 0.022477844559822
1223 => 0.02323454094439
1224 => 0.023164876467112
1225 => 0.023232549572782
1226 => 0.024124737255727
1227 => 0.025284708155775
1228 => 0.024745785213528
1229 => 0.025915092927304
1230 => 0.026651110150787
1231 => 0.027923975833199
]
'min_raw' => 0.011400740769136
'max_raw' => 0.027923975833199
'avg_raw' => 0.019662358301167
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.01140074'
'max' => '$0.027923'
'avg' => '$0.019662'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.0050835131487802
'max_diff' => 0.011328578150709
'year' => 2028
]
3 => [
'items' => [
101 => 0.027764606780765
102 => 0.028260124050209
103 => 0.027479302915584
104 => 0.025686379760499
105 => 0.025402642808173
106 => 0.025970691372094
107 => 0.027367183337126
108 => 0.025926710870422
109 => 0.026218116574361
110 => 0.026134191712023
111 => 0.026129719712766
112 => 0.026300397735444
113 => 0.026052820361583
114 => 0.025044145602154
115 => 0.025506415300242
116 => 0.025327910769796
117 => 0.025525974854721
118 => 0.026594845033216
119 => 0.02612227204862
120 => 0.025624454798061
121 => 0.026248828104754
122 => 0.02704386988212
123 => 0.02699411759652
124 => 0.026897577367613
125 => 0.027441769583276
126 => 0.028340615690192
127 => 0.028583570181036
128 => 0.02876291421919
129 => 0.028787642732009
130 => 0.029042361782732
131 => 0.027672673249531
201 => 0.029846404127817
202 => 0.030221747402393
203 => 0.030151198423158
204 => 0.03056837667599
205 => 0.030445632251216
206 => 0.030267794837729
207 => 0.030929111104827
208 => 0.03017096537007
209 => 0.029094872947476
210 => 0.028504507361747
211 => 0.029281948388469
212 => 0.029756704494535
213 => 0.030070488080485
214 => 0.030165438804001
215 => 0.02777899827136
216 => 0.026492839182327
217 => 0.027317252412553
218 => 0.028323093451391
219 => 0.027667085751774
220 => 0.027692800011612
221 => 0.026757505427749
222 => 0.028405846268619
223 => 0.028165696872833
224 => 0.029411592362988
225 => 0.029114249405327
226 => 0.030130228812164
227 => 0.029862687385166
228 => 0.030973236890595
301 => 0.031416265155239
302 => 0.032160178563418
303 => 0.032707404294748
304 => 0.033028745710944
305 => 0.033009453577637
306 => 0.034282768360267
307 => 0.03353193911918
308 => 0.032588720635511
309 => 0.032571660788957
310 => 0.033060167007159
311 => 0.034083942025374
312 => 0.034349391992276
313 => 0.034497742310424
314 => 0.034270538634069
315 => 0.033455567305286
316 => 0.033103666817516
317 => 0.033403496228635
318 => 0.033036830623472
319 => 0.033669798326181
320 => 0.034538998176608
321 => 0.034359511844684
322 => 0.034959507742212
323 => 0.035580440374745
324 => 0.036468401927096
325 => 0.036700547958001
326 => 0.037084276519366
327 => 0.037479259257275
328 => 0.037606117067609
329 => 0.037848327989202
330 => 0.037847051418086
331 => 0.038576970332982
401 => 0.03938209349982
402 => 0.039686008856657
403 => 0.040384845461713
404 => 0.03918811226571
405 => 0.040095848141958
406 => 0.040914648624437
407 => 0.039938440934044
408 => 0.041283915808031
409 => 0.041336157548476
410 => 0.042124945804949
411 => 0.041325357793469
412 => 0.040850564984627
413 => 0.042221274033498
414 => 0.042884516965317
415 => 0.042684742796603
416 => 0.041164451508625
417 => 0.04027957677066
418 => 0.037963688901818
419 => 0.040706958121373
420 => 0.042043124535957
421 => 0.041160991160405
422 => 0.041605887924399
423 => 0.044033100410493
424 => 0.044957225774827
425 => 0.04476501415917
426 => 0.044797494758143
427 => 0.045296136030676
428 => 0.047507386039851
429 => 0.046182353777979
430 => 0.047195291294169
501 => 0.047732549700338
502 => 0.048231585249724
503 => 0.047006111662237
504 => 0.045411788530699
505 => 0.044906799469809
506 => 0.041073280381155
507 => 0.040873729064461
508 => 0.040761714863377
509 => 0.040055481170265
510 => 0.039500574941168
511 => 0.039059292905443
512 => 0.03790123706573
513 => 0.038292046916547
514 => 0.036446347613082
515 => 0.037627160619872
516 => 0.034681379965574
517 => 0.037134713628818
518 => 0.035799475655308
519 => 0.03669605204341
520 => 0.036692923972855
521 => 0.035042042582557
522 => 0.034089848649648
523 => 0.03469662368364
524 => 0.035347134685941
525 => 0.035452677907482
526 => 0.03629608240204
527 => 0.036531458467552
528 => 0.035818258000393
529 => 0.034620335209137
530 => 0.034898585351836
531 => 0.034084209919388
601 => 0.032657048298521
602 => 0.033682060690479
603 => 0.034032044987707
604 => 0.034186617991528
605 => 0.032783168448025
606 => 0.032342174131084
607 => 0.032107392457046
608 => 0.034439167496835
609 => 0.0345669073972
610 => 0.033913372006334
611 => 0.036867413943813
612 => 0.036198823273966
613 => 0.036945802860876
614 => 0.034873337067866
615 => 0.034952508052104
616 => 0.033971369532955
617 => 0.034520741543979
618 => 0.034132463113674
619 => 0.034476357714488
620 => 0.034682486720286
621 => 0.035663464244258
622 => 0.037145914816376
623 => 0.035516938914894
624 => 0.034807170787254
625 => 0.035247506941755
626 => 0.03642018014801
627 => 0.038196840083523
628 => 0.037145021643085
629 => 0.037611800805916
630 => 0.037713771287435
701 => 0.036938199309892
702 => 0.038225436528599
703 => 0.038915277411601
704 => 0.039622911415103
705 => 0.04023733019289
706 => 0.039340266832899
707 => 0.040300253217071
708 => 0.039526673651837
709 => 0.038832692810637
710 => 0.038833745293111
711 => 0.038398400973984
712 => 0.037554866498761
713 => 0.037399305799389
714 => 0.038208552202672
715 => 0.038857491182185
716 => 0.038910940904746
717 => 0.039270226867493
718 => 0.039482848599307
719 => 0.041566830616313
720 => 0.042405025423157
721 => 0.043429954166749
722 => 0.043829221674197
723 => 0.045030873726292
724 => 0.044060442100817
725 => 0.043850483114345
726 => 0.040935668293353
727 => 0.041412969056999
728 => 0.042177173632271
729 => 0.040948269745325
730 => 0.041727726406909
731 => 0.041881607663055
801 => 0.040906512061492
802 => 0.041427352753681
803 => 0.040044154293731
804 => 0.037176064762958
805 => 0.038228629532134
806 => 0.039003671491717
807 => 0.037897591053407
808 => 0.039880197427854
809 => 0.038721999713205
810 => 0.038354906640956
811 => 0.036922745687983
812 => 0.037598670528856
813 => 0.038512868554448
814 => 0.03794800046156
815 => 0.039120186569673
816 => 0.040780314709378
817 => 0.041963420884071
818 => 0.042054245085476
819 => 0.041293587077106
820 => 0.042512546389974
821 => 0.0425214251778
822 => 0.04114643409329
823 => 0.04030425971001
824 => 0.040112915918179
825 => 0.040590930225333
826 => 0.041171327840528
827 => 0.042086453113758
828 => 0.042639444150406
829 => 0.044081351490201
830 => 0.044471490273626
831 => 0.044900134513922
901 => 0.045472935407946
902 => 0.046160729744356
903 => 0.044655874892444
904 => 0.044715665581111
905 => 0.043314365579144
906 => 0.041816875560294
907 => 0.042953283819835
908 => 0.044438986449129
909 => 0.044098164624413
910 => 0.044059815206775
911 => 0.044124308290002
912 => 0.043867339764366
913 => 0.042705080646615
914 => 0.042121401393808
915 => 0.042874496542388
916 => 0.043274733097449
917 => 0.043895465090054
918 => 0.043818946769903
919 => 0.045417885721103
920 => 0.046039185048135
921 => 0.045880230093383
922 => 0.045909481630522
923 => 0.04703431438499
924 => 0.048285359747459
925 => 0.049457128819386
926 => 0.050649102648002
927 => 0.049212131674075
928 => 0.048482526433562
929 => 0.049235292804359
930 => 0.048835864372061
1001 => 0.051131098622218
1002 => 0.0512900156618
1003 => 0.053585083940397
1004 => 0.055763377028432
1005 => 0.054395230168012
1006 => 0.0556853310347
1007 => 0.057080680305491
1008 => 0.059772535436107
1009 => 0.058866013328721
1010 => 0.058171631601475
1011 => 0.057515444224457
1012 => 0.05888086598922
1013 => 0.060637459276442
1014 => 0.061015812646069
1015 => 0.061628889646975
1016 => 0.060984314144011
1017 => 0.061760634339668
1018 => 0.064501385762717
1019 => 0.063760810534927
1020 => 0.062709074658057
1021 => 0.064872634681989
1022 => 0.065655618644024
1023 => 0.071151010141467
1024 => 0.078089168910288
1025 => 0.075216725621589
1026 => 0.073433707379128
1027 => 0.073852758959865
1028 => 0.076386339670742
1029 => 0.077200045383244
1030 => 0.074988112755485
1031 => 0.075769404753734
1101 => 0.080074400479024
1102 => 0.082383892564844
1103 => 0.079247292106132
1104 => 0.070593535839926
1105 => 0.062614377349636
1106 => 0.064730809487451
1107 => 0.064490871763558
1108 => 0.069116052611229
1109 => 0.063743148060669
1110 => 0.063833613993719
1111 => 0.068554438683167
1112 => 0.067295003591447
1113 => 0.065254880039119
1114 => 0.062629272509304
1115 => 0.057775594151141
1116 => 0.053476555874481
1117 => 0.061907959944397
1118 => 0.061544382469389
1119 => 0.061017868406414
1120 => 0.062189568478793
1121 => 0.067879011437395
1122 => 0.067747851362269
1123 => 0.066913477882779
1124 => 0.067546342813142
1125 => 0.065143935756969
1126 => 0.065763090757137
1127 => 0.062613113410165
1128 => 0.06403703472567
1129 => 0.065250502850242
1130 => 0.065494124541952
1201 => 0.066043016653007
1202 => 0.061352793661148
1203 => 0.06345856608678
1204 => 0.064695510102646
1205 => 0.059106952038556
1206 => 0.064585042278303
1207 => 0.061271147313664
1208 => 0.060146361589633
1209 => 0.061660737387789
1210 => 0.061070583666469
1211 => 0.060563204151867
1212 => 0.060280077664833
1213 => 0.061392068115441
1214 => 0.061340192431804
1215 => 0.059520760226563
1216 => 0.057147385084371
1217 => 0.057943967685474
1218 => 0.057654561758492
1219 => 0.056605717344999
1220 => 0.057312511841736
1221 => 0.054200146578618
1222 => 0.048845483910094
1223 => 0.052382938086674
1224 => 0.052246749948886
1225 => 0.052178077714172
1226 => 0.05483637675982
1227 => 0.054580842643975
1228 => 0.054117045721518
1229 => 0.056597199350805
1230 => 0.055691909913341
1231 => 0.058481798646586
]
'min_raw' => 0.025044145602154
'max_raw' => 0.082383892564844
'avg_raw' => 0.053714019083499
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.025044'
'max' => '$0.082383'
'avg' => '$0.053714'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.013643404833018
'max_diff' => 0.054459916731645
'year' => 2029
]
4 => [
'items' => [
101 => 0.060319399804991
102 => 0.059853324711049
103 => 0.061581597482426
104 => 0.057962319339733
105 => 0.0591644983585
106 => 0.05941226578812
107 => 0.056566594640003
108 => 0.054622651185571
109 => 0.054493012319738
110 => 0.051122482261662
111 => 0.052922992212718
112 => 0.054507366459483
113 => 0.053748574147691
114 => 0.053508363170053
115 => 0.054735548959401
116 => 0.054830911805369
117 => 0.052656628811201
118 => 0.053108731096276
119 => 0.05499407278079
120 => 0.053061225323115
121 => 0.049306018441691
122 => 0.048374675215301
123 => 0.048250416860839
124 => 0.045724540165106
125 => 0.048436912023079
126 => 0.047252889020027
127 => 0.050993203499894
128 => 0.048856755928703
129 => 0.048764657943973
130 => 0.048625438332216
131 => 0.046451311917546
201 => 0.046927307429417
202 => 0.048509589007039
203 => 0.049074164899613
204 => 0.049015275008584
205 => 0.048501834964098
206 => 0.048736885187225
207 => 0.047979706521607
208 => 0.047712330975466
209 => 0.046868420204408
210 => 0.045628104507252
211 => 0.04580057801224
212 => 0.043343188069919
213 => 0.042004271605787
214 => 0.04163367717515
215 => 0.041138102814296
216 => 0.041689653617882
217 => 0.043336226592967
218 => 0.041350110245071
219 => 0.037945053076466
220 => 0.038149702814234
221 => 0.038609490013947
222 => 0.037752679609079
223 => 0.036941780467518
224 => 0.037646791480778
225 => 0.036204023870365
226 => 0.038783841586762
227 => 0.038714064747389
228 => 0.039675661257204
301 => 0.040276967288738
302 => 0.038891151561191
303 => 0.038542622653357
304 => 0.038741160559015
305 => 0.03545977122714
306 => 0.039407501742455
307 => 0.039441641879885
308 => 0.039149313296135
309 => 0.041251357923034
310 => 0.045687327729953
311 => 0.044018337452118
312 => 0.043372053971043
313 => 0.042143468601087
314 => 0.043780485660372
315 => 0.043654788291663
316 => 0.04308633712105
317 => 0.042742536079388
318 => 0.043376000040166
319 => 0.042664042884412
320 => 0.042536155815965
