Previsão de Preço fxhash - Projeção FXH
$0.002514
-0.4225%
Add to portfolio
Add to favorites
Sentiment
Altista 63.33%
Baixista 36.67%
SMA 50
$0.002751
SMA 200
—
RSI (14)
44.78
Momentum (10)
0
MACD (12, 26)
0
Hull Moving Average (9)
0.002514
Previsão de Preço fxhash até $0.002593 até 2026
| Ano | Preço Mínimo | Preço Máximo |
|---|---|---|
| 2026 | $0.000868 | $0.002593 |
| 2027 | $0.000836 | $0.002197 |
| 2028 | $0.0015095 | $0.003697 |
| 2029 | $0.003316 | $0.0109083 |
| 2030 | $0.00282 | $0.008153 |
| 2031 | $0.003334 | $0.007443 |
| 2032 | $0.005089 | $0.0138075 |
| 2033 | $0.011827 | $0.036778 |
| 2034 | $0.0095083 | $0.021299 |
| 2035 | $0.011241 | $0.025096 |
Calculadora de lucro do investimento
Se você abrir um short de $10,000.00 em fxhash hoje e fechar em Apr 06, 2026, nossa previsão mostra que pode lucrar cerca de $3,955.95, com um retorno de 39.56% nos próximos 90 dias.
$
≈ $3,955.95
(39.56% ROI)
Previsão de preço de longo prazo de fxhash para os anos 2027, 2028, 2029, 2030, 2031, 2032 e 2037
[
'name' => 'fxhash'
'name_with_ticker' => 'fxhash <small>FXH</small>'
'name_lang' => 'fxhash'
'name_lang_with_ticker' => 'fxhash <small>FXH</small>'
'name_with_lang' => 'fxhash'
'name_with_lang_with_ticker' => 'fxhash <small>FXH</small>'
'image' => '/uploads/coins/fxhash.png?1748037902'
'price_for_sd' => 0.002514
'ticker' => 'FXH'
'marketcap' => '$1.31M'
'low24h' => '$0.002471'
'high24h' => '$0.00255'
'volume24h' => '$1.4K'
'current_supply' => '520M'
'max_supply' => '1B'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.002514'
'change_24h_pct' => '-0.4225%'
'ath_price' => '$0.03486'
'ath_days' => 162
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '28 de jul. de 2025'
'ath_pct' => '-92.79%'
'fdv' => '$2.51M'
'new_prediction' => true
'change_24h_pct_is_increased' => false
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$0.1240004'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.002536'
'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' => '$0.002222'
'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' => '$0.000868'
'current_year_max_price_prediction' => '$0.002593'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.00282'
'grand_prediction_max_price' => '$0.008153'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.0025625254636784
107 => 0.002572093003563
108 => 0.0025936491594538
109 => 0.0024094541675078
110 => 0.0024921523112107
111 => 0.002540729722868
112 => 0.0023212552097391
113 => 0.0025363914174078
114 => 0.0024062477424949
115 => 0.0023620750245371
116 => 0.0024215477699543
117 => 0.002398371183226
118 => 0.002378445314932
119 => 0.002367326338054
120 => 0.002410996558521
121 => 0.002408959290539
122 => 0.0023375063338305
123 => 0.0022442988645994
124 => 0.0022755823507042
125 => 0.0022642167669181
126 => 0.0022230264250876
127 => 0.0022507837421405
128 => 0.0021285545654963
129 => 0.0019182656199997
130 => 0.0020571889387193
131 => 0.0020518405420681
201 => 0.0020491436379461
202 => 0.0021535406724054
203 => 0.0021435053063915
204 => 0.0021252910188097
205 => 0.0022226919054124
206 => 0.0021871392715756
207 => 0.0022967041118065
208 => 0.0023688706017921
209 => 0.0023505668455903
210 => 0.0024184397782327
211 => 0.0022763030590403
212 => 0.0023235151756206
213 => 0.0023332455274147
214 => 0.0022214899935908
215 => 0.0021451472163809
216 => 0.0021400560235123
217 => 0.002007688168513
218 => 0.0020783980082177
219 => 0.0021406197409858
220 => 0.0021108203595914
221 => 0.0021013867656731
222 => 0.0021495809511047
223 => 0.002153326052068
224 => 0.0020679373532163
225 => 0.002085692367616
226 => 0.0021597337291882
227 => 0.002083826715275
228 => 0.0019363517865818
301 => 0.0018997759652655
302 => 0.0018948960764758
303 => 0.001795699548201
304 => 0.00190222013654
305 => 0.0018557210451557
306 => 0.0020026111176939
307 => 0.0019187082960474
308 => 0.0019150914131006
309 => 0.0019096239640453
310 => 0.0018242414144022
311 => 0.0018429347664299
312 => 0.001905074315648
313 => 0.0019272464068611
314 => 0.001924933676097
315 => 0.0019047697979567
316 => 0.0019140007181136
317 => 0.0018842647080225
318 => 0.0018737643039579
319 => 0.001840622140366
320 => 0.0017919123156425
321 => 0.001798685715525
322 => 0.0017021788071286
323 => 0.001649596721425
324 => 0.001635042693123
325 => 0.0016155804382228
326 => 0.001637241006601
327 => 0.0017019054151826
328 => 0.0016239064191137
329 => 0.0014901826113469
330 => 0.001498219640048
331 => 0.001516276457324
401 => 0.0014826276977879
402 => 0.0014507819708133
403 => 0.0014784692466922
404 => 0.0014218087064916
405 => 0.0015231236129083
406 => 0.0015203833286215
407 => 0.0015581472604619
408 => 0.0015817618220355
409 => 0.0015273379029133
410 => 0.001513650434432
411 => 0.0015214474385397
412 => 0.0013925803286805
413 => 0.0015476160682893
414 => 0.0015489568238035
415 => 0.0015374764610951
416 => 0.0016200282062454
417 => 0.0017942381370474
418 => 0.0017286933535015
419 => 0.0017033124322109
420 => 0.0016550632822842
421 => 0.0017193524098105
422 => 0.0017144160078831
423 => 0.0016920917262926
424 => 0.0016785899311306
425 => 0.0017034674027041
426 => 0.0016755073370958
427 => 0.0016704849410214
428 => 0.0016400546852309
429 => 0.0016291924684021
430 => 0.0016211505154994
501 => 0.0016122971155395
502 => 0.0016318255097213
503 => 0.0015875715993312
504 => 0.0015342057216651
505 => 0.0015297689263639
506 => 0.0015420193082774
507 => 0.0015365994262144
508 => 0.0015297429780538
509 => 0.0015166521512727
510 => 0.001512768382608
511 => 0.0015253887466316
512 => 0.0015111410914619
513 => 0.0015321642827747
514 => 0.0015264471380038
515 => 0.0014945116320584
516 => 0.0014547081676118
517 => 0.0014543538332877
518 => 0.0014457782421634
519 => 0.0014348559375179
520 => 0.001431817602234
521 => 0.0014761375015438
522 => 0.0015678783667321
523 => 0.0015498674397228
524 => 0.001562882180321
525 => 0.0016269018229023
526 => 0.0016472517421411
527 => 0.0016328078514797
528 => 0.0016130361630819
529 => 0.0016139060170284
530 => 0.0016814718615806
531 => 0.0016856858604273
601 => 0.0016963332760256
602 => 0.0017100182140286
603 => 0.0016351384555969
604 => 0.0016103791871401
605 => 0.0015986468721533
606 => 0.0015625158829714
607 => 0.0016014800571672
608 => 0.0015787773014756
609 => 0.001581840678855
610 => 0.0015798456503179
611 => 0.0015809350708024
612 => 0.0015230952933272
613 => 0.00154416906827
614 => 0.0015091298301017
615 => 0.0014622162235336
616 => 0.0014620589526743
617 => 0.0014735409914194
618 => 0.0014667110254816
619 => 0.0014483317627574
620 => 0.0014509424502797
621 => 0.0014280700804899
622 => 0.0014537195700898
623 => 0.0014544551056733
624 => 0.0014445786550402
625 => 0.0014840952327163
626 => 0.0015002852068327
627 => 0.0014937843154519
628 => 0.0014998290869633
629 => 0.0015506158750545
630 => 0.0015588963374962
701 => 0.0015625739719362
702 => 0.0015576464289798
703 => 0.001500757376219
704 => 0.0015032806476199
705 => 0.0014847665562972
706 => 0.0014691241000963
707 => 0.0014697497163105
708 => 0.0014777919721747
709 => 0.0015129129752057
710 => 0.0015868230555882
711 => 0.0015896278891112
712 => 0.0015930274291637
713 => 0.001579199791298
714 => 0.001575029243405
715 => 0.0015805312725856
716 => 0.0016082880127698
717 => 0.0016796858844052
718 => 0.0016544491080658
719 => 0.001633931216068
720 => 0.001651930938934
721 => 0.0016491600226853
722 => 0.0016257707009944
723 => 0.0016251142406351
724 => 0.0015802226542918
725 => 0.0015636272569527
726 => 0.0015497589007921
727 => 0.0015346150179074
728 => 0.0015256372165058
729 => 0.0015394311997964
730 => 0.0015425860469806
731 => 0.001512425261438
801 => 0.0015083144578165
802 => 0.0015329444063563
803 => 0.001522105684301
804 => 0.0015332535787223
805 => 0.0015358399858529
806 => 0.0015354235147349
807 => 0.0015241066440898
808 => 0.001531319679965
809 => 0.0015142586998106
810 => 0.0014957074463691
811 => 0.0014838729024573
812 => 0.0014735456932698
813 => 0.0014792758291479
814 => 0.0014588489410238
815 => 0.0014523139684009
816 => 0.0015288760657089
817 => 0.0015854333101716
818 => 0.001584610945438
819 => 0.0015796050116172
820 => 0.001572167209376
821 => 0.0016077438912087
822 => 0.0015953496866364
823 => 0.0016043675060332
824 => 0.0016066629195463
825 => 0.0016136104449164
826 => 0.0016160935880762
827 => 0.0016085878047934
828 => 0.0015833974793423
829 => 0.0015206255833423
830 => 0.0014914050963048
831 => 0.0014817618488767
901 => 0.0014821123626056
902 => 0.001472443629201
903 => 0.0014752915045109
904 => 0.0014714532543892
905 => 0.0014641845372312
906 => 0.0014788270063461
907 => 0.0014805144145076
908 => 0.0014770966872517
909 => 0.001477901685744
910 => 0.0014496043637955
911 => 0.0014517557477247
912 => 0.0014397765686224
913 => 0.0014375306169518
914 => 0.0014072482953275
915 => 0.0013535987730773
916 => 0.001383325816289
917 => 0.0013474197283441
918 => 0.0013338215487733
919 => 0.0013981932159105
920 => 0.0013917320859221
921 => 0.0013806734399675
922 => 0.001364315397777
923 => 0.0013582480408077
924 => 0.0013213847005542
925 => 0.0013192066177537
926 => 0.0013374770845773
927 => 0.0013290458927866
928 => 0.0013172053063704
929 => 0.0012743199026321
930 => 0.001226102509961
1001 => 0.001227557889962
1002 => 0.0012428949454542
1003 => 0.0012874895027815
1004 => 0.0012700656377401
1005 => 0.0012574244237367
1006 => 0.0012550571043473
1007 => 0.0012846890628237
1008 => 0.001326624492155
1009 => 0.0013462996573449
1010 => 0.0013268021661854
1011 => 0.0013044044981608
1012 => 0.0013057677404326
1013 => 0.001314836780524
1014 => 0.0013157898084083
1015 => 0.0013012112290417
1016 => 0.0013053150137389
1017 => 0.001299080989526
1018 => 0.0012608227944383
1019 => 0.0012601308250072
1020 => 0.001250741646936
1021 => 0.0012504573463555
1022 => 0.0012344840122161
1023 => 0.0012322492323515
1024 => 0.0012005332079056
1025 => 0.0012214087912409
1026 => 0.0012074065459569
1027 => 0.0011863018595182
1028 => 0.0011826634036214
1029 => 0.0011825540272435
1030 => 0.0012042238212945
1031 => 0.0012211555670806
1101 => 0.0012076501210085
1102 => 0.00120457519273
1103 => 0.0012374073820765
1104 => 0.0012332291867101
1105 => 0.0012296108964693
1106 => 0.0013228696344102
1107 => 0.0012490480662599
1108 => 0.0012168576489585
1109 => 0.0011770158947537
1110 => 0.0011899885708223
1111 => 0.0011927221042783
1112 => 0.0010969098674316
1113 => 0.0010580388548755
1114 => 0.0010446997881895
1115 => 0.0010370229667249
1116 => 0.0010405213906658
1117 => 0.0010055329202503
1118 => 0.0010290457510254
1119 => 0.00099874869314735
1120 => 0.00099366929279895
1121 => 0.0010478441853701
1122 => 0.0010553823051863
1123 => 0.0010232223441403
1124 => 0.0010438742453566
1125 => 0.0010363855788927
1126 => 0.00099926804924684
1127 => 0.00099785043263244
1128 => 0.00097922616100042
1129 => 0.00095008278226592
1130 => 0.000936763476163
1201 => 0.00092982666590109
1202 => 0.00093268892901089
1203 => 0.00093124168119588
1204 => 0.00092179741024678
1205 => 0.00093178301575162
1206 => 0.00090627392002383
1207 => 0.00089611599256427
1208 => 0.00089152789239292
1209 => 0.00086888710168574
1210 => 0.00090491866810618
1211 => 0.00091201734060473
1212 => 0.00091912999968098
1213 => 0.00098104084092119
1214 => 0.00097794795025105
1215 => 0.0010059061756103
1216 => 0.0010048197703847
1217 => 0.00099684563161902
1218 => 0.00096320405184881
1219 => 0.00097661298594171
1220 => 0.00093534237101478
1221 => 0.00096626512184707
1222 => 0.00095215326973216
1223 => 0.00096149389045177
1224 => 0.00094469861218809
1225 => 0.00095399381263925
1226 => 0.00091370069919752
1227 => 0.00087607555680503
1228 => 0.00089121701245015
1229 => 0.00090767750637187
1230 => 0.00094336805125003
1231 => 0.0009221110571612
]
'min_raw' => 0.00086888710168574
'max_raw' => 0.0025936491594538
'avg_raw' => 0.0017312681305698
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.000868'
'max' => '$0.002593'
'avg' => '$0.001731'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.0016459828983143
'max_diff' => 7.8779159453785E-5
'year' => 2026
]
1 => [
'items' => [
101 => 0.00092975587605148
102 => 0.00090414701249627
103 => 0.00085130861217163
104 => 0.00085160767177924
105 => 0.00084347963503642
106 => 0.00083645582457782
107 => 0.0009245526786413
108 => 0.00091359644223334
109 => 0.00089613911343402
110 => 0.00091950644175858
111 => 0.00092568513425696
112 => 0.00092586103294617
113 => 0.00094290923249372
114 => 0.00095200785964831
115 => 0.00095361153212001
116 => 0.00098043724245882
117 => 0.00098942886672472
118 => 0.0010264640945336
119 => 0.00095123590470282
120 => 0.00094968662963853
121 => 0.00091983526798851
122 => 0.00090090306249871
123 => 0.00092113157229561
124 => 0.0009390512705087
125 => 0.00092039208296296
126 => 0.00092282857893948
127 => 0.00089778014417095
128 => 0.0009067337809623
129 => 0.00091444585915214
130 => 0.00091018770287071
131 => 0.00090381303682033
201 => 0.00093758205960877
202 => 0.00093567667900118
203 => 0.00096712316936826
204 => 0.0009916379573695
205 => 0.0010355728400102
206 => 0.00098972449959739
207 => 0.0009880536038421
208 => 0.0010043868778702
209 => 0.00098942636618556
210 => 0.00099888089315094
211 => 0.0010340495695497
212 => 0.0010347926282639
213 => 0.0010223454374235
214 => 0.0010215880247296
215 => 0.0010239786438879
216 => 0.0010379805749674
217 => 0.0010330878700124
218 => 0.0010387498320545
219 => 0.0010458302022873
220 => 0.0010751176155847
221 => 0.0010821787117786
222 => 0.001065023908786
223 => 0.001066572795422
224 => 0.0010601564281929
225 => 0.0010539582978464
226 => 0.0010678907897011
227 => 0.0010933526924092
228 => 0.0010931942952339
301 => 0.0010991009617536
302 => 0.0011027807660618
303 => 0.0010869843521894
304 => 0.0010767014676087
305 => 0.0010806445798739
306 => 0.0010869497022557
307 => 0.0010785999136637
308 => 0.0010270611504757
309 => 0.001042694718918
310 => 0.0010400925286867
311 => 0.0010363866933603
312 => 0.0010521063673199
313 => 0.0010505901664181
314 => 0.0010051740629147
315 => 0.0010080814545088
316 => 0.0010053508710271
317 => 0.0010141739448812
318 => 0.00098894989124258
319 => 0.00099670864025523
320 => 0.0010015748549022
321 => 0.0010044410927133
322 => 0.0010147959090846
323 => 0.0010135808908983
324 => 0.0010147203818482
325 => 0.0010300738409567
326 => 0.0011077263684567
327 => 0.0011119528241979
328 => 0.0010911402103748
329 => 0.0010994544390865
330 => 0.001083492938082
331 => 0.001094208000639
401 => 0.0011015389743075
402 => 0.0010684117139649
403 => 0.0010664501326015
404 => 0.0010504227528045
405 => 0.0010590349588702
406 => 0.0010453323197802
407 => 0.0010486944681149
408 => 0.0010392936082642
409 => 0.001056213284303
410 => 0.0010751321111662
411 => 0.0010799117539589
412 => 0.0010673385715368
413 => 0.0010582347588501
414 => 0.0010422514627545
415 => 0.0010688320403724
416 => 0.0010766050112963
417 => 0.0010687912122652
418 => 0.0010669805842948
419 => 0.0010635494475627
420 => 0.0010677085161726
421 => 0.0010765626780273
422 => 0.0010723872188073
423 => 0.0010751451831843
424 => 0.0010646346669799
425 => 0.0010869895814597
426 => 0.0011224945656567
427 => 0.0011226087199866
428 => 0.0011184332382593
429 => 0.0011167247210985
430 => 0.0011210090187401
501 => 0.0011233330744596
502 => 0.0011371877074268
503 => 0.0011520542805935
504 => 0.0012214300907685
505 => 0.0012019496408831
506 => 0.0012635039868558
507 => 0.0013121854826887
508 => 0.0013267829347052
509 => 0.0013133539657132
510 => 0.0012674141882104
511 => 0.0012651601635588
512 => 0.0013338135864218
513 => 0.001314415849937
514 => 0.0013121085509053
515 => 0.0012875627874504
516 => 0.0013020723737042
517 => 0.0012988989143477
518 => 0.0012938894535025
519 => 0.0013215727333282
520 => 0.0013733933618584
521 => 0.0013653166309312
522 => 0.0013592877259628
523 => 0.0013328708193791
524 => 0.0013487796975722
525 => 0.0013431148507622
526 => 0.0013674546276588
527 => 0.0013530362830173
528 => 0.001314268893005
529 => 0.0013204427276434
530 => 0.0013195095649579
531 => 0.0013387139869023
601 => 0.0013329492961176
602 => 0.0013183839165622
603 => 0.0013732162445838
604 => 0.0013696557381955
605 => 0.001374703722209
606 => 0.0013769260008858
607 => 0.0014103014726986
608 => 0.0014239743356043
609 => 0.001427078314861
610 => 0.0014400664771243
611 => 0.001426755157552
612 => 0.0014800099266512
613 => 0.0015154212406002
614 => 0.0015565533040016
615 => 0.0016166583038874
616 => 0.0016392583398468
617 => 0.0016351758456358
618 => 0.0016807467705804
619 => 0.0017626367097209
620 => 0.0016517281436591
621 => 0.0017685151330292
622 => 0.0017315417205653
623 => 0.0016438784247365
624 => 0.0016382339419675
625 => 0.0016976005436946
626 => 0.0018292699525014
627 => 0.0017962882589774
628 => 0.0018293238987367
629 => 0.0017907860701661
630 => 0.0017888723421553
701 => 0.001827452202421
702 => 0.0019175961488107
703 => 0.0018747721388763
704 => 0.0018133734197572
705 => 0.0018587092784848
706 => 0.0018194351620193
707 => 0.0017309395854895
708 => 0.0017962630384979
709 => 0.001752583105776
710 => 0.0017653312322972
711 => 0.001857139953979
712 => 0.0018460932856905
713 => 0.0018603886973497
714 => 0.0018351576699472
715 => 0.0018115879117854
716 => 0.0017675932078632
717 => 0.0017545685449446
718 => 0.001758168093197
719 => 0.0017545667611872
720 => 0.0017299521286749
721 => 0.0017246366011275
722 => 0.0017157771556698
723 => 0.001718523068272
724 => 0.0017018647188893
725 => 0.001733302465965
726 => 0.0017391375888507
727 => 0.0017620153594818
728 => 0.0017643906055228
729 => 0.0018281048710857
730 => 0.0017930121242884
731 => 0.001816555368602
801 => 0.001814449439233
