Previsão de Preço BEAT - Projeção BEAT
Previsão de Preço BEAT até $0.034435 até 2026
| Ano | Preço Mínimo | Preço Máximo |
|---|---|---|
| 2026 | $0.011536 | $0.034435 |
| 2027 | $0.0111056 | $0.029174 |
| 2028 | $0.020042 | $0.04909 |
| 2029 | $0.044027 | $0.14483 |
| 2030 | $0.037443 | $0.10826 |
| 2031 | $0.044269 | $0.098829 |
| 2032 | $0.067574 | $0.183323 |
| 2033 | $0.157028 | $0.4883057 |
| 2034 | $0.126243 | $0.28280048 |
| 2035 | $0.149258 | $0.3332093 |
Calculadora de lucro do investimento
Se você abrir um short de $10,000.00 em BEAT hoje e fechar em Apr 06, 2026, nossa previsão mostra que pode lucrar cerca de $3,954.98, com um retorno de 39.55% nos próximos 90 dias.
Previsão de preço de longo prazo de BEAT para os anos 2027, 2028, 2029, 2030, 2031, 2032 e 2037
[
'name' => 'BEAT'
'name_with_ticker' => 'BEAT <small>BEAT</small>'
'name_lang' => 'BEAT'
'name_lang_with_ticker' => 'BEAT <small>BEAT</small>'
'name_with_lang' => 'BEAT'
'name_with_lang_with_ticker' => 'BEAT <small>BEAT</small>'
'image' => '/uploads/coins/beat.png?ts=1572415299'
'price_for_sd' => 0.0334
'ticker' => 'BEAT'
'marketcap' => '$40.96M'
'low24h' => '$0'
'high24h' => '$0'
'volume24h' => '$0'
'current_supply' => '1.23B'
'max_supply' => '1.23B'
'algo' => 'Ethash'
'proof' => null
'ico_price_and_roi' => '0.019 EUR'
'price' => '$0.03339'
'change_24h_pct' => '0%'
'ath_price' => '$0.006078'
'ath_days' => 2516
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '16 de fev. de 2019'
'ath_pct' => '549.38%'
'fdv' => '$0'
'new_prediction' => true
'change_24h_pct_is_increased' => false
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$1.64'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.033675'
'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' => '$0.02951'
'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' => '$0.011536'
'current_year_max_price_prediction' => '$0.034435'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.037443'
'grand_prediction_max_price' => '$0.10826'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.03402272293686
107 => 0.034149751434058
108 => 0.03443595312448
109 => 0.031990391015475
110 => 0.033088376604487
111 => 0.033733340270695
112 => 0.030819370962788
113 => 0.033675740466603
114 => 0.031947819220041
115 => 0.031361336796452
116 => 0.032150958116631
117 => 0.031843241920226
118 => 0.031578685604257
119 => 0.031431058634292
120 => 0.032010869384507
121 => 0.031983820519986
122 => 0.031035137596218
123 => 0.029797619395425
124 => 0.030212971123761
125 => 0.030062069946914
126 => 0.029515184615378
127 => 0.029883719297646
128 => 0.028260879068072
129 => 0.025468866800983
130 => 0.02731335562627
131 => 0.027242344812915
201 => 0.027206537940737
202 => 0.028592620315013
203 => 0.028459380477088
204 => 0.028217548866565
205 => 0.029510743188204
206 => 0.029038709864887
207 => 0.030493405342311
208 => 0.031451561867547
209 => 0.03120854237963
210 => 0.032109693222787
211 => 0.03022253998869
212 => 0.03084937659361
213 => 0.030978566749127
214 => 0.029494785371012
215 => 0.028481180162377
216 => 0.028413584250906
217 => 0.026656132502535
218 => 0.02759494904086
219 => 0.028421068743718
220 => 0.028025421515528
221 => 0.027900171422708
222 => 0.028540046983496
223 => 0.028589770794733
224 => 0.02745606262904
225 => 0.027691796456556
226 => 0.028674845704786
227 => 0.027667026137745
228 => 0.025708997345377
301 => 0.025223379133003
302 => 0.025158588711753
303 => 0.023841553604931
304 => 0.025255830464028
305 => 0.024638460714769
306 => 0.026588724355454
307 => 0.025474744223368
308 => 0.025426722766358
309 => 0.025354131290871
310 => 0.024220504768393
311 => 0.024468696931092
312 => 0.025293725480636
313 => 0.025588104961725
314 => 0.025557398770067
315 => 0.02528968239065
316 => 0.025412241578218
317 => 0.025017435732611
318 => 0.024878021571355
319 => 0.024437992129542
320 => 0.023791270411314
321 => 0.023881201032809
322 => 0.022599876085056
323 => 0.021901742248459
324 => 0.021708508003744
325 => 0.021450107095898
326 => 0.021737695073864
327 => 0.022596246252469
328 => 0.021560651379278
329 => 0.019785196607726
330 => 0.019891904464724
331 => 0.020131645337552
401 => 0.019684889807083
402 => 0.019262073190843
403 => 0.019629677934467
404 => 0.018877394342354
405 => 0.020222555215581
406 => 0.02018617238373
407 => 0.020687565173079
408 => 0.021001096373875
409 => 0.020278508462973
410 => 0.020096779557466
411 => 0.020200300601161
412 => 0.018489328344861
413 => 0.020547742237245
414 => 0.020565543486064
415 => 0.020413118386225
416 => 0.021509160237521
417 => 0.02382215040778
418 => 0.022951910465914
419 => 0.022614927257283
420 => 0.02197432193134
421 => 0.022827890492778
422 => 0.022762349745003
423 => 0.022465949627976
424 => 0.022286685912373
425 => 0.022616984804897
426 => 0.022245758224334
427 => 0.02217907572984
428 => 0.02177505236448
429 => 0.021630834404938
430 => 0.021524061169176
501 => 0.021406514327923
502 => 0.021665793368879
503 => 0.021078232951074
504 => 0.02036969268646
505 => 0.020310785229969
506 => 0.020473433896537
507 => 0.020401473969349
508 => 0.020310440713522
509 => 0.020136633436717
510 => 0.020085068530493
511 => 0.020252629459983
512 => 0.020063462939998
513 => 0.02034258844467
514 => 0.020266681752118
515 => 0.019842673137948
516 => 0.019314201416598
517 => 0.019309496909771
518 => 0.019195638544273
519 => 0.019050622797092
520 => 0.019010282733737
521 => 0.019598719288292
522 => 0.020816765345797
523 => 0.020577633759337
524 => 0.020750430837745
525 => 0.021600421439958
526 => 0.021870607892293
527 => 0.021678835948143
528 => 0.021416326683012
529 => 0.02142787575842
530 => 0.022324949384332
531 => 0.022380898766007
601 => 0.022522264803546
602 => 0.02270396011182
603 => 0.021709779444815
604 => 0.021381049938409
605 => 0.021225279661056
606 => 0.020745567497492
607 => 0.021262895938483
608 => 0.02096147081013
609 => 0.021002143358093
610 => 0.020975655307875
611 => 0.020990119574408
612 => 0.020222179215703
613 => 0.020501976320658
614 => 0.020036759366129
615 => 0.019413886087068
616 => 0.019411797997429
617 => 0.019564245350055
618 => 0.019473563699448
619 => 0.019229541709301
620 => 0.01926420388125
621 => 0.018960526781726
622 => 0.019301075779384
623 => 0.019310841506094
624 => 0.019179711592166
625 => 0.019704374309764
626 => 0.019919329053248
627 => 0.019833016534826
628 => 0.019913273136864
629 => 0.020587570756369
630 => 0.020697510690015
701 => 0.020746338746317
702 => 0.020680915619351
703 => 0.019925598059523
704 => 0.01995909960516
705 => 0.019713287491903
706 => 0.019505602159244
707 => 0.019513908483384
708 => 0.019620685741574
709 => 0.020086988290495
710 => 0.021068294514663
711 => 0.021105534368545
712 => 0.021150670157812
713 => 0.02096708021943
714 => 0.020911707737295
715 => 0.020984758334082
716 => 0.021353285357249
717 => 0.022301236914946
718 => 0.0219661675229
719 => 0.021693750891501
720 => 0.021932733720234
721 => 0.02189594418696
722 => 0.021585403502448
723 => 0.021576687659722
724 => 0.020980660800281
725 => 0.020760323241221
726 => 0.02057619268489
727 => 0.020375126924226
728 => 0.020255928401519
729 => 0.020439071507156
730 => 0.020480958502301
731 => 0.020080512901031
801 => 0.020025933645275
802 => 0.020352946167491
803 => 0.02020904014872
804 => 0.020357051057724
805 => 0.020391390858227
806 => 0.020385861359433
807 => 0.020235606948335
808 => 0.020331374629318
809 => 0.020104855514073
810 => 0.019858549998315
811 => 0.019701422424638
812 => 0.019564307776656
813 => 0.019640386952506
814 => 0.019369178582108
815 => 0.019282413566071
816 => 0.020298930693842
817 => 0.021049842825526
818 => 0.021038924265738
819 => 0.02097246034105
820 => 0.02087370843068
821 => 0.021346061039918
822 => 0.021181502835848
823 => 0.021301232678607
824 => 0.021331708948634
825 => 0.021423951439143
826 => 0.02145692020099
827 => 0.021357265704411
828 => 0.021022813042121
829 => 0.020189388806498
830 => 0.01980142757503
831 => 0.019673393906641
901 => 0.019678047687316
902 => 0.019549675640896
903 => 0.019587486961798
904 => 0.019536526406556
905 => 0.019440019443609
906 => 0.019634427919494
907 => 0.019656831685299
908 => 0.019611454424019
909 => 0.019622142411732
910 => 0.019246438069217
911 => 0.019275002054392
912 => 0.019115954155205
913 => 0.019086134591459
914 => 0.018684075352199
915 => 0.017971769130432
916 => 0.018366455922529
917 => 0.017889729779037
918 => 0.017709186364917
919 => 0.0185638508071
920 => 0.018478066201807
921 => 0.018331240247216
922 => 0.018114054059166
923 => 0.018033497589366
924 => 0.017544061979945
925 => 0.017515143513103
926 => 0.017757721017005
927 => 0.017645779845537
928 => 0.017488572045358
929 => 0.01691918132901
930 => 0.016278997645046
1001 => 0.016298320766414
1002 => 0.016501951285242
1003 => 0.01709403448205
1004 => 0.016862697333914
1005 => 0.016694859578653
1006 => 0.016663428612277
1007 => 0.017056852961658
1008 => 0.01761363084098
1009 => 0.017874858564756
1010 => 0.017615989824098
1011 => 0.017318615353314
1012 => 0.01733671515945
1013 => 0.017457125060817
1014 => 0.017469778438946
1015 => 0.017276218229055
1016 => 0.017330704294354
1017 => 0.017247934978855
1018 => 0.016739979842416
1019 => 0.016730792544741
1020 => 0.016606132162375
1021 => 0.016602357495541
1022 => 0.016390279087148
1023 => 0.016360607851785
1024 => 0.015939513299681
1025 => 0.016216679009067
1026 => 0.016030770803064
1027 => 0.015750563285304
1028 => 0.015702255403626
1029 => 0.015700803210369
1030 => 0.015988513677854
1031 => 0.016213316944742
1101 => 0.016034004755902
1102 => 0.015993178846323
1103 => 0.016429092751329
1104 => 0.016373618733473
1105 => 0.01632557859178
1106 => 0.01756377748868
1107 => 0.016583646443919
1108 => 0.016156253364478
1109 => 0.015627273268926
1110 => 0.015799511855387
1111 => 0.015835805056266
1112 => 0.014563703282293
1113 => 0.014047611751022
1114 => 0.013870508585989
1115 => 0.013768583210641
1116 => 0.013815031884085
1117 => 0.013350488974443
1118 => 0.013662669492553
1119 => 0.013260414599637
1120 => 0.013192975257789
1121 => 0.013912256836142
1122 => 0.014012340665788
1123 => 0.01358535195491
1124 => 0.013859547830487
1125 => 0.013760120594395
1126 => 0.013267310105235
1127 => 0.013248488369418
1128 => 0.013001213389083
1129 => 0.012614275926731
1130 => 0.012437435123518
1201 => 0.012345334897803
1202 => 0.012383337245931
1203 => 0.012364122095826
1204 => 0.012238730243766
1205 => 0.012371309410008
1206 => 0.012032624425754
1207 => 0.011897757336054
1208 => 0.011836841000529
1209 => 0.011536238583023
1210 => 0.012014630707776
1211 => 0.012108879982978
1212 => 0.012203314958367
1213 => 0.013025306945631
1214 => 0.012984242548872
1215 => 0.013355444696397
1216 => 0.013341020463541
1217 => 0.013235147597991
1218 => 0.012788487393476
1219 => 0.012966518190043
1220 => 0.012418567070339
1221 => 0.012829129306276
1222 => 0.012641765847283
1223 => 0.01276578153232
1224 => 0.01254279014858
1225 => 0.01266620278743
1226 => 0.012131229982546
1227 => 0.011631679904615
1228 => 0.01183271343875
1229 => 0.012051259881329
1230 => 0.012525124253436
1231 => 0.012242894542705
]
'min_raw' => 0.011536238583023
'max_raw' => 0.03443595312448
'avg_raw' => 0.022986095853752
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.011536'
'max' => '$0.034435'
'avg' => '$0.022986'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.021853761416977
'max_diff' => 0.0010459531244803
'year' => 2026
]
1 => [
'items' => [
101 => 0.012344395018971
102 => 0.012004385414455
103 => 0.011302848481397
104 => 0.011306819104251
105 => 0.011198902930913
106 => 0.01110564760113
107 => 0.012275312020038
108 => 0.012129845759889
109 => 0.011898064312494
110 => 0.01220831299046
111 => 0.012290347665223
112 => 0.012292683077086
113 => 0.012519032503853
114 => 0.012639835233494
115 => 0.012661127238182
116 => 0.013017292951803
117 => 0.013136675001069
118 => 0.013628392766417
119 => 0.012629585965886
120 => 0.012609016197112
121 => 0.0122126788256
122 => 0.011961315398741
123 => 0.012229889894488
124 => 0.012467810233644
125 => 0.012220071673738
126 => 0.012252421099615
127 => 0.011919852323925
128 => 0.012038730012419
129 => 0.012141123492304
130 => 0.012084587831122
131 => 0.011999951209975
201 => 0.012448303479041
202 => 0.012423005686914
203 => 0.012840521627442
204 => 0.013166005159936
205 => 0.013749329837305
206 => 0.013140600127067
207 => 0.013118415596944
208 => 0.013335272937403
209 => 0.01313664180134
210 => 0.013262169822818
211 => 0.013729105332389
212 => 0.013738970943919
213 => 0.01357370923967
214 => 0.013563653049948
215 => 0.013595393368014
216 => 0.013781297402316
217 => 0.013716336820477
218 => 0.013791510850382
219 => 0.013885517125884
220 => 0.014274366939194
221 => 0.014368117312739
222 => 0.014140352509022
223 => 0.014160917120623
224 => 0.014075726831749
225 => 0.013993434080128
226 => 0.014178416167881
227 => 0.014516474569081
228 => 0.014514371525312
301 => 0.014592794503474
302 => 0.014641651369178
303 => 0.014431921936165
304 => 0.014295395787239
305 => 0.014347748600122
306 => 0.014431461888017
307 => 0.014320601509117
308 => 0.013636319895017
309 => 0.013843887224656
310 => 0.013809337871481
311 => 0.013760135391213
312 => 0.013968845946236
313 => 0.013948715304051
314 => 0.013345724415465
315 => 0.013384325935753
316 => 0.013348071901766
317 => 0.013465216102456
318 => 0.013130315630068
319 => 0.013233328759786
320 => 0.013297937629056
321 => 0.013335992749405
322 => 0.013473473938747
323 => 0.01345734210798
324 => 0.013472471161496
325 => 0.013676319471601
326 => 0.014707314271819
327 => 0.014763429044033
328 => 0.014487099382638
329 => 0.014597487632004
330 => 0.014385566332477
331 => 0.014527830520599
401 => 0.014625164064993
402 => 0.01418533249404
403 => 0.014159288522891
404 => 0.013946492548777
405 => 0.014060837051886
406 => 0.013878906725779
407 => 0.013923546064153
408 => 0.013798730582472
409 => 0.014023373598984
410 => 0.01427455939744
411 => 0.014338018849757
412 => 0.014171084351721
413 => 0.014050212773624
414 => 0.013838002100058
415 => 0.014190913179622
416 => 0.014294115134056
417 => 0.014190371103689
418 => 0.014166331345001
419 => 0.014120776045727
420 => 0.014175996117096
421 => 0.014293553074049
422 => 0.014238115384086
423 => 0.014274732954993
424 => 0.014135184534572
425 => 0.014431991365334
426 => 0.014903392043039
427 => 0.0149049076733
428 => 0.014849469684507
429 => 0.014826785653922
430 => 0.014883668394681
501 => 0.014914524948091
502 => 0.015098473301196
503 => 0.015295857212904
504 => 0.016216961803496
505 => 0.015958319320318
506 => 0.016775578109849
507 => 0.017421923704595
508 => 0.017615734487193
509 => 0.017437437686705
510 => 0.016827493963642
511 => 0.016797567214698
512 => 0.017709080648552
513 => 0.017451536353528
514 => 0.017420902279134
515 => 0.017095007484668
516 => 0.017287651671053
517 => 0.017245517561571
518 => 0.017179006808483
519 => 0.017546558496395
520 => 0.018234582444601
521 => 0.018127347460025
522 => 0.018047301518527
523 => 0.017696563503907
524 => 0.01790778612888
525 => 0.01783257379783
526 => 0.018155733702946
527 => 0.017964300934023
528 => 0.017449585202192
529 => 0.017531555379011
530 => 0.017519165751686
531 => 0.017774143404099
601 => 0.017697605441779
602 => 0.017504220486153
603 => 0.018232230853544
604 => 0.018184957909692
605 => 0.018251980135974
606 => 0.018281485392715
607 => 0.018724612474364
608 => 0.018906147461231
609 => 0.018947359081467
610 => 0.019119803278571
611 => 0.01894306851275
612 => 0.019650133585785
613 => 0.020120290600962
614 => 0.020666402168149
615 => 0.021464417948761
616 => 0.02176447926433
617 => 0.021710275873417
618 => 0.022315322330648
619 => 0.023402577364866
620 => 0.021930041201643
621 => 0.023480625357114
622 => 0.022989728315847
623 => 0.021825820261863
624 => 0.021750878304762
625 => 0.02253909035217
626 => 0.024287268810723
627 => 0.023849369934531
628 => 0.024287985056411
629 => 0.023776317218324
630 => 0.023750908597488
701 => 0.024263134491579
702 => 0.025459978213104
703 => 0.024891402624024
704 => 0.024076210096623
705 => 0.024678135573055
706 => 0.024156692019797
707 => 0.022981733751444
708 => 0.023849035081513
709 => 0.023269095381416
710 => 0.023438352617194
711 => 0.024657299607279
712 => 0.024510632680499
713 => 0.024700433264744
714 => 0.024365440201496
715 => 0.024052503856866
716 => 0.023468384930654
717 => 0.023295456113317
718 => 0.023343247417102
719 => 0.023295432430321
720 => 0.022968623259435
721 => 0.022898048850098
722 => 0.022780421742601
723 => 0.022816879301753
724 => 0.022595705926634
725 => 0.023013105782235
726 => 0.02309057887355
727 => 0.023394327680197
728 => 0.023425863888951
729 => 0.024271799991869
730 => 0.02380587260176
731 => 0.024118456921281
801 => 0.024090496437585
802 => 0.021851045678671
803 => 0.022159622234408
804 => 0.022639670518477
805 => 0.022423409417194