321 => 0.041761299323675
322 => 0.041484710809651
323 => 0.041279935685174
324 => 0.041054498393914
325 => 0.041551756882962
326 => 0.040424903726976
327 => 0.039066029287633
328 => 0.038953053581226
329 => 0.03926498943954
330 => 0.039126981043129
331 => 0.03895239285012
401 => 0.0386190564434
402 => 0.038520162652132
403 => 0.038841519497307
404 => 0.038478726355372
405 => 0.039014047398662
406 => 0.038868469695552
407 => 0.038055284479931
408 => 0.037041754621541
409 => 0.03703273207985
410 => 0.036814368734382
411 => 0.03653625018278
412 => 0.036458883964215
413 => 0.037587417419677
414 => 0.03992344789832
415 => 0.039464829218891
416 => 0.039796228215912
417 => 0.04142638328361
418 => 0.041944560559158
419 => 0.041576770602675
420 => 0.041073317025945
421 => 0.041095466428251
422 => 0.042815919705699
423 => 0.042923222266263
424 => 0.043194341219689
425 => 0.043542805693048
426 => 0.041636115609291
427 => 0.041005661496772
428 => 0.040706917361998
429 => 0.039786901055424
430 => 0.040779059765827
501 => 0.040200971373747
502 => 0.04027897524815
503 => 0.040228175122614
504 => 0.040255915426246
505 => 0.038783120475133
506 => 0.039319729547495
507 => 0.038427512887652
508 => 0.037232934936142
509 => 0.037228930291976
510 => 0.037521301553251
511 => 0.037347387686556
512 => 0.036879389943015
513 => 0.036945866813598
514 => 0.036363459477041
515 => 0.037016581609081
516 => 0.037035310814845
517 => 0.036783823218206
518 => 0.0377900479761
519 => 0.038202299080411
520 => 0.038036764556917
521 => 0.038190684736961
522 => 0.039483886895561
523 => 0.039694735273778
524 => 0.03978838019552
525 => 0.039662908405961
526 => 0.038214322098456
527 => 0.038278573061058
528 => 0.037807142128665
529 => 0.037408832668961
530 => 0.037424762958491
531 => 0.037629545797384
601 => 0.038523844465187
602 => 0.040405843289791
603 => 0.040477263769461
604 => 0.040563827474304
605 => 0.040211729383276
606 => 0.040105533229896
607 => 0.040245633367756
608 => 0.040952413175481
609 => 0.042770442729793
610 => 0.042127829663188
611 => 0.041605375237169
612 => 0.042063708621489
613 => 0.041993151789509
614 => 0.04139758112171
615 => 0.041380865436674
616 => 0.040237774909707
617 => 0.039815200368799
618 => 0.03946206545326
619 => 0.039076451344312
620 => 0.038847846374626
621 => 0.039199087507165
622 => 0.039279420509939
623 => 0.038511425634999
624 => 0.038406750771383
625 => 0.03903391196458
626 => 0.03875792170638
627 => 0.039041784531168
628 => 0.039107643141449
629 => 0.039097038388341
630 => 0.038808872861501
701 => 0.038992540975089
702 => 0.038558111132353
703 => 0.03808573392763
704 => 0.037784386701157
705 => 0.037521421278149
706 => 0.037667329778474
707 => 0.037147192616656
708 => 0.036980790270298
709 => 0.038930318350869
710 => 0.040370455704945
711 => 0.04034951553746
712 => 0.040222047653267
713 => 0.040032656233273
714 => 0.040938558013462
715 => 0.040622959947322
716 => 0.040852583909539
717 => 0.040911032845211
718 => 0.041087940169796
719 => 0.041151169332637
720 => 0.040960046887055
721 => 0.04031861661604
722 => 0.038720233366032
723 => 0.0379761816484
724 => 0.03773063218842
725 => 0.037739557444925
726 => 0.037493359026405
727 => 0.037565875494498
728 => 0.037468140758179
729 => 0.037283054812163
730 => 0.037655901242866
731 => 0.037698868320699
801 => 0.03761184150859
802 => 0.037632339473259
803 => 0.036911794638633
804 => 0.036966576097468
805 => 0.036661545973381
806 => 0.036604356502308
807 => 0.035833266910626
808 => 0.03446716992774
809 => 0.035224120266502
810 => 0.034309830700601
811 => 0.033963575388247
812 => 0.035602694183182
813 => 0.035438172118249
814 => 0.035156581859106
815 => 0.034740051177282
816 => 0.034585555895644
817 => 0.03364689147167
818 => 0.033591430169922
819 => 0.034056657604514
820 => 0.033841971150948
821 => 0.033540470062024
822 => 0.032448463680614
823 => 0.031220686957021
824 => 0.031257745818777
825 => 0.031648278750954
826 => 0.032783805921799
827 => 0.03234013581133
828 => 0.032018248055657
829 => 0.03195796815493
830 => 0.032712497317051
831 => 0.033780314160198
901 => 0.034281309931947
902 => 0.033784838337611
903 => 0.033214518501967
904 => 0.033249231227755
905 => 0.033480159440848
906 => 0.033504426730894
907 => 0.033133207147717
908 => 0.03323770328595
909 => 0.033078964096646
910 => 0.032104781984899
911 => 0.032087162119663
912 => 0.031848082118632
913 => 0.031840842871217
914 => 0.031434108148161
915 => 0.031377203148781
916 => 0.030569606669122
917 => 0.031101169117661
918 => 0.030744624935462
919 => 0.030207228752618
920 => 0.030114581448138
921 => 0.030111796358291
922 => 0.030663582078484
923 => 0.031094721180255
924 => 0.030750827174161
925 => 0.030672529175079
926 => 0.031508546961009
927 => 0.031402156077278
928 => 0.031310022258115
929 => 0.033684702873811
930 => 0.031804957867848
1001 => 0.030985281753154
1002 => 0.029970776908948
1003 => 0.030301104801799
1004 => 0.030370709742349
1005 => 0.027931008470277
1006 => 0.026941221968042
1007 => 0.026601564539793
1008 => 0.026406086887784
1009 => 0.026495168508458
1010 => 0.02560424456607
1011 => 0.026202960189877
1012 => 0.025431495363695
1013 => 0.025302156775021
1014 => 0.026681631450388
1015 => 0.026873577292692
1016 => 0.026054676696527
1017 => 0.026580543447229
1018 => 0.02638985685333
1019 => 0.025444719913901
1020 => 0.025408622634772
1021 => 0.024934386141736
1022 => 0.024192297860416
1023 => 0.023853143602966
1024 => 0.023676509121013
1025 => 0.023749391950804
1026 => 0.02371254016181
1027 => 0.023472057311116
1028 => 0.023726324357313
1029 => 0.023076777124676
1030 => 0.022818122182883
1031 => 0.022701293746424
1101 => 0.022124783190915
1102 => 0.023042267860137
1103 => 0.023223023898141
1104 => 0.023404136081379
1105 => 0.02498059398592
1106 => 0.024901838604033
1107 => 0.025613748900866
1108 => 0.02558608537585
1109 => 0.025383037027011
1110 => 0.024526409443092
1111 => 0.024867845930124
1112 => 0.023816957494051
1113 => 0.024604354563824
1114 => 0.024245019423668
1115 => 0.024482862991479
1116 => 0.024055198811064
1117 => 0.024291885826327
1118 => 0.023265887860359
1119 => 0.022307825395919
1120 => 0.022693377699196
1121 => 0.023112517146113
1122 => 0.024021318261773
1123 => 0.023480043814733
1124 => 0.023674706573741
1125 => 0.023022618917214
1126 => 0.021677175822169
1127 => 0.021684790883972
1128 => 0.02147782377587
1129 => 0.021298973976778
1130 => 0.023542215696185
1201 => 0.023263233127973
1202 => 0.022818710917863
1203 => 0.023413721560705
1204 => 0.023571051818762
1205 => 0.023575530790028
1206 => 0.024009635195599
1207 => 0.024241316794669
1208 => 0.024282151680671
1209 => 0.024965224342283
1210 => 0.025194181288508
1211 => 0.026137222546813
1212 => 0.024221660229657
1213 => 0.024182210484306
1214 => 0.023422094580665
1215 => 0.022940017057618
1216 => 0.023455102841103
1217 => 0.023911398529049
1218 => 0.023436272959609
1219 => 0.023498314328529
1220 => 0.02286049707074
1221 => 0.023088486728309
1222 => 0.02328486213493
1223 => 0.023176435177806
1224 => 0.023014114775069
1225 => 0.023873987486165
1226 => 0.023825470097937
1227 => 0.024626203334898
1228 => 0.025250432154093
1229 => 0.026369161792338
1230 => 0.025201709094134
1231 => 0.025159162477607
]
'min_raw' => 0.021298973976778
'max_raw' => 0.061581597482426
'avg_raw' => 0.041440285729602
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.021298'
'max' => '$0.061581'
'avg' => '$0.04144'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.0037451716253758
'max_diff' => -0.020802295082417
'year' => 2030
]
5 => [
'items' => [
101 => 0.025575062478848
102 => 0.025194117616385
103 => 0.025434861619692
104 => 0.026330374211517
105 => 0.026349294981452
106 => 0.026032347707006
107 => 0.026013061436552
108 => 0.026073934627632
109 => 0.026430470809132
110 => 0.026305886112066
111 => 0.026450058677609
112 => 0.02663034867847
113 => 0.027376104563406
114 => 0.02755590378252
115 => 0.027119084895281
116 => 0.027158524749945
117 => 0.026995142495171
118 => 0.026837317284233
119 => 0.027192085309901
120 => 0.027840430849791
121 => 0.027836397525837
122 => 0.027986801089055
123 => 0.028080501262929
124 => 0.02767827152394
125 => 0.027416434754256
126 => 0.02751683963286
127 => 0.02767738922028
128 => 0.027464775565492
129 => 0.026152425595914
130 => 0.026550508743444
131 => 0.026484248242423
201 => 0.026389885231418
202 => 0.026790160914545
203 => 0.026751553348428
204 => 0.02559510685332
205 => 0.025669138805856
206 => 0.025599608981555
207 => 0.025824274068333
208 => 0.025181984964411
209 => 0.025379548766894
210 => 0.025503458931766
211 => 0.025576442970799
212 => 0.025840111365407
213 => 0.025809172922549
214 => 0.025838188188359
215 => 0.026229138811689
216 => 0.028206432906434
217 => 0.028314052661358
218 => 0.027784093628038
219 => 0.02799580180887
220 => 0.027589368397163
221 => 0.027862209869309
222 => 0.028048881075129
223 => 0.027205349790836
224 => 0.027155401342653
225 => 0.02674729043568
226 => 0.026966586120504
227 => 0.026617670918031
228 => 0.026703282504182
301 => 0.02646390504582
302 => 0.026894736811296
303 => 0.027376473669586
304 => 0.027498179424355
305 => 0.02717802398118
306 => 0.026946210341048
307 => 0.026539221953138
308 => 0.027216052712561
309 => 0.027413978652659
310 => 0.027215013091857
311 => 0.027168908423936
312 => 0.027081540161534
313 => 0.02718744401382
314 => 0.027412900705483
315 => 0.027306579493226
316 => 0.02737680652706
317 => 0.027109173491887
318 => 0.027678404678721
319 => 0.028582480796357
320 => 0.028585387548907
321 => 0.028479065763539
322 => 0.028435561179702
323 => 0.028544653783634
324 => 0.028603832046055
325 => 0.02895661752301
326 => 0.029335170395377
327 => 0.031101711475153
328 => 0.03060567380888
329 => 0.032173054146857
330 => 0.033412648495333
331 => 0.033784348639549
401 => 0.033442401996713
402 => 0.032272621003167
403 => 0.032215225966888
404 => 0.033963372640043
405 => 0.033469441134687
406 => 0.033410689553802
407 => 0.032785671995547
408 => 0.033155134782406
409 => 0.033074327851228
410 => 0.032946770157153
411 => 0.033651679417479
412 => 0.034971206625127
413 => 0.034765545935368
414 => 0.034612029770787
415 => 0.033939366625478
416 => 0.034344460083707
417 => 0.034200214062285
418 => 0.034819986511098
419 => 0.034452847042062
420 => 0.033465699117739
421 => 0.033622905678369
422 => 0.033599144222986
423 => 0.034088153291026
424 => 0.033941364906751
425 => 0.033570481435087
426 => 0.034966696624583
427 => 0.034876034176334
428 => 0.03500457279963
429 => 0.035061159476793
430 => 0.035911011058568
501 => 0.036259168059404
502 => 0.03633820579394
503 => 0.036668928017305
504 => 0.036329977123741
505 => 0.037686022365887
506 => 0.03858771332448
507 => 0.039635073773479
508 => 0.041165548893415
509 => 0.041741021696197
510 => 0.041637067685232
511 => 0.042797456454096
512 => 0.044882649277752
513 => 0.042058544772837
514 => 0.045032333673974
515 => 0.044090866441918
516 => 0.041858664570985
517 => 0.041714937086428
518 => 0.043226610109821
519 => 0.046579355382568
520 => 0.045739530718267
521 => 0.04658072903486
522 => 0.045599426515675
523 => 0.04555069657453
524 => 0.046533069361811
525 => 0.048828436925646
526 => 0.047737993836635
527 => 0.046174576280922
528 => 0.047328979474589
529 => 0.046328928593262
530 => 0.044075534061017
531 => 0.045738888520174
601 => 0.044626650762943
602 => 0.044951260870314
603 => 0.047289019203133
604 => 0.047007733935587
605 => 0.047371743118106
606 => 0.046729276438738
607 => 0.046129111252513
608 => 0.045008858363572
609 => 0.044677206710956
610 => 0.044768863296163
611 => 0.044677161290505
612 => 0.044050390094798
613 => 0.04391503891476
614 => 0.043689447684826
615 => 0.043759367840007
616 => 0.043335190328689
617 => 0.044135700932091
618 => 0.044284282754158
619 => 0.04486682761427
620 => 0.044927309354165
621 => 0.04654968849757
622 => 0.045656109328356
623 => 0.046255599382978
624 => 0.046201975349874
625 => 0.041907043154156
626 => 0.042498846916219
627 => 0.043419507851736
628 => 0.043004751348212
629 => 0.042418382690304
630 => 0.041944858559944
701 => 0.041227421082122
