Previsão de Preço Sonic SVM - Projeção SONIC
$0.08306
5.2619%
Add to portfolio
Add to favorites
Sentiment
Altista 63.64%
Baixista 36.36%
SMA 50
$0.079757
SMA 200
$0.162695
RSI (14)
60.15
Momentum (10)
0.01
MACD (12, 26)
0
Hull Moving Average (9)
0.084131
Previsão de Preço Sonic SVM até $0.085666 até 2026
| Ano | Preço Mínimo | Preço Máximo |
|---|---|---|
| 2026 | $0.028698 | $0.085666 |
| 2027 | $0.027627 | $0.072577 |
| 2028 | $0.049859 | $0.122121 |
| 2029 | $0.109526 | $0.360293 |
| 2030 | $0.093147 | $0.269317 |
| 2031 | $0.110129 | $0.245856 |
| 2032 | $0.1681043 | $0.45605 |
| 2033 | $0.390637 | $1.21 |
| 2034 | $0.314054 | $0.70352 |
| 2035 | $0.3713093 | $0.828921 |
Calculadora de lucro do investimento
Se você abrir um short de $10,000.00 em Sonic SVM hoje e fechar em Apr 06, 2026, nossa previsão mostra que pode lucrar cerca de $3,954.54, com um retorno de 39.55% nos próximos 90 dias.
$
≈ $3,954.54
(39.55% ROI)
Previsão de preço de longo prazo de Sonic SVM para os anos 2027, 2028, 2029, 2030, 2031, 2032 e 2037
[
'name' => 'Sonic SVM'
'name_with_ticker' => 'Sonic SVM <small>SONIC</small>'
'name_lang' => 'Sonic SVM'
'name_lang_with_ticker' => 'Sonic SVM <small>SONIC</small>'
'name_with_lang' => 'Sonic SVM'
'name_with_lang_with_ticker' => 'Sonic SVM <small>SONIC</small>'
'image' => '/uploads/coins/sonic-svm.png?1735187270'
'price_for_sd' => 0.08306
'ticker' => 'SONIC'
'marketcap' => '$29.91M'
'low24h' => '$0.07888'
'high24h' => '$0.08452'
'volume24h' => '$26.52M'
'current_supply' => '360M'
'max_supply' => '2.4B'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.08306'
'change_24h_pct' => '5.2619%'
'ath_price' => '$1.23'
'ath_days' => 363
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '8 de jan. de 2025'
'ath_pct' => '-93.24%'
'fdv' => '$199.42M'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$4.09'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.083774'
'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' => '$0.073413'
'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' => '$0.028698'
'current_year_max_price_prediction' => '$0.085666'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.093147'
'grand_prediction_max_price' => '$0.269317'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.084638019108336
107 => 0.084954026748086
108 => 0.085666008096192
109 => 0.07958220543005
110 => 0.082313654216086
111 => 0.083918124475741
112 => 0.07666906947149
113 => 0.083774833965796
114 => 0.079476299960872
115 => 0.078017312957787
116 => 0.07998164675052
117 => 0.079216143961115
118 => 0.078558009614616
119 => 0.078190759341086
120 => 0.07963314928286
121 => 0.079565860068047
122 => 0.077205830167482
123 => 0.07412726736932
124 => 0.075160534094762
125 => 0.074785138606482
126 => 0.073424656929972
127 => 0.074341457314755
128 => 0.070304332402225
129 => 0.063358668821709
130 => 0.067947186934427
131 => 0.067770533978435
201 => 0.06768145754745
202 => 0.071129602091831
203 => 0.070798142556119
204 => 0.070196540253139
205 => 0.073413608031895
206 => 0.072239335016981
207 => 0.075858167755427
208 => 0.078241765048394
209 => 0.077637207673603
210 => 0.079878992448564
211 => 0.075184338473211
212 => 0.076743714206998
213 => 0.07706509938453
214 => 0.073373909914878
215 => 0.070852373435391
216 => 0.070684215699829
217 => 0.066312218933529
218 => 0.068647704316562
219 => 0.070702834804679
220 => 0.069718586785439
221 => 0.069407003266121
222 => 0.070998815892097
223 => 0.071122513366088
224 => 0.068302197850211
225 => 0.068888630753739
226 => 0.071334153447808
227 => 0.068827009856413
228 => 0.063956039397915
301 => 0.062747971377772
302 => 0.062586792834773
303 => 0.059310416551062
304 => 0.06282870025948
305 => 0.061292875136614
306 => 0.066144528297736
307 => 0.063373290032041
308 => 0.063253827489211
309 => 0.063073242334378
310 => 0.060253129921588
311 => 0.060870555312495
312 => 0.062922971348414
313 => 0.063655296512151
314 => 0.06357890899781
315 => 0.062912913390146
316 => 0.063217802768885
317 => 0.062235647849465
318 => 0.061888828505631
319 => 0.060794171256314
320 => 0.059185327506601
321 => 0.059409047097611
322 => 0.056221506652564
323 => 0.054484765442526
324 => 0.054004058365469
325 => 0.053361236771897
326 => 0.054076666774946
327 => 0.056212476750976
328 => 0.053636236782521
329 => 0.049219454058826
330 => 0.049484910226351
331 => 0.050081311420138
401 => 0.048969921741105
402 => 0.047918084681767
403 => 0.048832571666624
404 => 0.046961122601176
405 => 0.050307467098744
406 => 0.050216957858107
407 => 0.051464268150244
408 => 0.052244236873302
409 => 0.050446661484527
410 => 0.049994576135411
411 => 0.050252104496401
412 => 0.045995734340748
413 => 0.051116431901603
414 => 0.051160715906751
415 => 0.050781529369075
416 => 0.05350814273643
417 => 0.059262147393586
418 => 0.057097259387263
419 => 0.056258949317128
420 => 0.054665321261001
421 => 0.056788736025519
422 => 0.056625690902035
423 => 0.055888339020611
424 => 0.055442386302048
425 => 0.056264067859657
426 => 0.055340570863913
427 => 0.055174685427477
428 => 0.05416960016781
429 => 0.053810830458574
430 => 0.05354521164889
501 => 0.053252791438593
502 => 0.053897797555932
503 => 0.052436128836419
504 => 0.050673499649838
505 => 0.050526956104886
506 => 0.050931575716739
507 => 0.050752561658881
508 => 0.050526099054448
509 => 0.050093720269166
510 => 0.049965442719883
511 => 0.050382282523631
512 => 0.04991169468847
513 => 0.050606072673496
514 => 0.050417240283256
515 => 0.049362437901483
516 => 0.048047763595935
517 => 0.048036060236993
518 => 0.04775281581436
519 => 0.047392061456054
520 => 0.047291707846515
521 => 0.048755556123471
522 => 0.051785678247477
523 => 0.051190792769858
524 => 0.051620658493754
525 => 0.053735172401578
526 => 0.054407312787224
527 => 0.05393024346201
528 => 0.053277201545303
529 => 0.053305932075394
530 => 0.055537573994015
531 => 0.055676758763091
601 => 0.05602843377184
602 => 0.056480435541427
603 => 0.054007221317882
604 => 0.053189443907878
605 => 0.052801935602455
606 => 0.051608560006338
607 => 0.052895513274459
608 => 0.052145660717958
609 => 0.052246841446441
610 => 0.052180947364281
611 => 0.052216929988879
612 => 0.050306531727258
613 => 0.051002580446216
614 => 0.049845264450079
615 => 0.048295748246069
616 => 0.048290553724422
617 => 0.048669795620156
618 => 0.048444207700837
619 => 0.047837156410345
620 => 0.047923385180958
621 => 0.047167930416211
622 => 0.048015111067348
623 => 0.048039405177065
624 => 0.047713194480135
625 => 0.049018393161613
626 => 0.049553134126356
627 => 0.049338415257526
628 => 0.049538068878122
629 => 0.0512155129472
630 => 0.051489009522475
701 => 0.051610478635043
702 => 0.051447726115776
703 => 0.049568729476377
704 => 0.049652070967445
705 => 0.049040566403937
706 => 0.048523909486535
707 => 0.048544573053723
708 => 0.048810201869965
709 => 0.049970218489419
710 => 0.052411405078345
711 => 0.052504046324911
712 => 0.052616330218284
713 => 0.052159615194572
714 => 0.052021865573246
715 => 0.052203592879969
716 => 0.053120374211276
717 => 0.055478584699103
718 => 0.054645035613123
719 => 0.053967347231256
720 => 0.054561862645629
721 => 0.054470341657552
722 => 0.053697812414716
723 => 0.053676130091858
724 => 0.052193399482317
725 => 0.051645267736111
726 => 0.051187207822032
727 => 0.050687018353815
728 => 0.050390489270553
729 => 0.050846092712502
730 => 0.050950294610217
731 => 0.04995410972181
801 => 0.04981833340255
802 => 0.050631839486567
803 => 0.050273845789555
804 => 0.050642051184749
805 => 0.050727477994841
806 => 0.05071372231087
807 => 0.050339935775875
808 => 0.050578176166806
809 => 0.050014666619375
810 => 0.049401934622942
811 => 0.04901104978377
812 => 0.048669950918243
813 => 0.04885921239362
814 => 0.048184529791681
815 => 0.047968685248642
816 => 0.050497465682937
817 => 0.052365502978721
818 => 0.052338340976616
819 => 0.052172999274304
820 => 0.051927335043007
821 => 0.053102402342609
822 => 0.05269303239164
823 => 0.052990883234974
824 => 0.053066698775363
825 => 0.053296169581941
826 => 0.05337818567161
827 => 0.053130276084793
828 => 0.052298261231828
829 => 0.050224959323839
830 => 0.049259831688899
831 => 0.048941323493896
901 => 0.048952900661851
902 => 0.048633550686894
903 => 0.048727613566781
904 => 0.04860083945595
905 => 0.048360759959987
906 => 0.048844388161271
907 => 0.04890012180616
908 => 0.048787237205054
909 => 0.048813825615096
910 => 0.047879189331581
911 => 0.047950247698293
912 => 0.047554585682778
913 => 0.047480403824645
914 => 0.046480204703656
915 => 0.044708206979641
916 => 0.045690065730726
917 => 0.044504118429649
918 => 0.044054982216697
919 => 0.0461811231938
920 => 0.04596771760967
921 => 0.045602460014817
922 => 0.045062167905676
923 => 0.044861768306772
924 => 0.043644203782634
925 => 0.043572263575094
926 => 0.044175721430264
927 => 0.04389724639382
928 => 0.043506161975909
929 => 0.042089693857827
930 => 0.040497114716626
1001 => 0.040545184670303
1002 => 0.041051754464131
1003 => 0.042524674459929
1004 => 0.041949179135796
1005 => 0.04153165067509
1006 => 0.041453460145259
1007 => 0.042432178329054
1008 => 0.043817269606924
1009 => 0.04446712344483
1010 => 0.04382313802782
1011 => 0.043083362255396
1012 => 0.043128388978872
1013 => 0.043427931597834
1014 => 0.043459409291783
1015 => 0.042977891314113
1016 => 0.043113435804319
1017 => 0.042907531329248
1018 => 0.041643895945804
1019 => 0.041621040788749
1020 => 0.041310924286779
1021 => 0.041301534082347
1022 => 0.040773948550309
1023 => 0.040700135687351
1024 => 0.039652582591336
1025 => 0.040342085211416
1026 => 0.039879603054379
1027 => 0.039182533355212
1028 => 0.039062358276334
1029 => 0.039058745668347
1030 => 0.039774480387459
1031 => 0.040333721434502
1101 => 0.039887648129506
1102 => 0.039786085884726
1103 => 0.040870504950475
1104 => 0.040732502739659
1105 => 0.040612993715112
1106 => 0.043693249874805
1107 => 0.041254986769022
1108 => 0.040191764883708
1109 => 0.038875825900273
1110 => 0.03930430226882
1111 => 0.0393945885353
1112 => 0.036229992495968
1113 => 0.034946116276936
1114 => 0.034505538340419
1115 => 0.034251979509095
1116 => 0.034367529452521
1117 => 0.033211890271731
1118 => 0.03398849891373
1119 => 0.032987813066914
1120 => 0.032820044828182
1121 => 0.034609395083477
1122 => 0.034858372718269
1123 => 0.033796156776959
1124 => 0.03447827136842
1125 => 0.034230927135454
1126 => 0.033004966953616
1127 => 0.032958144292222
1128 => 0.032343000567559
1129 => 0.031380419753759
1130 => 0.030940494492361
1201 => 0.030711377596618
1202 => 0.030805915693201
1203 => 0.030758114338655
1204 => 0.030446178166163
1205 => 0.030775994154923
1206 => 0.029933450593016
1207 => 0.02959794295783
1208 => 0.029446401942735
1209 => 0.028698596036544
1210 => 0.029888687784089
1211 => 0.030123150850736
1212 => 0.030358075882054
1213 => 0.032402937889544
1214 => 0.03230078236237
1215 => 0.033224218576265
1216 => 0.033188335543083
1217 => 0.032924956576205
1218 => 0.031813804038686
1219 => 0.032256689635751
1220 => 0.030893556607686
1221 => 0.031914908556349
1222 => 0.031448806179656
1223 => 0.031757318873932
1224 => 0.031202585232156
1225 => 0.031509597733905
1226 => 0.030178750741845
1227 => 0.02893602454618
1228 => 0.029436133844755
1229 => 0.029979809846741
1230 => 0.031158637945115
1231 => 0.030456537654844
]
'min_raw' => 0.028698596036544
'max_raw' => 0.085666008096192
'avg_raw' => 0.057182302066368
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.028698'
'max' => '$0.085666'
'avg' => '$0.057182'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.054365403963456
'max_diff' => 0.0026020080961915
'year' => 2026
]
1 => [
'items' => [
101 => 0.030709039468577
102 => 0.029863200660865
103 => 0.028117993598645
104 => 0.028127871281088
105 => 0.027859409195968
106 => 0.027627418758318
107 => 0.030537182319031
108 => 0.030175307223701
109 => 0.029598706620335
110 => 0.030370509441138
111 => 0.030574586357116
112 => 0.030580396140015
113 => 0.031143483554958
114 => 0.031444003409253
115 => 0.031496971336099
116 => 0.032383001549821
117 => 0.03267998719044
118 => 0.033903229013166
119 => 0.031418506399231
120 => 0.031367335172114
121 => 0.030381370289596
122 => 0.029756055773616
123 => 0.030424186109486
124 => 0.03101605837818
125 => 0.030399761410822
126 => 0.03048023678402
127 => 0.029652908458654
128 => 0.029948639405557
129 => 0.03020336273629
130 => 0.030062719485004
131 => 0.02985216973062
201 => 0.03096753160177
202 => 0.030904598513861
203 => 0.031943249130335
204 => 0.032752951560494
205 => 0.034204083066962
206 => 0.032689751690766
207 => 0.032634563436496
208 => 0.033174037474466
209 => 0.032679904599775
210 => 0.032992179519692
211 => 0.034153770749612
212 => 0.034178313341889
213 => 0.03376719329991
214 => 0.033742176607993
215 => 0.033821136709215
216 => 0.034283608488349
217 => 0.034122006638397
218 => 0.03430901639042
219 => 0.034542874948919
220 => 0.035510213100845
221 => 0.035743435054367
222 => 0.035176826619028
223 => 0.035227985016694
224 => 0.035016057908128
225 => 0.034811338976692
226 => 0.035271517237761
227 => 0.03611250205469
228 => 0.036107270331791
301 => 0.03630236246291
302 => 0.036423903244367
303 => 0.035902161237065
304 => 0.035562526375298
305 => 0.035692763992827
306 => 0.035901016779463
307 => 0.035625230420882
308 => 0.033922949259051
309 => 0.034439312621409
310 => 0.034353364509034
311 => 0.034230963945365
312 => 0.034750171299136
313 => 0.03470009248325
314 => 0.033200037521599
315 => 0.033296066173327
316 => 0.033205877341967
317 => 0.03349729590699
318 => 0.03266416704091
319 => 0.032920431868908
320 => 0.033081158766694
321 => 0.033175828144253
322 => 0.033517838851394
323 => 0.033477707842384
324 => 0.033515344251528
325 => 0.034022455842739
326 => 0.036587252251404
327 => 0.036726848461024
328 => 0.036039425669943
329 => 0.036314037516165
330 => 0.035786842822428
331 => 0.036140752152231
401 => 0.03638288792736
402 => 0.035288722919585
403 => 0.035223933568896
404 => 0.034694562955125
405 => 0.034979016737882
406 => 0.034526430316565
407 => 0.034637479193555
408 => 0.034326976852424
409 => 0.034885819246061
410 => 0.035510691877476
411 => 0.035668559381139
412 => 0.035253277945235
413 => 0.034952586817259
414 => 0.03442467225035
415 => 0.035302605940464
416 => 0.035559340505997
417 => 0.035301257423086
418 => 0.035241453933549
419 => 0.035128126428938
420 => 0.035265496899386
421 => 0.035557942274417
422 => 0.03542003043617
423 => 0.035511123635026
424 => 0.035163970295887
425 => 0.03590233395538
426 => 0.037075033143546
427 => 0.037078803563191
428 => 0.036940890981549
429 => 0.036884460124508
430 => 0.037025966802509
501 => 0.037102728370417
502 => 0.037560335019184
503 => 0.038051365185165
504 => 0.040342788716551
505 => 0.039699366158217
506 => 0.041732453432658
507 => 0.043340361503399
508 => 0.043822502828516
509 => 0.043378955495911
510 => 0.041861604031025
511 => 0.04178715552925
512 => 0.044054719227055
513 => 0.043414028621428
514 => 0.043337820512549
515 => 0.042527094989712
516 => 0.043006334184018
517 => 0.042901517542209
518 => 0.042736059345307
519 => 0.043650414343951
520 => 0.04536200527638
521 => 0.045095237778363
522 => 0.044896108216081
523 => 0.044023580439907
524 => 0.044549037047298
525 => 0.044361932013864
526 => 0.045165853977283
527 => 0.044689628415206
528 => 0.043409174759954
529 => 0.043613091224983
530 => 0.043582269661517
531 => 0.044216575253612
601 => 0.044026172459297
602 => 0.043545090460071
603 => 0.045356155244647
604 => 0.045238554771208
605 => 0.045405285355333
606 => 0.045478685314779
607 => 0.046581048534609
608 => 0.047032651474085
609 => 0.047135173247768
610 => 0.047564161112045
611 => 0.047124499638906
612 => 0.048883459004781
613 => 0.050053064344963
614 => 0.051411621134925
615 => 0.0533968377507
616 => 0.054143297562512
617 => 0.054008456278811
618 => 0.055513624859928
619 => 0.058218379342176
620 => 0.054555164491564
621 => 0.058412538624239
622 => 0.05719133850936
623 => 0.054295895005434
624 => 0.054109462578817
625 => 0.056070290536467
626 => 0.060419218223836
627 => 0.059329861163279
628 => 0.060421000021735
629 => 0.059148128584093
630 => 0.059084919788612
701 => 0.060359179497111
702 => 0.063336556762301
703 => 0.061922116428927
704 => 0.059894169376037
705 => 0.061391573921541
706 => 0.060094383525977
707 => 0.057171450504042
708 => 0.059329028152465
709 => 0.057886317423238
710 => 0.058307377112748
711 => 0.061339740478558
712 => 0.060974878495745
713 => 0.061447043686814
714 => 0.060613684483291
715 => 0.059835195578517
716 => 0.058382088226409
717 => 0.057951894776777
718 => 0.058070784769517
719 => 0.057951835860801
720 => 0.057138835652043