802 => 0.0016457783541755
803 => 0.0016690197414988
804 => 0.0017051760466248
805 => 0.0016888876801743
806 => 0.001665859740904
807 => 0.0016472634452632
808 => 0.0016190881557986
809 => 0.0016587443346615
810 => 0.0017108879929019
811 => 0.0017657130547459
812 => 0.0018315817742712
813 => 0.0018168806428696
814 => 0.0017644816848517
815 => 0.0017668322638309
816 => 0.0017813626181617
817 => 0.0017625444890814
818 => 0.0017569946554421
819 => 0.0017806001562432
820 => 0.0017807627143538
821 => 0.0017591101826001
822 => 0.0017350473559273
823 => 0.0017349465318049
824 => 0.0017306647842179
825 => 0.0017915477835499
826 => 0.001825027277217
827 => 0.0018288656472111
828 => 0.0018247689243339
829 => 0.0018263455903762
830 => 0.0018068646106816
831 => 0.0018513923533584
901 => 0.0018922554133759
902 => 0.0018813032403793
903 => 0.0018648843761142
904 => 0.0018518059598874
905 => 0.0018782223811543
906 => 0.0018770460994986
907 => 0.0018918985101948
908 => 0.0018912247190539
909 => 0.0018862304119642
910 => 0.0018813034187417
911 => 0.0019008383899469
912 => 0.0018952126319619
913 => 0.0018895781356208
914 => 0.0018782772906105
915 => 0.0018798132631345
916 => 0.0018633972338178
917 => 0.0018558024275095
918 => 0.0017415947631211
919 => 0.0017110747433534
920 => 0.0017206769628646
921 => 0.0017238382628493
922 => 0.0017105559111339
923 => 0.0017295993915375
924 => 0.0017266314852886
925 => 0.0017381778723359
926 => 0.0017309641909946
927 => 0.0017312602429931
928 => 0.0017524741416988
929 => 0.0017586326267434
930 => 0.0017555003715447
1001 => 0.0017576940957185
1002 => 0.0018082475433904
1003 => 0.0018010604597397
1004 => 0.0017972424647942
1005 => 0.0017983000754867
1006 => 0.0018112175652451
1007 => 0.0018148337571086
1008 => 0.0017995116980775
1009 => 0.0018067376696924
1010 => 0.001837504939716
1011 => 0.0018482717429476
1012 => 0.0018826342105042
1013 => 0.001868036423542
1014 => 0.0018948312932885
1015 => 0.0019771895878451
1016 => 0.0020429830922973
1017 => 0.0019824766665715
1018 => 0.0021032980587458
1019 => 0.0021973748433528
1020 => 0.0021937640196665
1021 => 0.0021773595562351
1022 => 0.0020702556381207
1023 => 0.0019716970158423
1024 => 0.0020541454883983
1025 => 0.0020543556665105
1026 => 0.002047273269598
1027 => 0.0020032851106408
1028 => 0.0020457425770162
1029 => 0.0020491126965142
1030 => 0.0020472263257824
1031 => 0.0020135007074456
1101 => 0.0019620079217814
1102 => 0.0019720694888439
1103 => 0.0019885505409426
1104 => 0.0019573484710121
1105 => 0.0019473775190692
1106 => 0.0019659154157822
1107 => 0.0020256483815159
1108 => 0.0020143562103535
1109 => 0.0020140613261292
1110 => 0.0020623740229879
1111 => 0.0020277925585696
1112 => 0.0019721963974261
1113 => 0.0019581576335141
1114 => 0.0019083294792711
1115 => 0.0019427459628886
1116 => 0.0019439845508635
1117 => 0.0019251349945141
1118 => 0.001973725935038
1119 => 0.0019732781609668
1120 => 0.0020194080271873
1121 => 0.0021075910058142
1122 => 0.0020815109598134
1123 => 0.0020511827038153
1124 => 0.0020544802261537
1125 => 0.0020906459072262
1126 => 0.0020687793108676
1127 => 0.0020766426913775
1128 => 0.002090634005058
1129 => 0.0020990753119863
1130 => 0.002053265651991
1201 => 0.0020425852289168
1202 => 0.002020736831626
1203 => 0.0020150369925925
1204 => 0.002032832056304
1205 => 0.0020281436857249
1206 => 0.0019438804523402
1207 => 0.0019350744756153
1208 => 0.0019353445423494
1209 => 0.0019132014951733
1210 => 0.0018794280332894
1211 => 0.0019681826746116
1212 => 0.001961054434793
1213 => 0.0019531854097152
1214 => 0.0019541493203872
1215 => 0.0019926747020113
1216 => 0.0019703280350909
1217 => 0.0020297403116454
1218 => 0.0020175269336823
1219 => 0.0020050003286598
1220 => 0.0020032687702759
1221 => 0.001998447096062
1222 => 0.0019819117811163
1223 => 0.0019619443947011
1224 => 0.0019487601966444
1225 => 0.0017976282703302
1226 => 0.0018256774767601
1227 => 0.0018579455319922
1228 => 0.0018690843353522
1229 => 0.0018500306414232
1230 => 0.0019826641370863
1231 => 0.0020068975548321
]
'min_raw' => 0.00083645582457782
'max_raw' => 0.0021973748433528
'avg_raw' => 0.0015169153339653
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.000836'
'max' => '$0.002197'
'avg' => '$0.001516'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -3.2431277107911E-5
'max_diff' => -0.00039627431610095
'year' => 2027
]
2 => [
'items' => [
101 => 0.0019334929517733
102 => 0.0019197619476312
103 => 0.0019835643394319
104 => 0.0019450836976509
105 => 0.0019624115282887
106 => 0.0019249582362664
107 => 0.0020010604341344
108 => 0.0020004806628927
109 => 0.001970875189076
110 => 0.0019958975328164
111 => 0.0019915492848218
112 => 0.0019581247777978
113 => 0.0020021200506253
114 => 0.0020021418717318
115 => 0.0019736472468616
116 => 0.0019403717632888
117 => 0.0019344228927578
118 => 0.001929941217931
119 => 0.0019613093110129
120 => 0.0019894338451847
121 => 0.0020417666306151
122 => 0.0020549243362686
123 => 0.0021062797373923
124 => 0.0020757000964722
125 => 0.0020892556552195
126 => 0.0021039721317904
127 => 0.0021110277518391
128 => 0.0020995309975953
129 => 0.0021793070742668
130 => 0.0021860426194137
131 => 0.0021883009894392
201 => 0.0021614009452406
202 => 0.0021852944805227
203 => 0.0021741154866349
204 => 0.002203200123117
205 => 0.0022077609654887
206 => 0.0022038980942565
207 => 0.0022053457776133
208 => 0.0021372709696384
209 => 0.0021337409317217
210 => 0.0020856086142472
211 => 0.0021052228893942
212 => 0.0020685549421436
213 => 0.0020801827259385
214 => 0.0020853081422417
215 => 0.0020826309156297
216 => 0.002106331851082
217 => 0.0020861812141663
218 => 0.0020330003702744
219 => 0.0019798050372971
220 => 0.0019791372132236
221 => 0.0019651318210263
222 => 0.0019550084876832
223 => 0.0019569586008296
224 => 0.0019638310539149
225 => 0.0019546090482164
226 => 0.0019565770306997
227 => 0.0019892586525216
228 => 0.0019958127187033
229 => 0.0019735394409789
301 => 0.0018841090168968
302 => 0.0018621625665078
303 => 0.0018779372398304
304 => 0.0018703979620012
305 => 0.0015095571339107
306 => 0.0015943313340429
307 => 0.0015439613829841
308 => 0.001567174173842
309 => 0.0015157594970466
310 => 0.0015402972756875
311 => 0.0015357660439487
312 => 0.0016720804491104
313 => 0.0016699520871681
314 => 0.0016709708213995
315 => 0.001622343982239
316 => 0.0016998078573842
317 => 0.0017379693477916
318 => 0.0017309066715524
319 => 0.0017326841950024
320 => 0.001702140452914
321 => 0.0016712665515882
322 => 0.0016370226435586
323 => 0.0017006435920027
324 => 0.0016935700285815
325 => 0.0017097942380819
326 => 0.0017510569708672
327 => 0.0017571330650117
328 => 0.0017652993971596
329 => 0.0017623723484037
330 => 0.0018321065248899
331 => 0.0018236612559965
401 => 0.0018440119241599
402 => 0.0018021490557389
403 => 0.0017547772464606
404 => 0.0017637810787033
405 => 0.0017629139372541
406 => 0.001751874231347
407 => 0.0017419080784726
408 => 0.0017253172418829
409 => 0.0017778131038344
410 => 0.0017756818677079
411 => 0.0018101841033054
412 => 0.0018040854980267
413 => 0.0017633575193937
414 => 0.0017648121271183
415 => 0.0017745950631269
416 => 0.0018084539163524
417 => 0.0018185055292762
418 => 0.0018138492216824
419 => 0.0018248703563798
420 => 0.0018335810118768
421 => 0.0018259642805986
422 => 0.0019338011332327
423 => 0.0018890197536599
424 => 0.0019108458864768
425 => 0.0019160512905466
426 => 0.0019027177574797
427 => 0.0019056093233639
428 => 0.0019099892577739
429 => 0.0019365833618324
430 => 0.0020063739859481
501 => 0.002037283778288
502 => 0.0021302774136051
503 => 0.0020347171503193
504 => 0.0020290469997636
505 => 0.0020457979616229
506 => 0.0021003950699301
507 => 0.0021446408981674
508 => 0.0021593197919968
509 => 0.0021612598501385
510 => 0.0021887984307968
511 => 0.002204583031666
512 => 0.0021854545227683
513 => 0.0021692451143158
514 => 0.0021111850252249
515 => 0.0021179056386296
516 => 0.0021642040004759
517 => 0.0022296031635438
518 => 0.0022857224490793
519 => 0.0022660714312393
520 => 0.0024159948259015
521 => 0.0024308591181002
522 => 0.0024288053535384
523 => 0.0024626684232701
524 => 0.0023954571259469
525 => 0.0023667229941837
526 => 0.0021727497724079
527 => 0.002227248335662
528 => 0.0023064651979402
529 => 0.0022959805491697
530 => 0.0022384511463104
531 => 0.0022856788078684
601 => 0.0022700638660118
602 => 0.002257747713505
603 => 0.0023141703957424
604 => 0.0022521313389063
605 => 0.0023058463108909
606 => 0.0022369563037105
607 => 0.0022661611954335
608 => 0.0022495830864099
609 => 0.0022603111546848
610 => 0.0021975950867599
611 => 0.0022314351546657
612 => 0.0021961872286792
613 => 0.0021961705165729
614 => 0.0021953924166531
615 => 0.002236861445263
616 => 0.0022382137487972
617 => 0.0022075680739983
618 => 0.0022031515534843
619 => 0.0022194817446164
620 => 0.0022003633676846
621 => 0.0022093087359214
622 => 0.0022006343137757
623 => 0.0021986815186394
624 => 0.0021831213147528
625 => 0.0021764175510817
626 => 0.0021790462695519
627 => 0.002170073098216
628 => 0.0021646664379124
629 => 0.0021943168958351
630 => 0.0021784758522631
701 => 0.0021918890287151
702 => 0.0021766030212702
703 => 0.0021236150596696
704 => 0.0020931411226156
705 => 0.0019930517751388
706 => 0.0020214369899228
707 => 0.0020402564166912
708 => 0.0020340365962565
709 => 0.0020473991773012
710 => 0.0020482195312509
711 => 0.0020438752199379
712 => 0.0020388450639782
713 => 0.002036396662242
714 => 0.0020546450428452
715 => 0.0020652388419976
716 => 0.0020421451979388
717 => 0.0020367346802503
718 => 0.0020600836294287
719 => 0.0020743264749394
720 => 0.0021794876438262
721 => 0.002171696964769
722 => 0.0021912500403591
723 => 0.002189048664114
724 => 0.0022095434023817
725 => 0.0022430436377267
726 => 0.0021749282924572
727 => 0.0021867507611446
728 => 0.0021838521648431
729 => 0.0022154982792097
730 => 0.0022155970749245
731 => 0.002196623648521
801 => 0.002206909450783
802 => 0.0022011681981366
803 => 0.0022115434176455
804 => 0.0021715929155004
805 => 0.002220248314723
806 => 0.0022478327907975
807 => 0.0022482158012746
808 => 0.00226129062401
809 => 0.0022745754011518
810 => 0.0023000743740153
811 => 0.0022738642486382
812 => 0.0022267147845892
813 => 0.0022301188236017
814 => 0.002202475110081
815 => 0.0022029398058995
816 => 0.0022004592232014
817 => 0.0022079036386081
818 => 0.0021732265460464
819 => 0.002181365190359
820 => 0.0021699710406615
821 => 0.0021867259924883
822 => 0.0021687004340154
823 => 0.0021838507670522
824 => 0.0021903891485494
825 => 0.0022145159170353
826 => 0.0021651368906932
827 => 0.0020644497133154
828 => 0.0020856153787142
829 => 0.0020543096970622
830 => 0.0020572071570882
831 => 0.0020630604874682
901 => 0.0020440879286163
902 => 0.0020477072949512
903 => 0.0020475779857166
904 => 0.0020464636685916
905 => 0.0020415281732792
906 => 0.0020343707286183
907 => 0.0020628837852021
908 => 0.002067728709129
909 => 0.0020784983748596
910 => 0.0021105415949395
911 => 0.0021073397216224
912 => 0.0021125621098471
913 => 0.002101161665675
914 => 0.0020577359909961
915 => 0.0020600942140584
916 => 0.0020306871346837
917 => 0.0020777463697238
918 => 0.0020666021217148
919 => 0.0020594173525257
920 => 0.0020574569216861
921 => 0.0020895795707108
922 => 0.0020991911707598
923 => 0.0020932018666197
924 => 0.0020809176290925
925 => 0.0021045069966536
926 => 0.0021108185162574
927 => 0.0021122314327368
928 => 0.0021540272692423
929 => 0.0021145673557036
930 => 0.0021240657490902
1001 => 0.0021981695028563
1002 => 0.0021309676238094
1003 => 0.0021665659579213
1004 => 0.0021648236047113
1005 => 0.002183034507861
1006 => 0.0021633297791166
1007 => 0.0021635740428453
1008 => 0.0021797440911287
1009 => 0.0021570361745982
1010 => 0.0021514133751231
1011 => 0.0021436455179195
1012 => 0.0021606063499422
1013 => 0.0021707736016674
1014 => 0.0022527141835487
1015 => 0.0023056515363886
1016 => 0.0023033533862895
1017 => 0.0023243541762387
1018 => 0.0023148931280214
1019 => 0.0022843409076293
1020 => 0.0023364898223923
1021 => 0.002319987723758
1022 => 0.0023213481367194
1023 => 0.002321297502081
1024 => 0.0023322699550343
1025 => 0.0023244949665063
1026 => 0.0023091696660316
1027 => 0.0023193433156885
1028 => 0.0023495554180235
1029 => 0.0024433347106916
1030 => 0.0024958148452791
1031 => 0.0024401753406935
1101 => 0.002478554725914
1102 => 0.0024555407707549
1103 => 0.0024513584504966
1104 => 0.0024754635406294
1105 => 0.0024996108235315
1106 => 0.0024980727460022
1107 => 0.002480543058592
1108 => 0.0024706409829733
1109 => 0.0025456228169966
1110 => 0.0026008681550227
1111 => 0.0025971007933388
1112 => 0.0026137287026
1113 => 0.0026625487584729
1114 => 0.0026670122525491
1115 => 0.0026664499548877
1116 => 0.0026553867191025
1117 => 0.0027034564041947
1118 => 0.0027435569812043
1119 => 0.0026528258996658
1120 => 0.0026873751077586
1121 => 0.0027028853603774
1122 => 0.0027256590129064
1123 => 0.0027640819820302
1124 => 0.0028058195176878
1125 => 0.0028117216628586
1126 => 0.0028075338084162
1127 => 0.0027800067816849
1128 => 0.0028256764912338
1129 => 0.0028524287360011
1130 => 0.0028683590855458
1201 => 0.0029087558014337
1202 => 0.0027029811464173
1203 => 0.0025573236179327
1204 => 0.0025345770915396
1205 => 0.0025808330474229
1206 => 0.002593030374105
1207 => 0.0025881136470136
1208 => 0.0024241628561011
1209 => 0.0025337139245559
1210 => 0.0026515816628977
1211 => 0.0026561094427589
1212 => 0.002715116497071
1213 => 0.002734331612736
1214 => 0.0027818400256886
1215 => 0.0027788683615233
1216 => 0.0027904359040533
1217 => 0.0027877767263476
1218 => 0.0028757760572658
1219 => 0.0029728523872956
1220 => 0.0029694909426705
1221 => 0.0029555350716737
1222 => 0.0029762619199336
1223 => 0.0030764550958561
1224 => 0.0030672309137801
1225 => 0.003076191420953
1226 => 0.0031943248220057
1227 => 0.0033479150476545
1228 => 0.0032765569676341
1229 => 0.003431383468544
1230 => 0.0035288385438666
1231 => 0.0036973770195942
]
'min_raw' => 0.0015095571339107
'max_raw' => 0.0036973770195942
'avg_raw' => 0.0026034670767524
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.0015095'
'max' => '$0.003697'
'avg' => '$0.0026034'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.00067310130933284
'max_diff' => 0.0015000021762413
'year' => 2028
]
3 => [
'items' => [
101 => 0.0036762751723636
102 => 0.0037418859641719
103 => 0.0036384984617324
104 => 0.0034010998580698
105 => 0.0033635306203149
106 => 0.0034387451857049
107 => 0.0036236528553864
108 => 0.0034329217851561
109 => 0.003471506432255
110 => 0.0034603940512948
111 => 0.003459801919738
112 => 0.0034824011728876
113 => 0.0034496197774963
114 => 0.0033160624754117
115 => 0.003377270999899
116 => 0.0033536354491197
117 => 0.0033798608548563
118 => 0.0035213885534371
119 => 0.0034588157842956
120 => 0.003392900455004
121 => 0.0034755729057182
122 => 0.0035808433448135
123 => 0.0035742557099241
124 => 0.0035614729448209
125 => 0.0036335287224241
126 => 0.0037525437566626
127 => 0.0037847130421761
128 => 0.0038084597510701
129 => 0.0038117340210227
130 => 0.0038454610364813
131 => 0.0036641023740577
201 => 0.0039519232289448
202 => 0.0040016219396931
203 => 0.003992280641873
204 => 0.0040475186672283
205 => 0.0040312662389153
206 => 0.0040077190202177
207 => 0.0040952830398708
208 => 0.0039948979573905
209 => 0.0038524139709402
210 => 0.0037742444379598
211 => 0.0038771843847447
212 => 0.0039400462181372
213 => 0.0039815938912461
214 => 0.003994166192025
215 => 0.0036781807307598
216 => 0.0035078820924949
217 => 0.0036170415671448
218 => 0.0037502236600022
219 => 0.0036633625408074
220 => 0.00366676733223
221 => 0.0035429262029587
222 => 0.0037611808520064
223 => 0.0037293829854507
224 => 0.0038943503733912
225 => 0.0038549795823132
226 => 0.0039895040831816
227 => 0.003954079273696
228 => 0.0041011256772963
301 => 0.004159786468815
302 => 0.0042582870675979
303 => 0.0043307445090323
304 => 0.0043732929045325
305 => 0.0043707384584617
306 => 0.00453933639896
307 => 0.0044399200838115
308 => 0.0043150297613586
309 => 0.0043127708894493
310 => 0.0043774533571573
311 => 0.0045130100647047
312 => 0.0045481579467019
313 => 0.004567800817776
314 => 0.0045377170769527
315 => 0.0044298077920905
316 => 0.0043832131099995
317 => 0.0044229131291189
318 => 0.0043743634171974
319 => 0.0044581738406172
320 => 0.004573263452913
321 => 0.0045494979030876
322 => 0.0046289425730237
323 => 0.0047111594485845
324 => 0.0048287332732275
325 => 0.0048594714247353
326 => 0.0049102804203104
327 => 0.0049625795666429
328 => 0.0049793766429433
329 => 0.0050114474734276
330 => 0.0050112784443203
331 => 0.0051079260506005
401 => 0.0052145313532548
402 => 0.0052547723870883
403 => 0.005347304425485
404 => 0.00518884655244
405 => 0.0053090386693775
406 => 0.0054174549674589
407 => 0.0052881965874069
408 => 0.0054663491509686
409 => 0.0054732664113093
410 => 0.0055777088299043
411 => 0.005471836429912
412 => 0.0054089697367532
413 => 0.0055904635243184
414 => 0.0056782826511204
415 => 0.0056518308154319
416 => 0.0054505310397539
417 => 0.0053333659361557
418 => 0.0050267222605788
419 => 0.0053899549403207
420 => 0.0055668749829804
421 => 0.0054500728595841
422 => 0.0055089810566514
423 => 0.0058303650788036
424 => 0.0059527273063648
425 => 0.0059272768184086
426 => 0.0059315775319225
427 => 0.0059976019688829
428 => 0.0062903906826871
429 => 0.0061149448985864
430 => 0.0062490666267033
501 => 0.0063202043076846
502 => 0.0063862809503261
503 => 0.006224017599736
504 => 0.0060129153647402
505 => 0.0059460504254481
506 => 0.0054384591903306
507 => 0.0054120368621858
508 => 0.0053972052087196