702 => 0.042237200554991
703 => 0.043564953183738
704 => 0.044960983351956
705 => 0.046638222127549
706 => 0.046263881958048
707 => 0.044929628539709
708 => 0.044989482173383
709 => 0.045359473785218
710 => 0.044880301030609
711 => 0.044738983630711
712 => 0.045340058944549
713 => 0.04534419821989
714 => 0.04479285205575
715 => 0.04418013168959
716 => 0.044177564368884
717 => 0.044068536697902
718 => 0.045618822296136
719 => 0.046471322623612
720 => 0.046569060412284
721 => 0.0464647440917
722 => 0.046504891303326
723 => 0.046008840146331
724 => 0.047142665991821
725 => 0.048183176711396
726 => 0.047904297611281
727 => 0.047486218195208
728 => 0.047153197802872
729 => 0.047825848590387
730 => 0.04779589650967
731 => 0.048174088757983
801 => 0.048156931773055
802 => 0.048029759944477
803 => 0.047904302152987
804 => 0.048401728115138
805 => 0.048258477426455
806 => 0.048115004229886
807 => 0.047827246769519
808 => 0.047866357787528
809 => 0.04744835055876
810 => 0.047254961288023
811 => 0.044346850661876
812 => 0.043569708477314
813 => 0.043814213228765
814 => 0.043894710541506
815 => 0.043556497266849
816 => 0.044041408222845
817 => 0.043965835364001
818 => 0.04425984514912
819 => 0.044076160599798
820 => 0.044083699077774
821 => 0.044623876171653
822 => 0.044780691880084
823 => 0.044700934145118
824 => 0.044756793728753
825 => 0.046044054256761
826 => 0.045861046973953
827 => 0.045763828002431
828 => 0.045790758321949
829 => 0.046119680986032
830 => 0.046211761373464
831 => 0.045821610301542
901 => 0.046005607802497
902 => 0.046789045808803
903 => 0.047063204772259
904 => 0.047938188579844
905 => 0.047566479906785
906 => 0.048248767263359
907 => 0.050345885988567
908 => 0.052021209535841
909 => 0.050480512766094
910 => 0.053557031109496
911 => 0.05595254194018
912 => 0.055860598244566
913 => 0.055442885522072
914 => 0.05271566012929
915 => 0.050206026662211
916 => 0.052305441622088
917 => 0.052310793462569
918 => 0.052130451855637
919 => 0.05101036562348
920 => 0.052091475282686
921 => 0.05217728984142
922 => 0.052129256508462
923 => 0.051270489020448
924 => 0.049959309793013
925 => 0.050215511075535
926 => 0.050635174002669
927 => 0.049840664530746
928 => 0.04958677061344
929 => 0.050058807711006
930 => 0.051579809592198
1001 => 0.051292272997123
1002 => 0.051284764254599
1003 => 0.052514967742824
1004 => 0.051634407539784
1005 => 0.050218742594177
1006 => 0.049861268525085
1007 => 0.048592476403195
1008 => 0.049468835641067
1009 => 0.049500374249886
1010 => 0.049020401251477
1011 => 0.050257689757716
1012 => 0.050246287926311
1013 => 0.051420909216893
1014 => 0.053666343956877
1015 => 0.053002258413131
1016 => 0.052229999178056
1017 => 0.052313965169334
1018 => 0.053234864847935
1019 => 0.052678067880158
1020 => 0.052878295951897
1021 => 0.053234561778768
1022 => 0.053449505797701
1023 => 0.052283038032811
1024 => 0.052011078598212
1025 => 0.051454745039813
1026 => 0.051309607998884
1027 => 0.05176273007392
1028 => 0.051643348416187
1029 => 0.049497723551938
1030 => 0.04927349381548
1031 => 0.049280370621371
1101 => 0.048716534287504
1102 => 0.047856548542132
1103 => 0.050116539733889
1104 => 0.049935030812635
1105 => 0.049734659011244
1106 => 0.049759203413609
1107 => 0.050740188991742
1108 => 0.050171167815466
1109 => 0.051684003873334
1110 => 0.05137301025985
1111 => 0.051054040833668
1112 => 0.051009949542923
1113 => 0.050887173527035
1114 => 0.050466128885613
1115 => 0.049957692180236
1116 => 0.049621978227312
1117 => 0.045773651906851
1118 => 0.046487878887244
1119 => 0.047309531924349
1120 => 0.047593163260189
1121 => 0.047107992233543
1122 => 0.050485286394897
1123 => 0.051102350582593
1124 => 0.049233222907962
1125 => 0.048883585436018
1126 => 0.05050820856935
1127 => 0.04952836221785
1128 => 0.049969586969934
1129 => 0.049015900392965
1130 => 0.050953717889526
1201 => 0.050938954966934
1202 => 0.050185100193179
1203 => 0.050822253085782
1204 => 0.05071153209113
1205 => 0.049860431908222
1206 => 0.050980699283404
1207 => 0.050981254922046
1208 => 0.050255686092522
1209 => 0.049408380547079
1210 => 0.049256902328018
1211 => 0.049142783838191
1212 => 0.049941520817027
1213 => 0.050657665894666
1214 => 0.05199023433673
1215 => 0.052325273704111
1216 => 0.05363295465983
1217 => 0.052854294320529
1218 => 0.053199464363602
1219 => 0.053574195272641
1220 => 0.053753855050707
1221 => 0.053461109083423
1222 => 0.05549247587061
1223 => 0.055663985466919
1224 => 0.055721491151009
1225 => 0.055036525699726
1226 => 0.055644935338626
1227 => 0.055360280616994
1228 => 0.05610087312332
1229 => 0.056217007484672
1230 => 0.056118645812207
1231 => 0.056155508691556
]
'min_raw' => 0.025181984964411
'max_raw' => 0.056217007484672
'avg_raw' => 0.040699496224542
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.025181'
'max' => '$0.056217'
'avg' => '$0.040699'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.0038830109876334
'max_diff' => -0.0053645899977546
'year' => 2031
]
6 => [
'items' => [
101 => 0.054422095496349
102 => 0.054332208877695
103 => 0.053106598454276
104 => 0.053606043761074
105 => 0.052672354699052
106 => 0.052968437118683
107 => 0.053098947428079
108 => 0.053030776248845
109 => 0.053634281649359
110 => 0.053121178770914
111 => 0.051767015912776
112 => 0.050412484113872
113 => 0.050395479070514
114 => 0.050038854757335
115 => 0.049781080697907
116 => 0.049830737126779
117 => 0.050005732858913
118 => 0.049770909627831
119 => 0.049821021070022
120 => 0.050653204901193
121 => 0.050820093433671
122 => 0.050252940992752
123 => 0.047975742102759
124 => 0.047416911783234
125 => 0.047818587934822
126 => 0.04762661260562
127 => 0.038438393477444
128 => 0.040597029270828
129 => 0.039314441182745
130 => 0.039905516782774
131 => 0.038596326469416
201 => 0.039221140707494
202 => 0.039105760332283
203 => 0.042576782809368
204 => 0.042522587567624
205 => 0.042548527961899
206 => 0.041310325355832
207 => 0.043282815728161
208 => 0.04425453541403
209 => 0.044074695961658
210 => 0.044119957677331
211 => 0.043342211442826
212 => 0.042556058245518
213 => 0.041684093361593
214 => 0.043304096337809
215 => 0.043123979661226
216 => 0.043537102513371
217 => 0.044587790243651
218 => 0.04474250800311
219 => 0.044950450240814
220 => 0.044875917750934
221 => 0.046651584040329
222 => 0.04643653913646
223 => 0.046954735482144
224 => 0.045888766283421
225 => 0.044682520952342
226 => 0.044911788754649
227 => 0.044889708421632
228 => 0.044608600439693
229 => 0.044354828722787
301 => 0.043932370313875
302 => 0.045269091231752
303 => 0.045214822803626
304 => 0.046093365574851
305 => 0.045938074606328
306 => 0.044901003512383
307 => 0.044938042709388
308 => 0.045187149109681
309 => 0.046049309205339
310 => 0.046305257022066
311 => 0.046186691795601
312 => 0.04646732689218
313 => 0.046689129430102
314 => 0.046495181876011
315 => 0.049241070242741
316 => 0.048100785950206
317 => 0.04865655258034
318 => 0.04878909964686
319 => 0.048449583123134
320 => 0.048523212099955
321 => 0.048634739937143
322 => 0.049311915125163
323 => 0.051089018760746
324 => 0.051876085863793
325 => 0.054244016076514
326 => 0.051810730897388
327 => 0.051666349824793
328 => 0.052092885560746
329 => 0.053483111266483
330 => 0.054609758623721
331 => 0.054983532549963
401 => 0.055032932944651
402 => 0.0557341576783
403 => 0.056136086618561
404 => 0.055649010551594
405 => 0.055236264583829
406 => 0.05375785975921
407 => 0.053928989143222
408 => 0.055107900898222
409 => 0.056773183189716
410 => 0.058202168638909
411 => 0.057701787739773
412 => 0.061519340786322
413 => 0.061897835577581
414 => 0.061845539835631
415 => 0.062707807297697
416 => 0.060996381983211
417 => 0.060264714503964
418 => 0.055325504946925
419 => 0.056713221364713
420 => 0.058730348675696
421 => 0.058463374312248
422 => 0.056998482541045
423 => 0.058201057387141
424 => 0.057803448535029
425 => 0.057489837936562
426 => 0.058926548884545
427 => 0.057346826180405
428 => 0.058714589733297
429 => 0.056960418829011
430 => 0.057704073437571
501 => 0.057281939115226
502 => 0.05755511175662
503 => 0.055958150076866
504 => 0.056819831835208
505 => 0.055922301282772
506 => 0.055921875736428
507 => 0.055902062699738
508 => 0.056958003414418
509 => 0.056992437603215
510 => 0.056212095819628
511 => 0.056099636377383
512 => 0.056515457877741
513 => 0.056028639804645
514 => 0.05625641891705
515 => 0.056035539001918
516 => 0.055985814280579
517 => 0.055589599240985
518 => 0.055418898907768
519 => 0.055485834906828
520 => 0.055257347834164
521 => 0.055119676108145
522 => 0.055874676328285
523 => 0.055471310167286
524 => 0.055812854679027
525 => 0.055423621601545
526 => 0.054074370174211
527 => 0.053298401410277
528 => 0.050749790539718
529 => 0.051472573421067
530 => 0.051951779219174
531 => 0.051793401705758
601 => 0.052133657888536
602 => 0.052154546854713
603 => 0.05204392610119
604 => 0.051915841440007
605 => 0.05185349691047
606 => 0.052318161955729
607 => 0.052587915654409
608 => 0.05199987393196
609 => 0.051862103983968
610 => 0.052456646632038
611 => 0.052819317303904
612 => 0.055497073777916
613 => 0.055298696929282
614 => 0.055796583889863
615 => 0.0557405294588
616 => 0.056262394313102
617 => 0.057115422793344
618 => 0.055380977382499
619 => 0.055682017133211
620 => 0.05560820913836
621 => 0.056414025472655
622 => 0.056416541143293
623 => 0.055933413997372
624 => 0.056195325061019
625 => 0.056049133490445
626 => 0.056313321417447
627 => 0.055296047485523
628 => 0.056534977326671
629 => 0.057237370711727
630 => 0.05724712344456
701 => 0.057580052334537
702 => 0.057918327368696
703 => 0.058567616839216
704 => 0.057900219037765
705 => 0.056699635362822
706 => 0.056786313626291
707 => 0.056082411856948
708 => 0.056094244572861
709 => 0.056031080607971
710 => 0.056220640421366
711 => 0.055337645204691
712 => 0.055544882417139
713 => 0.055254749106132
714 => 0.055681386440055
715 => 0.055222395194431
716 => 0.05560817354591
717 => 0.055774662693653
718 => 0.05638901123308
719 => 0.055131655415647
720 => 0.052567821788394
721 => 0.05310677070032
722 => 0.052309622926058
723 => 0.052383401987521
724 => 0.052532447433528
725 => 0.052049342378384
726 => 0.052141503598516
727 => 0.052138210951204
728 => 0.052109836695504
729 => 0.051984162412259
730 => 0.051801909837654
731 => 0.052527948000496
801 => 0.052651316032146
802 => 0.052925547884436
803 => 0.053741475863609
804 => 0.053659945417583
805 => 0.053792924957718
806 => 0.053502631368252
807 => 0.052396867874554
808 => 0.052456916152251
809 => 0.051708113167168
810 => 0.052906399308569
811 => 0.052622629333681
812 => 0.052439680984837
813 => 0.052389761832851
814 => 0.053207712339667
815 => 0.053452455951109
816 => 0.053299948156591
817 => 0.052987150220671
818 => 0.053587814728046
819 => 0.053748527210218
820 => 0.053784504808128
821 => 0.054848767149201
822 => 0.053843985250514
823 => 0.054085846240201
824 => 0.055972776639475
825 => 0.05426159114593
826 => 0.055168044265851
827 => 0.055123678102585
828 => 0.055587388846035
829 => 0.05508564028692
830 => 0.05509186006165
831 => 0.055503603787347
901 => 0.054925383982978
902 => 0.054782208627892
903 => 0.054584412900283
904 => 0.055016292635306
905 => 0.055275185004211
906 => 0.057361667362099
907 => 0.058709630120449
908 => 0.05865111150211
909 => 0.059185862131464
910 => 0.058944952075186
911 => 0.058166989954602
912 => 0.059494876432065
913 => 0.059074677589466
914 => 0.059109318271508
915 => 0.059108028943592
916 => 0.059387424439501
917 => 0.059189447124429
918 => 0.058799213514467
919 => 0.059058268796199
920 => 0.059827570368988
921 => 0.062215506055977
922 => 0.063551826502356
923 => 0.062135057887172
924 => 0.063112325906638
925 => 0.062526313331158
926 => 0.062419817413829
927 => 0.063033613949594
928 => 0.063648484854941
929 => 0.06360932023643
930 => 0.063162955533119
1001 => 0.062910815438303
1002 => 0.064820104709376
1003 => 0.066226836520408
1004 => 0.066130906841745
1005 => 0.06655430924536
1006 => 0.067797431797715
1007 => 0.067911087344583
1008 => 0.067896769358021
1009 => 0.067615062226378
1010 => 0.068839077819033
1011 => 0.069860173160932