721 => 0.056963268334368
722 => 0.056670648446463
723 => 0.05676134358553
724 => 0.0562111325873
725 => 0.057249494420353
726 => 0.057442223526581
727 => 0.058197856676486
728 => 0.058276309016826
729 => 0.060380736583547
730 => 0.059221653243265
731 => 0.059999266418367
801 => 0.059929709376807
802 => 0.054358648045916
803 => 0.055126291143423
804 => 0.056320502903468
805 => 0.055782512124284
806 => 0.055021919032971
807 => 0.054407699331314
808 => 0.053477093676116
809 => 0.054786903265109
810 => 0.056509163591915
811 => 0.058319988380876
812 => 0.060495575714872
813 => 0.060010009948553
814 => 0.058279317288974
815 => 0.058356954897411
816 => 0.058836880043495
817 => 0.058215333373518
818 => 0.05803202712651
819 => 0.058811696580015
820 => 0.058817065735042
821 => 0.05810190117481
822 => 0.057307126639845
823 => 0.057303796505523
824 => 0.057162374053638
825 => 0.059173287324112
826 => 0.06027908629661
827 => 0.060405864366722
828 => 0.060270553122376
829 => 0.060322629050014
830 => 0.059679188992535
831 => 0.061149902157709
901 => 0.062499573996531
902 => 0.062137833112193
903 => 0.061595532102075
904 => 0.06116356322676
905 => 0.062036074973337
906 => 0.061997223398723
907 => 0.062487785790446
908 => 0.062465531046732
909 => 0.06230057336538
910 => 0.062137839003352
911 => 0.062783062354138
912 => 0.062597248391081
913 => 0.062411145807617
914 => 0.062037888585599
915 => 0.062088620441218
916 => 0.061546413067015
917 => 0.061295563125987
918 => 0.057523381886098
919 => 0.056515331799222
920 => 0.056832484877305
921 => 0.056936899905486
922 => 0.056498195215826
923 => 0.05712718504681
924 => 0.057029157647916
925 => 0.057410524912902
926 => 0.057172263202781
927 => 0.057182041546473
928 => 0.057882718433187
929 => 0.058086127914292
930 => 0.057982672210486
1001 => 0.058055129039178
1002 => 0.059724866074263
1003 => 0.059487482863059
1004 => 0.059361377763329
1005 => 0.059396309737772
1006 => 0.059822963349802
1007 => 0.059942403066747
1008 => 0.059436328593172
1009 => 0.059674996240491
1010 => 0.060691212791345
1011 => 0.061046831071268
1012 => 0.062181793914325
1013 => 0.061699641526239
1014 => 0.062584653101638
1015 => 0.065304876961736
1016 => 0.067477980006356
1017 => 0.065479504639242
1018 => 0.069470131637683
1019 => 0.072577407177412
1020 => 0.072458144766759
1021 => 0.071916319403829
1022 => 0.068378768813041
1023 => 0.06512346201749
1024 => 0.067846664379596
1025 => 0.067853606382449
1026 => 0.067619680884456
1027 => 0.06616678970693
1028 => 0.067569123420802
1029 => 0.067680435578481
1030 => 0.067618130370472
1031 => 0.066504202111147
1101 => 0.064803439547511
1102 => 0.065135764481395
1103 => 0.065680119502342
1104 => 0.064649541883336
1105 => 0.064320209889163
1106 => 0.064932500724306
1107 => 0.066905429370996
1108 => 0.066532458638736
1109 => 0.066522718865624
1110 => 0.068118445822434
1111 => 0.066976249700789
1112 => 0.065139956163063
1113 => 0.064676267827052
1114 => 0.0630304866121
1115 => 0.064167233559339
1116 => 0.064208143058258
1117 => 0.063585558372528
1118 => 0.06519047547905
1119 => 0.065175685885374
1120 => 0.06669931581763
1121 => 0.069611923998834
1122 => 0.068750522438908
1123 => 0.067748806144937
1124 => 0.067857720480671
1125 => 0.069052241920194
1126 => 0.068330006989587
1127 => 0.068589727706234
1128 => 0.069051848801783
1129 => 0.06933065793255
1130 => 0.067817604137383
1201 => 0.067464838920001
1202 => 0.066743205089003
1203 => 0.066554944292429
1204 => 0.067142699990393
1205 => 0.066987847129694
1206 => 0.064204704773283
1207 => 0.063913850911781
1208 => 0.063922770984469
1209 => 0.063191405120373
1210 => 0.062075896629707
1211 => 0.065007386339627
1212 => 0.064771946689748
1213 => 0.064512039537863
1214 => 0.06454387668096
1215 => 0.065816337006631
1216 => 0.065078245756955
1217 => 0.067040582314996
1218 => 0.066637184911899
1219 => 0.066223441887571
1220 => 0.066166249998688
1221 => 0.066006994233217
1222 => 0.065460846956959
1223 => 0.064801341302514
1224 => 0.064365878544047
1225 => 0.059374120589417
1226 => 0.060300561830076
1227 => 0.061366348029678
1228 => 0.061734253154911
1229 => 0.061104925979941
1230 => 0.065485696629621
1231 => 0.066286105641474
]
'min_raw' => 0.027627418758318
'max_raw' => 0.072577407177412
'avg_raw' => 0.050102412967865
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.027627'
'max' => '$0.072577'
'avg' => '$0.0501024'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.0010711772782257
'max_diff' => -0.013088600918779
'year' => 2027
]
2 => [
'items' => [
101 => 0.063861614535184
102 => 0.063408091240516
103 => 0.065515429541316
104 => 0.064244446934304
105 => 0.064816770324418
106 => 0.063579720199148
107 => 0.06609331054923
108 => 0.066074161202178
109 => 0.065096317783983
110 => 0.065922784345059
111 => 0.065779165441729
112 => 0.064675182630909
113 => 0.066128308773472
114 => 0.066129029505909
115 => 0.065187876476046
116 => 0.064088815782056
117 => 0.063892329688625
118 => 0.063744303811418
119 => 0.064780365032776
120 => 0.065709294284167
121 => 0.067437801319914
122 => 0.067872389057015
123 => 0.069568613927063
124 => 0.068558594604639
125 => 0.06900632308833
126 => 0.069492395692437
127 => 0.069725436773574
128 => 0.069345708837535
129 => 0.071980644254732
130 => 0.072203113536278
131 => 0.072277705562029
201 => 0.071389220164647
202 => 0.072178403150119
203 => 0.07180917056621
204 => 0.072769811173774
205 => 0.072920451887115
206 => 0.072792864562114
207 => 0.072840680302231
208 => 0.070592227758113
209 => 0.070475633632169
210 => 0.068885864451773
211 => 0.069533707143765
212 => 0.068322596282995
213 => 0.068706652012769
214 => 0.068875940119036
215 => 0.068787513619338
216 => 0.069570335197555
217 => 0.068904776936188
218 => 0.067148259256531
219 => 0.065391263014807
220 => 0.06536920535821
221 => 0.064906619261324
222 => 0.064572254240145
223 => 0.06463666480546
224 => 0.064863656038834
225 => 0.064559061097014
226 => 0.064624061871207
227 => 0.065703507820702
228 => 0.065919983007618
229 => 0.065184315740165
301 => 0.062230505505061
302 => 0.061505633064294
303 => 0.062026656999872
304 => 0.061777641116905
305 => 0.049859377928543
306 => 0.052659397078552
307 => 0.050995720779282
308 => 0.051762419360052
309 => 0.050064236665387
310 => 0.050874698456662
311 => 0.050725035757139
312 => 0.055227383691763
313 => 0.055157085721541
314 => 0.055190733639801
315 => 0.05358463083209
316 => 0.056143196215217
317 => 0.05740363752598
318 => 0.057170363384917
319 => 0.057229073460528
320 => 0.056220239845736
321 => 0.055200501354393
322 => 0.054069454430865
323 => 0.056170799813155
324 => 0.055937166077807
325 => 0.056473037807932
326 => 0.057835910495618
327 => 0.05803659867593
328 => 0.058306325625447
329 => 0.058209647714517
330 => 0.060512907777919
331 => 0.060233967786842
401 => 0.060906132908826
402 => 0.059523438255615
403 => 0.057958788008925
404 => 0.05825617686855
405 => 0.058227535929918
406 => 0.057862903908593
407 => 0.057533730423539
408 => 0.056985749314979
409 => 0.058719642628407
410 => 0.058649249726343
411 => 0.059788828987965
412 => 0.059587397284191
413 => 0.058242187067689
414 => 0.058290231513738
415 => 0.058613353502795
416 => 0.059731682396264
417 => 0.060063678553483
418 => 0.0599098847057
419 => 0.06027390333589
420 => 0.060561608818957
421 => 0.060310034714971
422 => 0.06387179350457
423 => 0.062392702930172
424 => 0.063113601384688
425 => 0.063285531418309
426 => 0.062845136252487
427 => 0.062940642194585
428 => 0.063085307673053
429 => 0.063963688129903
430 => 0.066268812610111
501 => 0.067289736550882
502 => 0.070361236598192
503 => 0.067204963029549
504 => 0.067017682817944
505 => 0.067570952726879
506 => 0.06937424840595
507 => 0.070835650178886
508 => 0.07132048145726
509 => 0.071384559914389
510 => 0.072294135623593
511 => 0.072815487457525
512 => 0.072183689208279
513 => 0.071648306344077
514 => 0.069730631378673
515 => 0.069952607477574
516 => 0.071481802675897
517 => 0.073641880962676
518 => 0.075495452850573
519 => 0.074846396578933
520 => 0.079798237769223
521 => 0.080289192596782
522 => 0.080221358514084
523 => 0.081339826675139
524 => 0.079119895147524
525 => 0.078170831410321
526 => 0.071764062196171
527 => 0.073564103016627
528 => 0.07618056806185
529 => 0.075834269101875
530 => 0.073934122247722
531 => 0.075494011418794
601 => 0.074978263276593
602 => 0.074571471318429
603 => 0.076435064139278
604 => 0.074385967280581
605 => 0.076160126753207
606 => 0.073884748878235
607 => 0.07484936141331
608 => 0.074301800685343
609 => 0.074656139582856
610 => 0.072584681628325
611 => 0.073702390058791
612 => 0.072538181282933
613 => 0.072537629296389
614 => 0.072511929323136
615 => 0.07388161578504
616 => 0.073926281211389
617 => 0.072914080846561
618 => 0.072768206960447
619 => 0.073307579173007
620 => 0.072676115573906
621 => 0.072971573417541
622 => 0.072685064691002
623 => 0.072620565541861
624 => 0.072106625347881
625 => 0.071885205781234
626 => 0.071972030098595
627 => 0.071675653942437
628 => 0.071497076587958
629 => 0.072476405792603
630 => 0.071953189704588
701 => 0.07239621542314
702 => 0.071891331702547
703 => 0.070141184759608
704 => 0.069134656745256
705 => 0.065828791408751
706 => 0.066766330717271
707 => 0.067387920248774
708 => 0.06718248491232
709 => 0.067623839507944
710 => 0.067650935095582
711 => 0.067507446217467
712 => 0.067341304478674
713 => 0.067260435868443
714 => 0.06786316423469
715 => 0.0682130683382
716 => 0.067450305074055
717 => 0.067271600313458
718 => 0.068042796086822
719 => 0.068513225063069
720 => 0.071986608312469
721 => 0.071729288862473
722 => 0.07237511018557
723 => 0.072302400615525
724 => 0.072979324249536
725 => 0.074085808301871
726 => 0.071836016845667
727 => 0.072226502850529
728 => 0.072130764699776
729 => 0.07317600872581
730 => 0.073179271863567
731 => 0.072552595856148
801 => 0.072892327086427
802 => 0.072702698433724
803 => 0.073045383039007
804 => 0.071725852204338
805 => 0.073332898326414
806 => 0.074243989921866
807 => 0.074256640429553
808 => 0.074688490614927
809 => 0.075127275414344
810 => 0.075969484626721
811 => 0.07510378665652
812 => 0.073546480282127
813 => 0.073658912772289
814 => 0.072745864614779
815 => 0.072761213119262
816 => 0.072679281599446
817 => 0.072925164257931
818 => 0.071779809620694
819 => 0.072048622064752
820 => 0.071672283068908
821 => 0.07222568476305
822 => 0.07163031602073
823 => 0.072130718531941
824 => 0.072346675667173
825 => 0.073143562145405
826 => 0.071512615239967
827 => 0.068187004094378
828 => 0.068886087876319
829 => 0.067852088050983
830 => 0.067947788671533
831 => 0.068141119155684
901 => 0.067514471802751
902 => 0.067634016369763
903 => 0.067629745396607
904 => 0.067592940457317
905 => 0.06742992527855
906 => 0.067193521017768
907 => 0.06813528283133
908 => 0.068295306514887
909 => 0.068651019340695
910 => 0.069709379427985
911 => 0.069603624297416
912 => 0.069776115303113
913 => 0.069399568406171
914 => 0.067965255602119
915 => 0.068043145688066
916 => 0.067071855068202
917 => 0.068626181255786
918 => 0.068258096298463
919 => 0.068020789531942
920 => 0.067956038182066
921 => 0.069017021739302
922 => 0.069334484648507
923 => 0.069136663067634
924 => 0.068730925233886
925 => 0.069510061820305
926 => 0.069718525901697
927 => 0.069765193321662
928 => 0.071145673968174
929 => 0.069842346854575
930 => 0.070156070644775
1001 => 0.072603654099517
1002 => 0.070384033649495
1003 => 0.071559816105314
1004 => 0.071502267672579
1005 => 0.072103758190667
1006 => 0.071452927893903
1007 => 0.071460995715444
1008 => 0.071995078547009
1009 => 0.071245055532422
1010 => 0.071059339286413
1011 => 0.070802773622677
1012 => 0.071362975363179
1013 => 0.071698790970864
1014 => 0.074405218139424
1015 => 0.076153693518387
1016 => 0.07607778759091
1017 => 0.076771425678103
1018 => 0.076458935366826
1019 => 0.075449821720933
1020 => 0.077172255666174
1021 => 0.076627205496202
1022 => 0.076672138769979
1023 => 0.076670466351284
1024 => 0.077032877065203
1025 => 0.076776075859938
1026 => 0.076269894324257
1027 => 0.076605921250145
1028 => 0.077603801088208
1029 => 0.080701250724247
1030 => 0.082434624576325
1031 => 0.080596899441864
1101 => 0.081864537631495
1102 => 0.081104406423387
1103 => 0.080966267970929
1104 => 0.081762438431743
1105 => 0.082560002483554
1106 => 0.082509201101418
1107 => 0.081930210555171
1108 => 0.081603153486937
1109 => 0.08407973917976
1110 => 0.085904445330695
1111 => 0.085780012604186
1112 => 0.086329218191305
1113 => 0.087941702781373
1114 => 0.088089128163974
1115 => 0.0880705559543
1116 => 0.087705146761276
1117 => 0.089292847247782
1118 => 0.090617334926557
1119 => 0.087620565090777
1120 => 0.088761695813644
1121 => 0.089273986160075
1122 => 0.090026180378332
1123 => 0.091295258106921
1124 => 0.092673813126411
1125 => 0.092868755921254
1126 => 0.092730434679441
1127 => 0.09182124058654
1128 => 0.093329671938447
1129 => 0.094213275647327
1130 => 0.094739441435053
1201 => 0.096073710327089
1202 => 0.08927714989085
1203 => 0.084466206603109
1204 => 0.083714908337865
1205 => 0.085242702903584
1206 => 0.085645570146631
1207 => 0.085483174866111
1208 => 0.080068020803931
1209 => 0.08368639867242
1210 => 0.087579469017061
1211 => 0.087729017704027
1212 => 0.089677970118817
1213 => 0.090312628915331
1214 => 0.091881791064269
1215 => 0.091783639544616
1216 => 0.092165705557059
1217 => 0.09207787519726
1218 => 0.094984417652094
1219 => 0.098190765605507
1220 => 0.098079739971442
1221 => 0.097618789517352
1222 => 0.098303379545408
1223 => 0.10161267424646
1224 => 0.10130800742075
1225 => 0.10160396529047
1226 => 0.10550581024668
1227 => 0.11057876372074
1228 => 0.10822186751584
1229 => 0.11333565410186
1230 => 0.11655451168758
1231 => 0.12212119304599
]
'min_raw' => 0.049859377928543
'max_raw' => 0.12212119304599
'avg_raw' => 0.085990285487267
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.049859'
'max' => '$0.122121'
'avg' => '$0.08599'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.022231959170225
'max_diff' => 0.049543785868578
'year' => 2028
]
3 => [
'items' => [
101 => 0.12142421712343
102 => 0.12359128532607
103 => 0.12017648475879
104 => 0.11233541241126
105 => 0.11109453269785
106 => 0.11357880530818
107 => 0.11968614710892
108 => 0.11338646338069
109 => 0.11466088119419
110 => 0.11429384877817
111 => 0.1142742911805
112 => 0.11502072513678
113 => 0.11393798375183
114 => 0.10952670056806
115 => 0.11154836565532
116 => 0.1107677036768
117 => 0.11163390634418
118 => 0.11630844489087
119 => 0.1142417199723
120 => 0.11206459315768
121 => 0.11479519332632
122 => 0.11827218567703
123 => 0.11805460174448
124 => 0.1176323979723
125 => 0.12001233853019
126 => 0.12394330307468
127 => 0.12500582699516
128 => 0.12579016043091
129 => 0.12589830676028
130 => 0.12701228116534
131 => 0.12102216003162
201 => 0.13052863610806
202 => 0.13217014191535
203 => 0.13186160685703
204 => 0.13368607147672
205 => 0.1331492677034
206 => 0.13237152325781
207 => 0.13526368775476
208 => 0.13194805454464
209 => 0.12724193062948
210 => 0.12466005797305
211 => 0.12806007616077
212 => 0.13013634862372
213 => 0.13150863264601
214 => 0.13192388496199
215 => 0.12148715608355
216 => 0.11586233806558
217 => 0.11946778192643
218 => 0.1238666722711
219 => 0.12099772397365
220 => 0.12111018131528
221 => 0.11701981498947
222 => 0.12422857892895
223 => 0.12317832265822
224 => 0.12862705404866
225 => 0.12732667057353
226 => 0.13176989950391
227 => 0.13059984841772
228 => 0.1354566650598
301 => 0.13739418071139
302 => 0.14064757104063
303 => 0.14304077821051
304 => 0.14444611523541
305 => 0.14436174407172
306 => 0.14993038950054
307 => 0.14664675384482
308 => 0.14252173356773
309 => 0.14244712496519
310 => 0.14458353141869
311 => 0.14906085325072
312 => 0.15022175765938
313 => 0.15087054485033
314 => 0.14987690468294
315 => 0.14631275351895
316 => 0.14477377111699
317 => 0.14608502871207
318 => 0.14448147335094
319 => 0.14724965978242
320 => 0.15105097100557
321 => 0.15026601527
322 => 0.15289000460685
323 => 0.15560555751877
324 => 0.15948892014592
325 => 0.16050417493716
326 => 0.16218235250039
327 => 0.16390974846558
328 => 0.16446454149496
329 => 0.16552381353024
330 => 0.16551823064374
331 => 0.16871041821926
401 => 0.17223149996889
402 => 0.17356062681614
403 => 0.17661688071291
404 => 0.1713831530186
405 => 0.17535299559547
406 => 0.17893389297141
407 => 0.17466459949674
408 => 0.18054882593377
409 => 0.18077729711237
410 => 0.18422694065585
411 => 0.1807300660528
412 => 0.17865363307593
413 => 0.18464821727723
414 => 0.1875488077446
415 => 0.18667512629004
416 => 0.18002636728185
417 => 0.1761565043604
418 => 0.16602832665415
