Previsão de Preço Sonic - Projeção S
Previsão de Preço Sonic até $0.1033078 até 2026
| Ano | Preço Mínimo | Preço Máximo |
|---|---|---|
| 2026 | $0.0346087 | $0.1033078 |
| 2027 | $0.033316 | $0.087523 |
| 2028 | $0.060127 | $0.14727 |
| 2029 | $0.132082 | $0.434491 |
| 2030 | $0.11233 | $0.32478 |
| 2031 | $0.1328093 | $0.296487 |
| 2032 | $0.202723 | $0.549969 |
| 2033 | $0.471085 | $1.46 |
| 2034 | $0.378729 | $0.8484014 |
| 2035 | $0.447775 | $0.999628 |
Calculadora de lucro do investimento
Se você abrir um short de $10,000.00 em Sonic hoje e fechar em Apr 06, 2026, nossa previsão mostra que pode lucrar cerca de $3,954.48, com um retorno de 39.54% nos próximos 90 dias.
Previsão de preço de longo prazo de Sonic para os anos 2027, 2028, 2029, 2030, 2031, 2032 e 2037
[
'name' => 'Sonic'
'name_with_ticker' => 'Sonic <small>S</small>'
'name_lang' => 'Sonic'
'name_lang_with_ticker' => 'Sonic <small>S</small>'
'name_with_lang' => 'Sonic'
'name_with_lang_with_ticker' => 'Sonic <small>S</small>'
'image' => '/uploads/coins/sonic-3.png?1734727663'
'price_for_sd' => 0.1001
'ticker' => 'S'
'marketcap' => '$379.44M'
'low24h' => '$0.09112'
'high24h' => '$0.1008'
'volume24h' => '$59.29M'
'current_supply' => '3.78B'
'max_supply' => '3.89B'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.1001'
'change_24h_pct' => '9.248%'
'ath_price' => '$1.03'
'ath_days' => 367
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '4 de jan. de 2025'
'ath_pct' => '-90.28%'
'fdv' => '$389.53M'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$4.93'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.1010272'
'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' => '$0.088532'
'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' => '$0.0346087'
'current_year_max_price_prediction' => '$0.1033078'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.11233'
'grand_prediction_max_price' => '$0.32478'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.10206816881058
107 => 0.10244925430217
108 => 0.10330785937344
109 => 0.095971173046424
110 => 0.099265129813461
111 => 0.10120002081208
112 => 0.092458112888365
113 => 0.10102722139981
114 => 0.095843457660124
115 => 0.094084010389357
116 => 0.096452874349894
117 => 0.095529725760677
118 => 0.094736056812772
119 => 0.094293175902877
120 => 0.096032608153521
121 => 0.095951461559957
122 => 0.093105412788653
123 => 0.089392858186275
124 => 0.090638913371284
125 => 0.09018620984074
126 => 0.088545553846134
127 => 0.089651157892939
128 => 0.084782637204214
129 => 0.07640660040295
130 => 0.081940066878811
131 => 0.081727034438744
201 => 0.08161961382221
202 => 0.085777860945039
203 => 0.085378141431263
204 => 0.084652646599694
205 => 0.088532229564612
206 => 0.087116129594662
207 => 0.091480216026933
208 => 0.09435468560264
209 => 0.093625627138891
210 => 0.09632907966836
211 => 0.090667619966069
212 => 0.092548129780831
213 => 0.09293570024738
214 => 0.088484356113037
215 => 0.085443540487131
216 => 0.085240752752719
217 => 0.079968397507604
218 => 0.08278484712258
219 => 0.085263206231155
220 => 0.084076264546584
221 => 0.083700514268123
222 => 0.085620140950488
223 => 0.085769312384198
224 => 0.082368187887119
225 => 0.083075389369667
226 => 0.086024537114357
227 => 0.083001078413235
228 => 0.07712699203613
301 => 0.07567013739901
302 => 0.07547576613526
303 => 0.071524660814792
304 => 0.075767491392084
305 => 0.073915382144306
306 => 0.079766173066361
307 => 0.076424232670104
308 => 0.076280168299073
309 => 0.076062393872611
310 => 0.07266151430518
311 => 0.073406090793275
312 => 0.075881176441907
313 => 0.076764314885175
314 => 0.076672196310202
315 => 0.075869047171951
316 => 0.076236724734653
317 => 0.075052307197834
318 => 0.074634064714064
319 => 0.073313976388627
320 => 0.071373811233943
321 => 0.071643603098426
322 => 0.067799628255168
323 => 0.065705226745376
324 => 0.065125524011233
325 => 0.064350321287693
326 => 0.065213085221593
327 => 0.067788738757408
328 => 0.064681954137835
329 => 0.059355589823179
330 => 0.059675713394173
331 => 0.060394936012656
401 => 0.059054669421248
402 => 0.057786219572529
403 => 0.058889033803401
404 => 0.056632183027061
405 => 0.060667665646744
406 => 0.060558517151191
407 => 0.062062695519238
408 => 0.063003289121625
409 => 0.060835525388918
410 => 0.060290338672398
411 => 0.060600901803482
412 => 0.055467985034584
413 => 0.061643226711735
414 => 0.061696630458191
415 => 0.061239355158676
416 => 0.064527480712562
417 => 0.07146645122334
418 => 0.068855731397743
419 => 0.067844781771847
420 => 0.06592296579402
421 => 0.068483671478333
422 => 0.06828704923501
423 => 0.067397848883928
424 => 0.06686005773712
425 => 0.067850954414691
426 => 0.066737274673001
427 => 0.066537227189521
428 => 0.06532515709344
429 => 0.064892503214815
430 => 0.064572183507528
501 => 0.064219542983769
502 => 0.064997380106637
503 => 0.063234698853223
504 => 0.061109078059379
505 => 0.060932355689907
506 => 0.06142030168961
507 => 0.061204421908048
508 => 0.060931322140567
509 => 0.06040990031015
510 => 0.06025520559148
511 => 0.06075788837995
512 => 0.060190388819995
513 => 0.061027765334009
514 => 0.060800045256353
515 => 0.059528019413844
516 => 0.057942604249793
517 => 0.057928490729312
518 => 0.057586915632819
519 => 0.057151868391276
520 => 0.057030848201211
521 => 0.058796157864876
522 => 0.06245029603739
523 => 0.06173290127801
524 => 0.062251292513234
525 => 0.064801264319875
526 => 0.065611823676879
527 => 0.065036507844428
528 => 0.064248980049035
529 => 0.064283627275261
530 => 0.066974848152996
531 => 0.067142696298022
601 => 0.067566794410637
602 => 0.068111880335461
603 => 0.065129338334444
604 => 0.064143149815228
605 => 0.063675838983168
606 => 0.062236702492475
607 => 0.06378868781545
608 => 0.06288441243039
609 => 0.06300643007428
610 => 0.062926965923626
611 => 0.062970358723225
612 => 0.060666537647108
613 => 0.061505928961975
614 => 0.060110278098387
615 => 0.058241658261205
616 => 0.058235393992288
617 => 0.058692736050166
618 => 0.058420691098344
619 => 0.057688625127904
620 => 0.057792611643751
621 => 0.056881580345178
622 => 0.057903227338152
623 => 0.057932524518282
624 => 0.057539134776499
625 => 0.059113122929293
626 => 0.059757987159745
627 => 0.059499049604479
628 => 0.059739819410593
629 => 0.061762712269105
630 => 0.062092532070046
701 => 0.062239016238951
702 => 0.062042746858052
703 => 0.05977679417857
704 => 0.05987729881548
705 => 0.05913986247571
706 => 0.058516806477731
707 => 0.058541725450152
708 => 0.058862057224723
709 => 0.060260964871486
710 => 0.063204883543989
711 => 0.063316603105633
712 => 0.063452010473437
713 => 0.062901240658291
714 => 0.062735123211885
715 => 0.062954275002245
716 => 0.064059856071747
717 => 0.066903710744837
718 => 0.0658985025687
719 => 0.065081252674503
720 => 0.065798201160703
721 => 0.06568783256088
722 => 0.064756210507345
723 => 0.064730062979166
724 => 0.062941982400843
725 => 0.062280969723662
726 => 0.061728578054669
727 => 0.061125380772677
728 => 0.060767785204557
729 => 0.061317214521469
730 => 0.061442875506903
731 => 0.060241538703093
801 => 0.060077800935826
802 => 0.061058838502473
803 => 0.060627120446159
804 => 0.061071153173171
805 => 0.06117417257468
806 => 0.061157584078299
807 => 0.060706820845003
808 => 0.060994123887953
809 => 0.060314566542218
810 => 0.059575649994945
811 => 0.059104267273913
812 => 0.058692923329967
813 => 0.058921160857518
814 => 0.058107535746324
815 => 0.057847240698214
816 => 0.060896792081525
817 => 0.063149528476578
818 => 0.063116772797213
819 => 0.062917381023151
820 => 0.06262112529204
821 => 0.064038183119753
822 => 0.063544508507543
823 => 0.06390369803582
824 => 0.063995126845903
825 => 0.06427185431743
826 => 0.064370760602971
827 => 0.064071797113234
828 => 0.063068439126363
829 => 0.060568166419495
830 => 0.059404282725091
831 => 0.059020181719922
901 => 0.059034143061948
902 => 0.058649026922689
903 => 0.058762460885395
904 => 0.058609579219668
905 => 0.058320058330828
906 => 0.058903283758481
907 => 0.058970495055897
908 => 0.058834363272058
909 => 0.058866427235195
910 => 0.057739314207652
911 => 0.057825006163176
912 => 0.057347862465615
913 => 0.057258403774376
914 => 0.056052226056597
915 => 0.053915307391297
916 => 0.055099367767587
917 => 0.053669189337112
918 => 0.053127559094752
919 => 0.055691552421301
920 => 0.05543419860542
921 => 0.054993720741647
922 => 0.054342162177497
923 => 0.054100492768099
924 => 0.052632185939835
925 => 0.052545430539309
926 => 0.053273163051016
927 => 0.05293733953661
928 => 0.052465716136074
929 => 0.050757543987028
930 => 0.048836992935139
1001 => 0.048894962299242
1002 => 0.049505853855726
1003 => 0.051282103446151
1004 => 0.050588092001742
1005 => 0.050084578735959
1006 => 0.049990285836832
1007 => 0.051170558884973
1008 => 0.052840892522941
1009 => 0.053624575694267
1010 => 0.052847969472295
1011 => 0.051955846059941
1012 => 0.05201014547835
1013 => 0.052371375182451
1014 => 0.052409335316839
1015 => 0.051828654687165
1016 => 0.051992112883062
1017 => 0.051743804936564
1018 => 0.050219939527247
1019 => 0.050192377634222
1020 => 0.049818396487126
1021 => 0.049807072486622
1022 => 0.049170837261443
1023 => 0.049081823555354
1024 => 0.047818539899043
1025 => 0.048650037027202
1026 => 0.048092312409192
1027 => 0.047251689855913
1028 => 0.047106766210878
1029 => 0.047102409631108
1030 => 0.047965541033562
1031 => 0.048639950834225
1101 => 0.048102014267705
1102 => 0.04797953653897
1103 => 0.049287278253986
1104 => 0.04912085620042
1105 => 0.048976735775339
1106 => 0.052691332466041
1107 => 0.049750939331756
1108 => 0.048468760093435
1109 => 0.046881819806779
1110 => 0.047398535566162
1111 => 0.047507415168798
1112 => 0.043691109846878
1113 => 0.042142835253066
1114 => 0.041611525757967
1115 => 0.041305749631923
1116 => 0.041445095652256
1117 => 0.040051466923328
1118 => 0.04098800847766
1119 => 0.039781243798912
1120 => 0.039578925773368
1121 => 0.041736770508426
1122 => 0.042037021997363
1123 => 0.040756055864731
1124 => 0.04157864349146
1125 => 0.041280361783185
1126 => 0.039801930315704
1127 => 0.039745465108252
1128 => 0.03900364016725
1129 => 0.037842827780194
1130 => 0.037312305370555
1201 => 0.037036004693408
1202 => 0.037150011737792
1203 => 0.037092366287478
1204 => 0.036716190731298
1205 => 0.037113928230023
1206 => 0.036097873277261
1207 => 0.03569327200816
1208 => 0.035510523001586
1209 => 0.034608715749068
1210 => 0.036043892123329
1211 => 0.036326639948934
1212 => 0.0366099448751
1213 => 0.039075920836892
1214 => 0.038952727646617
1215 => 0.04006633408919
1216 => 0.040023061390622
1217 => 0.039705442793972
1218 => 0.038365462180429
1219 => 0.038899554570129
1220 => 0.037255701211017
1221 => 0.038487387918827
1222 => 0.037925297541849
1223 => 0.038297344596959
1224 => 0.037628370445741
1225 => 0.037998608362291
1226 => 0.036393689947638
1227 => 0.034895039713846
1228 => 0.035498140316251
1229 => 0.036153779643986
1230 => 0.037575372760308
1231 => 0.036728683628115
]
'min_raw' => 0.034608715749068
'max_raw' => 0.10330785937344
'avg_raw' => 0.068958287561255
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.0346087'
'max' => '$0.1033078'
'avg' => '$0.068958'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.065561284250932
'max_diff' => 0.003137859373441
'year' => 2026
]
1 => [
'items' => [
101 => 0.037033185056912
102 => 0.036013156243365
103 => 0.033908545444191
104 => 0.033920457312754
105 => 0.03359670879274
106 => 0.03331694280339
107 => 0.036825936060114
108 => 0.036389537279666
109 => 0.035694192937482
110 => 0.036624938971381
111 => 0.036871042995669
112 => 0.036878049231259
113 => 0.03755709751156
114 => 0.037919505700482
115 => 0.037983381714546
116 => 0.039051878855408
117 => 0.039410025003207
118 => 0.04088517829925
119 => 0.037888757897657
120 => 0.037827048591335
121 => 0.036638036476799
122 => 0.035883946196223
123 => 0.036689669683463
124 => 0.037403430700933
125 => 0.036660215021213
126 => 0.036757263298846
127 => 0.035759556971773
128 => 0.036116190037256
129 => 0.036423370476911
130 => 0.036253763493365
131 => 0.035999853629926
201 => 0.037344910437124
202 => 0.037269017060742
203 => 0.038521564882327
204 => 0.039498015479807
205 => 0.041247989511913
206 => 0.039421800381201
207 => 0.039355246790833
208 => 0.040005818812208
209 => 0.03940992540402
210 => 0.039786509468453
211 => 0.041187315997166
212 => 0.041216912831756
213 => 0.040721127719011
214 => 0.040690959149844
215 => 0.040786180104041
216 => 0.041343892206948
217 => 0.041149010461431
218 => 0.041374532551146
219 => 0.041656551377651
220 => 0.042823100817583
221 => 0.043104351938216
222 => 0.042421057527065
223 => 0.042482751361868
224 => 0.042227180495247
225 => 0.041980302240384
226 => 0.042535248503642
227 => 0.043549423707242
228 => 0.043543114575936
301 => 0.043778383510422
302 => 0.043924954107534
303 => 0.043295765808495
304 => 0.042886187361716
305 => 0.043043245800365
306 => 0.043294385664052
307 => 0.04296180452735
308 => 0.040908959685052
309 => 0.041531661673969
310 => 0.041428013614441
311 => 0.04128040617364
312 => 0.041906537838708
313 => 0.041846145912154
314 => 0.040037173246395
315 => 0.04015297780726
316 => 0.040044215705298
317 => 0.040395648307368
318 => 0.039390946890205
319 => 0.039699986279357
320 => 0.039893812887169
321 => 0.040007978248216
322 => 0.04042042181624
323 => 0.040372026323938
324 => 0.040417413484488
325 => 0.041028958414803
326 => 0.044121942815458
327 => 0.0442902871321
328 => 0.043461298147912
329 => 0.043792462896011
330 => 0.043156698997431
331 => 0.043583491561796
401 => 0.043875492194978
402 => 0.04255599748212
403 => 0.042477865568674
404 => 0.041839477646332
405 => 0.042182511155658
406 => 0.041636720177337
407 => 0.041770638192459
408 => 0.041396191747416
409 => 0.042070120796951
410 => 0.042823678192319
411 => 0.043014056549272
412 => 0.042513253055164
413 => 0.042150638320871
414 => 0.041514006300173
415 => 0.042572739538864
416 => 0.042882345402169
417 => 0.042571113311068
418 => 0.042498994035004
419 => 0.04236232813718
420 => 0.042527988351289
421 => 0.042880659222146
422 => 0.042714346152258
423 => 0.042824198864978
424 => 0.042405553603715
425 => 0.043295974096003
426 => 0.044710176129117
427 => 0.044714723019899
428 => 0.044548409053522
429 => 0.044480356961765
430 => 0.044651005184043
501 => 0.044743574844272
502 => 0.045295419903589
503 => 0.045887571638712
504 => 0.048650885410489
505 => 0.047874957960953
506 => 0.050326734329546
507 => 0.052265771113786
508 => 0.052847203461578
509 => 0.052312313060115
510 => 0.050482481890925
511 => 0.050392701644094
512 => 0.053127241945657
513 => 0.052354609060585
514 => 0.052262706837403
515 => 0.051285022454005
516 => 0.05186295501316
517 => 0.051736552684714
518 => 0.051537020425448
519 => 0.052639675489184
520 => 0.054703747333802
521 => 0.054382042380076
522 => 0.054141904555582
523 => 0.05308969051172
524 => 0.05372335838664
525 => 0.053497721393489
526 => 0.054467201108837
527 => 0.05389290280207
528 => 0.052348755606575
529 => 0.052594666137034
530 => 0.052557497255058
531 => 0.053322430212298
601 => 0.053092816325337
602 => 0.052512661458458
603 => 0.054696692560631
604 => 0.054554873729075
605 => 0.054755940407923
606 => 0.054844456178145
607 => 0.056173837423093
608 => 0.056718442383693
609 => 0.056842077244401
610 => 0.057359409835712
611 => 0.05682920553825
612 => 0.058950400757354
613 => 0.060360871802886
614 => 0.061999206504448
615 => 0.064393253846283
616 => 0.065293437792989
617 => 0.065130827620251
618 => 0.066945966991945
619 => 0.070207732094599
620 => 0.06579012360493
621 => 0.070441876071343
622 => 0.068969184947542
623 => 0.06547746078559
624 => 0.065252634914284
625 => 0.067617271056509
626 => 0.072861806432168
627 => 0.071548109803593
628 => 0.072863955169234
629 => 0.071328951654973
630 => 0.071252725792464
701 => 0.072789403474738
702 => 0.076379934639311
703 => 0.07467420787207
704 => 0.072228630289869
705 => 0.074034406719165
706 => 0.072470076059389
707 => 0.068945201254333
708 => 0.07154710524454
709 => 0.069807286144248
710 => 0.070315057851583
711 => 0.073971898821838
712 => 0.073531898041495
713 => 0.074101299794233
714 => 0.073096320604489
715 => 0.072157511570596
716 => 0.070405154791961
717 => 0.069886368339952
718 => 0.070029742251306
719 => 0.069886297290962
720 => 0.068905869778305
721 => 0.068694146550295
722 => 0.068341265227802
723 => 0.06845063790526
724 => 0.067787117779903
725 => 0.069039317346706
726 => 0.069271736620649
727 => 0.07018298304059
728 => 0.070277591666852
729 => 0.072815399975608