806 => 0.022117666817284
807 => 0.021870763274976
808 => 0.021496679161195
809 => 0.022023195367692
810 => 0.02271550819048
811 => 0.023443422084627
812 => 0.024317962933637
813 => 0.024122775596915
814 => 0.023427073151773
815 => 0.023458281855251
816 => 0.02365120177998
817 => 0.023401352948832
818 => 0.023327667650898
819 => 0.023641078551559
820 => 0.023643236840184
821 => 0.023355755564708
822 => 0.023036272735534
823 => 0.023034934090815
824 => 0.022978085207201
825 => 0.023786430508429
826 => 0.024230938691175
827 => 0.024281900837967
828 => 0.024227508532651
829 => 0.024248441972214
830 => 0.023989792454743
831 => 0.02458098855155
901 => 0.025123528553214
902 => 0.024978116243091
903 => 0.02476012251864
904 => 0.024586480017114
905 => 0.02493721158817
906 => 0.024921594063413
907 => 0.025118789939601
908 => 0.025109843995598
909 => 0.025043534439349
910 => 0.024978118611214
911 => 0.025237484975497
912 => 0.02516279162788
913 => 0.025087982260863
914 => 0.02493794062257
915 => 0.024958333773142
916 => 0.02474037768838
917 => 0.024639541230578
918 => 0.023123202845719
919 => 0.022717987681499
920 => 0.022845476621078
921 => 0.022887449290236
922 => 0.02271109913147
923 => 0.022963939958502
924 => 0.022924534983434
925 => 0.023077836690285
926 => 0.022982060439431
927 => 0.022985991130174
928 => 0.023267648662286
929 => 0.023349415042115
930 => 0.023307828001398
1001 => 0.023336954139196
1002 => 0.024008153691366
1003 => 0.023912730578801
1004 => 0.023862038952104
1005 => 0.023876080879132
1006 => 0.024047586755392
1007 => 0.024095599036871
1008 => 0.023892167626481
1009 => 0.023988107055644
1010 => 0.024396604968494
1011 => 0.024539556119013
1012 => 0.024995787571021
1013 => 0.024801972341341
1014 => 0.025157728583546
1015 => 0.026251201985847
1016 => 0.027124744202208
1017 => 0.026321398679383
1018 => 0.027925547714801
1019 => 0.029174607840386
1020 => 0.029126666832347
1021 => 0.02890886430817
1022 => 0.027486842563174
1023 => 0.026178276952278
1024 => 0.027272947650423
1025 => 0.027275738191154
1026 => 0.027181705007367
1027 => 0.02659767297884
1028 => 0.027161381958738
1029 => 0.027206127130472
1030 => 0.027181081733002
1031 => 0.026733305746066
1101 => 0.026049634576849
1102 => 0.026183222286837
1103 => 0.026402041680911
1104 => 0.02598777091742
1105 => 0.025855386306934
1106 => 0.02610151448503
1107 => 0.026894590757699
1108 => 0.026744664282329
1109 => 0.026740749096157
1110 => 0.02738219813651
1111 => 0.026923059056984
1112 => 0.026184907255667
1113 => 0.025998514190808
1114 => 0.025336944379972
1115 => 0.025793893004747
1116 => 0.025810337772263
1117 => 0.025560071680376
1118 => 0.026205214969728
1119 => 0.026199269860741
1120 => 0.026811737397075
1121 => 0.027982545294244
1122 => 0.027636279787093
1123 => 0.027233610675858
1124 => 0.027277391973052
1125 => 0.027757564741829
1126 => 0.027467241324549
1127 => 0.027571643649609
1128 => 0.027757406716406
1129 => 0.027869482186842
1130 => 0.0272612660376
1201 => 0.027119461758871
1202 => 0.026829379971128
1203 => 0.026753703047339
1204 => 0.0269899686107
1205 => 0.02692772098214
1206 => 0.025808955653231
1207 => 0.025692038451608
1208 => 0.025695624135262
1209 => 0.025401630272672
1210 => 0.024953219065611
1211 => 0.026131616944526
1212 => 0.026036975103182
1213 => 0.025932497835034
1214 => 0.025945295704243
1215 => 0.026456798283871
1216 => 0.026160100956187
1217 => 0.026948919429569
1218 => 0.026786762065496
1219 => 0.026620445976909
1220 => 0.026597456027355
1221 => 0.026533438522671
1222 => 0.026313898679246
1223 => 0.02604879112601
1224 => 0.025873744156142
1225 => 0.023867161303099
1226 => 0.024239571408868
1227 => 0.024667995289307
1228 => 0.024815885496033
1229 => 0.024562909063737
1230 => 0.026323887730702
1231 => 0.026645635502369
]
'min_raw' => 0.01110564760113
'max_raw' => 0.029174607840386
'avg_raw' => 0.020140127720758
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.0111056'
'max' => '$0.029174'
'avg' => '$0.02014'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.00043059098189297
'max_diff' => -0.0052613452840946
'year' => 2027
]
2 => [
'items' => [
101 => 0.025671040514902
102 => 0.025488733585197
103 => 0.026335839742663
104 => 0.025824931175195
105 => 0.026054993271842
106 => 0.02555772485613
107 => 0.026568135886049
108 => 0.026560438246903
109 => 0.026167365535096
110 => 0.026499587899469
111 => 0.026441856088069
112 => 0.025998077964534
113 => 0.026582204444118
114 => 0.026582494163564
115 => 0.026204170224588
116 => 0.025762370689623
117 => 0.02568338736761
118 => 0.02562388404439
119 => 0.02604035910195
120 => 0.026413769336275
121 => 0.027108593206105
122 => 0.027283288435588
123 => 0.027965135546382
124 => 0.027559128790438
125 => 0.02773910632668
126 => 0.027934497401648
127 => 0.028028175068256
128 => 0.027875532337539
129 => 0.028934721560068
130 => 0.029024149583169
131 => 0.029054134025765
201 => 0.028696981379389
202 => 0.029014216521989
203 => 0.02886579270449
204 => 0.029251950244297
205 => 0.029312504677246
206 => 0.029261217226825
207 => 0.02928043815963
208 => 0.028376607011984
209 => 0.028329738598889
210 => 0.027690684460713
211 => 0.02795110374567
212 => 0.027464262374665
213 => 0.027618644788433
214 => 0.027686695085412
215 => 0.02765114947209
216 => 0.027965827461311
217 => 0.027698286886007
218 => 0.026992203320037
219 => 0.026285927382072
220 => 0.02627706066299
221 => 0.02609111067533
222 => 0.02595670289269
223 => 0.025982594599999
224 => 0.026073840353663
225 => 0.025951399523612
226 => 0.025977528482611
227 => 0.026411443298339
228 => 0.026498461820095
229 => 0.026202738882839
301 => 0.025015368617138
302 => 0.024723984975643
303 => 0.024933425758761
304 => 0.024833326554144
305 => 0.020042432690865
306 => 0.02116798213971
307 => 0.020499218877254
308 => 0.020807415756912
309 => 0.020124781641352
310 => 0.020450570421217
311 => 0.020390409129477
312 => 0.022200259335789
313 => 0.022172001014185
314 => 0.02218552677734
315 => 0.021539906860776
316 => 0.022568396918353
317 => 0.023075068104022
318 => 0.022981296752172
319 => 0.023004896981208
320 => 0.022599366855065
321 => 0.022189453195406
322 => 0.021734795861583
323 => 0.02257949299048
324 => 0.022485577089208
325 => 0.022700986376852
326 => 0.02324883284514
327 => 0.023329505318661
328 => 0.023437929941174
329 => 0.023399067432193
330 => 0.024324930062418
331 => 0.02421280198886
401 => 0.024482998384688
402 => 0.02392718389862
403 => 0.023298227049239
404 => 0.023417771184158
405 => 0.023406258122652
406 => 0.023259683635605
407 => 0.023127362742487
408 => 0.022907085736627
409 => 0.023604074778033
410 => 0.023575778295803
411 => 0.024033865452039
412 => 0.023952894097553
413 => 0.023412147575245
414 => 0.023431460443077
415 => 0.023561348760695
416 => 0.024010893711009
417 => 0.024144349259617
418 => 0.024082527332218
419 => 0.024228855248788
420 => 0.024344506867776
421 => 0.02424337931153
422 => 0.025675132248839
423 => 0.025080568607802
424 => 0.025370354789496
425 => 0.025439467086311
426 => 0.025262437391295
427 => 0.025300828793186
428 => 0.02535898130602
429 => 0.025712071976518
430 => 0.026638684063513
501 => 0.027049074249181
502 => 0.028283753371059
503 => 0.027014997057168
504 => 0.026939714308138
505 => 0.027162117301725
506 => 0.027887004650326
507 => 0.02847445776116
508 => 0.028669349849007
509 => 0.028695108055734
510 => 0.029060738568715
511 => 0.029270311160151
512 => 0.029016341407402
513 => 0.028801128633689
514 => 0.028030263191442
515 => 0.028119492965379
516 => 0.028734197622896
517 => 0.029602504157562
518 => 0.030347601496203
519 => 0.030086694377475
520 => 0.03207723152165
521 => 0.03227458514888
522 => 0.032247317258804
523 => 0.032696918191791
524 => 0.031804551899449
525 => 0.03142304802069
526 => 0.028847660078135
527 => 0.029571239041284
528 => 0.030623003558523
529 => 0.030483798580752
530 => 0.029719979074587
531 => 0.030347022070615
601 => 0.03013970204668
602 => 0.029976180142088
603 => 0.030725305687307
604 => 0.029901611377957
605 => 0.030614786577694
606 => 0.029700132007178
607 => 0.030087886179216
608 => 0.029867778157609
609 => 0.030010215023013
610 => 0.02917753201832
611 => 0.029626827555415
612 => 0.029158839846831
613 => 0.029158617959723
614 => 0.029148287105118
615 => 0.029698872568893
616 => 0.0297168271411
617 => 0.029309943651482
618 => 0.029251305383913
619 => 0.029468121792674
620 => 0.029214286562322
621 => 0.029333054468984
622 => 0.029217883921224
623 => 0.029191956605061
624 => 0.0289853633387
625 => 0.028896357279151
626 => 0.028931258848504
627 => 0.028812121799311
628 => 0.028740337417797
629 => 0.029134007384848
630 => 0.028923685402054
701 => 0.029101772524543
702 => 0.02889881977208
703 => 0.028195297109739
704 => 0.027790693787009
705 => 0.026461804694431
706 => 0.026838675992604
707 => 0.027088542053195
708 => 0.02700596132166
709 => 0.027183376687497
710 => 0.027194268550052
711 => 0.027136589006082
712 => 0.027069803483373
713 => 0.02703729598439
714 => 0.02727958024892
715 => 0.027420234419393
716 => 0.027113619455152
717 => 0.027041783859029
718 => 0.027351788516554
719 => 0.02754089117856
720 => 0.028937118987207
721 => 0.028833681921386
722 => 0.029093288658097
723 => 0.029064060923534
724 => 0.029336170142204
725 => 0.029780953712794
726 => 0.028876584350342
727 => 0.029033551600924
728 => 0.028995066855985
729 => 0.029415233209992
730 => 0.029416544923487
731 => 0.029164634205393
801 => 0.029301199092456
802 => 0.029224972318959
803 => 0.029362724401335
804 => 0.028832300456309
805 => 0.029478299565624
806 => 0.029844539433342
807 => 0.029849624674261
808 => 0.0300232194649
809 => 0.030199601826121
810 => 0.03053815240882
811 => 0.030190159834118
812 => 0.029564155068625
813 => 0.02960935059071
814 => 0.029242324225747
815 => 0.029248494005251
816 => 0.029215559238726
817 => 0.029314398952282
818 => 0.028853990215195
819 => 0.028962047225538
820 => 0.028810766778277
821 => 0.029033222746776
822 => 0.02879389689796
823 => 0.028995048297476
824 => 0.029081858573232
825 => 0.029402190359664
826 => 0.028746583632651
827 => 0.027409757135598
828 => 0.027690774272733
829 => 0.02727512785349
830 => 0.027313597512069
831 => 0.027391312344798
901 => 0.027139413145212
902 => 0.027187467574237
903 => 0.027185750731878
904 => 0.027170955911945
905 => 0.027105427201324
906 => 0.027010397606463
907 => 0.027388966263822
908 => 0.027453292455602
909 => 0.027596281611599
910 => 0.028021720349374
911 => 0.027979208986934
912 => 0.028048546782854
913 => 0.027897182763677
914 => 0.027320618854796
915 => 0.027351929048981
916 => 0.026961490425783
917 => 0.027586297218178
918 => 0.027438334722692
919 => 0.027342942339299
920 => 0.027316913643687
921 => 0.027743406961804
922 => 0.027871020447049
923 => 0.027791500286867
924 => 0.02762840211836
925 => 0.027941598817538
926 => 0.02802539704153
927 => 0.028044156373523
928 => 0.028599080874956
929 => 0.028075170488711
930 => 0.028201280925901
1001 => 0.029185158557051
1002 => 0.02829291731143
1003 => 0.02876555739859
1004 => 0.028742424125824
1005 => 0.028984210801146
1006 => 0.028722590561223
1007 => 0.028725833657646
1008 => 0.028940523845284
1009 => 0.028639030196326
1010 => 0.028564376128929
1011 => 0.028461242069503
1012 => 0.028686431515176
1013 => 0.028821422403414
1014 => 0.029909349822731
1015 => 0.030612200551129
1016 => 0.030581687947372
1017 => 0.030860516028507
1018 => 0.030734901424183
1019 => 0.030329258731363
1020 => 0.03102164134515
1021 => 0.030802542515629
1022 => 0.03082060475693
1023 => 0.030819932479406
1024 => 0.030965614047086
1025 => 0.030862385304865
1026 => 0.030658910857736
1027 => 0.030793986691495
1028 => 0.031195113627267
1029 => 0.032440223943979
1030 => 0.033137004172728
1031 => 0.032398276899305
1101 => 0.03290784108056
1102 => 0.032602284148089
1103 => 0.032546755363928
1104 => 0.032866799326254
1105 => 0.033187403483168
1106 => 0.033166982384383
1107 => 0.032934240229668
1108 => 0.032802770092084
1109 => 0.033798306019602
1110 => 0.034531799932485
1111 => 0.034481780565032
1112 => 0.0347025497858
1113 => 0.03535073504611
1114 => 0.03540999698299
1115 => 0.035402531341063
1116 => 0.035255644447161
1117 => 0.035893867013429
1118 => 0.036426283506667
1119 => 0.035221644375193
1120 => 0.035680355186574
1121 => 0.035886285248542
1122 => 0.036188651676208
1123 => 0.036698794522177
1124 => 0.037252944961606
1125 => 0.037331307909692
1126 => 0.037275705648013
1127 => 0.036910228536846
1128 => 0.037516586560059
1129 => 0.037871776869212
1130 => 0.038083284569927
1201 => 0.038619632907415
1202 => 0.035887557002498
1203 => 0.033953657884015
1204 => 0.033651651610822
1205 => 0.03426579324317
1206 => 0.034427737493933
1207 => 0.034362457969511
1208 => 0.032185678689243
1209 => 0.033640191318407
1210 => 0.035205124608491
1211 => 0.035265240069555
1212 => 0.036048678395783
1213 => 0.036303798029025
1214 => 0.036934568569247
1215 => 0.036895113700216
1216 => 0.037048696289009
1217 => 0.037013390311525
1218 => 0.03818175991288
1219 => 0.039470645087738
1220 => 0.039426015092537
1221 => 0.039240722599254
1222 => 0.039515913548844
1223 => 0.040846181174628
1224 => 0.04072371144875
1225 => 0.040842680355494
1226 => 0.042411140856891
1227 => 0.044450362619612
1228 => 0.04350293937631
1229 => 0.04555857520058
1230 => 0.046852488987385
1231 => 0.049090179088482
]
'min_raw' => 0.020042432690865
'max_raw' => 0.049090179088482
'avg_raw' => 0.034566305889674
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.020042'
'max' => '$0.04909'
'avg' => '$0.034566'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.0089367850897356
'max_diff' => 0.019915571248096
'year' => 2028
]
3 => [
'items' => [
101 => 0.048810009266968
102 => 0.049681125602397
103 => 0.048308446813253
104 => 0.045156498849225
105 => 0.044657691018746
106 => 0.045656316927192
107 => 0.048111341278615
108 => 0.045578999473675
109 => 0.046091288922686
110 => 0.045943749526907
111 => 0.045935887779508
112 => 0.04623593870169
113 => 0.045800699189462
114 => 0.044027455118553
115 => 0.044840122426458
116 => 0.044526312551386
117 => 0.044874508003854
118 => 0.046753575254094
119 => 0.045922794831395
120 => 0.045047635143202
121 => 0.046145279605677
122 => 0.047542958197968
123 => 0.047455493983532
124 => 0.047285776850322
125 => 0.04824246344413
126 => 0.049822629414229
127 => 0.050249741926326
128 => 0.050565027650825
129 => 0.050608500225438
130 => 0.051056294762
131 => 0.048648390680149
201 => 0.05246979629741
202 => 0.053129647483311
203 => 0.053005622808391
204 => 0.053739019630737
205 => 0.053523235681121
206 => 0.053210598593592
207 => 0.054373188554989
208 => 0.05304037298042
209 => 0.051148609069133
210 => 0.050110749972554
211 => 0.051477486552635
212 => 0.052312104889557
213 => 0.052863734518566
214 => 0.053030657311001
215 => 0.0488353094196
216 => 0.046574249590796
217 => 0.048023563017955
218 => 0.04979182542536
219 => 0.048638567893194
220 => 0.04868377340505
221 => 0.04703953123493
222 => 0.049937304372987
223 => 0.04951512320088
224 => 0.051705399868594
225 => 0.051182672763776
226 => 0.052968758360246
227 => 0.052498422164449
228 => 0.054450761417061
301 => 0.055229602402403
302 => 0.056537397633713
303 => 0.057499417129548
304 => 0.058064333378004
305 => 0.058030417925394
306 => 0.060268897541931
307 => 0.05894894431858
308 => 0.057290771980963
309 => 0.057260780874842
310 => 0.058119571824978
311 => 0.059919362058671
312 => 0.060386021480385
313 => 0.060646820434274
314 => 0.060247397757916
315 => 0.058814683135868
316 => 0.058196044226096
317 => 0.058723142500917
318 => 0.058078546604882
319 => 0.059191299963103
320 => 0.060719347995231
321 => 0.060403812119153
322 => 0.061458601245099
323 => 0.0625501970234
324 => 0.064111228013005
325 => 0.064519339318498
326 => 0.065193931787395
327 => 0.065888309029972
328 => 0.066111324286296
329 => 0.066537129608189
330 => 0.06653488540396
331 => 0.067818078401488
401 => 0.069233480014942
402 => 0.069767761357397
403 => 0.07099631184393
404 => 0.068892462189287
405 => 0.070488256319617
406 => 0.071927702570492
407 => 0.070211535408795
408 => 0.072576872025529
409 => 0.072668712686389
410 => 0.074055397627116
411 => 0.072649726782999
412 => 0.071815043922822
413 => 0.074224742064993
414 => 0.07539071909121
415 => 0.075039517321878
416 => 0.07236685451629
417 => 0.070811250127538
418 => 0.066739933388496
419 => 0.071562583933685
420 => 0.073911556335602
421 => 0.072360771245239
422 => 0.073142897041037
423 => 0.077409921777767
424 => 0.079034528528123
425 => 0.078696621680907
426 => 0.078753722375666
427 => 0.07963033068946
428 => 0.083517694709835
429 => 0.081188296080434
430 => 0.08296903405171
501 => 0.083913531050746
502 => 0.084790832500841
503 => 0.082636457413379
504 => 0.079833647078647
505 => 0.078945879391663
506 => 0.072206576230636
507 => 0.071855766233794
508 => 0.071658845951936
509 => 0.070417291429748