419 => 0.17802559065192
420 => 0.18386910798025
421 => 0.18001123398366
422 => 0.18195692122841
423 => 0.19257195994455
424 => 0.19661347941479
425 => 0.19577287161734
426 => 0.19591492049752
427 => 0.1980956510449
428 => 0.20776621124222
429 => 0.20197138741016
430 => 0.20640131310186
501 => 0.20875092971546
502 => 0.21093338457172
503 => 0.20557396521668
504 => 0.19860143938127
505 => 0.19639294776248
506 => 0.17962764444509
507 => 0.1787549375994
508 => 0.17826506080119
509 => 0.17517645688292
510 => 0.17274966024297
511 => 0.1708197814537
512 => 0.16575520320007
513 => 0.16746434968842
514 => 0.15939246901177
515 => 0.1645565722188
516 => 0.15167365575649
517 => 0.16240293140423
518 => 0.15656347446947
519 => 0.16048451274947
520 => 0.1604708326163
521 => 0.15325095797649
522 => 0.14908668495919
523 => 0.15174032180175
524 => 0.15458523114292
525 => 0.1550468081121
526 => 0.15873530733266
527 => 0.1597646881811
528 => 0.15664561615315
529 => 0.15140668594783
530 => 0.15262356994725
531 => 0.14906202484379
601 => 0.14282055404282
602 => 0.1473032873377
603 => 0.14883388957644
604 => 0.14950989072155
605 => 0.14337212102657
606 => 0.14144350053095
607 => 0.14041671916177
608 => 0.15061437695502
609 => 0.15117302766884
610 => 0.14831489163166
611 => 0.1612339375393
612 => 0.15830995956607
613 => 0.16157675935416
614 => 0.15251315047908
615 => 0.15285939254387
616 => 0.14856853485163
617 => 0.15097112844407
618 => 0.14927305273214
619 => 0.15077702262469
620 => 0.15167849597719
621 => 0.15596864958191
622 => 0.16245191806703
623 => 0.15532784369738
624 => 0.15222378247589
625 => 0.1541495245998
626 => 0.15927802964709
627 => 0.16704797731707
628 => 0.16244801191167
629 => 0.16448939844611
630 => 0.16493535058892
701 => 0.16154350639895
702 => 0.16717303945043
703 => 0.17018995194697
704 => 0.17328467990633
705 => 0.17597174548114
706 => 0.17204857750483
707 => 0.17624692960352
708 => 0.17286379892089
709 => 0.16982878095695
710 => 0.1698333838264
711 => 0.16792947272308
712 => 0.16424040505217
713 => 0.1635600843732
714 => 0.16709919846023
715 => 0.16993723280267
716 => 0.17017098690438
717 => 0.17174226853983
718 => 0.1726721368262
719 => 0.18178611012726
720 => 0.18545182558369
721 => 0.18993419305536
722 => 0.19168032779797
723 => 0.19693556734926
724 => 0.1926915346019
725 => 0.1917733114208
726 => 0.17902581924511
727 => 0.18111322037475
728 => 0.18445535098756
729 => 0.17908092974793
730 => 0.18248976300323
731 => 0.18316273889679
801 => 0.17889830897076
802 => 0.18117612524939
803 => 0.17512692053881
804 => 0.16258377419915
805 => 0.16718700355796
806 => 0.17057652979628
807 => 0.16573925792862
808 => 0.17440988052314
809 => 0.1693446818014
810 => 0.16773925697903
811 => 0.16147592237168
812 => 0.16443197520849
813 => 0.16843007899688
814 => 0.16595971568511
815 => 0.17108609048395
816 => 0.17834640435332
817 => 0.18352053637581
818 => 0.18391774198504
819 => 0.18059112173451
820 => 0.1859220519162
821 => 0.18596088192266
822 => 0.17994757090023
823 => 0.17626445138124
824 => 0.17542763887718
825 => 0.17751816057908
826 => 0.18005643985679
827 => 0.18405859881943
828 => 0.18647701966117
829 => 0.19278297858512
830 => 0.19448919026393
831 => 0.19636379960788
901 => 0.19886885579952
902 => 0.2018768180408
903 => 0.19529556790026
904 => 0.19555705323733
905 => 0.18942868423007
906 => 0.1828796430488
907 => 0.18784954895588
908 => 0.1943470398105
909 => 0.19285650822936
910 => 0.19268879297769
911 => 0.19297084351067
912 => 0.1918470313747
913 => 0.18676407073414
914 => 0.18421143972146
915 => 0.18750498497344
916 => 0.18925535769603
917 => 0.19197003314022
918 => 0.19163539209188
919 => 0.19862810450127
920 => 0.20134526109491
921 => 0.20065009616457
922 => 0.20077802324183
923 => 0.2056973054663
924 => 0.21116855902747
925 => 0.216293109983
926 => 0.22150602331954
927 => 0.21522165282886
928 => 0.21203083705979
929 => 0.21532294445294
930 => 0.21357610593036
1001 => 0.22361395822703
1002 => 0.22430895734123
1003 => 0.23434608378692
1004 => 0.24387251198267
1005 => 0.23788913311661
1006 => 0.24353118989
1007 => 0.24963353429406
1008 => 0.26140594671919
1009 => 0.25744141237287
1010 => 0.25440464119576
1011 => 0.25153490710696
1012 => 0.25750636818829
1013 => 0.26518855747299
1014 => 0.26684322746583
1015 => 0.2695244249868
1016 => 0.26670547363473
1017 => 0.27010059004099
1018 => 0.28208684284484
1019 => 0.27884805153166
1020 => 0.27424844720526
1021 => 0.28371044262194
1022 => 0.28713470198066
1023 => 0.31116794745871
1024 => 0.34151091263861
1025 => 0.32894872581148
1026 => 0.32115097106865
1027 => 0.32298362839843
1028 => 0.33406385210793
1029 => 0.3376224682947
1030 => 0.3279489227705
1031 => 0.33136578258708
1101 => 0.35019301611466
1102 => 0.36029322285224
1103 => 0.34657578546387
1104 => 0.3087299197508
1105 => 0.27383430316103
1106 => 0.28309019205073
1107 => 0.28204086149431
1108 => 0.30226837517449
1109 => 0.27877080742998
1110 => 0.27916644620793
1111 => 0.2998122434497
1112 => 0.29430429870416
1113 => 0.28538213362066
1114 => 0.27389944484
1115 => 0.25267263260878
1116 => 0.23387145306214
1117 => 0.27074489580616
1118 => 0.26915484590503
1119 => 0.26685221801601
1120 => 0.27197646721267
1121 => 0.29685836676816
1122 => 0.29628475844856
1123 => 0.29263575497678
1124 => 0.29540349194928
1125 => 0.28489693594757
1126 => 0.28760471465905
1127 => 0.27382877551707
1128 => 0.28005607534328
1129 => 0.28536299066154
1130 => 0.28642843248191
1201 => 0.288828927306
1202 => 0.26831696185956
1203 => 0.27752623214535
1204 => 0.28293581564631
1205 => 0.25849512058662
1206 => 0.28245270168781
1207 => 0.26795989417615
1208 => 0.26304081763202
1209 => 0.26966370615963
1210 => 0.26708276005945
1211 => 0.26486381416076
1212 => 0.26362560422296
1213 => 0.2684887226161
1214 => 0.26826185233037
1215 => 0.26030484674859
1216 => 0.2499252573362
1217 => 0.25340898824141
1218 => 0.25214331614339
1219 => 0.24755635718524
1220 => 0.2506474136915
1221 => 0.23703596518584
1222 => 0.21361817549339
1223 => 0.22908868467052
1224 => 0.22849308689588
1225 => 0.22819275948969
1226 => 0.23981841956284
1227 => 0.23870088059642
1228 => 0.23667253642939
1229 => 0.24751910505397
1230 => 0.24355996159906
1231 => 0.25576110883556
]
'min_raw' => 0.10952670056806
'max_raw' => 0.36029322285224
'avg_raw' => 0.23490996171015
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.109526'
'max' => '$0.360293'
'avg' => '$0.2349099'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.059667322639516
'max_diff' => 0.23817202980625
'year' => 2029
]
4 => [
'items' => [
101 => 0.26379757352625
102 => 0.2617592661283
103 => 0.26931760001349
104 => 0.25348924636531
105 => 0.25874679052391
106 => 0.25983036308836
107 => 0.24738526008081
108 => 0.23888372379216
109 => 0.23831676824632
110 => 0.22357627590567
111 => 0.23145052793295
112 => 0.23837954385826
113 => 0.23506108294339
114 => 0.23401055735395
115 => 0.23937746475923
116 => 0.23979451942908
117 => 0.23028562875916
118 => 0.23226282823684
119 => 0.24050807874083
120 => 0.23205506907927
121 => 0.21563225209815
122 => 0.21155916642362
123 => 0.21101574171277
124 => 0.19996921032295
125 => 0.21183134948461
126 => 0.20665320785498
127 => 0.22301089521931
128 => 0.21366747192484
129 => 0.21326469562108
130 => 0.21265584016351
131 => 0.20314763426983
201 => 0.20522932708253
202 => 0.21214919104274
203 => 0.2146182764616
204 => 0.21436073062379
205 => 0.21211527993422
206 => 0.21314323576134
207 => 0.20983183187864
208 => 0.20866250624675
209 => 0.20497179290415
210 => 0.19954746387611
211 => 0.20030175009681
212 => 0.18955473493936
213 => 0.18369919069432
214 => 0.18207845322213
215 => 0.17991113533903
216 => 0.18232325754404
217 => 0.18952428999571
218 => 0.18083831707474
219 => 0.16594682575188
220 => 0.16684182975425
221 => 0.1688526380185
222 => 0.16510551012089
223 => 0.16155916803841
224 => 0.1646424247553
225 => 0.15833270357074
226 => 0.1696151376786
227 => 0.16930997945464
228 => 0.17351537318901
301 => 0.17614509219447
302 => 0.17008444126851
303 => 0.16856020395038
304 => 0.16942847879951
305 => 0.15507782964945
306 => 0.17234261899156
307 => 0.17249192560673
308 => 0.171213471721
309 => 0.1804064390551
310 => 0.19980646748848
311 => 0.19250739642751
312 => 0.18968097549711
313 => 0.18430794724232
314 => 0.19146718837297
315 => 0.1909174703557
316 => 0.18843143700721
317 => 0.18692787628115
318 => 0.18969823302061
319 => 0.18658459842296
320 => 0.18602530409226
321 => 0.18263658896648
322 => 0.18142697184329
323 => 0.18053141948153
324 => 0.17954550432638
325 => 0.18172018748388
326 => 0.17679206934559
327 => 0.17084924198019
328 => 0.17035516018704
329 => 0.17171936345805
330 => 0.17111580506362
331 => 0.17035227058166
401 => 0.16889447531935
402 => 0.1684619786059
403 => 0.16986738310706
404 => 0.16828076336542
405 => 0.17062190722186
406 => 0.1699852456343
407 => 0.16642890576021
408 => 0.16199638955142
409 => 0.16195693085965
410 => 0.16100195251325
411 => 0.15978564400715
412 => 0.15944729480613
413 => 0.16438276147451
414 => 0.17459902977197
415 => 0.17259333185059
416 => 0.17404265415098
417 => 0.18117188542185
418 => 0.1834380536594
419 => 0.18182958112153
420 => 0.17962780470542
421 => 0.17972467169352
422 => 0.18724880823041
423 => 0.18771807939692
424 => 0.18890377624208
425 => 0.190427731766
426 => 0.18208911733702
427 => 0.17933192370379
428 => 0.17802541239709
429 => 0.17400186325596
430 => 0.17834091605164
501 => 0.17581273580437
502 => 0.17615387369466
503 => 0.17593170719608
504 => 0.17605302512714
505 => 0.16961198400833
506 => 0.17195876086087
507 => 0.16805678917867
508 => 0.16283248711308
509 => 0.16281497342068
510 => 0.16409361394997
511 => 0.16333302852994
512 => 0.16128631272108
513 => 0.1615770390415
514 => 0.15902997055799
515 => 0.16188629927157
516 => 0.16196820855864
517 => 0.16086836641863
518 => 0.1652689348993
519 => 0.16707185139635
520 => 0.1663479117389
521 => 0.16702105786011
522 => 0.17267667765441
523 => 0.17359879045287
524 => 0.1740083320466
525 => 0.17345960056487
526 => 0.16712443220778
527 => 0.16740542386363
528 => 0.16534369353388
529 => 0.16360174866503
530 => 0.16367141732448
531 => 0.16456700342406
601 => 0.16847808044632
602 => 0.17670871146909
603 => 0.17702105789989
604 => 0.17739963088581
605 => 0.17585978429654
606 => 0.17539535183087
607 => 0.17600805813328
608 => 0.17909905039941
609 => 0.18704992170412
610 => 0.18423955276419
611 => 0.18195467907004
612 => 0.18395912929734
613 => 0.18365055989625
614 => 0.18104592361775
615 => 0.18097282015243
616 => 0.17597369038141
617 => 0.17412562592975
618 => 0.17258124494871
619 => 0.1708948212345
620 => 0.16989505272728
621 => 0.17143115154103
622 => 0.17178247551432
623 => 0.16842376861165
624 => 0.16796598927166
625 => 0.17070878183111
626 => 0.16950178108731
627 => 0.17074321128448
628 => 0.17103123373902
629 => 0.17098485549012
630 => 0.16972460809044
701 => 0.17052785220188
702 => 0.16862794041974
703 => 0.16656207171418
704 => 0.1652441761882
705 => 0.16409413754832
706 => 0.16473224582636
707 => 0.16245750632909
708 => 0.16172977138245
709 => 0.17025573117049
710 => 0.17655394933542
711 => 0.17646237074894
712 => 0.1759049096558
713 => 0.17507663554826
714 => 0.17903845698944
715 => 0.17765823761845
716 => 0.17866246253204
717 => 0.17891807991973
718 => 0.17969175676525
719 => 0.17996827973775
720 => 0.1791324352573
721 => 0.17632723909111
722 => 0.169336956955
723 => 0.16608296175074
724 => 0.16500908913376
725 => 0.16504812236381
726 => 0.16397141162694
727 => 0.16428855119374
728 => 0.16386112342799
729 => 0.16305167864553
730 => 0.164682264892
731 => 0.16487017476695
801 => 0.16448957645297
802 => 0.16457922113377
803 => 0.16142802964967
804 => 0.16166760789418
805 => 0.16033360578463
806 => 0.16008349647073
807 => 0.15671125530264
808 => 0.15073684125919
809 => 0.15404724658966
810 => 0.15004874246388
811 => 0.14853444836423
812 => 0.15570288111095
813 => 0.15498336928456
814 => 0.15375187780204
815 => 0.15193024523408
816 => 0.15125458399492
817 => 0.14714948019415
818 => 0.14690692876173
819 => 0.14894152905251
820 => 0.14800263102464
821 => 0.14668406260501
822 => 0.14190834145025
823 => 0.13653884968536
824 => 0.13670092089032
825 => 0.13840885631779
826 => 0.14337490891961
827 => 0.1414345862545
828 => 0.14002685989832
829 => 0.1397632350679
830 => 0.14306305175649
831 => 0.14773298370381
901 => 0.14992401128966
902 => 0.14775276949458
903 => 0.14525856382836
904 => 0.14541037457023
905 => 0.14642030342346
906 => 0.14652643266631
907 => 0.14490296118608
908 => 0.14535995889823
909 => 0.14466573758473
910 => 0.14040530266525
911 => 0.14032824490754
912 => 0.1392826654695
913 => 0.13925100573966
914 => 0.13747221428355
915 => 0.13722334906263
916 => 0.1336914506616
917 => 0.13601615688473
918 => 0.13445686600281
919 => 0.13210664684422
920 => 0.13170146817542
921 => 0.13168928801537
922 => 0.13410243759186
923 => 0.13598795782693
924 => 0.13448399053529
925 => 0.13414156633617
926 => 0.13779776092806
927 => 0.13733247683929
928 => 0.13692954381917
929 => 0.14731484251819
930 => 0.13909406822295
1001 => 0.13550934140484
1002 => 0.13107256124626
1003 => 0.13251719923808
1004 => 0.1328216056891
1005 => 0.12215194919745
1006 => 0.11782327088761
1007 => 0.11633783161448
1008 => 0.11548294031176
1009 => 0.11587252501346
1010 => 0.11197620683127
1011 => 0.11459459708885
1012 => 0.11122071489066
1013 => 0.11065507256057
1014 => 0.11668799187474
1015 => 0.11752743735351
1016 => 0.11394610214583
1017 => 0.11624589911466
1018 => 0.1154119607642
1019 => 0.11127855041732
1020 => 0.11112068454538
1021 => 0.10904668452972
1022 => 0.10580127611074
1023 => 0.10431803737734
1024 => 0.10354555376691
1025 => 0.10386429555998
1026 => 0.10370312995574
1027 => 0.1026514153715
1028 => 0.10376341300462
1029 => 0.10092271856114
1030 => 0.099791531144711
1031 => 0.099280600032061
1101 => 0.096759320209198
1102 => 0.1007717976256
1103 => 0.10156230622449
1104 => 0.10235437236952
1105 => 0.10924876739548
1106 => 0.10890434290334
1107 => 0.11201777257074
1108 => 0.1118967904191
1109 => 0.11100878984374
1110 => 0.1072624614853
1111 => 0.10875568119709
1112 => 0.10415978302206
1113 => 0.10760334242549
1114 => 0.10603184572024
1115 => 0.10707201780866
1116 => 0.10520169460515
1117 => 0.10623680868972
1118 => 0.10174976513922
1119 => 0.097559827006167
1120 => 0.099245980422826
1121 => 0.10107902202177
1122 => 0.10505352325859
1123 => 0.10268634311086
1124 => 0.10353767060498
1125 => 0.1006858660102
1126 => 0.094801778553454
1127 => 0.094835081849449
1128 => 0.093929943186043
1129 => 0.093147771228451
1130 => 0.1029582422266
1201 => 0.10173815507738
1202 => 0.099794105886165
1203 => 0.10239629298205
1204 => 0.10308435255247
1205 => 0.10310394064114
1206 => 0.10500242917413
1207 => 0.10601565284451
1208 => 0.10619423790797
1209 => 0.10918155063419
1210 => 0.11018285845641
1211 => 0.11430710366575
1212 => 0.10592968789508
1213 => 0.10575716053019
1214 => 0.10243291109091
1215 => 0.10032461954222
1216 => 0.10257726761697
1217 => 0.10457280629408
1218 => 0.10249491804015
1219 => 0.1027662463795
1220 => 0.099976851168308
1221 => 0.10097392870307
1222 => 0.10183274619685
1223 => 0.10135855765574
1224 => 0.10064867445872
1225 => 0.10440919487938
1226 => 0.10419701157965
1227 => 0.10769889464936
1228 => 0.11042886292426
1229 => 0.11532145411308
1230 => 0.110215780151
1231 => 0.1100297090986
]
'min_raw' => 0.093147771228451
'max_raw' => 0.26931760001349
'avg_raw' => 0.18123268562097
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.093147'
'max' => '$0.269317'
'avg' => '$0.181232'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.016378929339608
'max_diff' => -0.090975622838751
'year' => 2030
]
5 => [
'items' => [
101 => 0.11184858348249
102 => 0.11018257999622
103 => 0.11123543669106
104 => 0.11515182262244
105 => 0.11523456968581
106 => 0.1138484497608
107 => 0.11376410423739
108 => 0.11403032373148
109 => 0.11558957962358
110 => 0.11504472770378
111 => 0.11567524413933
112 => 0.11646371459679
113 => 0.11972516271341
114 => 0.12051148681274
115 => 0.11860112691366
116 => 0.11877361102315
117 => 0.11805908398035
118 => 0.11736885980999
119 => 0.1189203829458
120 => 0.12175582197177
121 => 0.12173818285275
122 => 0.12239594959371
123 => 0.1228057328241
124 => 0.12104664321962
125 => 0.11990154057062
126 => 0.12034064579102
127 => 0.12104278460091
128 => 0.12011295163816
129 => 0.11437359185158
130 => 0.1161145469791
131 => 0.11582476691753
201 => 0.11541208487138
202 => 0.11716262871452
203 => 0.11699378449037
204 => 0.11193624445667
205 => 0.11226001176048
206 => 0.11195593381876
207 => 0.11293847185693
208 => 0.11012951971774