1012 => 0.067549855164704
1013 => 0.068429594013384
1014 => 0.068824537125972
1015 => 0.069404430789593
1016 => 0.070382808601584
1017 => 0.071445586407304
1018 => 0.071595874841798
1019 => 0.071489238005561
1020 => 0.070788307473688
1021 => 0.071951211630283
1022 => 0.072632413611758
1023 => 0.073038053802696
1024 => 0.074066689834824
1025 => 0.068826976160181
1026 => 0.065118046390602
1027 => 0.064538843449487
1028 => 0.065716675406275
1029 => 0.066027260300246
1030 => 0.065902063918927
1031 => 0.061727326262124
1101 => 0.064516864319706
1102 => 0.067518172718643
1103 => 0.067633465197459
1104 => 0.069135982936366
1105 => 0.069625264302437
1106 => 0.070834988021759
1107 => 0.070759319473743
1108 => 0.07105386794849
1109 => 0.070986156355014
1110 => 0.073226914807675
1111 => 0.075698804136811
1112 => 0.075613210469469
1113 => 0.075257847132339
1114 => 0.075785622286431
1115 => 0.078336876977858
1116 => 0.078101998328894
1117 => 0.078330162929447
1118 => 0.081338235993052
1119 => 0.085249158869144
1120 => 0.083432142542963
1121 => 0.087374545138413
1122 => 0.089856078594467
1123 => 0.094147634111365
1124 => 0.093610310224293
1125 => 0.095280981294132
1126 => 0.092648388323554
1127 => 0.086603422728288
1128 => 0.085646783783638
1129 => 0.087561999176783
1130 => 0.092270369336845
1201 => 0.087413715844776
1202 => 0.088396210520902
1203 => 0.088113251988082
1204 => 0.088098174330364
1205 => 0.088673627200181
1206 => 0.087838902798908
1207 => 0.08443808542407
1208 => 0.085996659985816
1209 => 0.085394819498628
1210 => 0.086062606389343
1211 => 0.089666376822272
1212 => 0.088073064010717
1213 => 0.086394638393966
1214 => 0.088499756589833
1215 => 0.091180295450266
1216 => 0.091012552145771
1217 => 0.09068706002379
1218 => 0.092521842073184
1219 => 0.095552364478084
1220 => 0.096371502506503
1221 => 0.096976173452542
1222 => 0.097059547360001
1223 => 0.097918350423428
1224 => 0.093300349905142
1225 => 0.10062923532633
1226 => 0.10189473138219
1227 => 0.10165687057313
1228 => 0.10306341617901
1229 => 0.10264957478114
1230 => 0.10204998352535
1231 => 0.1042796574915
]
'min_raw' => 0.038438393477444
'max_raw' => 0.1042796574915
'avg_raw' => 0.071359025484473
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.038438'
'max' => '$0.104279'
'avg' => '$0.071359'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.013256408513033
'max_diff' => 0.04806265000683
'year' => 2032
]
7 => [
'items' => [
101 => 0.10172351621472
102 => 0.098095395481576
103 => 0.09610493669128
104 => 0.098726133392073
105 => 0.10032680675009
106 => 0.10138475001779
107 => 0.10170488301137
108 => 0.093658832139615
109 => 0.089322456974178
110 => 0.092102023738581
111 => 0.095493287026603
112 => 0.093281511266348
113 => 0.093368208688705
114 => 0.090214797699026
115 => 0.095772293927503
116 => 0.094962613472914
117 => 0.099163237103619
118 => 0.098160724562041
119 => 0.10158617006561
120 => 0.10068413546534
121 => 0.10442843065899
122 => 0.10592213138448
123 => 0.10843028737853
124 => 0.11027529713779
125 => 0.11135872215783
126 => 0.11129367738346
127 => 0.11558674707309
128 => 0.11305527386554
129 => 0.10987514689444
130 => 0.1098176284307
131 => 0.11146466125179
201 => 0.11491639020339
202 => 0.11581137329992
203 => 0.11631154675505
204 => 0.11554551369736
205 => 0.11279778096289
206 => 0.11161132389947
207 => 0.11262221969247
208 => 0.11138598100489
209 => 0.11352007580697
210 => 0.11645064378828
211 => 0.11584549308886
212 => 0.11786842114775
213 => 0.11996193887047
214 => 0.12295576323972
215 => 0.12373845979083
216 => 0.12503222742655
217 => 0.12636393930422
218 => 0.12679164926869
219 => 0.12760828030147
220 => 0.12760397625283
221 => 0.13006494883571
222 => 0.13277947780461
223 => 0.13380414964887
224 => 0.13616032605404
225 => 0.13212545653047
226 => 0.13518595141333
227 => 0.13794659440684
228 => 0.13465524202203
301 => 0.13919160449773
302 => 0.13936774117305
303 => 0.14202719585118
304 => 0.13933132904502
305 => 0.13773053194104
306 => 0.14235197319916
307 => 0.14458814304993
308 => 0.14391459049232
309 => 0.13878882227155
310 => 0.13580540531253
311 => 0.1279972276726
312 => 0.13724635137526
313 => 0.1417513297302
314 => 0.13877715546594
315 => 0.14027715596744
316 => 0.14846067232687
317 => 0.1515764255131
318 => 0.15092837063112
319 => 0.15103788123828
320 => 0.15271908510265
321 => 0.16017446889313
322 => 0.15570703011143
323 => 0.1591222196683
324 => 0.16093362389489
325 => 0.16261615709119
326 => 0.15848438733114
327 => 0.15310901558108
328 => 0.15140640970508
329 => 0.13848143244992
330 => 0.13780863125346
331 => 0.13743096755393
401 => 0.13504985134994
402 => 0.13317894625622
403 => 0.13169113306345
404 => 0.12778666694698
405 => 0.12910430964448
406 => 0.12288140558024
407 => 0.12686259907436
408 => 0.11693069393056
409 => 0.12520227966247
410 => 0.12070043161145
411 => 0.1237233015009
412 => 0.12371275499262
413 => 0.11814669312437
414 => 0.11493630479952
415 => 0.1169820891903
416 => 0.11917533245178
417 => 0.119531178792
418 => 0.12237477593003
419 => 0.12316836276833
420 => 0.12076375759924
421 => 0.11672487727222
422 => 0.11766301705514
423 => 0.11491729342676
424 => 0.11010551838076
425 => 0.11356141922433
426 => 0.11474141571756
427 => 0.11526256939188
428 => 0.11053074127025
429 => 0.10904389814144
430 => 0.10825231533549
501 => 0.11611405768147
502 => 0.11654474167406
503 => 0.11434130147538
504 => 0.12430106011221
505 => 0.12204685998931
506 => 0.12456535381903
507 => 0.11757789070295
508 => 0.11784482120385
509 => 0.11453684418564
510 => 0.11638909027673
511 => 0.11507998244023
512 => 0.11623944709683
513 => 0.11693442543134
514 => 0.12024185964308
515 => 0.12524004524837
516 => 0.11974783926505
517 => 0.11735480646829
518 => 0.11883943055647
519 => 0.12279318014479
520 => 0.12878331315981
521 => 0.12523703385226
522 => 0.12681081238922
523 => 0.12715461298701
524 => 0.12453971791602
525 => 0.12887972807092
526 => 0.13120557477112
527 => 0.13359141221935
528 => 0.13566296802601
529 => 0.13263845627684
530 => 0.13587511739518
531 => 0.1332669398814
601 => 0.1309271350231
602 => 0.13093068354124
603 => 0.12946288977453
604 => 0.12661885439762
605 => 0.12609437063879
606 => 0.12882280138723
607 => 0.13101074446414
608 => 0.13119095393549
609 => 0.13240231164344
610 => 0.13311918065702
611 => 0.14014547152634
612 => 0.1429715038385
613 => 0.14642712265576
614 => 0.14777328093309
615 => 0.1518247347234
616 => 0.14855285674474
617 => 0.14784496536298
618 => 0.13801746368813
619 => 0.13962671653684
620 => 0.14220328561743
621 => 0.13805995036326
622 => 0.14068794291772
623 => 0.14120676431646
624 => 0.13791916141679
625 => 0.13967521217444
626 => 0.13501166199489
627 => 0.12534169789827
628 => 0.12889049350527
629 => 0.13150360158371
630 => 0.12777437416187
701 => 0.13445886997448
702 => 0.13055392551676
703 => 0.12931624559405
704 => 0.12448761495082
705 => 0.12676654274339
706 => 0.12984882521394
707 => 0.12794433300093
708 => 0.13189644030386
709 => 0.13749367823332
710 => 0.14148260330313
711 => 0.14178882343931
712 => 0.13922421185665
713 => 0.143334018285
714 => 0.14336395373805
715 => 0.13872807529782
716 => 0.13588862556585
717 => 0.13524349661249
718 => 0.13685515522296
719 => 0.13881200630466
720 => 0.14189741505536
721 => 0.14376186294402
722 => 0.14862335421089
723 => 0.14993873435783
724 => 0.15138393834097
725 => 0.15331517654685
726 => 0.15563412317233
727 => 0.1505603999735
728 => 0.15076198845479
729 => 0.14603740766252
730 => 0.14098851551255
731 => 0.14481999530108
801 => 0.14982914544419
802 => 0.14868004086674
803 => 0.14855074312771
804 => 0.14876818606057
805 => 0.14790179873542
806 => 0.14398316097358
807 => 0.14201524562156
808 => 0.14455435849442
809 => 0.14590378398343
810 => 0.14799662523462
811 => 0.14773863837589
812 => 0.15312957268422
813 => 0.15522432674304
814 => 0.15468839901521
815 => 0.15478702261496
816 => 0.15857947477996
817 => 0.16279746156472
818 => 0.16674816280103
819 => 0.17076698578516
820 => 0.16592213782045
821 => 0.16346222281266
822 => 0.16600022718827
823 => 0.16465352634157
824 => 0.17239206886412
825 => 0.1729278687583
826 => 0.18066585169614
827 => 0.18801011892602
828 => 0.18339731626514
829 => 0.18774698140915
830 => 0.1924514988958
831 => 0.20152727640799
901 => 0.19847087383159
902 => 0.196129717358
903 => 0.19391733580284
904 => 0.19852095061344
905 => 0.20444342752274
906 => 0.20571907232422
907 => 0.20778610423645
908 => 0.20561287292538
909 => 0.20823029066598
910 => 0.21747092544194
911 => 0.21497402435614
912 => 0.21142802341742
913 => 0.21872261709304
914 => 0.22136250218724
915 => 0.23989059829685
916 => 0.2632830849927
917 => 0.25359844189727
918 => 0.24758687140645
919 => 0.24899973306815
920 => 0.25754187732383
921 => 0.26028534294465
922 => 0.25282765765796
923 => 0.25546183817812
924 => 0.26997643183114
925 => 0.27776304564207
926 => 0.26718777820507
927 => 0.23801103476759
928 => 0.21110874483052
929 => 0.21824444354774
930 => 0.21743547675972
1001 => 0.23302959690745
1002 => 0.21491447409102
1003 => 0.21521948630043
1004 => 0.23113607633836
1005 => 0.22688980299567
1006 => 0.22001138400212
1007 => 0.21115896490129
1008 => 0.19479444944374
1009 => 0.18029994174471
1010 => 0.20872700922827
1011 => 0.20750118238711
1012 => 0.20572600346375
1013 => 0.20967647206326
1014 => 0.22885882622241
1015 => 0.22841661087182
1016 => 0.22560346243163
1017 => 0.22773721072956
1018 => 0.21963732760897
1019 => 0.22172485192006
1020 => 0.21110448337035
1021 => 0.21590533350059
1022 => 0.21999662600422
1023 => 0.22081801354694
1024 => 0.22266864162179
1025 => 0.20685522734382
1026 => 0.21395498609718
1027 => 0.21812542920734
1028 => 0.1992832155136
1029 => 0.21775297922495
1030 => 0.20657995098292
1031 => 0.20278765738431
1101 => 0.20789348111814
1102 => 0.20590373664349
1103 => 0.20419307118591
1104 => 0.20323849046761
1105 => 0.20698764390853
1106 => 0.2068127414193
1107 => 0.20067839871063
1108 => 0.19267639871497
1109 => 0.19536213257021
1110 => 0.19438638028171
1111 => 0.19085012811364
1112 => 0.19323313510621
1113 => 0.1827395783232
1114 => 0.16468595928566
1115 => 0.17661273301917
1116 => 0.17615356520426
1117 => 0.17592203197038
1118 => 0.1848846727993
1119 => 0.1840231216869
1120 => 0.18245939798157
1121 => 0.19082140910151
1122 => 0.18776916255781
1123 => 0.19717546720576
1124 => 0.20337106780854
1125 => 0.20179966308899
1126 => 0.20762665540184
1127 => 0.19542400645381
1128 => 0.19947723694905
1129 => 0.20031260213658
1130 => 0.19071822318229
1201 => 0.18416408210387
1202 => 0.18372699561662
1203 => 0.17236301820292
1204 => 0.1784335632105
1205 => 0.18377539160095
1206 => 0.18121707034455
1207 => 0.18040718226245
1208 => 0.18454472483061
1209 => 0.18486624732381
1210 => 0.17753550040539
1211 => 0.17905979482429
1212 => 0.18541635594398
1213 => 0.17889962579333
1214 => 0.16623868361244
1215 => 0.16309859490036
1216 => 0.16267964918285
1217 => 0.1541634795521
1218 => 0.16330843064302
1219 => 0.15931641442238
1220 => 0.17192714583167
1221 => 0.16472396368339
1222 => 0.1644134488978
1223 => 0.16394406025676
1224 => 0.15661384125704
1225 => 0.15821869335826
1226 => 0.16355346616858
1227 => 0.16545697320782
1228 => 0.16525842182866
1229 => 0.16352732287144
1230 => 0.16431981110939
1231 => 0.16176693037373
]
'min_raw' => 0.089322456974178
'max_raw' => 0.27776304564207
'avg_raw' => 0.18354275130812
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.089322'
'max' => '$0.277763'
'avg' => '$0.183542'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.050884063496734
'max_diff' => 0.17348338815057
'year' => 2033
]
8 => [
'items' => [
101 => 0.16086545505236
102 => 0.15802015096776
103 => 0.15383833999873
104 => 0.15441984646251
105 => 0.14613458470249
106 => 0.1416203343635
107 => 0.14037084936654
108 => 0.13869998580902
109 => 0.14055957785136
110 => 0.14611111359691
111 => 0.13941478366376
112 => 0.12793439568631
113 => 0.12862438656538
114 => 0.13017459121053
115 => 0.12728579510993
116 => 0.12455179203898
117 => 0.12692878589249
118 => 0.12206439416316
119 => 0.13076242971112
120 => 0.13052717222551