509 => 0.0053036937315942
510 => 0.005230219325523
511 => 0.0051717897498853
512 => 0.0050184530948639
513 => 0.0050701997146889
514 => 0.0048258130904318
515 => 0.0049821629921013
516 => 0.0045921160388656
517 => 0.0049169587318281
518 => 0.0047401616228335
519 => 0.0048588761265804
520 => 0.0048584619428604
521 => 0.0046398709029947
522 => 0.0045137921530787
523 => 0.0045941344395835
524 => 0.0046802677482953
525 => 0.0046942425878465
526 => 0.0048059166709007
527 => 0.0048370825070548
528 => 0.0047426485685143
529 => 0.004584033182722
530 => 0.0046208759192097
531 => 0.0045130455361997
601 => 0.0043240769376105
602 => 0.0044597974841925
603 => 0.0045061384460068
604 => 0.0045266052547303
605 => 0.004340776341208
606 => 0.0042823848620372
607 => 0.0042512977284787
608 => 0.0045600450035258
609 => 0.0045769588762104
610 => 0.0044904251121752
611 => 0.0048815659310827
612 => 0.0047930387173015
613 => 0.0048919453047891
614 => 0.0046175328270408
615 => 0.0046280157532362
616 => 0.0044981044886151
617 => 0.004570846116129
618 => 0.0045194346783743
619 => 0.0045649693114727
620 => 0.0045922625828056
621 => 0.0047221525302664
622 => 0.004918441866383
623 => 0.0047027513035638
624 => 0.0046087718365977
625 => 0.0046670761693429
626 => 0.0048223482906984
627 => 0.0050575935027857
628 => 0.0049183236024789
629 => 0.0049801292192788
630 => 0.004993630997009
701 => 0.0048909385285748
702 => 0.0050613799205758
703 => 0.0051527208472126
704 => 0.0052464177376004
705 => 0.0053277721221968
706 => 0.0052089931391407
707 => 0.0053361036773091
708 => 0.0052336750215759
709 => 0.0051417859285034
710 => 0.0051419252863274
711 => 0.0050842819159576
712 => 0.0049725906223339
713 => 0.0049519930341379
714 => 0.0050591442891225
715 => 0.0051450694483586
716 => 0.005152146656027
717 => 0.0051997192391742
718 => 0.0052278722038441
719 => 0.0055038095297089
720 => 0.005614793804845
721 => 0.0057505032756566
722 => 0.0058033697627044
723 => 0.0059624789350338
724 => 0.0058339853561626
725 => 0.0058061849621114
726 => 0.005420238154254
727 => 0.0054834369224195
728 => 0.0055846242480266
729 => 0.0054219066959837
730 => 0.0055251135303373
731 => 0.0055454887456583
801 => 0.0054163776158299
802 => 0.0054853414488339
803 => 0.0053021939547268
804 => 0.0049224339812702
805 => 0.0050618027019864
806 => 0.0051644249914377
807 => 0.0050179703311537
808 => 0.0052804846411348
809 => 0.0051271292006391
810 => 0.0050785228883614
811 => 0.0048888923347643
812 => 0.0049783906565127
813 => 0.00509943841817
814 => 0.0050246449747785
815 => 0.0051798526001079
816 => 0.005399667989936
817 => 0.0055563215269603
818 => 0.0055683474403583
819 => 0.0054676297110236
820 => 0.0056290305150545
821 => 0.0056302061437066
822 => 0.0054481453774181
823 => 0.0053366341717849
824 => 0.0053112985912435
825 => 0.0053745918387692
826 => 0.0054514415258434
827 => 0.0055726120631443
828 => 0.0056458328810951
829 => 0.0058367539409896
830 => 0.0058884117056613
831 => 0.0059451679273798
901 => 0.0060210117425663
902 => 0.0061120816886528
903 => 0.0059128258312305
904 => 0.0059207426379053
905 => 0.0057351983423587
906 => 0.0055369176528237
907 => 0.0056873879801439
908 => 0.0058841079168863
909 => 0.0058389801460414
910 => 0.0058339023499446
911 => 0.0058424417945162
912 => 0.0058084169290343
913 => 0.0056545237234802
914 => 0.0055772395190734
915 => 0.0056769558600615
916 => 0.005729950657433
917 => 0.0058121409665241
918 => 0.0058020092761017
919 => 0.0060137226857256
920 => 0.0060959881148242
921 => 0.0060749410977246
922 => 0.0060788142553957
923 => 0.0062277518852697
924 => 0.0063934011610495
925 => 0.0065485535671643
926 => 0.0067063812586153
927 => 0.0065161138164515
928 => 0.0064195077433852
929 => 0.0065191805513382
930 => 0.006466292756442
1001 => 0.0067702017134548
1002 => 0.0067912437102565
1003 => 0.0070951306911926
1004 => 0.0073835556222895
1005 => 0.0072024010907369
1006 => 0.0073732216546117
1007 => 0.0075579780216472
1008 => 0.0079144030292989
1009 => 0.0077943716259048
1010 => 0.0077024294520367
1011 => 0.0076155445419928
1012 => 0.0077963382472032
1013 => 0.0080289264607064
1014 => 0.0080790237341927
1015 => 0.0081602004558721
1016 => 0.0080748530588435
1017 => 0.008177644597857
1018 => 0.0085405438994655
1019 => 0.0084424853047701
1020 => 0.008303226336597
1021 => 0.0085897004819975
1022 => 0.0086933743615779
1023 => 0.0094210119429055
1024 => 0.010339684446541
1025 => 0.0099593479977068
1026 => 0.0097232608905351
1027 => 0.0097787469607815
1028 => 0.010114215060082
1029 => 0.010221956766353
1030 => 0.0099290776679169
1031 => 0.010032527516791
1101 => 0.010602546355055
1102 => 0.010908343173389
1103 => 0.010493030020099
1104 => 0.0093471975017299
1105 => 0.0082906875901784
1106 => 0.0085709215939832
1107 => 0.0085391517546253
1108 => 0.0091515658850412
1109 => 0.0084401466397168
1110 => 0.0084521251152717
1111 => 0.0090772033213468
1112 => 0.0089104431725193
1113 => 0.0086403130884451
1114 => 0.008292659838736
1115 => 0.0076499906526153
1116 => 0.0070807606323121
1117 => 0.0081971517879712
1118 => 0.0081490109713136
1119 => 0.0080792959347241
1120 => 0.0082344392046992
1121 => 0.008987770885513
1122 => 0.0089704041519735
1123 => 0.0088599258537809
1124 => 0.008943722669249
1125 => 0.0086256231015419
1126 => 0.0087076046031325
1127 => 0.0082905202336105
1128 => 0.0084790597876164
1129 => 0.0086397335106063
1130 => 0.0086719911393116
1201 => 0.0087446692239001
1202 => 0.0081236429484706
1203 => 0.0084024655137649
1204 => 0.008566247648734
1205 => 0.0078262740044987
1206 => 0.0085516207489841
1207 => 0.0081128322626742
1208 => 0.0079639008600387
1209 => 0.0081644173734671
1210 => 0.0080862758931753
1211 => 0.0080190944370422
1212 => 0.0079816060301959
1213 => 0.0081288432274577
1214 => 0.008121974436219
1215 => 0.0078810658039901
1216 => 0.0075668103139397
1217 => 0.0076722847714854
1218 => 0.0076339649122308
1219 => 0.0074950887989316
1220 => 0.0075886745313294
1221 => 0.0071765703285048
1222 => 0.0064675664668576
1223 => 0.0069359561352373
1224 => 0.0069179236425146
1225 => 0.0069088308419754
1226 => 0.0072608127324232
1227 => 0.0072269777952605
1228 => 0.0071655670529975
1229 => 0.007493960942491
1230 => 0.0073740927553048
1231 => 0.0077434982637159
]
'min_raw' => 0.0033160624754117
'max_raw' => 0.010908343173389
'avg_raw' => 0.0071122028244006
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.003316'
'max' => '$0.0109083'
'avg' => '$0.007112'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.001806505341501
'max_diff' => 0.0072109661537953
'year' => 2029
]
4 => [
'items' => [
101 => 0.0079868126232058
102 => 0.0079251002312442
103 => 0.0081539385623848
104 => 0.0076747146899588
105 => 0.0078338936372541
106 => 0.0078667001976792
107 => 0.0074899086128699
108 => 0.007232513609424
109 => 0.0072153482972121
110 => 0.0067690608324533
111 => 0.0070074639938209
112 => 0.0072172489100312
113 => 0.0071167782151336
114 => 0.0070849721946057
115 => 0.0072474622555988
116 => 0.0072600891249712
117 => 0.0069721951651443
118 => 0.0070320574358083
119 => 0.0072816930557517
120 => 0.0070257672586848
121 => 0.0065285452402252
122 => 0.006405227305015
123 => 0.0063887744192575
124 => 0.0060543263984986
125 => 0.0064134679991134
126 => 0.0062566930660485
127 => 0.0067519432011483
128 => 0.0064690589800591
129 => 0.0064568644066815
130 => 0.0064384305204662
131 => 0.0061505572931253
201 => 0.0062135832346149
202 => 0.0064230910632485
203 => 0.0064978458167795
204 => 0.0064900482835386
205 => 0.0064220643605916
206 => 0.0064531870523827
207 => 0.0063529300182588
208 => 0.0063175271728399
209 => 0.0062057860543782
210 => 0.0060415574795113
211 => 0.0060643944701189
212 => 0.0057390146905634
213 => 0.0055617305174496
214 => 0.0055126605948996
215 => 0.0054470422436924
216 => 0.0055200723622722
217 => 0.0057380929305298
218 => 0.0054751138695673
219 => 0.0050242547153836
220 => 0.0050513521187766
221 => 0.0051122319389096
222 => 0.0049987827968522
223 => 0.0048914127049596
224 => 0.0049847622886493
225 => 0.0047937273214504
226 => 0.0051353176020152
227 => 0.0051260785422216
228 => 0.0052534022750149
301 => 0.0053330204180766
302 => 0.0051495263749994
303 => 0.0051033781193861
304 => 0.0051296662631047
305 => 0.004695181805
306 => 0.0052178956253408
307 => 0.0052224160761653
308 => 0.0051837092317609
309 => 0.0054620382041137
310 => 0.0060493991487618
311 => 0.0058284103348459
312 => 0.0057428367866755
313 => 0.0055801614090495
314 => 0.0057969166910279
315 => 0.0057802732672811
316 => 0.0057050053932671
317 => 0.0056594831482133
318 => 0.0057433592805131
319 => 0.0056490899672053
320 => 0.0056321566081877
321 => 0.0055295588762175
322 => 0.0054929361538036
323 => 0.0054658221481208
324 => 0.0054359722920313
325 => 0.0055018136364441
326 => 0.0053526084878546
327 => 0.0051726817054167
328 => 0.0051577227402918
329 => 0.0051990257582074
330 => 0.0051807522474278
331 => 0.0051576352537525
401 => 0.0051134986172877
402 => 0.0051004042200786
403 => 0.0051429546585097
404 => 0.0050949176943657
405 => 0.005165798851669
406 => 0.0051465230989158
407 => 0.0050388503109551
408 => 0.0049046501515842
409 => 0.0049034554886714
410 => 0.0048745422844673
411 => 0.004837716971784
412 => 0.0048274730122446
413 => 0.0049769006470841
414 => 0.0052862113792091
415 => 0.0052254862813144
416 => 0.0052693663879017
417 => 0.0054852130825731
418 => 0.0055538242560727
419 => 0.0055051256702674
420 => 0.0054384640424192
421 => 0.0054413968157311
422 => 0.0056691997779353
423 => 0.0056834075692592
424 => 0.0057193060743274
425 => 0.0057654457982564
426 => 0.0055129834647663
427 => 0.0054295058625273
428 => 0.0053899495434253
429 => 0.0052681313908135
430 => 0.0053995018245063
501 => 0.0053229578986363
502 => 0.005333286289349
503 => 0.0053265599113479
504 => 0.0053302329685722
505 => 0.0051352221205702
506 => 0.0052062738241137
507 => 0.005088136586268
508 => 0.00492996408632
509 => 0.0049294338366378
510 => 0.0049681463319172
511 => 0.0049451186249049
512 => 0.0048831516574312
513 => 0.004891953772685
514 => 0.0048148379810409
515 => 0.0049013170260171
516 => 0.0049037969355901
517 => 0.0048704977927289
518 => 0.0050037306933233
519 => 0.0050583163214045
520 => 0.0050363981122365
521 => 0.0050567784814198
522 => 0.0052280096832893
523 => 0.0052559278405352
524 => 0.0052683272418138
525 => 0.0052517136867063
526 => 0.0050599082734564
527 => 0.0050684156591537
528 => 0.0050059941076465
529 => 0.004953254474444
530 => 0.0049553637831892
531 => 0.0049824788103277
601 => 0.0051008917241168
602 => 0.0053500847203635
603 => 0.0053595414124133
604 => 0.0053710031990489
605 => 0.0053243823525696
606 => 0.00531032105917
607 => 0.0053288715346918
608 => 0.0054224553221368
609 => 0.0056631782311957
610 => 0.0055780906777917
611 => 0.0055089131724077
612 => 0.005569600494751
613 => 0.0055602581571592
614 => 0.0054813994260881
615 => 0.0054791861241541
616 => 0.0053278310065673
617 => 0.0052718784657848
618 => 0.0052251203347317
619 => 0.0051740616762738
620 => 0.0051437923920382
621 => 0.0051902997697677
622 => 0.0052009365573136
623 => 0.0050992473630981
624 => 0.005085387501681
625 => 0.0051684290927911
626 => 0.0051318855846461
627 => 0.0051694714890086
628 => 0.0051781917412266
629 => 0.0051767875797751
630 => 0.0051386319602765
701 => 0.005162951214328
702 => 0.0051054289285778
703 => 0.0050428820823924
704 => 0.0050029810913324
705 => 0.004968162184534
706 => 0.0049874817377125
707 => 0.0049186110582423
708 => 0.0048965779417869
709 => 0.0051547123982559
710 => 0.0053453990966626
711 => 0.0053426264365475
712 => 0.0053257485811674
713 => 0.0053006715116205
714 => 0.005420620778304
715 => 0.0053788328522528
716 => 0.0054092370599531
717 => 0.0054169762068734
718 => 0.0054404002737193
719 => 0.0054487723642501
720 => 0.0054234660918752
721 => 0.0053385351508843
722 => 0.0051268953209264
723 => 0.0050283764087702
724 => 0.0049958635267964
725 => 0.0049970453083054
726 => 0.0049644464985824
727 => 0.004974048309022
728 => 0.0049611073807587
729 => 0.0049366003933749
730 => 0.0049859685003004
731 => 0.0049916577147278
801 => 0.0049801346086665
802 => 0.0049828487172865
803 => 0.0048874423206814
804 => 0.0048946958618035
805 => 0.0048543072231003
806 => 0.0048467348402357
807 => 0.0047446358786351
808 => 0.0045637527686785
809 => 0.0046639795703428
810 => 0.0045429196879533
811 => 0.0044970724761358
812 => 0.0047141060461753
813 => 0.0046923218953176
814 => 0.0046550368983918
815 => 0.0045998846170644
816 => 0.0045794280994331
817 => 0.0044551407740522
818 => 0.0044477972158216
819 => 0.0045093973703204
820 => 0.0044809710185511
821 => 0.0044410496547657
822 => 0.0042964585218986
823 => 0.0041338902160771
824 => 0.0041387971313619
825 => 0.0041905070847529
826 => 0.0043408607482744
827 => 0.0042821149707918
828 => 0.004239494235198
829 => 0.0042315126525959
830 => 0.0043314188694362
831 => 0.0044728070972649
901 => 0.0045391432903789
902 => 0.0044734061376631
903 => 0.0043978908361629
904 => 0.004402487102661
905 => 0.0044330640045092
906 => 0.0044362772045593
907 => 0.0043871245063811
908 => 0.0044009607030047
909 => 0.0043799422551251
910 => 0.0042509520792853
911 => 0.0042486190560366
912 => 0.0042169627866379
913 => 0.0042160042473815
914 => 0.0041621490361079
915 => 0.0041546143197672
916 => 0.0040476815290058
917 => 0.0041180650157073
918 => 0.0040708554681268
919 => 0.0039996995443166
920 => 0.0039874322362314
921 => 0.0039870634661372
922 => 0.0040601246897168
923 => 0.0041172112527714
924 => 0.0040716766984191
925 => 0.0040613093630434
926 => 0.0041720053816954
927 => 0.0041579183043053
928 => 0.0041457189861374
929 => 0.0044601473322225
930 => 0.0042112527611464
1001 => 0.0041027205217517
1002 => 0.0039683912657876
1003 => 0.0040121295488764
1004 => 0.0040213458477723
1005 => 0.0036983082018468
1006 => 0.0035672518691266
1007 => 0.0035222782744907
1008 => 0.0034963953349445
1009 => 0.0035081905155132
1010 => 0.0033902244446904
1011 => 0.0034694995952621
1012 => 0.0033673509493533
1013 => 0.0033502253964462
1014 => 0.0035328798291202
1015 => 0.003558295126375
1016 => 0.0034498655723718
1017 => 0.0035194948991921
1018 => 0.0034942463373671
1019 => 0.003369101994703
1020 => 0.0033643224013127
1021 => 0.0033015293692002
1022 => 0.0032032704330711
1023 => 0.0031583634626209
1024 => 0.0031349755225102
1025 => 0.0031446258424218
1026 => 0.0031397463453698
1027 => 0.003107904326487
1028 => 0.0031415714926193
1029 => 0.0030555657953848
1030 => 0.0030213176337511
1031 => 0.0030058485336924
1101 => 0.0029295135270937
1102 => 0.0030509964689238
1103 => 0.0030749301388662
1104 => 0.0030989109655318
1105 => 0.00330764768925
1106 => 0.0032972197924169
1107 => 0.0033914829011965
1108 => 0.003387820010128
1109 => 0.003360934644543
1110 => 0.0032475097095676
1111 => 0.0032927188670438
1112 => 0.0031535721073953
1113 => 0.0032578303207839
1114 => 0.0032102512261204
1115 => 0.0032417437810179
1116 => 0.003185117327743
1117 => 0.0032164567450343
1118 => 0.0030806056998901
1119 => 0.0029537499054103
1120 => 0.0030048003802605
1121 => 0.0030602980847525
1122 => 0.0031806312486435
1123 => 0.0031089618089571
1124 => 0.0031347368495899
1125 => 0.0030483947781597
1126 => 0.0028702464224059
1127 => 0.0028712547227526
1128 => 0.0028438504793928
1129 => 0.0028201692120449
1130 => 0.0031171939062458
1201 => 0.0030802541902564
1202 => 0.0030213955873777
1203 => 0.0031001801662787
1204 => 0.0031210120594195
1205 => 0.0031216051141311
1206 => 0.0031790843091729
1207 => 0.0032097609658705
1208 => 0.0032151678595737
1209 => 0.0033056126148922
1210 => 0.0033359285038799
1211 => 0.0034607953601547
1212 => 0.0032071582658756
1213 => 0.0032019347768294
1214 => 0.0031012888268708
1215 => 0.0030374575742576
1216 => 0.0031056594073473
1217 => 0.0031660769209861
1218 => 0.0031031661674328
1219 => 0.0031113809837283
1220 => 0.0030269284370804
1221 => 0.0030571162486454
1222 => 0.0030831180587025
1223 => 0.0030687613875047
1224 => 0.0030472687558509
1225 => 0.00316112337386
1226 => 0.0031546992501121
1227 => 0.0032607232879085
1228 => 0.0033433766072225
1229 => 0.0034915061314814
1230 => 0.0033369252507505
1231 => 0.0033312917090533
]
'min_raw' => 0.0028201692120449
'max_raw' => 0.0081539385623848
'avg_raw' => 0.0054870538872148
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.00282'
'max' => '$0.008153'
'avg' => '$0.005487'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.0004958932633668
'max_diff' => -0.0027544046110047
'year' => 2030
]
5 => [
'items' => [
101 => 0.0033863604827918
102 => 0.0033359200731375
103 => 0.0033677966708953
104 => 0.0034863703187723
105 => 0.003488875593106
106 => 0.0034469090201523
107 => 0.0034443553503742
108 => 0.0034524154897739
109 => 0.0034996239779922
110 => 0.0034831278816384
111 => 0.0035022175819691
112 => 0.0035260895445445
113 => 0.0036248341032585
114 => 0.0036486410820664
115 => 0.0035908024660666
116 => 0.0035960246454999
117 => 0.0035743914154105
118 => 0.0035534939862077
119 => 0.0036004683552311
120 => 0.003686314937905
121 => 0.0036857808907696
122 => 0.0037056956293308
123 => 0.0037181023464719
124 => 0.0036648436342305
125 => 0.0036301741709385
126 => 0.0036434686492399
127 => 0.00366472680956
128 => 0.0036365749143584
129 => 0.0034628083759483
130 => 0.0035155180434525
131 => 0.0035067445774088
201 => 0.0034942500948725
202 => 0.0035472500731398
203 => 0.0035421380959416
204 => 0.0033890145321288
205 => 0.0033988170058759
206 => 0.0033896106530241
207 => 0.0034193582625307
208 => 0.0033343136046008
209 => 0.0033604727685956
210 => 0.0033768795510261
211 => 0.0033865432719205
212 => 0.0034214552582667
213 => 0.0034173587396216
214 => 0.0034212006129159