510 => 0.069441769665713
511 => 0.068665998540152
512 => 0.06663014344181
513 => 0.067317184774347
514 => 0.064072456663572
515 => 0.066148318722742
516 => 0.060969654311246
517 => 0.065282599917984
518 => 0.06293525970981
519 => 0.064511435528086
520 => 0.064505936399141
521 => 0.061603696990696
522 => 0.059929745868096
523 => 0.060996452674569
524 => 0.0621400470464
525 => 0.062325591385716
526 => 0.063808291339662
527 => 0.064222081026279
528 => 0.062968278957835
529 => 0.060862338001999
530 => 0.06135150005464
531 => 0.059919833014712
601 => 0.057410891595515
602 => 0.059212857124697
603 => 0.059828127383191
604 => 0.060099865780516
605 => 0.057632610048604
606 => 0.05685734473091
607 => 0.056444599980875
608 => 0.06054384626948
609 => 0.060768412234695
610 => 0.059619501006227
611 => 0.064812688703134
612 => 0.063637310386102
613 => 0.064950495940906
614 => 0.061307113725517
615 => 0.06144629583261
616 => 0.059721460304055
617 => 0.060687252946494
618 => 0.060004661835768
619 => 0.060609226445134
620 => 0.060971599979274
621 => 0.062696152479292
622 => 0.065302291537347
623 => 0.062438561844547
624 => 0.061190793808029
625 => 0.061964902080171
626 => 0.06402645441968
627 => 0.067149811742958
628 => 0.065300721344153
629 => 0.066121316263552
630 => 0.066300579747713
701 => 0.064937128944682
702 => 0.067200084118872
703 => 0.068412820180935
704 => 0.069656836440244
705 => 0.070736980901657
706 => 0.069159948989772
707 => 0.070847599194134
708 => 0.069487651039783
709 => 0.068267636956474
710 => 0.068269487214239
711 => 0.067504154558217
712 => 0.066021226099055
713 => 0.065747751338981
714 => 0.06717040157694
715 => 0.068311232342305
716 => 0.068405196628351
717 => 0.069036819158058
718 => 0.069410606864909
719 => 0.073074234531797
720 => 0.074547775886537
721 => 0.076349594362402
722 => 0.077051504203677
723 => 0.079164001177308
724 => 0.077457988302485
725 => 0.077088881685693
726 => 0.071964655020157
727 => 0.072803746849574
728 => 0.07414721382879
729 => 0.071986808295815
730 => 0.073357088349681
731 => 0.073627610658814
801 => 0.071913398542494
802 => 0.072829033300554
803 => 0.070397378849932
804 => 0.065355294959426
805 => 0.067205697399598
806 => 0.068568216434291
807 => 0.066623733774399
808 => 0.070109143680385
809 => 0.068073039166773
810 => 0.06742769178621
811 => 0.064909961571683
812 => 0.066098233316617
813 => 0.067705387866052
814 => 0.066712353206271
815 => 0.06877304923022
816 => 0.071691544367687
817 => 0.073771437802036
818 => 0.073931106193785
819 => 0.072593874057537
820 => 0.074736797089977
821 => 0.074752405944786
822 => 0.072335180010096
823 => 0.070854642584268
824 => 0.070518261366043
825 => 0.071358607600593
826 => 0.072378943065808
827 => 0.073987727710931
828 => 0.07495988257833
829 => 0.077494746881406
830 => 0.078180608481564
831 => 0.078934162439892
901 => 0.079941142915654
902 => 0.0811502811613
903 => 0.078504755516105
904 => 0.078609867181865
905 => 0.076146390330855
906 => 0.073513812017235
907 => 0.075511610801753
908 => 0.078123466956476
909 => 0.077524304268738
910 => 0.077456886226584
911 => 0.077570264673281
912 => 0.077118515573551
913 => 0.075075271138073
914 => 0.074049166573963
915 => 0.075373103248858
916 => 0.076076716669922
917 => 0.077167959724455
918 => 0.077033440984637
919 => 0.079844365902165
920 => 0.080936606327158
921 => 0.080657164486842
922 => 0.080708588510604
923 => 0.082686037627852
924 => 0.084885367739661
925 => 0.08694533061654
926 => 0.089040813332365
927 => 0.086514627130355
928 => 0.085231985570479
929 => 0.086555344256039
930 => 0.085853151509859
1001 => 0.089888159313307
1002 => 0.090167534498985
1003 => 0.094202250525442
1004 => 0.098031676479598
1005 => 0.095626482649085
1006 => 0.097894472098949
1007 => 0.10034748760087
1008 => 0.1050797524915
1009 => 0.10348609215942
1010 => 0.10226537332089
1011 => 0.10111179991695
1012 => 0.10351220304593
1013 => 0.10660028332398
1014 => 0.10726542623861
1015 => 0.10834321186446
1016 => 0.10721005206424
1017 => 0.10857481823015
1018 => 0.11339304250444
1019 => 0.11209111577389
1020 => 0.11024217052133
1021 => 0.11404569583871
1022 => 0.11542217686524
1023 => 0.12508304157814
1024 => 0.13728028234859
1025 => 0.13223054457822
1026 => 0.12909600939013
1027 => 0.1298326995115
1028 => 0.13428671893822
1029 => 0.13571720861457
1030 => 0.13182864455489
1031 => 0.13320215111941
1101 => 0.14077030733011
1102 => 0.14483038032164
1103 => 0.1393162558586
1104 => 0.12410300515842
1105 => 0.11007569323108
1106 => 0.1137963680123
1107 => 0.11337455895809
1108 => 0.12150559865978
1109 => 0.11206006525194
1110 => 0.11221910381011
1111 => 0.12051828480191
1112 => 0.11830420559728
1113 => 0.11471768084361
1114 => 0.11010187883087
1115 => 0.10156914190031
1116 => 0.094011458847933
1117 => 0.1088338157441
1118 => 0.10819464876203
1119 => 0.10726904025275
1120 => 0.10932888182884
1121 => 0.11933088782612
1122 => 0.11910030921455
1123 => 0.11763348572998
1124 => 0.11874605841504
1125 => 0.11452264147271
1126 => 0.11561111218417
1127 => 0.11007347123321
1128 => 0.11257671621536
1129 => 0.11470998577228
1130 => 0.11513827121943
1201 => 0.11610322020066
1202 => 0.10785783680645
1203 => 0.11155977187871
1204 => 0.11373431190926
1205 => 0.10390966094081
1206 => 0.11354011014827
1207 => 0.10771430302588
1208 => 0.10573693658785
1209 => 0.10839919999844
1210 => 0.1073617133582
1211 => 0.10646974326818
1212 => 0.10597200863195
1213 => 0.1079268810574
1214 => 0.10783568392217
1215 => 0.10463713320976
1216 => 0.10046475419503
1217 => 0.10186514154604
1218 => 0.10135636769272
1219 => 0.099512505615131
1220 => 0.10075504602667
1221 => 0.09528352688957
1222 => 0.085870062599011
1223 => 0.092088885451564
1224 => 0.091849467536518
1225 => 0.091728742167014
1226 => 0.096402015665068
1227 => 0.095952788248994
1228 => 0.095137436089972
1229 => 0.099497531033324
1230 => 0.097906037727448
1231 => 0.10281064509318
]
'min_raw' => 0.044027455118553
'max_raw' => 0.14483038032164
'avg_raw' => 0.094428917720095
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.044027'
'max' => '$0.14483'
'avg' => '$0.094428'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072434
'min_diff' => 0.023985022427688
'max_diff' => 0.095740201233155
'year' => 2029
]
4 => [
'items' => [
101 => 0.10604113671436
102 => 0.10522177954377
103 => 0.10826007252782
104 => 0.10189740364223
105 => 0.10401082702005
106 => 0.10444640064914
107 => 0.099443728138523
108 => 0.096026287409953
109 => 0.095798383075034
110 => 0.089873011804036
111 => 0.093038297309077
112 => 0.0958236175651
113 => 0.094489665312048
114 => 0.094067375879422
115 => 0.096224761007305
116 => 0.096392408308496
117 => 0.092570032074886
118 => 0.093364825132766
119 => 0.096679244307479
120 => 0.093281310273487
121 => 0.086679679494813
122 => 0.085042383787015
123 => 0.084823938358248
124 => 0.080383462543141
125 => 0.085151795715244
126 => 0.083070290502237
127 => 0.089645740529866
128 => 0.08588987873893
129 => 0.085727971043869
130 => 0.085483223816088
131 => 0.08166112284828
201 => 0.082497920053042
202 => 0.085279561409483
203 => 0.086272082382894
204 => 0.086168554313883
205 => 0.085265929849317
206 => 0.08567914670701
207 => 0.084348031234084
208 => 0.083877986655822
209 => 0.082394396670877
210 => 0.080213929245202
211 => 0.080517136614326
212 => 0.076197060093728
213 => 0.073843253121491
214 => 0.073191750374253
215 => 0.072320533672472
216 => 0.073290156618938
217 => 0.076184821859734
218 => 0.072693241441845
219 => 0.066707171721265
220 => 0.067066944711238
221 => 0.067875247802149
222 => 0.066368980339697
223 => 0.064943424597932
224 => 0.066182829656403
225 => 0.063646453002831
226 => 0.068181756803051
227 => 0.068059089545297
228 => 0.069749570340713
301 => 0.070806662674245
302 => 0.068370407083161
303 => 0.067757695390339
304 => 0.068106723816764
305 => 0.062338061398382
306 => 0.069278147550422
307 => 0.069338165703658
308 => 0.068824253837572
309 => 0.072519635462413
310 => 0.080318043309259
311 => 0.077383968587046
312 => 0.076247806171728
313 => 0.074087960589678
314 => 0.076965826588819
315 => 0.076744851381788
316 => 0.075745517693235
317 => 0.075141117560288
318 => 0.076254743337163
319 => 0.075003127002582
320 => 0.074778302316775
321 => 0.073416109332452
322 => 0.072929868412881
323 => 0.072569874993839
324 => 0.072173557611696
325 => 0.073047735000564
326 => 0.071066734029777
327 => 0.068677841058927
328 => 0.068479230456581
329 => 0.069027611791681
330 => 0.068784993873088
331 => 0.068478068895328
401 => 0.067892065526741
402 => 0.067718210845263
403 => 0.068283154217768
404 => 0.067645366088454
405 => 0.068586457215374
406 => 0.068330532501799
407 => 0.06690095785579
408 => 0.06511917855054
409 => 0.065103316977314
410 => 0.064719435548702
411 => 0.064230504832405
412 => 0.06409449549235
413 => 0.066078450419361
414 => 0.070185177743498
415 => 0.069378928904114
416 => 0.069961526318274
417 => 0.072827328978085
418 => 0.073738281465947
419 => 0.073091708967155
420 => 0.072206640651954
421 => 0.072245579166025
422 => 0.075270125527467
423 => 0.075458762774046
424 => 0.075935388239469
425 => 0.076547986656878
426 => 0.07319603712659
427 => 0.072087702644584
428 => 0.071562512278954
429 => 0.069945129227062
430 => 0.071689338184584
501 => 0.07067306231951
502 => 0.070810192654636
503 => 0.070720886343988
504 => 0.070769653628468
505 => 0.068180489093209
506 => 0.069123844567375
507 => 0.06755533312477
508 => 0.065455272376793
509 => 0.065448232236789
510 => 0.065962219129703
511 => 0.065656479613489
512 => 0.064833742436639
513 => 0.0649506083694
514 => 0.063926739826295
515 => 0.065074924548271
516 => 0.065107850377695
517 => 0.06466573671769
518 => 0.066434673700853
519 => 0.06715940862617
520 => 0.066868399944162
521 => 0.067138990681271
522 => 0.069412432183386
523 => 0.069783102345437
524 => 0.069947729546324
525 => 0.06972715090606
526 => 0.067180545018514
527 => 0.067293497818631
528 => 0.066464725116732
529 => 0.065764499517544
530 => 0.065792504869312
531 => 0.066152511850251
601 => 0.067724683450142
602 => 0.071033225897536
603 => 0.071158782664902
604 => 0.071310961129698
605 => 0.070691974834603
606 => 0.070505282645101
607 => 0.070751577832396
608 => 0.07199409242074
609 => 0.075190177281379
610 => 0.074060467432299
611 => 0.073141995740015
612 => 0.073947743032338
613 => 0.073823704552341
614 => 0.072776694953251
615 => 0.072747308880978
616 => 0.070737762711107
617 => 0.069994879247258
618 => 0.069374070221003
619 => 0.068696162970961
620 => 0.06829427682948
621 => 0.06891175659678
622 => 0.069052981525367
623 => 0.067702851222467
624 => 0.067518833451084
625 => 0.06862137900102
626 => 0.068136189811534
627 => 0.068635218925033
628 => 0.068750997959957
629 => 0.068732354868717
630 => 0.068225761631271
701 => 0.068548649053991
702 => 0.067784924041884
703 => 0.066954487799005
704 => 0.066424721214054
705 => 0.065962429605344
706 => 0.066218935858402
707 => 0.065304537902441
708 => 0.065012003593134
709 => 0.06843926206037
710 => 0.070971014739356
711 => 0.070934202052719
712 => 0.070710114290273
713 => 0.070377165329822
714 => 0.071969735130472
715 => 0.071414915656364
716 => 0.071818593180496
717 => 0.07192134605268
718 => 0.072232348049595
719 => 0.072343504531968
720 => 0.072007512439097
721 => 0.070879881937446
722 => 0.068069933939223
723 => 0.06676189556074
724 => 0.066330221108738
725 => 0.066345911655202
726 => 0.065913096338048
727 => 0.066040579846372
728 => 0.06586876277642
729 => 0.065543382812944
730 => 0.066198844562554
731 => 0.066274380423148
801 => 0.066121387818605
802 => 0.066157423115388
803 => 0.064890709693762
804 => 0.064987015164051
805 => 0.064450774067573
806 => 0.064350235326466
807 => 0.062994664530423
808 => 0.060593074372104
809 => 0.06192378844781
810 => 0.060316472971072
811 => 0.059707758245227
812 => 0.062589319082813
813 => 0.062300090296776
814 => 0.061805056339812
815 => 0.061072797943345
816 => 0.060801196181143
817 => 0.059151029852677
818 => 0.059053529222696
819 => 0.059871396213323
820 => 0.059493978738234
821 => 0.058963941664033
822 => 0.057044201110274
823 => 0.054885777123595
824 => 0.054950926376383
825 => 0.05563748088764
826 => 0.057633730723609
827 => 0.056853761377223
828 => 0.056287884667303
829 => 0.056181912969726
830 => 0.057508370631673
831 => 0.0593855861248
901 => 0.060266333633846
902 => 0.059393539601081
903 => 0.058390920810809
904 => 0.058451945570885
905 => 0.058857915960094
906 => 0.058900577707888
907 => 0.058247975946298
908 => 0.058431679519549
909 => 0.058152616993574
910 => 0.056440010786774
911 => 0.056409035171226
912 => 0.055988733988572
913 => 0.055976007435799
914 => 0.055260970275061
915 => 0.055160931633455
916 => 0.053741181951156
917 => 0.054675665491443
918 => 0.054048862995206
919 => 0.053104123785616
920 => 0.052941250389788
921 => 0.052936354218834
922 => 0.053906390147262
923 => 0.054664330056837
924 => 0.054059766492986
925 => 0.053922119088469
926 => 0.055391833253731
927 => 0.055204798729459
928 => 0.055042828037683
929 => 0.05921750206687
930 => 0.055912921818892
1001 => 0.054471936211927
1002 => 0.052688442887563
1003 => 0.05326915730713
1004 => 0.053391522367803
1005 => 0.049102542421542
1006 => 0.047362503791503
1007 => 0.046765388105646
1008 => 0.046421739586459
1009 => 0.046578344531919
1010 => 0.045012105678708
1011 => 0.046064644091265
1012 => 0.04470841363526
1013 => 0.044481037185755
1014 => 0.046906145245807
1015 => 0.047243584865087
1016 => 0.045803962614965
1017 => 0.046728433153215
1018 => 0.046393207284944
1019 => 0.044731662313811
1020 => 0.044668203517411
1021 => 0.043834498657026
1022 => 0.042529911987596
1023 => 0.041933680872933
1024 => 0.0416231585317
1025 => 0.041751286101652
1026 => 0.041686500881516
1027 => 0.041263733497716
1028 => 0.041710733413082
1029 => 0.040568833342439
1030 => 0.040114119533395
1031 => 0.03990873585513
1101 => 0.038895233817119
1102 => 0.040508166265997
1103 => 0.040825934277613
1104 => 0.041144328390376
1105 => 0.043915731765085
1106 => 0.043777280284389
1107 => 0.045028814241273
1108 => 0.044980181933132
1109 => 0.044623224175123
1110 => 0.043117278110782
1111 => 0.043717521371121
1112 => 0.041870065914313
1113 => 0.043254305157313
1114 => 0.042622596174021
1115 => 0.04304072371462
1116 => 0.042288892695582
1117 => 0.04270498702386
1118 => 0.040901288861584
1119 => 0.039217020896368
1120 => 0.039894819492418
1121 => 0.040631664081995
1122 => 0.042229330896709
1123 => 0.041277773722331
1124 => 0.041619989664598
1125 => 0.04047362354426
1126 => 0.038108342794711
1127 => 0.038121730026884
1128 => 0.037757883114008
1129 => 0.037443466258764
1130 => 0.041387071510475
1201 => 0.040896621858251
1202 => 0.040115154525897
1203 => 0.041161179604531
1204 => 0.041437765237972
1205 => 0.041445639242122
1206 => 0.042208792137679
1207 => 0.04261608697484
1208 => 0.042687874455206
1209 => 0.043888712025374
1210 => 0.044291216939464
1211 => 0.045949077715971
1212 => 0.042581530853517
1213 => 0.042512178441961
1214 => 0.041175899322517
1215 => 0.040328409979228
1216 => 0.04123392764291
1217 => 0.042036092677445
1218 => 0.041200824826166
1219 => 0.041309893174076
1220 => 0.040188614327625
1221 => 0.040589418754158
1222 => 0.040934645520475
1223 => 0.040744031591606
1224 => 0.040458673314271
1225 => 0.041970324292383
1226 => 0.04188503101999
1227 => 0.043292715163513
1228 => 0.044390105617849
1229 => 0.046356825494027
1230 => 0.044304450775809
1231 => 0.044229654083627
]
'min_raw' => 0.037443466258764
'max_raw' => 0.10826007252782
'avg_raw' => 0.07285176939329
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.037443'
'max' => '$0.10826'
'avg' => '$0.072851'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.006583988859789
'max_diff' => -0.036570307793821
'year' => 2030
]
5 => [
'items' => [
101 => 0.044960803747477
102 => 0.044291105004259
103 => 0.044714331492758
104 => 0.046288637163673
105 => 0.046321899761741
106 => 0.045764708387665
107 => 0.045730803241914
108 => 0.045837817940312
109 => 0.046464606371367
110 => 0.046245587234293
111 => 0.046499041724601
112 => 0.046815990445764
113 => 0.048127024739968
114 => 0.048443110669814
115 => 0.047675185732052
116 => 0.047744520755841
117 => 0.047457295749106
118 => 0.04717983999152
119 => 0.047803520015415
120 => 0.048943307517544
121 => 0.048936216958649
122 => 0.04920062550484
123 => 0.049365349838638
124 => 0.048658232412394
125 => 0.048197924969337
126 => 0.048374436133128
127 => 0.048656681327944
128 => 0.048282907820455
129 => 0.045975804583503
130 => 0.046675632327269
131 => 0.046559146770878
201 => 0.04639325717345
202 => 0.047096939381414
203 => 0.047029067515812
204 => 0.044996041635464
205 => 0.045126189356188
206 => 0.045003956349424
207 => 0.045398916200798
208 => 0.044269775876138
209 => 0.044617091835127
210 => 0.04483492514872
211 => 0.044963230643901
212 => 0.045426758072395