121 => 0.13376926199487
122 => 0.13579660726204
123 => 0.13112423278205
124 => 0.12994914323577
125 => 0.13061852764617
126 => 0.11955509441447
127 => 0.1328651434686
128 => 0.13298024932553
129 => 0.13199464309569
130 => 0.13908183331535
131 => 0.1540380152289
201 => 0.148410897982
202 => 0.14623190810348
203 => 0.14208964675158
204 => 0.14760896405984
205 => 0.14718516660533
206 => 0.14526859379562
207 => 0.14410944458023
208 => 0.14624521255103
209 => 0.14384479929315
210 => 0.14341361911309
211 => 0.14080113635058
212 => 0.13986859886476
213 => 0.13917818523564
214 => 0.13841810766862
215 => 0.14009464938193
216 => 0.13629538529215
217 => 0.13171384524632
218 => 0.13133293976446
219 => 0.13238465328943
220 => 0.13191934834549
221 => 0.1313307120634
222 => 0.13020684509534
223 => 0.12987341777354
224 => 0.13095689481346
225 => 0.12973371240602
226 => 0.1315385846784
227 => 0.13104775928845
228 => 0.1283060485592
301 => 0.12488886187925
302 => 0.12485844175
303 => 0.12412221448511
304 => 0.12318451837077
305 => 0.12292367276334
306 => 0.12672860210012
307 => 0.13460469195531
308 => 0.13305842705788
309 => 0.13417576191387
310 => 0.13967194353841
311 => 0.1414190144009
312 => 0.14017898488435
313 => 0.13848155600039
314 => 0.13855623425669
315 => 0.14435686259982
316 => 0.14471864067438
317 => 0.14563273715478
318 => 0.14680760945572
319 => 0.14037907071749
320 => 0.13825345066023
321 => 0.13724621395219
322 => 0.13414431474109
323 => 0.13748944710352
324 => 0.13554038172878
325 => 0.13580337723739
326 => 0.13563210106739
327 => 0.13572562943785
328 => 0.13075999843291
329 => 0.13256921338523
330 => 0.12956104262399
331 => 0.12553343965771
401 => 0.12551993772031
402 => 0.1265056878404
403 => 0.12591932509656
404 => 0.12434143802966
405 => 0.12456556944009
406 => 0.12260194244251
407 => 0.12480398931021
408 => 0.12486713613508
409 => 0.12401922814471
410 => 0.12741178516832
411 => 0.12880171854895
412 => 0.12824360734574
413 => 0.12876255997913
414 => 0.13312268134533
415 => 0.13383357137346
416 => 0.13414930176519
417 => 0.13372626486653
418 => 0.12884225499371
419 => 0.12905888159998
420 => 0.12746941929716
421 => 0.12612649114469
422 => 0.12618020122806
423 => 0.12687064086687
424 => 0.12988583126331
425 => 0.13623112169742
426 => 0.13647192083105
427 => 0.13676377640561
428 => 0.135576653109
429 => 0.13521860536351
430 => 0.13569096275978
501 => 0.13807392022731
502 => 0.14420353380045
503 => 0.14203691898058
504 => 0.14027542740665
505 => 0.1418207304117
506 => 0.14158284312656
507 => 0.13957483503866
508 => 0.13951847693951
509 => 0.13566446741981
510 => 0.13423972785193
511 => 0.13304910882909
512 => 0.13174898393806
513 => 0.13097822632207
514 => 0.1321624603233
515 => 0.13243330865082
516 => 0.12984396031027
517 => 0.12949104169943
518 => 0.13160555944929
519 => 0.13067503902474
520 => 0.13163210235718
521 => 0.13185414925985
522 => 0.13181839459434
523 => 0.13084682440153
524 => 0.13146607426979
525 => 0.13000136372408
526 => 0.12840871099803
527 => 0.12739269778459
528 => 0.12650609150126
529 => 0.12699803219711
530 => 0.12524435344122
531 => 0.12468331631264
601 => 0.13125628634798
602 => 0.13611180998443
603 => 0.13604120874776
604 => 0.13561144187668
605 => 0.13497289548128
606 => 0.13802720658123
607 => 0.13696314566689
608 => 0.13773733888734
609 => 0.13793440355473
610 => 0.13853085895084
611 => 0.13874404048788
612 => 0.13809965781886
613 => 0.1359370308769
614 => 0.13054797015394
615 => 0.12803934783991
616 => 0.12721146069187
617 => 0.12724155281732
618 => 0.12641147766026
619 => 0.12665597199537
620 => 0.12632645250825
621 => 0.12570242231897
622 => 0.12695950009139
623 => 0.12710436659417
624 => 0.12681094962113
625 => 0.12688005994013
626 => 0.12445069272335
627 => 0.12463539223654
628 => 0.12360696187665
629 => 0.12341414358209
630 => 0.12081436118798
701 => 0.11620846983233
702 => 0.11876058074805
703 => 0.11567798964296
704 => 0.11451056568259
705 => 0.12003696913933
706 => 0.11948227151084
707 => 0.11853287029214
708 => 0.11712850801713
709 => 0.11660761638856
710 => 0.11344284374768
711 => 0.11325585209665
712 => 0.11482439887352
713 => 0.1141005685064
714 => 0.11308403653495
715 => 0.10940226077858
716 => 0.10526272583435
717 => 0.10538767237413
718 => 0.1067043814211
719 => 0.11053289055758
720 => 0.10903702580408
721 => 0.10795175876234
722 => 0.10774852086843
723 => 0.11029246861806
724 => 0.11389268765733
725 => 0.11558182988019
726 => 0.11390794123734
727 => 0.11198506809301
728 => 0.11210210447157
729 => 0.1128806950649
730 => 0.11296251392759
731 => 0.11171092118518
801 => 0.11206323721092
802 => 0.11152803695137
803 => 0.10824351394639
804 => 0.10818410734056
805 => 0.10737803242505
806 => 0.10735362479697
807 => 0.10598229028087
808 => 0.10579043110248
809 => 0.10306756318672
810 => 0.10485976309448
811 => 0.10365764949108
812 => 0.10184578074081
813 => 0.10153341388533
814 => 0.10152402376046
815 => 0.10338440784054
816 => 0.10483802342334
817 => 0.10367856077188
818 => 0.10341457360138
819 => 0.10623326593554
820 => 0.10587456164307
821 => 0.10556392603918
822 => 0.11357032752991
823 => 0.1072326360027
824 => 0.10446904075405
825 => 0.10104856684134
826 => 0.10216229039485
827 => 0.10239696831157
828 => 0.094171345138275
829 => 0.090834210841305
830 => 0.089689032107838
831 => 0.089029965556277
901 => 0.08933031045986
902 => 0.086326498185774
903 => 0.088345109712429
904 => 0.085744062189002
905 => 0.085307988107158
906 => 0.089958983287004
907 => 0.09060614209556
908 => 0.087845161561779
909 => 0.089618158026612
910 => 0.088975244861969
911 => 0.085788649683332
912 => 0.085666945186515
913 => 0.084068023740112
914 => 0.081566021288691
915 => 0.080422539030703
916 => 0.079827003542574
917 => 0.080072733091731
918 => 0.079948484712229
919 => 0.079137679991136
920 => 0.079994959089748
921 => 0.077804965244974
922 => 0.076932892050006
923 => 0.076538996819783
924 => 0.074595251231204
925 => 0.07768861485022
926 => 0.078298046452334
927 => 0.078908678822968
928 => 0.084223816712906
929 => 0.083958287444349
930 => 0.086358542714111
1001 => 0.086265273208114
1002 => 0.08558068152362
1003 => 0.082692501816609
1004 => 0.08384367877097
1005 => 0.080300535038064
1006 => 0.082955299233112
1007 => 0.081743775720095
1008 => 0.082545681914678
1009 => 0.081103782271852
1010 => 0.081901789068769
1011 => 0.078442565293618
1012 => 0.075212390804973
1013 => 0.076512307313875
1014 => 0.077925465222537
1015 => 0.080989551634453
1016 => 0.07916460704568
1017 => 0.079820926128597
1018 => 0.07762236706731
1019 => 0.073086111736527
1020 => 0.073111786449063
1021 => 0.072413982394116
1022 => 0.071810977809582
1023 => 0.079374223884698
1024 => 0.078433614678031
1025 => 0.076934877011095
1026 => 0.078940996935756
1027 => 0.07947144688524
1028 => 0.079486548049577
1029 => 0.08095016136116
1030 => 0.081731292047919
1031 => 0.081868969717074
1101 => 0.084171996886308
1102 => 0.084943941215772
1103 => 0.088123470659184
1104 => 0.081665018566604
1105 => 0.081532010995859
1106 => 0.078969227157134
1107 => 0.077343869130605
1108 => 0.079080516811765
1109 => 0.080618949581224
1110 => 0.079017030551646
1111 => 0.079226207358552
1112 => 0.077075761942937
1113 => 0.077844444991158
1114 => 0.078506538385075
1115 => 0.078140969329005
1116 => 0.077593694758326
1117 => 0.080492815638184
1118 => 0.080329235876396
1119 => 0.08302896389022
1120 => 0.085133594936399
1121 => 0.088905470018952
1122 => 0.084969321738013
1123 => 0.084825872849883
1124 => 0.086228108741278
1125 => 0.084943726540763
1126 => 0.085755411756122
1127 => 0.088774694982153
1128 => 0.088838487678995
1129 => 0.087769877814647
1130 => 0.087704852807286
1201 => 0.087910091021045
1202 => 0.089112177649531
1203 => 0.088692131645147
1204 => 0.089178219515684
1205 => 0.089786079841032
1206 => 0.092300447874109
1207 => 0.092906653494531
1208 => 0.091433888118484
1209 => 0.091566862342086
1210 => 0.091016007663131
1211 => 0.090483888945449
1212 => 0.0916800141131
1213 => 0.093865956366881
1214 => 0.093852357733571
1215 => 0.094359453847802
1216 => 0.094675370525957
1217 => 0.093319224878172
1218 => 0.092436423928322
1219 => 0.092774945986579
1220 => 0.093316250129782
1221 => 0.092599408348453
1222 => 0.088174728800671
1223 => 0.089516893925844
1224 => 0.089293492020494
1225 => 0.088975340540675
1226 => 0.090324897952692
1227 => 0.090194729848036
1228 => 0.086295689749264
1229 => 0.086545293645983
1230 => 0.086310868988937
1231 => 0.087068343014623
]
'min_raw' => 0.071810977809582
'max_raw' => 0.16086545505236
'avg_raw' => 0.11633821643097
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.07181'
'max' => '$0.160865'
'avg' => '$0.116338'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.017511479164596
'max_diff' => -0.11689759058971
'year' => 2034
]
9 => [
'items' => [
101 => 0.084902820457558
102 => 0.085568920611094
103 => 0.085986692383091
104 => 0.086232763166271
105 => 0.087121739567433
106 => 0.087017428447284
107 => 0.087115255441745
108 => 0.0884333727636
109 => 0.0950999578543
110 => 0.095462805371796
111 => 0.093676011490402
112 => 0.094389800403068
113 => 0.093019481779224
114 => 0.093939385851747
115 => 0.094568760855137
116 => 0.09172473623667
117 => 0.091556331556332
118 => 0.090180357140078
119 => 0.090919727852198
120 => 0.08974333588658
121 => 0.090031981326499
122 => 0.089224903512829
123 => 0.090677482889845
124 => 0.092301692341364
125 => 0.092712031790792
126 => 0.091632605361586
127 => 0.090851029489173
128 => 0.089478839724312
129 => 0.091760821884518
130 => 0.092428143010309
131 => 0.091757316730732
201 => 0.09160187162391
202 => 0.091307303427366
203 => 0.091664365659321
204 => 0.092424508636143
205 => 0.09206603924591
206 => 0.092302814593577
207 => 0.09140047112995
208 => 0.093319673818811
209 => 0.096367829570002
210 => 0.096377629889165
211 => 0.096019158566649
212 => 0.095872479824848
213 => 0.096240293155608
214 => 0.096439816799053
215 => 0.097629257665304
216 => 0.098905575104205
217 => 0.10486159169063
218 => 0.10318916606655
219 => 0.10847369830704
220 => 0.11265307719864
221 => 0.11390629018614
222 => 0.11275339320586
223 => 0.10880939491462
224 => 0.10861588354261
225 => 0.11450988210286
226 => 0.11284455754735
227 => 0.1126464724905
228 => 0.11053918215551
301 => 0.11178485173647
302 => 0.11151240552624
303 => 0.11108233585488
304 => 0.11345898664126
305 => 0.11790786474829
306 => 0.117214465374
307 => 0.11669687490696
308 => 0.11442894414871
309 => 0.11579474502585
310 => 0.11530840949369
311 => 0.11739801557599
312 => 0.11616017922328
313 => 0.11283194107595
314 => 0.11336197397093
315 => 0.11328186056513
316 => 0.11493058877955
317 => 0.11443568149354
318 => 0.11318522197456
319 => 0.11789265896658
320 => 0.11758698419246
321 => 0.11802036113518
322 => 0.11821114706799
323 => 0.12107648101069
324 => 0.12225031664655
325 => 0.12251679788678
326 => 0.12363185095314
327 => 0.1224890543507
328 => 0.12706105556065
329 => 0.1301011695816
330 => 0.13363241845977
331 => 0.13879252218099
401 => 0.1407327689138
402 => 0.14038228070799
403 => 0.14429461245797
404 => 0.15132498564644
405 => 0.14180332013544
406 => 0.15182965703894
407 => 0.14865543453492
408 => 0.14112941007971
409 => 0.14064482283079
410 => 0.1457415339708
411 => 0.15704554873907
412 => 0.15421402124869
413 => 0.15705018010368
414 => 0.15374165014789
415 => 0.15357735374911
416 => 0.1568894921885
417 => 0.16462848418742
418 => 0.16095197918051
419 => 0.15568080773709
420 => 0.1595729587024
421 => 0.15620121733469
422 => 0.14860374034224
423 => 0.15421185603298
424 => 0.15046186878052
425 => 0.15155631442108
426 => 0.15943822985725
427 => 0.15848985693901
428 => 0.15971713931218
429 => 0.1575510180471
430 => 0.15552751921955
501 => 0.15175050839092
502 => 0.15063232168895
503 => 0.15094134826523
504 => 0.15063216855073
505 => 0.14851896570463
506 => 0.14806261975122
507 => 0.14730202316922
508 => 0.14753776385408
509 => 0.14610761975954
510 => 0.14880659714878
511 => 0.14930755113553
512 => 0.15127164180338
513 => 0.15147556021214
514 => 0.15694552476502
515 => 0.15393276020831
516 => 0.15595398278253