730 => 0.071417617805281
731 => 0.072355370763843
801 => 0.072271489312756
802 => 0.065553137036014
803 => 0.066478866703225
804 => 0.067919011555432
805 => 0.067270228251583
806 => 0.066353000451853
807 => 0.065612289824927
808 => 0.064490037483585
809 => 0.066069586103077
810 => 0.06814652457144
811 => 0.07033026625388
812 => 0.07295388880091
813 => 0.072368326790746
814 => 0.070281219455318
815 => 0.070374845565752
816 => 0.070953605339941
817 => 0.070204058846496
818 => 0.069983002952693
819 => 0.070923235654677
820 => 0.070929710520553
821 => 0.070067266694124
822 => 0.069108818206603
823 => 0.069104802272444
824 => 0.068934255621604
825 => 0.071359291525286
826 => 0.072692816073526
827 => 0.0728457025139
828 => 0.072682525597954
829 => 0.072745325916641
830 => 0.071969377364228
831 => 0.073742965654649
901 => 0.075370585659642
902 => 0.074934348729274
903 => 0.074280367555919
904 => 0.073759440051341
905 => 0.074811634764509
906 => 0.07476478219024
907 => 0.075356369818803
908 => 0.075329531986795
909 => 0.075130603318046
910 => 0.074934355833643
911 => 0.07571245492649
912 => 0.075488374883639
913 => 0.075263946782589
914 => 0.07481382186771
915 => 0.074875001319426
916 => 0.074221133065141
917 => 0.073918623691733
918 => 0.069369608537158
919 => 0.068153963044497
920 => 0.068536429863234
921 => 0.068662347870709
922 => 0.068133297394411
923 => 0.068891819875505
924 => 0.068773604950301
925 => 0.069233510070854
926 => 0.068946181318291
927 => 0.068957973390521
928 => 0.069802945986857
929 => 0.070048245126344
930 => 0.069923484004194
1001 => 0.070010862417587
1002 => 0.072024461074099
1003 => 0.071738191736403
1004 => 0.071586116856312
1005 => 0.071628242637396
1006 => 0.072142760266176
1007 => 0.072286797110614
1008 => 0.071676502879442
1009 => 0.071964321166932
1010 => 0.073189814905483
1011 => 0.073618668357037
1012 => 0.074987362713064
1013 => 0.074405917024022
1014 => 0.075473185750639
1015 => 0.07875360595754
1016 => 0.081374232606625
1017 => 0.07896419603815
1018 => 0.083776643144403
1019 => 0.087523823521157
1020 => 0.087380000497042
1021 => 0.086726592924511
1022 => 0.082460527689521
1023 => 0.078534830856833
1024 => 0.081818842951269
1025 => 0.081827214573461
1026 => 0.081545115022102
1027 => 0.07979301893652
1028 => 0.081484145876213
1029 => 0.081618381391414
1030 => 0.081543245199006
1031 => 0.080199917238197
1101 => 0.078148903730547
1102 => 0.078549666860509
1103 => 0.079206125042734
1104 => 0.07796331275226
1105 => 0.077566158920802
1106 => 0.078304543455091
1107 => 0.080683772273098
1108 => 0.080233992846988
1109 => 0.080222247288471
1110 => 0.08214659440953
1111 => 0.080769177170953
1112 => 0.078554721767
1113 => 0.077995542572423
1114 => 0.076010833139917
1115 => 0.077381679014241
1116 => 0.077431013316789
1117 => 0.076680215041126
1118 => 0.078615644909184
1119 => 0.078597809582224
1120 => 0.080435212191225
1121 => 0.083947635882731
1122 => 0.08290883936128
1123 => 0.081700832027573
1124 => 0.081832175919157
1125 => 0.083272694225487
1126 => 0.082401723973646
1127 => 0.082714930948828
1128 => 0.083272220149218
1129 => 0.083608446560526
1130 => 0.0817837981128
1201 => 0.081358385276612
1202 => 0.080488139913385
1203 => 0.080261109142018
1204 => 0.080969905832101
1205 => 0.080783162946421
1206 => 0.077426866959691
1207 => 0.077076115354824
1208 => 0.077086872405787
1209 => 0.076204890818017
1210 => 0.074859657196833
1211 => 0.078394850833579
1212 => 0.078110925309545
1213 => 0.077797493505102
1214 => 0.077835887112729
1215 => 0.079370394851611
1216 => 0.078480302868561
1217 => 0.080846758288707
1218 => 0.080360286196486
1219 => 0.079861337930728
1220 => 0.079792368082064
1221 => 0.079600315568012
1222 => 0.078941696037737
1223 => 0.078146373378031
1224 => 0.077621232468425
1225 => 0.071601483909298
1226 => 0.072718714226605
1227 => 0.07400398586792
1228 => 0.074447656488099
1229 => 0.07368872719121
1230 => 0.078971663192107
1231 => 0.079936906507108
]
'min_raw' => 0.03331694280339
'max_raw' => 0.087523823521157
'avg_raw' => 0.060420383162273
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.033316'
'max' => '$0.087523'
'avg' => '$0.06042'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.0012917729456789
'max_diff' => -0.015784035852284
'year' => 2027
]
2 => [
'items' => [
101 => 0.077013121544705
102 => 0.076466200755592
103 => 0.079007519227988
104 => 0.077474793525585
105 => 0.078164979815527
106 => 0.076673174568389
107 => 0.079704407658148
108 => 0.079681314740708
109 => 0.078502096605288
110 => 0.079498763698408
111 => 0.079325568264206
112 => 0.077994233893602
113 => 0.079746613332354
114 => 0.079747482490693
115 => 0.078612510673764
116 => 0.077287112068869
117 => 0.077050162102831
118 => 0.076871652133171
119 => 0.078121077305851
120 => 0.079241308008825
121 => 0.081325779618315
122 => 0.081849865306765
123 => 0.083895406639145
124 => 0.082677386371313
125 => 0.08321731898004
126 => 0.083803492204943
127 => 0.084084525204769
128 => 0.083626597012616
129 => 0.086804164680204
130 => 0.087072448749506
131 => 0.087162402077295
201 => 0.086090944138167
202 => 0.087042649565966
203 => 0.08659737811347
204 => 0.087755850732892
205 => 0.087937514031739
206 => 0.087783651680475
207 => 0.087841314478889
208 => 0.085129821035951
209 => 0.084989215796667
210 => 0.08307205338214
211 => 0.083853311237009
212 => 0.082392787123996
213 => 0.082855934365298
214 => 0.083060085256235
215 => 0.08295344841627
216 => 0.083897482383934
217 => 0.083094860658022
218 => 0.080976609960111
219 => 0.078857782146215
220 => 0.078831181988971
221 => 0.07827333202599
222 => 0.077870108678071
223 => 0.077947783799997
224 => 0.078221521060989
225 => 0.077854198570835
226 => 0.077932585447833
227 => 0.079234329895018
228 => 0.079495385460284
229 => 0.078608216648515
301 => 0.075046105851415
302 => 0.074171954926928
303 => 0.074800277276283
304 => 0.074499979662433
305 => 0.060127298072596
306 => 0.063503946419129
307 => 0.061497656631762
308 => 0.062422247270736
309 => 0.060374344924056
310 => 0.06135171126365
311 => 0.061171227388431
312 => 0.066600778007367
313 => 0.066516003042555
314 => 0.066556580332019
315 => 0.064619720582328
316 => 0.067705190755059
317 => 0.069225204312066
318 => 0.068943890256514
319 => 0.069014690943623
320 => 0.067798100565196
321 => 0.066568359586217
322 => 0.06520438758475
323 => 0.067738478971441
324 => 0.067456731267624
325 => 0.068102959130557
326 => 0.069746498535419
327 => 0.069988515955984
328 => 0.070313789823522
329 => 0.07019720229658
330 => 0.072974790187255
331 => 0.07263840596658
401 => 0.073448995154063
402 => 0.07178155169586
403 => 0.069894681147718
404 => 0.070253313552474
405 => 0.070218774367956
406 => 0.069779050906816
407 => 0.069382088227462
408 => 0.06872125720988
409 => 0.070812224334098
410 => 0.07072733488741
411 => 0.072101596356116
412 => 0.071858682292658
413 => 0.070236442725734
414 => 0.07029438132923
415 => 0.070684046282084
416 => 0.072032681133027
417 => 0.07243304777885
418 => 0.072247581996652
419 => 0.072686565746365
420 => 0.073033520603329
421 => 0.072730137934589
422 => 0.077025396746518
423 => 0.075241705823406
424 => 0.076111064368489
425 => 0.076318401258934
426 => 0.075787312173885
427 => 0.075902486379558
428 => 0.07607694391806
429 => 0.077136215929553
430 => 0.079916052190538
501 => 0.081147222747543
502 => 0.084851260113177
503 => 0.081044991171505
504 => 0.080819142924413
505 => 0.081486351905176
506 => 0.083661013950978
507 => 0.085423373283481
508 => 0.086008049547021
509 => 0.086085324167201
510 => 0.087182215706146
511 => 0.087810933480453
512 => 0.087049024222206
513 => 0.086403385901067
514 => 0.084090789574325
515 => 0.084358478896136
516 => 0.086202592868687
517 => 0.088807512472687
518 => 0.09104280448861
519 => 0.090260083132425
520 => 0.09623169456495
521 => 0.09682375544664
522 => 0.096741951776411
523 => 0.098090754575372
524 => 0.095413655698347
525 => 0.094269144062071
526 => 0.086542980234404
527 => 0.088713717123851
528 => 0.09186901067557
529 => 0.091451395742257
530 => 0.08915993722376
531 => 0.091041066211844
601 => 0.090419106140041
602 => 0.089928540426263
603 => 0.092175917061922
604 => 0.089704834133871
605 => 0.091844359733083
606 => 0.089100396021535
607 => 0.090263658537649
608 => 0.089603334472826
609 => 0.09003064506904
610 => 0.087532596054961
611 => 0.088880482666246
612 => 0.087476519540492
613 => 0.087475853879169
614 => 0.087444861315353
615 => 0.089096617706678
616 => 0.089150481423299
617 => 0.087929830954445
618 => 0.087753916151739
619 => 0.088404365378023
620 => 0.087642859686966
621 => 0.087999163406952
622 => 0.087653651763672
623 => 0.087575869815182
624 => 0.086956090016099
625 => 0.086689071837453
626 => 0.086793776545511
627 => 0.086436365397933
628 => 0.086221012253392
629 => 0.087402022154544
630 => 0.086771056206162
701 => 0.087305317573629
702 => 0.08669645931624
703 => 0.084585891329216
704 => 0.083372081361026
705 => 0.079385414083293
706 => 0.080516027977813
707 => 0.081265626159584
708 => 0.08101788396498
709 => 0.081550130062491
710 => 0.081582805650155
711 => 0.081409767018247
712 => 0.08120941045012
713 => 0.081111887953169
714 => 0.08183874074676
715 => 0.08226070325818
716 => 0.081340858365455
717 => 0.081125351577087
718 => 0.082055365549661
719 => 0.08262267353568
720 => 0.08681135696162
721 => 0.086501045764157
722 => 0.087279865974292
723 => 0.087192182770601
724 => 0.088008510426612
725 => 0.089342861138381
726 => 0.086629753051027
727 => 0.087100654802773
728 => 0.086985200567954
729 => 0.088245699629977
730 => 0.08824963477046
731 => 0.08749390261618
801 => 0.087903597277369
802 => 0.087674916956878
803 => 0.088088173204004
804 => 0.086496901368927
805 => 0.088434898696871
806 => 0.089533618300026
807 => 0.089548874022782
808 => 0.090069658394699
809 => 0.090598805478364
810 => 0.09161445722646
811 => 0.090570479502355
812 => 0.088692465205874
813 => 0.08882805177213
814 => 0.087726972677242
815 => 0.087745482015753
816 => 0.087646677716177
817 => 0.087943196856845
818 => 0.086561970645586
819 => 0.086886141676613
820 => 0.086432300334832
821 => 0.087099668240329
822 => 0.086381690693881
823 => 0.086985144892427
824 => 0.087245575719695
825 => 0.088206571078991
826 => 0.086239750897952
827 => 0.082229271406793
828 => 0.083072322818199
829 => 0.081825383560471
830 => 0.081940792536206
831 => 0.082173937034394
901 => 0.081418239435635
902 => 0.08156240272271
903 => 0.081557252195634
904 => 0.081512867735835
905 => 0.081316281603972
906 => 0.08103119281939
907 => 0.082166898791466
908 => 0.082359877366805
909 => 0.082788844834795
910 => 0.084065161048123
911 => 0.083937626960803
912 => 0.084145640348561
913 => 0.083691548291031
914 => 0.081961856564388
915 => 0.082055787146942
916 => 0.08088447127735
917 => 0.082758891654533
918 => 0.082315004168076
919 => 0.082028827017898
920 => 0.08195074093106
921 => 0.083230220885413
922 => 0.083613061341147
923 => 0.083374500860601
924 => 0.08288520635508
925 => 0.083824796452615
926 => 0.084076191124591
927 => 0.084132469120568
928 => 0.085797242624868
929 => 0.084225511466132
930 => 0.084603842777704
1001 => 0.087555475671152
1002 => 0.084878751934291
1003 => 0.086296672195769
1004 => 0.086227272377471
1005 => 0.086952632403437
1006 => 0.086167771683669
1007 => 0.086177500972937
1008 => 0.086821571535851
1009 => 0.085917090588977
1010 => 0.085693128386786
1011 => 0.085383726208508
1012 => 0.086059294545527
1013 => 0.086464267210241
1014 => 0.089728049468194
1015 => 0.091836601653386
1016 => 0.091745063842116
1017 => 0.09258154808552
1018 => 0.092204704272549
1019 => 0.09098777619409
1020 => 0.09306492403545
1021 => 0.092407627546887
1022 => 0.092461814270789
1023 => 0.092459797438219
1024 => 0.092896842141257
1025 => 0.092587155914596
1026 => 0.091976732573207
1027 => 0.092381960074485
1028 => 0.0935853408818
1029 => 0.097320671831936
1030 => 0.099411012518185
1031 => 0.097194830697914
1101 => 0.09872352324168
1102 => 0.097806852444268
1103 => 0.097640266091784
1104 => 0.098600397978761
1105 => 0.099562210449505
1106 => 0.099500947153148
1107 => 0.098802720689005
1108 => 0.098408310276251
1109 => 0.1013949180588
1110 => 0.10359539979745
1111 => 0.1034453416951
1112 => 0.1041076493574
1113 => 0.10605220513833
1114 => 0.10622999094897
1115 => 0.10620759402319
1116 => 0.10576693334148
1117 => 0.10768160104029
1118 => 0.10927885052
1119 => 0.10566493312558
1120 => 0.10704106555972
1121 => 0.10765885574563
1122 => 0.10856595502862
1123 => 0.11009638356653
1124 => 0.11175883488482
1125 => 0.11199392372908
1126 => 0.11182711694404
1127 => 0.11073068561054
1128 => 0.11254975968018
1129 => 0.11361533060764
1130 => 0.11424985370978
1201 => 0.11585889872224
1202 => 0.10766267100749
1203 => 0.10186097365205
1204 => 0.10095495483247
1205 => 0.10279737972951
1206 => 0.1032832124818
1207 => 0.10308737390853
1208 => 0.096557036067729
1209 => 0.10092057395522
1210 => 0.10561537382547
1211 => 0.10579572020866
1212 => 0.10814603518735
1213 => 0.10891139408707
1214 => 0.11080370570774
1215 => 0.11068534110065
1216 => 0.11114608886703
1217 => 0.11104017093458
1218 => 0.11454527973864
1219 => 0.11841193526321
1220 => 0.11827804527761
1221 => 0.11772216779776
1222 => 0.11854774064653
1223 => 0.12253854352388
1224 => 0.12217113434625
1225 => 0.12252804106648
1226 => 0.12723342257067
1227 => 0.13335108785884
1228 => 0.13050881812893
1229 => 0.13667572560174
1230 => 0.14055746696216
1231 => 0.14727053726544
]
'min_raw' => 0.060127298072596
'max_raw' => 0.14727053726544
'avg_raw' => 0.10369891766902
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.060127'
'max' => '$0.14727'
'avg' => '$0.103698'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.026810355269207
'max_diff' => 0.059746713744288
'year' => 2028
]
3 => [
'items' => [
101 => 0.1464300278009
102 => 0.14904337680719
103 => 0.14492534043976
104 => 0.13546949654768
105 => 0.13397307305624
106 => 0.13696895078157
107 => 0.14433402383585
108 => 0.13673699842103
109 => 0.13827386676806
110 => 0.13783124858072
111 => 0.13780766333852
112 => 0.13870781610507
113 => 0.13740209756839
114 => 0.13208236535566
115 => 0.13452036727937
116 => 0.13357893765416
117 => 0.13462352401156
118 => 0.14026072576228
119 => 0.13776838449418
120 => 0.1351429054296
121 => 0.13843583881703
122 => 0.1426288745939
123 => 0.1423664819506
124 => 0.14185733055097
125 => 0.14472739033239
126 => 0.14946788824269
127 => 0.15074922577898
128 => 0.15169508295248
129 => 0.15182550067631
130 => 0.153168884286
131 => 0.14594517204045
201 => 0.15740938889223
202 => 0.15938894244993
203 => 0.15901686842517
204 => 0.16121705889221
205 => 0.16056970704336
206 => 0.15963179578078
207 => 0.16311956566497
208 => 0.15912111894126
209 => 0.1534458272074
210 => 0.15033224991766
211 => 0.1544324596579
212 => 0.15693631466867
213 => 0.1585912035557
214 => 0.159091971933
215 => 0.1465059282588
216 => 0.13972274877239
217 => 0.14407068905387
218 => 0.14937547627608
219 => 0.14591570367958
220 => 0.14605132021515
221 => 0.14111859370479
222 => 0.14981191311896
223 => 0.14854536960264
224 => 0.15511619960578
225 => 0.15354801829133
226 => 0.15890627508074
227 => 0.15749526649335
228 => 0.16335228425118
301 => 0.16568880720721
302 => 0.16961219290114
303 => 0.17249825138864
304 => 0.17419300013401
305 => 0.17409125377618
306 => 0.18080669262579
307 => 0.17684683295574
308 => 0.17187231594289
309 => 0.17178234262453
310 => 0.17435871547493
311 => 0.17975808617601
312 => 0.18115806444115
313 => 0.18194046130282
314 => 0.18074219327375
315 => 0.1764440494076
316 => 0.17458813267829
317 => 0.17616942750275
318 => 0.17423563981465
319 => 0.17757389988931
320 => 0.18215804398569
321 => 0.18121143635746
322 => 0.1843758037353
323 => 0.1876505910702
324 => 0.19233368403901
325 => 0.19355801795549
326 => 0.19558179536218
327 => 0.19766492708992
328 => 0.19833397285889
329 => 0.19961138882457
330 => 0.19960465621188
331 => 0.20345423520446
401 => 0.20770044004482
402 => 0.20930328407219
403 => 0.21298893553179
404 => 0.20667738656786
405 => 0.21146476895885
406 => 0.21578310771147
407 => 0.21063460622638
408 => 0.21773061607659
409 => 0.21800613805917
410 => 0.22216619288135
411 => 0.217949180349
412 => 0.21544513176847
413 => 0.22267422619498
414 => 0.22617215727363
415 => 0.22511855196563
416 => 0.21710056354887
417 => 0.21243375038261
418 => 0.20021980016549
419 => 0.21468775180106
420 => 0.22173466900681
421 => 0.21708231373572
422 => 0.21942869112311
423 => 0.2322297653333
424 => 0.23710358558437
425 => 0.23608986504272
426 => 0.236261167127
427 => 0.23889099206838
428 => 0.25055308412951