213 => 0.045372368478675
214 => 0.045423377138883
215 => 0.046110665948636
216 => 0.04958673689933
217 => 0.049775931771658
218 => 0.048844267025541
219 => 0.049216448715341
220 => 0.048501941258115
221 => 0.048981594900934
222 => 0.04930976174147
223 => 0.047826838891944
224 => 0.047739029824884
225 => 0.047021573341218
226 => 0.047407093816728
227 => 0.046793703020288
228 => 0.046944207666235
301 => 0.046523383555408
302 => 0.047280783169652
303 => 0.048127673626379
304 => 0.048341631600465
305 => 0.047778800285343
306 => 0.047371273320803
307 => 0.046655790218798
308 => 0.047845654563013
309 => 0.04819360715772
310 => 0.047843826916161
311 => 0.047762775191342
312 => 0.047609182319268
313 => 0.047795360645233
314 => 0.048191712133162
315 => 0.048004800090918
316 => 0.048128258787787
317 => 0.047657761545377
318 => 0.048658466497685
319 => 0.050247826794711
320 => 0.050252936847952
321 => 0.050066023798182
322 => 0.049989543005314
323 => 0.05018132713721
324 => 0.050285362161367
325 => 0.050905556876726
326 => 0.051571050515953
327 => 0.054676618952605
328 => 0.053804587762726
329 => 0.056560032830816
330 => 0.058739232129913
331 => 0.059392678714876
401 => 0.058791538603748
402 => 0.056735070756529
403 => 0.056634170633046
404 => 0.059707401815122
405 => 0.05883907324328
406 => 0.058735788322658
407 => 0.057637011269868
408 => 0.058286524594252
409 => 0.058144466502424
410 => 0.057920220854753
411 => 0.059159447032188
412 => 0.061479167809863
413 => 0.061117617572459
414 => 0.060847737092069
415 => 0.059665199388029
416 => 0.06037735121522
417 => 0.060123767589927
418 => 0.06121332377233
419 => 0.060567894826499
420 => 0.058832494800324
421 => 0.059108862974445
422 => 0.059067090480902
423 => 0.059926765437985
424 => 0.059668712354313
425 => 0.059016701474711
426 => 0.061471239256431
427 => 0.061311855225743
428 => 0.061537825340997
429 => 0.061637304374089
430 => 0.063131338268015
501 => 0.063743396150604
502 => 0.063882344005533
503 => 0.064463751655737
504 => 0.063867878053546
505 => 0.06625179731299
506 => 0.067836964514974
507 => 0.069678217792038
508 => 0.072368783712053
509 => 0.073380461387105
510 => 0.073197710870282
511 => 0.075237667243833
512 => 0.078903423501421
513 => 0.073938665017923
514 => 0.079166567756422
515 => 0.077511474108453
516 => 0.073587276842982
517 => 0.073334604802332
518 => 0.075992116751376
519 => 0.08188622247831
520 => 0.080409815844107
521 => 0.081888637350656
522 => 0.080163513511038
523 => 0.080077846571915
524 => 0.081804851936314
525 => 0.085840094104394
526 => 0.08392310180913
527 => 0.081174623288074
528 => 0.083204057056959
529 => 0.081445973711122
530 => 0.077484519876406
531 => 0.080408686863779
601 => 0.078453379674804
602 => 0.079024042262394
603 => 0.083133807143626
604 => 0.082639309360027
605 => 0.083279235281266
606 => 0.082149782780056
607 => 0.081094696045615
608 => 0.079125298304011
609 => 0.078542256722857
610 => 0.078703388440249
611 => 0.07854217687398
612 => 0.077440316937252
613 => 0.077202370388825
614 => 0.076805782383435
615 => 0.076928701589503
616 => 0.076183000113457
617 => 0.077590292868543
618 => 0.077851498804908
619 => 0.078875609113583
620 => 0.078981935643185
621 => 0.081834068275547
622 => 0.080263161549784
623 => 0.081317061406987
624 => 0.081222790684069
625 => 0.073672326096931
626 => 0.074712713498726
627 => 0.076331229804366
628 => 0.075602090402522
629 => 0.074571257880659
630 => 0.073738805349511
701 => 0.07247755464218
702 => 0.074252740792573
703 => 0.07658692181034
704 => 0.079041134325781
705 => 0.08198970985671
706 => 0.081331622123409
707 => 0.078986012757217
708 => 0.079091235079915
709 => 0.079741678075381
710 => 0.078899295297275
711 => 0.078650860170747
712 => 0.079707546903977
713 => 0.079714823724764
714 => 0.078745560533194
715 => 0.077668401869055
716 => 0.077663888534922
717 => 0.077472218554757
718 => 0.080197611174712
719 => 0.081696301547413
720 => 0.081868123983383
721 => 0.081684736528463
722 => 0.081755315081474
723 => 0.080883260174988
724 => 0.082876519091366
725 => 0.08470573058591
726 => 0.084215462829968
727 => 0.083480481768144
728 => 0.082895033950917
729 => 0.084077549930029
730 => 0.084024894354932
731 => 0.084689754019274
801 => 0.084659592144484
802 => 0.084436024846003
803 => 0.084215470814261
804 => 0.08508994261982
805 => 0.084838108783407
806 => 0.084585883779487
807 => 0.084080007920409
808 => 0.084148764851366
809 => 0.083413910694384
810 => 0.083073933536726
811 => 0.077961492804811
812 => 0.076595281587423
813 => 0.077025119448207
814 => 0.077166633232712
815 => 0.076572056360058
816 => 0.077424526861178
817 => 0.077291670236568
818 => 0.077808537644399
819 => 0.07748562132776
820 => 0.077498873926033
821 => 0.07844850196025
822 => 0.078724183018589
823 => 0.078583969407299
824 => 0.078682170214405
825 => 0.080945166366205
826 => 0.080623440679962
827 => 0.080452530321377
828 => 0.080499873658727
829 => 0.081078117694697
830 => 0.081239994453814
831 => 0.080554111250555
901 => 0.080877577734256
902 => 0.082254856967844
903 => 0.082736826752347
904 => 0.084275042945858
905 => 0.083621581367242
906 => 0.084821038375946
907 => 0.088507760295677
908 => 0.09145296886691
909 => 0.088744433348912
910 => 0.094152933819932
911 => 0.098364227239934
912 => 0.098202590784198
913 => 0.097468254367449
914 => 0.092673808771804
915 => 0.088261888453536
916 => 0.091952647139799
917 => 0.091962055642702
918 => 0.09164501619838
919 => 0.089675911438386
920 => 0.091576495621014
921 => 0.091727357091523
922 => 0.091642914785341
923 => 0.090133206782664
924 => 0.087828161703254
925 => 0.088278561994273
926 => 0.089016326858878
927 => 0.087619584056306
928 => 0.087173240099254
929 => 0.088003078435827
930 => 0.090676990459947
1001 => 0.090171502880705
1002 => 0.090158302557175
1003 => 0.092320992781268
1004 => 0.090772973318579
1005 => 0.088284242984324
1006 => 0.087655805752604
1007 => 0.085425276946044
1008 => 0.086965911137606
1009 => 0.087021355819422
1010 => 0.086177566217603
1011 => 0.088352711860122
1012 => 0.088332667510099
1013 => 0.090397644569966
1014 => 0.094345105138467
1015 => 0.093177646805624
1016 => 0.091820019783633
1017 => 0.091967631483837
1018 => 0.09358656749836
1019 => 0.092607721827265
1020 => 0.092959721555345
1021 => 0.093586034704613
1022 => 0.093963904978047
1023 => 0.091913261766583
1024 => 0.091435158740388
1025 => 0.090457127740151
1026 => 0.090201977708003
1027 => 0.090998563550409
1028 => 0.090788691324728
1029 => 0.087016695908608
1030 => 0.086622501400439
1031 => 0.086634590783224
1101 => 0.085643369949506
1102 => 0.084131520257828
1103 => 0.088104570979704
1104 => 0.087785479403928
1105 => 0.087433226999998
1106 => 0.087476375909555
1107 => 0.089200942568739
1108 => 0.088200606813708
1109 => 0.090860163370263
1110 => 0.090313438495823
1111 => 0.089752692191336
1112 => 0.089675179971306
1113 => 0.089459340484705
1114 => 0.088719146574814
1115 => 0.087825317949864
1116 => 0.087235134869562
1117 => 0.080469800685388
1118 => 0.081725407357832
1119 => 0.08316986838233
1120 => 0.083668490539672
1121 => 0.082815562835935
1122 => 0.088752825359213
1123 => 0.089837620435102
1124 => 0.086551705390804
1125 => 0.085937044849044
1126 => 0.088793122402002
1127 => 0.087070558496287
1128 => 0.087846228917556
1129 => 0.086169653735808
1130 => 0.089576325067828
1201 => 0.089550371940013
1202 => 0.088225099848696
1203 => 0.089345210745206
1204 => 0.089150563912362
1205 => 0.087654334985266
1206 => 0.089623758193592
1207 => 0.089624735002933
1208 => 0.08834918942894
1209 => 0.086859631451347
1210 => 0.086593333666742
1211 => 0.086392714058117
1212 => 0.08779688879204
1213 => 0.089055867467735
1214 => 0.091398514655921
1215 => 0.091987511818956
1216 => 0.09428640695804
1217 => 0.092917526833888
1218 => 0.093524333662959
1219 => 0.094183108313983
1220 => 0.094498949107319
1221 => 0.093984303483529
1222 => 0.097555433897517
1223 => 0.097856946721067
1224 => 0.097958041362727
1225 => 0.096753876279869
1226 => 0.097823456711794
1227 => 0.097323035448477
1228 => 0.098624992554596
1229 => 0.098829156053059
1230 => 0.098656236833188
1231 => 0.098721041550102
]
'min_raw' => 0.044269775876138
'max_raw' => 0.098829156053059
'avg_raw' => 0.071549465964598
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.044269'
'max' => '$0.098829'
'avg' => '$0.071549'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.0068263096173734
'max_diff' => -0.0094309164747576
'year' => 2031
]
6 => [
'items' => [
101 => 0.095673711732337
102 => 0.095515691605341
103 => 0.093361075961147
104 => 0.094239097762271
105 => 0.09259767808975
106 => 0.093118189176402
107 => 0.093347625503787
108 => 0.093227780986758
109 => 0.094288739797533
110 => 0.093386708068809
111 => 0.091006098028961
112 => 0.088624839393499
113 => 0.088594944631062
114 => 0.087968001265051
115 => 0.08751483604183
116 => 0.087602131740723
117 => 0.087909773169776
118 => 0.087496955362712
119 => 0.087585050972243
120 => 0.089048025068437
121 => 0.089341414089974
122 => 0.088344363560299
123 => 0.084341061809946
124 => 0.083358641518887
125 => 0.084064785741859
126 => 0.083727294284791
127 => 0.067574461135218
128 => 0.071369329685349
129 => 0.06911454765442
130 => 0.070153654951806
131 => 0.067852106371204
201 => 0.068950525988363
202 => 0.068747687992936
203 => 0.074849724323223
204 => 0.074754449419002
205 => 0.074800052473817
206 => 0.072623299849379
207 => 0.076090925885383
208 => 0.077799203162518
209 => 0.077483046502848
210 => 0.077562616322759
211 => 0.07619534318926
212 => 0.07481329066646
213 => 0.073280381722317
214 => 0.076128337067263
215 => 0.075811693049124
216 => 0.076537960501813
217 => 0.078385063119064
218 => 0.078657055995914
219 => 0.079022617180681
220 => 0.078891589518359
221 => 0.082013200017827
222 => 0.081635152389292
223 => 0.082546138402336
224 => 0.080672171056831
225 => 0.078551599126778
226 => 0.078954650523962
227 => 0.078915833433278
228 => 0.078421647316696
229 => 0.077975518187199
301 => 0.077232838882691
302 => 0.079582786098012
303 => 0.079487382532578
304 => 0.08103185536245
305 => 0.080758854787561
306 => 0.078935690133883
307 => 0.07900080481616
308 => 0.079438732347521
309 => 0.080954404533733
310 => 0.081404359233432
311 => 0.081195922288937
312 => 0.081689277075944
313 => 0.0820792045839
314 => 0.081738245967514
315 => 0.086565500957452
316 => 0.084560888130586
317 => 0.085537922474394
318 => 0.085770939408372
319 => 0.085174071431806
320 => 0.085303510723683
321 => 0.085499575980782
322 => 0.086690045828368
323 => 0.089814183173662
324 => 0.09119784233717
325 => 0.095360649199126
326 => 0.091082948705106
327 => 0.090829127660676
328 => 0.091578974881238
329 => 0.094022983187063
330 => 0.096003622364908
331 => 0.096660714646014
401 => 0.096747560238373
402 => 0.097980309040398
403 => 0.098686897664314
404 => 0.09783062091132
405 => 0.09710501601907
406 => 0.094505989360427
407 => 0.094806833773079
408 => 0.096879353443207
409 => 0.099806909548061
410 => 0.10231905724632
411 => 0.10143939067958
412 => 0.10815062563603
413 => 0.10881601716903
414 => 0.10872408157385
415 => 0.11023994250955
416 => 0.1072312672519
417 => 0.10594500028891
418 => 0.09726190003274
419 => 0.099701497025667
420 => 0.10324759452739
421 => 0.10277825522586
422 => 0.10020298443265
423 => 0.1023171036725
424 => 0.10161810973718
425 => 0.10106678421911
426 => 0.1035925132971
427 => 0.10081537042462
428 => 0.10321989040284
429 => 0.1001360686592
430 => 0.10144340892236
501 => 0.10070129936006
502 => 0.10118153519639
503 => 0.09837408631
504 => 0.099888917582129
505 => 0.098311064348777
506 => 0.098310316240902
507 => 0.098275485043323
508 => 0.10013182237509
509 => 0.10019235746883
510 => 0.098820521375888
511 => 0.098622818362787
512 => 0.099353830022564
513 => 0.098498006821222
514 => 0.098898441110643
515 => 0.09851013556792
516 => 0.098422719811287
517 => 0.09772617618987
518 => 0.097426086045897
519 => 0.097543759123719
520 => 0.097142080244483
521 => 0.096900054190384
522 => 0.098227339969455
523 => 0.097518224720253
524 => 0.09811865788737
525 => 0.097434388512733
526 => 0.095062412738265
527 => 0.09369826438718
528 => 0.08921782203148
529 => 0.090488469925585
530 => 0.091330910793957
531 => 0.091052484091985
601 => 0.09165065238465
602 => 0.091687375059698
603 => 0.091492904450149
604 => 0.091267732397519
605 => 0.091158131095094
606 => 0.091975009408706
607 => 0.092449234764617
608 => 0.091415461005503
609 => 0.091173262277774
610 => 0.092218464624453
611 => 0.092856037452133
612 => 0.097563516990498
613 => 0.097214771701338
614 => 0.098090053939324
615 => 0.097991510591628
616 => 0.098908945820433
617 => 0.10040856468247
618 => 0.097359420235917
619 => 0.097888646280357
620 => 0.097758892275875
621 => 0.099175512473489
622 => 0.099179935007116
623 => 0.09833060043322
624 => 0.098791038484609
625 => 0.098534034595781
626 => 0.098998475359052
627 => 0.097210113995381
628 => 0.099388145094653
629 => 0.10062294837872
630 => 0.10064009362351
701 => 0.10122538058015
702 => 0.10182006602564
703 => 0.10296151295205
704 => 0.10178823169038
705 => 0.09967761291726
706 => 0.099829992775422
707 => 0.098592537760987
708 => 0.098613339603344
709 => 0.098502297738572
710 => 0.098835542733595
711 => 0.097283242531797
712 => 0.097647564286465
713 => 0.097137511696464
714 => 0.097887537525638
715 => 0.097080633717158
716 => 0.097758829704565
717 => 0.098051516610177
718 => 0.099131537592983
719 => 0.096921113739859
720 => 0.0924139098708
721 => 0.093361378768641
722 => 0.091959997846658
723 => 0.092089700986421
724 => 0.092351721970844
725 => 0.091502426232399
726 => 0.091664445094909
727 => 0.091658656641031
728 => 0.091608774872686
729 => 0.091387840249759
730 => 0.091067441335931
731 => 0.092343811995035
801 => 0.092560692241731
802 => 0.093042790164359
803 => 0.094477186571955
804 => 0.09433385654544
805 => 0.094567633765392
806 => 0.094057299406839
807 => 0.09211337393364
808 => 0.092218938439343
809 => 0.090902547361678
810 => 0.093009127084853
811 => 0.092510261200911
812 => 0.09218863912022
813 => 0.092100881555695
814 => 0.093538833554542
815 => 0.093969091329733
816 => 0.093700983557759
817 => 0.093151086695488
818 => 0.094207051233462
819 => 0.094489582796257
820 => 0.094552831193804
821 => 0.096423797893978
822 => 0.094657397448496
823 => 0.095082587592234
824 => 0.098399799717797
825 => 0.095391546063894
826 => 0.096985085116429
827 => 0.096907089672184
828 => 0.097722290329039
829 => 0.096840219424398
830 => 0.096851153750413
831 => 0.097574996707225
901 => 0.096558489820148
902 => 0.096306788419739
903 => 0.095959064737794
904 => 0.096718306676105
905 => 0.097173437880563
906 => 0.10084146113146
907 => 0.10321117143372
908 => 0.10310829605983
909 => 0.10404838440253
910 => 0.10362486599393
911 => 0.10225721333402
912 => 0.10459162965701
913 => 0.10385292265629
914 => 0.1039138207639
915 => 0.10391155413329
916 => 0.10440272970988
917 => 0.10405468679829
918 => 0.10336865849366
919 => 0.10382407609787
920 => 0.10517650356761
921 => 0.10937447993123
922 => 0.1117237231201
923 => 0.10923305254147
924 => 0.1109510837552
925 => 0.10992087722407
926 => 0.10973365805138
927 => 0.11081270861511
928 => 0.11189364791402
929 => 0.11182479675371
930 => 0.11104009032955
1001 => 0.11059682958173
1002 => 0.11395334846746
1003 => 0.11642637440565
1004 => 0.11625773061604
1005 => 0.11700206945748
1006 => 0.11918747131746
1007 => 0.11938727707519
1008 => 0.1193621061422
1009 => 0.1188668667241
1010 => 0.12101867866554
1011 => 0.12281375804463
1012 => 0.11875223310765
1013 => 0.12029880863438
1014 => 0.12099311621589
1015 => 0.12201256573731
1016 => 0.12373254795953
1017 => 0.12560090485562
1018 => 0.12586511100621
1019 => 0.12567764409894
1020 => 0.12444541250184
1021 => 0.12648979091167
1022 => 0.12768733983757
1023 => 0.12840045281753
1024 => 0.13020878868401
1025 => 0.12099740402314
1026 => 0.11447712812465
1027 => 0.11345889288917
1028 => 0.11552951428064
1029 => 0.11607552062867
1030 => 0.11585542615441
1031 => 0.10851626283311
1101 => 0.11342025371316
1102 => 0.11869653556084
1103 => 0.11889921903494
1104 => 0.12154063604973
1105 => 0.12240078970509
1106 => 0.12452747662045
1107 => 0.12439445177486
1108 => 0.12491226619577
1109 => 0.12479322962769
1110 => 0.12873246931162
1111 => 0.13307803566575
1112 => 0.13292756252096
1113 => 0.13230283594315
1114 => 0.13323066144291
1115 => 0.13771575161956
1116 => 0.1373028363882
1117 => 0.13770394836343
1118 => 0.1429921224503
1119 => 0.14986750099724
1120 => 0.14667319738547
1121 => 0.1536039170869
1122 => 0.15796643775729
1123 => 0.16551096616367
1124 => 0.16456635404961
1125 => 0.1675033835939
1126 => 0.16287530121893
1127 => 0.15224828859623
1128 => 0.15056652317012
1129 => 0.15393346014228
1130 => 0.16221074614743
1201 => 0.15367277894962
1202 => 0.15539999859386
1203 => 0.15490255922013
1204 => 0.15487605278988