209 => 0.11099353447718
210 => 0.11153543643466
211 => 0.1118546208507
212 => 0.11300773382826
213 => 0.11287242932952
214 => 0.11299932311064
215 => 0.11470908524581
216 => 0.12335647540599
217 => 0.12382713377302
218 => 0.12150943983856
219 => 0.12243531285088
220 => 0.12065783913339
221 => 0.12185106914798
222 => 0.12266744681921
223 => 0.11897839310334
224 => 0.11875995128404
225 => 0.11697514130024
226 => 0.11793419708873
227 => 0.11640827037069
228 => 0.11678267941264
301 => 0.11573579909094
302 => 0.11761997523821
303 => 0.11972677694224
304 => 0.1202590382528
305 => 0.11885888789763
306 => 0.11784508676607
307 => 0.11606518594592
308 => 0.11902520067751
309 => 0.11989079918984
310 => 0.11902065405702
311 => 0.1188190224167
312 => 0.11843693082263
313 => 0.11890008495465
314 => 0.11988608495445
315 => 0.1194211055631
316 => 0.11972823264297
317 => 0.11855778092259
318 => 0.12104722555147
319 => 0.12500106273962
320 => 0.1250137749727
321 => 0.12454879307494
322 => 0.12435853250055
323 => 0.12483563214511
324 => 0.12509443913063
325 => 0.12663729189603
326 => 0.12829283438326
327 => 0.13601852880141
328 => 0.13384918472366
329 => 0.14070388041506
330 => 0.14612505473612
331 => 0.14775062787579
401 => 0.14625517707642
402 => 0.14113932067446
403 => 0.1408883123529
404 => 0.14853356167629
405 => 0.14637342856783
406 => 0.14611648760806
407 => 0.14338306990477
408 => 0.14499885830779
409 => 0.14464546168186
410 => 0.14408760781908
411 => 0.14717041953524
412 => 0.15294116786339
413 => 0.15204174261871
414 => 0.15137036339669
415 => 0.14842857508138
416 => 0.15020018871941
417 => 0.14956935103593
418 => 0.15227983006363
419 => 0.15067420233208
420 => 0.14635706343498
421 => 0.14704458203382
422 => 0.1469406649807
423 => 0.14907927057025
424 => 0.14843731425572
425 => 0.14681531270726
426 => 0.15292144407296
427 => 0.15252494586616
428 => 0.15308708967129
429 => 0.15333456275919
430 => 0.15705125731939
501 => 0.15857386815974
502 => 0.15891952747756
503 => 0.16036589001294
504 => 0.15888354066007
505 => 0.16481399496874
506 => 0.1687574010324
507 => 0.17333787010116
508 => 0.18003116652465
509 => 0.18254790789633
510 => 0.18209328109401
511 => 0.18716806205276
512 => 0.19628733062959
513 => 0.18393654600326
514 => 0.19694195220483
515 => 0.19282459075605
516 => 0.18306240082915
517 => 0.18243383088652
518 => 0.18904489924637
519 => 0.20370761257677
520 => 0.20003476919062
521 => 0.20371362003279
522 => 0.19942204511173
523 => 0.19920893224467
524 => 0.20350518781785
525 => 0.21354362314128
526 => 0.20877473880424
527 => 0.20193737372868
528 => 0.20698597769929
529 => 0.20261240971371
530 => 0.19275753695759
531 => 0.2000319606365
601 => 0.19516776068607
602 => 0.1965873928267
603 => 0.20681121762738
604 => 0.20558105997847
605 => 0.20717299788569
606 => 0.20436326914773
607 => 0.20173853945292
608 => 0.19683928656257
609 => 0.19538885931199
610 => 0.19578970522315
611 => 0.19538866067266
612 => 0.19264757370697
613 => 0.19205563623771
614 => 0.19106904785557
615 => 0.19137483284907
616 => 0.18951975805403
617 => 0.19302066747028
618 => 0.19367046710784
619 => 0.19621813702937
620 => 0.19648264457219
621 => 0.20357786903983
622 => 0.19966993863346
623 => 0.20229171574453
624 => 0.2020571993226
625 => 0.18327397708642
626 => 0.18586213938479
627 => 0.18988850771099
628 => 0.18807463423765
629 => 0.18551024152737
630 => 0.18343935691979
701 => 0.18030175498047
702 => 0.18471786945775
703 => 0.19052459039395
704 => 0.19662991259768
705 => 0.20396505718891
706 => 0.20232793830664
707 => 0.19649278717177
708 => 0.1967545477891
709 => 0.19837264892643
710 => 0.1962770609336
711 => 0.19565903112378
712 => 0.19828774112105
713 => 0.19830584360209
714 => 0.19589461635607
715 => 0.19321497852205
716 => 0.19320375074168
717 => 0.19272693507135
718 => 0.19950686956023
719 => 0.20323514800043
720 => 0.20366258911518
721 => 0.20320637780773
722 => 0.20338195543359
723 => 0.20121255235625
724 => 0.20617116447455
725 => 0.21072167731021
726 => 0.20950204266273
727 => 0.20767363694487
728 => 0.20621722372264
729 => 0.20915895799305
730 => 0.20902796719671
731 => 0.21068193255037
801 => 0.21060689912816
802 => 0.21005073278851
803 => 0.20950206252518
804 => 0.21167747810041
805 => 0.21105099335085
806 => 0.21042353549743
807 => 0.20916507271341
808 => 0.20933611870661
809 => 0.20750802868878
810 => 0.20666227059882
811 => 0.19394409818325
812 => 0.19054538693554
813 => 0.19161469068122
814 => 0.19196673323875
815 => 0.19048760974818
816 => 0.19260829287801
817 => 0.19227778665859
818 => 0.1935635930187
819 => 0.19276027702812
820 => 0.19279324539658
821 => 0.19515562643984
822 => 0.19584143570698
823 => 0.19549262757855
824 => 0.19573692083526
825 => 0.20136655582637
826 => 0.20056620175623
827 => 0.20014102960811
828 => 0.20025880519882
829 => 0.20169729763978
830 => 0.20209999698447
831 => 0.20039373156382
901 => 0.20119841620001
902 => 0.20462466125118
903 => 0.20582365311042
904 => 0.20965025957636
905 => 0.20802464913712
906 => 0.21100852745312
907 => 0.2201799521174
908 => 0.22750672075355
909 => 0.22076872152423
910 => 0.23422339906615
911 => 0.2446997954914
912 => 0.24429769394725
913 => 0.24247089190709
914 => 0.23054379310635
915 => 0.21956829896689
916 => 0.22874976585865
917 => 0.22877317130594
918 => 0.2279844751573
919 => 0.22308595111465
920 => 0.22781401713878
921 => 0.22818931384996
922 => 0.22797924749115
923 => 0.22422356059285
924 => 0.2184893208661
925 => 0.21960977758288
926 => 0.22144510854165
927 => 0.21797044414654
928 => 0.21686007833496
929 => 0.21892445963443
930 => 0.22557632631222
1001 => 0.22431882944842
1002 => 0.22428599112337
1003 => 0.22966609596835
1004 => 0.22581510199864
1005 => 0.21962391013027
1006 => 0.21806055253172
1007 => 0.21251168626074
1008 => 0.21634430795849
1009 => 0.21648223719031
1010 => 0.2143831494549
1011 => 0.21979423953127
1012 => 0.21974437538361
1013 => 0.22488140007666
1014 => 0.2347014619114
1015 => 0.23179718641097
1016 => 0.22841982998825
1017 => 0.22878704227533
1018 => 0.23281445470751
1019 => 0.23037938921413
1020 => 0.23125505574343
1021 => 0.23281312928134
1022 => 0.23375315373155
1023 => 0.2286517872231
1024 => 0.22746241466342
1025 => 0.22502937581934
1026 => 0.22439464139975
1027 => 0.22637630077122
1028 => 0.2258542035399
1029 => 0.21647064477246
1030 => 0.21549001067164
1031 => 0.21552008531949
1101 => 0.21305423424635
1102 => 0.20929321948776
1103 => 0.21917694171483
1104 => 0.21838314049739
1105 => 0.21750684538867
1106 => 0.21761418653942
1107 => 0.22190437536777
1108 => 0.2194158491876
1109 => 0.226032003899
1110 => 0.22467192139015
1111 => 0.22327695789701
1112 => 0.22308413145063
1113 => 0.22254718951846
1114 => 0.22070581584577
1115 => 0.2184822464866
1116 => 0.21701405339339
1117 => 0.20018399293594
1118 => 0.20330755426089
1119 => 0.20690092684366
1120 => 0.2081413446597
1121 => 0.20601952415107
1122 => 0.2207895982521
1123 => 0.22348823311834
1124 => 0.21531389208091
1125 => 0.21378480662896
1126 => 0.22088984483977
1127 => 0.21660463824305
1128 => 0.21853426651117
1129 => 0.21436346564574
1130 => 0.22283821100431
1201 => 0.22277364764376
1202 => 0.21947678028847
1203 => 0.22226327000119
1204 => 0.22177904884146
1205 => 0.21805689371716
1206 => 0.22295620996084
1207 => 0.22295863996057
1208 => 0.21978547681118
1209 => 0.21607991694743
1210 => 0.21541745036521
1211 => 0.21491837078537
1212 => 0.21841152352866
1213 => 0.22154347335549
1214 => 0.22737125550702
1215 => 0.2288364984046
1216 => 0.23455543898061
1217 => 0.23115008831776
1218 => 0.23265963615993
1219 => 0.23429846388118
1220 => 0.23508417815664
1221 => 0.23380389890853
1222 => 0.24268776763292
1223 => 0.24343783834797
1224 => 0.24368933057064
1225 => 0.24069374002129
1226 => 0.24335452555581
1227 => 0.24210963212016
1228 => 0.24534849899835
1229 => 0.24585639468078
1230 => 0.24542622510668
1231 => 0.24558743921287
]
'min_raw' => 0.11012951971774
'max_raw' => 0.24585639468078
'avg_raw' => 0.17799295719926
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.110129'
'max' => '$0.245856'
'avg' => '$0.177992'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.016981748489293
'max_diff' => -0.023461205332712
'year' => 2031
]
6 => [
'items' => [
101 => 0.23800662447843
102 => 0.23761351924247
103 => 0.23225350145662
104 => 0.23443774832361
105 => 0.23035440349946
106 => 0.23164927420631
107 => 0.23222004087591
108 => 0.23192190475843
109 => 0.23456124236425
110 => 0.23231726621825
111 => 0.22639504422514
112 => 0.22047120872661
113 => 0.22039683979738
114 => 0.218837198475
115 => 0.21770986346147
116 => 0.21792702817944
117 => 0.21869234497078
118 => 0.21766538185829
119 => 0.21788453650669
120 => 0.22152396388992
121 => 0.22225382509642
122 => 0.21977347154156
123 => 0.20981449410546
124 => 0.20737053606244
125 => 0.20912720463797
126 => 0.20828763020281
127 => 0.16810437375668
128 => 0.17754483381203
129 => 0.17193563301488
130 => 0.17452061080913
131 => 0.16879506929073
201 => 0.17152759780465
202 => 0.1710229995641
203 => 0.18620297996958
204 => 0.18596596545493
205 => 0.18607941176056
206 => 0.18066432400985
207 => 0.18929070583239
208 => 0.19354037171283
209 => 0.19275387165955
210 => 0.19295181677849
211 => 0.1895504638117
212 => 0.18611234429227
213 => 0.18229894062242
214 => 0.18938377329006
215 => 0.18859606083955
216 => 0.19040278979103
217 => 0.1949978102103
218 => 0.19567444442182
219 => 0.19658384766385
220 => 0.19625789133731
221 => 0.20402349344956
222 => 0.20308302779467
223 => 0.20534927943251
224 => 0.20068742787255
225 => 0.19541210032545
226 => 0.1964147676287
227 => 0.19631820270446
228 => 0.19508882038676
229 => 0.19397898899975
301 => 0.19213143243342
302 => 0.1979773747962
303 => 0.19774004021222
304 => 0.20158221125566
305 => 0.20090307020287
306 => 0.19636760003836
307 => 0.19652958524257
308 => 0.19761901358833
309 => 0.20138953753189
310 => 0.20250888575519
311 => 0.20199035905984
312 => 0.2032176732865
313 => 0.20418769240961
314 => 0.20333949275369
315 => 0.21534821118688
316 => 0.21036135404849
317 => 0.21279191351941
318 => 0.21337158763154
319 => 0.21188676458256
320 => 0.21220876953435
321 => 0.21269651929523
322 => 0.21565804033206
323 => 0.22342992845574
324 => 0.22687204480068
325 => 0.23722782165547
326 => 0.2265862249548
327 => 0.22595479664589
328 => 0.22782018477194
329 => 0.23390012205601
330 => 0.23882734016528
331 => 0.24046198267015
401 => 0.24067802766218
402 => 0.24374472567031
403 => 0.24550249977803
404 => 0.24337234786996
405 => 0.24156726716406
406 => 0.23510169213041
407 => 0.23585010004573
408 => 0.24100588842188
409 => 0.2482887431776
410 => 0.2545381902099
411 => 0.25234985167441
412 => 0.26904532997398
413 => 0.27070061845247
414 => 0.27047191110663
415 => 0.27424290460058
416 => 0.26675825046455
417 => 0.26355841581306
418 => 0.24195754610121
419 => 0.24802650940222
420 => 0.25684810397794
421 => 0.25568053285656
422 => 0.24927405507377
423 => 0.25453333032202
424 => 0.25279444945221
425 => 0.25142292196395
426 => 0.25770615527134
427 => 0.25079748214887
428 => 0.25677918467869
429 => 0.2491075893114
430 => 0.25235984782051
501 => 0.2505137085967
502 => 0.25170838692882
503 => 0.24472432181054
504 => 0.24849275381976
505 => 0.2445675426495
506 => 0.24456568158833
507 => 0.24447903233419
508 => 0.24909702586895
509 => 0.24924761847233
510 => 0.24583491427274
511 => 0.24534309028112
512 => 0.24716162135353
513 => 0.24503259774178
514 => 0.2460287544898
515 => 0.24506277031487
516 => 0.24484530693036
517 => 0.2431125216842
518 => 0.24236599015623
519 => 0.24265872440409
520 => 0.24165947150128
521 => 0.24105738548278
522 => 0.24435926227082
523 => 0.2425952027003
524 => 0.24408889484146
525 => 0.24238664412763
526 => 0.23648590151816
527 => 0.23309232204422
528 => 0.22194636625405
529 => 0.22510734548963
530 => 0.22720307799309
531 => 0.2265104384132
601 => 0.22799849624674
602 => 0.22808985091221
603 => 0.22760606814157
604 => 0.22704590966959
605 => 0.22677325550413
606 => 0.22880539627208
607 => 0.22998512238659
608 => 0.22741341278709
609 => 0.22681089720997
610 => 0.22941103760304
611 => 0.23099712174076
612 => 0.24270787586998
613 => 0.24184030537885
614 => 0.24401773705948
615 => 0.24377259166765
616 => 0.24605488696102
617 => 0.24978547519572
618 => 0.2422001462257
619 => 0.24351669705396
620 => 0.24319390919447
621 => 0.24671802240485
622 => 0.24672902430162
623 => 0.24461614238949
624 => 0.24576156995165
625 => 0.24512222370961
626 => 0.2462776087818
627 => 0.24182871844601
628 => 0.24724698664697
629 => 0.25031879557142
630 => 0.25036144764131
701 => 0.25181746069212
702 => 0.25329685427833
703 => 0.25613642143903
704 => 0.25321766029139
705 => 0.24796709312247
706 => 0.24834616711284
707 => 0.2452677615028
708 => 0.24531951005727
709 => 0.24504327221793
710 => 0.24587228276799
711 => 0.24201063964244
712 => 0.24291695956547
713 => 0.24164810636583
714 => 0.2435139388149
715 => 0.24150661153285
716 => 0.24319375353639
717 => 0.24392186809547
718 => 0.24660862649367
719 => 0.2411097751329
720 => 0.2298972449688
721 => 0.23225425474808
722 => 0.2287680521454
723 => 0.22909071346918
724 => 0.2297425406944
725 => 0.22762975539287
726 => 0.22803280824689
727 => 0.2280184083627
728 => 0.22789431794024
729 => 0.22734470088368
730 => 0.22654764741323
731 => 0.22972286311936
801 => 0.23026239414097
802 => 0.23146170476826
803 => 0.2350300396949
804 => 0.2346734788886
805 => 0.23525504435725
806 => 0.23398549020454
807 => 0.22914960444516
808 => 0.22941221630804
809 => 0.22613744216982
810 => 0.23137796143085
811 => 0.23013693729837
812 => 0.22933684096681
813 => 0.22911852726991
814 => 0.23269570740864
815 => 0.23376605577158
816 => 0.2330990865002
817 => 0.23173111306601
818 => 0.2343580264647
819 => 0.23506087766961
820 => 0.23521822013423
821 => 0.23987260701603
822 => 0.23547834865714
823 => 0.2365360903193
824 => 0.24478828882178
825 => 0.23730468350558
826 => 0.24126891614588
827 => 0.24107488758701
828 => 0.24310285486347
829 => 0.24090853507841
830 => 0.24093573630201
831 => 0.24273643385711
901 => 0.24020767889849
902 => 0.23958152360878
903 => 0.23871649456065
904 => 0.24060525384079
905 => 0.241737479608
906 => 0.25086238776351
907 => 0.25675749457833
908 => 0.25650157244426
909 => 0.2588402216835
910 => 0.25778663878165
911 => 0.25438434167046
912 => 0.26019164797334
913 => 0.25835397327109
914 => 0.25850546894077
915 => 0.25849983026438
916 => 0.25972172328906
917 => 0.25885590009622
918 => 0.25714927370821
919 => 0.25828221194949
920 => 0.26164663349326
921 => 0.2720899011982
922 => 0.27793409216077
923 => 0.27173807356407
924 => 0.27601200422408
925 => 0.27344916878528
926 => 0.2729834253483
927 => 0.27566776964378
928 => 0.2783568125286
929 => 0.27818553212189
930 => 0.27623342507139
1001 => 0.27513072933145
1002 => 0.28348071090449
1003 => 0.28963283508928
1004 => 0.28921330146424
1005 => 0.29106498644552
1006 => 0.29650159082102
1007 => 0.29699864579137
1008 => 0.29693602828978
1009 => 0.29570402568344
1010 => 0.30105706872341
1011 => 0.30552267140518
1012 => 0.29541885267605
1013 => 0.29926625457941
1014 => 0.30099347724937
1015 => 0.30352955257274
1016 => 0.30780833673886
1017 => 0.31245623123471
1018 => 0.31311349447799
1019 => 0.31264713475394
1020 => 0.30958172339182
1021 => 0.31466750501009
1022 => 0.31764663660582
1023 => 0.31942064129486
1024 => 0.32391922202003
1025 => 0.30100414398856
1026 => 0.28478371280461
1027 => 0.28225065824937
1028 => 0.2874017242949
1029 => 0.28876001933212
1030 => 0.28821249230577
1031 => 0.26995492231115
1101 => 0.28215453592184
1102 => 0.29528029439429
1103 => 0.29578450823355
1104 => 0.30235553737152
1105 => 0.30449533381443
1106 => 0.30978587355498
1107 => 0.30945494885375
1108 => 0.3107431110897
1109 => 0.31044698489952
1110 => 0.3202465957143
1111 => 0.3310570216993
1112 => 0.33068269102249
1113 => 0.32912856438399
1114 => 0.33143670746013
1115 => 0.3425942255923
1116 => 0.34156702011828
1117 => 0.34256486273914
1118 => 0.35572020542714
1119 => 0.37282402224721
1120 => 0.36487758213915
1121 => 0.38211907064709
1122 => 0.3929716737308
1123 => 0.41174012858398
1124 => 0.40939022559977
1125 => 0.41669664734483
1126 => 0.40518340881849
1127 => 0.37874668595261
1128 => 0.37456297336337
1129 => 0.3829388719155
1130 => 0.40353020119767
1201 => 0.38229037767808
1202 => 0.38658716631329
1203 => 0.38534969089729
1204 => 0.3852837510913
1205 => 0.38780040528924
1206 => 0.38414986711527
1207 => 0.36927691787525
1208 => 0.37609310286511
1209 => 0.37346104650044
1210 => 0.37638150926985
1211 => 0.39214204234587
1212 => 0.38517393498877
1213 => 0.37783359993115
1214 => 0.38704000904416