429 => 0.2435648882413
430 => 0.24890710215513
501 => 0.25174059315224
502 => 0.25437249750252
503 => 0.24790937224014
504 => 0.23950094123594
505 => 0.23683763817499
506 => 0.21661972869191
507 => 0.21556729870138
508 => 0.21497653785581
509 => 0.21125187428924
510 => 0.20832530899714
511 => 0.20599799562045
512 => 0.19989043032543
513 => 0.20195155432304
514 => 0.19221736999072
515 => 0.19844495616823
516 => 0.18290896293374
517 => 0.19584779975395
518 => 0.18880577912943
519 => 0.19353430658426
520 => 0.19351780919742
521 => 0.18481109097209
522 => 0.17978923760429
523 => 0.18298935802371
524 => 0.1864201411392
525 => 0.18697677415715
526 => 0.19142487401898
527 => 0.19266624307884
528 => 0.18890483687351
529 => 0.182587014006
530 => 0.18405450016392
531 => 0.17975949904414
601 => 0.17223267478655
602 => 0.17763857137409
603 => 0.17948438214957
604 => 0.18029959734155
605 => 0.17289783014581
606 => 0.17057203419273
607 => 0.16933379994263
608 => 0.18163153880844
609 => 0.18230523670408
610 => 0.17885850301868
611 => 0.1944380661094
612 => 0.19091193115831
613 => 0.19485148782272
614 => 0.18392134117655
615 => 0.18433888749783
616 => 0.17916438091216
617 => 0.18206175883948
618 => 0.1800139855073
619 => 0.1818276793354
620 => 0.18291479993782
621 => 0.18808845743787
622 => 0.19590687461204
623 => 0.18731568553364
624 => 0.18357238142409
625 => 0.18589470624051
626 => 0.19207936325904
627 => 0.20144943522887
628 => 0.19590216403246
629 => 0.19836394879065
630 => 0.19890173924314
701 => 0.19481138683404
702 => 0.20160025235662
703 => 0.20523846054281
704 => 0.20897050932073
705 => 0.21221094270497
706 => 0.20747984696932
707 => 0.2125427975824
708 => 0.20846295311935
709 => 0.20480291086942
710 => 0.20480846164271
711 => 0.20251246367465
712 => 0.19806367829716
713 => 0.19724325401694
714 => 0.20151120473082
715 => 0.20493369702691
716 => 0.20521558988505
717 => 0.20711045747417
718 => 0.20823182059473
719 => 0.21922270359539
720 => 0.22364332765961
721 => 0.22904878308721
722 => 0.23115451261103
723 => 0.23749200353192
724 => 0.23237396490745
725 => 0.23126664505708
726 => 0.21589396506047
727 => 0.21841124054872
728 => 0.22244164148637
729 => 0.21596042488744
730 => 0.22007126504904
731 => 0.22088283197644
801 => 0.21574019562748
802 => 0.21848709990166
803 => 0.2111921365498
804 => 0.19606588487828
805 => 0.20161709219879
806 => 0.20570464930287
807 => 0.1998712013232
808 => 0.21032743104116
809 => 0.20421911750032
810 => 0.20228307535863
811 => 0.19472988471505
812 => 0.19829469994985
813 => 0.20311616359815
814 => 0.20013705961881
815 => 0.20631914769066
816 => 0.21507463310306
817 => 0.22131431340611
818 => 0.22179331858136
819 => 0.21778162217261
820 => 0.22421039126993
821 => 0.22425721783436
822 => 0.21700554003029
823 => 0.2125639277528
824 => 0.21155478409813
825 => 0.21407582280178
826 => 0.21713682919742
827 => 0.22196318313279
828 => 0.22487964773499
829 => 0.23248424064422
830 => 0.23454182544469
831 => 0.23680248731968
901 => 0.23982342874696
902 => 0.2434508434839
903 => 0.23551426654831
904 => 0.23582960154559
905 => 0.22843917099256
906 => 0.2205414360517
907 => 0.22653483240526
908 => 0.23437040086943
909 => 0.23257291280621
910 => 0.23237065867975
911 => 0.23271079401984
912 => 0.23135554672065
913 => 0.22522581341422
914 => 0.22214749972189
915 => 0.22611930974657
916 => 0.22823015000977
917 => 0.23150387917336
918 => 0.23110032295391
919 => 0.23953309770649
920 => 0.24280981898147
921 => 0.24197149346053
922 => 0.24212576553181
923 => 0.24805811288356
924 => 0.25465610321898
925 => 0.26083599184962
926 => 0.26712243999709
927 => 0.25954388139106
928 => 0.25569595671144
929 => 0.25966603276812
930 => 0.25755945452958
1001 => 0.26966447793992
1002 => 0.27050260349696
1003 => 0.28260675157633
1004 => 0.29409502943879
1005 => 0.28687944794725
1006 => 0.29368341629685
1007 => 0.30104246280261
1008 => 0.31523925747449
1009 => 0.31045827647826
1010 => 0.30679611996267
1011 => 0.30333539975085
1012 => 0.31053660913778
1013 => 0.31980084997195
1014 => 0.32179627871583
1015 => 0.32502963559337
1016 => 0.32163015619271
1017 => 0.32572445469043
1018 => 0.34017912751333
1019 => 0.33627334732166
1020 => 0.33072651156399
1021 => 0.34213708751613
1022 => 0.34626653059572
1023 => 0.37524912473441
1024 => 0.41184084704576
1025 => 0.39669163373466
1026 => 0.3872880281704
1027 => 0.38949809853451
1028 => 0.40286015681465
1029 => 0.40715162584369
1030 => 0.39548593366466
1031 => 0.39960645335822
1101 => 0.42231092199034
1102 => 0.43449114096491
1103 => 0.41794876757579
1104 => 0.37230901547526
1105 => 0.33022707969325
1106 => 0.34138910403691
1107 => 0.34012367687428
1108 => 0.36451679597935
1109 => 0.33618019575582
1110 => 0.33665731143032
1111 => 0.36155485440572
1112 => 0.35491261679183
1113 => 0.34415304253084
1114 => 0.33030563649261
1115 => 0.30470742570092
1116 => 0.2820343765438
1117 => 0.32650144723229
1118 => 0.32458394628608
1119 => 0.32180712075825
1120 => 0.32798664548653
1121 => 0.35799266347836
1122 => 0.35730092764365
1123 => 0.35290045718993
1124 => 0.35623817524511
1125 => 0.34356792441814
1126 => 0.3468333365525
1127 => 0.33022041369962
1128 => 0.33773014864606
1129 => 0.34412995731685
1130 => 0.3454148136583
1201 => 0.34830966060197
1202 => 0.32357351041935
1203 => 0.33467931563613
1204 => 0.34120293572776
1205 => 0.31172898282242
1206 => 0.34062033044481
1207 => 0.32314290907763
1208 => 0.31721080976356
1209 => 0.32519759999531
1210 => 0.32208514007458
1211 => 0.31940922980453
1212 => 0.31791602589586
1213 => 0.32378064317219
1214 => 0.32350705176651
1215 => 0.31391139962928
1216 => 0.30139426258508
1217 => 0.30559542463813
1218 => 0.30406910307815
1219 => 0.29853751684539
1220 => 0.30226513808
1221 => 0.28585058066871
1222 => 0.25761018779703
1223 => 0.27626665635469
1224 => 0.27554840260955
1225 => 0.27518622650104
1226 => 0.2892060469952
1227 => 0.28785836474698
1228 => 0.28541230826991
1229 => 0.29849259309997
1230 => 0.29371811318234
1231 => 0.30843193527953
]
'min_raw' => 0.13208236535566
'max_raw' => 0.43449114096491
'avg_raw' => 0.28328675316028
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.132082'
'max' => '$0.434491'
'avg' => '$0.283286'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.071955067283063
'max_diff' => 0.28722060369946
'year' => 2029
]
4 => [
'items' => [
101 => 0.31812341014308
102 => 0.31566533863131
103 => 0.32478021758345
104 => 0.30569221092668
105 => 0.31203248106015
106 => 0.31333920194743
107 => 0.29833118441557
108 => 0.28807886222986
109 => 0.2873951492251
110 => 0.26961903541211
111 => 0.27911489192723
112 => 0.2874708526953
113 => 0.28346899593614
114 => 0.28220212763827
115 => 0.28867428302192
116 => 0.28917722492549
117 => 0.27771009622466
118 => 0.2800944753983
119 => 0.29003773292244
120 => 0.27984393082046
121 => 0.26003903848444
122 => 0.25512715136104
123 => 0.25447181507474
124 => 0.24115038762942
125 => 0.25545538714573
126 => 0.24921087150671
127 => 0.2689372215896
128 => 0.25766963621679
129 => 0.2571839131316
130 => 0.25644967144826
131 => 0.24498336854484
201 => 0.24749376015912
202 => 0.25583868422845
203 => 0.25881624714868
204 => 0.25850566294165
205 => 0.25579778954795
206 => 0.25703744012103
207 => 0.25304409370225
208 => 0.25163395996746
209 => 0.24718319001263
210 => 0.24064178773561
211 => 0.24155140984298
212 => 0.22859118028118
213 => 0.22152975936447
214 => 0.21957525112276
215 => 0.21696160101742
216 => 0.21987046985681
217 => 0.2285544655792
218 => 0.21807972432553
219 => 0.20012151516379
220 => 0.20120083413371
221 => 0.20362574340645
222 => 0.19910694101909
223 => 0.19483027379379
224 => 0.19854848896921
225 => 0.19093935900849
226 => 0.20454527040915
227 => 0.20417726863589
228 => 0.20924871102214
301 => 0.21241998802273
302 => 0.20511122124948
303 => 0.20327308617102
304 => 0.20432017145029
305 => 0.18701418419515
306 => 0.20783444265127
307 => 0.20801449711097
308 => 0.20647276151272
309 => 0.21755890638724
310 => 0.24095412992778
311 => 0.23215190576114
312 => 0.22874341851518
313 => 0.22226388176903
314 => 0.23089747976645
315 => 0.23023455414536
316 => 0.22723655307971
317 => 0.22542335268086
318 => 0.22876423001149
319 => 0.22500938100775
320 => 0.22433490695032
321 => 0.22024832799736
322 => 0.21878960523864
323 => 0.21770962498152
324 => 0.21652067283509
325 => 0.21914320500169
326 => 0.21320020208933
327 => 0.20603352317678
328 => 0.20543769136974
329 => 0.20708283537504
330 => 0.20635498161926
331 => 0.20543420668598
401 => 0.20367619658022
402 => 0.20315463253579
403 => 0.2048494626533
404 => 0.20293609826536
405 => 0.20575937164612
406 => 0.2049915975054
407 => 0.20070287356737
408 => 0.19535753565162
409 => 0.19530995093194
410 => 0.1941583066461
411 => 0.19269151449721
412 => 0.19228348647705
413 => 0.19823535125808
414 => 0.21055553323049
415 => 0.20813678671234
416 => 0.20988457895482
417 => 0.21848198693425
418 => 0.22121484439784
419 => 0.21927512690146
420 => 0.21661992195586
421 => 0.21673673749807
422 => 0.2258103765824
423 => 0.22637628832214
424 => 0.22780616471841
425 => 0.22964395997063
426 => 0.21958811137977
427 => 0.21626310793375
428 => 0.21468753683686
429 => 0.20983538768119
430 => 0.21506801455375
501 => 0.21201918695853
502 => 0.21243057796391
503 => 0.21216265903196
504 => 0.2123089608854
505 => 0.20454146727962
506 => 0.20737153370213
507 => 0.20266599937431
508 => 0.19636581713038
509 => 0.19634469671037
510 => 0.19788665738911
511 => 0.19696943884047
512 => 0.19450122730991
513 => 0.1948518251082
514 => 0.19178021947889
515 => 0.19522477364481
516 => 0.19532355113309
517 => 0.19399721015307
518 => 0.19930402110256
519 => 0.20147822587851
520 => 0.20060519983249
521 => 0.20141697204381
522 => 0.20823729655016
523 => 0.20934930703631
524 => 0.20984318863897
525 => 0.20918145271818
526 => 0.20154163505554
527 => 0.20188049345589
528 => 0.1993941753502
529 => 0.19729349855263
530 => 0.19737751460793
531 => 0.19845753555075
601 => 0.20317405035043
602 => 0.21309967769261
603 => 0.2134763479947
604 => 0.21393288338909
605 => 0.21207592450381
606 => 0.2115158479353
607 => 0.21225473349719
608 => 0.21598227726222
609 => 0.22557053184414
610 => 0.2221814022969
611 => 0.21942598722004
612 => 0.22184322909701
613 => 0.22147111365702
614 => 0.21833008485975
615 => 0.21824192664293
616 => 0.21221328813332
617 => 0.20998463774177
618 => 0.20812221066301
619 => 0.20608848891288
620 => 0.20488283048844
621 => 0.20673526979034
622 => 0.2071589445761
623 => 0.2031085536674
624 => 0.20255650035325
625 => 0.20586413700306
626 => 0.2044085694346
627 => 0.2059056567751
628 => 0.20625299387987
629 => 0.20619706460615
630 => 0.20467728489381
701 => 0.20564594716197
702 => 0.20335477212565
703 => 0.20086346339701
704 => 0.19927416364216
705 => 0.19788728881603
706 => 0.19865680757521
707 => 0.19591361370732
708 => 0.1950360107794
709 => 0.20531778618111
710 => 0.21291304421807
711 => 0.21280260615816
712 => 0.21213034287082
713 => 0.21113149598946
714 => 0.21590920539141
715 => 0.21424474696909
716 => 0.21545577954149
717 => 0.21576403815804
718 => 0.21669704414878
719 => 0.2170305135959
720 => 0.21602253731729
721 => 0.21263964581234
722 => 0.20420980181767
723 => 0.20028568668222
724 => 0.19899066332621
725 => 0.19903773496561
726 => 0.19773928901414
727 => 0.19812173953911
728 => 0.19760628832926
729 => 0.19663014843883
730 => 0.19859653368766
731 => 0.19882314126944
801 => 0.19836416345581
802 => 0.19847226934616
803 => 0.19467212908128
804 => 0.19496104549215
805 => 0.19335232220272
806 => 0.1930507059794
807 => 0.18898399359127
808 => 0.18177922311631
809 => 0.18577136534343
810 => 0.18094941891322
811 => 0.17912327473568
812 => 0.18776795724844
813 => 0.18690027089033
814 => 0.18541516901943
815 => 0.18321839383003
816 => 0.18240358854343
817 => 0.17745308955803
818 => 0.17716058766809
819 => 0.17961418863997
820 => 0.1784819362147
821 => 0.1768918249921
822 => 0.17113260333082
823 => 0.16465733137078
824 => 0.16485277912915
825 => 0.16691244266292
826 => 0.17290119217083
827 => 0.17056128413167
828 => 0.16886365400191
829 => 0.16854573890918
830 => 0.17252511189502
831 => 0.1781567583744
901 => 0.18079900090154
902 => 0.17818061880324
903 => 0.17517276243243
904 => 0.17535583671265
905 => 0.17657374788028
906 => 0.17670173312366
907 => 0.17474392783889
908 => 0.17529503855865
909 => 0.17445785098072
910 => 0.16932003236032
911 => 0.16922710551368
912 => 0.16796620196572
913 => 0.1679280223074
914 => 0.16578291082518
915 => 0.16548279490036
916 => 0.16122354585347
917 => 0.16402699647433
918 => 0.16214658898562
919 => 0.15931237135685
920 => 0.15882375116936
921 => 0.1588090626565
922 => 0.16171917044179
923 => 0.16399299017051
924 => 0.16217929947896
925 => 0.16176635726541
926 => 0.16617549976119
927 => 0.16561439618838
928 => 0.16512848411305
929 => 0.17765250620061
930 => 0.16773876545668
1001 => 0.16341580863578
1002 => 0.15806532866269
1003 => 0.15980747192139
1004 => 0.16017456710341
1005 => 0.14730762726463
1006 => 0.14208751137451
1007 => 0.14029616431694
1008 => 0.13926521875938
1009 => 0.13973503359576
1010 => 0.13503631703612
1011 => 0.1381939322738
1012 => 0.13412524090578
1013 => 0.13344311155726
1014 => 0.14071843573742
1015 => 0.14173075459526
1016 => 0.13741188784489
1017 => 0.14018529945964
1018 => 0.13917962185483
1019 => 0.13419498694143
1020 => 0.13400461055223
1021 => 0.13150349597108
1022 => 0.12758973596279
1023 => 0.1258010426188
1024 => 0.1248694755951
1025 => 0.12525385830496
1026 => 0.12505950264455
1027 => 0.12379120049315
1028 => 0.12513220023924
1029 => 0.12170650002732
1030 => 0.12034235860018
1031 => 0.11972620756539
1101 => 0.11668570145136
1102 => 0.12152449879799
1103 => 0.12247780283284
1104 => 0.12343298517113
1105 => 0.13174719529525
1106 => 0.13133184085317
1107 => 0.13508644272382
1108 => 0.13494054579939
1109 => 0.13386967252537
1110 => 0.12935183433235
1111 => 0.13115256411336
1112 => 0.12561019774294
1113 => 0.12976291547194
1114 => 0.12786778852206
1115 => 0.12912217114386
1116 => 0.12686667808675
1117 => 0.12811496107158
1118 => 0.12270386658475
1119 => 0.1176510626891
1120 => 0.11968445847725
1121 => 0.12189499224599
1122 => 0.12668799269013
1123 => 0.12383332116699
1124 => 0.12485996899379
1125 => 0.12142087063278
1126 => 0.11432502838413
1127 => 0.11436519008065
1128 => 0.11327364934202
1129 => 0.11233039877629
1130 => 0.12416121453142
1201 => 0.12268986557475
1202 => 0.12034546357769
1203 => 0.12348353881359
1204 => 0.12431329571391
1205 => 0.12433691772637
1206 => 0.12662637641304
1207 => 0.12784826092452
1208 => 0.12806362336562
1209 => 0.13166613607612
1210 => 0.13287365081839
1211 => 0.13784723314791
1212 => 0.12774459256055
1213 => 0.12753653532588
1214 => 0.12352769796755
1215 => 0.12098522993768
1216 => 0.12370178292873
1217 => 0.12610827803233
1218 => 0.1236024744785
1219 => 0.12392967952223
1220 => 0.12056584298287
1221 => 0.12176825626247
1222 => 0.12280393656142
1223 => 0.12223209477482
1224 => 0.12137601994281
1225 => 0.12591097287715
1226 => 0.12565509305997
1227 => 0.12987814549054
1228 => 0.13317031685355
1229 => 0.13907047648208
1230 => 0.13291335232743
1231 => 0.13268896225088
]
'min_raw' => 0.11233039877629
'max_raw' => 0.32478021758345
'avg_raw' => 0.21855530817987
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.11233'
'max' => '$0.32478'
'avg' => '$0.218555'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.019751966579368
'max_diff' => -0.10971092338146
'year' => 2030
]
5 => [
'items' => [
101 => 0.13488241124243
102 => 0.13287331501278
103 => 0.13414299447827
104 => 0.13886591149102
105 => 0.13896569928522
106 => 0.13729412516299
107 => 0.13719240972574
108 => 0.13751345382093
109 => 0.1393938191141
110 => 0.13873676170288
111 => 0.1394971251738
112 => 0.14044797133729
113 => 0.1443810742199
114 => 0.14532933200944
115 => 0.14302555719615
116 => 0.14323356226752
117 => 0.14237188724732
118 => 0.14153951997456
119 => 0.14341056004624
120 => 0.14682992255263
121 => 0.14680865087595
122 => 0.14760187651452
123 => 0.14809604951591
124 => 0.14597469723718
125 => 0.14459377490801
126 => 0.14512330839938
127 => 0.14597004398383
128 => 0.14484872346137
129 => 0.13792741375051
130 => 0.14002689698181
131 => 0.13967744031263
201 => 0.13917977152035
202 => 0.14129081814424
203 => 0.14108720254743
204 => 0.13498812490639
205 => 0.13537856806856
206 => 0.13501186904827
207 => 0.13619674860239
208 => 0.13280932762841
209 => 0.13385127550538
210 => 0.13450477544616
211 => 0.1348896919317
212 => 0.13628027421719
213 => 0.13611710543602