1205 => 0.1558876954229
1206 => 0.15442025501997
1207 => 0.14844163883096
1208 => 0.15118160339818
1209 => 0.15012357149487
1210 => 0.15129753677309
1211 => 0.15763294319956
1212 => 0.15483190900119
1213 => 0.15188124701075
1214 => 0.15558203195108
1215 => 0.16029440290779
1216 => 0.15999951120227
1217 => 0.15942729803837
1218 => 0.16265283368312
1219 => 0.16798047357498
1220 => 0.16942051322956
1221 => 0.17048352106225
1222 => 0.17063009188271
1223 => 0.17213986242675
1224 => 0.1640214457003
1225 => 0.17690558154091
1226 => 0.17913031588351
1227 => 0.1787121580329
1228 => 0.18118485662357
1229 => 0.18045732597188
1230 => 0.17940324820365
1231 => 0.18332300142794
]
'min_raw' => 0.067574461135218
'max_raw' => 0.18332300142794
'avg_raw' => 0.12544873128158
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.067574'
'max' => '$0.183323'
'avg' => '$0.125448'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.02330468525908
'max_diff' => 0.084493845374884
'year' => 2032
]
7 => [
'items' => [
101 => 0.17882932066407
102 => 0.17245110655843
103 => 0.16895189215331
104 => 0.17355993995555
105 => 0.17637391394967
106 => 0.17823377175743
107 => 0.1787965636063
108 => 0.1646516552806
109 => 0.15702833420563
110 => 0.16191479561314
111 => 0.16787661577584
112 => 0.16398832748827
113 => 0.16414074102764
114 => 0.15859706375376
115 => 0.16836710820478
116 => 0.16694369490727
117 => 0.1743283656127
118 => 0.17256595468317
119 => 0.17858786697218
120 => 0.17700209565023
121 => 0.18358454374838
122 => 0.18621046050741
123 => 0.19061978343711
124 => 0.19386329933338
125 => 0.19576795390624
126 => 0.19565360558986
127 => 0.20320079590267
128 => 0.19875048145396
129 => 0.19315983764778
130 => 0.19305872053958
131 => 0.19595419418684
201 => 0.20202231261707
202 => 0.2035956874385
203 => 0.20447498931994
204 => 0.2031283078798
205 => 0.19829781050263
206 => 0.19621202622634
207 => 0.19798917486072
208 => 0.195815874793
209 => 0.19956760043019
210 => 0.20471952105542
211 => 0.20365566981921
212 => 0.20721196500036
213 => 0.21089235637969
214 => 0.21615548134885
215 => 0.21753145710874
216 => 0.21980589271617
217 => 0.22214703406939
218 => 0.22289894557651
219 => 0.22433457794805
220 => 0.22432701145681
221 => 0.22865338623765
222 => 0.23342551159759
223 => 0.23522687844601
224 => 0.23936902218601
225 => 0.23227574618929
226 => 0.23765607751449
227 => 0.24250927104824
228 => 0.23672309364361
301 => 0.24469799118946
302 => 0.24500763838966
303 => 0.24968294348257
304 => 0.24494362609083
305 => 0.24212943455205
306 => 0.25025390007813
307 => 0.25418507302793
308 => 0.25300097174251
309 => 0.24398990249411
310 => 0.2387450736886
311 => 0.22501834505266
312 => 0.24127824807248
313 => 0.24919797252556
314 => 0.24396939232104
315 => 0.24660638404785
316 => 0.26099295586189
317 => 0.26647043094714
318 => 0.26533115441985
319 => 0.26552367339887
320 => 0.26847921953166
321 => 0.28158573873345
322 => 0.273732008621
323 => 0.27973589101831
324 => 0.28292032859324
325 => 0.28587821168346
326 => 0.27861458566242
327 => 0.2691647149329
328 => 0.26617154419428
329 => 0.24344951306375
330 => 0.24226673266663
331 => 0.24160280218781
401 => 0.23741681443368
402 => 0.23412777469749
403 => 0.23151220818504
404 => 0.22464818058212
405 => 0.22696458840246
406 => 0.21602476103731
407 => 0.22302367490186
408 => 0.20556344627569
409 => 0.22010484350906
410 => 0.21219062211114
411 => 0.21750480892754
412 => 0.21748626823036
413 => 0.20770116543691
414 => 0.20205732235553
415 => 0.20565379882864
416 => 0.20950950709648
417 => 0.21013508279077
418 => 0.21513410920431
419 => 0.21652923002261
420 => 0.21230194881119
421 => 0.20520162184648
422 => 0.20685086585917
423 => 0.20202390047825
424 => 0.19356482931473
425 => 0.19964028190558
426 => 0.20171470853889
427 => 0.20263089351764
428 => 0.19431236855921
429 => 0.19169850741331
430 => 0.19030690967165
501 => 0.20412780473391
502 => 0.20488494456433
503 => 0.20101131014313
504 => 0.21852050504004
505 => 0.21455763498187
506 => 0.21898513176358
507 => 0.20670121425157
508 => 0.20717047644302
509 => 0.20135507303433
510 => 0.2046113103578
511 => 0.202309906771
512 => 0.20434823856083
513 => 0.20557000623129
514 => 0.21138445538951
515 => 0.22017123517857
516 => 0.21051597058007
517 => 0.20630903352857
518 => 0.20891899361461
519 => 0.21586966126025
520 => 0.22640027854153
521 => 0.22016594116259
522 => 0.22293263422544
523 => 0.22353703357807
524 => 0.21894006400256
525 => 0.22656977536682
526 => 0.2306585996706
527 => 0.2348528873433
528 => 0.23849466980823
529 => 0.23317759661246
530 => 0.23886762710444
531 => 0.2342824669535
601 => 0.23016910429296
602 => 0.23017534256619
603 => 0.2275949700826
604 => 0.22259517324777
605 => 0.22167313400079
606 => 0.22646969860433
607 => 0.23031608918002
608 => 0.2306328963308
609 => 0.23276245578819
610 => 0.23402270713886
611 => 0.24637488360409
612 => 0.25134303116096
613 => 0.25741798795129
614 => 0.25978452598693
615 => 0.26690695702336
616 => 0.26115501550588
617 => 0.25991054677716
618 => 0.24263385881222
619 => 0.24546291549862
620 => 0.24999250821692
621 => 0.2427085501278
622 => 0.2473285449993
623 => 0.24824062985181
624 => 0.24246104401917
625 => 0.24554817053355
626 => 0.23734967778058
627 => 0.22034993991669
628 => 0.2265887009347
629 => 0.23118252898821
630 => 0.22462656994094
701 => 0.23637787278252
702 => 0.2295130042586
703 => 0.22733717050831
704 => 0.21884846730773
705 => 0.22285480845825
706 => 0.22827344222962
707 => 0.22492535654271
708 => 0.23187313706065
709 => 0.24171304717944
710 => 0.24872555310687
711 => 0.24926388623735
712 => 0.24475531472742
713 => 0.2519803293454
714 => 0.25203295568916
715 => 0.24388310968503
716 => 0.23889137438603
717 => 0.2377572416234
718 => 0.24059052762428
719 => 0.24403065988281
720 => 0.24945478963559
721 => 0.25273247764471
722 => 0.26127894962111
723 => 0.26359137989137
724 => 0.26613203967333
725 => 0.26952714465249
726 => 0.27360383866702
727 => 0.26468426424955
728 => 0.26503865556932
729 => 0.25673287137168
730 => 0.24785694978656
731 => 0.25459266787042
801 => 0.26339872325004
802 => 0.26137860441613
803 => 0.26115129978003
804 => 0.2615335631289
805 => 0.26001045949904
806 => 0.25312151823006
807 => 0.24966193505183
808 => 0.25412567998554
809 => 0.25649796175938
810 => 0.2601771639059
811 => 0.2597236245828
812 => 0.26920085419476
813 => 0.27288341904542
814 => 0.27194126137078
815 => 0.27211464105721
816 => 0.2787817488171
817 => 0.28619694384139
818 => 0.2931422525028
819 => 0.30020731878113
820 => 0.29169010562837
821 => 0.28736559005807
822 => 0.29182738626039
823 => 0.28945989439111
824 => 0.30306420491569
825 => 0.30400613785955
826 => 0.31760946463763
827 => 0.33052064160405
828 => 0.3224113626792
829 => 0.33005804745539
830 => 0.33832856048419
831 => 0.35428372195912
901 => 0.34891058488371
902 => 0.34479484609174
903 => 0.34090549282043
904 => 0.34899861956058
905 => 0.35941029782092
906 => 0.36165287359638
907 => 0.36528670308251
908 => 0.36146617570138
909 => 0.36606758011467
910 => 0.38231255965315
911 => 0.37792302278345
912 => 0.37168917477522
913 => 0.38451302593642
914 => 0.38915392782021
915 => 0.42172620769978
916 => 0.46285005654151
917 => 0.44582451308728
918 => 0.43525620885439
919 => 0.43774001103265
920 => 0.45275704849951
921 => 0.45758004431692
922 => 0.44446947909884
923 => 0.44910035237629
924 => 0.47461691943248
925 => 0.48830573898865
926 => 0.46971448337763
927 => 0.41842194648675
928 => 0.37112788496808
929 => 0.38367239976218
930 => 0.38225024108614
1001 => 0.40966460913145
1002 => 0.37781833378082
1003 => 0.3783545433834
1004 => 0.40633581152757
1005 => 0.39887088890708
1006 => 0.38677867029695
1007 => 0.37121617154599
1008 => 0.34244745324792
1009 => 0.31696619717626
1010 => 0.36694080831559
1011 => 0.36478581221033
1012 => 0.36166505849738
1013 => 0.36860995818472
1014 => 0.4023324197223
1015 => 0.40155500783491
1016 => 0.39660951004632
1017 => 0.40036062653134
1018 => 0.38612108144075
1019 => 0.38979093643901
1020 => 0.37112039334711
1021 => 0.3795602585754
1022 => 0.38675272582671
1023 => 0.38819672011371
1024 => 0.39145011297449
1025 => 0.36365022718663
1026 => 0.37613155974362
1027 => 0.38346317327813
1028 => 0.35033867660279
1029 => 0.38280840848224
1030 => 0.36316629302423
1031 => 0.35649946402311
1101 => 0.36547547098519
1102 => 0.36197751234261
1103 => 0.35897017290875
1104 => 0.357292025832
1105 => 0.36388301469922
1106 => 0.36357553719063
1107 => 0.35279140014805
1108 => 0.33872393299368
1109 => 0.34344543671955
1110 => 0.34173007015161
1111 => 0.33551336042269
1112 => 0.33970267217159
1113 => 0.32125506339159
1114 => 0.28951691130889
1115 => 0.31048410674061
1116 => 0.30967689252441
1117 => 0.30926985851235
1118 => 0.32502612638858
1119 => 0.32351152479123
1120 => 0.32076250806101
1121 => 0.33546287257463
1122 => 0.33009704177936
1123 => 0.34663326794166
1124 => 0.35752509598821
1125 => 0.35476257608188
1126 => 0.36500639300442
1127 => 0.3435542106293
1128 => 0.35067976510215
1129 => 0.35214833200341
1130 => 0.33528147235841
1201 => 0.32375933234395
1202 => 0.322990936967
1203 => 0.30301313403061
1204 => 0.31368511510404
1205 => 0.32307601681207
1206 => 0.31857850365733
1207 => 0.31715472535193
1208 => 0.32442849993441
1209 => 0.32499373451513
1210 => 0.31210632617373
1211 => 0.31478602645905
1212 => 0.32596082211195
1213 => 0.31450445028017
1214 => 0.29224659119873
1215 => 0.28672633440755
1216 => 0.28598983039309
1217 => 0.27101845615833
1218 => 0.28709522436247
1219 => 0.28007728421077
1220 => 0.30224687306218
1221 => 0.28958372280814
1222 => 0.28903783971021
1223 => 0.28821265734404
1224 => 0.2753261770805
1225 => 0.27814749727967
1226 => 0.28752599532091
1227 => 0.29087234907837
1228 => 0.2905232969656
1229 => 0.28748003556409
1230 => 0.28887322504968
1231 => 0.2843852762972
]
'min_raw' => 0.15702833420563
'max_raw' => 0.48830573898865
'avg_raw' => 0.32266703659714
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.157028'
'max' => '$0.4883057'
'avg' => '$0.322667'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.089453873070417
'max_diff' => 0.3049827375607
'year' => 2033
]
8 => [
'items' => [
101 => 0.28280048818412
102 => 0.27779846096893
103 => 0.2704468628079
104 => 0.27146914762216
105 => 0.25690370801485
106 => 0.2489676834704
107 => 0.24677109647162
108 => 0.24383372853516
109 => 0.24710287999608
110 => 0.2568624459545
111 => 0.24509033880123
112 => 0.22490788680425
113 => 0.22612088655849
114 => 0.22884613686342
115 => 0.22376765094952
116 => 0.21896129023704
117 => 0.22314003092417
118 => 0.21458845995249
119 => 0.22987955335973
120 => 0.22946597213586
121 => 0.2351655461632
122 => 0.23872960676954
123 => 0.23051560095026
124 => 0.22844980069975
125 => 0.22962657440783
126 => 0.21017712630911
127 => 0.23357611131205
128 => 0.23377846670602
129 => 0.23204577696933
130 => 0.24450501412079
131 => 0.27079789064388
201 => 0.26090545286738
202 => 0.25707480195981
203 => 0.24979273178432
204 => 0.25949565792662
205 => 0.25875062458811
206 => 0.25538130128591
207 => 0.25334352403981
208 => 0.25709819109741
209 => 0.25287827924031
210 => 0.25212026711535
211 => 0.24752753836343
212 => 0.24588814315484
213 => 0.2446744002086
214 => 0.24333818848471
215 => 0.2462855385844
216 => 0.23960645550232
217 => 0.23155213606391
218 => 0.23088250655155
219 => 0.23273141250961
220 => 0.23191340925803
221 => 0.23087859026669
222 => 0.22890283899605
223 => 0.2283166757993
224 => 0.23022142182279
225 => 0.22807107461586
226 => 0.23124402905516
227 => 0.23038116101525
228 => 0.22556125028651
301 => 0.219553856959
302 => 0.21950037855745
303 => 0.21820609551914
304 => 0.21655763147309
305 => 0.21609906648723
306 => 0.22278810903896
307 => 0.23663422693483
308 => 0.23391590268235
309 => 0.23588017053984
310 => 0.24554242429135
311 => 0.24861376420485
312 => 0.24643379988292
313 => 0.24344973026472
314 => 0.24358101418351
315 => 0.2537784834082
316 => 0.25441448705527
317 => 0.25602146308887
318 => 0.25808688142342
319 => 0.24678554955642
320 => 0.24304872246889
321 => 0.24127800648355
322 => 0.23582488660202
323 => 0.24170560887908
324 => 0.23827916384587
325 => 0.23874150834488
326 => 0.23844040588337
327 => 0.23860482818781
328 => 0.22987527918749
329 => 0.23305586803162
330 => 0.2277675221929
331 => 0.22068702075954
401 => 0.22066328443599
402 => 0.22239622713087
403 => 0.2213654050059
404 => 0.21859148917247
405 => 0.2189855108241
406 => 0.2155334665468
407 => 0.21940465150064
408 => 0.21951566323335
409 => 0.21802504616125
410 => 0.22398914070322
411 => 0.22643263510331
412 => 0.22545147901434
413 => 0.22636379457654
414 => 0.23402886132754
415 => 0.23527860165826
416 => 0.23583365375996
417 => 0.235089957474
418 => 0.22650389792579
419 => 0.2268847261775
420 => 0.22409046114998
421 => 0.22172960165413
422 => 0.22182402365289
423 => 0.22303781232401
424 => 0.22833849863856
425 => 0.239493480495
426 => 0.23991680390227
427 => 0.24042988422109
428 => 0.23834292871093
429 => 0.2377134829596
430 => 0.23854388437934
501 => 0.24273310906354
502 => 0.25350893231471
503 => 0.24970003668471
504 => 0.24660334524853
505 => 0.24931997850008
506 => 0.24890177410468
507 => 0.24537170814147
508 => 0.24527263094713
509 => 0.23849730573338
510 => 0.23599262226854
511 => 0.23389952129302
512 => 0.23161390966953
513 => 0.23025892248474
514 => 0.23234079863125
515 => 0.23281694833799
516 => 0.22826488975867
517 => 0.22764446099475
518 => 0.23136177029362
519 => 0.22972592106645
520 => 0.23140843256371
521 => 0.23179878966339
522 => 0.23173593317965
523 => 0.23002791871039
524 => 0.23111655619938
525 => 0.22854160399948
526 => 0.2257417302274
527 => 0.22395558519912
528 => 0.22239693676419
529 => 0.22326176550507
530 => 0.22017880895532
531 => 0.21919250910739
601 => 0.23074775031323
602 => 0.23928373123175
603 => 0.23915961468858
604 => 0.23840408715218
605 => 0.23728152648627
606 => 0.24265098675883
607 => 0.24078037416562
608 => 0.24214140112209
609 => 0.24248783960464
610 => 0.24353640455071
611 => 0.24391117639172
612 => 0.24277835559239
613 => 0.23897647062743
614 => 0.22950253476711
615 => 0.22509239204973
616 => 0.22363697149626
617 => 0.22368987326914
618 => 0.22223060620916
619 => 0.22266042575809
620 => 0.22208113251086
621 => 0.2209840912467
622 => 0.22319402629839
623 => 0.22344870072612
624 => 0.2229328754783
625 => 0.22305437099731
626 => 0.21878355825719
627 => 0.21910825887411
628 => 0.21730028457817
629 => 0.21696131119314
630 => 0.21239090961135
701 => 0.20429378071891
702 => 0.20878037613264
703 => 0.20336119978363
704 => 0.20130887558634
705 => 0.21102425913442
706 => 0.21004910408898
707 => 0.20838006254091
708 => 0.20591120223257
709 => 0.20499547792868
710 => 0.19943182694132
711 => 0.19910309676007
712 => 0.20186059242062
713 => 0.20058810305291
714 => 0.19880104605123
715 => 0.19232850674223
716 => 0.18505122957479
717 => 0.18527088482914
718 => 0.18758565129755
719 => 0.19431614699323
720 => 0.19168642588617
721 => 0.18977853305042
722 => 0.18942124207334
723 => 0.19389348669091
724 => 0.20022264978898
725 => 0.20319215150756
726 => 0.20024946548956
727 => 0.19686906623755
728 => 0.19707481547676
729 => 0.19844357298792
730 => 0.19858741004916
731 => 0.19638711764676
801 => 0.19700648706975
802 => 0.1960656082799
803 => 0.19029143688333
804 => 0.19018700043286
805 => 0.18876992565105
806 => 0.18872701718984
807 => 0.18631621948011
808 => 0.18597893221546
809 => 0.18119214703783
810 => 0.18434282353746
811 => 0.18222951515945
812 => 0.17904426095473
813 => 0.17849512192924
814 => 0.17847861414703
815 => 0.18174915800547
816 => 0.18430460532827
817 => 0.18226627706347
818 => 0.18180218922891
819 => 0.18675743314925
820 => 0.18612683319234
821 => 0.18558073769658
822 => 0.19965594265242
823 => 0.18851431962794
824 => 0.18365593604765
825 => 0.17764276378503
826 => 0.17960068299479
827 => 0.1800132453401
828 => 0.16555265000427
829 => 0.15968598827747
830 => 0.15767277105332
831 => 0.1565141360781
901 => 0.15704214058553
902 => 0.15176145694063
903 => 0.15531016368445
904 => 0.15073753801304
905 => 0.14997092243862
906 => 0.15814734357872
907 => 0.15928504481441
908 => 0.1544312578869
909 => 0.15754817485108
910 => 0.15641793743148
911 => 0.15081592255594
912 => 0.15060196679333
913 => 0.14779107264913
914 => 0.14339256760981
915 => 0.1413823327792
916 => 0.14033538502575
917 => 0.14076737607343
918 => 0.14054894818058
919 => 0.13912355842942
920 => 0.14063064985262
921 => 0.13678065403953
922 => 0.13524755468523
923 => 0.13455508927453
924 => 0.13113799639292
925 => 0.13657611075566
926 => 0.13764748779268
927 => 0.13872097577343
928 => 0.14806495574446
929 => 0.14759815691092
930 => 0.15181779102587
1001 => 0.15165382380357
1002 => 0.15045031580045
1003 => 0.14537291350273
1004 => 0.14739667556261
1005 => 0.14116785050476
1006 => 0.14583490975703