1215 => 0.39876293151041
1216 => 0.39802933209059
1217 => 0.39660584259537
1218 => 0.40462997834845
1219 => 0.41788349976136
1220 => 0.42146587334231
1221 => 0.42411030828136
1222 => 0.42447493118136
1223 => 0.42823077366324
1224 => 0.40803466204401
1225 => 0.44008640985667
1226 => 0.44562086129225
1227 => 0.44458061380187
1228 => 0.4507319236472
1229 => 0.44892205224703
1230 => 0.44629983254832
1231 => 0.45605096707429
]
'min_raw' => 0.16810437375668
'max_raw' => 0.45605096707429
'avg_raw' => 0.31207767041549
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.1681043'
'max' => '$0.45605'
'avg' => '$0.312077'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.057974854038941
'max_diff' => 0.21019457239351
'year' => 2032
]
7 => [
'items' => [
101 => 0.44487207821624
102 => 0.42900505286521
103 => 0.42030008894346
104 => 0.43176348764503
105 => 0.4387637852146
106 => 0.44339053660554
107 => 0.44479058878087
108 => 0.40960242869805
109 => 0.39063796203824
110 => 0.40279396773913
111 => 0.41762513365691
112 => 0.40795227416849
113 => 0.40833143194729
114 => 0.39454047629956
115 => 0.41884532722137
116 => 0.41530431487804
117 => 0.43367509317921
118 => 0.42929075950292
119 => 0.44427141605802
120 => 0.44032650713059
121 => 0.45670160353147
122 => 0.46323407282381
123 => 0.47420310546332
124 => 0.48227197052494
125 => 0.48701016242191
126 => 0.48672569915293
127 => 0.50550077600658
128 => 0.4944297691372
129 => 0.48052197527329
130 => 0.48027042716082
131 => 0.48747347067791
201 => 0.50256907383123
202 => 0.50648314409679
203 => 0.50867057540795
204 => 0.50532044820987
205 => 0.49330366371938
206 => 0.48811487710286
207 => 0.49253587363376
208 => 0.48712937477704
209 => 0.49646250859939
210 => 0.50927889478728
211 => 0.50663236172097
212 => 0.51547932497125
213 => 0.52463500120762
214 => 0.53772802943278
215 => 0.54115103184427
216 => 0.54680912466533
217 => 0.55263316076488
218 => 0.55450368419788
219 => 0.55807509382081
220 => 0.5580562707292
221 => 0.5688189540115
222 => 0.58069052696443
223 => 0.58517177092661
224 => 0.59547614432042
225 => 0.57783026599183
226 => 0.59121486740531
227 => 0.60328811291856
228 => 0.58889389189617
301 => 0.60873297215218
302 => 0.6095032786822
303 => 0.62113399273544
304 => 0.60934403586728
305 => 0.60234319711384
306 => 0.62255435627702
307 => 0.63233389955053
308 => 0.62938822152798
309 => 0.60697146633035
310 => 0.59392395330547
311 => 0.55977609504205
312 => 0.60022570823277
313 => 0.61992753488657
314 => 0.60692044335893
315 => 0.61348046374814
316 => 0.64926980789794
317 => 0.66289607296175
318 => 0.66006190508326
319 => 0.66054083280035
320 => 0.66789331809457
321 => 0.70049828697679
322 => 0.6809606338453
323 => 0.69589643760243
324 => 0.70381833406016
325 => 0.71117663298219
326 => 0.69310697644394
327 => 0.66959861878366
328 => 0.66215253509893
329 => 0.60562714444826
330 => 0.60268475238757
331 => 0.60103309856029
401 => 0.59061965481041
402 => 0.5824375405053
403 => 0.57593081942745
404 => 0.55885524024778
405 => 0.56461774696203
406 => 0.53740283769999
407 => 0.55481397220868
408 => 0.5113783198995
409 => 0.54755282183996
410 => 0.52786468508654
411 => 0.54108473940572
412 => 0.54103861588161
413 => 0.51669630445796
414 => 0.50265616723987
415 => 0.51160308912555
416 => 0.52119489959454
417 => 0.52275113857241
418 => 0.53518717121732
419 => 0.53865780061689
420 => 0.52814163150801
421 => 0.51047821255035
422 => 0.51458102191452
423 => 0.50257302393906
424 => 0.48152946936803
425 => 0.49664331764616
426 => 0.50180384995731
427 => 0.50408303501495
428 => 0.48338911596292
429 => 0.47688663730993
430 => 0.47342477223616
501 => 0.50780688746384
502 => 0.50969041734925
503 => 0.50005401215121
504 => 0.54361147740778
505 => 0.53375308152543
506 => 0.54476732509165
507 => 0.51420873496833
508 => 0.51537611426364
509 => 0.50090918797614
510 => 0.50900970001678
511 => 0.50328451919814
512 => 0.50835525869471
513 => 0.51139463904151
514 => 0.52585919144877
515 => 0.54771798379372
516 => 0.52369866966944
517 => 0.51323311054258
518 => 0.51972588456435
519 => 0.53701699739207
520 => 0.56321391844184
521 => 0.54770481391821
522 => 0.55458749114412
523 => 0.55609104992899
524 => 0.54465521043151
525 => 0.56363557415603
526 => 0.57380730527219
527 => 0.5842413966542
528 => 0.59330102584459
529 => 0.58007379110564
530 => 0.59422882832594
531 => 0.58282236702681
601 => 0.5725895920632
602 => 0.57260511095891
603 => 0.56618594174725
604 => 0.55374799253228
605 => 0.55145424386466
606 => 0.56338661410213
607 => 0.57295524503292
608 => 0.57374336330703
609 => 0.57904104904432
610 => 0.58217616489314
611 => 0.61290456219496
612 => 0.62526377778838
613 => 0.64037639266804
614 => 0.64626360786398
615 => 0.66398201492027
616 => 0.64967296220365
617 => 0.64657710864025
618 => 0.60359804876845
619 => 0.61063586741472
620 => 0.6219040941159
621 => 0.6037838576764
622 => 0.61527697699377
623 => 0.61754596220457
624 => 0.60316813897598
625 => 0.61084795559144
626 => 0.59045263956772
627 => 0.54816254594907
628 => 0.56368265511949
629 => 0.57511067948117
630 => 0.55880147965181
701 => 0.58803508909275
702 => 0.57095741796154
703 => 0.56554461608573
704 => 0.54442734616499
705 => 0.55439388468932
706 => 0.56787377075056
707 => 0.55954476836967
708 => 0.57682869891602
709 => 0.60130735402555
710 => 0.61875230138572
711 => 0.62009150782926
712 => 0.60887557539737
713 => 0.6268491786986
714 => 0.62698009677642
715 => 0.60670579882831
716 => 0.59428790422286
717 => 0.59146653244103
718 => 0.59851487231456
719 => 0.60707285811636
720 => 0.62056641648071
721 => 0.62872029119738
722 => 0.64998127197747
723 => 0.65573388377647
724 => 0.66205426006066
725 => 0.67050023190819
726 => 0.68064178661388
727 => 0.65845264227686
728 => 0.65933425834711
729 => 0.63867203437008
730 => 0.61659148478798
731 => 0.63334786954143
801 => 0.65525461359812
802 => 0.65022918230672
803 => 0.64966371862619
804 => 0.65061467169029
805 => 0.64682566061181
806 => 0.62968810393116
807 => 0.62108173025292
808 => 0.63218614801794
809 => 0.63808765185928
810 => 0.64724036965197
811 => 0.64611210399359
812 => 0.66968852209743
813 => 0.67884960525871
814 => 0.6765058081612
815 => 0.67693712323377
816 => 0.6935228267069
817 => 0.71196954007909
818 => 0.72924732141037
819 => 0.74682302267852
820 => 0.72563482880847
821 => 0.71487677066738
822 => 0.72597634059098
823 => 0.72008675255176
824 => 0.75393007239043
825 => 0.75627331042725
826 => 0.79011418300869
827 => 0.82223320078462
828 => 0.80205982119153
829 => 0.82108240951884
830 => 0.84165688972921
831 => 0.88134840014412
901 => 0.86798169580055
902 => 0.85774300975634
903 => 0.84806750091753
904 => 0.86820069886732
905 => 0.89410173639403
906 => 0.89968057180023
907 => 0.90872041643743
908 => 0.89921612514103
909 => 0.9106629971442
910 => 0.95107548532581
911 => 0.94015567428824
912 => 0.92464778716766
913 => 0.95654956533043
914 => 0.96809469483251
915 => 1.0491244599094
916 => 1.1514278854916
917 => 1.10907359554
918 => 1.0827829210027
919 => 1.0889618531421
920 => 1.1263196009752
921 => 1.1383177239036
922 => 1.1057026897833
923 => 1.1172228712125
924 => 1.1807002035262
925 => 1.2147537557159
926 => 1.1685044578401
927 => 1.0409044792745
928 => 0.92325147160792
929 => 0.95445834722508
930 => 0.95092045599219
1001 => 1.0191189306048
1002 => 0.93989524040642
1003 => 0.94122916416888
1004 => 1.010837911013
1005 => 0.99226749075106
1006 => 0.96218578824636
1007 => 0.92347110132661
1008 => 0.85190342188035
1009 => 0.78851393238241
1010 => 0.91283531901545
1011 => 0.90747435476006
1012 => 0.89971088406787
1013 => 0.91698764799808
1014 => 1.0008787095482
1015 => 0.99894474905057
1016 => 0.98664187908017
1017 => 0.9959734975202
1018 => 0.96054991041611
1019 => 0.96967937539292
1020 => 0.9232328347704
1021 => 0.94422861091066
1022 => 0.96212124642317
1023 => 0.9657134579073
1024 => 0.97380689380391
1025 => 0.90464937020157
1026 => 0.9356990679408
1027 => 0.95393785639937
1028 => 0.87153434661078
1029 => 0.95230900395833
1030 => 0.90344549157726
1031 => 0.88686048156979
1101 => 0.90919001263592
1102 => 0.90048817266327
1103 => 0.89300684164397
1104 => 0.88883213038962
1105 => 0.90522847358418
1106 => 0.90446356457628
1107 => 0.87763596471691
1108 => 0.84264045433323
1109 => 0.85438609630647
1110 => 0.85011879446161
1111 => 0.83465354208296
1112 => 0.84507525490448
1113 => 0.79918330594667
1114 => 0.7202285930207
1115 => 0.77238849482786
1116 => 0.77038039534734
1117 => 0.7693678205292
1118 => 0.80856454514348
1119 => 0.80479668449411
1120 => 0.79795798052051
1121 => 0.83452794392151
1122 => 0.82117941534472
1123 => 0.86231643510949
1124 => 0.88941193690219
1125 => 0.8825396411999
1126 => 0.90802309159986
1127 => 0.85465669217467
1128 => 0.8723828693754
1129 => 0.87603620992905
1130 => 0.83407667624975
1201 => 0.80541315309427
1202 => 0.80350162288788
1203 => 0.75380302381308
1204 => 0.78035161428576
1205 => 0.80371327524641
1206 => 0.79252485258438
1207 => 0.78898293221421
1208 => 0.80707783523664
1209 => 0.80848396417384
1210 => 0.77642407539066
1211 => 0.78309034147333
1212 => 0.81088977921255
1213 => 0.78238986696831
1214 => 0.72701919291198
1215 => 0.71328650018654
1216 => 0.71145430583323
1217 => 0.67421015400826
1218 => 0.71420418437988
1219 => 0.69674571834929
1220 => 0.75189680335539
1221 => 0.72039479938111
1222 => 0.71903681095203
1223 => 0.7169840122679
1224 => 0.68492643225561
1225 => 0.69194500491281
1226 => 0.71527580938413
1227 => 0.72360050325983
1228 => 0.72273216948639
1229 => 0.71516147571415
1230 => 0.71862730055485
1231 => 0.70746267116952
]
'min_raw' => 0.39063796203824
'max_raw' => 1.2147537557159
'avg_raw' => 0.80269585887705
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.390637'
'max' => '$1.21'
'avg' => '$0.802695'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.22253358828155
'max_diff' => 0.75870278864157
'year' => 2033
]
8 => [
'items' => [
101 => 0.70352020816189
102 => 0.69107671044994
103 => 0.67278820641735
104 => 0.67533133507299
105 => 0.63909702313704
106 => 0.61935464689384
107 => 0.61389021735006
108 => 0.60658295378989
109 => 0.61471559221307
110 => 0.63899437588392
111 => 0.60970901174558
112 => 0.55950130905983
113 => 0.56251887754101
114 => 0.56929845799409
115 => 0.55666475467119
116 => 0.54470801474241
117 => 0.55510343002951
118 => 0.53382976452511
119 => 0.57186927883416
120 => 0.5708404165766
121 => 0.58501919516323
122 => 0.59388547639128
123 => 0.57345156865327
124 => 0.56831249611632
125 => 0.57123994539119
126 => 0.52285572985144
127 => 0.58106517250746
128 => 0.58156857018475
129 => 0.57725817365021
130 => 0.60825290484962
131 => 0.67366145517948
201 => 0.64905212749255
202 => 0.6395226519913
203 => 0.62140711209742
204 => 0.64554499341169
205 => 0.64369158073636
206 => 0.63530974573264
207 => 0.63024038576947
208 => 0.63958083693667
209 => 0.62908300050366
210 => 0.62719730061903
211 => 0.61577201097993
212 => 0.61169370239633
213 => 0.60867428508317
214 => 0.6053502033032
215 => 0.61268229940024
216 => 0.59606680502678
217 => 0.57603014764938
218 => 0.57436431638809
219 => 0.5789638229619
220 => 0.57692888369598
221 => 0.57435457388178
222 => 0.56943951537491
223 => 0.56798132250953
224 => 0.57271974190741
225 => 0.56737034267422
226 => 0.57526367263964
227 => 0.57311712364692
228 => 0.56112667546568
301 => 0.54618213759936
302 => 0.54604909986512
303 => 0.54282932369578
304 => 0.53872845464753
305 => 0.53758768669348
306 => 0.5542279571492
307 => 0.58867281899116
308 => 0.5819104684159
309 => 0.58679695974009
310 => 0.61083366071688
311 => 0.61847420514859
312 => 0.61305112768718
313 => 0.60562768477715
314 => 0.60595427859058
315 => 0.63132243024314
316 => 0.63290461074451
317 => 0.63690227044067
318 => 0.64204039288875
319 => 0.61392617215795
320 => 0.60463010132243
321 => 0.60022510723418
322 => 0.58665943038963
323 => 0.60128884983324
324 => 0.59276491361765
325 => 0.59391508383226
326 => 0.59316603397112
327 => 0.59357506584583
328 => 0.57185864601466
329 => 0.57977096801972
330 => 0.56661519806622
331 => 0.54900109890297
401 => 0.54894205026628
402 => 0.5532530760826
403 => 0.5506887092366
404 => 0.54378806398988
405 => 0.54476826807705
406 => 0.53618064885425
407 => 0.54581096053457
408 => 0.54608712341465
409 => 0.5423789288511
410 => 0.55721575272155
411 => 0.56329441156697
412 => 0.56085359846802
413 => 0.56312315761324
414 => 0.58219147461248
415 => 0.58530044229236
416 => 0.58668124036888
417 => 0.58483115386703
418 => 0.56347169144378
419 => 0.5644190744297
420 => 0.55746780667751
421 => 0.55159471793347
422 => 0.55182961068294
423 => 0.55484914174547
424 => 0.56803561098871
425 => 0.59578575812629
426 => 0.59683885592507
427 => 0.59811524117821
428 => 0.59292354089383
429 => 0.59135767441018
430 => 0.59342345648655
501 => 0.603844952718
502 => 0.63065187043393
503 => 0.62117651533928
504 => 0.61347290415465
505 => 0.62023104804224
506 => 0.61919068476282
507 => 0.61040897169999
508 => 0.61016249826273
509 => 0.59330758321165
510 => 0.58707670488512
511 => 0.58186971658231
512 => 0.57618382128751
513 => 0.57281303196382
514 => 0.57799209636136
515 => 0.57917660966597
516 => 0.56785249484619
517 => 0.56630905984029
518 => 0.57555657645012
519 => 0.5714870891723
520 => 0.57567265775597
521 => 0.57664374557052
522 => 0.57648737806633
523 => 0.57223836597065
524 => 0.57494655957307
525 => 0.56854087435198
526 => 0.56157565377685
527 => 0.55713227699849
528 => 0.55325484143097
529 => 0.55540626804171
530 => 0.54773682500941
531 => 0.54528321582799
601 => 0.57402908451686
602 => 0.59526396678749
603 => 0.59495520318934
604 => 0.59307568419314
605 => 0.5902831002113
606 => 0.6036406578058
607 => 0.59898715183267
608 => 0.60237296624155
609 => 0.6032347981108
610 => 0.60584330361185
611 => 0.60677562011985
612 => 0.60395751209722
613 => 0.59449959737036
614 => 0.57093137310258
615 => 0.55996030108473
616 => 0.55633966458118
617 => 0.55647126784151
618 => 0.55284106241861
619 => 0.55391032061005
620 => 0.55246921805576
621 => 0.54974011845808
622 => 0.55523775383196
623 => 0.55587130509478
624 => 0.55458809130666
625 => 0.55489033460678
626 => 0.54426587250899
627 => 0.54507362728717
628 => 0.54057594603777
629 => 0.53973268502386
630 => 0.52836293848329
701 => 0.50821978441555
702 => 0.51938104711235
703 => 0.50589981128564
704 => 0.50079426300401
705 => 0.52496313449359
706 => 0.52253725013619
707 => 0.51838519062289
708 => 0.51224342923769
709 => 0.50996539019671
710 => 0.49612474612321
711 => 0.49530696703439
712 => 0.50216676396604
713 => 0.49900120371328
714 => 0.49455555822699
715 => 0.47845388092352
716 => 0.46035026455226
717 => 0.46089669893524
718 => 0.46665512247317
719 => 0.48339851553895
720 => 0.47685658220451
721 => 0.47211033451034
722 => 0.4712215049889
723 => 0.48234706734032
724 => 0.49809206894495
725 => 0.50547927142329
726 => 0.49815877811993
727 => 0.48974938957639
728 => 0.49026123009168
729 => 0.49366627573132
730 => 0.49402409788329
731 => 0.48855045044055
801 => 0.49009125013361
802 => 0.48775063450618
803 => 0.47338628072107
804 => 0.47312647511096
805 => 0.4696012310356
806 => 0.46949448804601
807 => 0.46349716846048
808 => 0.46265810199295
809 => 0.45075005994459
810 => 0.45858796928169
811 => 0.45333071120708
812 => 0.44540678322682
813 => 0.44404069505631
814 => 0.4439996287963
815 => 0.45213573107416
816 => 0.45849289418951
817 => 0.45342216346211
818 => 0.45226765636747
819 => 0.46459477170139
820 => 0.463026033911
821 => 0.46166751710179
822 => 0.49668227674395
823 => 0.46896536225141
824 => 0.4568792055065
825 => 0.44192029143575
826 => 0.44679098928658
827 => 0.44781731688919
828 => 0.41184382509596
829 => 0.39724938395567
830 => 0.39224112173623
831 => 0.38935879602251
901 => 0.39067230804422
902 => 0.37753559926074
903 => 0.38636368482435
904 => 0.37498840543621
905 => 0.37308130282843
906 => 0.39342171150113
907 => 0.39625196054099
908 => 0.38417723884748
909 => 0.39193116489459
910 => 0.38911948352227
911 => 0.37518340195229
912 => 0.37465114614319
913 => 0.36765851028832
914 => 0.35671638921657
915 => 0.35171554627048
916 => 0.34911106384484
917 => 0.35018572405401
918 => 0.34964234296711
919 => 0.34609641381795
920 => 0.34984559147522
921 => 0.34026799182807
922 => 0.33645411447661
923 => 0.33473147455824
924 => 0.32623080360532
925 => 0.33975915135694
926 => 0.34242440628964
927 => 0.3450949125979
928 => 0.36833984677921
929 => 0.36717859555702
930 => 0.37767574105339
1001 => 0.37726784128241
1002 => 0.37427388534436
1003 => 0.36164287772359
1004 => 0.36667737223517
1005 => 0.35118198066268
1006 => 0.362792181613
1007 => 0.35749377075286
1008 => 0.36100078357146
1009 => 0.35469485830901