214 => 0.13627013141665
215 => 0.13833199784591
216 => 0.14876021069799
217 => 0.14932779531497
218 => 0.14653280107662
219 => 0.14764934614602
220 => 0.14550582377434
221 => 0.1469447847028
222 => 0.14792928522441
223 => 0.14348051667583
224 => 0.14321708947465
225 => 0.14106472002365
226 => 0.14222128145018
227 => 0.14038110906086
228 => 0.14083262299871
301 => 0.13957015066622
302 => 0.14184234950896
303 => 0.14438302087914
304 => 0.1450248948014
305 => 0.14333640085603
306 => 0.14211381996241
307 => 0.13996737065639
308 => 0.14353696368904
309 => 0.14458082147316
310 => 0.14353148074848
311 => 0.14328832557403
312 => 0.1428275469578
313 => 0.1433860819357
314 => 0.14457513639949
315 => 0.14401440027275
316 => 0.14438477636336
317 => 0.14297328463613
318 => 0.14597539949305
319 => 0.15074348038413
320 => 0.15075881054386
321 => 0.15019807139455
322 => 0.14996862901594
323 => 0.15054398141163
324 => 0.1508560864841
325 => 0.15271667063018
326 => 0.15471315154786
327 => 0.16402985685781
328 => 0.16141376328818
329 => 0.16968009849245
330 => 0.17621769638974
331 => 0.17817803614463
401 => 0.17637461581124
402 => 0.17020521226958
403 => 0.16990251189914
404 => 0.17912220544536
405 => 0.17651721972984
406 => 0.17620736496797
407 => 0.1729110338096
408 => 0.17485957378276
409 => 0.17443339950727
410 => 0.17376066256426
411 => 0.17747834109656
412 => 0.18443750342959
413 => 0.18335285271738
414 => 0.18254321127621
415 => 0.17899559816409
416 => 0.18113205364566
417 => 0.18037130276978
418 => 0.18363997131699
419 => 0.1817036844795
420 => 0.17649748440097
421 => 0.17732658892334
422 => 0.17720127144271
423 => 0.17978029631395
424 => 0.17900613706294
425 => 0.17705010442413
426 => 0.18441371776929
427 => 0.18393556567723
428 => 0.18461347602299
429 => 0.18491191312227
430 => 0.18939401480404
501 => 0.19123018845181
502 => 0.1916470320166
503 => 0.19339125496721
504 => 0.19160363416064
505 => 0.19875539193897
506 => 0.20351089354492
507 => 0.20903465337611
508 => 0.21710635113616
509 => 0.22014138416131
510 => 0.21959313261085
511 => 0.2257130017315
512 => 0.23671027050426
513 => 0.22181599505377
514 => 0.23749970326927
515 => 0.23253442232536
516 => 0.22076183052894
517 => 0.22000381440699
518 => 0.22797635025413
519 => 0.24565866743493
520 => 0.24122944753232
521 => 0.24566591205197
522 => 0.24049054053311
523 => 0.24023353971574
524 => 0.24541455580894
525 => 0.25752028231318
526 => 0.25176930542739
527 => 0.24352386986422
528 => 0.24961217117088
529 => 0.24433792113337
530 => 0.23245355962922
531 => 0.24122606059134
601 => 0.23536013902441
602 => 0.23707212678718
603 => 0.24940142143088
604 => 0.24791792808008
605 => 0.2498377058438
606 => 0.24644934834017
607 => 0.24328408813684
608 => 0.23737589491203
609 => 0.23562677016857
610 => 0.23611016532075
611 => 0.23562653062194
612 => 0.23232095081175
613 => 0.23160711116647
614 => 0.2304173471503
615 => 0.23078610476851
616 => 0.22854900034037
617 => 0.23277087860563
618 => 0.23355449641472
619 => 0.23662682734075
620 => 0.23694580692955
621 => 0.24550220482664
622 => 0.24078948464935
623 => 0.24395118422096
624 => 0.24366837205221
625 => 0.22101697829079
626 => 0.22413814049618
627 => 0.2289936894131
628 => 0.22680627120757
629 => 0.22371377364197
630 => 0.22121641604853
701 => 0.21743266392654
702 => 0.22275822237772
703 => 0.22976076543102
704 => 0.23712340297734
705 => 0.24596912957013
706 => 0.24399486637023
707 => 0.23695803827165
708 => 0.23727370523974
709 => 0.23922503422614
710 => 0.23669788589182
711 => 0.23595258051224
712 => 0.23912264071193
713 => 0.23914447117429
714 => 0.23623668159958
715 => 0.23300520560716
716 => 0.23299166560477
717 => 0.23241665566427
718 => 0.24059283352413
719 => 0.24508890464224
720 => 0.24560437195015
721 => 0.24505420958539
722 => 0.24526594524442
723 => 0.24264978052496
724 => 0.2486295572741
725 => 0.25411719175773
726 => 0.2526463884899
727 => 0.25044144530443
728 => 0.24868510185275
729 => 0.25223264979009
730 => 0.25207468306479
731 => 0.25406926205782
801 => 0.25397877643345
802 => 0.25330807453801
803 => 0.25264641244278
804 => 0.25526982785946
805 => 0.25451432635022
806 => 0.25375765133846
807 => 0.25224002376123
808 => 0.2524462945541
809 => 0.25024173208315
810 => 0.24922180061018
811 => 0.23388447841443
812 => 0.22978584476227
813 => 0.23107535834462
814 => 0.23149989969814
815 => 0.22971616908017
816 => 0.23227358058353
817 => 0.2318750107097
818 => 0.2334256129332
819 => 0.23245686398328
820 => 0.2324966217781
821 => 0.23534550588075
822 => 0.23617254905577
823 => 0.23575190822189
824 => 0.23604651064321
825 => 0.24283549909861
826 => 0.24187032203989
827 => 0.24135759096413
828 => 0.24149962097618
829 => 0.24323435308409
830 => 0.24371998336144
831 => 0.24166233375166
901 => 0.24263273320277
902 => 0.24676457090353
903 => 0.24821048025704
904 => 0.25282512883757
905 => 0.25086474410172
906 => 0.25446311512784
907 => 0.26552328088703
908 => 0.27435890660073
909 => 0.26623330004673
910 => 0.28245880145979
911 => 0.2950926817198
912 => 0.29460777235259
913 => 0.29240476310234
914 => 0.27802142631541
915 => 0.26478566536061
916 => 0.2758579414194
917 => 0.2758861669281
918 => 0.27493504859514
919 => 0.26902773431516
920 => 0.27472948686304
921 => 0.27518207127457
922 => 0.27492874435602
923 => 0.27039962034799
924 => 0.26348448510976
925 => 0.26483568598282
926 => 0.26704898057663
927 => 0.26285875216892
928 => 0.26151972029776
929 => 0.26400923530748
930 => 0.27203097137984
1001 => 0.27051450864211
1002 => 0.27047490767152
1003 => 0.2769629783438
1004 => 0.27231891995574
1005 => 0.26485272895297
1006 => 0.26296741725781
1007 => 0.25627583083813
1008 => 0.26089773341282
1009 => 0.26106406745827
1010 => 0.25853269865281
1011 => 0.26505813558036
1012 => 0.2649980025303
1013 => 0.2711929337099
1014 => 0.2830353154154
1015 => 0.27953294041687
1016 => 0.2754600593509
1017 => 0.27590289445151
1018 => 0.28075970249508
1019 => 0.27782316548179
1020 => 0.27887916466603
1021 => 0.28075810411384
1022 => 0.28189171493414
1023 => 0.27573978529975
1024 => 0.27430547622116
1025 => 0.27137138322045
1026 => 0.27060593312401
1027 => 0.27299569065123
1028 => 0.27236607397418
1029 => 0.26105008772582
1030 => 0.25986750420132
1031 => 0.25990377234967
1101 => 0.25693010984852
1102 => 0.25239456077348
1103 => 0.26431371293911
1104 => 0.26335643821178
1105 => 0.26229968099999
1106 => 0.26242912772866
1107 => 0.26760282770621
1108 => 0.26460182044112
1109 => 0.27258049011079
1110 => 0.27094031548747
1111 => 0.26925807657401
1112 => 0.26902553991392
1113 => 0.26837802145411
1114 => 0.26615743972444
1115 => 0.26347595384959
1116 => 0.26170540460868
1117 => 0.24140940205616
1118 => 0.2451762220735
1119 => 0.24950960514699
1120 => 0.25100547161902
1121 => 0.2484466885078
1122 => 0.26625847607764
1123 => 0.2695128613053
1124 => 0.25965511617241
1125 => 0.25781113454713
1126 => 0.266379367206
1127 => 0.26121167548886
1128 => 0.26353868675267
1129 => 0.25850896120742
1130 => 0.26872897520348
1201 => 0.26865111582004
1202 => 0.26467529954609
1203 => 0.26803563223562
1204 => 0.26745169173708
1205 => 0.2629630049558
1206 => 0.26887127458077
1207 => 0.2688742050088
1208 => 0.26504756828682
1209 => 0.26057889435404
1210 => 0.25978000100023
1211 => 0.25917814217435
1212 => 0.26339066637612
1213 => 0.2671676024032
1214 => 0.27419554396776
1215 => 0.27596253545687
1216 => 0.28285922087412
1217 => 0.27875258050166
1218 => 0.28057300098888
1219 => 0.28254932494195
1220 => 0.28349684732196
1221 => 0.28195291045059
1222 => 0.29266630169255
1223 => 0.2935708401632
1224 => 0.29387412408818
1225 => 0.2902616288396
1226 => 0.29347037013538
1227 => 0.29196910634543
1228 => 0.29587497766379
1229 => 0.29648746815917
1230 => 0.29596871049956
1231 => 0.2961631246503
]
'min_raw' => 0.13280932762841
'max_raw' => 0.29648746815917
'avg_raw' => 0.21464839789379
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.1328093'
'max' => '$0.296487'
'avg' => '$0.214648'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.02047892885212
'max_diff' => -0.028292749424273
'year' => 2031
]
6 => [
'items' => [
101 => 0.28702113519701
102 => 0.28654707481602
103 => 0.28008322788344
104 => 0.28271729328681
105 => 0.27779303426925
106 => 0.27935456752921
107 => 0.28004287651136
108 => 0.27968334296027
109 => 0.2828662193926
110 => 0.28016012420643
111 => 0.27301829408688
112 => 0.2658745181805
113 => 0.26578483389318
114 => 0.26390400379515
115 => 0.26254450812549
116 => 0.26280639522217
117 => 0.26372931950933
118 => 0.26249086608813
119 => 0.26275515291673
120 => 0.26714407520531
121 => 0.26802424226992
122 => 0.26503309068089
123 => 0.25302318542984
124 => 0.25007592455666
125 => 0.25219435722558
126 => 0.25118188285437
127 => 0.20272338340565
128 => 0.21410798905605
129 => 0.20734364296326
130 => 0.21046096485542
131 => 0.20355631911361
201 => 0.20685157796509
202 => 0.20624306397881
203 => 0.22454917296967
204 => 0.22426334825701
205 => 0.22440015742145
206 => 0.21786989954814
207 => 0.22827277765615
208 => 0.23339760948755
209 => 0.23244913950854
210 => 0.23268784896828
211 => 0.22858602956778
212 => 0.22443987199938
213 => 0.21984114516695
214 => 0.22838501120179
215 => 0.22743507914737
216 => 0.22961388150544
217 => 0.23515518935719
218 => 0.23597116798774
219 => 0.23706785154204
220 => 0.23667476855508
221 => 0.24603960005348
222 => 0.24490545716788
223 => 0.24763841520701
224 => 0.24201651317049
225 => 0.23565479738033
226 => 0.23686395157188
227 => 0.23674750029983
228 => 0.23526494195009
229 => 0.2339265545616
301 => 0.23169851664807
302 => 0.23874835829404
303 => 0.23846214759773
304 => 0.24309556608735
305 => 0.24227656436268
306 => 0.23680707040165
307 => 0.23700241444848
308 => 0.23831619704256
309 => 0.2428632136012
310 => 0.24421307770029
311 => 0.24358776686681
312 => 0.24506783122783
313 => 0.2462376137517
314 => 0.24521473790254
315 => 0.25969650287235
316 => 0.25368266439176
317 => 0.25661376742318
318 => 0.25731281822511
319 => 0.25552221429542
320 => 0.25591053217105
321 => 0.25649872794234
322 => 0.2600701374851
323 => 0.26944254952098
324 => 0.27359352701151
325 => 0.28608194759738
326 => 0.27324884611532
327 => 0.27248738298203
328 => 0.27473692464371
329 => 0.28206894956119
330 => 0.28801086709472
331 => 0.28998214393804
401 => 0.29024268071512
402 => 0.29394092712119
403 => 0.29606069299294
404 => 0.29349186273396
405 => 0.29131504805721
406 => 0.28351796808128
407 => 0.28442050131924
408 => 0.29063806032962
409 => 0.29942072864418
410 => 0.30695717173897
411 => 0.30431817203873
412 => 0.32445187690809
413 => 0.32644805150708
414 => 0.32617224472155
415 => 0.33071982752865
416 => 0.32169380175569
417 => 0.31783500086673
418 => 0.29178570009822
419 => 0.299104491077
420 => 0.30974278358218
421 => 0.30833476567757
422 => 0.30060895329793
423 => 0.30695131101749
424 => 0.30485432921154
425 => 0.30320035265734
426 => 0.31077753989129
427 => 0.30244611127386
428 => 0.30965967120851
429 => 0.3004082059776
430 => 0.30433022676707
501 => 0.30210389808017
502 => 0.30354460558918
503 => 0.29512225893
504 => 0.29966675274638
505 => 0.29493319304633
506 => 0.2949309487227
507 => 0.29482645512997
508 => 0.30039546712526
509 => 0.3005770724065
510 => 0.29646156412766
511 => 0.29586845508836
512 => 0.29806149006769
513 => 0.29549402046366
514 => 0.29669532333193
515 => 0.29553040670376
516 => 0.29526815943386
517 => 0.29317852856961
518 => 0.29227825813769
519 => 0.29263127737116
520 => 0.29142624073345
521 => 0.29070016257115
522 => 0.29468201990836
523 => 0.29255467416076
524 => 0.29435597366211
525 => 0.2923031655382
526 => 0.28518723821479
527 => 0.28109479316154
528 => 0.26765346609444
529 => 0.27146540977675
530 => 0.27399273238187
531 => 0.27315745227595
601 => 0.27495195715395
602 => 0.27506212517909
603 => 0.27447871335045
604 => 0.27380319719255
605 => 0.27347439328528
606 => 0.27592502822612
607 => 0.27734770429385
608 => 0.27424638301651
609 => 0.27351978683332
610 => 0.27665539387336
611 => 0.2785681123564
612 => 0.29269055097149
613 => 0.29164431510401
614 => 0.29427016181797
615 => 0.29397453177488
616 => 0.2967268374613
617 => 0.30122569404742
618 => 0.29207826070775
619 => 0.29366593884107
620 => 0.29327667682762
621 => 0.29752653742046
622 => 0.29753980502135
623 => 0.29499180129966
624 => 0.29637311545382
625 => 0.29560210378734
626 => 0.29699542607715
627 => 0.29163034198614
628 => 0.29816443528396
629 => 0.30186884513615
630 => 0.30192028087054
701 => 0.30367614174046
702 => 0.30546019807691
703 => 0.30888453885615
704 => 0.30536469507114
705 => 0.29903283875178
706 => 0.29948997832626
707 => 0.29577761328296
708 => 0.29584001881003
709 => 0.29550689321571
710 => 0.29650662820078
711 => 0.29184972759539
712 => 0.29294269285939
713 => 0.29141253508939
714 => 0.29366261257691
715 => 0.29124190115147
716 => 0.29327648911369
717 => 0.29415454983053
718 => 0.29739461277895
719 => 0.29076334121958
720 => 0.2772417296124
721 => 0.28008413630592
722 => 0.27587999353997
723 => 0.27626910295926
724 => 0.27705516591253
725 => 0.27450727869719
726 => 0.27499333528473
727 => 0.27497596992309
728 => 0.27482632461806
729 => 0.27416352074927
730 => 0.27320232400779
731 => 0.2770314359851
801 => 0.27768207672519
802 => 0.27912837049308
803 => 0.28343155971586
804 => 0.28300156963632
805 => 0.28370290129617
806 => 0.28217189822052
807 => 0.27634012180092
808 => 0.27665681531803
809 => 0.27270764208503
810 => 0.27902738125456
811 => 0.27753078360273
812 => 0.27656591736066
813 => 0.27630264466708
814 => 0.28061650066362
815 => 0.2819072739892
816 => 0.28110295067328
817 => 0.27945326008646
818 => 0.28262115370039
819 => 0.28346874838877
820 => 0.28365849358141
821 => 0.28927139368193
822 => 0.28397219234549
823 => 0.2852477627767
824 => 0.29519939915339
825 => 0.28617463819168
826 => 0.29095525534928
827 => 0.29072126901655
828 => 0.29316687098712
829 => 0.29052065827319
830 => 0.29055346125124
831 => 0.29272499012167
901 => 0.28967546946044
902 => 0.28892036525922
903 => 0.28787719421338
904 => 0.29015492002831
905 => 0.29152031364169
906 => 0.30252438339438
907 => 0.30963351430116
908 => 0.3093248881795
909 => 0.3121451532076
910 => 0.31087459798177
911 => 0.30677164000204
912 => 0.31377488897102
913 => 0.31155876796885
914 => 0.31174146229169
915 => 0.31173466239987
916 => 0.31320818912965
917 => 0.31216406039486
918 => 0.31010597548097
919 => 0.31147222829361
920 => 0.31552951070283
921 => 0.3281234397937
922 => 0.33517116936031
923 => 0.32769915762439
924 => 0.33285325126561
925 => 0.32976263167222
926 => 0.32920097415413
927 => 0.33243812584534
928 => 0.33568094374206
929 => 0.33547439026112
930 => 0.33312027098865
1001 => 0.3317904887452
1002 => 0.34186004540237
1003 => 0.34927912321696
1004 => 0.34877319184813
1005 => 0.35100620837243
1006 => 0.35756241395239
1007 => 0.35816183122558
1008 => 0.3580863184266
1009 => 0.35660060017228
1010 => 0.36305603599663
1011 => 0.36844127413388
1012 => 0.35625669932294
1013 => 0.36089642590315
1014 => 0.36297934864766
1015 => 0.36603769721193
1016 => 0.37119764387859
1017 => 0.37680271456685
1018 => 0.37759533301864
1019 => 0.37703293229681
1020 => 0.37333623750552
1021 => 0.379469372735
1022 => 0.38306201951272
1023 => 0.38520135845259
1024 => 0.39062636605204
1025 => 0.36299221206942
1026 => 0.34343138437395
1027 => 0.34037667866752
1028 => 0.3465885428419
1029 => 0.348226561886
1030 => 0.34756627846323
1031 => 0.32554878849933
1101 => 0.34026076113949
1102 => 0.35608960668251
1103 => 0.35669765710482
1104 => 0.3646219081492
1105 => 0.36720236911528
1106 => 0.37358242986134
1107 => 0.37318335532457
1108 => 0.3747367985873
1109 => 0.37437968888308
1110 => 0.38619740793487
1111 => 0.39923410699724
1112 => 0.39878268756288
1113 => 0.39690850782944
1114 => 0.39969198432873
1115 => 0.41314725485868
1116 => 0.41190850916459
1117 => 0.41311184509029
1118 => 0.42897636735091
1119 => 0.4496025029917
1120 => 0.4400195921564
1121 => 0.4608117512607
1122 => 0.47389931327187
1123 => 0.49653289849101
1124 => 0.49369906214882
1125 => 0.50251015078171
1126 => 0.4886259036568
1127 => 0.4567448657887
1128 => 0.45169956951036
1129 => 0.46180038042684
1130 => 0.4866322384423
1201 => 0.46101833684886
1202 => 0.46619999578159
1203 => 0.46470767766038
1204 => 0.46462815836964
1205 => 0.4676630862687
1206 => 0.46326076505992
1207 => 0.44532491649287
1208 => 0.45354481019453
1209 => 0.4503707144846
1210 => 0.45389261031928
1211 => 0.47289882959869
1212 => 0.46449572700358
1213 => 0.45564374103226
1214 => 0.46674609585324
1215 => 0.48088320872337
1216 => 0.47999853360679
1217 => 0.47828189411512