1007 => 0.14370505881535
1008 => 0.14511480501121
1009 => 0.14257995423936
1010 => 0.14398284531792
1011 => 0.13790155103363
1012 => 0.13222292399707
1013 => 0.13450816928604
1014 => 0.13699249226464
1015 => 0.14237913747599
1016 => 0.13917089602697
1017 => 0.14032470096908
1018 => 0.13645964755763
1019 => 0.1284849383719
1020 => 0.12853007435984
1021 => 0.12730333909009
1022 => 0.12624326071076
1023 => 0.13953940115062
1024 => 0.13788581590605
1025 => 0.13525104423471
1026 => 0.13877779081846
1027 => 0.1397103185922
1028 => 0.13973686634694
1029 => 0.14230988961594
1030 => 0.14368311259585
1031 => 0.14392514909795
1101 => 0.14797385680557
1102 => 0.14933093022542
1103 => 0.15492052358156
1104 => 0.14356660422018
1105 => 0.14333277772259
1106 => 0.13882741937535
1107 => 0.13597004988464
1108 => 0.13902306590897
1109 => 0.14172762132828
1110 => 0.13891145745115
1111 => 0.13927918900104
1112 => 0.13549871908504
1113 => 0.13685005919236
1114 => 0.13801401533797
1115 => 0.13737134716854
1116 => 0.13640924181343
1117 => 0.14150587862624
1118 => 0.14121830640338
1119 => 0.14596441177464
1120 => 0.14966434030878
1121 => 0.15629527368331
1122 => 0.14937554902862
1123 => 0.14912336675878
1124 => 0.1515884888977
1125 => 0.14933055282806
1126 => 0.15075749048277
1127 => 0.15606537196677
1128 => 0.15617751913848
1129 => 0.15429890951892
1130 => 0.15418459595284
1201 => 0.15454540348001
1202 => 0.15665866443629
1203 => 0.15592022612421
1204 => 0.15677476563391
1205 => 0.15784338037597
1206 => 0.16226362403237
1207 => 0.16332932981326
1208 => 0.16074021727079
1209 => 0.16097398514431
1210 => 0.16000558598069
1211 => 0.15907012452265
1212 => 0.16117290526716
1213 => 0.16501577840801
1214 => 0.16499187209365
1215 => 0.16588334396754
1216 => 0.16643872355963
1217 => 0.16405462778769
1218 => 0.16250266910578
1219 => 0.16309778881812
1220 => 0.16404939819817
1221 => 0.16278919472164
1222 => 0.15501063508145
1223 => 0.15737015317997
1224 => 0.15697741399384
1225 => 0.15641810563407
1226 => 0.15879061932774
1227 => 0.1585617845942
1228 => 0.15170729589727
1229 => 0.15214609802432
1230 => 0.15173398090798
1231 => 0.1530656156221
]
'min_raw' => 0.12624326071076
'max_raw' => 0.28280048818412
'avg_raw' => 0.20452187444744
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.126243'
'max' => '$0.28280048'
'avg' => '$0.204521'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.030785073494879
'max_diff' => -0.20550525080453
'year' => 2034
]
9 => [
'items' => [
101 => 0.14925864018345
102 => 0.15042964018801
103 => 0.15116408041342
104 => 0.15159667134843
105 => 0.15315948643605
106 => 0.15297610812346
107 => 0.15314808738266
108 => 0.15546532958972
109 => 0.16718514549151
110 => 0.16782302921272
111 => 0.16468185647444
112 => 0.16593669302649
113 => 0.16352768124913
114 => 0.16514486699425
115 => 0.16625130440899
116 => 0.16125152648745
117 => 0.16095547208722
118 => 0.15853651746133
119 => 0.15983632666069
120 => 0.15776823676492
121 => 0.15827567368663
122 => 0.15685683581597
123 => 0.15941046149535
124 => 0.16226581179821
125 => 0.16298718604591
126 => 0.16108956097134
127 => 0.15971555535777
128 => 0.15730325412593
129 => 0.16131496483612
130 => 0.16248811130245
131 => 0.16130880279716
201 => 0.16103553124808
202 => 0.16051768215638
203 => 0.16114539538092
204 => 0.16248172209485
205 => 0.16185153509464
206 => 0.16226778471075
207 => 0.1606814704089
208 => 0.16405541702259
209 => 0.1694140562296
210 => 0.16943128513088
211 => 0.16880109473373
212 => 0.16854323440085
213 => 0.16918984799148
214 => 0.16954060933892
215 => 0.17163163912237
216 => 0.1738753973903
217 => 0.18434603819834
218 => 0.18140592415839
219 => 0.19069609958449
220 => 0.19804342216823
221 => 0.20024656295161
222 => 0.19821977709668
223 => 0.19128625217178
224 => 0.19094606036084
225 => 0.20130767385736
226 => 0.19838004345263
227 => 0.19803181113163
228 => 0.19432720758398
301 => 0.19651708710472
302 => 0.19603812832994
303 => 0.19528206847248
304 => 0.19946020604972
305 => 0.20728130660938
306 => 0.20606231474134
307 => 0.20515239385925
308 => 0.20116538542794
309 => 0.20356645503416
310 => 0.20271148013684
311 => 0.2063849948762
312 => 0.20420888612292
313 => 0.19835786377291
314 => 0.19928965836737
315 => 0.19914881948893
316 => 0.20204727362732
317 => 0.20117722963903
318 => 0.19897892943651
319 => 0.20725457493793
320 => 0.20671720055063
321 => 0.20747907457093
322 => 0.20781447507641
323 => 0.2128517146599
324 => 0.21491531054356
325 => 0.21538378293748
326 => 0.21734403942273
327 => 0.21533500997038
328 => 0.22337256019352
329 => 0.22871706208785
330 => 0.23492497606367
331 => 0.24399640691232
401 => 0.24740734882683
402 => 0.24679119270013
403 => 0.25366904803876
404 => 0.26602840119615
405 => 0.24928937134067
406 => 0.26691561042403
407 => 0.26133534663496
408 => 0.24810464157572
409 => 0.24725274014967
410 => 0.25621272722743
411 => 0.27608511619911
412 => 0.27110730815247
413 => 0.27609325810982
414 => 0.27027688264025
415 => 0.26998805057392
416 => 0.27581076973566
417 => 0.28941587043695
418 => 0.28295259707334
419 => 0.27368590984696
420 => 0.2805282874893
421 => 0.27460078674334
422 => 0.26124446855973
423 => 0.27110350171647
424 => 0.26451104701365
425 => 0.2664350757701
426 => 0.2802914350018
427 => 0.27862420119966
428 => 0.28078175612132
429 => 0.27697372815764
430 => 0.27341642956866
501 => 0.26677646758389
502 => 0.26481070218636
503 => 0.26535396902141
504 => 0.2648104329703
505 => 0.26109543526422
506 => 0.2602931818633
507 => 0.25895605771423
508 => 0.25937048839944
509 => 0.25685630380973
510 => 0.26160108958755
511 => 0.26248176363882
512 => 0.26593462304562
513 => 0.26629311036365
514 => 0.2759092746632
515 => 0.27061285296009
516 => 0.27416614990959
517 => 0.27384830958549
518 => 0.24839139107336
519 => 0.25189912983604
520 => 0.2573560705617
521 => 0.2548977261615
522 => 0.25142220234361
523 => 0.24861553051486
524 => 0.24436313569738
525 => 0.25034829974297
526 => 0.25821815401169
527 => 0.26649270285514
528 => 0.27643403112064
529 => 0.2742152423816
530 => 0.26630685663826
531 => 0.26666162104563
601 => 0.26885463501732
602 => 0.26601448266765
603 => 0.26517686629337
604 => 0.26873955938997
605 => 0.26876409369931
606 => 0.26549615517713
607 => 0.26186443953617
608 => 0.26184922251503
609 => 0.26120299379494
610 => 0.27039184529395
611 => 0.27544478452073
612 => 0.27602409585986
613 => 0.2754057922519
614 => 0.27564375277101
615 => 0.27270355876886
616 => 0.27942397037033
617 => 0.28559128463565
618 => 0.28393831266709
619 => 0.28146027270241
620 => 0.27948639451197
621 => 0.28347332969617
622 => 0.28329579774844
623 => 0.28553741852579
624 => 0.2854357256591
625 => 0.2846819529033
626 => 0.28393833958669
627 => 0.28688668233281
628 => 0.28603760697086
629 => 0.28518721276036
630 => 0.28348161698235
701 => 0.28371343577553
702 => 0.28123582367939
703 => 0.2800895669559
704 => 0.26285261608903
705 => 0.25824633958378
706 => 0.25969556794174
707 => 0.26017269154638
708 => 0.25816803410819
709 => 0.2610421979203
710 => 0.26059426253468
711 => 0.26233691708671
712 => 0.26124818217987
713 => 0.26129286424021
714 => 0.26449460145848
715 => 0.26542407939411
716 => 0.26495133941424
717 => 0.26528243029157
718 => 0.27291227981471
719 => 0.27182755920137
720 => 0.27125132299482
721 => 0.2714109443621
722 => 0.27336053450108
723 => 0.27390631329632
724 => 0.27159381018969
725 => 0.2726844000232
726 => 0.27732799311781
727 => 0.27895298789632
728 => 0.28413919118756
729 => 0.28193599985203
730 => 0.28598005290029
731 => 0.29841009325137
801 => 0.30834006957717
802 => 0.29920805297433
803 => 0.31744318992182
804 => 0.33164185971047
805 => 0.33109689111486
806 => 0.32862102461606
807 => 0.31245621655285
808 => 0.29758111916936
809 => 0.31002476976064
810 => 0.31005649118506
811 => 0.30898757056354
812 => 0.30234859638672
813 => 0.308756548653
814 => 0.30926518863363
815 => 0.30898048550277
816 => 0.30389039956729
817 => 0.29611877914895
818 => 0.29763733517607
819 => 0.30012476092618
820 => 0.29541554504984
821 => 0.2939106652359
822 => 0.29670852312512
823 => 0.30572380420102
824 => 0.30401951753559
825 => 0.30397501172319
826 => 0.31126667280793
827 => 0.3060474171102
828 => 0.29765648903066
829 => 0.29553766902783
830 => 0.28801728542596
831 => 0.29321164116646
901 => 0.29339857678223
902 => 0.29055368122819
903 => 0.29788733662576
904 => 0.2978197557002
905 => 0.30478197002964
906 => 0.31809110893923
907 => 0.31415494166072
908 => 0.30957760736958
909 => 0.31007529052274
910 => 0.31553364632621
911 => 0.31223339980529
912 => 0.31342019146435
913 => 0.31553184997489
914 => 0.31680586598384
915 => 0.30989197922505
916 => 0.30828002149214
917 => 0.3049825216909
918 => 0.30412226554351
919 => 0.30680801032703
920 => 0.30610041146533
921 => 0.29338286556757
922 => 0.2920538112615
923 => 0.29209457145961
924 => 0.28875260121391
925 => 0.28365529442444
926 => 0.29705071232279
927 => 0.29597487279679
928 => 0.29478722922347
929 => 0.2949327087846
930 => 0.30074720568144
1001 => 0.29737450384214
1002 => 0.30634138445687
1003 => 0.30449806337159
1004 => 0.30260746805595
1005 => 0.30234613019439
1006 => 0.30161841229588
1007 => 0.29912279685
1008 => 0.29610919123585
1009 => 0.29411934777535
1010 => 0.27130955123286
1011 => 0.27554291679266
1012 => 0.2804130179858
1013 => 0.28209415740197
1014 => 0.27921845209931
1015 => 0.29923634722298
1016 => 0.30289380955931
1017 => 0.2918151175722
1018 => 0.28974274664142
1019 => 0.29937221151619
1020 => 0.2935644670425
1021 => 0.29617969402339
1022 => 0.29052700374338
1023 => 0.30201283398548
1024 => 0.30192533120307
1025 => 0.29745708381965
1026 => 0.30123361591088
1027 => 0.30057735052414
1028 => 0.29553271023306
1029 => 0.30217275808067
1030 => 0.30217605146156
1031 => 0.2978754605031
1101 => 0.29285331178403
1102 => 0.29195547021091
1103 => 0.29127906719362
1104 => 0.29601334034539
1105 => 0.30025807484958
1106 => 0.30815647340295
1107 => 0.31014231846059
1108 => 0.31789320392575
1109 => 0.31327792901501
1110 => 0.31532382060513
1111 => 0.31754492533523
1112 => 0.31860980462126
1113 => 0.31687464096925
1114 => 0.32891495648837
1115 => 0.32993152802392
1116 => 0.33027237566648
1117 => 0.3262124490175
1118 => 0.32981861411946
1119 => 0.32813140889189
1120 => 0.33252104817491
1121 => 0.33320939966422
1122 => 0.33262639044159
1123 => 0.33284488406919
1124 => 0.32257059883082
1125 => 0.32203782294004
1126 => 0.31477338586518
1127 => 0.31773369766919
1128 => 0.31219953664302
1129 => 0.3139544761126
1130 => 0.31472803670911
1201 => 0.31432397255267
1202 => 0.31790106925697
1203 => 0.31485980630574
1204 => 0.3068334133475
1205 => 0.29880483360388
1206 => 0.29870404132513
1207 => 0.29659025799484
1208 => 0.29506237980576
1209 => 0.29535670334937
1210 => 0.29639393790626
1211 => 0.29500209384773
1212 => 0.2952991143459
1213 => 0.30023163365281
1214 => 0.30122081522269
1215 => 0.29785918975004
1216 => 0.28436177839713
1217 => 0.28104947979543
1218 => 0.28343029434459
1219 => 0.28229241833419
1220 => 0.2278320136156
1221 => 0.24062667788163
1222 => 0.2330245228405
1223 => 0.23652794564179
1224 => 0.2287681139133
1225 => 0.23247151234176
1226 => 0.23178762987848
1227 => 0.25236107139662
1228 => 0.25203984540516
1229 => 0.25219359928837
1230 => 0.24485452583906
1231 => 0.25654586912137
]
'min_raw' => 0.14925864018345
'max_raw' => 0.33320939966422
'avg_raw' => 0.24123401992383
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.149258'
'max' => '$0.3332093'
'avg' => '$0.241234'
'bar_min_pct' => 61.631153054957
'bar_max_pct' => 60.119598047091
'min_diff' => 0.023015379472692
'max_diff' => 0.050408911480098
'year' => 2035
]
10 => [
'items' => [
101 => 0.26230544522934
102 => 0.26123950097791
103 => 0.26150777618112
104 => 0.25689791935157
105 => 0.25223823277912
106 => 0.24706992324966
107 => 0.25667200353304
108 => 0.25560441611851
109 => 0.25805307754162
110 => 0.26428071297627
111 => 0.2651977559505
112 => 0.26643027100761
113 => 0.26598850209603
114 => 0.27651322983888
115 => 0.27523861586483
116 => 0.27831006881082
117 => 0.27199185706922
118 => 0.26484220075345
119 => 0.2662011166792
120 => 0.26607024214784
121 => 0.26440405915281
122 => 0.26289990364497
123 => 0.26039590851761
124 => 0.26831891962214
125 => 0.26799725984041
126 => 0.27320455781798
127 => 0.27228411731945
128 => 0.26613719040028
129 => 0.26635672909774
130 => 0.26783323234485
131 => 0.27294342694151
201 => 0.27446048062638
202 => 0.27375772091541
203 => 0.27542110102474
204 => 0.27673576884168
205 => 0.27558620306157
206 => 0.29186163028832
207 => 0.28510293818495
208 => 0.28839707768946
209 => 0.28918271055108
210 => 0.2871703284961
211 => 0.28760674210583
212 => 0.28826778980897
213 => 0.29228154201606
214 => 0.30281478919602
215 => 0.30747989266979
216 => 0.32151508664277
217 => 0.30709252076767
218 => 0.30623674539515
219 => 0.30876490765194
220 => 0.31700505229024
221 => 0.32368291556215
222 => 0.32589834806462
223 => 0.32619115404263
224 => 0.33034745269643
225 => 0.3327297655744
226 => 0.32984276871835
227 => 0.32739634116401
228 => 0.31863354132615
229 => 0.31964785926769
301 => 0.32663550403423
302 => 0.33650596383719
303 => 0.34497584519443
304 => 0.34200998794829
305 => 0.36463738516743
306 => 0.36688079917708
307 => 0.36657083189921
308 => 0.37168166287795
309 => 0.36153770418777
310 => 0.35720096531777
311 => 0.32792528656939
312 => 0.33615055815827
313 => 0.34810647346597
314 => 0.34652406324261
315 => 0.33784135796363
316 => 0.34496925858388
317 => 0.34261255172877
318 => 0.34075371925228
319 => 0.34926939117947
320 => 0.339906060091
321 => 0.34801306707578
322 => 0.33761574676155
323 => 0.34202353573437
324 => 0.33952146153263
325 => 0.34114061018384
326 => 0.33167510025354
327 => 0.33678245964966
328 => 0.33146261731122
329 => 0.33146009501329
330 => 0.33134265919882
331 => 0.3376014301182
401 => 0.33780552841319
402 => 0.33318028724728
403 => 0.33251371773543
404 => 0.33497837458397
405 => 0.33209290690898
406 => 0.33344299907319
407 => 0.33213379982527
408 => 0.33183907149861
409 => 0.32949062604788
410 => 0.32847885117585
411 => 0.3288755941734
412 => 0.32752130578773
413 => 0.32670529804862
414 => 0.33118033472089
415 => 0.32878950314936
416 => 0.3308139054932
417 => 0.32850684352245
418 => 0.32050956159277
419 => 0.31591024018529
420 => 0.30080411596855
421 => 0.30508819405733
422 => 0.30792854226239
423 => 0.30698980719756
424 => 0.30900657335906
425 => 0.30913038642188
426 => 0.30847471518428
427 => 0.30771553188782
428 => 0.30734600344458
429 => 0.31010016571155
430 => 0.31169904960836
501 => 0.30821360920372
502 => 0.30739701928341
503 => 0.31092099196894
504 => 0.31307061327137
505 => 0.3289422092007
506 => 0.32776639010967
507 => 0.3307174652853
508 => 0.33038521950847
509 => 0.33347841643567
510 => 0.33853448612908
511 => 0.32825408274305
512 => 0.33003840530126
513 => 0.32960093061601
514 => 0.33437716451753
515 => 0.33439207539843
516 => 0.33152848458389
517 => 0.33308088362091
518 => 0.33221437706628
519 => 0.33378027152587
520 => 0.32775068632885
521 => 0.33509407024532
522 => 0.33925729572875
523 => 0.33931510211863
524 => 0.34128843795637
525 => 0.34329346145543
526 => 0.34714192946112
527 => 0.34318612977151
528 => 0.33607003121924
529 => 0.33658379054985
530 => 0.33241162457234
531 => 0.33248175943618
601 => 0.33210737403641
602 => 0.33323093280355
603 => 0.32799724429505
604 => 0.32922558052705
605 => 0.32750590260912
606 => 0.33003466705731
607 => 0.3273141345308
608 => 0.32960071965247
609 => 0.33058753398949
610 => 0.33422890013768
611 => 0.32677630179001
612 => 0.31157994926255
613 => 0.31477440680178
614 => 0.31004955318203
615 => 0.31048685637332
616 => 0.31137027841603
617 => 0.30850681853792
618 => 0.30905307644467
619 => 0.30903356026829
620 => 0.30886538040368
621 => 0.30812048389731
622 => 0.30704023658981
623 => 0.31134360938033
624 => 0.31207483627416
625 => 0.3137002630793
626 => 0.31853643071387
627 => 0.31805318352249
628 => 0.31884137974137
629 => 0.3171207518211
630 => 0.31056667136766
701 => 0.31092258946892
702 => 0.30648428504308
703 => 0.31358676565647
704 => 0.31190480449905
705 => 0.31082043319906
706 => 0.31052455244323
707 => 0.31537270800195
708 => 0.31682335213064
709 => 0.31591940805875
710 => 0.31406539239503
711 => 0.3176256505599
712 => 0.31857822544958
713 => 0.31879147183777
714 => 0.32509956669413
715 => 0.31914402426605
716 => 0.32057758252149
717 => 0.33176179480318
718 => 0.32161925757948
719 => 0.32699198575245
720 => 0.32672901866671
721 => 0.32947752459679
722 => 0.32650356095757
723 => 0.32654042680114
724 => 0.32898091386713
725 => 0.32555368992711
726 => 0.3247050610824
727 => 0.32353268641143
728 => 0.32609252361502
729 => 0.3276270302471
730 => 0.3399940267307
731 => 0.34798367046266
801 => 0.34763681895707
802 => 0.35080639243936
803 => 0.34937847055563
804 => 0.34476733412628