517 => 0.15577318561101
518 => 0.14129252185056
519 => 0.14328782955277
520 => 0.14639190217536
521 => 0.14499352166635
522 => 0.14301653879726
523 => 0.14142001913136
524 => 0.13900112858499
525 => 0.14240567057832
526 => 0.14688228126687
527 => 0.15158909444673
528 => 0.15724402207972
529 => 0.15598190806265
530 => 0.15148337950812
531 => 0.1516851802129
601 => 0.15293263276419
602 => 0.15131706836725
603 => 0.15084060688703
604 => 0.15286717427337
605 => 0.15288113012918
606 => 0.15102222804302
607 => 0.14895639854975
608 => 0.14894774264874
609 => 0.14858014824396
610 => 0.15380704437589
611 => 0.15668130874964
612 => 0.15701083852798
613 => 0.15665912877
614 => 0.15679448789699
615 => 0.15512201678799
616 => 0.15894478978726
617 => 0.16245294432444
618 => 0.16151268396769
619 => 0.16010310002702
620 => 0.15898029852352
621 => 0.16124818761661
622 => 0.16114720208528
623 => 0.16242230365501
624 => 0.16236445768246
625 => 0.16193568898356
626 => 0.16151269928037
627 => 0.16318980564093
628 => 0.16270682594259
629 => 0.16222309604338
630 => 0.16125290167517
701 => 0.16138476720303
702 => 0.15997542664691
703 => 0.15932340121861
704 => 0.14951850320475
705 => 0.14689831407117
706 => 0.14772267891146
707 => 0.14799408122151
708 => 0.14685377155271
709 => 0.14848868269625
710 => 0.14823388352633
711 => 0.14922515804396
712 => 0.14860585276148
713 => 0.1486312692663
714 => 0.15045251405227
715 => 0.15098122916177
716 => 0.15071232038982
717 => 0.15090065487604
718 => 0.15524074361988
719 => 0.15462372178873
720 => 0.15429594123864
721 => 0.1543867386911
722 => 0.15549572441771
723 => 0.15580617987278
724 => 0.15449075829432
725 => 0.15511111871508
726 => 0.15775253465124
727 => 0.1586768807377
728 => 0.16162694973439
729 => 0.1603737079913
730 => 0.16267408744977
731 => 0.16974466964796
801 => 0.17539313995495
802 => 0.17019857322774
803 => 0.18057126961817
804 => 0.18864790163304
805 => 0.18833790704398
806 => 0.18692955943632
807 => 0.17773452861576
808 => 0.16927312416449
809 => 0.17635144827819
810 => 0.17636949238202
811 => 0.1757614580632
812 => 0.17198500912956
813 => 0.17563004582624
814 => 0.17591937560239
815 => 0.17575742786674
816 => 0.17286203332367
817 => 0.16844130101477
818 => 0.16930510152619
819 => 0.17072002438495
820 => 0.16804128022948
821 => 0.16718525916098
822 => 0.168776765192
823 => 0.1739049292274
824 => 0.17293547952194
825 => 0.17291016327228
826 => 0.17705788022289
827 => 0.17408901001959
828 => 0.16931599681691
829 => 0.16811074803492
830 => 0.16383292681173
831 => 0.16678763316767
901 => 0.16689396778926
902 => 0.16527570531448
903 => 0.16944730989799
904 => 0.16940886782735
905 => 0.17336918551799
906 => 0.18093982551509
907 => 0.17870081473938
908 => 0.17609708881091
909 => 0.17638018601282
910 => 0.17948506357439
911 => 0.1776077837232
912 => 0.17828286664655
913 => 0.17948404175553
914 => 0.18020874052228
915 => 0.17627591301277
916 => 0.17535898279142
917 => 0.17348326535731
918 => 0.17299392569067
919 => 0.17452165840263
920 => 0.17411915480862
921 => 0.16688503077606
922 => 0.16612902456437
923 => 0.16615221019555
924 => 0.16425119663013
925 => 0.16135169464732
926 => 0.16897141273787
927 => 0.16835944273732
928 => 0.16768387521942
929 => 0.16776662838562
930 => 0.17107408975253
1001 => 0.16915559512892
1002 => 0.17425622752086
1003 => 0.17320769084012
1004 => 0.17213226315001
1005 => 0.17198360628491
1006 => 0.1715696583754
1007 => 0.17015007697045
1008 => 0.16843584712035
1009 => 0.16730396408927
1010 => 0.15432906321827
1011 => 0.1567371293484
1012 => 0.15950738992898
1013 => 0.16046367278028
1014 => 0.15882788479038
1015 => 0.17021466785053
1016 => 0.17229514284139
1017 => 0.16599324838805
1018 => 0.16481442124048
1019 => 0.17029195156207
1020 => 0.16698833117731
1021 => 0.16847595123428
1022 => 0.16526053035576
1023 => 0.17179401733952
1024 => 0.17174424311528
1025 => 0.16920256911311
1026 => 0.17135077457511
1027 => 0.17097747101135
1028 => 0.16810792732276
1029 => 0.17188498699276
1030 => 0.17188686036723
1031 => 0.16944055440089
1101 => 0.16658380459745
1102 => 0.16607308520601
1103 => 0.16568832675006
1104 => 0.16838132424024
1105 => 0.17079585736915
1106 => 0.17528870490853
1107 => 0.17641831352736
1108 => 0.18082725116893
1109 => 0.17820194347065
1110 => 0.17936570836987
1111 => 0.18062913979258
1112 => 0.18123487527777
1113 => 0.1802478618102
1114 => 0.1870967567587
1115 => 0.18767501333708
1116 => 0.18786889776591
1117 => 0.18555948892414
1118 => 0.1876107844995
1119 => 0.18665105123156
1120 => 0.18914801057316
1121 => 0.18953956568069
1122 => 0.18920793243459
1123 => 0.189332218206
1124 => 0.18348789459531
1125 => 0.18318483558483
1126 => 0.17905260447289
1127 => 0.18073651919492
1128 => 0.17758852133422
1129 => 0.17858678388382
1130 => 0.17902680850389
1201 => 0.17879696461354
1202 => 0.18083172520678
1203 => 0.1791017630284
1204 => 0.17453610840756
1205 => 0.16996920987716
1206 => 0.16991187618623
1207 => 0.16870949241563
1208 => 0.16784038917706
1209 => 0.1680078092939
1210 => 0.1685978196226
1211 => 0.16780609670417
1212 => 0.16797505093019
1213 => 0.1707808168182
1214 => 0.17134349315724
1215 => 0.16943129910536
1216 => 0.1617535640588
1217 => 0.15986942862024
1218 => 0.16122370780945
1219 => 0.16057644958375
1220 => 0.12959772729214
1221 => 0.13687571858067
1222 => 0.13255138329425
1223 => 0.13454423594733
1224 => 0.1301302094011
1225 => 0.13223681422791
1226 => 0.13184780123729
1227 => 0.14355059585783
1228 => 0.1433678728165
1229 => 0.1434553326669
1230 => 0.139280646132
1231 => 0.14593103513719
]
'min_raw' => 0.084902820457558
'max_raw' => 0.18953956568069
'avg_raw' => 0.13722119306913
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.0849028'
'max' => '$0.189539'
'avg' => '$0.137221'
'bar_min_pct' => 61.631153054957
'bar_max_pct' => 60.119598047091
'min_diff' => 0.013091842647976
'max_diff' => 0.028674110628339
'year' => 2035
]
10 => [
'items' => [
101 => 0.1492072559014
102 => 0.14860091463173
103 => 0.1487535176662
104 => 0.14613129193606
105 => 0.14348072154387
106 => 0.14054083105907
107 => 0.14600278419838
108 => 0.14539550824794
109 => 0.14678838078726
110 => 0.15033084782657
111 => 0.15085248955464
112 => 0.15155358132712
113 => 0.1513022898338
114 => 0.15728907270156
115 => 0.1565640337942
116 => 0.15831116895299
117 => 0.1547171793759
118 => 0.15065023902481
119 => 0.15142323142726
120 => 0.15134878604289
121 => 0.15040101085545
122 => 0.14954540179412
123 => 0.14812105377337
124 => 0.15262790167487
125 => 0.15244493188054
126 => 0.15540700017163
127 => 0.15488342582918
128 => 0.15138686822996
129 => 0.15151174846865
130 => 0.15235162808929
131 => 0.1552584610459
201 => 0.1561214069797
202 => 0.15572165604071
203 => 0.15666783686215
204 => 0.15741565960451
205 => 0.15676175188491
206 => 0.16601970622514
207 => 0.16217515812075
208 => 0.16404896411664
209 => 0.16449585580555
210 => 0.16335115214152
211 => 0.16359939737748
212 => 0.16397542126719
213 => 0.16625856469246
214 => 0.17225019367324
215 => 0.17490384536243
216 => 0.18288748739823
217 => 0.17468349653026
218 => 0.17419670566364
219 => 0.17563480067718
220 => 0.18032204370653
221 => 0.18412061393147
222 => 0.18538081881985
223 => 0.18554737569957
224 => 0.18791160384702
225 => 0.18926673533089
226 => 0.18762452436454
227 => 0.18623292251722
228 => 0.18124837743209
229 => 0.18182535209816
301 => 0.18580013538913
302 => 0.1914147509012
303 => 0.19623267511173
304 => 0.19454560597481
305 => 0.2074167526043
306 => 0.20869287421869
307 => 0.20851655547353
308 => 0.21142375042348
309 => 0.20565356048779
310 => 0.20318669249812
311 => 0.18653380263196
312 => 0.1912125854218
313 => 0.19801347098211
314 => 0.19711334827619
315 => 0.1921743633941
316 => 0.19622892844881
317 => 0.19488836244375
318 => 0.19383100241543
319 => 0.1986749736845
320 => 0.19334882829478
321 => 0.19796033860756
322 => 0.19204602893146
323 => 0.19455331236452
324 => 0.19313005702426
325 => 0.19405107765702
326 => 0.18866680985743
327 => 0.19157203006638
328 => 0.18854594314526
329 => 0.18854450838605
330 => 0.18847770734955
331 => 0.19203788519252
401 => 0.19215398246416
402 => 0.18952300565908
403 => 0.18914384079788
404 => 0.19054581201807
405 => 0.18890447089607
406 => 0.18967244407658
407 => 0.18892773202136
408 => 0.1887600816517
409 => 0.18742421498286
410 => 0.1868486868915
411 => 0.18707436628565
412 => 0.18630400616771
413 => 0.1858398363315
414 => 0.18838537228614
415 => 0.18702539511221
416 => 0.18817693627942
417 => 0.1868646097833
418 => 0.18231551439432
419 => 0.1796992815303
420 => 0.17110646204188
421 => 0.17354337498944
422 => 0.17515905079484
423 => 0.17462506995079
424 => 0.17577226742696
425 => 0.17584269603484
426 => 0.17546973044105
427 => 0.17503788406328
428 => 0.17482768512919
429 => 0.17639433577116
430 => 0.17730382919986
501 => 0.17532120547686
502 => 0.17485670447842
503 => 0.17686124652603
504 => 0.17808401601708
505 => 0.1871122589242
506 => 0.1864434175288
507 => 0.18812207817776
508 => 0.18793308674983
509 => 0.18969259054155
510 => 0.19256863561924
511 => 0.18672083182146
512 => 0.18773580835891
513 => 0.18748695955116
514 => 0.19020382558254
515 => 0.19021230734173
516 => 0.1885834104384
517 => 0.18946646187553
518 => 0.18897356678857
519 => 0.18986429482947
520 => 0.18643448474419
521 => 0.19061162320294
522 => 0.1929797915402
523 => 0.19301267355986
524 => 0.19413516655677
525 => 0.19527568445204
526 => 0.19746480923384
527 => 0.19521463095003
528 => 0.19116677926788
529 => 0.19145902108485
530 => 0.18908576712466
531 => 0.18912566195249
601 => 0.1889127002349
602 => 0.1895518143804
603 => 0.18657473435862
604 => 0.18727344908923
605 => 0.18629524437471
606 => 0.1877336819329
607 => 0.18618616090254
608 => 0.18748683954873
609 => 0.18804816933425
610 => 0.19011948832737
611 => 0.18588022540311
612 => 0.17723608132768
613 => 0.17905318521246
614 => 0.17636554583645
615 => 0.17661429709326
616 => 0.1771168142205
617 => 0.17548799179776
618 => 0.17579871978592
619 => 0.17578761839563
620 => 0.17569195261151
621 => 0.17526823299125
622 => 0.1746537557115
623 => 0.17710164406789
624 => 0.17751758799987
625 => 0.17844217983613
626 => 0.18119313798418
627 => 0.18091825239313
628 => 0.18136660219703
629 => 0.1803878570925
630 => 0.17665969827155
701 => 0.17686215523224
702 => 0.17433751368828
703 => 0.17837761907568
704 => 0.17742086879316
705 => 0.17680404566199
706 => 0.17663573975582
707 => 0.17939351699703
708 => 0.18021868717046
709 => 0.17970449649349
710 => 0.17864987641368
711 => 0.18067505873735
712 => 0.18121691209158
713 => 0.18133821307481
714 => 0.18492644786216
715 => 0.18153875553911
716 => 0.18235420675204
717 => 0.18871612433446
718 => 0.18294674297182
719 => 0.18600291295217
720 => 0.18585332933517
721 => 0.18741676248196
722 => 0.18572508218394
723 => 0.18574605258869
724 => 0.18713427530691
725 => 0.18518476686646
726 => 0.18470204116061
727 => 0.18403515905531
728 => 0.18549127173482
729 => 0.18636414543188
730 => 0.19339886637504
731 => 0.19794361692657
801 => 0.1977463173192
802 => 0.19954926640117
803 => 0.19873702132662
804 => 0.19611406772149
805 => 0.20059112969033
806 => 0.19917439995516
807 => 0.1992911934332
808 => 0.19928684637412
809 => 0.20022884779534
810 => 0.19956135345524
811 => 0.19824565359402
812 => 0.19911907656304
813 => 0.20171283052662
814 => 0.20976392241565
815 => 0.21426942009953
816 => 0.20949268579781
817 => 0.21278761315611
818 => 0.21081183084379
819 => 0.21045277242321
820 => 0.21252223029744
821 => 0.21459531048374
822 => 0.21446326423804
823 => 0.21295831447664
824 => 0.21210820654311
825 => 0.21854550862285
826 => 0.22328840313863
827 => 0.22296496952942
828 => 0.22439250029422
829 => 0.22858377477153
830 => 0.22896697238297
831 => 0.22891869829162
901 => 0.22796890302913
902 => 0.2320957570578
903 => 0.23553845129362
904 => 0.22774905286808
905 => 0.23071515381781
906 => 0.23204673209595
907 => 0.23400188406973
908 => 0.23730055317101
909 => 0.24088378274378
910 => 0.24139049069348
911 => 0.24103095715496
912 => 0.23866772092934
913 => 0.24258853348467
914 => 0.24488525352522