1010 => 0.35818481771452
1011 => 0.34305643710863
1012 => 0.3289297681609
1013 => 0.33461475212864
1014 => 0.34079497985835
1015 => 0.3541952882691
1016 => 0.3462141751298
1017 => 0.34908448521399
1018 => 0.33946942691605
1019 => 0.31963081524178
1020 => 0.31974309962939
1021 => 0.31669136143095
1022 => 0.31405421406643
1023 => 0.34713090198189
1024 => 0.34301729297455
1025 => 0.33646279539718
1026 => 0.34523625086987
1027 => 0.34755609175031
1028 => 0.34762213435886
1029 => 0.35402302099607
1030 => 0.35743917534177
1031 => 0.35804128735166
1101 => 0.36811322077561
1102 => 0.37148920000731
1103 => 0.3853943806762
1104 => 0.35714933851288
1105 => 0.35656765045669
1106 => 0.34535971138048
1107 => 0.33825145922784
1108 => 0.34584641948674
1109 => 0.35257451746067
1110 => 0.34556877213903
1111 => 0.34648357457868
1112 => 0.3370789338748
1113 => 0.34044065039696
1114 => 0.34333621353797
1115 => 0.34173745376484
1116 => 0.33934403300361
1117 => 0.35202289015303
1118 => 0.35130749934382
1119 => 0.36311434260701
1120 => 0.37231862124614
1121 => 0.38881433402907
1122 => 0.37160019779913
1123 => 0.37097284625491
1124 => 0.37710530822995
1125 => 0.37148826115933
1126 => 0.37503804101409
1127 => 0.38824240961508
1128 => 0.38852139711645
1129 => 0.38384799701345
1130 => 0.38356362019247
1201 => 0.38446119780364
1202 => 0.38971833790762
1203 => 0.38788133161969
1204 => 0.3900071618034
1205 => 0.39266554499998
1206 => 0.40366174503218
1207 => 0.40631289163248
1208 => 0.39987197985566
1209 => 0.40045352207327
1210 => 0.39804444426176
1211 => 0.3957173052815
1212 => 0.40094837385778
1213 => 0.41050825449784
1214 => 0.41044878297654
1215 => 0.41266648946751
1216 => 0.41404810223891
1217 => 0.40811720882169
1218 => 0.40425641529208
1219 => 0.40573688920001
1220 => 0.40810419921931
1221 => 0.40496920246655
1222 => 0.38561855023677
1223 => 0.39148830199883
1224 => 0.39051128828943
1225 => 0.38911990195831
1226 => 0.39502198274451
1227 => 0.39445271265446
1228 => 0.37740086332468
1229 => 0.37849246739418
1230 => 0.37746724738365
1231 => 0.38077994297796
]
'min_raw' => 0.31405421406643
'max_raw' => 0.70352020816189
'avg_raw' => 0.50878721111416
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.314054'
'max' => '$0.70352'
'avg' => '$0.508787'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.076583747971806
'max_diff' => -0.51123354755397
'year' => 2034
]
9 => [
'items' => [
101 => 0.3713093647259
102 => 0.37422245081092
103 => 0.37604951109495
104 => 0.37712566363839
105 => 0.38101346454998
106 => 0.38055727598583
107 => 0.38098510722832
108 => 0.38674968963882
109 => 0.41590496930537
110 => 0.41749182685012
111 => 0.40967755993389
112 => 0.41279920543732
113 => 0.40680632869955
114 => 0.4108293870024
115 => 0.41358186131861
116 => 0.40114395915403
117 => 0.40040746730917
118 => 0.39438985583731
119 => 0.39762337938735
120 => 0.39247861092067
121 => 0.39374095714603
122 => 0.39021132705055
123 => 0.39656395848007
124 => 0.4036671875174
125 => 0.40546174368725
126 => 0.40074103900939
127 => 0.39732293771303
128 => 0.39132187782918
129 => 0.40130177415836
130 => 0.40422019997685
131 => 0.40128644490995
201 => 0.40060662975714
202 => 0.39931838127095
203 => 0.40087993776342
204 => 0.40420430560308
205 => 0.40263659512133
206 => 0.40367209551403
207 => 0.39972583582044
208 => 0.4081191721942
209 => 0.42144981032213
210 => 0.42149267050349
211 => 0.4199249515712
212 => 0.41928347476108
213 => 0.42089204952275
214 => 0.42176463534376
215 => 0.42696647116083
216 => 0.43254824824283
217 => 0.45859596636438
218 => 0.45128187134748
219 => 0.4743929564506
220 => 0.49267082416836
221 => 0.49815155750263
222 => 0.49310954072353
223 => 0.47586107368664
224 => 0.47501478160565
225 => 0.50079127347372
226 => 0.49350823388287
227 => 0.49264193949798
228 => 0.48342603087019
301 => 0.4888737742817
302 => 0.48768227288403
303 => 0.48580142963756
304 => 0.49619534457363
305 => 0.51565182546275
306 => 0.51261935045446
307 => 0.51035574853324
308 => 0.50043730383905
309 => 0.50641042290978
310 => 0.50428350961625
311 => 0.51342207889776
312 => 0.50800859289949
313 => 0.4934530576949
314 => 0.4957710746519
315 => 0.49542071105205
316 => 0.5026311691099
317 => 0.5004667685755
318 => 0.49499807711033
319 => 0.51558532532627
320 => 0.51424850393941
321 => 0.51614381102605
322 => 0.51697818381991
323 => 0.52950927902095
324 => 0.53464286777449
325 => 0.53580828229767
326 => 0.54068479456753
327 => 0.53568695022999
328 => 0.55568189098276
329 => 0.56897735984622
330 => 0.5844207311097
331 => 0.6069876473125
401 => 0.6154730165604
402 => 0.61394021055537
403 => 0.63105018886768
404 => 0.66179643956146
405 => 0.62015490688953
406 => 0.66400354190661
407 => 0.65012157031704
408 => 0.61720766540417
409 => 0.61508839795723
410 => 0.63737807650252
411 => 0.68681443821391
412 => 0.67443119030778
413 => 0.68683469277131
414 => 0.67236534829678
415 => 0.67164682338641
416 => 0.68613194900636
417 => 0.71997723456048
418 => 0.70389860806528
419 => 0.68084595434344
420 => 0.69786767511263
421 => 0.68312188529647
422 => 0.64989549375397
423 => 0.67442172107149
424 => 0.658021731331
425 => 0.66280812020868
426 => 0.69727845932882
427 => 0.69313089692868
428 => 0.6984982267284
429 => 0.68902503011937
430 => 0.68017557070055
501 => 0.66365739752584
502 => 0.6587671807849
503 => 0.66011866076053
504 => 0.65876651105855
505 => 0.64952474497714
506 => 0.64752898647178
507 => 0.64420263485999
508 => 0.64523361031479
509 => 0.63897909612614
510 => 0.6507826566487
511 => 0.65297350149431
512 => 0.66156314850737
513 => 0.66245495415532
514 => 0.68637699882073
515 => 0.67320113861265
516 => 0.68204064318927
517 => 0.68124995469929
518 => 0.61792100952732
519 => 0.626647179416
520 => 0.64022236133983
521 => 0.63410676028387
522 => 0.625460731221
523 => 0.61847859918198
524 => 0.60789995518321
525 => 0.62278919346661
526 => 0.64236695851533
527 => 0.66295147858519
528 => 0.68768243069795
529 => 0.6821627700864
530 => 0.66248915063793
531 => 0.6633716948348
601 => 0.66882723579151
602 => 0.66176181456441
603 => 0.65967808391113
604 => 0.66854096319761
605 => 0.66860199697631
606 => 0.66047237596985
607 => 0.6514377899261
608 => 0.6513999346807
609 => 0.64979231735796
610 => 0.67265133984715
611 => 0.68522149090835
612 => 0.68666263846971
613 => 0.68512449019501
614 => 0.68571646241902
615 => 0.67840216848089
616 => 0.69512047543697
617 => 0.71046284716908
618 => 0.70635076380291
619 => 0.70018616626993
620 => 0.69527576740766
621 => 0.70519402988568
622 => 0.70475238527033
623 => 0.71032884493639
624 => 0.71007586451474
625 => 0.7082007108703
626 => 0.70635083077055
627 => 0.71368539626511
628 => 0.71157315919219
629 => 0.70945764123169
630 => 0.7052146460923
701 => 0.70579133960043
702 => 0.69962780647213
703 => 0.69677627402289
704 => 0.65389606776936
705 => 0.64243707550726
706 => 0.64604230774221
707 => 0.64722924380377
708 => 0.64224227568621
709 => 0.6493923069198
710 => 0.6482779821258
711 => 0.65261316804104
712 => 0.64990473209309
713 => 0.65001588724913
714 => 0.65798081987264
715 => 0.66029307369848
716 => 0.65911704274048
717 => 0.65994069451148
718 => 0.67892140193257
719 => 0.67622295230615
720 => 0.67478945472421
721 => 0.6751865433511
722 => 0.68003652104814
723 => 0.68139425000435
724 => 0.67564145701098
725 => 0.67835450744315
726 => 0.68990633184599
727 => 0.69394881661034
728 => 0.7068504874754
729 => 0.70136962838301
730 => 0.71142998245311
731 => 0.74235208103717
801 => 0.76705479303259
802 => 0.74433715819886
803 => 0.78970054290703
804 => 0.8250224448934
805 => 0.82366673146346
806 => 0.81750754084182
807 => 0.77729449451169
808 => 0.74028984973596
809 => 0.77124580639107
810 => 0.77132471949074
811 => 0.76866557536058
812 => 0.75214985954676
813 => 0.76809086425015
814 => 0.76935620331428
815 => 0.76864794991919
816 => 0.75598538932787
817 => 0.7366519997373
818 => 0.7404296977857
819 => 0.74661764425194
820 => 0.7349025706505
821 => 0.73115889479349
822 => 0.73811910047513
823 => 0.76054633339782
824 => 0.7563065949259
825 => 0.75619587822027
826 => 0.77433527733206
827 => 0.76135138229535
828 => 0.74047734665596
829 => 0.73520637736231
830 => 0.71649798732022
831 => 0.72941993895929
901 => 0.72988497699427
902 => 0.7228077561407
903 => 0.74105162412344
904 => 0.74088350366821
905 => 0.75820334107642
906 => 0.79131236516707
907 => 0.78152039754734
908 => 0.77013340456864
909 => 0.77137148643249
910 => 0.78495018863252
911 => 0.77674019531076
912 => 0.77969256615137
913 => 0.78494571986566
914 => 0.78811507792995
915 => 0.77091546458069
916 => 0.76690541195637
917 => 0.75870225162422
918 => 0.75656220021281
919 => 0.76324350313878
920 => 0.7614832158717
921 => 0.72984589234815
922 => 0.72653961601153
923 => 0.7266410147865
924 => 0.7183272257332
925 => 0.70564670188893
926 => 0.73897036143695
927 => 0.73629400521092
928 => 0.73333951507091
929 => 0.73370142325498
930 => 0.74816609442116
1001 => 0.73977585466137
1002 => 0.76208268219602
1003 => 0.75749706905951
1004 => 0.75279385224915
1005 => 0.75214372442247
1006 => 0.75033338721009
1007 => 0.74412506731201
1008 => 0.73662814797289
1009 => 0.73167803245317
1010 => 0.67493430858359
1011 => 0.68546561367073
1012 => 0.69758092021482
1013 => 0.70176307548479
1014 => 0.69460920949916
1015 => 0.74440754554445
1016 => 0.75350618140863
1017 => 0.7259458198867
1018 => 0.72079040152809
1019 => 0.74474553391376
1020 => 0.73029766068936
1021 => 0.73680353711765
1022 => 0.72274139080384
1023 => 0.75131458646811
1024 => 0.75109690659034
1025 => 0.73998128812205
1026 => 0.74937613273498
1027 => 0.74774354728771
1028 => 0.73519404141356
1029 => 0.75171242818846
1030 => 0.75172062110222
1031 => 0.74102208000087
1101 => 0.7285285262063
1102 => 0.72629497387239
1103 => 0.72461229222434
1104 => 0.73638970058249
1105 => 0.74694928808941
1106 => 0.76659806249604
1107 => 0.77153823122523
1108 => 0.79082003866093
1109 => 0.77933866114714
1110 => 0.78442820709027
1111 => 0.78995362917177
1112 => 0.79260271970831
1113 => 0.78828616883705
1114 => 0.81823875249325
1115 => 0.82076766827729
1116 => 0.82161559186464
1117 => 0.81151574918208
1118 => 0.8204867733818
1119 => 0.81628952824785
1120 => 0.82720959405812
1121 => 0.82892199981157
1122 => 0.827471653059
1123 => 0.82801519767363
1124 => 0.8024559515209
1125 => 0.80113056977212
1126 => 0.78305889558266
1127 => 0.79042323639393
1128 => 0.77665595422929
1129 => 0.78102170122242
1130 => 0.78294608089863
1201 => 0.78194089416336
1202 => 0.79083960517404
1203 => 0.78327388292841
1204 => 0.7633066980023
1205 => 0.74333407303001
1206 => 0.74308333299283
1207 => 0.73782489338374
1208 => 0.73402400467762
1209 => 0.73475619068619
1210 => 0.73733650968091
1211 => 0.73387403184689
1212 => 0.73461292704486
1213 => 0.74688351056414
1214 => 0.74934428857913
1215 => 0.74098160339615
1216 => 0.70740421565674
1217 => 0.69916424048299
1218 => 0.70508697123208
1219 => 0.70225628740673
1220 => 0.56677563279324
1221 => 0.59860480298172
1222 => 0.57969299087222
1223 => 0.58840842398291
1224 => 0.56910436100911
1225 => 0.57831727167284
1226 => 0.57661598347488
1227 => 0.62779634724434
1228 => 0.62699723626037
1229 => 0.62737972840038
1230 => 0.6091223819795
1231 => 0.63820683056894
]
'min_raw' => 0.3713093647259
'max_raw' => 0.82892199981157
'avg_raw' => 0.60011568226874
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.3713093'
'max' => '$0.828921'
'avg' => '$0.600115'
'bar_min_pct' => 61.631153054957
'bar_max_pct' => 60.119598047091
'min_diff' => 0.05725515065947
'max_diff' => 0.12540179164968
'year' => 2035
]
10 => [
'items' => [
101 => 0.65253487578705
102 => 0.64988313594575
103 => 0.65055052173431
104 => 0.63908262273191
105 => 0.62749076273031
106 => 0.61463360601407
107 => 0.63852061400025
108 => 0.63586478647701
109 => 0.64195629927874
110 => 0.65744873143637
111 => 0.65973005092161
112 => 0.66279616744463
113 => 0.66169718293216
114 => 0.68787945263062
115 => 0.68470860701396
116 => 0.69234943263557
117 => 0.67663167462108
118 => 0.65884553948441
119 => 0.66222610230132
120 => 0.66190052691728
121 => 0.65775557860045
122 => 0.65401370459317
123 => 0.64778453863751
124 => 0.66749454146431
125 => 0.66669435134423
126 => 0.67964849926901
127 => 0.67735872779342
128 => 0.66206707347735
129 => 0.6626132179028
130 => 0.666286301632
131 => 0.67899888635728
201 => 0.68277284704252
202 => 0.68102459808678
203 => 0.68516257369029
204 => 0.68843306088845
205 => 0.68557329652908
206 => 0.72606152914852
207 => 0.7092479921352
208 => 0.71744279308765
209 => 0.71939720482825
210 => 0.71439102025158
211 => 0.71547668242822
212 => 0.71712116480061
213 => 0.7271061397431
214 => 0.75330960316797
215 => 0.76491493874583
216 => 0.79983016342901
217 => 0.76395127718016
218 => 0.76182237255175
219 => 0.76811165885596
220 => 0.78861059189687
221 => 0.80522305175965
222 => 0.81073436309193
223 => 0.81146277386633
224 => 0.82180236031075
225 => 0.82772881843881
226 => 0.82054686255827
227 => 0.81446090693164
228 => 0.79266176929365
229 => 0.79518507883233
301 => 0.81256817930815
302 => 0.83712283258976
303 => 0.85819327958162
304 => 0.85081514342428
305 => 0.90710511415236
306 => 0.91268603482614
307 => 0.91191493204179
308 => 0.92462909988901
309 => 0.89939406590754
310 => 0.8886055999747
311 => 0.81577675961665
312 => 0.83623869310747
313 => 0.86598131512359
314 => 0.86204476757065
315 => 0.84044488043997
316 => 0.85817689413032
317 => 0.85231413587296
318 => 0.84768993518931
319 => 0.86887429496651
320 => 0.84558122118594
321 => 0.86574894889436
322 => 0.83988362949989
323 => 0.85084884612876
324 => 0.84462445884236
325 => 0.84865240024888
326 => 0.82510513709075
327 => 0.83781066871337
328 => 0.82457654520333
329 => 0.82457027050566
330 => 0.82427812649567
331 => 0.83984801411615
401 => 0.84035574759247
402 => 0.82884957711615
403 => 0.82719135819034
404 => 0.83332266266676
405 => 0.82614451091606
406 => 0.82950312294146
407 => 0.82624623985284
408 => 0.82551304686914
409 => 0.8196708404325
410 => 0.81715385726478
411 => 0.81814083121951
412 => 0.81477178029207
413 => 0.81274180524439
414 => 0.82387431336496
415 => 0.81792666336024
416 => 0.82296275070042
417 => 0.81722349357139
418 => 0.79732872788684
419 => 0.78588703775833
420 => 0.74830766962599
421 => 0.75896513181126
422 => 0.76603104026604
423 => 0.76369575756388
424 => 0.76871284844255
425 => 0.76902085707537
426 => 0.76738974968753
427 => 0.76550113629021
428 => 0.76458186373526
429 => 0.77143336821395
430 => 0.77541089717486
501 => 0.76674019870913
502 => 0.76470877537458
503 => 0.77347533024581
504 => 0.77882292365299
505 => 0.81830654881841
506 => 0.81538147433572
507 => 0.82272283727038
508 => 0.82189631246634
509 => 0.82959123039269
510 => 0.84216916908732
511 => 0.81659470287416
512 => 0.82103354591026
513 => 0.81994524410567
514 => 0.83182703784019
515 => 0.83186413150329
516 => 0.82474040261983
517 => 0.82860229161685
518 => 0.8264466911241
519 => 0.83034215256139
520 => 0.81534240818267
521 => 0.8336104777136
522 => 0.84396729596924
523 => 0.84411110040077
524 => 0.84902015005714
525 => 0.85400802882101
526 => 0.86358182775556
527 => 0.85374102076491
528 => 0.83603836697199
529 => 0.83731644139661
530 => 0.82693738195497
531 => 0.82711185581931
601 => 0.82618050065768
602 => 0.82897556760689
603 => 0.81595576819777
604 => 0.81901148909549
605 => 0.81473346194441
606 => 0.82102424631472
607 => 0.81425640223618
608 => 0.81994471929358
609 => 0.82239960836486
610 => 0.83145820188787
611 => 0.81291844060751
612 => 0.77511461232537
613 => 0.78306143535739
614 => 0.77130745988355
615 => 0.7723953350642
616 => 0.77459301606315
617 => 0.76746961290907
618 => 0.76882853374664
619 => 0.76877998353174
620 => 0.76836160400871
621 => 0.76650853172945
622 => 0.76382121030534
623 => 0.77452667174506
624 => 0.77634573825327
625 => 0.78038929776637
626 => 0.79242018810473
627 => 0.79121801845199
628 => 0.79317880703314
629 => 0.78889841656985
630 => 0.77259389010133
701 => 0.77347930433202
702 => 0.76243817468759
703 => 0.78010695125752
704 => 0.7759227517493
705 => 0.77322517110653
706 => 0.77248911123524
707 => 0.78454982382371
708 => 0.78815857805869
709 => 0.78590984459394
710 => 0.7812976266517
711 => 0.79015444858062
712 => 0.79252416048949
713 => 0.79305465159427
714 => 0.80874724192517
715 => 0.79393169307083
716 => 0.79749794293396
717 => 0.82532080633517
718 => 0.80008930852298
719 => 0.81345499564364
720 => 0.81280081481076
721 => 0.81963824807151
722 => 0.81223994571366
723 => 0.81233165653817
724 => 0.81840283406586
725 => 0.80987696017086
726 => 0.80776583389482
727 => 0.80484932806465
728 => 0.8112174118466
729 => 0.81503479007022
730 => 0.84580005499727