805 => 0.35263798174299
806 => 0.35014737951518
807 => 0.35035270173676
808 => 0.35034505963342
809 => 0.35200109238269
810 => 0.35082764140666
811 => 0.34851464908063
812 => 0.35005012132948
813 => 0.35460992496718
814 => 0.36876369537048
815 => 0.37668433280068
816 => 0.36828686305174
817 => 0.37407932523796
818 => 0.37060591199154
819 => 0.36997468947957
820 => 0.37361278379211
821 => 0.37725724610714
822 => 0.37702510961312
823 => 0.37437941711762
824 => 0.37288493255887
825 => 0.38420167032676
826 => 0.39253964993854
827 => 0.39197105562754
828 => 0.39448064599952
829 => 0.40184888095034
830 => 0.40252254001252
831 => 0.40243767445456
901 => 0.4007679401799
902 => 0.4080229243752
903 => 0.41407515983023
904 => 0.40038144493858
905 => 0.40559583230543
906 => 0.40793673879148
907 => 0.41137388402865
908 => 0.41717292417619
909 => 0.42347221989585
910 => 0.42436300937888
911 => 0.42373095161247
912 => 0.41957639675119
913 => 0.42646916129388
914 => 0.43050678110776
915 => 0.43291109130764
916 => 0.43900802193547
917 => 0.40795119543299
918 => 0.38596763001011
919 => 0.38253457882279
920 => 0.38951582341027
921 => 0.39135672193361
922 => 0.39061465804714
923 => 0.36587015650536
924 => 0.38240430414317
925 => 0.40019365677083
926 => 0.40087701825468
927 => 0.40978274013791
928 => 0.41268280824096
929 => 0.41985308165662
930 => 0.41940457910221
1001 => 0.42115042657495
1002 => 0.42074908647483
1003 => 0.43403050809813
1004 => 0.44868188845882
1005 => 0.44817455774546
1006 => 0.44606824847135
1007 => 0.44919647692251
1008 => 0.46431827159208
1009 => 0.46292609906073
1010 => 0.46427847608996
1011 => 0.48210792423238
1012 => 0.50528874302696
1013 => 0.49451892538073
1014 => 0.51788633074151
1015 => 0.53259487376319
1016 => 0.55803177802746
1017 => 0.55484695233418
1018 => 0.56474935249963
1019 => 0.54914544965003
1020 => 0.51331573463827
1021 => 0.50764554508702
1022 => 0.51899740816069
1023 => 0.54690485582871
1024 => 0.51811850331945
1025 => 0.52394194494065
1026 => 0.52226479336198
1027 => 0.52217542508178
1028 => 0.52558624884965
1029 => 0.52063867107776
1030 => 0.50048134918284
1031 => 0.50971933101944
1101 => 0.506152102588
1102 => 0.51011020848717
1103 => 0.53147047357797
1104 => 0.52202659121621
1105 => 0.5120782283068
1106 => 0.52455568311366
1107 => 0.54044377080144
1108 => 0.53944952282758
1109 => 0.53752026619487
1110 => 0.54839538482085
1111 => 0.56635789468018
1112 => 0.57121308891595
1113 => 0.57479709404072
1114 => 0.57529126779516
1115 => 0.5803815645932
1116 => 0.5530097557902
1117 => 0.59644951931846
1118 => 0.60395036648054
1119 => 0.60254051809233
1120 => 0.61087739402909
1121 => 0.60842447364236
1122 => 0.60487057685342
1123 => 0.61808629851754
1124 => 0.60293554008337
1125 => 0.58143094591352
1126 => 0.56963310023929
1127 => 0.58516945512818
1128 => 0.59465696491476
1129 => 0.60092760536473
1130 => 0.60282509737607
1201 => 0.55513455139003
1202 => 0.52943199214249
1203 => 0.54590703793972
1204 => 0.56600773085926
1205 => 0.55289809542612
1206 => 0.55341196831528
1207 => 0.5347210733392
1208 => 0.56766146032852
1209 => 0.56286232301644
1210 => 0.58776025588105
1211 => 0.58181816438451
1212 => 0.60212146210342
1213 => 0.59677492337643
1214 => 0.61896810671121
1215 => 0.62782156839991
1216 => 0.64268790850651
1217 => 0.65362364880582
1218 => 0.66004532467695
1219 => 0.65965979134475
1220 => 0.68510567041239
1221 => 0.6701011245375
1222 => 0.6512518786187
1223 => 0.65091095522864
1224 => 0.66067324678587
1225 => 0.68113233173592
1226 => 0.68643707479588
1227 => 0.68940170248005
1228 => 0.68486127198232
1229 => 0.66857491282062
1230 => 0.66154254550831
1231 => 0.66753432620569
]
'min_raw' => 0.24706992324966
'max_raw' => 0.68940170248005
'avg_raw' => 0.46823581286485
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.247069'
'max' => '$0.6894017'
'avg' => '$0.468235'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.097811283066213
'max_diff' => 0.35619230281583
'year' => 2036
]
11 => [
'items' => [
101 => 0.66020689329238
102 => 0.67285609821531
103 => 0.69022615829888
104 => 0.68663930958029
105 => 0.69862960707613
106 => 0.71103830356825
107 => 0.72878329686142
108 => 0.73342249520345
109 => 0.74109091364991
110 => 0.74898423517556
111 => 0.75151935731862
112 => 0.75635969209192
113 => 0.75633418113841
114 => 0.77092085576986
115 => 0.78701040960006
116 => 0.79308384369694
117 => 0.80704937051158
118 => 0.78313389525193
119 => 0.80127405795756
120 => 0.81763693879576
121 => 0.79812843769806
122 => 0.82501636156345
123 => 0.8260603587178
124 => 0.84182347625793
125 => 0.82584453678309
126 => 0.8163562935295
127 => 0.84374849628276
128 => 0.85700272034876
129 => 0.85301044019363
130 => 0.82262899108989
131 => 0.80494568458986
201 => 0.75866506062421
202 => 0.8134864588857
203 => 0.84018836281676
204 => 0.82255983960941
205 => 0.83145064132524
206 => 0.87995597263465
207 => 0.89842366230965
208 => 0.89458251195614
209 => 0.89523160313517
210 => 0.90519643327152
211 => 0.94938597782829
212 => 0.92290657842425
213 => 0.94314908710447
214 => 0.95388564071866
215 => 0.96385835007016
216 => 0.93936852781004
217 => 0.90750762887656
218 => 0.89741594475478
219 => 0.82080703039666
220 => 0.81681920370867
221 => 0.81458071574519
222 => 0.80046736577582
223 => 0.7893781386718
224 => 0.78055957356209
225 => 0.75741702526773
226 => 0.76522695596044
227 => 0.72834256420445
228 => 0.75193989094735
301 => 0.69307151110001
302 => 0.74209884712023
303 => 0.71541549712385
304 => 0.73333264900002
305 => 0.73327013774502
306 => 0.70027898050282
307 => 0.68125036951341
308 => 0.69337614104048
309 => 0.70637593066245
310 => 0.70848510279207
311 => 0.72533966936617
312 => 0.73004341660931
313 => 0.71579084286565
314 => 0.69185159477515
315 => 0.69741213611045
316 => 0.68113768532072
317 => 0.65261733629943
318 => 0.67310114888405
319 => 0.6800952231101
320 => 0.68318420473194
321 => 0.65513771705371
322 => 0.64632490170635
323 => 0.64163303276209
324 => 0.6882311454086
325 => 0.69078389520866
326 => 0.67772366630907
327 => 0.73675713935695
328 => 0.72339604627709
329 => 0.73832366079458
330 => 0.69690757526711
331 => 0.69848972550842
401 => 0.6788826868975
402 => 0.68986131837682
403 => 0.68210197550505
404 => 0.68897435344624
405 => 0.69309362844832
406 => 0.71269744973713
407 => 0.7423226912693
408 => 0.70976929256641
409 => 0.6955853105783
410 => 0.70438497322998
411 => 0.72781963447738
412 => 0.76332434586543
413 => 0.7423048421248
414 => 0.75163294095057
415 => 0.75367071556577
416 => 0.73817171169175
417 => 0.76389581624581
418 => 0.77768157285859
419 => 0.79182290658291
420 => 0.80410143042457
421 => 0.78617454691882
422 => 0.80535888198778
423 => 0.78989969441322
424 => 0.7760312050174
425 => 0.77605223779115
426 => 0.76735233180685
427 => 0.75049516770357
428 => 0.74738644800763
429 => 0.76355840045394
430 => 0.77652677482628
501 => 0.77759491225391
502 => 0.78477487064558
503 => 0.78902389606231
504 => 0.83067012141624
505 => 0.84742057776924
506 => 0.86790271872777
507 => 0.87588166694134
508 => 0.8998954404529
509 => 0.88050236803898
510 => 0.87630655483409
511 => 0.81805699514047
512 => 0.8275953572771
513 => 0.8428671953729
514 => 0.8183088221257
515 => 0.83388545739273
516 => 0.83696061515269
517 => 0.81747433800014
518 => 0.82788280057965
519 => 0.80024100986256
520 => 0.74292520677063
521 => 0.76395962511925
522 => 0.77944803713249
523 => 0.75734416348216
524 => 0.79696450146232
525 => 0.7738191179441
526 => 0.76648314254317
527 => 0.73786288704006
528 => 0.75137054594287
529 => 0.76963984801996
530 => 0.75835154337065
531 => 0.78177647046544
601 => 0.81495241443154
602 => 0.8385955677634
603 => 0.84041059549801
604 => 0.82520963187388
605 => 0.84956927309281
606 => 0.84974670648506
607 => 0.82226893167805
608 => 0.80543894760565
609 => 0.80161513981381
610 => 0.8111677613795
611 => 0.82276640747147
612 => 0.84105423963364
613 => 0.85210519359727
614 => 0.8809202205613
615 => 0.8887167406662
616 => 0.89728275250429
617 => 0.90872958598019
618 => 0.92247444447588
619 => 0.89240147658255
620 => 0.89359633165998
621 => 0.8655928003463
622 => 0.83566701102501
623 => 0.85837695481756
624 => 0.88806718534911
625 => 0.88125621366039
626 => 0.88048984020988
627 => 0.88177866777936
628 => 0.8766434175516
629 => 0.8534168710927
630 => 0.84175264486691
701 => 0.85680247255965
702 => 0.86480078618758
703 => 0.87720547309824
704 => 0.87567633360533
705 => 0.90762947492107
706 => 0.92004549942353
707 => 0.91686894904416
708 => 0.91745351076192
709 => 0.93993213005699
710 => 0.96493297779377
711 => 0.98834957085168
712 => 1.0121699350763
713 => 0.98345355627889
714 => 0.9688731501056
715 => 0.98391640751437
716 => 0.9759342433841
717 => 1.0218021261403
718 => 1.0249779188242
719 => 1.0708424848105
720 => 1.1143734193823
721 => 1.0870324193154
722 => 1.1128137509128
723 => 1.1406983630182
724 => 1.1944923038847
725 => 1.1763763970946
726 => 1.1624998964057
727 => 1.1493866703055
728 => 1.176673212154
729 => 1.2117769123289
730 => 1.2193379131275
731 => 1.2315896229459
801 => 1.2187084481397
802 => 1.2342224043789
803 => 1.2889934870811
804 => 1.2741938570573
805 => 1.2531760032641
806 => 1.2964125127868
807 => 1.3120596375054
808 => 1.4218793532434
809 => 1.5605312807887
810 => 1.5031284723473
811 => 1.4674966967707
812 => 1.4758710092282
813 => 1.5265019995038
814 => 1.542763066633
815 => 1.4985598806498
816 => 1.514173193222
817 => 1.6002040805618
818 => 1.6463568914182
819 => 1.5836751751257
820 => 1.4107388058675
821 => 1.2512835754914
822 => 1.2935782829497
823 => 1.2887833756815
824 => 1.3812128315563
825 => 1.2738408907758
826 => 1.2756487588878
827 => 1.3699895580256
828 => 1.3448210502264
829 => 1.3040512909306
830 => 1.2515812398527
831 => 1.154585497543
901 => 1.068673663653
902 => 1.2371665542251
903 => 1.2299008343992
904 => 1.2193789953719
905 => 1.2427942095452
906 => 1.3564918430463
907 => 1.3538707445907
908 => 1.3371966535129
909 => 1.3498438046367
910 => 1.3018341841905
911 => 1.3142073565382
912 => 1.2512583169682
913 => 1.279713911838
914 => 1.3039638173378
915 => 1.3088323448929
916 => 1.3198013860676
917 => 1.2260721302078
918 => 1.2681538143425
919 => 1.292872861251
920 => 1.1811913080316
921 => 1.2906652760275
922 => 1.2244405123921
923 => 1.2019628329517
924 => 1.2322260671091
925 => 1.220432455326
926 => 1.210293000459
927 => 1.2046350104252
928 => 1.2268569895592
929 => 1.2258203076716
930 => 1.1894608367082
1001 => 1.142031389038
1002 => 1.1579502684946
1003 => 1.1521667903478
1004 => 1.1312067194599
1005 => 1.1453312765097
1006 => 1.083133875537
1007 => 0.97612647990316
1008 => 1.0468188431841
1009 => 1.0440972640963
1010 => 1.0427249205064
1011 => 1.0958482777186
1012 => 1.090741692687
1013 => 1.0814731908509
1014 => 1.1310364961552
1015 => 1.1129452229986
1016 => 1.1686982640272
1017 => 1.2054208227293
1018 => 1.1961067939921
1019 => 1.230644537947
1020 => 1.1583170073257
1021 => 1.1823413117212
1022 => 1.1872926875609
1023 => 1.1304248926613
1024 => 1.0915771931524
1025 => 1.0889864944913
1026 => 1.0216299370857
1027 => 1.0576112663686
1028 => 1.0892733471291
1029 => 1.0741096675215
1030 => 1.0693092995598
1031 => 1.0938333384034
1101 => 1.0957390662557
1102 => 1.0522882692626
1103 => 1.0613230658652
1104 => 1.0989996696083
1105 => 1.0603737121191
1106 => 0.98532978623193
1107 => 0.96671785504846
1108 => 0.96423468034263
1109 => 0.91375764684219
1110 => 0.96796159328655
1111 => 0.94430011808813
1112 => 1.0190464347319
1113 => 0.97635173953753
1114 => 0.97451125656051
1115 => 0.97172909660058
1116 => 0.92828142868675
1117 => 0.93779370671654
1118 => 0.9694139676484
1119 => 0.98069643297663
1120 => 0.97951957940838
1121 => 0.96925901111946
1122 => 0.97395624673952
1123 => 0.95882481418194
1124 => 0.95348159041233
1125 => 0.93661690642594
1126 => 0.91183047995382
1127 => 0.91527718457876
1128 => 0.86616878801619
1129 => 0.83941192718903
1130 => 0.83200598076183
1201 => 0.82210243968358
1202 => 0.83312461207894
1203 => 0.86602967009888
1204 => 0.82633918892935
1205 => 0.75829264292773
1206 => 0.7623823562881
1207 => 0.77157072796206
1208 => 0.7544482581348
1209 => 0.73824327742327
1210 => 0.75233219340031
1211 => 0.72349997481766
1212 => 0.77505496383022
1213 => 0.77366054585862
1214 => 0.79287705762337
1215 => 0.80489353679238
1216 => 0.77719944268913
1217 => 0.77023445291495
1218 => 0.77420202763146
1219 => 0.70862685544951
1220 => 0.7875181670519
1221 => 0.78820042239067
1222 => 0.78235853797089
1223 => 0.82436572590318
1224 => 0.9130139948108
1225 => 0.8796609501794
1226 => 0.86674564319701
1227 => 0.84219363518246
1228 => 0.87490772810786
1229 => 0.87239579619054
1230 => 0.86103588743852
1231 => 0.85416537918022
]
'min_raw' => 0.64163303276209
'max_raw' => 1.6463568914182
'avg_raw' => 1.1439949620902
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$0.641633'
'max' => '$1.64'
'avg' => '$1.14'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.39456310951243
'max_diff' => 0.95695518893817
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.020140127720758
]
1 => [
'year' => 2028
'avg' => 0.034566305889674
]
2 => [
'year' => 2029
'avg' => 0.094428917720095
]
3 => [
'year' => 2030
'avg' => 0.07285176939329
]
4 => [
'year' => 2031
'avg' => 0.071549465964598
]
5 => [
'year' => 2032
'avg' => 0.12544873128158
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.020140127720758
'min' => '$0.02014'
'max_raw' => 0.12544873128158
'max' => '$0.125448'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.12544873128158
]
1 => [
'year' => 2033
'avg' => 0.32266703659714
]
2 => [
'year' => 2034
'avg' => 0.20452187444744
]
3 => [
'year' => 2035
'avg' => 0.24123401992383
]
4 => [
'year' => 2036
'avg' => 0.46823581286485
]
5 => [
'year' => 2037
'avg' => 1.1439949620902
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.12544873128158
'min' => '$0.125448'
'max_raw' => 1.1439949620902
'max' => '$1.14'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 1.1439949620902
]
]
]
]
'prediction_2025_max_price' => '$0.034435'
'last_price' => false
'sma_50day_nextmonth' => '—'
'sma_200day_nextmonth' => '—'
'sma_50day_ts_nextmonth' => 1770163200
'sma_200day_ts_nextmonth' => 1770163200
'sma_200day_direction' => 'decrease'
'sma_200day_direction_label' => 'diminuir'
'sma_200day_date_nextmonth' => '4 de fev. de 2026'
'sma_50day_date_nextmonth' => '4 de fev. de 2026'
'daily_sma3' => '—'
'daily_sma3_action' => '—'
'daily_sma5' => '—'
'daily_sma5_action' => '—'
'daily_sma10' => '—'
'daily_sma10_action' => '—'
'daily_sma21' => '—'
'daily_sma21_action' => '—'
'daily_sma50' => '—'
'daily_sma50_action' => '—'
'daily_sma100' => '—'
'daily_sma100_action' => '—'
'daily_sma200' => '—'
'daily_sma200_action' => '—'
'daily_ema3' => '—'
'daily_ema3_action' => '—'
'daily_ema5' => '—'
'daily_ema5_action' => '—'
'daily_ema10' => '—'
'daily_ema10_action' => '—'
'daily_ema21' => '—'
'daily_ema21_action' => '—'
'daily_ema50' => '—'
'daily_ema50_action' => '—'
'daily_ema100' => '—'
'daily_ema100_action' => '—'
'daily_ema200' => '—'
'daily_ema200_action' => '—'
'weekly_sma21' => '—'
'weekly_sma21_action' => '—'
'weekly_sma50' => '—'
'weekly_sma50_action' => '—'
'weekly_sma100' => '—'
'weekly_sma100_action' => '—'
'weekly_sma200' => '—'
'weekly_sma200_action' => '—'
'weekly_ema3' => '—'
'weekly_ema3_action' => '—'
'weekly_ema5' => '—'
'weekly_ema5_action' => '—'
'weekly_ema10' => '—'
'weekly_ema10_action' => '—'
'weekly_ema21' => '—'
'weekly_ema21_action' => '—'
'weekly_ema50' => '—'
'weekly_ema50_action' => '—'
'weekly_ema100' => '—'
'weekly_ema100_action' => '—'
'weekly_ema200' => '—'
'weekly_ema200_action' => '—'
'rsi_14' => '—'
'rsi_14_action' => '—'
'stoch_rsi_14' => '—'
'stoch_rsi_14_action' => '—'
'momentum_10' => '—'
'momentum_10_action' => '—'
'vwma_10' => '—'
'vwma_10_action' => '—'
'hma_9' => '—'
'hma_9_action' => '—'
'stochastic_fast_14' => '—'
'stochastic_fast_14_action' => '—'
'cci_20' => '—'
'cci_20_action' => '—'
'adx_14' => '—'
'adx_14_action' => '—'
'ao_5_34' => '—'
'ao_5_34_action' => '—'
'macd_12_26' => '—'
'macd_12_26_action' => '—'
'williams_percent_r_14' => '—'
'williams_percent_r_14_action' => '—'
'ultimate_oscillator' => '—'
'ultimate_oscillator_action' => '—'
'ichimoku_cloud' => '—'
'ichimoku_cloud_action' => '—'
'sell_signals' => 0
'buy_signals' => 0
'sell_pct' => 0
'buy_pct' => 0
'overall_action' => 'neutral'
'overall_action_label' => 'Neutro'
'overall_action_dir' => 0
'last_updated' => 1767679155
'last_updated_date' => '6 de janeiro de 2026'
]
Previsão de preço de BEAT para 2026
A previsão de preço para BEAT em 2026 sugere que o preço médio poderia variar entre $0.011536 na extremidade inferior e $0.034435 na extremidade superior. No mercado de criptomoedas, comparado ao preço médio de hoje, BEAT poderia potencialmente ganhar 3.13% até 2026 se BEAT atingir a meta de preço prevista.