1218 => 0.48795850104937
1219 => 0.50394142072493
1220 => 0.50826153968867
1221 => 0.51145056318675
1222 => 0.51189027564814
1223 => 0.51641958728025
1224 => 0.49206433710089
1225 => 0.53071674462273
1226 => 0.53739094765054
1227 => 0.53613647409868
1228 => 0.5435545698707
1229 => 0.54137197791565
1230 => 0.53820974461096
1231 => 0.54996900428383
]
'min_raw' => 0.20272338340565
'max_raw' => 0.54996900428383
'avg_raw' => 0.37634619384474
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.202723'
'max' => '$0.549969'
'avg' => '$0.376346'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.06991405577724
'max_diff' => 0.25348153612465
'year' => 2032
]
7 => [
'items' => [
101 => 0.53648796199221
102 => 0.51735331967529
103 => 0.50685567645991
104 => 0.52067981986664
105 => 0.52912174184901
106 => 0.53470131527228
107 => 0.53638969081889
108 => 0.49395496584181
109 => 0.4710850026169
110 => 0.4857443868394
111 => 0.50362984732751
112 => 0.49196498246482
113 => 0.49242222308293
114 => 0.47579119126128
115 => 0.50510132461433
116 => 0.50083108472182
117 => 0.52298509683811
118 => 0.5176978640495
119 => 0.53576360091655
120 => 0.53100628695068
121 => 0.55075363124515
122 => 0.55863138152221
123 => 0.57185935031134
124 => 0.58158989800013
125 => 0.58730386171871
126 => 0.58696081676959
127 => 0.60960238770802
128 => 0.59625144436186
129 => 0.57947951294334
130 => 0.57917616161875
131 => 0.58786258256051
201 => 0.60606693785122
202 => 0.61078706231551
203 => 0.61342496795982
204 => 0.6093849236394
205 => 0.59489343150788
206 => 0.58863607867902
207 => 0.59396752458217
208 => 0.58744762437898
209 => 0.59870280129058
210 => 0.61415856316626
211 => 0.61096700945764
212 => 0.62163589500109
213 => 0.63267706913907
214 => 0.64846644404654
215 => 0.65259437132621
216 => 0.65941767814849
217 => 0.66644110220815
218 => 0.66869683672953
219 => 0.67300373384415
220 => 0.67298103437041
221 => 0.68596015871294
222 => 0.70027653479277
223 => 0.70568063533803
224 => 0.71810706655803
225 => 0.69682723856787
226 => 0.71296823254346
227 => 0.72752781314472
228 => 0.71016928093084
301 => 0.73409397356838
302 => 0.73502291516898
303 => 0.74904883044772
304 => 0.73483087827248
305 => 0.72638830365613
306 => 0.75076170023438
307 => 0.7625552190838
308 => 0.75900291522751
309 => 0.73196970748232
310 => 0.71623522106579
311 => 0.67505503515798
312 => 0.72383474421743
313 => 0.74759391757667
314 => 0.73190817696311
315 => 0.73981915214355
316 => 0.78297886758567
317 => 0.7994112928414
318 => 0.79599346325953
319 => 0.79657102019661
320 => 0.80543765859498
321 => 0.84475721620034
322 => 0.821196025863
323 => 0.83920767305493
324 => 0.84876098577971
325 => 0.85763463505039
326 => 0.83584375698726
327 => 0.80749414479871
328 => 0.79851463258283
329 => 0.73034853919126
330 => 0.72680019799989
331 => 0.72480840656343
401 => 0.71225044330105
402 => 0.70238332409245
403 => 0.69453662455513
404 => 0.67394454174636
405 => 0.68089376520739
406 => 0.64807428311191
407 => 0.66907102470557
408 => 0.61669033882708
409 => 0.66031453052717
410 => 0.63657186633342
411 => 0.65251442678262
412 => 0.65245880469109
413 => 0.62310349631072
414 => 0.60617196706657
415 => 0.61696139648592
416 => 0.62852852128943
417 => 0.63040524837232
418 => 0.64540232761292
419 => 0.64958769006783
420 => 0.63690584643356
421 => 0.61560486553944
422 => 0.6205525975775
423 => 0.60607170143474
424 => 0.58069448794419
425 => 0.59892084571674
426 => 0.60514412561668
427 => 0.60789268055292
428 => 0.58293710567762
429 => 0.57509552223991
430 => 0.57092072901493
501 => 0.61238341420173
502 => 0.61465483369298
503 => 0.60303393042939
504 => 0.65556151512011
505 => 0.64367290494561
506 => 0.65695539529074
507 => 0.62010364275472
508 => 0.62151142932906
509 => 0.60406521910298
510 => 0.6138339310734
511 => 0.60692972031299
512 => 0.61304471568248
513 => 0.61671001869388
514 => 0.63415336616854
515 => 0.6605137055357
516 => 0.6315479117402
517 => 0.61892710058569
518 => 0.62675698084381
519 => 0.64760898378074
520 => 0.67920083562457
521 => 0.66049782348775
522 => 0.66879790267633
523 => 0.67061110073421
524 => 0.65682019200767
525 => 0.67970932610047
526 => 0.69197579901179
527 => 0.70455866202989
528 => 0.71548400942469
529 => 0.69953278983738
530 => 0.71660288131332
531 => 0.70284740086049
601 => 0.69050731287887
602 => 0.69052602769857
603 => 0.68278491024778
604 => 0.66778551974331
605 => 0.66501940200235
606 => 0.679409095813
607 => 0.69094826754006
608 => 0.6918986889924
609 => 0.69828736736455
610 => 0.70206812141657
611 => 0.73912465081225
612 => 0.75402909348288
613 => 0.77225396385387
614 => 0.77935357796078
615 => 0.80072087107007
616 => 0.78346504651762
617 => 0.77973164033148
618 => 0.72790157643667
619 => 0.73638874649587
620 => 0.74997752465075
621 => 0.72812565038338
622 => 0.74198563499791
623 => 0.74472188955543
624 => 0.7273831320575
625 => 0.73664451160063
626 => 0.71204903334175
627 => 0.66104981975006
628 => 0.67976610280409
629 => 0.69354758696462
630 => 0.67387970982281
701 => 0.70913361834755
702 => 0.68853901277578
703 => 0.68201151152494
704 => 0.65654540192318
705 => 0.66856442537476
706 => 0.68482032668886
707 => 0.67477606962811
708 => 0.69561941118195
709 => 0.72513914153833
710 => 0.74617665932062
711 => 0.74779165871204
712 => 0.73426594418226
713 => 0.75594098803619
714 => 0.75609886706749
715 => 0.73164932905509
716 => 0.71667412315809
717 => 0.71327172487019
718 => 0.72177158287284
719 => 0.73209197964841
720 => 0.74836436890678
721 => 0.75819743293414
722 => 0.78383684886333
723 => 0.7907741396741
724 => 0.79839611901999
725 => 0.80858143395747
726 => 0.82081151600107
727 => 0.79405279274864
728 => 0.79511596670796
729 => 0.77019861411503
730 => 0.74357084935967
731 => 0.76377800361126
801 => 0.79019616975012
802 => 0.78413581324839
803 => 0.78345389934009
804 => 0.7846006893867
805 => 0.78003137849713
806 => 0.75936455469017
807 => 0.74898580515548
808 => 0.76237703995663
809 => 0.76949388527815
810 => 0.78053149171769
811 => 0.77917087374841
812 => 0.80760256258427
813 => 0.81865025713624
814 => 0.81582378411235
815 => 0.81634392317162
816 => 0.83634524645129
817 => 0.85859083152416
818 => 0.87942675750839
819 => 0.90062195634339
820 => 0.87507031688511
821 => 0.86209677017422
822 => 0.87548215878117
823 => 0.86837968317334
824 => 0.90919261474706
825 => 0.91201841357866
826 => 0.95282839391289
827 => 0.99156192481214
828 => 0.96723408803761
829 => 0.99017414236616
830 => 1.0149856814526
831 => 1.0628511658774
901 => 1.0467317546511
902 => 1.0343845382752
903 => 1.0227164784613
904 => 1.0469958586817
905 => 1.0782308934628
906 => 1.0849586207891
907 => 1.0958601092475
908 => 1.0843985271041
909 => 1.098202740344
910 => 1.1469376789594
911 => 1.1337690683503
912 => 1.1150675243256
913 => 1.1535390778093
914 => 1.1674617834606
915 => 1.2651786230993
916 => 1.3885501696245
917 => 1.3374735392618
918 => 1.3057686265632
919 => 1.3132200330979
920 => 1.3582711454985
921 => 1.3727401329508
922 => 1.3334084372965
923 => 1.3473010571289
924 => 1.4238507582974
925 => 1.4649172169659
926 => 1.4091434501329
927 => 1.2552658394602
928 => 1.1133836549042
929 => 1.1510171992865
930 => 1.1467507232584
1001 => 1.2289938273943
1002 => 1.1334550013425
1003 => 1.1350636301502
1004 => 1.2190074345827
1005 => 1.1966126667212
1006 => 1.1603360108909
1007 => 1.113648514638
1008 => 1.0273423597438
1009 => 0.95089859152878
1010 => 1.1008224249468
1011 => 1.094357436631
1012 => 1.0849951754921
1013 => 1.1058298745542
1014 => 1.2069972591669
1015 => 1.2046650235047
1016 => 1.1898285301389
1017 => 1.201081879594
1018 => 1.1583632443222
1019 => 1.169372809317
1020 => 1.1133611800413
1021 => 1.1386807757262
1022 => 1.1602581774801
1023 => 1.1645901603411
1024 => 1.1743503389235
1025 => 1.0909506815599
1026 => 1.1283946792308
1027 => 1.1503895198344
1028 => 1.0510160298084
1029 => 1.1484252254467
1030 => 1.0894988790727
1031 => 1.0694983920693
1101 => 1.0964264129556
1102 => 1.0859325370278
1103 => 1.0769105187262
1104 => 1.071876077496
1105 => 1.0916490440976
1106 => 1.0907266115719
1107 => 1.0583742004442
1108 => 1.016171798981
1109 => 1.0303363101587
1110 => 1.0251902104548
1111 => 1.0065400812681
1112 => 1.0191080165148
1113 => 0.96376519017478
1114 => 0.86855073392665
1115 => 0.93145232022183
1116 => 0.92903067757323
1117 => 0.92780957553705
1118 => 0.97507837916573
1119 => 0.97053457437368
1120 => 0.96228752418304
1121 => 1.0063886177239
1122 => 0.99029112533807
1123 => 1.039899803825
1124 => 1.0725752879646
1125 => 1.0642877282456
1126 => 1.0950191790133
1127 => 1.0306626318879
1128 => 1.0520392953064
1129 => 1.0564449960102
1130 => 1.0058444170752
1201 => 0.97127799703184
1202 => 0.96897281090098
1203 => 0.90903940209184
1204 => 0.94105534531211
1205 => 0.9692280504362
1206 => 0.955735510972
1207 => 0.95146417605578
1208 => 0.97328549980321
1209 => 0.97498120354539
1210 => 0.93631897852118
1211 => 0.94435807937715
1212 => 0.97788246633585
1213 => 0.9435133508405
1214 => 0.87673977359618
1215 => 0.86017900322265
1216 => 0.85796949117927
1217 => 0.813055368475
1218 => 0.86128567308741
1219 => 0.84023185263229
1220 => 0.90674061918652
1221 => 0.86875116842442
1222 => 0.86711351913061
1223 => 0.86463797203211
1224 => 0.82597853124151
1225 => 0.83444249183902
1226 => 0.86257798596274
1227 => 0.87261704723511
1228 => 0.8715698908968
1229 => 0.86244010669227
1230 => 0.86661967514904
1231 => 0.85315582889159
]
'min_raw' => 0.4710850026169
'max_raw' => 1.4649172169659
'avg_raw' => 0.96800110979142
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.471085'
'max' => '$1.46'
'avg' => '$0.9680011'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.26836161921125
'max_diff' => 0.9149482126821
'year' => 2033
]
8 => [
'items' => [
101 => 0.84840146455236
102 => 0.8333953829068
103 => 0.81134058842369
104 => 0.81440744286648
105 => 0.77071112404456
106 => 0.7469030504112
107 => 0.74031328941486
108 => 0.73150118560547
109 => 0.74130863998824
110 => 0.77058733786349
111 => 0.73527101640367
112 => 0.67472366041274
113 => 0.67836265967547
114 => 0.68653841059024
115 => 0.67130295284856
116 => 0.65688387071111
117 => 0.66942009277251
118 => 0.64376537985746
119 => 0.68963866007919
120 => 0.68839791640757
121 => 0.70549663848961
122 => 0.71618882030861
123 => 0.69154680285079
124 => 0.68534940209925
125 => 0.68887972322348
126 => 0.63053137892732
127 => 0.70072833393615
128 => 0.70133540011806
129 => 0.69613733090799
130 => 0.73351504236236
131 => 0.81239367193163
201 => 0.78271635860214
202 => 0.77122440587942
203 => 0.74937819535297
204 => 0.77848697377984
205 => 0.77625187376434
206 => 0.76614390385773
207 => 0.76003057211942
208 => 0.77129457329223
209 => 0.75863483772093
210 => 0.75636080134605
211 => 0.74258261509029
212 => 0.73766442946451
213 => 0.7340232006258
214 => 0.73001456545413
215 => 0.73885661575318
216 => 0.71881936650694
217 => 0.69465640819174
218 => 0.69264751965466
219 => 0.69819423752882
220 => 0.69574022777409
221 => 0.69263577080008
222 => 0.68670851698816
223 => 0.68495002739791
224 => 0.69066426546837
225 => 0.68421322384759
226 => 0.69373208716548
227 => 0.69114348304574
228 => 0.67668375085954
301 => 0.65866157087701
302 => 0.65850113567236
303 => 0.65461828655743
304 => 0.64967289441928
305 => 0.64829719946169
306 => 0.66836432711687
307 => 0.7099026808045
308 => 0.70174770804705
309 => 0.70764051161953
310 => 0.73662727287405
311 => 0.74584129261454
312 => 0.73930139964876
313 => 0.73034919079417
314 => 0.73074304255054
315 => 0.7613354502246
316 => 0.76324346116582
317 => 0.76806438926662
318 => 0.77426064427027
319 => 0.74035664866925
320 => 0.72914616740667
321 => 0.72383401945064
322 => 0.70747465980605
323 => 0.72511682663724
324 => 0.71483749153761
325 => 0.71622452503464
326 => 0.71532121765009
327 => 0.71581448456343
328 => 0.68962583756246
329 => 0.69916760409485
330 => 0.6833025665787
331 => 0.66206106227861
401 => 0.66198985330797
402 => 0.6671886813926
403 => 0.6640962150177
404 => 0.65577446751742
405 => 0.65695653247229
406 => 0.6466003996404
407 => 0.65821395450192
408 => 0.65854698970005
409 => 0.65407513848376
410 => 0.67196742210967
411 => 0.67929790530992
412 => 0.67635443704302
413 => 0.67909138372963
414 => 0.70208658398262
415 => 0.70583580497478
416 => 0.70750096127987
417 => 0.70526987242199
418 => 0.67951169377737
419 => 0.68065417853249
420 => 0.67227138344995
421 => 0.66518880496239
422 => 0.66547207095866
423 => 0.66911343697202
424 => 0.68501549591567
425 => 0.71848044148501
426 => 0.7197504117068
427 => 0.72128965266327
428 => 0.7150287861328
429 => 0.71314044887879
430 => 0.71563165313803
501 => 0.72819932719063
502 => 0.76052679694412
503 => 0.74910011005413
504 => 0.73981003574559
505 => 0.74795993550023
506 => 0.74670532231403
507 => 0.7361151244244
508 => 0.73581789284139
509 => 0.71549191720013
510 => 0.70797786680563
511 => 0.70169856387906
512 => 0.6948417290086
513 => 0.6907767674542
514 => 0.69702239589374
515 => 0.69845084501396
516 => 0.68479466927601
517 => 0.68293338298423
518 => 0.69408531088087
519 => 0.68917776319934
520 => 0.69422529769112
521 => 0.69539636899016
522 => 0.69520779953896
523 => 0.69008375613118
524 => 0.69334966859812
525 => 0.68562481199843
526 => 0.67722519068221
527 => 0.67186675559736
528 => 0.66719081029255
529 => 0.6697852965152
530 => 0.66053642686595
531 => 0.65757752732218
601 => 0.69224325093968
602 => 0.71785119369526
603 => 0.71747884406573
604 => 0.71521226145655
605 => 0.7118445794588
606 => 0.72795296027649
607 => 0.72234112249685
608 => 0.72642420336628
609 => 0.72746351881391
610 => 0.73060921365211
611 => 0.73173352917516
612 => 0.72833506677717
613 => 0.71692941188228
614 => 0.68850760430133
615 => 0.6752771761492
616 => 0.67091091448879
617 => 0.67106961980743
618 => 0.66669181862747
619 => 0.66798127727426
620 => 0.66624339753257
621 => 0.66295227374008
622 => 0.66958207889515
623 => 0.67034610217837
624 => 0.6687986264349
625 => 0.66916311299193
626 => 0.65635067477157
627 => 0.65732477662231
628 => 0.65190085373451
629 => 0.65088393357941
630 => 0.63717272883405
701 => 0.61288134215672
702 => 0.62634112839792
703 => 0.6100835993509
704 => 0.60392662675903
705 => 0.63307277740325
706 => 0.63014731226695
707 => 0.62514018762273
708 => 0.61773360669772
709 => 0.61498643378605
710 => 0.59829548082397
711 => 0.5973092902802
712 => 0.60558177726184
713 => 0.60176430915871
714 => 0.59640313815369
715 => 0.57698552022668
716 => 0.55515368872436
717 => 0.55581265448742
718 => 0.56275695389264
719 => 0.58294844097968
720 => 0.5750592776585
721 => 0.56933559915126
722 => 0.56826372622
723 => 0.58168046007272
724 => 0.60066794936695
725 => 0.60957645452267
726 => 0.60074839646867
727 => 0.59060719871264
728 => 0.59122444643026
729 => 0.59533071896377
730 => 0.59576223014747
731 => 0.58916135294027
801 => 0.59101946120924
802 => 0.58819682483969
803 => 0.57087431064998
804 => 0.57056100129857
805 => 0.56630977695314
806 => 0.5661810515695
807 => 0.55894865844031
808 => 0.55793679664637
809 => 0.54357644111348
810 => 0.55302847061239
811 => 0.54668854547834
812 => 0.53713278286418
813 => 0.53548536578771
814 => 0.53543584244108
815 => 0.5452474740164
816 => 0.55291381598482
817 => 0.5467988311904
818 => 0.54540656768672
819 => 0.56027229944775
820 => 0.55838049957701
821 => 0.55674221308974
822 => 0.59896782795726
823 => 0.5655429588838
824 => 0.55096780814295
825 => 0.53292829135509
826 => 0.53880204898436
827 => 0.5400397360203
828 => 0.49665795001279
829 => 0.47905796483241
830 => 0.47301831315995
831 => 0.46954240823431
901 => 0.47112642175659
902 => 0.45528437082188
903 => 0.46593049105334
904 => 0.45221261403911
905 => 0.44991276731585
906 => 0.47444203073616
907 => 0.47785513444321
908 => 0.4632937736607
909 => 0.47264452455325
910 => 0.46925381229445
911 => 0.45244776766783
912 => 0.45180590037999
913 => 0.44337321794738
914 => 0.43017770282943
915 => 0.42414699833759
916 => 0.42100615507726
917 => 0.42230212822029
918 => 0.42164684454174
919 => 0.41737067528826
920 => 0.42189194955785
921 => 0.41034196211858
922 => 0.40574266405569
923 => 0.40366526782359
924 => 0.39341398917876
925 => 0.40972833226698
926 => 0.41294246337804
927 => 0.41616292732028
928 => 0.44419486723339
929 => 0.44279447073277
930 => 0.4554533730776
1001 => 0.45496147141071
1002 => 0.45135094740134
1003 => 0.43611874050818
1004 => 0.44219002668782
1005 => 0.42350355151427
1006 => 0.43750472927109
1007 => 0.43111517644604
1008 => 0.43534441503363
1009 => 0.42773986271807
1010 => 0.43194853595377
1011 => 0.41370465310088