915 => 0.24625289774986
916 => 0.24972101594926
917 => 0.23205495547007
918 => 0.21955003980273
919 => 0.2175972166481
920 => 0.22156835932401
921 => 0.22261551797838
922 => 0.22219340963783
923 => 0.20811799015705
924 => 0.21752311247751
925 => 0.22764223328919
926 => 0.22803094993098
927 => 0.23309679339014
928 => 0.23474643967639
929 => 0.23882510765629
930 => 0.23856998586365
1001 => 0.23956307661097
1002 => 0.2393347822461
1003 => 0.24688965581401
1004 => 0.25522380326899
1005 => 0.25493521824359
1006 => 0.25373708594178
1007 => 0.25551651672188
1008 => 0.26411825003694
1009 => 0.26332634027326
1010 => 0.26409561315396
1011 => 0.27423754150487
1012 => 0.28742349103352
1013 => 0.28129729362977
1014 => 0.2945893792301
1015 => 0.30295604253232
1016 => 0.31742532158437
1017 => 0.31561369658435
1018 => 0.32124648073884
1019 => 0.31237050973677
1020 => 0.29198948618631
1021 => 0.28876411119402
1022 => 0.29522139360808
1023 => 0.31109599233064
1024 => 0.29472144600141
1025 => 0.29803399539756
1026 => 0.29707998094862
1027 => 0.29702914557293
1028 => 0.29896932510036
1029 => 0.29615499350287
1030 => 0.28468890028612
1031 => 0.28994374323724
1101 => 0.28791459601553
1102 => 0.29016608614097
1103 => 0.3023164497628
1104 => 0.2969444843771
1105 => 0.29128555522629
1106 => 0.29838310819831
1107 => 0.30742073211551
1108 => 0.30685517385294
1109 => 0.30575775443855
1110 => 0.31194385021847
1111 => 0.32216146809091
1112 => 0.32492324914411
1113 => 0.32696193945546
1114 => 0.32724304040544
1115 => 0.3301385548935
1116 => 0.3145686437276
1117 => 0.33927849261156
1118 => 0.34354520091803
1119 => 0.34274323659335
1120 => 0.34748550330545
1121 => 0.34609020813906
1122 => 0.34406864435805
1123 => 0.35158614580579
1124 => 0.34296793702705
1125 => 0.33073547466794
1126 => 0.32402450388706
1127 => 0.33286205156989
1128 => 0.33825883355189
1129 => 0.34182576314218
1130 => 0.34290511388101
1201 => 0.31577729160956
1202 => 0.30115689998324
1203 => 0.31052840339258
1204 => 0.32196228433858
1205 => 0.31450512794163
1206 => 0.31479743435413
1207 => 0.3041654890383
1208 => 0.32290297558461
1209 => 0.32017308140188
1210 => 0.33433577725098
1211 => 0.33095573622385
1212 => 0.34250486489611
1213 => 0.33946359226325
1214 => 0.35208774492697
1215 => 0.35712386120982
1216 => 0.36558028425763
1217 => 0.37180086347543
1218 => 0.37545370657284
1219 => 0.37523440357474
1220 => 0.3897087877659
1221 => 0.38117374910484
1222 => 0.37045172899239
1223 => 0.37025780147609
1224 => 0.37581088762453
1225 => 0.38744863277687
1226 => 0.39046613077257
1227 => 0.39215250049752
1228 => 0.38956976656081
1229 => 0.38030559380596
1230 => 0.37630537098084
1231 => 0.37971367672546
]
'min_raw' => 0.14054083105907
'max_raw' => 0.39215250049752
'avg_raw' => 0.26634666577829
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.14054'
'max' => '$0.392152'
'avg' => '$0.266346'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.055638010601513
'max_diff' => 0.20261293481682
'year' => 2036
]
11 => [
'items' => [
101 => 0.37554561167884
102 => 0.3827408613018
103 => 0.3926214758565
104 => 0.39058116802314
105 => 0.39740161121002
106 => 0.4044600523769
107 => 0.41455394025996
108 => 0.41719285632818
109 => 0.42155488423995
110 => 0.42604484381269
111 => 0.42748689781965
112 => 0.43024022636202
113 => 0.43022571496152
114 => 0.43852305584433
115 => 0.44767527978533
116 => 0.45113003244859
117 => 0.45907404570157
118 => 0.44547020139726
119 => 0.45578887357178
120 => 0.46509657416631
121 => 0.45399954980606
122 => 0.4692942126116
123 => 0.46988806970989
124 => 0.47885460683442
125 => 0.46976530367805
126 => 0.46436810447788
127 => 0.47994961633835
128 => 0.48748901911461
129 => 0.48521808964071
130 => 0.46793620421468
131 => 0.45787740564179
201 => 0.43155158957922
202 => 0.46273565589596
203 => 0.47792450494716
204 => 0.46789686876499
205 => 0.47295422518251
206 => 0.50054552194319
207 => 0.51105050134549
208 => 0.50886553906516
209 => 0.509234761723
210 => 0.51490305792962
211 => 0.54003940489749
212 => 0.52497712313838
213 => 0.53649167317029
214 => 0.54259894898842
215 => 0.54827172713047
216 => 0.53434117691353
217 => 0.51621773576171
218 => 0.51047728117862
219 => 0.46689981796978
220 => 0.46463142176243
221 => 0.46335810223181
222 => 0.45533000270584
223 => 0.44902211555995
224 => 0.44400584950471
225 => 0.43084166939191
226 => 0.43528419374142
227 => 0.41430323821954
228 => 0.42772611004303
301 => 0.39423999842723
302 => 0.42212822722605
303 => 0.40694993221302
304 => 0.41714174909533
305 => 0.41710619080636
306 => 0.39833982460753
307 => 0.38751577622811
308 => 0.39441328113374
309 => 0.4018079539172
310 => 0.40300771469765
311 => 0.4125951009821
312 => 0.41527073441391
313 => 0.40716344020214
314 => 0.39354607319398
315 => 0.3967090769709
316 => 0.38745167805753
317 => 0.37122844254255
318 => 0.38288025351993
319 => 0.38685869408157
320 => 0.38861580008035
321 => 0.37266211120255
322 => 0.36764911578571
323 => 0.36498023908889
324 => 0.3914866522977
325 => 0.39293873344813
326 => 0.38550968097898
327 => 0.41908970259119
328 => 0.41148950949362
329 => 0.41998078727613
330 => 0.39642206753118
331 => 0.39732204235146
401 => 0.38616896687898
402 => 0.3924139438948
403 => 0.38800019542502
404 => 0.39190941146598
405 => 0.39425257944264
406 => 0.40540382480519
407 => 0.4222555565356
408 => 0.40373820060928
409 => 0.39566992345877
410 => 0.40067543722523
411 => 0.41400578000423
412 => 0.43420193168209
413 => 0.42224540340336
414 => 0.42755150761845
415 => 0.4287106553373
416 => 0.4198943540393
417 => 0.43452700128639
418 => 0.44236875582152
419 => 0.4504127733521
420 => 0.45739716838566
421 => 0.44719981585865
422 => 0.45811244479561
423 => 0.44931879221075
424 => 0.44142997677103
425 => 0.44144194084769
426 => 0.43649317168515
427 => 0.42690430784768
428 => 0.42513597423649
429 => 0.43433506899784
430 => 0.44171187183892
501 => 0.44231946065341
502 => 0.44640363774005
503 => 0.44882061166955
504 => 0.47251024189541
505 => 0.48203840714315
506 => 0.49368926724915
507 => 0.49822793386693
508 => 0.51188769318442
509 => 0.50085632814414
510 => 0.49846962292713
511 => 0.46533551489613
512 => 0.47076122323
513 => 0.47944830577551
514 => 0.46547876168765
515 => 0.47433922206559
516 => 0.4760884646344
517 => 0.46500408192506
518 => 0.47092472965802
519 => 0.45520124462899
520 => 0.4225982855419
521 => 0.4345632976999
522 => 0.44337357402774
523 => 0.43080022340868
524 => 0.45333746773747
525 => 0.44017167486375
526 => 0.43599875059229
527 => 0.41971868525441
528 => 0.42740224941671
529 => 0.43779437996426
530 => 0.43137325150072
531 => 0.44469805719985
601 => 0.4635695356657
602 => 0.47701847503643
603 => 0.47805091760517
604 => 0.46940415059875
605 => 0.48326064990947
606 => 0.48336157937946
607 => 0.46773139155151
608 => 0.45815798853613
609 => 0.45598289122843
610 => 0.46141671075602
611 => 0.46801437080094
612 => 0.47841704182028
613 => 0.4847031580485
614 => 0.50109401527324
615 => 0.50552891127556
616 => 0.51040151740565
617 => 0.51691282185152
618 => 0.52473131230299
619 => 0.50762490030209
620 => 0.50830456994122
621 => 0.49237531594038
622 => 0.47535262355437
623 => 0.48827072516679
624 => 0.50515942460198
625 => 0.50128513829119
626 => 0.50084920193674
627 => 0.50158232596627
628 => 0.49866124061029
629 => 0.48544927980571
630 => 0.4788143158009
701 => 0.48737511212695
702 => 0.49192479437704
703 => 0.49898095477294
704 => 0.49811113406667
705 => 0.51628704547019
706 => 0.52334965503058
707 => 0.52154273727893
708 => 0.52187525363114
709 => 0.534661770886
710 => 0.54888300782125
711 => 0.56220307286861
712 => 0.57575281514489
713 => 0.55941807197539
714 => 0.55112429678082
715 => 0.559681355731
716 => 0.55514085980271
717 => 0.58123189620525
718 => 0.58303838295685
719 => 0.60912753268049
720 => 0.63388924240639
721 => 0.61833685617966
722 => 0.6330020558966
723 => 0.64886366506175
724 => 0.67946328259466
725 => 0.6691584079171
726 => 0.66126503541207
727 => 0.6538058365353
728 => 0.66932724528337
729 => 0.6892952896772
730 => 0.69359621518808
731 => 0.7005653575957
801 => 0.69323815650028
802 => 0.70206296315499
803 => 0.73321840846267
804 => 0.72479993212381
805 => 0.71284434238503
806 => 0.73743857425467
807 => 0.74633913116063
808 => 0.80880790078454
809 => 0.88767730289089
810 => 0.85502485253445
811 => 0.83475642291022
812 => 0.83951998464549
813 => 0.86832042039698
814 => 0.87757020628022
815 => 0.85242609965717
816 => 0.86130742319352
817 => 0.91024438907124
818 => 0.93649750117879
819 => 0.90084224867337
820 => 0.80247082111872
821 => 0.71176787233799
822 => 0.73582637876166
823 => 0.73309889075559
824 => 0.78567555558038
825 => 0.72459915424731
826 => 0.72562752420659
827 => 0.7792914187803
828 => 0.7649748117401
829 => 0.74178374186746
830 => 0.71193719281284
831 => 0.65676308641373
901 => 0.60789384173225
902 => 0.70373768446753
903 => 0.69960472368807
904 => 0.69361958400893
905 => 0.70693886470509
906 => 0.77161351102186
907 => 0.77012255109286
908 => 0.76063782471899
909 => 0.76783190607903
910 => 0.74052258462218
911 => 0.7475608185833
912 => 0.71175350452749
913 => 0.72793990592624
914 => 0.74173398424716
915 => 0.7445033496949
916 => 0.75074287145597
917 => 0.69742684116048
918 => 0.72136417348674
919 => 0.7354251136037
920 => 0.6718972746139
921 => 0.73416937248445
922 => 0.6964987276905
923 => 0.68371274505333
924 => 0.70092738624915
925 => 0.69421882383335
926 => 0.68845119580825
927 => 0.68523276026982
928 => 0.69787329285341
929 => 0.69728359689968
930 => 0.67660123217127
1001 => 0.6496219305041
1002 => 0.65867706970899
1003 => 0.65538725274347
1004 => 0.64346453166559
1005 => 0.65149900611725
1006 => 0.61611924678661
1007 => 0.55525020973812
1008 => 0.59546216008138
1009 => 0.59391404373535
1010 => 0.5931334132722
1011 => 0.62335158257848
1012 => 0.62044680285146
1013 => 0.61517459920324
1014 => 0.64336770351108
1015 => 0.63307684118795
1016 => 0.66479085403572
1017 => 0.68567975403101
1018 => 0.68038165330708
1019 => 0.70002776471746
1020 => 0.65888568182746
1021 => 0.67255143142965
1022 => 0.67536792348275
1023 => 0.64301980498022
1024 => 0.62092206073882
1025 => 0.61944839313065
1026 => 0.58113394987279
1027 => 0.60160121619776
1028 => 0.6196115635707
1029 => 0.61098600483848
1030 => 0.60825541062509
1031 => 0.62220542426764
1101 => 0.62328945980146
1102 => 0.59857333474958
1103 => 0.60371259980575
1104 => 0.62514418942172
1105 => 0.60317257873522
1106 => 0.56048532821359
1107 => 0.54989829988681
1108 => 0.54848579515037
1109 => 0.51977293466034
1110 => 0.55060577574345
1111 => 0.5371464143419
1112 => 0.57966437574147
1113 => 0.55537834421844
1114 => 0.55433142193936
1115 => 0.55274884536442
1116 => 0.52803450022732
1117 => 0.53344537113378
1118 => 0.55143193012573
1119 => 0.55784973700715
1120 => 0.55718030716988
1121 => 0.55134378617414
1122 => 0.55401571559817
1123 => 0.54540849996145
1124 => 0.54236911297643
1125 => 0.53277597160244
1126 => 0.51867670395561
1127 => 0.52063729359774
1128 => 0.49270295511532
1129 => 0.47748284492254
1130 => 0.47327011901901
1201 => 0.46763668587887
1202 => 0.47390643028218
1203 => 0.49262382064416
1204 => 0.47004667675173
1205 => 0.43133974715066
1206 => 0.43366609957309
1207 => 0.43889272276604
1208 => 0.42915294502355
1209 => 0.41993506278786
1210 => 0.42794926352136
1211 => 0.41154862718495
1212 => 0.44087466131233
1213 => 0.44008147427444
1214 => 0.45101240628734
1215 => 0.45784774240031
1216 => 0.44209450562626
1217 => 0.43813260917887
1218 => 0.44038948545345
1219 => 0.40308834788852
1220 => 0.44796410755246
1221 => 0.44835219498555
1222 => 0.4450291547688
1223 => 0.46892411140621
1224 => 0.51934992293502
1225 => 0.50037770426431
1226 => 0.49303108775667
1227 => 0.47906516440529
1228 => 0.49767392805652
1229 => 0.49624506535004
1230 => 0.48978320631125
1231 => 0.48587505380236
]
'min_raw' => 0.36498023908889
'max_raw' => 0.93649750117879
'avg_raw' => 0.65073887013384
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$0.36498'
'max' => '$0.936497'
'avg' => '$0.650738'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.22443940802982