215 => 0.0034729658722446
216 => 0.0037347767902372
217 => 0.0037490265808503
218 => 0.0036788554002553
219 => 0.0037068874028376
220 => 0.0036530720878046
221 => 0.0036891986693175
222 => 0.003713915558873
223 => 0.0036022246877563
224 => 0.0035956110792365
225 => 0.0035415736492551
226 => 0.0035706103032906
227 => 0.0035244108989108
228 => 0.0035357466167591
301 => 0.0035040509614253
302 => 0.0035610968304841
303 => 0.0036248829761237
304 => 0.0036409978755035
305 => 0.0035986065131357
306 => 0.0035679123730544
307 => 0.0035140235743501
308 => 0.0036036418475856
309 => 0.0036298489617471
310 => 0.0036035041927716
311 => 0.0035973995341555
312 => 0.0035858312171087
313 => 0.0035998538073039
314 => 0.0036297062321751
315 => 0.0036156283798936
316 => 0.0036249270493453
317 => 0.0035894901101415
318 => 0.0036648612650803
319 => 0.0037845687981795
320 => 0.0037849536774726
321 => 0.0037708757493062
322 => 0.0037651153644137
323 => 0.0037795601730325
324 => 0.0037873958891512
325 => 0.0038341077514996
326 => 0.0038842314408822
327 => 0.0041181368285516
328 => 0.0040524571316815
329 => 0.0042599919067156
330 => 0.0044241249687498
331 => 0.0044733412973849
401 => 0.0044280645908478
402 => 0.004273175423584
403 => 0.0042655758221003
404 => 0.004497045630512
405 => 0.0044316448076468
406 => 0.0044238655878707
407 => 0.0043411078326521
408 => 0.0043900279157337
409 => 0.0043793283759494
410 => 0.0043624386289605
411 => 0.0044557747396777
412 => 0.0046304916067682
413 => 0.0046032603445478
414 => 0.0045829334705221
415 => 0.0044938670256057
416 => 0.004547504919156
417 => 0.0045284054926289
418 => 0.0046104687497849
419 => 0.0045618562941694
420 => 0.0044311493320901
421 => 0.0044519648466171
422 => 0.0044488186234713
423 => 0.0045135676728669
424 => 0.0044941316154085
425 => 0.004445023421315
426 => 0.0046298944435107
427 => 0.0046178899476359
428 => 0.0046349095781765
429 => 0.00464240214589
430 => 0.0047549298793077
501 => 0.004801028891203
502 => 0.0048114941739801
503 => 0.0048552846698552
504 => 0.0048104046265505
505 => 0.0049899567986978
506 => 0.005109348516016
507 => 0.0052480281395227
508 => 0.0054506763430348
509 => 0.005526873942156
510 => 0.005513109527893
511 => 0.0056667550830039
512 => 0.0059428527301893
513 => 0.005568916756323
514 => 0.0059626722447917
515 => 0.0058380138032682
516 => 0.0055424508809257
517 => 0.0055234201131848
518 => 0.0057235787557512
519 => 0.0061675113604082
520 => 0.0060563112779835
521 => 0.0061676932439067
522 => 0.0060377602642559
523 => 0.0060313079966551
524 => 0.0061613826891009
525 => 0.0064653092980029
526 => 0.0063209251586321
527 => 0.0061139150904007
528 => 0.0062667681033494
529 => 0.0061343526776547
530 => 0.0058359836628205
531 => 0.0060562262453762
601 => 0.0059089563025689
602 => 0.0059519375011808
603 => 0.0062614770162111
604 => 0.0062242324028227
605 => 0.0062724303813057
606 => 0.006187362210844
607 => 0.0061078951256135
608 => 0.0059595639097277
609 => 0.0059156503493445
610 => 0.00592778647759
611 => 0.005915644335282
612 => 0.0058326543832281
613 => 0.0058147327109836
614 => 0.0057848624720763
615 => 0.005794120508128
616 => 0.0057379557201357
617 => 0.0058439502793146
618 => 0.005863623803519
619 => 0.0059407578044767
620 => 0.0059487661123384
621 => 0.0061635832070718
622 => 0.0060452655611472
623 => 0.0061246432530875
624 => 0.0061175429651885
625 => 0.005548856625678
626 => 0.0056272165857005
627 => 0.0057491200927854
628 => 0.00569420272808
629 => 0.0056165624230707
630 => 0.005553863713966
701 => 0.0054588687584001
702 => 0.0055925723341425
703 => 0.0057683783184537
704 => 0.0059532248422245
705 => 0.0061753058289112
706 => 0.0061257399379904
707 => 0.0059490731926547
708 => 0.0059569983337954
709 => 0.0060059884378986
710 => 0.0059425418018646
711 => 0.0059238301502727
712 => 0.0060034177443068
713 => 0.0060039658203263
714 => 0.0059309627977872
715 => 0.005849833297647
716 => 0.0058494933620791
717 => 0.0058350571511471
718 => 0.0060403284341105
719 => 0.0061532068844727
720 => 0.006166148216894
721 => 0.0061523358296896
722 => 0.0061576516693306
723 => 0.0060919701861717
724 => 0.0062420985794341
725 => 0.0063798712392509
726 => 0.0063429452233364
727 => 0.0062875878761381
728 => 0.0062434930827236
729 => 0.0063325578913607
730 => 0.0063285919756331
731 => 0.0063786679152576
801 => 0.0063763961813836
802 => 0.0063595575263392
803 => 0.0063429458246978
804 => 0.0064088093440044
805 => 0.0063898417081799
806 => 0.0063708446103779
807 => 0.0063327430224259
808 => 0.0063379216610289
809 => 0.0062825738720571
810 => 0.0062569674523362
811 => 0.0058719083381262
812 => 0.0057690079606398
813 => 0.0058013825141274
814 => 0.0058120410577404
815 => 0.0057672586815879
816 => 0.005831465105342
817 => 0.0058214586022114
818 => 0.0058603880522842
819 => 0.0058360666219989
820 => 0.0058370647819815
821 => 0.0059085889225748
822 => 0.0059293526848745
823 => 0.0059187920677848
824 => 0.0059261883619976
825 => 0.0060966328403528
826 => 0.0060724010860383
827 => 0.0060595284495154
828 => 0.0060630942578054
829 => 0.006106646476396
830 => 0.0061188387197384
831 => 0.006067179327963
901 => 0.0060915421957636
902 => 0.0061952761947506
903 => 0.0062315772235602
904 => 0.006347432682038
905 => 0.0062982152241101
906 => 0.0063885559982185
907 => 0.0066662327383884
908 => 0.006888060132205
909 => 0.0066840584934465
910 => 0.0070914162526424
911 => 0.0074086027001765
912 => 0.0073964285560184
913 => 0.0073411197622362
914 => 0.0069800114245567
915 => 0.006647714148402
916 => 0.006925694929993
917 => 0.0069264035601726
918 => 0.006902524764505
919 => 0.0067542156154254
920 => 0.0068973639275957
921 => 0.0069087265207775
922 => 0.0069023664901531
923 => 0.006788658213283
924 => 0.0066150466913047
925 => 0.006648969967132
926 => 0.0067045369849532
927 => 0.0065993370277234
928 => 0.0065657192670983
929 => 0.006628221080141
930 => 0.0068296149445345
1001 => 0.0067915426010662
1002 => 0.0067905483783158
1003 => 0.0069534380088598
1004 => 0.0068368441871727
1005 => 0.0066493978482775
1006 => 0.006602065175593
1007 => 0.006434066074672
1008 => 0.0065501036520704
1009 => 0.0065542796379033
1010 => 0.0064907270426374
1011 => 0.006654554791125
1012 => 0.0066530450895814
1013 => 0.0068085751542279
1014 => 0.0071058902234075
1015 => 0.0070179595274651
1016 => 0.0069157056949166
1017 => 0.0069268235217058
1018 => 0.0070487586404493
1019 => 0.006975033884149
1020 => 0.0070015458205418
1021 => 0.0070487185114582
1022 => 0.0070771789671202
1023 => 0.0069227285001176
1024 => 0.0068867187080395
1025 => 0.0068130553111672
1026 => 0.0067938379059157
1027 => 0.006853835205631
1028 => 0.0068380280368919
1029 => 0.0065539286624642
1030 => 0.0065242386971226
1031 => 0.0065251492459721
1101 => 0.0064504924164395
1102 => 0.0063366228317102
1103 => 0.0066358653015792
1104 => 0.006611831943353
1105 => 0.0065853009759055
1106 => 0.0065885508680342
1107 => 0.006718441881936
1108 => 0.0066430985342196
1109 => 0.0068434111726557
1110 => 0.0068022329161423
1111 => 0.0067599985927291
1112 => 0.0067541605227445
1113 => 0.0067379039114935
1114 => 0.0066821539426955
1115 => 0.0066148325053182
1116 => 0.0065703810610786
1117 => 0.0060608292198162
1118 => 0.0061553990776278
1119 => 0.0062641930787263
1120 => 0.0063017483319409
1121 => 0.0062375074725729
1122 => 0.006684690563376
1123 => 0.0067663952232292
1124 => 0.0065189064790708
1125 => 0.0064726114399375
1126 => 0.0066877256584343
1127 => 0.0065579854880371
1128 => 0.0066164074788228
1129 => 0.0064901310898644
1130 => 0.0067467149632623
1201 => 0.0067447602240426
1202 => 0.0066449433020812
1203 => 0.0067293078810062
1204 => 0.0067146474593076
1205 => 0.0066019544002514
1206 => 0.0067502875342414
1207 => 0.0067503611056252
1208 => 0.0066542894884444
1209 => 0.0065420988723585
1210 => 0.0065220418400264
1211 => 0.0065069315604473
1212 => 0.0066126912763234
1213 => 0.0067075151068758
1214 => 0.0068839587467127
1215 => 0.0069283208699652
1216 => 0.0071014691903734
1217 => 0.006998367796009
1218 => 0.0070440713087441
1219 => 0.0070936889369747
1220 => 0.0071174774525763
1221 => 0.0070787153429656
1222 => 0.0073476859552516
1223 => 0.0073703953159751
1224 => 0.0073780095681905
1225 => 0.0072873141910738
1226 => 0.0073678729134708
1227 => 0.0073301821550857
1228 => 0.0074282430376094
1229 => 0.0074436202360933
1230 => 0.0074305962960371
1231 => 0.0074354772615485
]
'min_raw' => 0.0033343136046008
'max_raw' => 0.0074436202360933
'avg_raw' => 0.0053889669203471
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.003334'
'max' => '$0.007443'
'avg' => '$0.005388'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.00051414439255597
'max_diff' => -0.00071031832629151
'year' => 2031
]
6 => [
'items' => [
101 => 0.0072059582936299
102 => 0.0071940565243343
103 => 0.007031775055478
104 => 0.007097905953561
105 => 0.0069742774093312
106 => 0.0070134812942216
107 => 0.0070307619931329
108 => 0.0070217355366927
109 => 0.0071016448953166
110 => 0.0070337056160828
111 => 0.0068544026879333
112 => 0.0066750509088209
113 => 0.0066727992933309
114 => 0.0066255791357125
115 => 0.0065914476105576
116 => 0.0065980225531833
117 => 0.0066211935085797
118 => 0.0065901008725074
119 => 0.0065967360628501
120 => 0.0067069244325804
121 => 0.0067290219243023
122 => 0.0066539260133839
123 => 0.0063524050947583
124 => 0.0062784111050196
125 => 0.0063315965174792
126 => 0.0063061773159027
127 => 0.0050895772708932
128 => 0.0053753994053847
129 => 0.0052055735986724
130 => 0.0052838371437151
131 => 0.0051104889712413
201 => 0.005193219805102
202 => 0.0051779424409342
203 => 0.0056375359751046
204 => 0.0056303600542188
205 => 0.0056337947878056
206 => 0.0054698460045585
207 => 0.0057310208679657
208 => 0.0058596849972244
209 => 0.0058358726911835
210 => 0.005841865735598
211 => 0.0057388853766509
212 => 0.0056347918627841
213 => 0.0055193361360288
214 => 0.005733838605581
215 => 0.005709989592646
216 => 0.0057646906477148
217 => 0.0059038108321725
218 => 0.0059242968078001
219 => 0.0059518301667918
220 => 0.0059419614175512
221 => 0.0061770750622592
222 => 0.0061486012485552
223 => 0.0062172149471064
224 => 0.0060760713634529
225 => 0.005916354001077
226 => 0.0059467110501107
227 => 0.0059437874221728
228 => 0.0059065662829392
229 => 0.0058729647027087
301 => 0.0058170275388114
302 => 0.005994021002525
303 => 0.0059868353911262
304 => 0.0061031620873125
305 => 0.0060826002138243
306 => 0.0059452829903264
307 => 0.0059501873018274
308 => 0.0059831711536032
309 => 0.0060973286412024
310 => 0.0061312183559563
311 => 0.0061155192898107
312 => 0.006152677814914
313 => 0.0061820463980806
314 => 0.0061563660567931
315 => 0.0065199455343776
316 => 0.0063689619866118
317 => 0.006442550317256
318 => 0.0064601007005071
319 => 0.0064151457628543
320 => 0.0064248948791156
321 => 0.0064396621337762
322 => 0.0065293260123507
323 => 0.0067646299741823
324 => 0.0068688444971093
325 => 0.0071823790311891
326 => 0.0068601909317164
327 => 0.0068410736232406
328 => 0.0068975506606642
329 => 0.0070816286231701
330 => 0.0072308065222173
331 => 0.0072802974376107
401 => 0.0072868384790859
402 => 0.0073796867264578
403 => 0.007432905610334
404 => 0.0073684125070755
405 => 0.0073137613547733
406 => 0.0071180077107774
407 => 0.0071406667280894
408 => 0.0072967648875027
409 => 0.0075172627318099
410 => 0.007706472821116
411 => 0.0076402180424784
412 => 0.0081456952348992
413 => 0.0081958112338385
414 => 0.0081888868232294
415 => 0.0083030585270738
416 => 0.0080764509456057
417 => 0.007979571814213
418 => 0.0073255775542179
419 => 0.0075093232651973
420 => 0.0077764084471132
421 => 0.0077410587217686
422 => 0.0075470943234539
423 => 0.0077063256817267
424 => 0.0076536788150568
425 => 0.0076121540469937
426 => 0.007802387059463
427 => 0.0075932180479116
428 => 0.007774321826217
429 => 0.0075420543572616
430 => 0.0076405206887263
501 => 0.0075846264367064
502 => 0.0076207968679051
503 => 0.0074093452662004
504 => 0.0075234394177828
505 => 0.0074045985743878
506 => 0.0074045422283545
507 => 0.0074019188101498
508 => 0.007541734535383
509 => 0.0075462939211633
510 => 0.0074429698889661
511 => 0.0074280792817018
512 => 0.0074831376612413
513 => 0.007418678718613
514 => 0.007448838652169
515 => 0.007419592232276
516 => 0.0074130082471342
517 => 0.0073605459333518
518 => 0.007337943726093
519 => 0.0073468066339463
520 => 0.0073165529603008
521 => 0.0072983240276062
522 => 0.0073982926166212
523 => 0.0073448834322319
524 => 0.007390106893118
525 => 0.0073385690517825
526 => 0.0071599164397448
527 => 0.0070571714333449
528 => 0.0067197132103117
529 => 0.0068154159437483
530 => 0.0068788669550284
531 => 0.0068578963961788
601 => 0.0069029492711167
602 => 0.0069057151517336
603 => 0.0068910680028316
604 => 0.006874108480819
605 => 0.0068658535234237
606 => 0.0069273792126886
607 => 0.0069630969461663
608 => 0.0068852351128754
609 => 0.0068669931747381
610 => 0.0069457157870649
611 => 0.0069937365351077
612 => 0.007348294758128
613 => 0.0073220279397587
614 => 0.0073879524992629
615 => 0.0073805304055576
616 => 0.0074496298465239
617 => 0.0075625782289013
618 => 0.0073329225866637
619 => 0.0073727828652615
620 => 0.0073630100454576
621 => 0.0074697071295059
622 => 0.0074700402261559
623 => 0.0074060699943543
624 => 0.0074407492948125
625 => 0.0074213922606736
626 => 0.0074563730376226
627 => 0.0073216771303852
628 => 0.0074857222058757
629 => 0.0075787251928476
630 => 0.0075800165394119
701 => 0.0076240992171192
702 => 0.0076688897707664
703 => 0.0077548613380571
704 => 0.0076664920704158
705 => 0.007507524360504
706 => 0.0075190013156971
707 => 0.0074257986055398
708 => 0.007427365359936
709 => 0.0074190019021804
710 => 0.0074441012684767
711 => 0.0073271850298275
712 => 0.0073546250373496
713 => 0.0073162088661302
714 => 0.0073726993560078
715 => 0.007311924927112
716 => 0.007363005332708
717 => 0.0073850499424209
718 => 0.0074663950268483
719 => 0.0072999101920024
720 => 0.006960436343719
721 => 0.0070317978623508
722 => 0.0069262485709681
723 => 0.0069360175597401
724 => 0.0069557524717824
725 => 0.0068917851649917
726 => 0.0069039881112859
727 => 0.0069035521361734
728 => 0.0068997951381872
729 => 0.0068831547711563
730 => 0.0068590229467653
731 => 0.0069551567077554
801 => 0.0069714917070369
802 => 0.0070078023869614
803 => 0.0071158383406473
804 => 0.0071050430012108
805 => 0.007122650647726
806 => 0.0070842132542461
807 => 0.0069378005601825
808 => 0.0069457514738829
809 => 0.0068466034526344
810 => 0.007005266949143
811 => 0.0069676933389139
812 => 0.0069434693879685
813 => 0.0069368596585197
814 => 0.0070451634124382
815 => 0.007077569593064
816 => 0.0070573762359959
817 => 0.0070159590715149
818 => 0.0070954922712039
819 => 0.0071167720002043
820 => 0.0071215357467613
821 => 0.0072624533276318
822 => 0.007129411474133
823 => 0.0071614359705924
824 => 0.0074112819501736
825 => 0.0071847061230819
826 => 0.0073047283919363
827 => 0.0072988539264416
828 => 0.0073602532578554
829 => 0.0072938173891535
830 => 0.0072946409413687
831 => 0.0073491593881132
901 => 0.0072725980621143
902 => 0.0072536404011126
903 => 0.0072274505282161
904 => 0.0072846351575482
905 => 0.0073189147565945
906 => 0.0075951831493164
907 => 0.007773665130384
908 => 0.0077659167568731
909 => 0.0078367223864151
910 => 0.0078048238018012
911 => 0.0077018148576614
912 => 0.0078776385647056
913 => 0.0078220005870204
914 => 0.0078265873143007
915 => 0.0078264165960822
916 => 0.0078634109872864
917 => 0.0078371970706321
918 => 0.007785526750103
919 => 0.0078198279202231
920 => 0.007921690132587
921 => 0.0082378735652788
922 => 0.0084148140030864
923 => 0.0082272215287498
924 => 0.0083566203055839
925 => 0.0082790271489819
926 => 0.0082649261642309
927 => 0.0083461981585772
928 => 0.008427612408791
929 => 0.0084224266730158
930 => 0.0083633241080287
1001 => 0.0083299385687395
1002 => 0.0085827450572134
1003 => 0.0087690085714749
1004 => 0.0087563066485287
1005 => 0.0088123688055265
1006 => 0.0089769690324094
1007 => 0.0089920180143184
1008 => 0.0089901221884947
1009 => 0.0089528217166345
1010 => 0.0091148920160411
1011 => 0.0092500939111618
1012 => 0.0089441877351131
1013 => 0.0090606728023465
1014 => 0.0091129667019421
1015 => 0.0091897496614492
1016 => 0.009319295384456
1017 => 0.0094600163999474
1018 => 0.0094799158944653
1019 => 0.0094657962508263
1020 => 0.0093729869583259
1021 => 0.0095269655726274
1022 => 0.0096171626336424
1023 => 0.0096708729193537
1024 => 0.0098070732673785
1025 => 0.009113289651263
1026 => 0.0086221951244935
1027 => 0.0085455036226475
1028 => 0.0087014588073957
1029 => 0.0087425829458945
1030 => 0.0087260058572309
1031 => 0.0081732343189908
1101 => 0.0085425933948973
1102 => 0.0089399927039796
1103 => 0.0089552584299011
1104 => 0.0091542048332554
1105 => 0.0092189899372761
1106 => 0.0093791678684775
1107 => 0.0093691486952691
1108 => 0.0094081494725291
1109 => 0.0093991838692363
1110 => 0.0096958797573441
1111 => 0.010023179381693
1112 => 0.010011846036451
1113 => 0.0099647928430171
1114 => 0.010034674859028
1115 => 0.010372483146915
1116 => 0.010341383173034
1117 => 0.01037159414857
1118 => 0.010769889158029
1119 => 0.011287729327131
1120 => 0.011047140578281
1121 => 0.011569148935739
1122 => 0.011897725526286
1123 => 0.012465964764182
1124 => 0.01239481841296
1125 => 0.012616029778341
1126 => 0.012267451595581
1127 => 0.011467045628692
1128 => 0.0113403783206
1129 => 0.011593969479126
1130 => 0.012217398597298
1201 => 0.011574335477599
1202 => 0.011704426309187
1203 => 0.011666960140938
1204 => 0.011664963728053
1205 => 0.011741158687876
1206 => 0.011630633924591
1207 => 0.011180336155939