1012 => 0.3966687719912
1013 => 0.40352450785811
1014 => 0.41097747679393
1015 => 0.42713741242795
1016 => 0.4175126880809
1017 => 0.42097410290722
1018 => 0.40937894267289
1019 => 0.38545481511569
1020 => 0.38559022307951
1021 => 0.38191001727028
1022 => 0.37872978213227
1023 => 0.41861820345187
1024 => 0.41365744771815
1025 => 0.40575313270413
1026 => 0.41633337245539
1027 => 0.41913095577661
1028 => 0.41921059904082
1029 => 0.42692966884783
1030 => 0.43104933778755
1031 => 0.43177544729384
1101 => 0.44392157041671
1102 => 0.44799279067625
1103 => 0.46476157074467
1104 => 0.43069981266054
1105 => 0.42999833316776
1106 => 0.41648225812605
1107 => 0.40791014965391
1108 => 0.4170691977269
1109 => 0.42518286398483
1110 => 0.41673437235344
1111 => 0.41783756700311
1112 => 0.40649615725511
1113 => 0.41055017757709
1114 => 0.41404204601389
1115 => 0.41211404150563
1116 => 0.40922772544029
1117 => 0.42451763587871
1118 => 0.42365491921013
1119 => 0.4378932353239
1120 => 0.44899302092635
1121 => 0.46888582104993
1122 => 0.44812664708585
1123 => 0.44737010027635
1124 => 0.45476546669309
1125 => 0.44799165848419
1126 => 0.4522724714483
1127 => 0.4681961159003
1128 => 0.46853255741542
1129 => 0.46289672855675
1130 => 0.46255378785851
1201 => 0.46363621044003
1202 => 0.46997599330886
1203 => 0.46776067837264
1204 => 0.47032429690174
1205 => 0.4735301411279
1206 => 0.4867908720971
1207 => 0.48998798943978
1208 => 0.48222065181235
1209 => 0.48292195543292
1210 => 0.48001675794208
1211 => 0.47721037356794
1212 => 0.48351871580147
1213 => 0.49504733522403
1214 => 0.49497561628094
1215 => 0.49765003190263
1216 => 0.49931617067889
1217 => 0.49216388336306
1218 => 0.48750800731734
1219 => 0.48929336645436
1220 => 0.49214819459451
1221 => 0.48836758416492
1222 => 0.46503190524435
1223 => 0.47211045953991
1224 => 0.47093224198151
1225 => 0.46925431690219
1226 => 0.47637185798322
1227 => 0.4756853537826
1228 => 0.45512188769182
1229 => 0.45643829407295
1230 => 0.45520194272393
1231 => 0.4591968468663
]
'min_raw' => 0.37872978213227
'max_raw' => 0.84840146455236
'avg_raw' => 0.61356562334231
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.378729'
'max' => '$0.8484014'
'avg' => '$0.613565'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.092355220484636
'max_diff' => -0.61651575241357
'year' => 2034
]
9 => [
'items' => [
101 => 0.44777592055034
102 => 0.45128892056402
103 => 0.45349224124026
104 => 0.45479001404528
105 => 0.45947845930814
106 => 0.45892832437038
107 => 0.45944426214799
108 => 0.46639598876915
109 => 0.50155543647452
110 => 0.50346908763817
111 => 0.49404556942331
112 => 0.49781007907947
113 => 0.4905830437474
114 => 0.49543460098275
115 => 0.49875391322697
116 => 0.48375457946234
117 => 0.48286641626167
118 => 0.47560955238399
119 => 0.47950897998207
120 => 0.47330471029475
121 => 0.47482702105988
122 => 0.47057050744792
123 => 0.47823138448605
124 => 0.48679743539461
125 => 0.48896155813772
126 => 0.48326868291403
127 => 0.47914666607332
128 => 0.47190976237779
129 => 0.48394489450837
130 => 0.48746433390736
131 => 0.48392640839148
201 => 0.48310659374425
202 => 0.48155304646913
203 => 0.48343618614276
204 => 0.48744516628455
205 => 0.48555460528392
206 => 0.48680335413224
207 => 0.48204441122668
208 => 0.49216625106776
209 => 0.50824216868881
210 => 0.50829385539264
211 => 0.50640328420118
212 => 0.50562970320256
213 => 0.50756954397445
214 => 0.50862182801677
215 => 0.5148949173671
216 => 0.52162619217091
217 => 0.55303811459501
218 => 0.54421777247516
219 => 0.57208829875345
220 => 0.59413026650468
221 => 0.60073968885484
222 => 0.59465933129005
223 => 0.57385875651535
224 => 0.57283818108252
225 => 0.60392302157207
226 => 0.59514013035788
227 => 0.59409543339488
228 => 0.58298162275194
301 => 0.58955126131415
302 => 0.58811438498981
303 => 0.58584620541745
304 => 0.59838061814914
305 => 0.62184391982813
306 => 0.61818694422401
307 => 0.61545718157775
308 => 0.6034961562838
309 => 0.61069936510248
310 => 0.60813444041053
311 => 0.61915498462859
312 => 0.61262665836875
313 => 0.59507359131872
314 => 0.59786897510211
315 => 0.59744645846678
316 => 0.60614182088195
317 => 0.60353168891708
318 => 0.59693678830952
319 => 0.62176372481378
320 => 0.62015160165187
321 => 0.6224372237128
322 => 0.62344342522923
323 => 0.63855514397968
324 => 0.64474593163068
325 => 0.64615134881245
326 => 0.6520321182682
327 => 0.64600502991113
328 => 0.67011768058056
329 => 0.68615118626356
330 => 0.70477492819101
331 => 0.73198922073694
401 => 0.74222204648049
402 => 0.74037357810039
403 => 0.76100714411629
404 => 0.79808520358845
405 => 0.74786811402201
406 => 0.80074683127209
407 => 0.78400603990487
408 => 0.74431392472714
409 => 0.741758220449
410 => 0.76863818168228
411 => 0.82825534859732
412 => 0.81332192445741
413 => 0.82827977432946
414 => 0.81083064792074
415 => 0.80996415172177
416 => 0.82743230920697
417 => 0.86824761131084
418 => 0.84885779122001
419 => 0.82105772954087
420 => 0.84158486246788
421 => 0.82380236023003
422 => 0.78373340567917
423 => 0.81331050514941
424 => 0.79353314104096
425 => 0.79930522731031
426 => 0.84087430500539
427 => 0.83587260359898
428 => 0.84234526836395
429 => 0.83092118447291
430 => 0.82024928870599
501 => 0.80032940275165
502 => 0.79443210655908
503 => 0.79606190706422
504 => 0.79443129891089
505 => 0.78328630579265
506 => 0.78087954558988
507 => 0.7768681731427
508 => 0.77811146519831
509 => 0.7705689114292
510 => 0.78480326876264
511 => 0.78744529091646
512 => 0.79780386913685
513 => 0.79887933109095
514 => 0.8277278239896
515 => 0.81183855888025
516 => 0.82249844972875
517 => 0.82154492875648
518 => 0.74517417322006
519 => 0.7556973895081
520 => 0.7720682116851
521 => 0.76469317848449
522 => 0.75426660703081
523 => 0.74584659154458
524 => 0.73308940709214
525 => 0.75104489922892
526 => 0.77465446203506
527 => 0.79947810856543
528 => 0.82930209336191
529 => 0.82264572714479
530 => 0.79892056991479
531 => 0.79998486313689
601 => 0.80656390505196
602 => 0.79804344800295
603 => 0.79553059888012
604 => 0.80621867816991
605 => 0.80629228109791
606 => 0.79648846553139
607 => 0.78559331860852
608 => 0.78554766754509
609 => 0.7836089813848
610 => 0.81117553588184
611 => 0.82633435356219
612 => 0.82807228757959
613 => 0.82621737675569
614 => 0.82693125831303
615 => 0.81811067630659
616 => 0.83827191111097
617 => 0.85677385390694
618 => 0.85181493800127
619 => 0.84438081810723
620 => 0.8384591835359
621 => 0.85041998908852
622 => 0.84988739324531
623 => 0.85661225557736
624 => 0.85630717697729
625 => 0.85404585870989
626 => 0.85181501876007
627 => 0.86066004699841
628 => 0.85811282091258
629 => 0.85556163828106
630 => 0.85044485094705
701 => 0.85114030732658
702 => 0.84370747103816
703 => 0.84026870086768
704 => 0.78855784826708
705 => 0.77473901875135
706 => 0.77908670382521
707 => 0.78051807463912
708 => 0.77450410232456
709 => 0.78312659376091
710 => 0.78178278760403
711 => 0.78701075126013
712 => 0.7837445465396
713 => 0.78387859272062
714 => 0.79348380437545
715 => 0.79627223818233
716 => 0.79485401824273
717 => 0.79584729087469
718 => 0.81873683944411
719 => 0.8154826776041
720 => 0.81375396898444
721 => 0.81423283308629
722 => 0.82008160350324
723 => 0.82171893988895
724 => 0.81478143056908
725 => 0.8180532000696
726 => 0.83198397935342
727 => 0.83685896368894
728 => 0.85241757356268
729 => 0.84580799955608
730 => 0.85794015870086
731 => 0.89523027975409
801 => 0.92502020873151
802 => 0.89762415892299
803 => 0.95232956976545
804 => 0.99492557913142
805 => 0.99329067334459
806 => 0.98586307384818
807 => 0.93736864965853
808 => 0.89274335750809
809 => 0.93007430928193
810 => 0.93016947355518
811 => 0.92696271169062
812 => 0.90704578916015
813 => 0.92626964595899
814 => 0.92779556590089
815 => 0.92694145650829
816 => 0.91167119870188
817 => 0.88835633744686
818 => 0.8929120055282
819 => 0.90037428277854
820 => 0.88624663514953
821 => 0.8817319957077
822 => 0.89012556937535
823 => 0.91717141260305
824 => 0.91205855260676
825 => 0.91192503516956
826 => 0.93380001842377
827 => 0.91814225133061
828 => 0.89296946709197
829 => 0.88661300708348
830 => 0.86405185627788
831 => 0.87963492349937
901 => 0.88019573034668
902 => 0.87166104368455
903 => 0.89366200987726
904 => 0.8934592671006
905 => 0.91434591008891
906 => 0.9542733268177
907 => 0.94246482498214
908 => 0.92873282210874
909 => 0.93022587156822
910 => 0.94660093897862
911 => 0.93670019941586
912 => 0.94026057439304
913 => 0.94659554992467
914 => 0.9504175979515
915 => 0.92967593767514
916 => 0.92484006447642
917 => 0.9149475650727
918 => 0.91236679663051
919 => 0.92042403098107
920 => 0.91830123439599
921 => 0.88014859670271
922 => 0.87616143378449
923 => 0.87628371437884
924 => 0.86625780364171
925 => 0.85096588327331
926 => 0.89115213696835
927 => 0.88792461839038
928 => 0.88436168767039
929 => 0.88479812635379
930 => 0.9022416170443
1001 => 0.89212351152641
1002 => 0.9190241533706
1003 => 0.91349419011475
1004 => 0.90782240416784
1005 => 0.90703839058316
1006 => 0.90485523688764
1007 => 0.89736839054998
1008 => 0.88832757370756
1009 => 0.88235804332604
1010 => 0.81392865369857
1011 => 0.82662875037798
1012 => 0.84123905395741
1013 => 0.84628247220591
1014 => 0.83765535629793
1015 => 0.89770904166892
1016 => 0.90868142867791
1017 => 0.87544535271658
1018 => 0.86922823992426
1019 => 0.89811663454855
1020 => 0.88069340112749
1021 => 0.88853908207015
1022 => 0.87158101123014
1023 => 0.90603850195645
1024 => 0.9057759936092
1025 => 0.89237125145894
1026 => 0.90370084773262
1027 => 0.9017320515724
1028 => 0.88659813069918
1029 => 0.90651827424201
1030 => 0.90652815438468
1031 => 0.89362638150929
1101 => 0.87855993535207
1102 => 0.87586641063274
1103 => 0.87383720158085
1104 => 0.88804002103617
1105 => 0.90077422454874
1106 => 0.92446942020886
1107 => 0.93042695538177
1108 => 0.95367961177724
1109 => 0.93983378704503
1110 => 0.94597146181538
1111 => 0.95263477600568
1112 => 0.95582941386379
1113 => 0.95062392290773
1114 => 0.9867448694651
1115 => 0.98979458407175
1116 => 0.99081712699943
1117 => 0.9786373470525
1118 => 0.98945584235837
1119 => 0.98439422667566
1120 => 0.99756314452473
1121 => 0.99962819899265
1122 => 0.99787917132477
1123 => 0.99853465220755
1124 => 0.96771179649245
1125 => 0.96611346882011
1126 => 0.94432015759553
1127 => 0.95320109300757
1128 => 0.93659860992907
1129 => 0.94186342833779
1130 => 0.94418411012732
1201 => 0.942971917658
1202 => 0.95370320777091
1203 => 0.9445794189172
1204 => 0.9205002400425
1205 => 0.89641450081162
1206 => 0.89611212397539
1207 => 0.88977077398451
1208 => 0.88518713941729
1209 => 0.88607011004811
1210 => 0.88918181371878
1211 => 0.88500628154318
1212 => 0.8858973430377
1213 => 0.90069490095842
1214 => 0.90366244566806
1215 => 0.89357756925012
1216 => 0.85308533519137
1217 => 0.84314843938628
1218 => 0.85029088303377
1219 => 0.84687725500255
1220 => 0.6834960408468
1221 => 0.72188003364489
1222 => 0.6990735685215
1223 => 0.70958383692537
1224 => 0.6863043417399
1225 => 0.69741453702528
1226 => 0.69536288963544
1227 => 0.75708321418985
1228 => 0.75611953621546
1229 => 0.7565807978651
1230 => 0.73456357751717
1231 => 0.76963760736409
]
'min_raw' => 0.44777592055034
'max_raw' => 0.99962819899265
'avg_raw' => 0.7237020597715
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.447775'
'max' => '$0.999628'
'avg' => '$0.723702'
'bar_min_pct' => 61.631153054958
'bar_max_pct' => 60.119598047091
'min_diff' => 0.069046138418077
'max_diff' => 0.15122673444029
'year' => 2035
]
10 => [
'items' => [
101 => 0.786916335688
102 => 0.78371850293371
103 => 0.78452332854337
104 => 0.7706937580547
105 => 0.75671469833737
106 => 0.74120976974898
107 => 0.77001601059912
108 => 0.76681324835551
109 => 0.77415923262486
110 => 0.79284213892879
111 => 0.79559326785151
112 => 0.79929081302283
113 => 0.7979655062881
114 => 0.82953968951663
115 => 0.82571584759448
116 => 0.83493020643245
117 => 0.81597557120767
118 => 0.79452660226034
119 => 0.7986033500376
120 => 0.79821072644352
121 => 0.79321217745843
122 => 0.78869971093491
123 => 0.78118772555282
124 => 0.80495675886642
125 => 0.80399177952123
126 => 0.81961367345392
127 => 0.81685235195834
128 => 0.79841157120084
129 => 0.79907018729321
130 => 0.80349969703454
131 => 0.81883028082453
201 => 0.82338144187914
202 => 0.82127316274623
203 => 0.82626330307422
204 => 0.83020730652504
205 => 0.8267586091847
206 => 0.87558489086497
207 => 0.85530881455484
208 => 0.86519123306836
209 => 0.86754813165325
210 => 0.8615109854883
211 => 0.86282022631748
212 => 0.86480336942692
213 => 0.87684462604819
214 => 0.90844436758807
215 => 0.92243967800937
216 => 0.9645452599283
217 => 0.92127756230301
218 => 0.91871023618545
219 => 0.92629472295581
220 => 0.95101515687072
221 => 0.97104874668646
222 => 0.97769504419386
223 => 0.97857346212788
224 => 0.99104235808927
225 => 0.9981892967232
226 => 0.98952830615504
227 => 0.98218902349203
228 => 0.95590062397844
229 => 0.95894357780308
301 => 0.97990651210269
302 => 1.0095178915116
303 => 1.0349275355833
304 => 1.0260299638449
305 => 1.0939121555023
306 => 1.1006423975312
307 => 1.0997124956976
308 => 1.1150449886339
309 => 1.0846131125633
310 => 1.0716028959533
311 => 0.98377585970817
312 => 1.0084516744748
313 => 1.0443194203979
314 => 1.0395721897278
315 => 1.0135240738909
316 => 1.0349077757516
317 => 1.0278376551863
318 => 1.0222611577568
319 => 1.0478081735384
320 => 1.019718180273
321 => 1.0440392012273
322 => 1.0128472402846
323 => 1.0260706072031
324 => 1.0185643845979
325 => 1.0234218305515
326 => 0.99502530076062
327 => 1.010347378949
328 => 0.99438785193367
329 => 0.99438028503987
330 => 0.99402797759645
331 => 1.0128042903546
401 => 1.0134165852395
402 => 0.99954086174184
403 => 0.99754115320628
404 => 1.0049351237519
405 => 0.99627872072694
406 => 1.0003289972196
407 => 0.99640139947582
408 => 0.99551721449583
409 => 0.98847187814364
410 => 0.98543655352756
411 => 0.9866267825202
412 => 0.9825639173632
413 => 0.98011589414585
414 => 0.99354100416267
415 => 0.98636850944807
416 => 0.9924417164796
417 => 0.98552053056735
418 => 0.96152868477831
419 => 0.94773072055586
420 => 0.90241234790565
421 => 0.91526458217199
422 => 0.92378562678716
423 => 0.92096942159268
424 => 0.92701972007717
425 => 0.92739115926563
426 => 0.92542414555283
427 => 0.92314659566347
428 => 0.92203801033374
429 => 0.93030049713463
430 => 0.93509714882507
501 => 0.92464082761117
502 => 0.92219105785023
503 => 0.9327629759068
504 => 0.93921183981411
505 => 0.98682662760209
506 => 0.98329917032902
507 => 0.9921523958559
508 => 0.99115565852539
509 => 1.000435249307
510 => 1.0156034583872
511 => 0.98476224822914
512 => 0.99011521590377
513 => 0.98880279184803
514 => 1.0031314935526
515 => 1.0031762261953
516 => 0.99458545375166
517 => 0.99924265086271
518 => 0.99664313119884
519 => 1.0013408145776
520 => 0.98325205898655
521 => 1.005282210736
522 => 1.0177718871862
523 => 1.0179453063559
524 => 1.0238653138691
525 => 1.0298803843663
526 => 1.0414257883834
527 => 1.0295583893145
528 => 1.0082100936577
529 => 1.0097513716496
530 => 0.99723487371701
531 => 0.99744527830854
601 => 0.99632212210922
602 => 0.99969279841064
603 => 0.98399173288514
604 => 0.98767674158113
605 => 0.98251770782736
606 => 0.99010400117193
607 => 0.98194240359239
608 => 0.98880215895741
609 => 0.99176260196846
610 => 1.002686700413
611 => 0.98032890537001
612 => 0.93473984778764
613 => 0.94432322040535
614 => 0.93014865954608
615 => 0.93146056911996
616 => 0.93411083524807
617 => 0.92552045561376
618 => 0.92715922933401
619 => 0.92710068080485
620 => 0.92659614121102
621 => 0.92436145169193
622 => 0.92112070976941
623 => 0.93403082814098
624 => 0.93622450882248
625 => 0.9411007892379
626 => 0.95560929214161
627 => 0.95415955056747
628 => 0.95652413922409
629 => 0.95136225546328
630 => 0.93170001410299
701 => 0.93276776840675
702 => 0.91945285512925
703 => 0.94076029696939
704 => 0.93571441349715
705 => 0.93246129959719
706 => 0.93157365732969
707 => 0.94611812400584
708 => 0.95047005639192
709 => 0.94775822417623
710 => 0.94219617718507
711 => 0.95287695167968
712 => 0.95573467634874
713 => 0.95637441551331
714 => 0.97529870008239
715 => 0.95743207279815
716 => 0.96173274756447
717 => 0.99528538440954
718 => 0.96485777273845
719 => 0.98097595725734
720 => 0.98018705600012
721 => 0.98843257379036
722 => 0.97951068287269
723 => 0.97962128040341
724 => 0.98694274160138
725 => 0.97666106978131
726 => 0.97411518324719
727 => 0.97059805923428
728 => 0.97827757084506
729 => 0.98288109074129
730 => 1.0199820801921
731 => 1.043951011388