'max_diff' => 0.54434500068128
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.011456312651423
]
1 => [
'year' => 2028
'avg' => 0.019662358301167
]
2 => [
'year' => 2029
'avg' => 0.053714019083499
]
3 => [
'year' => 2030
'avg' => 0.041440285729602
]
4 => [
'year' => 2031
'avg' => 0.040699496224542
]
5 => [
'year' => 2032
'avg' => 0.071359025484473
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.011456312651423
'min' => '$0.011456'
'max_raw' => 0.071359025484473
'max' => '$0.071359'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.071359025484473
]
1 => [
'year' => 2033
'avg' => 0.18354275130812
]
2 => [
'year' => 2034
'avg' => 0.11633821643097
]
3 => [
'year' => 2035
'avg' => 0.13722119306913
]
4 => [
'year' => 2036
'avg' => 0.26634666577829
]
5 => [
'year' => 2037
'avg' => 0.65073887013384
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.071359025484473
'min' => '$0.071359'
'max_raw' => 0.65073887013384
'max' => '$0.650738'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 0.65073887013384
]
]
]
]
'prediction_2025_max_price' => '$0.019588'
'last_price' => 0.01899324
'sma_50day_nextmonth' => '$0.017666'
'sma_200day_nextmonth' => '$0.0216027'
'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' => '$0.018593'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.018369'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.018192'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.017949'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.018011'
'daily_sma50_action' => 'BUY'
'daily_sma100' => '$0.020362'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.021563'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.018675'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.018487'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.018271'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.018193'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$0.018666'
'daily_ema50_action' => 'BUY'
'daily_ema100' => '$0.019755'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.022276'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.021791'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.019132'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '$0.125634'
'weekly_sma100_action' => 'SELL'
'weekly_sma200' => '$0.300754'
'weekly_sma200_action' => 'SELL'
'weekly_ema3' => '$0.018615'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$0.018584'
'weekly_ema5_action' => 'BUY'
'weekly_ema10' => '$0.019117'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.020274'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.039467'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.120598'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$0.285889'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '58.52'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 119.6
'stoch_rsi_14_action' => 'SELL'
'momentum_10' => 0
'momentum_10_action' => 'BUY'
'vwma_10' => '0.0188092'
'vwma_10_action' => 'BUY'
'hma_9' => '0.018674'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 100
'stochastic_fast_14_action' => 'SELL'
'cci_20' => 229.35
'cci_20_action' => 'SELL'
'adx_14' => 7.46
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '0.000028'
'ao_5_34_action' => 'BUY'
'macd_12_26' => 0
'macd_12_26_action' => 'BUY'
'williams_percent_r_14' => -0
'williams_percent_r_14_action' => 'SELL'
'ultimate_oscillator' => 83.53
'ultimate_oscillator_action' => 'SELL'
'ichimoku_cloud' => '0.000249'
'ichimoku_cloud_action' => 'BUY'
'sell_signals' => 14
'buy_signals' => 21
'sell_pct' => 40
'buy_pct' => 60
'overall_action' => 'bullish'
'overall_action_label' => 'Altista'
'overall_action_dir' => 1
'last_updated' => 1767680299
'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 $0.006562 na extremidade inferior e $0.019588 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 $0.011456 na extremidade inferior e $0.071359 na extremidade superior. Considerando a volatilidade de preços no mercado, se Mute atingir a meta de preço superior, poderia ganhar 275.71% até 2032 em comparação com o preço de hoje.
| Previsão de Preço de Mute | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2027 | $0.006317 | $0.011456 | $0.016595 |
| 2028 | $0.01140074 | $0.019662 | $0.027923 |
| 2029 | $0.025044 | $0.053714 | $0.082383 |
| 2030 | $0.021298 | $0.04144 | $0.061581 |
| 2031 | $0.025181 | $0.040699 | $0.056217 |
| 2032 | $0.038438 | $0.071359 | $0.104279 |
Previsão de preço de Mute 2032-2037
A previsão de preço de Mute para 2032-2037 é atualmente estimada entre $0.071359 na extremidade inferior e $0.650738 na extremidade superior. Comparado ao preço atual, Mute poderia potencialmente ganhar 3326.16% até 2037 se atingir a meta de preço superior. Por favor, note que esta informação é apenas para fins gerais e não deve ser considerada como aconselhamento de investimento a longo prazo.
| Previsão de Preço de Mute | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2032 | $0.038438 | $0.071359 | $0.104279 |
| 2033 | $0.089322 | $0.183542 | $0.277763 |
| 2034 | $0.07181 | $0.116338 | $0.160865 |
| 2035 | $0.0849028 | $0.137221 | $0.189539 |
| 2036 | $0.14054 | $0.266346 | $0.392152 |
| 2037 | $0.36498 | $0.650738 | $0.936497 |
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 21 indicadores técnicos mostrando sinais de alta e 14 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 $0.0216027 até 4 de fev. de 2026. O SMA de 50 dias de curto prazo para Mute é esperado para alcançar $0.017666 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 58.52, 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 | $0.018593 | BUY |
| SMA 5 | $0.018369 | BUY |
| SMA 10 | $0.018192 | BUY |
| SMA 21 | $0.017949 | BUY |
| SMA 50 | $0.018011 | BUY |
| SMA 100 | $0.020362 | SELL |
| SMA 200 | $0.021563 | SELL |
Média Móvel Exponencial Diária (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 3 | $0.018675 | BUY |
| EMA 5 | $0.018487 | BUY |
| EMA 10 | $0.018271 | BUY |
| EMA 21 | $0.018193 | BUY |
| EMA 50 | $0.018666 | BUY |
| EMA 100 | $0.019755 | SELL |
| EMA 200 | $0.022276 | SELL |
Média Móvel Simples Semanal (SMA)
| Período | Valor | Ação |
|---|---|---|
| SMA 21 | $0.021791 | SELL |
| SMA 50 | $0.019132 | SELL |
| SMA 100 | $0.125634 | SELL |
| SMA 200 | $0.300754 | SELL |
Média Móvel Exponencial Semanal (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 21 | $0.020274 | SELL |
| EMA 50 | $0.039467 | SELL |
| EMA 100 | $0.120598 | SELL |
| EMA 200 | $0.285889 | SELL |
Osciladores de Mute
Um oscilador é uma ferramenta de análise técnica que define limites altos e baixos entre dois extremos, criando um indicador de tendência que flutua dentro desses limites. Os traders usam esse indicador para identificar condições de sobrecompra ou sobrevenda de curto prazo.
| Período | Valor | Ação |
|---|---|---|
| RSI (14) | 58.52 | NEUTRAL |
| Stoch RSI (14) | 119.6 | SELL |
| Estocástico Rápido (14) | 100 | SELL |
| Índice de Canal de Commodities (20) | 229.35 | SELL |
| Índice Direcional Médio (14) | 7.46 | NEUTRAL |
| Oscilador Impressionante (5, 34) | 0.000028 | BUY |
| Momentum (10) | 0 | BUY |
| MACD (12, 26) | 0 | BUY |
| Williams Percent Range (14) | -0 | SELL |
| Oscilador Ultimate (7, 14, 28) | 83.53 | SELL |
| VWMA (10) | 0.0188092 | BUY |
| Média Móvel de Hull (9) | 0.018674 | BUY |
| Nuvem Ichimoku B/L (9, 26, 52, 26) | 0.000249 | BUY |
Previsão do preço de Mute com base nos fluxos financeiros mundiais
Definições dos fluxos financeiros mundiais, usadas na previsão do preço do Mute
M0: o total de todas as moedas físicas, mais as contas no Banco Central que podem ser trocadas por moedas físicas.
M1: o valor de M0, mais o valor em contas de demanda, incluindo contas 'correntes'.
M2: o valor de M1, mais a maioria das contas de poupança, do mercado de moedas e de certificados de depósito (CD) de menos de US$ 100.000.
Previsões de preço de Mute por empresas de Internet ou nichos tecnológicos
| Comparação | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook stock | $0.026688 | $0.037502 | $0.052696 | $0.074047 | $0.104049 | $0.1462065 |
| Amazon.com stock | $0.03963 | $0.082691 | $0.17254 | $0.360016 | $0.751195 | $1.56 |
| Apple stock | $0.02694 | $0.038212 | $0.0542022 | $0.076881 | $0.10905 | $0.15468 |
| Netflix stock | $0.029968 | $0.047285 | $0.0746089 | $0.117721 | $0.185745 | $0.293077 |
| Google stock | $0.024596 | $0.031851 | $0.041248 | $0.053416 | $0.069173 | $0.089579 |
| Tesla stock | $0.043056 | $0.0976052 | $0.221263 | $0.501588 | $1.13 | $2.57 |
| Kodak stock | $0.014242 | $0.01068 | $0.0080093 | $0.0060061 | $0.0045039 | $0.003377 |
| Nokia stock | $0.012582 | $0.008335 | $0.005521 | $0.003657 | $0.002423 | $0.0016052 |
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 $0.01899 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 | $0.019486 | $0.019993 | $0.020513 | $0.021046 |
| Se Mute tiver 2% da média anterior do crescimento anual do Bitcoin | $0.01998 | $0.021019 | $0.022112 | $0.023261 |
| Se Mute tiver 5% da média anterior do crescimento anual do Bitcoin | $0.021461 | $0.024251 | $0.0274028 | $0.030964 |
| Se Mute tiver 10% da média anterior do crescimento anual do Bitcoin | $0.02393 | $0.03015 | $0.037987 | $0.047861 |
| Se Mute tiver 20% da média anterior do crescimento anual do Bitcoin | $0.028867 | $0.043874 | $0.066682 | $0.101348 |
| Se Mute tiver 50% da média anterior do crescimento anual do Bitcoin | $0.043678 | $0.100444 | $0.230988 | $0.531195 |
| Se Mute tiver 100% da média anterior do crescimento anual do Bitcoin | $0.068362 | $0.246059 | $0.885647 | $3.18 |
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 2.8826% 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 $0.019588 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 $0.061581. 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 $0.019155 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 $0.016786 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 $0.006562 e $0.019588. 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 $0.061581 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 $0.061581, enquanto seu pico mais baixo está previsto para cerca de $0.021298.
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 $0.019588 se o melhor cenário ocorrer. O preço ficará entre $0.019588 e $0.006562 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 $0.016595 em 2027, assumindo as condições mais favoráveis. O preço está projetado para flutuar entre $0.016595 e $0.006317 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 $0.027923 no melhor cenário. O preço é esperado para variar entre $0.027923 e $0.01140074 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 $0.082383 sob condições ótimas. A faixa de preço prevista para 2029 está entre $0.082383 e $0.025044.
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 $0.061581 no melhor cenário. O preço está previsto para variar entre $0.061581 e $0.021298 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 $0.056217 sob condições ideais. O preço provavelmente oscilará entre $0.056217 e $0.025181 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 $0.104279 se o cenário mais positivo se desenrolar em 2032. O preço é esperado para permanecer dentro de uma faixa de $0.104279 e $0.038438 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 $0.277763. Ao longo do ano, o preço de MUTE poderia variar entre $0.277763 e $0.089322.
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 $0.160865 nas melhores circunstâncias. A faixa de preço prevista para o ano é entre $0.160865 e $0.07181.
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 $0.189539 em 2035. A faixa de preço esperada para o ano está entre $0.189539 e $0.0849028.
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 $0.392152 se as condições forem ideais. A faixa de preço esperada para 2036 está entre $0.392152 e $0.14054.
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 $0.936497 sob condições favoráveis. O preço é esperado para cair entre $0.936497 e $0.36498 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