1208 => 0.011386704969691
1209 => 0.011307016060057
1210 => 0.011395436846497
1211 => 0.011872607363411
1212 => 0.011661638903559
1213 => 0.011439400768791
1214 => 0.01171813670838
1215 => 0.012073063343537
1216 => 0.012050852672574
1217 => 0.012007754687564
1218 => 0.012250695772527
1219 => 0.012651963269826
1220 => 0.012760424261923
1221 => 0.012840487948902
1222 => 0.012851527378649
1223 => 0.012965240366013
1224 => 0.012353776973594
1225 => 0.013324185080856
1226 => 0.013491747753997
1227 => 0.013460252916208
1228 => 0.013646491775289
1229 => 0.013591695578524
1230 => 0.01351230448667
1231 => 0.013807532692456
]
'min_raw' => 0.0050895772708932
'max_raw' => 0.013807532692456
'avg_raw' => 0.0094485549816744
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.005089'
'max' => '$0.0138075'
'avg' => '$0.009448'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.0017552636662924
'max_diff' => 0.0063639124563622
'year' => 2032
]
7 => [
'items' => [
101 => 0.013469077378211
102 => 0.012988682669979
103 => 0.012725128631913
104 => 0.013072197849536
105 => 0.013284140909692
106 => 0.013424221790344
107 => 0.013466610180191
108 => 0.012401243136134
109 => 0.011827069387353
110 => 0.012195108177407
111 => 0.012644140901952
112 => 0.012351282574137
113 => 0.012362762066133
114 => 0.011945223052483
115 => 0.012681083839801
116 => 0.012573875112652
117 => 0.013130074178749
118 => 0.012997332807848
119 => 0.013450891554727
120 => 0.013331454336265
121 => 0.013827231552456
122 => 0.014025010506626
123 => 0.014357112152515
124 => 0.014601407475128
125 => 0.014744862361191
126 => 0.014736249867918
127 => 0.01530468959544
128 => 0.014969500547892
129 => 0.014548424106178
130 => 0.014540808161826
131 => 0.014758889617689
201 => 0.015215928521453
202 => 0.015334432059553
203 => 0.015400659370801
204 => 0.015299229938235
205 => 0.014935406250337
206 => 0.01477830902653
207 => 0.014912160412758
208 => 0.014748471669382
209 => 0.015031044363399
210 => 0.015419077026554
211 => 0.01533894981606
212 => 0.015606803067399
213 => 0.015884003003552
214 => 0.016280411362078
215 => 0.016384047185955
216 => 0.016555353261908
217 => 0.016731683485177
218 => 0.016788316000659
219 => 0.01689644504475
220 => 0.016895875151314
221 => 0.017221729303608
222 => 0.017581156524451
223 => 0.01771683197956
224 => 0.018028810207396
225 => 0.017494558425249
226 => 0.017899794539049
227 => 0.018265327657415
228 => 0.017829524004538
301 => 0.018430177810801
302 => 0.018453499836987
303 => 0.018805634743217
304 => 0.018448678554868
305 => 0.018236719109671
306 => 0.018848638085938
307 => 0.019144726403287
308 => 0.019055542192455
309 => 0.018376845944455
310 => 0.017981815617468
311 => 0.016947945056082
312 => 0.018172609395928
313 => 0.018769107671918
314 => 0.018375301158024
315 => 0.018573914257275
316 => 0.019657482926277
317 => 0.020070035719557
318 => 0.019984227622517
319 => 0.019998727778395
320 => 0.020221333777286
321 => 0.021208491367732
322 => 0.020616963657403
323 => 0.021069164427829
324 => 0.021309010085932
325 => 0.021531792099922
326 => 0.020984709884542
327 => 0.020272963960566
328 => 0.020047524149382
329 => 0.018336144861295
330 => 0.018247060137207
331 => 0.018197054182032
401 => 0.017881773708141
402 => 0.017634049618253
403 => 0.017437050224568
404 => 0.01692006498654
405 => 0.017094532328113
406 => 0.016270565761901
407 => 0.016797710371382
408 => 0.015482639836339
409 => 0.016577869655454
410 => 0.015981785858899
411 => 0.016382040096664
412 => 0.016380643647334
413 => 0.015643648694888
414 => 0.015218565387009
415 => 0.01548944501528
416 => 0.015779849479237
417 => 0.015826966626476
418 => 0.016203483594329
419 => 0.016308561386851
420 => 0.015990170769895
421 => 0.015455387922524
422 => 0.01557960578087
423 => 0.015216048116075
424 => 0.014578927292565
425 => 0.015036518591072
426 => 0.015192760379251
427 => 0.01526176565381
428 => 0.014635230497709
429 => 0.014438359548922
430 => 0.014333547107695
501 => 0.015374510101562
502 => 0.015431536404208
503 => 0.015139781777168
504 => 0.016458540356695
505 => 0.016160064674659
506 => 0.016493535139811
507 => 0.015568334312215
508 => 0.015603678229777
509 => 0.015165673330992
510 => 0.015410926806814
511 => 0.015237589554992
512 => 0.01539111274961
513 => 0.015483133919464
514 => 0.015921066945955
515 => 0.016582870147155
516 => 0.015855654355576
517 => 0.015538796021263
518 => 0.015735373149792
519 => 0.016258883947696
520 => 0.017052029604544
521 => 0.016582471412146
522 => 0.016790853364317
523 => 0.016836375550599
524 => 0.016490140723513
525 => 0.017064795776483
526 => 0.017372758087859
527 => 0.017688663695509
528 => 0.017962955683158
529 => 0.0175624840489
530 => 0.017991046102909
531 => 0.017645700738764
601 => 0.017335890245979
602 => 0.017336360100612
603 => 0.017142011452879
604 => 0.016765436458389
605 => 0.016695990251709
606 => 0.017057258188951
607 => 0.017346960862419
608 => 0.017370822162188
609 => 0.01753121644768
610 => 0.017626136133642
611 => 0.018556478093124
612 => 0.01893066932542
613 => 0.019388223281194
614 => 0.019566466333296
615 => 0.020102914016452
616 => 0.019669688944153
617 => 0.019575957974647
618 => 0.018274711366011
619 => 0.018487790425278
620 => 0.018828950558235
621 => 0.018280336970946
622 => 0.01862830601864
623 => 0.018697002479647
624 => 0.01826169529118
625 => 0.018494211669054
626 => 0.017876717105722
627 => 0.016596329841218
628 => 0.017066221213526
629 => 0.017412219427271
630 => 0.016918437314985
701 => 0.01780352263925
702 => 0.017286474064684
703 => 0.017122594489256
704 => 0.016483241838221
705 => 0.016784991678569
706 => 0.017193112658281
707 => 0.016940941341975
708 => 0.017464234687024
709 => 0.01820535762085
710 => 0.018733525958128
711 => 0.018774072164772
712 => 0.018434495308432
713 => 0.018978669387867
714 => 0.018982633101947
715 => 0.018368802517328
716 => 0.017992834702073
717 => 0.017907414023403
718 => 0.018120811626429
719 => 0.018379915711874
720 => 0.018788450638241
721 => 0.019035319738076
722 => 0.019679023421193
723 => 0.019853191181414
724 => 0.020044548745531
725 => 0.020300261463678
726 => 0.020607310145209
727 => 0.01993550511031
728 => 0.019962197176748
729 => 0.019336621630024
730 => 0.018668104441741
731 => 0.019175425655804
801 => 0.019838680657078
802 => 0.019686529226954
803 => 0.019669409082893
804 => 0.019698200416471
805 => 0.019583483206959
806 => 0.019064621519953
807 => 0.018804052428984
808 => 0.019140253034599
809 => 0.019318928693915
810 => 0.01959603905936
811 => 0.019561879357729
812 => 0.020275685899634
813 => 0.020553049537429
814 => 0.020482088049822
815 => 0.020495146671325
816 => 0.020997300288938
817 => 0.021555798387493
818 => 0.022078905557104
819 => 0.022611032638009
820 => 0.021969532672705
821 => 0.021643818552541
822 => 0.021979872383488
823 => 0.021801557490488
824 => 0.022826207757302
825 => 0.022897152318624
826 => 0.023921728491562
827 => 0.02489417328394
828 => 0.024283398133005
829 => 0.02485933159042
830 => 0.025482250581158
831 => 0.026683962379255
901 => 0.026279268122387
902 => 0.025969278663993
903 => 0.025676340123669
904 => 0.0262858987234
905 => 0.027070086124016
906 => 0.027238992579255
907 => 0.027512685563975
908 => 0.027224930856128
909 => 0.027571499706588
910 => 0.028795040038781
911 => 0.028464428640534
912 => 0.027994907306587
913 => 0.028960774888791
914 => 0.029310318612076
915 => 0.031763599519555
916 => 0.034860968005227
917 => 0.033578637113741
918 => 0.032782652948836
919 => 0.032969728108586
920 => 0.034100782227013
921 => 0.034464040911989
922 => 0.033476578583447
923 => 0.033825366971566
924 => 0.035747225282215
925 => 0.036778240605282
926 => 0.035377983312726
927 => 0.031514728977572
928 => 0.027952632047609
929 => 0.028897460556751
930 => 0.028790346325256
1001 => 0.030855143323343
1002 => 0.028456543668026
1003 => 0.02849692993467
1004 => 0.030604424748018
1005 => 0.030042181263425
1006 => 0.029131418825088
1007 => 0.027959281621319
1008 => 0.025792477590584
1009 => 0.023873278834761
1010 => 0.027637269560007
1011 => 0.027474959435561
1012 => 0.027239910322351
1013 => 0.027762986688829
1014 => 0.030302897046632
1015 => 0.030244343891997
1016 => 0.029871858596292
1017 => 0.030154385410149
1018 => 0.029081890508622
1019 => 0.029358296865001
1020 => 0.027952067793256
1021 => 0.028587742062998
1022 => 0.02912946473794
1023 => 0.029238223585276
1024 => 0.029483262821688
1025 => 0.027389429375407
1026 => 0.028329499121067
1027 => 0.028881702024019
1028 => 0.026386829219169
1029 => 0.028832386410294
1030 => 0.027352980393467
1031 => 0.026850847771423
1101 => 0.027526903196062
1102 => 0.027263443739595
1103 => 0.027036936769782
1104 => 0.026910541988743
1105 => 0.027406962479084
1106 => 0.027383803869859
1107 => 0.026571563596596
1108 => 0.025512029271273
1109 => 0.02586764376888
1110 => 0.025738445687996
1111 => 0.025270215175987
1112 => 0.025585746006713
1113 => 0.024196307914694
1114 => 0.021805851894081
1115 => 0.023385060362946
1116 => 0.023324262554743
1117 => 0.023293605542886
1118 => 0.024480337061121
1119 => 0.024366260208197
1120 => 0.024159209603097
1121 => 0.025266412529253
1122 => 0.024862268567225
1123 => 0.026107745029902
1124 => 0.026928096380589
1125 => 0.026720028742469
1126 => 0.027491573152891
1127 => 0.025875836408665
1128 => 0.02641251934299
1129 => 0.026523128951944
1130 => 0.025252749817011
1201 => 0.024384924592148
1202 => 0.024327050543582
1203 => 0.022822361197352
1204 => 0.02362615410068
1205 => 0.024333458592398
1206 => 0.023994714629911
1207 => 0.023887478411075
1208 => 0.024435324996407
1209 => 0.024477897368076
1210 => 0.023507242782406
1211 => 0.0237090726074
1212 => 0.024550736529041
1213 => 0.023687864836061
1214 => 0.022011446085892
1215 => 0.021595671057548
1216 => 0.021540199004512
1217 => 0.020412584152109
1218 => 0.021623455133047
1219 => 0.021094877500543
1220 => 0.022764647908292
1221 => 0.021810884006544
1222 => 0.021769769151003
1223 => 0.021707618016616
1224 => 0.020737033331969
1225 => 0.020949529694032
1226 => 0.02165589996564
1227 => 0.02190794083638
1228 => 0.021881650908652
1229 => 0.02165243836595
1230 => 0.021757370694241
1231 => 0.021419347103969
]
'min_raw' => 0.011827069387353
'max_raw' => 0.036778240605282
'avg_raw' => 0.024302654996318
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.011827'
'max' => '$0.036778'
'avg' => '$0.0243026'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.00673749211646
'max_diff' => 0.022970707912827
'year' => 2033
]
8 => [
'items' => [
101 => 0.021299983938892
102 => 0.020923240956482
103 => 0.020369532850246
104 => 0.020446529358507
105 => 0.019349488714445
106 => 0.018751762747206
107 => 0.018586320077376
108 => 0.018365083224954
109 => 0.018611309368546
110 => 0.019346380936136
111 => 0.01845972867149
112 => 0.016939625555178
113 => 0.017030986342598
114 => 0.01723624690667
115 => 0.016853745203457
116 => 0.016491739442301
117 => 0.01680647408117
118 => 0.016162386351624
119 => 0.01731408183162
120 => 0.017282931696475
121 => 0.017712212551047
122 => 0.017980650679141
123 => 0.017361987701761
124 => 0.017206395635992
125 => 0.017295027947919
126 => 0.015830133262683
127 => 0.017592499402676
128 => 0.017607740418238
129 => 0.017477237589903
130 => 0.018415643152499
131 => 0.020395971585611
201 => 0.019650892370548
202 => 0.019362375178337
203 => 0.018813903785039
204 => 0.019544709351599
205 => 0.01948859488643
206 => 0.019234823994157
207 => 0.019081342566696
208 => 0.01936413680279
209 => 0.019046301231299
210 => 0.018989209229122
211 => 0.01864329381264
212 => 0.018519817747104
213 => 0.018428400983905
214 => 0.018327760110049
215 => 0.018549748799633
216 => 0.018046693223992
217 => 0.017440057514916
218 => 0.017389622319596
219 => 0.017528878328183
220 => 0.017467267910774
221 => 0.017389327352621
222 => 0.017240517601258
223 => 0.017196368926846
224 => 0.017339830700793
225 => 0.017177870722348
226 => 0.01741685149296
227 => 0.017351861946763
228 => 0.016988835624679
301 => 0.016536370417804
302 => 0.016532342528385
303 => 0.016434859641756
304 => 0.016310700528983
305 => 0.016276162304185
306 => 0.016779968007751
307 => 0.017822830736496
308 => 0.017618091829253
309 => 0.017766036672223
310 => 0.018493778873243
311 => 0.018725106234976
312 => 0.018560915552907
313 => 0.018336161220451
314 => 0.018346049270431
315 => 0.019114102862198
316 => 0.019162005422602
317 => 0.019283039738794
318 => 0.019438603039393
319 => 0.018587408655674
320 => 0.018305958091505
321 => 0.018172591199918
322 => 0.017761872793316
323 => 0.018204797382502
324 => 0.017946724192305
325 => 0.017981547082698
326 => 0.017958868629647
327 => 0.017971252598523
328 => 0.017313759909261
329 => 0.01755331568843
330 => 0.017155007742955
331 => 0.016621718116129
401 => 0.016619930342304
402 => 0.016750452222959
403 => 0.016672812701024
404 => 0.016463886743791
405 => 0.016493563689913
406 => 0.016233562414332
407 => 0.016525132552244
408 => 0.016533493740511
409 => 0.016421223355482
410 => 0.01687042738186
411 => 0.017054466637983
412 => 0.016980567865493
413 => 0.017049281703106
414 => 0.01762659965519
415 => 0.017720727671528
416 => 0.017762533118637
417 => 0.017706519357671
418 => 0.017059834015473
419 => 0.017088517260318
420 => 0.016878058641278
421 => 0.016700243285772
422 => 0.016707354967473
423 => 0.016798775174582
424 => 0.017198012580747
425 => 0.018038184165692
426 => 0.018070068063184
427 => 0.018108712277062
428 => 0.017951526838193
429 => 0.017904118205768
430 => 0.017966662429143
501 => 0.018282186702325
502 => 0.019093800796954
503 => 0.018806922170029
504 => 0.018573685380808
505 => 0.018778296925142
506 => 0.01874679858169
507 => 0.018480920864143
508 => 0.018473458562145
509 => 0.017963154215924
510 => 0.017774506318194
511 => 0.0176168580148
512 => 0.017444710183007
513 => 0.017342655177873
514 => 0.01749945804893
515 => 0.017535320720777
516 => 0.017192468502767
517 => 0.017145739012335
518 => 0.017425719534541
519 => 0.017302510545444
520 => 0.017429234046166
521 => 0.017458634985348
522 => 0.017453900756979
523 => 0.017325256421899
524 => 0.017407250484849
525 => 0.017213310082365
526 => 0.01700242902357
527 => 0.016867900046412
528 => 0.016750505671163
529 => 0.016815642893553
530 => 0.016583440589322
531 => 0.016509154398889
601 => 0.017379472741247
602 => 0.018022386258245
603 => 0.018013038041086
604 => 0.017956133173298
605 => 0.017871584082495
606 => 0.018276001409709
607 => 0.018135110499488
608 => 0.018237620408503
609 => 0.018263713482675
610 => 0.018342689359462
611 => 0.018370916447207
612 => 0.018285594583068
613 => 0.017999243985828
614 => 0.017285685522904
615 => 0.016953522132199
616 => 0.016843902680647
617 => 0.016847887139514
618 => 0.016737977976557
619 => 0.016770351150831
620 => 0.016726719907684
621 => 0.016644092888697
622 => 0.016810540907967
623 => 0.016829722491617
624 => 0.016790871535014
625 => 0.016800022341719
626 => 0.016478353014503
627 => 0.016502808834822
628 => 0.01636663571959
629 => 0.016341104902075
630 => 0.015996871124717
701 => 0.015387011090643
702 => 0.015724932750066
703 => 0.015316770904458
704 => 0.015162193828866
705 => 0.015893937663054
706 => 0.015820490877516
707 => 0.015694781907226
708 => 0.015508832140121
709 => 0.015439861562699
710 => 0.015020818167713
711 => 0.014996058848427
712 => 0.015203748070106
713 => 0.015107906640451
714 => 0.014973308975228
715 => 0.014485809875736
716 => 0.013937699482502
717 => 0.013954243489975
718 => 0.014128587208106
719 => 0.014635515082026
720 => 0.014437449591744
721 => 0.014293750806005
722 => 0.014266840343006
723 => 0.014603681128313
724 => 0.015080381409848
725 => 0.015304038516377
726 => 0.015082401116374
727 => 0.014827796005056
728 => 0.014843292638455
729 => 0.014946384797848
730 => 0.014957218326155
731 => 0.014791496572516
801 => 0.014838146275445
802 => 0.014767281110957
803 => 0.014332381727307
804 => 0.014324515776537
805 => 0.01421778445409
806 => 0.014214552672064
807 => 0.014032976067204
808 => 0.014007572245004
809 => 0.013647040875143
810 => 0.013884343714575
811 => 0.013725173428842
812 => 0.013485266263768
813 => 0.013443906178083
814 => 0.013442662843963
815 => 0.013688993860234
816 => 0.013881465193229
817 => 0.013727942264109
818 => 0.013692988069066
819 => 0.0140662074245
820 => 0.014018711859551
821 => 0.013977581006619
822 => 0.015037698128131
823 => 0.014198532704484
824 => 0.013832608681885
825 => 0.013379708216833
826 => 0.013527174891977
827 => 0.013558248287165
828 => 0.01246910431016
829 => 0.012027238734332
830 => 0.011875607120062
831 => 0.011788340982292
901 => 0.011828109257093
902 => 0.011430378413186
903 => 0.011697660118152
904 => 0.01135325882668
905 => 0.011295518829386
906 => 0.011911351001672
907 => 0.011997040450806
908 => 0.011631462639174
909 => 0.011866222775913
910 => 0.011781095486922
911 => 0.011359162598331
912 => 0.011343047865515
913 => 0.011131336773678
914 => 0.010800049910299
915 => 0.010648642924122
916 => 0.010569788851145
917 => 0.01060232557849
918 => 0.010585874013504
919 => 0.010478516423702
920 => 0.010592027624883
921 => 0.010302053411931
922 => 0.010186583343853
923 => 0.010134428192987
924 => 0.0098770593886992
925 => 0.010286647608748
926 => 0.010367341647954
927 => 0.010448194679345
928 => 0.011151965116894
929 => 0.011116806734668
930 => 0.011434621387159
1001 => 0.011422271694186
1002 => 0.01133162580704
1003 => 0.010949205719695
1004 => 0.011101631550528
1005 => 0.010632488535457
1006 => 0.010984002380972
1007 => 0.010823586141448
1008 => 0.010929765489025
1009 => 0.010738845448276
1010 => 0.010844508481722
1011 => 0.010386477198201
1012 => 0.0099587740303236