731 => 0.86567581920667
801 => 0.86481295986374
802 => 0.8726978790531
803 => 0.86914565074071
804 => 0.85767456848952
805 => 0.87725430714285
806 => 0.87105845858187
807 => 0.87156923680929
808 => 0.87155022561815
809 => 0.87566992326072
810 => 0.87275073991622
811 => 0.86699672989618
812 => 0.87081651027588
813 => 0.88215989240713
814 => 0.91737009859999
815 => 0.9370741964587
816 => 0.9161838871677
817 => 0.93059374278424
818 => 0.92195296417086
819 => 0.92038267765591
820 => 0.92943313186307
821 => 0.93849942769223
822 => 0.93792194384258
823 => 0.93134027863006
824 => 0.92762246295507
825 => 0.95577500880568
826 => 0.97651732502231
827 => 0.97510283811459
828 => 0.98134592330949
829 => 0.99967581453306
830 => 1.0013516700689
831 => 1.0011405507905
901 => 0.99698676798752
902 => 1.0150349263343
903 => 1.0300910175543
904 => 0.99602528728296
905 => 1.0089970714171
906 => 1.0148205232397
907 => 1.0233710782556
908 => 1.0377972978069
909 => 1.0534679986052
910 => 1.0556840075186
911 => 1.0541116431488
912 => 1.0437763947212
913 => 1.0609234625251
914 => 1.0709678126965
915 => 1.0769489933626
916 => 1.0921162723584
917 => 1.0148564868957
918 => 0.96016817068462
919 => 0.95162780039941
920 => 0.96899497920786
921 => 0.97357456575899
922 => 0.97172854016255
923 => 0.91017186822284
924 => 0.95130371726109
925 => 0.99555812836215
926 => 0.9972581205243
927 => 1.0194128040376
928 => 1.0266272771407
929 => 1.0444647012496
930 => 1.043348965515
1001 => 1.0476920944301
1002 => 1.046693684305
1003 => 1.0797337563541
1004 => 1.1161818623223
1005 => 1.1149197803105
1006 => 1.1096799338432
1007 => 1.1174619993738
1008 => 1.1550803507494
1009 => 1.1516170557766
1010 => 1.15498135184
1011 => 1.1993355081892
1012 => 1.2570022207485
1013 => 1.2302102431214
1014 => 1.2883411253882
1015 => 1.3249314343895
1016 => 1.3882105902987
1017 => 1.3802877283224
1018 => 1.404921839354
1019 => 1.3661041518338
1020 => 1.2769708949384
1021 => 1.2628652158463
1022 => 1.2911051426013
1023 => 1.3605302469169
1024 => 1.2889186990035
1025 => 1.3034056218793
1026 => 1.2992333871165
1027 => 1.2990110664568
1028 => 1.3074961417924
1029 => 1.2951880974664
1030 => 1.2450429107075
1031 => 1.2680241542916
1101 => 1.2591499924938
1102 => 1.2689965366211
1103 => 1.3221342742522
1104 => 1.2986408138
1105 => 1.2738923616674
1106 => 1.3049324127629
1107 => 1.3444570643262
1108 => 1.341983682664
1109 => 1.337184288446
1110 => 1.3642382223648
1111 => 1.4089233951397
1112 => 1.4210016177812
1113 => 1.4299175148068
1114 => 1.4311468663713
1115 => 1.4438099515235
1116 => 1.3757173511517
1117 => 1.4837820566837
1118 => 1.5024418461018
1119 => 1.4989345790602
1120 => 1.5196741496745
1121 => 1.5135720418877
1122 => 1.5047310450959
1123 => 1.5376076759527
1124 => 1.4999172716827
1125 => 1.4464204879114
1126 => 1.417071094288
1127 => 1.4557207433593
1128 => 1.4793227353603
1129 => 1.4949221507043
1130 => 1.4996425243619
1201 => 1.3810031858838
1202 => 1.3170631624835
1203 => 1.3580479844092
1204 => 1.40805229578
1205 => 1.3754395746773
1206 => 1.3767179316005
1207 => 1.3302207617804
1208 => 1.4121662635738
1209 => 1.4002274932326
1210 => 1.4621658548818
1211 => 1.4473837677878
1212 => 1.4978920972794
1213 => 1.4845915614058
1214 => 1.5398013421941
1215 => 1.5618260184956
1216 => 1.5988088778731
1217 => 1.6260136197786
1218 => 1.6419887645692
1219 => 1.6410296767972
1220 => 1.7043311592433
1221 => 1.6670044866302
1222 => 1.6201133886069
1223 => 1.6192652765832
1224 => 1.6435508407014
1225 => 1.6944467206742
1226 => 1.7076432818462
1227 => 1.7150183592334
1228 => 1.7037231714866
1229 => 1.6632077435918
1230 => 1.6457133872447
1231 => 1.6606190857128
]
'min_raw' => 0.61463360601407
'max_raw' => 1.7150183592334
'avg_raw' => 1.1648259826237
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.614633'
'max' => '$1.71'
'avg' => '$1.16'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.24332424128817
'max_diff' => 0.8860963594218
'year' => 2036
]
11 => [
'items' => [
101 => 1.6423906973477
102 => 1.6738580096483
103 => 1.7170693504923
104 => 1.7081463794842
105 => 1.7379745337578
106 => 1.7688435354176
107 => 1.8129875942047
108 => 1.8245284858215
109 => 1.8436051408031
110 => 1.8632412851339
111 => 1.8695478854841
112 => 1.8815891423757
113 => 1.8815256790081
114 => 1.9178128171209
115 => 1.9578386541785
116 => 1.9729474810674
117 => 2.007689395393
118 => 1.9481950846123
119 => 1.9933222027609
120 => 2.0340279929359
121 => 1.9854968717865
122 => 2.05238571599
123 => 2.054982858237
124 => 2.0941966226981
125 => 2.0544459599685
126 => 2.0308421433284
127 => 2.0989854775451
128 => 2.1319578904777
129 => 2.122026331364
130 => 2.0464466761273
131 => 2.0024560750156
201 => 1.8873241867532
202 => 2.0237028817275
203 => 2.0901289658284
204 => 2.0462746486168
205 => 2.0683922153651
206 => 2.1890584878983
207 => 2.2350003919164
208 => 2.2254447970388
209 => 2.2270595352746
210 => 2.2518489527782
211 => 2.3617788817708
212 => 2.2959063201627
213 => 2.3462634253143
214 => 2.3729726523107
215 => 2.3977816708663
216 => 2.3368585622645
217 => 2.2575984931118
218 => 2.2324935020998
219 => 2.0419142010443
220 => 2.0319937207804
221 => 2.0264250545869
222 => 1.9913154019408
223 => 1.9637288323041
224 => 1.9417909679054
225 => 1.8842194605223
226 => 1.9036481542347
227 => 1.8118911875735
228 => 1.8705940431761
301 => 1.7241477088353
302 => 1.8461125677507
303 => 1.7797326401047
304 => 1.8243049762365
305 => 1.8241494675547
306 => 1.742077665064
307 => 1.6947403621821
308 => 1.7249055339738
309 => 1.7572449926489
310 => 1.7624919610159
311 => 1.8044209133343
312 => 1.8161223826665
313 => 1.7806663843004
314 => 1.7211129340642
315 => 1.7349458422845
316 => 1.6944600387386
317 => 1.6235102252883
318 => 1.6744676199732
319 => 1.6918667149571
320 => 1.6995511465065
321 => 1.6297801536193
322 => 1.6078565928522
323 => 1.5961846730563
324 => 1.712106375029
325 => 1.7184568275415
326 => 1.685967014624
327 => 1.8328240498217
328 => 1.7995857798131
329 => 1.8367210709865
330 => 1.7336906508532
331 => 1.7376265516511
401 => 1.6888502996242
402 => 1.716161741529
403 => 1.6968588946796
404 => 1.71395524692
405 => 1.724202729962
406 => 1.7729709782858
407 => 1.846669422809
408 => 1.765686628264
409 => 1.7304012649858
410 => 1.7522921059112
411 => 1.8105903000368
412 => 1.8989150483667
413 => 1.8466250196542
414 => 1.8698304464546
415 => 1.8748997998729
416 => 1.8363430685823
417 => 1.9003366900462
418 => 1.9346313916719
419 => 1.9698106592513
420 => 2.0003558315899
421 => 1.9557592861715
422 => 2.0034839824328
423 => 1.9650263017891
424 => 1.9305257865698
425 => 1.9305781096102
426 => 1.908935432441
427 => 1.8670000182728
428 => 1.8592664844955
429 => 1.8994973038426
430 => 1.9317586110863
501 => 1.9344158068721
502 => 1.952277324208
503 => 1.9628475861791
504 => 2.0664505230703
505 => 2.1081204813364
506 => 2.1590737175323
507 => 2.1789228745976
508 => 2.2386617210476
509 => 2.1904177507874
510 => 2.1799798643527
511 => 2.0350729632928
512 => 2.0588014602236
513 => 2.0967930732691
514 => 2.0356994309988
515 => 2.0744492852012
516 => 2.082099327255
517 => 2.0336234924122
518 => 2.0595165303189
519 => 1.9907522983894
520 => 1.8481682951541
521 => 1.9004954268016
522 => 1.9390258088162
523 => 1.8840382029195
524 => 1.9826013581751
525 => 1.9250227976313
526 => 1.9067731581972
527 => 1.8355748082987
528 => 1.869177688775
529 => 1.9146260657661
530 => 1.8865442527265
531 => 1.944818231289
601 => 2.027349726036
602 => 2.0861665840281
603 => 2.0906818120529
604 => 2.0528665127874
605 => 2.1134657711944
606 => 2.1139071706342
607 => 2.0455509595958
608 => 2.0036831609438
609 => 1.9941707089995
610 => 2.0179346789825
611 => 2.0467885256128
612 => 2.0922829997283
613 => 2.1197743576209
614 => 2.1914572387153
615 => 2.2108525710302
616 => 2.2321621609469
617 => 2.2606383447097
618 => 2.2948313044607
619 => 2.2200190551318
620 => 2.2229914852652
621 => 2.1533273545362
622 => 2.0788812400054
623 => 2.1353765610951
624 => 2.2092366781623
625 => 2.1922930856989
626 => 2.1903865854206
627 => 2.1935927900696
628 => 2.1808178746782
629 => 2.1230374058234
630 => 2.0940204160894
701 => 2.1314597358699
702 => 2.1513570681008
703 => 2.1822160951612
704 => 2.1784120687209
705 => 2.257901608411
706 => 2.2887888398956
707 => 2.2808865643427
708 => 2.2823407732233
709 => 2.3382606304598
710 => 2.4004550125026
711 => 2.4587082585572
712 => 2.517965962479
713 => 2.4465284875337
714 => 2.4102569434073
715 => 2.447679918352
716 => 2.4278227610799
717 => 2.5419278767811
718 => 2.5498282674219
719 => 2.6639251320245
720 => 2.7722166429342
721 => 2.7042006851757
722 => 2.768336669836
723 => 2.8377049663296
724 => 2.9715276648662
725 => 2.9264608879383
726 => 2.8919404430981
727 => 2.8593187895256
728 => 2.9271992720683
729 => 3.0145264284423
730 => 3.0333358615161
731 => 3.0638143288522
801 => 3.031769947178
802 => 3.0703638753318
803 => 3.2066174007459
804 => 3.1698004954359
805 => 3.1175145712827
806 => 3.2250736436695
807 => 3.263998853841
808 => 3.5371963641152
809 => 3.8821195060626
810 => 3.7393190604089
811 => 3.6506782156501
812 => 3.6715109167574
813 => 3.7974651718114
814 => 3.8379176809465
815 => 3.7279538163011
816 => 3.7667949123028
817 => 3.9808131700443
818 => 4.0956270987949
819 => 3.9396943619838
820 => 3.5094821255039
821 => 3.1128067958854
822 => 3.2180229558231
823 => 3.2060947085238
824 => 3.4360306271457
825 => 3.1689224244204
826 => 3.1734198415171
827 => 3.4081105914297
828 => 3.3454991229711
829 => 3.2440765627391
830 => 3.113547292816
831 => 2.8722518648672
901 => 2.658529775312
902 => 3.0776880101873
903 => 3.0596131449097
904 => 3.0334380614428
905 => 3.0916878772586
906 => 3.3745324483616
907 => 3.3680119655192
908 => 3.326531980455
909 => 3.3579941835384
910 => 3.2385610864211
911 => 3.2693417149893
912 => 3.1127439604865
913 => 3.1835326856217
914 => 3.243858955476
915 => 3.255970347295
916 => 3.2832579314861
917 => 3.0500885122367
918 => 3.1547747359852
919 => 3.2162680846647
920 => 2.9384388981832
921 => 3.2107762949369
922 => 3.0460295514027
923 => 2.9901120322341
924 => 3.0653976052216
925 => 3.0360587442108
926 => 3.0108349143493
927 => 2.9967595838863
928 => 3.0520409997228
929 => 3.0494620555985
930 => 2.9590109296294
1001 => 2.8410211230623
1002 => 2.8806223750296
1003 => 2.8662348689262
1004 => 2.8140926907821
1005 => 2.8492302231806
1006 => 2.6945023131958
1007 => 2.4283009861239
1008 => 2.6041617367547
1009 => 2.5973912891551
1010 => 2.5939773224601
1011 => 2.726131816125
1012 => 2.7134282108821
1013 => 2.690371042972
1014 => 2.8136692278118
1015 => 2.7686637317507
1016 => 2.9073600659826
1017 => 2.9987144420242
1018 => 2.9755440172556
1019 => 3.0614632494767
1020 => 2.8815347078916
1021 => 2.9412997519261
1022 => 2.9536172446708
1023 => 2.8121477473499
1024 => 2.715506677808
1025 => 2.7090618202584
1026 => 2.5414995236323
1027 => 2.6310099499743
1028 => 2.7097754209622
1029 => 2.6720528728065
1030 => 2.6601110409895
1031 => 2.7211192698754
1101 => 2.7258601317599
1102 => 2.6177679783775
1103 => 2.640243759899
1104 => 2.7339715051316
1105 => 2.6378820611998
1106 => 2.4511959677619
1107 => 2.4048952354521
1108 => 2.3987178642701
1109 => 2.2731466060886
1110 => 2.4079892717806
1111 => 2.3491268346473
1112 => 2.5350725682711
1113 => 2.4288613624721
1114 => 2.4242828096718
1115 => 2.4173616555864
1116 => 2.3092772863862
1117 => 2.3329408941211
1118 => 2.4116023303009
1119 => 2.4396696169143
1120 => 2.4367419689721
1121 => 2.41121684635
1122 => 2.4229021167766
1123 => 2.3852597893144
1124 => 2.3719675000302
1125 => 2.3300133787171
1126 => 2.2683524105086
1127 => 2.2769267463267
1128 => 2.1547602338358
1129 => 2.0881974339631
1130 => 2.069773728242
1201 => 2.045136778972
1202 => 2.0725565372185
1203 => 2.1544141514553
1204 => 2.055676501624
1205 => 1.8863977266292
1206 => 1.8965716694434
1207 => 1.9194294982761
1208 => 1.876834085466
1209 => 1.8365211020032
1210 => 1.8715699704283
1211 => 1.7998443219004
1212 => 1.9280972002274
1213 => 1.9246283192932
1214 => 1.9724330612287
1215 => 2.0023263474131
1216 => 1.9334320008245
1217 => 1.9161052589676
1218 => 1.9259753585858
1219 => 1.7628445978154
1220 => 1.9591017977837
1221 => 1.9607990381988
1222 => 1.9462662353403
1223 => 2.0507671355622
1224 => 2.2712966296785
1225 => 2.1883245632136
1226 => 2.1561952712344
1227 => 2.0951174636956
1228 => 2.1765000157997
1229 => 2.1702511055637
1230 => 2.1419911636476
1231 => 2.1248994626003
]
'min_raw' => 1.5961846730563
'max_raw' => 4.0956270987949
'avg_raw' => 2.8459058859256
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$1.59'
'max' => '$4.09'
'avg' => '$2.84'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.98155106704223
'max_diff' => 2.3806087395615
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.050102412967865
]
1 => [
'year' => 2028
'avg' => 0.085990285487267
]
2 => [
'year' => 2029
'avg' => 0.23490996171015
]
3 => [
'year' => 2030
'avg' => 0.18123268562097
]
4 => [
'year' => 2031
'avg' => 0.17799295719926
]
5 => [
'year' => 2032
'avg' => 0.31207767041549
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.050102412967865
'min' => '$0.0501024'
'max_raw' => 0.31207767041549
'max' => '$0.312077'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.31207767041549
]
1 => [
'year' => 2033
'avg' => 0.80269585887705
]
2 => [
'year' => 2034
'avg' => 0.50878721111416
]
3 => [
'year' => 2035
'avg' => 0.60011568226874
]
4 => [
'year' => 2036
'avg' => 1.1648259826237
]
5 => [
'year' => 2037
'avg' => 2.8459058859256
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.31207767041549
'min' => '$0.312077'
'max_raw' => 2.8459058859256
'max' => '$2.84'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 2.8459058859256
]
]
]
]
'prediction_2025_max_price' => '$0.085666'
'last_price' => 0.083064
'sma_50day_nextmonth' => '$0.074839'
'sma_200day_nextmonth' => '$0.142397'
'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' => '$0.081531'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.080755'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.076264'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.07247'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.079757'
'daily_sma50_action' => 'BUY'
'daily_sma100' => '$0.108096'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.162695'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.081653'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.080299'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.077596'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.076216'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$0.085074'
'daily_ema50_action' => 'SELL'
'daily_ema100' => '$0.109996'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.159772'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.124723'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.1983061'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '—'
'weekly_sma100_action' => '—'
'weekly_sma200' => '—'
'weekly_sma200_action' => '—'
'weekly_ema3' => '$0.080052'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$0.080082'
'weekly_ema5_action' => 'BUY'
'weekly_ema10' => '$0.089537'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.122849'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.217754'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.124161'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$0.06208'
'weekly_ema200_action' => 'BUY'
'rsi_14' => '60.15'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 91.5
'stoch_rsi_14_action' => 'SELL'
'momentum_10' => 0.01
'momentum_10_action' => 'BUY'
'vwma_10' => '0.077045'
'vwma_10_action' => 'BUY'
'hma_9' => '0.084131'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 100
'stochastic_fast_14_action' => 'SELL'
'cci_20' => 160.65
'cci_20_action' => 'SELL'
'adx_14' => 23.71
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '0.005127'
'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' => 80.01
'ultimate_oscillator_action' => 'SELL'
'ichimoku_cloud' => '-0.021837'
'ichimoku_cloud_action' => 'SELL'
'sell_signals' => 12
'buy_signals' => 21
'sell_pct' => 36.36
'buy_pct' => 63.64
'overall_action' => 'bullish'
'overall_action_label' => 'Altista'
'overall_action_dir' => 1
'last_updated' => 1767693265
'last_updated_date' => '6 de janeiro de 2026'
]
Previsão de preço de Sonic SVM para 2026
A previsão de preço para Sonic SVM em 2026 sugere que o preço médio poderia variar entre $0.028698 na extremidade inferior e $0.085666 na extremidade superior. No mercado de criptomoedas, comparado ao preço médio de hoje, Sonic SVM poderia potencialmente ganhar 3.13% até 2026 se SONIC atingir a meta de preço prevista.