Previsão de preço de BEAT 2027-2032
A previsão de preço de BEAT para 2027-2032 está atualmente dentro de uma faixa de preço entre $0.02014 na extremidade inferior e $0.125448 na extremidade superior. Considerando a volatilidade de preços no mercado, se BEAT atingir a meta de preço superior, poderia ganhar 275.71% até 2032 em comparação com o preço de hoje.
| Previsão de Preço de BEAT | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2027 | $0.0111056 | $0.02014 | $0.029174 |
| 2028 | $0.020042 | $0.034566 | $0.04909 |
| 2029 | $0.044027 | $0.094428 | $0.14483 |
| 2030 | $0.037443 | $0.072851 | $0.10826 |
| 2031 | $0.044269 | $0.071549 | $0.098829 |
| 2032 | $0.067574 | $0.125448 | $0.183323 |
Previsão de preço de BEAT 2032-2037
A previsão de preço de BEAT para 2032-2037 é atualmente estimada entre $0.125448 na extremidade inferior e $1.14 na extremidade superior. Comparado ao preço atual, BEAT poderia potencialmente ganhar 3326.16% até 2037 se atingir a meta de preço superior. Por favor, note que esta informação é apenas para fins gerais e não deve ser considerada como aconselhamento de investimento a longo prazo.
| Previsão de Preço de BEAT | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2032 | $0.067574 | $0.125448 | $0.183323 |
| 2033 | $0.157028 | $0.322667 | $0.4883057 |
| 2034 | $0.126243 | $0.204521 | $0.28280048 |
| 2035 | $0.149258 | $0.241234 | $0.3332093 |
| 2036 | $0.247069 | $0.468235 | $0.6894017 |
| 2037 | $0.641633 | $1.14 | $1.64 |
BEAT Histograma de preços potenciais
Previsão de preço de BEAT baseada na análise técnica
Em 6 de janeiro de 2026, o sentimento geral de previsão de preço para BEAT é Neutro, com 0 indicadores técnicos mostrando sinais de alta e 0 indicando sinais de baixa. A previsão de preço de BEAT 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 BEAT
De acordo com nossos indicadores técnicos, o SMA de 200 dias de BEAT está projetado para diminuir no próximo mês, alcançando — até 4 de fev. de 2026. O SMA de 50 dias de curto prazo para BEAT é esperado para alcançar — 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 —, sugerindo que o mercado de BEAT está em um estado —.
Médias Móveis e Osciladores Populares de BEAT 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 | — | — |
| SMA 5 | — | — |
| SMA 10 | — | — |
| SMA 21 | — | — |
| SMA 50 | — | — |
| SMA 100 | — | — |
| SMA 200 | — | — |
Média Móvel Exponencial Diária (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 3 | — | — |
| EMA 5 | — | — |
| EMA 10 | — | — |
| EMA 21 | — | — |
| EMA 50 | — | — |
| EMA 100 | — | — |
| EMA 200 | — | — |
Média Móvel Simples Semanal (SMA)
| Período | Valor | Ação |
|---|---|---|
| SMA 21 | — | — |
| SMA 50 | — | — |
| SMA 100 | — | — |
| SMA 200 | — | — |
Média Móvel Exponencial Semanal (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 21 | — | — |
| EMA 50 | — | — |
| EMA 100 | — | — |
| EMA 200 | — | — |
Osciladores de BEAT
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) | — | — |
| Stoch RSI (14) | — | — |
| Estocástico Rápido (14) | — | — |
| Índice de Canal de Commodities (20) | — | — |
| Índice Direcional Médio (14) | — | — |
| Oscilador Impressionante (5, 34) | — | — |
| Momentum (10) | — | — |
| MACD (12, 26) | — | — |
| Williams Percent Range (14) | — | — |
| Oscilador Ultimate (7, 14, 28) | — | — |
| VWMA (10) | — | — |
| Média Móvel de Hull (9) | — | — |
| Nuvem Ichimoku B/L (9, 26, 52, 26) | — | — |
Previsão do preço de BEAT com base nos fluxos financeiros mundiais
Definições dos fluxos financeiros mundiais, usadas na previsão do preço do BEAT
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 BEAT por empresas de Internet ou nichos tecnológicos
| Comparação | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook stock | $0.046922 | $0.065933 | $0.092647 | $0.130185 | $0.182932 | $0.257051 |
| Amazon.com stock | $0.069675 | $0.145383 | $0.30335 | $0.632958 | $1.32 | $2.75 |
| Apple stock | $0.047365 | $0.067183 | $0.095294 | $0.135168 | $0.191726 | $0.271949 |
| Netflix stock | $0.052688 | $0.083134 | $0.131172 | $0.20697 | $0.326566 | $0.51527 |
| Google stock | $0.043243 | $0.056000092 | $0.072519 | $0.093912 | $0.121616 | $0.157493 |
| Tesla stock | $0.075698 | $0.1716035 | $0.389012 | $0.881861 | $1.99 | $4.53 |
| Kodak stock | $0.025041 | $0.018778 | $0.014081 | $0.010559 | $0.007918 | $0.005938 |
| Nokia stock | $0.022121 | $0.014654 | $0.0097079 | $0.006431 | $0.00426 | $0.002822 |
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 BEAT
Você pode fazer perguntas como: 'Devo investir em BEAT agora?', 'Devo comprar BEAT hoje?', 'BEAT será um bom ou mau investimento no curto ou no longo prazo?'.
Atualizamos a previsão para BEAT regularmente com novos valores. Veja nossas previsões semelhantes. Fazemos previsões de preços futuros para uma enorme quantidade de moedas digitais, como BEAT, 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 BEAT para poder tomar sozinho uma decisão de tão grande responsabilidade sobre o seu investimento.
O preço de BEAT é de $0.03339 USD hoje, mas o preço pode tanto subir quanto descer e seu investimento pode ser perdido, porque criptomoedas são ativos de alto risco
Previsão do preço de BEAT com base no padrão de crescimento do Bitcoin
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Se BEAT tiver 1% da média anterior do crescimento anual do Bitcoin | $0.03426 | $0.035151 | $0.036064 | $0.0370024 |
| Se BEAT tiver 2% da média anterior do crescimento anual do Bitcoin | $0.035128 | $0.036954 | $0.038876 | $0.040897 |
| Se BEAT tiver 5% da média anterior do crescimento anual do Bitcoin | $0.037732 | $0.042636 | $0.048177 | $0.054439 |
| Se BEAT tiver 10% da média anterior do crescimento anual do Bitcoin | $0.042072 | $0.0530086 | $0.066787 | $0.084147 |
| Se BEAT tiver 20% da média anterior do crescimento anual do Bitcoin | $0.050752 | $0.077136 | $0.117237 | $0.178185 |
| Se BEAT tiver 50% da média anterior do crescimento anual do Bitcoin | $0.076791 | $0.176595 | $0.4061097 | $0.933914 |
| Se BEAT tiver 100% da média anterior do crescimento anual do Bitcoin | $0.120191 | $0.4326068 | $1.55 | $5.60 |
Perguntas Frequentes sobre BEAT
BEAT é um bom investimento?
A decisão de adquirir BEAT depende inteiramente da sua tolerância individual ao risco. Como você pode perceber, o valor de BEAT experimentou uma queda de 0% nas últimas 24 horas, e BEAT registrou um declínio de durante os últimos 30 dias. Consequentemente, a decisão de investir ou não em BEAT dependerá de quão alinhado esse investimento está com suas aspirações de negociação.
BEAT pode subir?
Parece que o valor médio de BEAT pode potencialmente subir para $0.034435 até o final deste ano. Observando as perspectivas de BEAT em um horizonte de cinco anos mais longo, a moeda digital poderia potencialmente crescer até $0.10826. 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 BEAT na próxima semana?
Com base na nossa nova previsão experimental de BEAT, o preço de BEAT aumentará 0.86% na próxima semana e atingirá $0.033675 até 13 de janeiro de 2026.
Qual será o preço de BEAT no próximo mês?
Com base na nossa nova previsão experimental de BEAT, o preço de BEAT diminuirá -11.62% no próximo mês e atingirá $0.02951 até 5 de fevereiro de 2026.
Até onde o preço de BEAT pode subir este ano em 2026?
De acordo com nossa previsão mais recente sobre o valor de BEAT em 2026, espera-se que BEAT fluctue dentro do intervalo de $0.011536 e $0.034435. No entanto, é crucial lembrar que o mercado de criptomoedas é excepcionalmente instável, e essa previsão de preço de BEAT não considera flutuações repentinas e extremas de preço.
Onde estará BEAT em 5 anos?
O futuro de BEAT parece seguir uma tendência de alta, com um preço máximo de $0.10826 projetada após um período de cinco anos. Com base na previsão de BEAT para 2030, o valor de BEAT pode potencialmente atingir seu pico mais alto de aproximadamente $0.10826, enquanto seu pico mais baixo está previsto para cerca de $0.037443.
Quanto será BEAT em 2026?
Com base na nossa nova simulação experimental de previsão de preços de BEAT, espera-se que o valor de BEAT em 2026 aumente 3.13% para $0.034435 se o melhor cenário ocorrer. O preço ficará entre $0.034435 e $0.011536 durante 2026.
Quanto será BEAT em 2027?
De acordo com nossa última simulação experimental para previsão de preços de BEAT, o valor de BEAT pode diminuir -12.62% para $0.029174 em 2027, assumindo as condições mais favoráveis. O preço está projetado para flutuar entre $0.029174 e $0.0111056 ao longo do ano.
Quanto será BEAT em 2028?
Nosso novo modelo experimental de previsão de preços de BEAT sugere que o valor de BEAT em 2028 pode aumentar 47.02%, alcançando $0.04909 no melhor cenário. O preço é esperado para variar entre $0.04909 e $0.020042 durante o ano.
Quanto será BEAT em 2029?
Com base no nosso modelo de previsão experimental, o valor de BEAT pode experimentar um 333.75% crescimento em 2029, potencialmente alcançando $0.14483 sob condições ótimas. A faixa de preço prevista para 2029 está entre $0.14483 e $0.044027.
Quanto será BEAT em 2030?
Usando nossa nova simulação experimental para previsões de preços de BEAT, espera-se que o valor de BEAT em 2030 aumente 224.23%, alcançando $0.10826 no melhor cenário. O preço está previsto para variar entre $0.10826 e $0.037443 ao longo de 2030.
Quanto será BEAT em 2031?
Nossa simulação experimental indica que o preço de BEAT poderia aumentar 195.98% em 2031, potencialmente atingindo $0.098829 sob condições ideais. O preço provavelmente oscilará entre $0.098829 e $0.044269 durante o ano.
Quanto será BEAT em 2032?
Com base nos achados da nossa mais recente previsão experimental de preços de BEAT, BEAT poderia ver um 449.04% aumento em valor, atingindo $0.183323 se o cenário mais positivo se desenrolar em 2032. O preço é esperado para permanecer dentro de uma faixa de $0.183323 e $0.067574 ao longo do ano.
Quanto será BEAT em 2033?
De acordo com nossa previsão experimental de preços de BEAT, espera-se que o valor de BEAT seja aumentar 1362.43% em 2033, com o preço potencial mais alto sendo $0.4883057. Ao longo do ano, o preço de BEAT poderia variar entre $0.4883057 e $0.157028.
Quanto será BEAT em 2034?
Os resultados da nossa nova simulação de previsão de preços de BEAT sugerem que BEAT pode aumentar 746.96% em 2034, atingindo potencialmente $0.28280048 nas melhores circunstâncias. A faixa de preço prevista para o ano é entre $0.28280048 e $0.126243.
Quanto será BEAT em 2035?
Com base em nossa previsão experimental para o preço de BEAT, BEAT poderia aumentar 897.93%, com o valor potencialmente atingindo $0.3332093 em 2035. A faixa de preço esperada para o ano está entre $0.3332093 e $0.149258.
Quanto será BEAT em 2036?
Nossa recente simulação de previsão de preços de BEAT sugere que o valor de BEAT pode aumentar 1964.7% em 2036, possivelmente atingindo $0.6894017 se as condições forem ideais. A faixa de preço esperada para 2036 está entre $0.6894017 e $0.247069.
Quanto será BEAT em 2037?
De acordo com a simulação experimental, o valor de BEAT poderia aumentar 4830.69% em 2037, com um pico de $1.64 sob condições favoráveis. O preço é esperado para cair entre $1.64 e $0.641633 ao longo do ano.
Previsões relacionadas
Previsão de Preço do PinkSale
Previsão de Preço do Decentral Games
Previsão de Preço do Voyager Token
Previsão de Preço do Manchester City Fan Token
Previsão de Preço do Shiba Predator
Previsão de Preço do HairDAO
Previsão de Preço do LIF3 (OLD)
Previsão de Preço do Inverse Finance
Previsão de Preço do Wojak
Previsão de Preço do Earthcoin
Previsão de Preço do Alpine F1 Team Fan Token
Previsão de Preço do Karate Combat
Previsão de Preço do PLAYA3ULL GAMES
Previsão de Preço do Hathor
Previsão de Preço do WeWay
Previsão de Preço do Stader BNBx
Previsão de Preço do Credefi
Previsão de Preço do Nexa
Previsão de Preço do Optimus AI
Previsão de Preço do Counterparty
Previsão de Preço do 00 Token
Previsão de Preço do TON FISH MEMECOIN
Previsão de Preço do SolaniumPrevisão de Preço do Taboo
Previsão de Preço do PONKE
Como ler e prever os movimentos de preço de BEAT?
Traders de BEAT 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 BEAT
Médias móveis são ferramentas populares para a previsão de preço de BEAT. Uma média móvel simples (SMA) calcula o preço médio de fechamento de BEAT 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 BEAT 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 BEAT.
Como ler gráficos de BEAT 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 BEAT 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 BEAT 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 BEAT?
A ação de preço de BEAT 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 BEAT. A capitalização de mercado de BEAT pode mudar rapidamente.
Traders frequentemente monitoram a atividade de "baleias" de BEAT, grandes detentores de BEAT, pois suas ações podem influenciar significativamente os movimentos de preço no relativamente pequeno mercado de BEAT.
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