1013 => 0.010130894270511
1014 => 0.010318008655932
1015 => 0.010723720319384
1016 => 0.010482081799681
1017 => 0.01056898414873
1018 => 0.010277875826692
1019 => 0.0096772362073474
1020 => 0.0096806357623636
1021 => 0.0095882404425728
1022 => 0.009508397396336
1023 => 0.010509836890436
1024 => 0.010385292058929
1025 => 0.010186846169947
1026 => 0.010452473878276
1027 => 0.010522710060436
1028 => 0.010524709585802
1029 => 0.010718504704955
1030 => 0.010821933194787
1031 => 0.010840162914404
1101 => 0.011145103721612
1102 => 0.011247315857921
1103 => 0.011668313181777
1104 => 0.010813158010039
1105 => 0.010795546652028
1106 => 0.010456211804866
1107 => 0.010241000280125
1108 => 0.010470947522087
1109 => 0.010674649387536
1110 => 0.010462541389643
1111 => 0.010490238216323
1112 => 0.010205500559011
1113 => 0.010307280873348
1114 => 0.010394947791344
1115 => 0.01034654327205
1116 => 0.010274079363862
1117 => 0.010657948157555
1118 => 0.010636288775821
1119 => 0.010993756221614
1120 => 0.011272427658351
1121 => 0.011771856691463
1122 => 0.011250676459587
1123 => 0.011231682580433
1124 => 0.011417350795871
1125 => 0.011247287433085
1126 => 0.011354761607978
1127 => 0.011754540940343
1128 => 0.011762987647672
1129 => 0.011621494416946
1130 => 0.011612884540998
1201 => 0.011640059863725
1202 => 0.011799226577744
1203 => 0.011743608837167
1204 => 0.011807971094632
1205 => 0.011888457083142
1206 => 0.012221381256971
1207 => 0.012301648148172
1208 => 0.012106641216166
1209 => 0.012124248158726
1210 => 0.012051310213096
1211 => 0.011980853071527
1212 => 0.012139230436335
1213 => 0.012428668183437
1214 => 0.012426867606234
1215 => 0.012494011537696
1216 => 0.012535841650746
1217 => 0.01235627618402
1218 => 0.012239385667986
1219 => 0.01228420892977
1220 => 0.012355882301487
1221 => 0.012260966221312
1222 => 0.01167510020507
1223 => 0.011852814529132
1224 => 0.011823234175822
1225 => 0.011781108155614
1226 => 0.011959801282682
1227 => 0.011942565894652
1228 => 0.011426299108511
1229 => 0.011459348833136
1230 => 0.011428308971729
1231 => 0.011528605114092
]
'min_raw' => 0.009508397396336
'max_raw' => 0.021299983938892
'avg_raw' => 0.015404190667614
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.0095083'
'max' => '$0.021299'
'avg' => '$0.0154041'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.0023186719910172
'max_diff' => -0.01547825666639
'year' => 2034
]
9 => [
'items' => [
101 => 0.011241871112254
102 => 0.011330068560036
103 => 0.011385385172486
104 => 0.011417967082181
105 => 0.011535675281624
106 => 0.011521863583002
107 => 0.011534816727045
108 => 0.011709346913007
109 => 0.012592060702073
110 => 0.012640104866014
111 => 0.012403517831442
112 => 0.012498029685281
113 => 0.012316587593382
114 => 0.01243839088523
115 => 0.012521725604044
116 => 0.012145152034067
117 => 0.012122853791195
118 => 0.01194066282324
119 => 0.012038561929595
120 => 0.011882797412189
121 => 0.011921016576349
122 => 0.011814152461471
123 => 0.012006486591818
124 => 0.012221546035249
125 => 0.012275878543614
126 => 0.01213295310572
127 => 0.01202946566944
128 => 0.011847775822213
129 => 0.012149930087374
130 => 0.012238289202492
131 => 0.012149465974558
201 => 0.01212888369182
202 => 0.012089880303223
203 => 0.012137158445092
204 => 0.012237807979775
205 => 0.012190343517923
206 => 0.012221694631192
207 => 0.012102216516538
208 => 0.012356335627661
209 => 0.012759937933218
210 => 0.012761235580626
211 => 0.012713770862923
212 => 0.012694349323081
213 => 0.012743051003844
214 => 0.01276946966781
215 => 0.012926961973036
216 => 0.013095957491313
217 => 0.013884585836593
218 => 0.013663142152986
219 => 0.014362860136629
220 => 0.014916246214681
221 => 0.015082182502849
222 => 0.01492952892564
223 => 0.014407309284194
224 => 0.014381686697205
225 => 0.015162103316971
226 => 0.014941599876541
227 => 0.014915371693938
228 => 0.014636348144257
301 => 0.014801285619857
302 => 0.014765211374457
303 => 0.014708266413279
304 => 0.015022955627081
305 => 0.015612025742819
306 => 0.015520213641017
307 => 0.015451680166062
308 => 0.015151386428606
309 => 0.015332230331589
310 => 0.015267835281574
311 => 0.015544517282549
312 => 0.015380616994428
313 => 0.014939929346109
314 => 0.015010110306629
315 => 0.014999502595631
316 => 0.015217808536302
317 => 0.015152278511599
318 => 0.014986706806588
319 => 0.015610012365204
320 => 0.015569538369235
321 => 0.015626921241875
322 => 0.015652182957035
323 => 0.016031578066689
324 => 0.016187004103824
325 => 0.01622228853537
326 => 0.016369931249567
327 => 0.016218615050141
328 => 0.016823987734468
329 => 0.01722652524507
330 => 0.017694093278025
331 => 0.018377335844611
401 => 0.018634241369995
402 => 0.018587833686307
403 => 0.019105860402553
404 => 0.020036742896561
405 => 0.018775991653295
406 => 0.020103565773797
407 => 0.019683271134826
408 => 0.018686760106604
409 => 0.01862259654448
410 => 0.019297445382523
411 => 0.020794195153509
412 => 0.020419276311872
413 => 0.020794808386422
414 => 0.020356730273899
415 => 0.0203349760032
416 => 0.020773531910306
417 => 0.021798241691697
418 => 0.02131144048523
419 => 0.020613491587206
420 => 0.021128846192219
421 => 0.02068239833954
422 => 0.019676426374567
423 => 0.0204189896185
424 => 0.019922458724266
425 => 0.020067372836237
426 => 0.021111006922521
427 => 0.020985434108146
428 => 0.021147936957677
429 => 0.020861123681695
430 => 0.020593194855626
501 => 0.020093085805112
502 => 0.019945028170333
503 => 0.01998594597403
504 => 0.019945007893502
505 => 0.019665201475978
506 => 0.019604777306755
507 => 0.019504067710805
508 => 0.019535281825729
509 => 0.019345918321713
510 => 0.019703286378288
511 => 0.019769617038705
512 => 0.020029679708258
513 => 0.020056680277336
514 => 0.02078095111028
515 => 0.020382034906371
516 => 0.020649662336721
517 => 0.020625723220344
518 => 0.018708357522272
519 => 0.018972553598405
520 => 0.019383559783573
521 => 0.019198402054261
522 => 0.018936632345249
523 => 0.018725239270018
524 => 0.018404957144992
525 => 0.018855748085493
526 => 0.01944849023598
527 => 0.020071713196445
528 => 0.020820474748259
529 => 0.020653359886439
530 => 0.020057715620062
531 => 0.020084435786733
601 => 0.020249609343097
602 => 0.020035694580006
603 => 0.019972606940258
604 => 0.020240942070172
605 => 0.020242789946738
606 => 0.019996655159339
607 => 0.019723121385335
608 => 0.019721975268834
609 => 0.019673302575773
610 => 0.020365389037867
611 => 0.020745966614185
612 => 0.020789599219979
613 => 0.020743029792169
614 => 0.020760952516659
615 => 0.020539502810454
616 => 0.021045671169968
617 => 0.02151018131152
618 => 0.021385682670772
619 => 0.021199041509767
620 => 0.02105037283517
621 => 0.021350661055796
622 => 0.021337289694029
623 => 0.021506124220663
624 => 0.0214984649113
625 => 0.02144169221018
626 => 0.021385684698304
627 => 0.02160774815209
628 => 0.02154379744363
629 => 0.021479747402056
630 => 0.021351285238107
701 => 0.021368745379719
702 => 0.021182136444941
703 => 0.021095802613069
704 => 0.019797548925541
705 => 0.019450613118571
706 => 0.019559766185973
707 => 0.01959570220992
708 => 0.019444715302116
709 => 0.019661191742553
710 => 0.019627454118616
711 => 0.019758707477504
712 => 0.019676706077229
713 => 0.0196800714433
714 => 0.019921220076966
715 => 0.019991226551239
716 => 0.019955620693402
717 => 0.019980557815734
718 => 0.020555223274561
719 => 0.020473524223083
720 => 0.020430123230308
721 => 0.020442145601914
722 => 0.020588984947611
723 => 0.020630091947275
724 => 0.020455918701161
725 => 0.020538059810912
726 => 0.020887806230973
727 => 0.021010197684061
728 => 0.021400812451089
729 => 0.021234872355432
730 => 0.02153946258273
731 => 0.022475669098983
801 => 0.02322357564473
802 => 0.022535769876716
803 => 0.023909205002656
804 => 0.024978621255768
805 => 0.024937575278767
806 => 0.024751097818994
807 => 0.023533595846728
808 => 0.022413232379918
809 => 0.02335046399305
810 => 0.023352853189176
811 => 0.023272344162418
812 => 0.022772309511682
813 => 0.02325494404046
814 => 0.023293253816684
815 => 0.02327181052939
816 => 0.022888435135064
817 => 0.022303091767545
818 => 0.022417466460444
819 => 0.022604814540594
820 => 0.022250125539967
821 => 0.022136780912902
822 => 0.022347510139313
823 => 0.023026523613987
824 => 0.022898160049857
825 => 0.02289480795844
826 => 0.023444001720409
827 => 0.023050897510271
828 => 0.0224189090916
829 => 0.022259323680983
830 => 0.021692902982905
831 => 0.022084131776589
901 => 0.022098211404382
902 => 0.021883939392343
903 => 0.022436296084457
904 => 0.022431206020298
905 => 0.022955586492017
906 => 0.023958005005631
907 => 0.023661540525136
908 => 0.023316784589564
909 => 0.023354269118806
910 => 0.023765381884887
911 => 0.023516813721723
912 => 0.023606200566276
913 => 0.023765246587192
914 => 0.023861203000502
915 => 0.023340462467616
916 => 0.023219052939501
917 => 0.022970691653932
918 => 0.02290589883041
919 => 0.023108183915278
920 => 0.023054888942253
921 => 0.022097028066185
922 => 0.021996926275148
923 => 0.021999996254167
924 => 0.021748285541025
925 => 0.021364366285989
926 => 0.022373283165595
927 => 0.02229225302038
928 => 0.022202802011297
929 => 0.022213759249509
930 => 0.02265169587158
1001 => 0.02239767051445
1002 => 0.023073038560319
1003 => 0.02293420319351
1004 => 0.022791807223416
1005 => 0.022772123762862
1006 => 0.022717313463029
1007 => 0.022529348550888
1008 => 0.022302369624538
1009 => 0.022152498476783
1010 => 0.020434508868193
1011 => 0.020753357746462
1012 => 0.02112016431692
1013 => 0.021246784475157
1014 => 0.021030191932644
1015 => 0.022537900944613
1016 => 0.022813373909746
1017 => 0.021978948329703
1018 => 0.021822861373049
1019 => 0.022548133979506
1020 => 0.022110705936842
1021 => 0.02230767975767
1022 => 0.02188193009596
1023 => 0.022747020539235
1024 => 0.022740429999481
1025 => 0.022403890278093
1026 => 0.022688331346085
1027 => 0.022638902710771
1028 => 0.022258950194184
1029 => 0.02275906571172
1030 => 0.022759313762777
1031 => 0.022435401597946
1101 => 0.022057143102914
1102 => 0.021989519418069
1103 => 0.021938574055502
1104 => 0.022295150321486
1105 => 0.022614855486582
1106 => 0.023209747537193
1107 => 0.023359317533004
1108 => 0.02394309918409
1109 => 0.023595485634681
1110 => 0.023749578218784
1111 => 0.023916867516556
1112 => 0.023997072157768
1113 => 0.023866382998932
1114 => 0.024773236197182
1115 => 0.024849802392378
1116 => 0.024875474375333
1117 => 0.024569688579235
1118 => 0.024841297936226
1119 => 0.024714220912846
1120 => 0.025044840024667
1121 => 0.025096685322957
1122 => 0.025052774199756
1123 => 0.025069230715755
1124 => 0.024295391490915
1125 => 0.02425526384478
1126 => 0.023708120542401
1127 => 0.023931085482399
1128 => 0.023514263214059
1129 => 0.023646441849095
1130 => 0.023704704931975
1201 => 0.023674271603879
1202 => 0.023943691585573
1203 => 0.023714629562267
1204 => 0.02311009722148
1205 => 0.022505400176262
1206 => 0.022497808697434
1207 => 0.022338602639218
1208 => 0.022223525819171
1209 => 0.022245693697282
1210 => 0.022323816191145
1211 => 0.022218985197809
1212 => 0.022241356205303
1213 => 0.022612863986955
1214 => 0.022687367223093
1215 => 0.022434176116403
1216 => 0.021417577287738
1217 => 0.021168101385239
1218 => 0.021347419716633
1219 => 0.021261717103806
1220 => 0.017159865111754
1221 => 0.018123534393656
1222 => 0.017550954829467
1223 => 0.017814825835764
1224 => 0.017230370369486
1225 => 0.01750930315193
1226 => 0.017457794452006
1227 => 0.019007346140258
1228 => 0.018983152021984
1229 => 0.018994732466078
1230 => 0.018441967696822
1231 => 0.019322536983446
]
'min_raw' => 0.011241871112254
'max_raw' => 0.025096685322957
'avg_raw' => 0.018169278217606
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.011241'
'max' => '$0.025096'
'avg' => '$0.018169'
'bar_min_pct' => 61.631153054958
'bar_max_pct' => 60.119598047091
'min_diff' => 0.0017334737159176
'max_diff' => 0.0037967013840657
'year' => 2035
]
10 => [
'items' => [
101 => 0.019756337078284
102 => 0.019676052225945
103 => 0.019696258193609
104 => 0.01934905272356
105 => 0.018998094173981
106 => 0.018608827130365
107 => 0.019332037182544
108 => 0.019251628570349
109 => 0.019436056996619
110 => 0.019905110411579
111 => 0.019974180308692
112 => 0.020067010950851
113 => 0.020033737773772
114 => 0.020826439842015
115 => 0.020730438391135
116 => 0.020961774266255
117 => 0.020485898819637
118 => 0.019947400581277
119 => 0.020049751491555
120 => 0.020039894275841
121 => 0.019914400606218
122 => 0.019801110532484
123 => 0.019612514478996
124 => 0.020209260299195
125 => 0.020185033508681
126 => 0.020577237086544
127 => 0.020507911294494
128 => 0.020044936688288
129 => 0.020061471916922
130 => 0.020172679276043
131 => 0.020557569215705
201 => 0.020671830755102
202 => 0.020618900257519
203 => 0.02074418281923
204 => 0.020843201047825
205 => 0.02075661798423
206 => 0.021982451577215
207 => 0.021473400004587
208 => 0.021721508199128
209 => 0.021780680541587
210 => 0.021629111830638
211 => 0.021661981656774
212 => 0.021711770486879
213 => 0.022014078513625
214 => 0.022807422249338
215 => 0.023158788789412
216 => 0.024215892361345
217 => 0.023129612689518
218 => 0.023065157349263
219 => 0.023255573624038
220 => 0.02387620532654
221 => 0.024379169028445
222 => 0.02454603110504
223 => 0.024568084683054
224 => 0.024881129031526
225 => 0.025060560214139
226 => 0.024843117213738
227 => 0.024658857038129
228 => 0.023998859960314
229 => 0.024075256419184
301 => 0.024601552262071
302 => 0.025344976138821
303 => 0.025982911165143
304 => 0.025759528553205
305 => 0.027463780198743
306 => 0.027632749788154
307 => 0.027609403654338
308 => 0.027994341525064
309 => 0.027230318242908
310 => 0.026903683487532
311 => 0.024698696179538
312 => 0.025318207672821
313 => 0.026218704010942
314 => 0.026099519943904
315 => 0.025445555432824
316 => 0.025982415074419
317 => 0.025804912487754
318 => 0.025664908833063
319 => 0.026306292716248
320 => 0.025601064790088
321 => 0.026211668822907
322 => 0.025428562834927
323 => 0.02576054894616
324 => 0.025572097573063
325 => 0.025694048707189
326 => 0.024981124868961
327 => 0.025365801266821
328 => 0.024965121066112
329 => 0.024964931091527
330 => 0.024956086053888
331 => 0.025427484533134
401 => 0.025442856820619
402 => 0.025094492632212
403 => 0.025044287910192
404 => 0.025229921080862
405 => 0.025012593255411
406 => 0.025114279577095
407 => 0.025015673230506
408 => 0.024993474864921
409 => 0.024816594511202
410 => 0.024740389591393
411 => 0.024770271504009
412 => 0.024668269131069
413 => 0.024606809011786
414 => 0.024943860089234
415 => 0.024763787295155
416 => 0.024916261350934
417 => 0.024742497920614
418 => 0.024140158166002
419 => 0.023793746203497
420 => 0.02265598224396
421 => 0.022978650691493
422 => 0.023192580206032
423 => 0.023121876502753
424 => 0.023273775416097
425 => 0.023283100775705
426 => 0.023233716890551
427 => 0.023176536678009
428 => 0.023148704512808
429 => 0.023356142669751
430 => 0.023476567501904
501 => 0.023214050894824
502 => 0.023152546926783
503 => 0.02341796571048
504 => 0.023579871015207
505 => 0.024775288818585
506 => 0.024686728406562
507 => 0.024908997661637
508 => 0.024883973554515
509 => 0.025116947144102
510 => 0.025497760501091
511 => 0.024723460469242
512 => 0.024857852181491
513 => 0.024824902437205
514 => 0.025184639105427
515 => 0.025185762164038
516 => 0.02497008206126
517 => 0.025087005743986
518 => 0.025021742151922
519 => 0.025139682283686
520 => 0.024685545628267
521 => 0.025238635053544
522 => 0.025552201117381
523 => 0.025556554982482
524 => 0.025705182808127
525 => 0.025856197286925
526 => 0.026146056428388
527 => 0.02584811327279
528 => 0.025312142540052
529 => 0.025350837895781
530 => 0.02503659845128
531 => 0.025041880873114
601 => 0.025013682891373
602 => 0.025098307157223
603 => 0.024704115895786
604 => 0.024796631796947
605 => 0.024667108993549
606 => 0.024857570624212
607 => 0.024652665394054
608 => 0.024824886547841
609 => 0.024899211488594
610 => 0.025173472120073
611 => 0.02461215687579
612 => 0.023467597094996
613 => 0.023708197437365
614 => 0.023352330632252
615 => 0.023385267459945
616 => 0.023451805093744
617 => 0.023236134852844
618 => 0.023277277938257
619 => 0.023275808017727
620 => 0.023263141036711
621 => 0.023207036877473
622 => 0.023125674746709
623 => 0.023449796433732
624 => 0.023504871024283
625 => 0.023627295016779
626 => 0.02399154577746
627 => 0.023955148536844
628 => 0.024014513946396
629 => 0.023884919590665
630 => 0.023391278970422
701 => 0.023418086031078
702 => 0.023083801555145
703 => 0.023618746611155
704 => 0.023492064560962
705 => 0.023410391819087
706 => 0.023388106654774
707 => 0.023753260322637
708 => 0.023862520023144
709 => 0.023794436709934
710 => 0.023654795848232
711 => 0.023922947583814
712 => 0.023994693675843
713 => 0.024010754979954
714 => 0.02448586844241
715 => 0.024037308544653
716 => 0.024145281370345
717 => 0.024987654534192
718 => 0.024223738314133
719 => 0.024628401773263
720 => 0.024608595602706
721 => 0.024815607735332
722 => 0.024591614565599
723 => 0.024594391229391
724 => 0.024778203978947
725 => 0.024520072123
726 => 0.024456155045351
727 => 0.024367854060363
728 => 0.024560656030659
729 => 0.024676232092169
730 => 0.025607690266674
731 => 0.026209454727057
801 => 0.026183330544791
802 => 0.026422056668283
803 => 0.026314508363169
804 => 0.025967206516147
805 => 0.026560008420066
806 => 0.026372421093781
807 => 0.026387885565041
808 => 0.026387309976648
809 => 0.026512039149459
810 => 0.026423657099262
811 => 0.026249447006092
812 => 0.026365095795983
813 => 0.02670853135676
814 => 0.027774565875303