Previsão de preço de Sonic SVM 2027-2032
A previsão de preço de SONIC para 2027-2032 está atualmente dentro de uma faixa de preço entre $0.0501024 na extremidade inferior e $0.312077 na extremidade superior. Considerando a volatilidade de preços no mercado, se Sonic SVM atingir a meta de preço superior, poderia ganhar 275.71% até 2032 em comparação com o preço de hoje.
| Previsão de Preço de Sonic SVM | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2027 | $0.027627 | $0.0501024 | $0.072577 |
| 2028 | $0.049859 | $0.08599 | $0.122121 |
| 2029 | $0.109526 | $0.2349099 | $0.360293 |
| 2030 | $0.093147 | $0.181232 | $0.269317 |
| 2031 | $0.110129 | $0.177992 | $0.245856 |
| 2032 | $0.1681043 | $0.312077 | $0.45605 |
Previsão de preço de Sonic SVM 2032-2037
A previsão de preço de Sonic SVM para 2032-2037 é atualmente estimada entre $0.312077 na extremidade inferior e $2.84 na extremidade superior. Comparado ao preço atual, Sonic SVM poderia potencialmente ganhar 3326.16% até 2037 se atingir a meta de preço superior. Por favor, note que esta informação é apenas para fins gerais e não deve ser considerada como aconselhamento de investimento a longo prazo.
| Previsão de Preço de Sonic SVM | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2032 | $0.1681043 | $0.312077 | $0.45605 |
| 2033 | $0.390637 | $0.802695 | $1.21 |
| 2034 | $0.314054 | $0.508787 | $0.70352 |
| 2035 | $0.3713093 | $0.600115 | $0.828921 |
| 2036 | $0.614633 | $1.16 | $1.71 |
| 2037 | $1.59 | $2.84 | $4.09 |
Sonic SVM Histograma de preços potenciais
Previsão de preço de Sonic SVM baseada na análise técnica
Indicador de Sentimento de Mercado
Altista 63.64%
Baixista 36.36%
Em 6 de janeiro de 2026, o sentimento geral de previsão de preço para Sonic SVM é Altista, com 21 indicadores técnicos mostrando sinais de alta e 12 indicando sinais de baixa. A previsão de preço de SONIC 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 Sonic SVM
De acordo com nossos indicadores técnicos, o SMA de 200 dias de Sonic SVM está projetado para aumentar no próximo mês, alcançando $0.142397 até 4 de fev. de 2026. O SMA de 50 dias de curto prazo para Sonic SVM é esperado para alcançar $0.074839 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 60.15, sugerindo que o mercado de SONIC está em um estado NEUTRAL.
Médias Móveis e Osciladores Populares de SONIC 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 | $0.081531 | BUY |
| SMA 5 | $0.080755 | BUY |
| SMA 10 | $0.076264 | BUY |
| SMA 21 | $0.07247 | BUY |
| SMA 50 | $0.079757 | BUY |
| SMA 100 | $0.108096 | SELL |
| SMA 200 | $0.162695 | SELL |
Média Móvel Exponencial Diária (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 3 | $0.081653 | BUY |
| EMA 5 | $0.080299 | BUY |
| EMA 10 | $0.077596 | BUY |
| EMA 21 | $0.076216 | BUY |
| EMA 50 | $0.085074 | SELL |
| EMA 100 | $0.109996 | SELL |
| EMA 200 | $0.159772 | SELL |
Média Móvel Simples Semanal (SMA)
| Período | Valor | Ação |
|---|---|---|
| SMA 21 | $0.124723 | SELL |
| SMA 50 | $0.1983061 | SELL |
| SMA 100 | — | — |
| SMA 200 | — | — |
Média Móvel Exponencial Semanal (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 21 | $0.122849 | SELL |
| EMA 50 | $0.217754 | SELL |
| EMA 100 | $0.124161 | SELL |
| EMA 200 | $0.06208 | BUY |
Osciladores de Sonic SVM
Um oscilador é uma ferramenta de análise técnica que define limites altos e baixos entre dois extremos, criando um indicador de tendência que flutua dentro desses limites. Os traders usam esse indicador para identificar condições de sobrecompra ou sobrevenda de curto prazo.
| Período | Valor | Ação |
|---|---|---|
| RSI (14) | 60.15 | NEUTRAL |
| Stoch RSI (14) | 91.5 | SELL |
| Estocástico Rápido (14) | 100 | SELL |
| Índice de Canal de Commodities (20) | 160.65 | SELL |
| Índice Direcional Médio (14) | 23.71 | NEUTRAL |
| Oscilador Impressionante (5, 34) | 0.005127 | BUY |
| Momentum (10) | 0.01 | BUY |
| MACD (12, 26) | 0 | BUY |
| Williams Percent Range (14) | -0 | SELL |
| Oscilador Ultimate (7, 14, 28) | 80.01 | SELL |
| VWMA (10) | 0.077045 | BUY |
| Média Móvel de Hull (9) | 0.084131 | BUY |
| Nuvem Ichimoku B/L (9, 26, 52, 26) | -0.021837 | SELL |
Previsão do preço de Sonic SVM com base nos fluxos financeiros mundiais
Definições dos fluxos financeiros mundiais, usadas na previsão do preço do Sonic SVM
M0: o total de todas as moedas físicas, mais as contas no Banco Central que podem ser trocadas por moedas físicas.
M1: o valor de M0, mais o valor em contas de demanda, incluindo contas 'correntes'.
M2: o valor de M1, mais a maioria das contas de poupança, do mercado de moedas e de certificados de depósito (CD) de menos de US$ 100.000.
Previsões de preço de Sonic SVM por empresas de Internet ou nichos tecnológicos
| Comparação | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook stock | $0.116718 | $0.1640093 | $0.23046 | $0.323835 | $0.455043 | $0.639411 |
| Amazon.com stock | $0.173317 | $0.361638 | $0.754579 | $1.57 | $3.28 | $6.85 |
| Apple stock | $0.117819 | $0.167118 | $0.237044 | $0.33623 | $0.476916 | $0.67647 |
| Netflix stock | $0.131061 | $0.206795 | $0.32629 | $0.514835 | $0.812329 | $1.28 |
| Google stock | $0.107567 | $0.139299 | $0.180392 | $0.233607 | $0.30252 | $0.391762 |
| Tesla stock | $0.188299 | $0.426861 | $0.967662 | $2.19 | $4.97 | $11.27 |
| Kodak stock | $0.062289 | $0.04671 | $0.035027 | $0.026267 | $0.019697 | $0.014771 |
| Nokia stock | $0.055026 | $0.036452 | $0.024148 | $0.015997 | $0.010597 | $0.00702 |
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 Sonic SVM
Você pode fazer perguntas como: 'Devo investir em Sonic SVM agora?', 'Devo comprar SONIC hoje?', 'Sonic SVM será um bom ou mau investimento no curto ou no longo prazo?'.
Atualizamos a previsão para Sonic SVM regularmente com novos valores. Veja nossas previsões semelhantes. Fazemos previsões de preços futuros para uma enorme quantidade de moedas digitais, como Sonic SVM, 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 Sonic SVM para poder tomar sozinho uma decisão de tão grande responsabilidade sobre o seu investimento.
O preço de Sonic SVM é de $0.08306 USD hoje, mas o preço pode tanto subir quanto descer e seu investimento pode ser perdido, porque criptomoedas são ativos de alto risco
Previsão de curto prazo para Sonic SVM
com base no histórico de preços de 4 horas
Previsão de longo prazo para Sonic SVM
com base no histórico de preços de 1 mês
Previsão do preço de Sonic SVM com base no padrão de crescimento do Bitcoin
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Se Sonic SVM tiver 1% da média anterior do crescimento anual do Bitcoin | $0.085223 | $0.087438 | $0.089711 | $0.092043 |
| Se Sonic SVM tiver 2% da média anterior do crescimento anual do Bitcoin | $0.087382 | $0.091924 | $0.0967037 | $0.101731 |
| Se Sonic SVM tiver 5% da média anterior do crescimento anual do Bitcoin | $0.093859 | $0.106058 | $0.119841 | $0.135417 |
| Se Sonic SVM tiver 10% da média anterior do crescimento anual do Bitcoin | $0.104655 | $0.131858 | $0.166132 | $0.209315 |
| Se Sonic SVM tiver 20% da média anterior do crescimento anual do Bitcoin | $0.126246 | $0.191876 | $0.291626 | $0.443232 |
| Se Sonic SVM tiver 50% da média anterior do crescimento anual do Bitcoin | $0.191019 | $0.439278 | $1.01 | $2.32 |
| Se Sonic SVM tiver 100% da média anterior do crescimento anual do Bitcoin | $0.298974 | $1.07 | $3.87 | $13.94 |
Perguntas Frequentes sobre Sonic SVM
SONIC é um bom investimento?
A decisão de adquirir Sonic SVM depende inteiramente da sua tolerância individual ao risco. Como você pode perceber, o valor de Sonic SVM experimentou uma escalada de 5.2619% nas últimas 24 horas, e Sonic SVM registrou um declínio de durante os últimos 30 dias. Consequentemente, a decisão de investir ou não em Sonic SVM dependerá de quão alinhado esse investimento está com suas aspirações de negociação.
Sonic SVM pode subir?
Parece que o valor médio de Sonic SVM pode potencialmente subir para $0.085666 até o final deste ano. Observando as perspectivas de Sonic SVM em um horizonte de cinco anos mais longo, a moeda digital poderia potencialmente crescer até $0.269317. 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 Sonic SVM na próxima semana?
Com base na nossa nova previsão experimental de Sonic SVM, o preço de Sonic SVM aumentará 0.86% na próxima semana e atingirá $0.083774 até 13 de janeiro de 2026.
Qual será o preço de Sonic SVM no próximo mês?
Com base na nossa nova previsão experimental de Sonic SVM, o preço de Sonic SVM diminuirá -11.62% no próximo mês e atingirá $0.073413 até 5 de fevereiro de 2026.
Até onde o preço de Sonic SVM pode subir este ano em 2026?
De acordo com nossa previsão mais recente sobre o valor de Sonic SVM em 2026, espera-se que SONIC fluctue dentro do intervalo de $0.028698 e $0.085666. No entanto, é crucial lembrar que o mercado de criptomoedas é excepcionalmente instável, e essa previsão de preço de Sonic SVM não considera flutuações repentinas e extremas de preço.
Onde estará Sonic SVM em 5 anos?
O futuro de Sonic SVM parece seguir uma tendência de alta, com um preço máximo de $0.269317 projetada após um período de cinco anos. Com base na previsão de Sonic SVM para 2030, o valor de Sonic SVM pode potencialmente atingir seu pico mais alto de aproximadamente $0.269317, enquanto seu pico mais baixo está previsto para cerca de $0.093147.
Quanto será Sonic SVM em 2026?
Com base na nossa nova simulação experimental de previsão de preços de Sonic SVM, espera-se que o valor de SONIC em 2026 aumente 3.13% para $0.085666 se o melhor cenário ocorrer. O preço ficará entre $0.085666 e $0.028698 durante 2026.
Quanto será Sonic SVM em 2027?
De acordo com nossa última simulação experimental para previsão de preços de Sonic SVM, o valor de SONIC pode diminuir -12.62% para $0.072577 em 2027, assumindo as condições mais favoráveis. O preço está projetado para flutuar entre $0.072577 e $0.027627 ao longo do ano.
Quanto será Sonic SVM em 2028?
Nosso novo modelo experimental de previsão de preços de Sonic SVM sugere que o valor de SONIC em 2028 pode aumentar 47.02%, alcançando $0.122121 no melhor cenário. O preço é esperado para variar entre $0.122121 e $0.049859 durante o ano.
Quanto será Sonic SVM em 2029?
Com base no nosso modelo de previsão experimental, o valor de Sonic SVM pode experimentar um 333.75% crescimento em 2029, potencialmente alcançando $0.360293 sob condições ótimas. A faixa de preço prevista para 2029 está entre $0.360293 e $0.109526.
Quanto será Sonic SVM em 2030?
Usando nossa nova simulação experimental para previsões de preços de Sonic SVM, espera-se que o valor de SONIC em 2030 aumente 224.23%, alcançando $0.269317 no melhor cenário. O preço está previsto para variar entre $0.269317 e $0.093147 ao longo de 2030.
Quanto será Sonic SVM em 2031?
Nossa simulação experimental indica que o preço de Sonic SVM poderia aumentar 195.98% em 2031, potencialmente atingindo $0.245856 sob condições ideais. O preço provavelmente oscilará entre $0.245856 e $0.110129 durante o ano.
Quanto será Sonic SVM em 2032?
Com base nos achados da nossa mais recente previsão experimental de preços de Sonic SVM, SONIC poderia ver um 449.04% aumento em valor, atingindo $0.45605 se o cenário mais positivo se desenrolar em 2032. O preço é esperado para permanecer dentro de uma faixa de $0.45605 e $0.1681043 ao longo do ano.
Quanto será Sonic SVM em 2033?
De acordo com nossa previsão experimental de preços de Sonic SVM, espera-se que o valor de SONIC seja aumentar 1362.43% em 2033, com o preço potencial mais alto sendo $1.21. Ao longo do ano, o preço de SONIC poderia variar entre $1.21 e $0.390637.
Quanto será Sonic SVM em 2034?
Os resultados da nossa nova simulação de previsão de preços de Sonic SVM sugerem que SONIC pode aumentar 746.96% em 2034, atingindo potencialmente $0.70352 nas melhores circunstâncias. A faixa de preço prevista para o ano é entre $0.70352 e $0.314054.
Quanto será Sonic SVM em 2035?
Com base em nossa previsão experimental para o preço de Sonic SVM, SONIC poderia aumentar 897.93%, com o valor potencialmente atingindo $0.828921 em 2035. A faixa de preço esperada para o ano está entre $0.828921 e $0.3713093.
Quanto será Sonic SVM em 2036?
Nossa recente simulação de previsão de preços de Sonic SVM sugere que o valor de SONIC pode aumentar 1964.7% em 2036, possivelmente atingindo $1.71 se as condições forem ideais. A faixa de preço esperada para 2036 está entre $1.71 e $0.614633.
Quanto será Sonic SVM em 2037?
De acordo com a simulação experimental, o valor de Sonic SVM poderia aumentar 4830.69% em 2037, com um pico de $4.09 sob condições favoráveis. O preço é esperado para cair entre $4.09 e $1.59 ao longo do ano.
Previsões relacionadas
Como ler e prever os movimentos de preço de Sonic SVM?
Traders de Sonic SVM 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 Sonic SVM
Médias móveis são ferramentas populares para a previsão de preço de Sonic SVM. Uma média móvel simples (SMA) calcula o preço médio de fechamento de SONIC 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 SONIC 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 SONIC.
Como ler gráficos de Sonic SVM 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 Sonic SVM 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 SONIC 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 Sonic SVM?
A ação de preço de Sonic SVM 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 SONIC. A capitalização de mercado de Sonic SVM pode mudar rapidamente.
Traders frequentemente monitoram a atividade de "baleias" de SONIC, grandes detentores de Sonic SVM, pois suas ações podem influenciar significativamente os movimentos de preço no relativamente pequeno mercado de Sonic SVM.
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