801 => 1.0429104568712
802 => 1.0524191773181
803 => 1.0481354116669
804 => 1.0343020023788
805 => 1.057913945229
806 => 1.0504421385455
807 => 1.0510581052103
808 => 1.0510351789002
809 => 1.0560032771481
810 => 1.05248292422
811 => 1.0455439472419
812 => 1.0501503639884
813 => 1.0638297749015
814 => 1.1062910861114
815 => 1.130052998402
816 => 1.1048605891552
817 => 1.1222379757139
818 => 1.1118177359746
819 => 1.1099240684387
820 => 1.1208383513763
821 => 1.1317717383214
822 => 1.1310753288393
823 => 1.1231382513528
824 => 1.1186547976766
825 => 1.1526050109803
826 => 1.1776189498156
827 => 1.1759131668826
828 => 1.1834419379985
829 => 1.205546642851
830 => 1.2075676200375
831 => 1.2073130233637
901 => 1.2023038205397
902 => 1.2240687731256
903 => 1.2422254794907
904 => 1.2011443348157
905 => 1.2167874969163
906 => 1.2238102163744
907 => 1.2341216520859
908 => 1.2515187725286
909 => 1.2704166596875
910 => 1.2730890281366
911 => 1.2711928548374
912 => 1.2587291902536
913 => 1.2794074838816
914 => 1.2915203433233
915 => 1.2987332739229
916 => 1.3170240658064
917 => 1.223853586299
918 => 1.1579028900303
919 => 1.1476037364684
920 => 1.1685474702308
921 => 1.1740701658008
922 => 1.1718439741414
923 => 1.0976104695161
924 => 1.1472129124295
925 => 1.2005809703125
926 => 1.202631054764
927 => 1.2293482204137
928 => 1.2380484247229
929 => 1.2595592449698
930 => 1.2582137373066
1001 => 1.2634512797248
1002 => 1.2622472594245
1003 => 1.3020915242944
1004 => 1.3460456653764
1005 => 1.3445236732364
1006 => 1.338204745414
1007 => 1.3475894307675
1008 => 1.3929548147762
1009 => 1.3887782971822
1010 => 1.3928354282699
1011 => 1.4463237726971
1012 => 1.5158662290809
1013 => 1.4835567761422
1014 => 1.5536589922245
1015 => 1.5977846212896
1016 => 1.6740953340824
1017 => 1.6645408570025
1018 => 1.6942480574989
1019 => 1.6474363489501
1020 => 1.5399472039148
1021 => 1.522936635261
1022 => 1.556992224482
1023 => 1.6407145674861
1024 => 1.5543555099583
1025 => 1.5718258348219
1026 => 1.5667943800859
1027 => 1.5665262752453
1028 => 1.5767587465489
1029 => 1.5619160132333
1030 => 1.5014440475485
1031 => 1.5291579930583
1101 => 1.518456307764
1102 => 1.5303306254615
1103 => 1.5944114207339
1104 => 1.5660797736486
1105 => 1.5362346849204
1106 => 1.573667049341
1107 => 1.6213313124043
1108 => 1.6183485684827
1109 => 1.6125607985846
1110 => 1.6451861544625
1111 => 1.6990736840405
1112 => 1.7136392667478
1113 => 1.7243912821221
1114 => 1.7258738033855
1115 => 1.7411446937796
1116 => 1.6590292673706
1117 => 1.7893485579554
1118 => 1.8118510994416
1119 => 1.807621554277
1120 => 1.8326321820872
1121 => 1.8252734209271
1122 => 1.8146117305603
1123 => 1.8542588955526
1124 => 1.8088066202501
1125 => 1.7442928377405
1126 => 1.7088993007179
1127 => 1.7555083653845
1128 => 1.7839708947442
1129 => 1.8027828160942
1130 => 1.8084752921282
1201 => 1.6654036541701
1202 => 1.5882959764275
1203 => 1.6377211138191
1204 => 1.6980231925778
1205 => 1.6586942862783
1206 => 1.6602359049458
1207 => 1.6041632200176
1208 => 1.7029843809856
1209 => 1.6885869690493
1210 => 1.7632807676431
1211 => 1.7454544931535
1212 => 1.8063643863102
1213 => 1.7903247701293
1214 => 1.8569043201336
1215 => 1.8834647051997
1216 => 1.9280637255195
1217 => 1.9608709464174
1218 => 1.9801359740308
1219 => 1.9789793740342
1220 => 2.0553170112371
1221 => 2.0103033736125
1222 => 1.9537556358561
1223 => 1.9527328656859
1224 => 1.9820197403576
1225 => 2.0433969952077
1226 => 2.0593112243876
1227 => 2.0682051074401
1228 => 2.0545838159469
1229 => 2.0057247384618
1230 => 1.9846276365249
1231 => 2.0026029786171
]
'min_raw' => 0.74120976974898
'max_raw' => 2.0682051074401
'avg_raw' => 1.4047074385946
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.7412097'
'max' => '$2.06'
'avg' => '$1.40'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.29343384919864
'max_diff' => 1.0685769084475
'year' => 2036
]
11 => [
'items' => [
101 => 1.9806206798771
102 => 2.0185682946459
103 => 2.0706784748966
104 => 2.0599179287408
105 => 2.0958888212284
106 => 2.1331149107047
107 => 2.1863498905842
108 => 2.2002674856103
109 => 2.2232727409497
110 => 2.2469527055267
111 => 2.2545580719558
112 => 2.2690790762757
113 => 2.2690025434152
114 => 2.3127625673096
115 => 2.3610312288002
116 => 2.3792515310908
117 => 2.4211481115347
118 => 2.3494016857558
119 => 2.4038221738726
120 => 2.4529108163873
121 => 2.3943853130942
122 => 2.4750490846903
123 => 2.4781810761534
124 => 2.5254704287738
125 => 2.4775336103492
126 => 2.4490688805885
127 => 2.5312454888483
128 => 2.5710081610463
129 => 2.5590313205809
130 => 2.4678869732696
131 => 2.4148370537696
201 => 2.2759951818726
202 => 2.4404593766571
203 => 2.5205650884502
204 => 2.4676795188282
205 => 2.4943519239757
206 => 2.6398679179039
207 => 2.6952709869289
208 => 2.6837475358684
209 => 2.6856948094055
210 => 2.7155892998145
211 => 2.8481579334848
212 => 2.7687197352727
213 => 2.8294472613134
214 => 2.861656922156
215 => 2.8915750502105
216 => 2.8181055834301
217 => 2.7225228866297
218 => 2.6922478342643
219 => 2.46242109119
220 => 2.450457611126
221 => 2.4437421472355
222 => 2.4014020973274
223 => 2.3681344160154
224 => 2.3416787206862
225 => 2.2722510758032
226 => 2.2956808678813
227 => 2.1850276926133
228 => 2.255819672842
301 => 2.0792145333
302 => 2.2262965413607
303 => 2.1462464913715
304 => 2.1999979470001
305 => 2.1998104132351
306 => 2.1008369415084
307 => 2.0437511085402
308 => 2.0801284231214
309 => 2.1191277919873
310 => 2.1254553083762
311 => 2.1760190080985
312 => 2.1901302498279
313 => 2.1473725285969
314 => 2.0755547843254
315 => 2.0922364083313
316 => 2.0434130559622
317 => 1.9578520088983
318 => 2.0193034466521
319 => 2.0402856693303
320 => 2.0495526141958
321 => 1.9654131511611
322 => 1.938974705119
323 => 1.9248990982862
324 => 2.0646934362258
325 => 2.072351685626
326 => 2.0331709989272
327 => 2.2102714180708
328 => 2.1701881388313
329 => 2.2149709823837
330 => 2.0907227258013
331 => 2.0954691765252
401 => 2.0366480606925
402 => 2.0695839551304
403 => 2.0463059265151
404 => 2.0669230603387
405 => 2.0792808853449
406 => 2.1380923492114
407 => 2.2269680738079
408 => 2.1293078776992
409 => 2.0867559317349
410 => 2.1131549196899
411 => 2.1834589034321
412 => 2.2899730375963
413 => 2.2269145263744
414 => 2.2548988228517
415 => 2.2610121466973
416 => 2.2145151350752
417 => 2.2916874487374
418 => 2.3330447185757
419 => 2.3754687197487
420 => 2.4123042912737
421 => 2.3585236407565
422 => 2.4160766459633
423 => 2.3696990832396
424 => 2.3280936150522
425 => 2.3281567133734
426 => 2.3020569954205
427 => 2.2514855031107
428 => 2.2421593440229
429 => 2.2906752013618
430 => 2.3295803244788
501 => 2.3327847367617
502 => 2.3543246119367
503 => 2.3670716881869
504 => 2.4920103642487
505 => 2.5422617333077
506 => 2.6037081561833
507 => 2.627645000824
508 => 2.6996863213587
509 => 2.6415071041169
510 => 2.6289196645022
511 => 2.4541709854214
512 => 2.4827860718313
513 => 2.5286015861187
514 => 2.4549264663771
515 => 2.5016563721782
516 => 2.5108818454581
517 => 2.4524230140004
518 => 2.4836484017389
519 => 2.4007230295876
520 => 2.2287756203119
521 => 2.2918788753577
522 => 2.3383441113974
523 => 2.2720324904465
524 => 2.3908935043869
525 => 2.3214573538323
526 => 2.2994494276295
527 => 2.2135886611202
528 => 2.2541116378286
529 => 2.3089195440599
530 => 2.2750546301119
531 => 2.3453294113963
601 => 2.4448572432946
602 => 2.5157867032902
603 => 2.521231786494
604 => 2.4756288956216
605 => 2.5487078192784
606 => 2.5492401194552
607 => 2.4668067950341
608 => 2.4163168428169
609 => 2.4048454194414
610 => 2.4335032841385
611 => 2.4682992224144
612 => 2.5231627189009
613 => 2.5563155807918
614 => 2.6427606616839
615 => 2.6661502219986
616 => 2.6918482575128
617 => 2.7261887579405
618 => 2.7674233334276
619 => 2.6772044297476
620 => 2.6807889949799
621 => 2.5967784010389
622 => 2.507001033075
623 => 2.5751308644527
624 => 2.6642015560473
625 => 2.6437686409811
626 => 2.6414695206296
627 => 2.6453360033381
628 => 2.6299302526548
629 => 2.5602506132781
630 => 2.5252579346007
701 => 2.5704074176789
702 => 2.5944023585627
703 => 2.6316164192947
704 => 2.627029000816
705 => 2.7228884247632
706 => 2.7601364982706
707 => 2.7506068471324
708 => 2.7523605322857
709 => 2.819796390171
710 => 2.8947989333813
711 => 2.965048712555
712 => 3.0365098052288
713 => 2.9503606688366
714 => 2.9066194503168
715 => 2.9517492225431
716 => 2.9278027301523
717 => 3.065406378421
718 => 3.0749337564727
719 => 3.2125274544314
720 => 3.343120258147
721 => 3.2610972579463
722 => 3.3384412527385
723 => 3.4220950890546
724 => 3.5834769116542
725 => 3.5291291912836
726 => 3.4874996892171
727 => 3.4481600109166
728 => 3.530019636462
729 => 3.6353307369867
730 => 3.6580137393825
731 => 3.6947688688376
801 => 3.656125344419
802 => 3.7026672131366
803 => 3.8669804612433
804 => 3.8225815711717
805 => 3.7595280097923
806 => 3.8892375383605
807 => 3.9361789125163
808 => 4.2656380597301
809 => 4.681593842366
810 => 4.5093854170418
811 => 4.4024900903119
812 => 4.4276130276845
813 => 4.5795059985113
814 => 4.628289199899
815 => 4.4956796419494
816 => 4.5425195796659
817 => 4.8006122416852
818 => 4.9390706742546
819 => 4.751025525377
820 => 4.2322164176024
821 => 3.7538507264741
822 => 3.8807348488491
823 => 3.8663501270445
824 => 4.143638494669
825 => 3.8215226723272
826 => 3.8269462766634
827 => 4.1099686740768
828 => 4.0344631506792
829 => 3.9121538727918
830 => 3.7547437195582
831 => 3.4637564926291
901 => 3.2060209909588
902 => 3.7114996626754
903 => 3.6897025031976
904 => 3.6581369861158
905 => 3.7283826286357
906 => 4.0694755291388
907 => 4.0616122337722
908 => 4.0115899605386
909 => 4.0495314139102
910 => 3.9055025525715
911 => 3.9426220696147
912 => 3.7537749509046
913 => 3.8391417355139
914 => 3.9118914520133
915 => 3.9264970346785
916 => 3.9594041582028
917 => 3.6782163906234
918 => 3.8044614430275
919 => 3.8786185837531
920 => 3.5435739240948
921 => 3.8719958280824
922 => 3.6733215371762
923 => 3.6058884988549
924 => 3.6966782013273
925 => 3.6612973659779
926 => 3.6308790013769
927 => 3.6139050312757
928 => 3.6805709686776
929 => 3.6774609230148
930 => 3.5683825101244
1001 => 3.4260941671139
1002 => 3.4738508054839
1003 => 3.4565003710432
1004 => 3.3936201583796
1005 => 3.435993829529
1006 => 3.2494016266111
1007 => 2.9283794397095
1008 => 3.1404565295522
1009 => 3.1322917922887
1010 => 3.1281747615191
1011 => 3.2875448331557
1012 => 3.272225078061
1013 => 3.2444195725526
1014 => 3.3931094884656
1015 => 3.3388356689957
1016 => 3.5060947920817
1017 => 3.6162624681879
1018 => 3.5883203819764
1019 => 3.6919336138409
1020 => 3.4749510219771
1021 => 3.5470239351637
1022 => 3.5618780626827
1023 => 3.3912746779838
1024 => 3.2747315794571
1025 => 3.2669594834739
1026 => 3.0648898112569
1027 => 3.1728337991058
1028 => 3.2678200413872
1029 => 3.2223290025646
1030 => 3.2079278986795
1031 => 3.2815000152101
1101 => 3.2872171987671
1102 => 3.1568648077876
1103 => 3.1839691975956
1104 => 3.2969990088249
1105 => 3.1811211363573
1106 => 2.9559893586958
1107 => 2.9001535651453
1108 => 2.8927040410279
1109 => 2.7412729405265
1110 => 2.9038847798596
1111 => 2.8329003542644
1112 => 3.0571393041958
1113 => 2.9290552186126
1114 => 2.9235337696815
1115 => 2.9151872898017
1116 => 2.7848442860602
1117 => 2.8133811201496
1118 => 2.9082419029452
1119 => 2.9420892989299
1120 => 2.9385587382251
1121 => 2.9077770333584
1122 => 2.9218687402185
1123 => 2.8764744425458
1124 => 2.860444771237
1125 => 2.8098507192778
1126 => 2.7354914398614
1127 => 2.7458315537362
1128 => 2.5985063640485
1129 => 2.5182357815671
1130 => 2.4960179422855
1201 => 2.4663073190507
1202 => 2.4993738362368
1203 => 2.5980890102966
1204 => 2.479017566788
1205 => 2.2748779287832
1206 => 2.2871470688643
1207 => 2.3147121838862
1208 => 2.2633447744044
1209 => 2.2147298322698
1210 => 2.2569965802009
1211 => 2.1704999244529
1212 => 2.3251648914906
1213 => 2.3209816375758
1214 => 2.3786311728701
1215 => 2.4146806103771
1216 => 2.3315983280674
1217 => 2.3107033587448
1218 => 2.3226060828944
1219 => 2.1258805663485
1220 => 2.3625545011557
1221 => 2.364601267172
1222 => 2.3470756139127
1223 => 2.4730971777095
1224 => 2.7390419844324
1225 => 2.6389828505382
1226 => 2.600236929591
1227 => 2.5265809055473
1228 => 2.6247231843236
1229 => 2.6171873885716
1230 => 2.5831076623155
1231 => 2.5624961375406
]
'min_raw' => 1.9248990982862
'max_raw' => 4.9390706742546
'avg_raw' => 3.4319848862704
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$1.92'
'max' => '$4.93'
'avg' => '$3.43'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 1.1836893285373
'max_diff' => 2.8708655668145
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.060420383162273
]
1 => [
'year' => 2028
'avg' => 0.10369891766902
]
2 => [
'year' => 2029
'avg' => 0.28328675316028
]
3 => [
'year' => 2030
'avg' => 0.21855530817987
]
4 => [
'year' => 2031
'avg' => 0.21464839789379
]
5 => [
'year' => 2032
'avg' => 0.37634619384474
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.060420383162273
'min' => '$0.06042'
'max_raw' => 0.37634619384474
'max' => '$0.376346'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.37634619384474
]
1 => [
'year' => 2033
'avg' => 0.96800110979142
]
2 => [
'year' => 2034
'avg' => 0.61356562334231
]
3 => [
'year' => 2035
'avg' => 0.7237020597715
]
4 => [
'year' => 2036
'avg' => 1.4047074385946
]
5 => [
'year' => 2037
'avg' => 3.4319848862704
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.37634619384474
'min' => '$0.376346'
'max_raw' => 3.4319848862704
'max' => '$3.43'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 3.4319848862704
]
]
]
]
'prediction_2025_max_price' => '$0.1033078'
'last_price' => 0.10017
'sma_50day_nextmonth' => '$0.086666'
'sma_200day_nextmonth' => '$0.191756'
'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' => '$0.091388'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.087422'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.08171'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.078664'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.092823'
'daily_sma50_action' => 'BUY'
'daily_sma100' => '$0.139484'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.226957'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.093284'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.08929'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.084469'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.083611'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$0.09939'
'daily_ema50_action' => 'BUY'
'daily_ema100' => '$0.1413089'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.226847'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.179898'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.338467'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '—'
'weekly_sma100_action' => '—'
'weekly_sma200' => '—'
'weekly_sma200_action' => '—'
'weekly_ema3' => '$0.091439'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$0.092675'
'weekly_ema5_action' => 'BUY'
'weekly_ema10' => '$0.112049'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.171154'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.3294026'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.189297'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$0.094648'
'weekly_ema200_action' => 'BUY'
'rsi_14' => '64.58'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 121.82
'stoch_rsi_14_action' => 'SELL'
'momentum_10' => 0.03
'momentum_10_action' => 'BUY'
'vwma_10' => '0.083987'
'vwma_10_action' => 'BUY'
'hma_9' => '0.093310'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 100
'stochastic_fast_14_action' => 'SELL'
'cci_20' => 311.65
'cci_20_action' => 'SELL'
'adx_14' => 26.27
'adx_14_action' => 'SELL'
'ao_5_34' => '0.002768'
'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' => 80.53
'ultimate_oscillator_action' => 'SELL'
'ichimoku_cloud' => '-0.027917'
'ichimoku_cloud_action' => 'SELL'
'sell_signals' => 11
'buy_signals' => 22
'sell_pct' => 33.33
'buy_pct' => 66.67
'overall_action' => 'bullish'
'overall_action_label' => 'Altista'
'overall_action_dir' => 1
'last_updated' => 1767712833
'last_updated_date' => '6 de janeiro de 2026'
]
Previsão de preço de Sonic para 2026
A previsão de preço para Sonic em 2026 sugere que o preço médio poderia variar entre $0.0346087 na extremidade inferior e $0.1033078 na extremidade superior. No mercado de criptomoedas, comparado ao preço médio de hoje, Sonic poderia potencialmente ganhar 3.13% até 2026 se S atingir a meta de preço prevista.