815 => 0.028371132914958
816 => 0.027738651790444
817 => 0.028174928800874
818 => 0.02791331805601
819 => 0.027865775601422
820 => 0.02813978980459
821 => 0.028414283633347
822 => 0.028396799563125
823 => 0.028197531138861
824 => 0.028084969462244
825 => 0.028937324188519
826 => 0.029565324631355
827 => 0.029522499211322
828 => 0.029711516687775
829 => 0.030266477844731
830 => 0.030317216537924
831 => 0.030310824628797
901 => 0.030185063483685
902 => 0.030731494813521
903 => 0.031187337442415
904 => 0.03015595341218
905 => 0.030548690949085
906 => 0.030725003482615
907 => 0.030983882591408
908 => 0.031420655041119
909 => 0.031895105769676
910 => 0.031962198304781
911 => 0.031914592940451
912 => 0.031601679931047
913 => 0.032120829579609
914 => 0.032424935268178
915 => 0.032606023246387
916 => 0.033065232228957
917 => 0.030726092328798
918 => 0.02907033284467
919 => 0.028811762091766
920 => 0.029337575885588
921 => 0.029476228789732
922 => 0.029420337977928
923 => 0.027556630143475
924 => 0.028801950055721
925 => 0.030141809571826
926 => 0.030193279032589
927 => 0.030864040721492
928 => 0.03108246822285
929 => 0.031622519301161
930 => 0.031588738959173
1001 => 0.031720232802652
1002 => 0.031690004645192
1003 => 0.032690335546593
1004 => 0.033793849081414
1005 => 0.033755637916661
1006 => 0.033596994789851
1007 => 0.033832606885837
1008 => 0.03497155111347
1009 => 0.034866695380199
1010 => 0.034968553793482
1011 => 0.036311433225945
1012 => 0.038057367510518
1013 => 0.037246205746398
1014 => 0.03900619336903
1015 => 0.040114012284541
1016 => 0.042029870548305
1017 => 0.041789995657881
1018 => 0.042535825220747
1019 => 0.041360569540622
1020 => 0.038661944940693
1021 => 0.038234877267834
1022 => 0.039089877563973
1023 => 0.041191812362322
1024 => 0.039023680157022
1025 => 0.039462290478373
1026 => 0.039335970676317
1027 => 0.03932923963089
1028 => 0.039586136257697
1029 => 0.039213494301687
1030 => 0.037695283935892
1031 => 0.038391070799666
1101 => 0.038122394077133
1102 => 0.03842051093196
1103 => 0.040029324644715
1104 => 0.039318029752977
1105 => 0.038568738365436
1106 => 0.039508516046482
1107 => 0.040705175977102
1108 => 0.040630291149248
1109 => 0.040484983283783
1110 => 0.04130407611334
1111 => 0.042656977496087
1112 => 0.043022661303446
1113 => 0.043292601613962
1114 => 0.043329821822103
1115 => 0.043713213098188
1116 => 0.041651621579637
1117 => 0.044923420265002
1118 => 0.04548836951635
1119 => 0.045382182471844
1120 => 0.046010099788018
1121 => 0.045825350584875
1122 => 0.045557677975782
1123 => 0.046553060483762
1124 => 0.045411934761589
1125 => 0.043792250462699
1126 => 0.042903659622605
1127 => 0.04407382772142
1128 => 0.044788408546127
1129 => 0.045260701015382
1130 => 0.045403616431211
1201 => 0.041811657060624
1202 => 0.039875790179077
1203 => 0.04111665865539
1204 => 0.042630603836659
1205 => 0.041643211537714
1206 => 0.041681915446452
1207 => 0.040274153510289
1208 => 0.042755159530889
1209 => 0.042393697822233
1210 => 0.044268961806157
1211 => 0.043821415006459
1212 => 0.045350619988021
1213 => 0.044947929067136
1214 => 0.046619476565583
1215 => 0.047286302118055
1216 => 0.048406006003766
1217 => 0.04922966474011
1218 => 0.049713332904172
1219 => 0.049684295281796
1220 => 0.051600829510332
1221 => 0.05047071623437
1222 => 0.049051027612513
1223 => 0.049025349924404
1224 => 0.049760626778807
1225 => 0.051301565352282
1226 => 0.05170110830464
1227 => 0.051924398308356
1228 => 0.051582421894884
1229 => 0.050355764929775
1230 => 0.049826100671533
1231 => 0.050277389965406
]
'min_raw' => 0.018608827130365
'max_raw' => 0.051924398308356
'avg_raw' => 0.03526661271936
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.0186088'
'max' => '$0.051924'
'avg' => '$0.035266'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.007366956018111
'max_diff' => 0.026827712985398
'year' => 2036
]
11 => [
'items' => [
101 => 0.04972550193873
102 => 0.050678215505203
103 => 0.051986494720608
104 => 0.051716340236124
105 => 0.052619426173931
106 => 0.05355402511215
107 => 0.054890543569268
108 => 0.055239958985094
109 => 0.055817529380376
110 => 0.056412039039112
111 => 0.056602979519014
112 => 0.056967544140497
113 => 0.056965622704988
114 => 0.058064262729858
115 => 0.059276096699338
116 => 0.059733535968796
117 => 0.060785392345566
118 => 0.058984125161791
119 => 0.060350407012151
120 => 0.061582827441428
121 => 0.060113484998913
122 => 0.062138631243039
123 => 0.062217263082618
124 => 0.063404510504246
125 => 0.062201007793342
126 => 0.061486371725323
127 => 0.063549499276628
128 => 0.064547781710796
129 => 0.064247090917333
130 => 0.061958819132142
131 => 0.060626946804567
201 => 0.057141180024319
202 => 0.061270221349442
203 => 0.063281356933123
204 => 0.061953610776835
205 => 0.062623248707685
206 => 0.066276576127574
207 => 0.067667526673634
208 => 0.067378218683532
209 => 0.067427106971445
210 => 0.068177638638561
211 => 0.071505909375891
212 => 0.069511532401371
213 => 0.071036158870512
214 => 0.071844815252295
215 => 0.072595940366605
216 => 0.070751414481391
217 => 0.068351713406193
218 => 0.06759162734308
219 => 0.061821592588609
220 => 0.061521237221648
221 => 0.061352638652474
222 => 0.06028964852257
223 => 0.059454429457968
224 => 0.058790232248101
225 => 0.057047180423332
226 => 0.057635409246368
227 => 0.054857348440876
228 => 0.0566346532958
301 => 0.05220080117161
302 => 0.055893444973263
303 => 0.053883706835935
304 => 0.055233191943417
305 => 0.055228483717006
306 => 0.052743653779489
307 => 0.051310455728607
308 => 0.052223745307531
309 => 0.053202864233156
310 => 0.053361722984686
311 => 0.054631176229377
312 => 0.054985453343164
313 => 0.053911977148773
314 => 0.052108919441514
315 => 0.052527728623543
316 => 0.0513019685739
317 => 0.049153871235081
318 => 0.050696672246002
319 => 0.051223452343303
320 => 0.051456108444271
321 => 0.049343701422188
322 => 0.048679937273262
323 => 0.048326554809895
324 => 0.051836234221435
325 => 0.052028502382252
326 => 0.051044831287532
327 => 0.055491117911189
328 => 0.054484786310298
329 => 0.055609105265722
330 => 0.052489726080024
331 => 0.052608890565719
401 => 0.05113212646894
402 => 0.051959015685723
403 => 0.051374597039184
404 => 0.051892211208486
405 => 0.052202467007362
406 => 0.053678988781683
407 => 0.055910304480156
408 => 0.053458445666262
409 => 0.052390135669783
410 => 0.053052909183195
411 => 0.054817962388683
412 => 0.057492108346409
413 => 0.055908960117232
414 => 0.05661153441774
415 => 0.056765015647046
416 => 0.055597660754185
417 => 0.057535150386406
418 => 0.058573466820451
419 => 0.05963856463247
420 => 0.060563359219282
421 => 0.059213141144347
422 => 0.060658068030686
423 => 0.059493712024227
424 => 0.058449164317523
425 => 0.058450748465224
426 => 0.057795488430401
427 => 0.056525839544854
428 => 0.056291696810451
429 => 0.057509736883785
430 => 0.058486489673776
501 => 0.05856693971189
502 => 0.059107720243798
503 => 0.0594277485921
504 => 0.062564461462895
505 => 0.063826073327778
506 => 0.065368748435068
507 => 0.065969707329762
508 => 0.067778378147103
509 => 0.066317729569038
510 => 0.066001709061264
511 => 0.061614465270108
512 => 0.062332876195132
513 => 0.063483121402439
514 => 0.061633432389915
515 => 0.062806634328639
516 => 0.063038249243158
517 => 0.061570580665062
518 => 0.062354525866839
519 => 0.060272599834473
520 => 0.055955684778414
521 => 0.057539956346919
522 => 0.058706513481383
523 => 0.057041692615046
524 => 0.06002581958049
525 => 0.058282554212162
526 => 0.057730022781897
527 => 0.055574400680755
528 => 0.05659177133499
529 => 0.057967779712188
530 => 0.057117566513223
531 => 0.058881886561228
601 => 0.061380634276173
602 => 0.063161390700842
603 => 0.063298095067388
604 => 0.06215318798774
605 => 0.063987908889575
606 => 0.064001272828334
607 => 0.06193170015601
608 => 0.06066409841764
609 => 0.060376096635626
610 => 0.061095581553173
611 => 0.061969169067319
612 => 0.063346573094563
613 => 0.064178909500508
614 => 0.066349201410092
615 => 0.066936420173681
616 => 0.067581595561259
617 => 0.068443748843785
618 => 0.069478984911022
619 => 0.06721394733193
620 => 0.067303941497506
621 => 0.065194769865435
622 => 0.062940817490759
623 => 0.064651286384008
624 => 0.06688749692779
625 => 0.066374507758254
626 => 0.066316785997263
627 => 0.066413857988568
628 => 0.066027080907397
629 => 0.06427770250389
630 => 0.063399175621337
701 => 0.064532699435942
702 => 0.065135116896063
703 => 0.066069413840388
704 => 0.065954242021384
705 => 0.068360890613799
706 => 0.069296041483535
707 => 0.069056789873695
708 => 0.069100817927817
709 => 0.070793863908848
710 => 0.072676879241216
711 => 0.074440571585737
712 => 0.076234675190932
713 => 0.074071813269814
714 => 0.072973645373048
715 => 0.074106674326615
716 => 0.073505473215315
717 => 0.076960153128677
718 => 0.077199347670365
719 => 0.080653777771048
720 => 0.083932443282481
721 => 0.081873172218144
722 => 0.083814972080208
723 => 0.085915186948296
724 => 0.089966842176419
725 => 0.088602387234536
726 => 0.08755723613279
727 => 0.086569573391772
728 => 0.088624742768785
729 => 0.091268685340179
730 => 0.09183816524669
731 => 0.092760940253306
801 => 0.091790755165409
802 => 0.092959236241399
803 => 0.097084487896247
804 => 0.095969808484503
805 => 0.094386784526171
806 => 0.097643274514292
807 => 0.098821785581709
808 => 0.10709319344388
809 => 0.11753618754469
810 => 0.11321271941456
811 => 0.11052900322874
812 => 0.111159740191
813 => 0.11497316811896
814 => 0.11619792013727
815 => 0.11286862195417
816 => 0.11404458635634
817 => 0.12052426583056
818 => 0.12400040597547
819 => 0.11927934075077
820 => 0.106254109036
821 => 0.094244250538963
822 => 0.097429805823353
823 => 0.097068662713392
824 => 0.10403026995196
825 => 0.095943223749182
826 => 0.096079388866851
827 => 0.10318495477065
828 => 0.10128931160775
829 => 0.098218612459498
830 => 0.094266670040984
831 => 0.086961138969933
901 => 0.080490426370497
902 => 0.093180983894104
903 => 0.092633743977405
904 => 0.091841259481612
905 => 0.09360484797122
906 => 0.10216833307343
907 => 0.10197091702453
908 => 0.10071505684396
909 => 0.10166761572228
910 => 0.098051624282575
911 => 0.098983547611181
912 => 0.094242348116017
913 => 0.096385568297812
914 => 0.098212024118247
915 => 0.098578712165339
916 => 0.099404879058995
917 => 0.092345373408079
918 => 0.095514884189144
919 => 0.097376674830021
920 => 0.088965036982014
921 => 0.097210403795243
922 => 0.092222483120679
923 => 0.090529507927677
924 => 0.092808875992532
925 => 0.0919206040409
926 => 0.091156919977966
927 => 0.090730771149091
928 => 0.092404487491247
929 => 0.092326406623362
930 => 0.08958788183325
1001 => 0.086015587881101
1002 => 0.087214566987994
1003 => 0.08677896663797
1004 => 0.085200294775922
1005 => 0.086264129001375
1006 => 0.081579541466661
1007 => 0.073519952096857
1008 => 0.078844363706448
1009 => 0.078639379651325
1010 => 0.078536017395444
1011 => 0.082537165564124
1012 => 0.0821525474899
1013 => 0.081454461918991
1014 => 0.085187473886967
1015 => 0.083824874302559
1016 => 0.088024085152865
1017 => 0.090789957006807
1018 => 0.090088442438066
1019 => 0.092689758285316
1020 => 0.087242189045019
1021 => 0.089051653028103
1022 => 0.089424581047208
1023 => 0.085141409098743
1024 => 0.082215475763495
1025 => 0.082020349368116
1026 => 0.076947184183246
1027 => 0.079657228075845
1028 => 0.082041954552096
1029 => 0.080899855632222
1030 => 0.080538301233424
1031 => 0.082385404245298
1101 => 0.082528939968689
1102 => 0.079256310264161
1103 => 0.079936793610436
1104 => 0.08277452228535
1105 => 0.07986529012869
1106 => 0.074213127268676
1107 => 0.072811312732127
1108 => 0.072624284832383
1109 => 0.068822452629949
1110 => 0.072904988682496
1111 => 0.071122852290395
1112 => 0.076752599799769
1113 => 0.073536918215356
1114 => 0.073398296609353
1115 => 0.073188749720512
1116 => 0.069916355692167
1117 => 0.070632802012885
1118 => 0.073014378700806
1119 => 0.073864152093439
1120 => 0.073775513766599
1121 => 0.073002707675771
1122 => 0.073356494346745
1123 => 0.072216824212091
1124 => 0.071814382967363
1125 => 0.070544167698814
1126 => 0.068677302159971
1127 => 0.068936901263299
1128 => 0.065238152138912
1129 => 0.063222877308472
1130 => 0.062665075796301
1201 => 0.061919160302097
1202 => 0.062749328936177
1203 => 0.065227674047366
1204 => 0.062238264033026
1205 => 0.057113130246171
1206 => 0.057421159519564
1207 => 0.058113209842166
1208 => 0.056823578644368
1209 => 0.055603050946195
1210 => 0.056664200755215
1211 => 0.054492614006279
1212 => 0.058375635725897
1213 => 0.058270610870424
1214 => 0.059717961243045
1215 => 0.060623019133664
1216 => 0.058537153711758
1217 => 0.058012564198928
1218 => 0.0583113942267
1219 => 0.053372399519746
1220 => 0.059314340005205
1221 => 0.059365726153268
1222 => 0.05892572675612
1223 => 0.062089626627796
1224 => 0.068766442202151
1225 => 0.066254355608795
1226 => 0.065281599751628
1227 => 0.063432390156073
1228 => 0.065896352146948
1229 => 0.065707158309844
1230 => 0.064851552028826
1231 => 0.064334078680412
]
'min_raw' => 0.048326554809895
'max_raw' => 0.12400040597547
'avg_raw' => 0.086163480392682
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$0.048326'
'max' => '$0.1240004'
'avg' => '$0.086163'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.02971772767953
'max_diff' => 0.072076007667113
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.0015169153339653
]
1 => [
'year' => 2028
'avg' => 0.0026034670767524
]
2 => [
'year' => 2029
'avg' => 0.0071122028244006
]
3 => [
'year' => 2030
'avg' => 0.0054870538872148
]
4 => [
'year' => 2031
'avg' => 0.0053889669203471
]
5 => [
'year' => 2032
'avg' => 0.0094485549816744
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.0015169153339653
'min' => '$0.001516'
'max_raw' => 0.0094485549816744
'max' => '$0.009448'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.0094485549816744
]
1 => [
'year' => 2033
'avg' => 0.024302654996318
]
2 => [
'year' => 2034
'avg' => 0.015404190667614
]
3 => [
'year' => 2035
'avg' => 0.018169278217606
]
4 => [
'year' => 2036
'avg' => 0.03526661271936
]
5 => [
'year' => 2037
'avg' => 0.086163480392682
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.0094485549816744
'min' => '$0.009448'
'max_raw' => 0.086163480392682
'max' => '$0.086163'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 0.086163480392682
]
]
]
]
'prediction_2025_max_price' => '$0.002593'
'last_price' => 0.00251487
'sma_50day_nextmonth' => '$0.002371'
'sma_200day_nextmonth' => '$0.006236'
'sma_50day_ts_nextmonth' => 1770163200
'sma_200day_ts_nextmonth' => 1770163200
'sma_200day_direction' => 'increase'
'sma_200day_direction_label' => 'aumentar'
'sma_200day_date_nextmonth' => '4 de fev. de 2026'
'sma_50day_date_nextmonth' => '4 de fev. de 2026'
'daily_sma3' => '$0.00249'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.002477'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.002436'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.002462'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.002751'
'daily_sma50_action' => 'SELL'
'daily_sma100' => '$0.004326'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '—'
'daily_sma200_action' => '—'
'daily_ema3' => '$0.002494'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.002478'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.002464'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.002513'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$0.0030052'
'daily_ema50_action' => 'SELL'
'daily_ema100' => '$0.004356'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.006393'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.004456'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '—'
'weekly_sma50_action' => '—'
'weekly_sma100' => '—'
'weekly_sma100_action' => '—'
'weekly_sma200' => '—'
'weekly_sma200_action' => '—'
'weekly_ema3' => '$0.002493'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$0.002571'
'weekly_ema5_action' => 'SELL'
'weekly_ema10' => '$0.003088'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.004922'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.0036092'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.0018046'
'weekly_ema100_action' => 'BUY'
'weekly_ema200' => '$0.0009023'
'weekly_ema200_action' => 'BUY'
'rsi_14' => '44.78'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 102.96
'stoch_rsi_14_action' => 'SELL'
'momentum_10' => 0
'momentum_10_action' => 'BUY'
'vwma_10' => '0.002422'
'vwma_10_action' => 'BUY'
'hma_9' => '0.002514'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 100
'stochastic_fast_14_action' => 'SELL'
'cci_20' => 81.07
'cci_20_action' => 'NEUTRAL'
'adx_14' => 27.08
'adx_14_action' => 'SELL'
'ao_5_34' => '-0.000061'
'ao_5_34_action' => 'NEUTRAL'
'macd_12_26' => 0
'macd_12_26_action' => 'BUY'
'williams_percent_r_14' => -0
'williams_percent_r_14_action' => 'SELL'
'ultimate_oscillator' => 69.22
'ultimate_oscillator_action' => 'NEUTRAL'
'ichimoku_cloud' => '-0.004526'
'ichimoku_cloud_action' => 'SELL'
'sell_signals' => 11
'buy_signals' => 19
'sell_pct' => 36.67
'buy_pct' => 63.33
'overall_action' => 'bullish'
'overall_action_label' => 'Altista'
'overall_action_dir' => 1
'last_updated' => 1767678821
'last_updated_date' => '6 de janeiro de 2026'
]
Previsão de preço de fxhash para 2026
A previsão de preço para fxhash em 2026 sugere que o preço médio poderia variar entre $0.000868 na extremidade inferior e $0.002593 na extremidade superior. No mercado de criptomoedas, comparado ao preço médio de hoje, fxhash poderia potencialmente ganhar 3.13% até 2026 se FXH atingir a meta de preço prevista.