Previsão de preço de Sonic 2027-2032
A previsão de preço de S para 2027-2032 está atualmente dentro de uma faixa de preço entre $0.06042 na extremidade inferior e $0.376346 na extremidade superior. Considerando a volatilidade de preços no mercado, se Sonic atingir a meta de preço superior, poderia ganhar 275.71% até 2032 em comparação com o preço de hoje.
| Previsão de Preço de Sonic | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2027 | $0.033316 | $0.06042 | $0.087523 |
| 2028 | $0.060127 | $0.103698 | $0.14727 |
| 2029 | $0.132082 | $0.283286 | $0.434491 |
| 2030 | $0.11233 | $0.218555 | $0.32478 |
| 2031 | $0.1328093 | $0.214648 | $0.296487 |
| 2032 | $0.202723 | $0.376346 | $0.549969 |
Previsão de preço de Sonic 2032-2037
A previsão de preço de Sonic para 2032-2037 é atualmente estimada entre $0.376346 na extremidade inferior e $3.43 na extremidade superior. Comparado ao preço atual, Sonic poderia potencialmente ganhar 3326.16% até 2037 se atingir a meta de preço superior. Por favor, note que esta informação é apenas para fins gerais e não deve ser considerada como aconselhamento de investimento a longo prazo.
| Previsão de Preço de Sonic | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2032 | $0.202723 | $0.376346 | $0.549969 |
| 2033 | $0.471085 | $0.9680011 | $1.46 |
| 2034 | $0.378729 | $0.613565 | $0.8484014 |
| 2035 | $0.447775 | $0.723702 | $0.999628 |
| 2036 | $0.7412097 | $1.40 | $2.06 |
| 2037 | $1.92 | $3.43 | $4.93 |
Sonic Histograma de preços potenciais
Previsão de preço de Sonic baseada na análise técnica
Em 6 de janeiro de 2026, o sentimento geral de previsão de preço para Sonic é Altista, com 22 indicadores técnicos mostrando sinais de alta e 11 indicando sinais de baixa. A previsão de preço de S 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
De acordo com nossos indicadores técnicos, o SMA de 200 dias de Sonic está projetado para aumentar no próximo mês, alcançando $0.191756 até 4 de fev. de 2026. O SMA de 50 dias de curto prazo para Sonic é esperado para alcançar $0.086666 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 64.58, sugerindo que o mercado de S está em um estado NEUTRAL.
Médias Móveis e Osciladores Populares de S 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 | $0.091388 | BUY |
| SMA 5 | $0.087422 | BUY |
| SMA 10 | $0.08171 | BUY |
| SMA 21 | $0.078664 | BUY |
| SMA 50 | $0.092823 | BUY |
| SMA 100 | $0.139484 | SELL |
| SMA 200 | $0.226957 | SELL |
Média Móvel Exponencial Diária (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 3 | $0.093284 | BUY |
| EMA 5 | $0.08929 | BUY |
| EMA 10 | $0.084469 | BUY |
| EMA 21 | $0.083611 | BUY |
| EMA 50 | $0.09939 | BUY |
| EMA 100 | $0.1413089 | SELL |
| EMA 200 | $0.226847 | SELL |
Média Móvel Simples Semanal (SMA)
| Período | Valor | Ação |
|---|---|---|
| SMA 21 | $0.179898 | SELL |
| SMA 50 | $0.338467 | SELL |
| SMA 100 | — | — |
| SMA 200 | — | — |
Média Móvel Exponencial Semanal (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 21 | $0.171154 | SELL |
| EMA 50 | $0.3294026 | SELL |
| EMA 100 | $0.189297 | SELL |
| EMA 200 | $0.094648 | BUY |
Osciladores de Sonic
Um oscilador é uma ferramenta de análise técnica que define limites altos e baixos entre dois extremos, criando um indicador de tendência que flutua dentro desses limites. Os traders usam esse indicador para identificar condições de sobrecompra ou sobrevenda de curto prazo.
| Período | Valor | Ação |
|---|---|---|
| RSI (14) | 64.58 | NEUTRAL |
| Stoch RSI (14) | 121.82 | SELL |
| Estocástico Rápido (14) | 100 | SELL |
| Índice de Canal de Commodities (20) | 311.65 | SELL |
| Índice Direcional Médio (14) | 26.27 | SELL |
| Oscilador Impressionante (5, 34) | 0.002768 | BUY |
| Momentum (10) | 0.03 | BUY |
| MACD (12, 26) | 0 | BUY |
| Williams Percent Range (14) | -0 | SELL |
| Oscilador Ultimate (7, 14, 28) | 80.53 | SELL |
| VWMA (10) | 0.083987 | BUY |
| Média Móvel de Hull (9) | 0.093310 | BUY |
| Nuvem Ichimoku B/L (9, 26, 52, 26) | -0.027917 | SELL |
Previsão do preço de Sonic com base nos fluxos financeiros mundiais
Definições dos fluxos financeiros mundiais, usadas na previsão do preço do Sonic
M0: o total de todas as moedas físicas, mais as contas no Banco Central que podem ser trocadas por moedas físicas.
M1: o valor de M0, mais o valor em contas de demanda, incluindo contas 'correntes'.
M2: o valor de M1, mais a maioria das contas de poupança, do mercado de moedas e de certificados de depósito (CD) de menos de US$ 100.000.
Previsões de preço de Sonic por empresas de Internet ou nichos tecnológicos
| Comparação | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook stock | $0.140755 | $0.197785 | $0.277921 | $0.390525 | $0.548753 | $0.77109 |
| Amazon.com stock | $0.20901 | $0.436113 | $0.909976 | $1.89 | $3.96 | $8.26 |
| Apple stock | $0.142083 | $0.201534 | $0.285861 | $0.405472 | $0.575131 | $0.81578 |
| Netflix stock | $0.158052 | $0.249382 | $0.393485 | $0.620859 | $0.979618 | $1.54 |
| Google stock | $0.129719 | $0.167986 | $0.217541 | $0.281715 | $0.36482 | $0.47244 |
| Tesla stock | $0.227077 | $0.514768 | $1.16 | $2.64 | $5.99 | $13.59 |
| Kodak stock | $0.075116 | $0.056329 | $0.042241 | $0.031676 | $0.023753 | $0.017812 |
| Nokia stock | $0.066358 | $0.043959 | $0.029121 | $0.019291 | $0.012779 | $0.008466 |
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
Você pode fazer perguntas como: 'Devo investir em Sonic agora?', 'Devo comprar S hoje?', 'Sonic será um bom ou mau investimento no curto ou no longo prazo?'.
Atualizamos a previsão para Sonic regularmente com novos valores. Veja nossas previsões semelhantes. Fazemos previsões de preços futuros para uma enorme quantidade de moedas digitais, como Sonic, 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 para poder tomar sozinho uma decisão de tão grande responsabilidade sobre o seu investimento.
O preço de Sonic é de $0.1001 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
com base no histórico de preços de 4 horas
Previsão de longo prazo para Sonic
com base no histórico de preços de 1 mês
Previsão do preço de Sonic com base no padrão de crescimento do Bitcoin
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Se Sonic tiver 1% da média anterior do crescimento anual do Bitcoin | $0.102773 | $0.105445 | $0.108186 | $0.110998 |
| Se Sonic tiver 2% da média anterior do crescimento anual do Bitcoin | $0.105377 | $0.110855 | $0.116618 | $0.122681 |
| Se Sonic tiver 5% da média anterior do crescimento anual do Bitcoin | $0.113188 | $0.127899 | $0.144521 | $0.1633049 |
| Se Sonic tiver 10% da média anterior do crescimento anual do Bitcoin | $0.1262074 | $0.159012 | $0.200345 | $0.252421 |
| Se Sonic tiver 20% da média anterior do crescimento anual do Bitcoin | $0.152244 | $0.231391 | $0.351683 | $0.534511 |
| Se Sonic tiver 50% da média anterior do crescimento anual do Bitcoin | $0.230357 | $0.529742 | $1.21 | $2.80 |
| Se Sonic tiver 100% da média anterior do crescimento anual do Bitcoin | $0.360544 | $1.29 | $4.67 | $16.81 |
Perguntas Frequentes sobre Sonic
S é um bom investimento?
A decisão de adquirir Sonic depende inteiramente da sua tolerância individual ao risco. Como você pode perceber, o valor de Sonic experimentou uma escalada de 9.248% nas últimas 24 horas, e Sonic registrou um declínio de durante os últimos 30 dias. Consequentemente, a decisão de investir ou não em Sonic dependerá de quão alinhado esse investimento está com suas aspirações de negociação.
Sonic pode subir?
Parece que o valor médio de Sonic pode potencialmente subir para $0.1033078 até o final deste ano. Observando as perspectivas de Sonic em um horizonte de cinco anos mais longo, a moeda digital poderia potencialmente crescer até $0.32478. 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 na próxima semana?
Com base na nossa nova previsão experimental de Sonic, o preço de Sonic aumentará 0.86% na próxima semana e atingirá $0.1010272 até 13 de janeiro de 2026.
Qual será o preço de Sonic no próximo mês?
Com base na nossa nova previsão experimental de Sonic, o preço de Sonic diminuirá -11.62% no próximo mês e atingirá $0.088532 até 5 de fevereiro de 2026.
Até onde o preço de Sonic pode subir este ano em 2026?
De acordo com nossa previsão mais recente sobre o valor de Sonic em 2026, espera-se que S fluctue dentro do intervalo de $0.0346087 e $0.1033078. No entanto, é crucial lembrar que o mercado de criptomoedas é excepcionalmente instável, e essa previsão de preço de Sonic não considera flutuações repentinas e extremas de preço.
Onde estará Sonic em 5 anos?
O futuro de Sonic parece seguir uma tendência de alta, com um preço máximo de $0.32478 projetada após um período de cinco anos. Com base na previsão de Sonic para 2030, o valor de Sonic pode potencialmente atingir seu pico mais alto de aproximadamente $0.32478, enquanto seu pico mais baixo está previsto para cerca de $0.11233.
Quanto será Sonic em 2026?
Com base na nossa nova simulação experimental de previsão de preços de Sonic, espera-se que o valor de S em 2026 aumente 3.13% para $0.1033078 se o melhor cenário ocorrer. O preço ficará entre $0.1033078 e $0.0346087 durante 2026.
Quanto será Sonic em 2027?
De acordo com nossa última simulação experimental para previsão de preços de Sonic, o valor de S pode diminuir -12.62% para $0.087523 em 2027, assumindo as condições mais favoráveis. O preço está projetado para flutuar entre $0.087523 e $0.033316 ao longo do ano.
Quanto será Sonic em 2028?
Nosso novo modelo experimental de previsão de preços de Sonic sugere que o valor de S em 2028 pode aumentar 47.02%, alcançando $0.14727 no melhor cenário. O preço é esperado para variar entre $0.14727 e $0.060127 durante o ano.
Quanto será Sonic em 2029?
Com base no nosso modelo de previsão experimental, o valor de Sonic pode experimentar um 333.75% crescimento em 2029, potencialmente alcançando $0.434491 sob condições ótimas. A faixa de preço prevista para 2029 está entre $0.434491 e $0.132082.
Quanto será Sonic em 2030?
Usando nossa nova simulação experimental para previsões de preços de Sonic, espera-se que o valor de S em 2030 aumente 224.23%, alcançando $0.32478 no melhor cenário. O preço está previsto para variar entre $0.32478 e $0.11233 ao longo de 2030.
Quanto será Sonic em 2031?
Nossa simulação experimental indica que o preço de Sonic poderia aumentar 195.98% em 2031, potencialmente atingindo $0.296487 sob condições ideais. O preço provavelmente oscilará entre $0.296487 e $0.1328093 durante o ano.
Quanto será Sonic em 2032?
Com base nos achados da nossa mais recente previsão experimental de preços de Sonic, S poderia ver um 449.04% aumento em valor, atingindo $0.549969 se o cenário mais positivo se desenrolar em 2032. O preço é esperado para permanecer dentro de uma faixa de $0.549969 e $0.202723 ao longo do ano.
Quanto será Sonic em 2033?
De acordo com nossa previsão experimental de preços de Sonic, espera-se que o valor de S seja aumentar 1362.43% em 2033, com o preço potencial mais alto sendo $1.46. Ao longo do ano, o preço de S poderia variar entre $1.46 e $0.471085.
Quanto será Sonic em 2034?
Os resultados da nossa nova simulação de previsão de preços de Sonic sugerem que S pode aumentar 746.96% em 2034, atingindo potencialmente $0.8484014 nas melhores circunstâncias. A faixa de preço prevista para o ano é entre $0.8484014 e $0.378729.
Quanto será Sonic em 2035?
Com base em nossa previsão experimental para o preço de Sonic, S poderia aumentar 897.93%, com o valor potencialmente atingindo $0.999628 em 2035. A faixa de preço esperada para o ano está entre $0.999628 e $0.447775.
Quanto será Sonic em 2036?
Nossa recente simulação de previsão de preços de Sonic sugere que o valor de S pode aumentar 1964.7% em 2036, possivelmente atingindo $2.06 se as condições forem ideais. A faixa de preço esperada para 2036 está entre $2.06 e $0.7412097.
Quanto será Sonic em 2037?
De acordo com a simulação experimental, o valor de Sonic poderia aumentar 4830.69% em 2037, com um pico de $4.93 sob condições favoráveis. O preço é esperado para cair entre $4.93 e $1.92 ao longo do ano.
Previsões relacionadas
Como ler e prever os movimentos de preço de Sonic?
Traders de Sonic 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
Médias móveis são ferramentas populares para a previsão de preço de Sonic. Uma média móvel simples (SMA) calcula o preço médio de fechamento de S 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 S 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 S.
Como ler gráficos de Sonic 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 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 S 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?
A ação de preço de Sonic 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 S. A capitalização de mercado de Sonic pode mudar rapidamente.
Traders frequentemente monitoram a atividade de "baleias" de S, grandes detentores de Sonic, pois suas ações podem influenciar significativamente os movimentos de preço no relativamente pequeno mercado de Sonic.
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