Previsão de preço de fxhash 2027-2032
A previsão de preço de FXH para 2027-2032 está atualmente dentro de uma faixa de preço entre $0.001516 na extremidade inferior e $0.009448 na extremidade superior. Considerando a volatilidade de preços no mercado, se fxhash atingir a meta de preço superior, poderia ganhar 275.71% até 2032 em comparação com o preço de hoje.
| Previsão de Preço de fxhash | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2027 | $0.000836 | $0.001516 | $0.002197 |
| 2028 | $0.0015095 | $0.0026034 | $0.003697 |
| 2029 | $0.003316 | $0.007112 | $0.0109083 |
| 2030 | $0.00282 | $0.005487 | $0.008153 |
| 2031 | $0.003334 | $0.005388 | $0.007443 |
| 2032 | $0.005089 | $0.009448 | $0.0138075 |
Previsão de preço de fxhash 2032-2037
A previsão de preço de fxhash para 2032-2037 é atualmente estimada entre $0.009448 na extremidade inferior e $0.086163 na extremidade superior. Comparado ao preço atual, fxhash poderia potencialmente ganhar 3326.16% até 2037 se atingir a meta de preço superior. Por favor, note que esta informação é apenas para fins gerais e não deve ser considerada como aconselhamento de investimento a longo prazo.
| Previsão de Preço de fxhash | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2032 | $0.005089 | $0.009448 | $0.0138075 |
| 2033 | $0.011827 | $0.0243026 | $0.036778 |
| 2034 | $0.0095083 | $0.0154041 | $0.021299 |
| 2035 | $0.011241 | $0.018169 | $0.025096 |
| 2036 | $0.0186088 | $0.035266 | $0.051924 |
| 2037 | $0.048326 | $0.086163 | $0.1240004 |
fxhash Histograma de preços potenciais
Previsão de preço de fxhash baseada na análise técnica
Indicador de Sentimento de Mercado
Altista 63.33%
Baixista 36.67%
Em 6 de janeiro de 2026, o sentimento geral de previsão de preço para fxhash é Altista, com 19 indicadores técnicos mostrando sinais de alta e 11 indicando sinais de baixa. A previsão de preço de FXH 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 fxhash
De acordo com nossos indicadores técnicos, o SMA de 200 dias de fxhash está projetado para aumentar no próximo mês, alcançando $0.006236 até 4 de fev. de 2026. O SMA de 50 dias de curto prazo para fxhash é esperado para alcançar $0.002371 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 44.78, sugerindo que o mercado de FXH está em um estado NEUTRAL.
Médias Móveis e Osciladores Populares de FXH para Sábado, 19 de Outubro de 2024
Médias móveis (MA) são indicadores amplamente utilizados nos mercados financeiros, projetados para suavizar movimentos de preços ao longo de um período definido. Como indicadores atrasados, eles se baseiam em dados históricos de preços. A tabela abaixo destaca dois tipos: a média móvel simples (SMA) e a média móvel exponencial (EMA).
Média Móvel Simples Diária (SMA)
| Período | Valor | Ação |
|---|---|---|
| SMA 3 | $0.00249 | BUY |
| SMA 5 | $0.002477 | BUY |
| SMA 10 | $0.002436 | BUY |
| SMA 21 | $0.002462 | BUY |
| SMA 50 | $0.002751 | SELL |
| SMA 100 | $0.004326 | SELL |
| SMA 200 | — | — |
Média Móvel Exponencial Diária (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 3 | $0.002494 | BUY |
| EMA 5 | $0.002478 | BUY |
| EMA 10 | $0.002464 | BUY |
| EMA 21 | $0.002513 | BUY |
| EMA 50 | $0.0030052 | SELL |
| EMA 100 | $0.004356 | SELL |
| EMA 200 | $0.006393 | SELL |
Média Móvel Simples Semanal (SMA)
| Período | Valor | Ação |
|---|---|---|
| SMA 21 | $0.004456 | SELL |
| SMA 50 | — | — |
| SMA 100 | — | — |
| SMA 200 | — | — |
Média Móvel Exponencial Semanal (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 21 | $0.004922 | SELL |
| EMA 50 | $0.0036092 | SELL |
| EMA 100 | $0.0018046 | BUY |
| EMA 200 | $0.0009023 | BUY |
Osciladores de fxhash
Um oscilador é uma ferramenta de análise técnica que define limites altos e baixos entre dois extremos, criando um indicador de tendência que flutua dentro desses limites. Os traders usam esse indicador para identificar condições de sobrecompra ou sobrevenda de curto prazo.
| Período | Valor | Ação |
|---|---|---|
| RSI (14) | 44.78 | NEUTRAL |
| Stoch RSI (14) | 102.96 | SELL |
| Estocástico Rápido (14) | 100 | SELL |
| Índice de Canal de Commodities (20) | 81.07 | NEUTRAL |
| Índice Direcional Médio (14) | 27.08 | SELL |
| Oscilador Impressionante (5, 34) | -0.000061 | NEUTRAL |
| Momentum (10) | 0 | BUY |
| MACD (12, 26) | 0 | BUY |
| Williams Percent Range (14) | -0 | SELL |
| Oscilador Ultimate (7, 14, 28) | 69.22 | NEUTRAL |
| VWMA (10) | 0.002422 | BUY |
| Média Móvel de Hull (9) | 0.002514 | BUY |
| Nuvem Ichimoku B/L (9, 26, 52, 26) | -0.004526 | SELL |
Previsão do preço de fxhash com base nos fluxos financeiros mundiais
Definições dos fluxos financeiros mundiais, usadas na previsão do preço do fxhash
M0: o total de todas as moedas físicas, mais as contas no Banco Central que podem ser trocadas por moedas físicas.
M1: o valor de M0, mais o valor em contas de demanda, incluindo contas 'correntes'.
M2: o valor de M1, mais a maioria das contas de poupança, do mercado de moedas e de certificados de depósito (CD) de menos de US$ 100.000.
Previsões de preço de fxhash por empresas de Internet ou nichos tecnológicos
| Comparação | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook stock | $0.003533 | $0.004965 | $0.006977 | $0.0098045 | $0.013777 | $0.019359 |
| Amazon.com stock | $0.005247 | $0.010949 | $0.022845 | $0.047669 | $0.099464 | $0.207539 |
| Apple stock | $0.003567 | $0.005059 | $0.007176 | $0.010179 | $0.014439 | $0.020481 |
| Netflix stock | $0.003968 | $0.00626 | $0.009878 | $0.015587 | $0.024594 | $0.0388059 |
| Google stock | $0.003256 | $0.004217 | $0.005461 | $0.007072 | $0.009159 | $0.011861 |
| Tesla stock | $0.005701 | $0.012923 | $0.029297 | $0.066414 | $0.150556 | $0.3413011 |
| Kodak stock | $0.001885 | $0.001414 | $0.00106 | $0.000795 | $0.000596 | $0.000447 |
| Nokia stock | $0.001665 | $0.0011036 | $0.000731 | $0.000484 | $0.00032 | $0.000212 |
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 fxhash
Você pode fazer perguntas como: 'Devo investir em fxhash agora?', 'Devo comprar FXH hoje?', 'fxhash será um bom ou mau investimento no curto ou no longo prazo?'.
Atualizamos a previsão para fxhash regularmente com novos valores. Veja nossas previsões semelhantes. Fazemos previsões de preços futuros para uma enorme quantidade de moedas digitais, como fxhash, 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 fxhash para poder tomar sozinho uma decisão de tão grande responsabilidade sobre o seu investimento.
O preço de fxhash é de $0.002514 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 fxhash com base no padrão de crescimento do Bitcoin
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Se fxhash tiver 1% da média anterior do crescimento anual do Bitcoin | $0.00258 | $0.002647 | $0.002716 | $0.002786 |
| Se fxhash tiver 2% da média anterior do crescimento anual do Bitcoin | $0.002645 | $0.002783 | $0.002927 | $0.00308 |
| Se fxhash tiver 5% da média anterior do crescimento anual do Bitcoin | $0.002841 | $0.003211 | $0.003628 | $0.004099 |
| Se fxhash tiver 10% da média anterior do crescimento anual do Bitcoin | $0.003168 | $0.003992 | $0.005029 | $0.006337 |
| Se fxhash tiver 20% da média anterior do crescimento anual do Bitcoin | $0.003822 | $0.0058093 | $0.008829 | $0.013419 |
| Se fxhash tiver 50% da média anterior do crescimento anual do Bitcoin | $0.005783 | $0.013299 | $0.030584 | $0.070334 |
| Se fxhash tiver 100% da média anterior do crescimento anual do Bitcoin | $0.009051 | $0.03258 | $0.117267 | $0.422083 |
Perguntas Frequentes sobre fxhash
FXH é um bom investimento?
A decisão de adquirir fxhash depende inteiramente da sua tolerância individual ao risco. Como você pode perceber, o valor de fxhash experimentou uma queda de -0.4225% nas últimas 24 horas, e fxhash registrou um declínio de durante os últimos 30 dias. Consequentemente, a decisão de investir ou não em fxhash dependerá de quão alinhado esse investimento está com suas aspirações de negociação.
fxhash pode subir?
Parece que o valor médio de fxhash pode potencialmente subir para $0.002593 até o final deste ano. Observando as perspectivas de fxhash em um horizonte de cinco anos mais longo, a moeda digital poderia potencialmente crescer até $0.008153. 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 fxhash na próxima semana?
Com base na nossa nova previsão experimental de fxhash, o preço de fxhash aumentará 0.86% na próxima semana e atingirá $0.002536 até 13 de janeiro de 2026.
Qual será o preço de fxhash no próximo mês?
Com base na nossa nova previsão experimental de fxhash, o preço de fxhash diminuirá -11.62% no próximo mês e atingirá $0.002222 até 5 de fevereiro de 2026.
Até onde o preço de fxhash pode subir este ano em 2026?
De acordo com nossa previsão mais recente sobre o valor de fxhash em 2026, espera-se que FXH fluctue dentro do intervalo de $0.000868 e $0.002593. No entanto, é crucial lembrar que o mercado de criptomoedas é excepcionalmente instável, e essa previsão de preço de fxhash não considera flutuações repentinas e extremas de preço.
Onde estará fxhash em 5 anos?
O futuro de fxhash parece seguir uma tendência de alta, com um preço máximo de $0.008153 projetada após um período de cinco anos. Com base na previsão de fxhash para 2030, o valor de fxhash pode potencialmente atingir seu pico mais alto de aproximadamente $0.008153, enquanto seu pico mais baixo está previsto para cerca de $0.00282.
Quanto será fxhash em 2026?
Com base na nossa nova simulação experimental de previsão de preços de fxhash, espera-se que o valor de FXH em 2026 aumente 3.13% para $0.002593 se o melhor cenário ocorrer. O preço ficará entre $0.002593 e $0.000868 durante 2026.
Quanto será fxhash em 2027?
De acordo com nossa última simulação experimental para previsão de preços de fxhash, o valor de FXH pode diminuir -12.62% para $0.002197 em 2027, assumindo as condições mais favoráveis. O preço está projetado para flutuar entre $0.002197 e $0.000836 ao longo do ano.
Quanto será fxhash em 2028?
Nosso novo modelo experimental de previsão de preços de fxhash sugere que o valor de FXH em 2028 pode aumentar 47.02%, alcançando $0.003697 no melhor cenário. O preço é esperado para variar entre $0.003697 e $0.0015095 durante o ano.
Quanto será fxhash em 2029?
Com base no nosso modelo de previsão experimental, o valor de fxhash pode experimentar um 333.75% crescimento em 2029, potencialmente alcançando $0.0109083 sob condições ótimas. A faixa de preço prevista para 2029 está entre $0.0109083 e $0.003316.
Quanto será fxhash em 2030?
Usando nossa nova simulação experimental para previsões de preços de fxhash, espera-se que o valor de FXH em 2030 aumente 224.23%, alcançando $0.008153 no melhor cenário. O preço está previsto para variar entre $0.008153 e $0.00282 ao longo de 2030.
Quanto será fxhash em 2031?
Nossa simulação experimental indica que o preço de fxhash poderia aumentar 195.98% em 2031, potencialmente atingindo $0.007443 sob condições ideais. O preço provavelmente oscilará entre $0.007443 e $0.003334 durante o ano.
Quanto será fxhash em 2032?
Com base nos achados da nossa mais recente previsão experimental de preços de fxhash, FXH poderia ver um 449.04% aumento em valor, atingindo $0.0138075 se o cenário mais positivo se desenrolar em 2032. O preço é esperado para permanecer dentro de uma faixa de $0.0138075 e $0.005089 ao longo do ano.
Quanto será fxhash em 2033?
De acordo com nossa previsão experimental de preços de fxhash, espera-se que o valor de FXH seja aumentar 1362.43% em 2033, com o preço potencial mais alto sendo $0.036778. Ao longo do ano, o preço de FXH poderia variar entre $0.036778 e $0.011827.
Quanto será fxhash em 2034?
Os resultados da nossa nova simulação de previsão de preços de fxhash sugerem que FXH pode aumentar 746.96% em 2034, atingindo potencialmente $0.021299 nas melhores circunstâncias. A faixa de preço prevista para o ano é entre $0.021299 e $0.0095083.
Quanto será fxhash em 2035?
Com base em nossa previsão experimental para o preço de fxhash, FXH poderia aumentar 897.93%, com o valor potencialmente atingindo $0.025096 em 2035. A faixa de preço esperada para o ano está entre $0.025096 e $0.011241.
Quanto será fxhash em 2036?
Nossa recente simulação de previsão de preços de fxhash sugere que o valor de FXH pode aumentar 1964.7% em 2036, possivelmente atingindo $0.051924 se as condições forem ideais. A faixa de preço esperada para 2036 está entre $0.051924 e $0.0186088.
Quanto será fxhash em 2037?
De acordo com a simulação experimental, o valor de fxhash poderia aumentar 4830.69% em 2037, com um pico de $0.1240004 sob condições favoráveis. O preço é esperado para cair entre $0.1240004 e $0.048326 ao longo do ano.
Previsões relacionadas
Como ler e prever os movimentos de preço de fxhash?
Traders de fxhash 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 fxhash
Médias móveis são ferramentas populares para a previsão de preço de fxhash. Uma média móvel simples (SMA) calcula o preço médio de fechamento de FXH 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 FXH 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 FXH.
Como ler gráficos de fxhash 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 fxhash 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 FXH 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 fxhash?
A ação de preço de fxhash 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 FXH. A capitalização de mercado de fxhash pode mudar rapidamente.
Traders frequentemente monitoram a atividade de "baleias" de FXH, grandes detentores de fxhash, pois suas ações podem influenciar significativamente os movimentos de preço no relativamente pequeno mercado de fxhash.
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