Predicción del precio de STEAM - Pronóstico de STEAM
$0.003906
-10.6077%
Add to portfolio
Add to favorites
Sentiment
Alcista 3.23%
Bajista 96.77%
SMA 50
$0.004261
SMA 200
$0.006581
RSI (14)
42.22
Momentum (10)
-0
MACD (12, 26)
0
Hull Moving Average (9)
0.0042072
Predicción de precio de STEAM hasta $0.004028 para el año 2026
| Año | Precio min. | Precio max. |
|---|---|---|
| 2026 | $0.001349 | $0.004028 |
| 2027 | $0.001299 | $0.003412 |
| 2028 | $0.002344 | $0.005742 |
| 2029 | $0.00515 | $0.016942 |
| 2030 | $0.00438 | $0.012664 |
| 2031 | $0.005178 | $0.011561 |
| 2032 | $0.0079051 | $0.021445 |
| 2033 | $0.018369 | $0.057124 |
| 2034 | $0.014768 | $0.033083 |
| 2035 | $0.01746 | $0.03898 |
Calculadora de ganancias de inversión
Si abres una posición corta de $10,000.00 en STEAM hoy y la cierras el Apr 06, 2026, nuestra previsión indica que podrías obtener una ganancia de alrededor de $3,955.62, equivalente a un ROI del 39.56% en los próximos 90 días.
$
≈ $3,955.62
(39.56% ROI)
Predicción del precio a largo plazo de STEAM para 2027, 2028, 2029, 2030, 2031, 2032 y 2037
[
'name' => 'STEAM'
'name_with_ticker' => 'STEAM <small>STEAM</small>'
'name_lang' => 'STEAM'
'name_lang_with_ticker' => 'STEAM <small>STEAM</small>'
'name_with_lang' => 'STEAM'
'name_with_lang_with_ticker' => 'STEAM <small>STEAM</small>'
'image' => '/uploads/coins/steam.png?1717243478'
'price_for_sd' => 0.003906
'ticker' => 'STEAM'
'marketcap' => '$946.35K'
'low24h' => '$0.003831'
'high24h' => '$0.004409'
'volume24h' => '$12.9K'
'current_supply' => '240.91M'
'max_supply' => '1B'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.003906'
'change_24h_pct' => '-10.6077%'
'ath_price' => '$0.03808'
'ath_days' => 399
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '3 dic. 2024'
'ath_pct' => '-89.74%'
'fdv' => '$3.93M'
'new_prediction' => true
'change_24h_pct_is_increased' => false
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$0.192598'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.003939'
'next_week_prediction_price_date' => '13 de enero de 2026'
'next_week_prediction_price_change_pct' => '0.86%'
'next_week_prediction_price_is_increased' => true
'next_month_prediction_price' => '$0.003452'
'next_month_prediction_price_date' => '5 de febrero 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' => '$0.001349'
'current_year_max_price_prediction' => '$0.004028'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.00438'
'grand_prediction_max_price' => '$0.012664'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.0039801287298861
107 => 0.0039949890857768
108 => 0.0040284702263871
109 => 0.0037423775456561
110 => 0.0038708247600645
111 => 0.003946275464653
112 => 0.0036053864364018
113 => 0.0039395371846063
114 => 0.0037373973085833
115 => 0.003668787998622
116 => 0.0037611613958956
117 => 0.003725163393142
118 => 0.0036942144242481
119 => 0.0036769443678346
120 => 0.0037447731959125
121 => 0.0037416089000096
122 => 0.003630627772266
123 => 0.0034858574152939
124 => 0.0035344470990187
125 => 0.0035167940113908
126 => 0.0034528169445335
127 => 0.0034959297629748
128 => 0.0033060827294575
129 => 0.002979460775681
130 => 0.0031952372430467
131 => 0.0031869300837728
201 => 0.0031827412373672
202 => 0.003344891288969
203 => 0.0033293043029457
204 => 0.0033010137706851
205 => 0.0034522973667228
206 => 0.0033970768191176
207 => 0.0035672535352397
208 => 0.0036793429268177
209 => 0.0036509134314015
210 => 0.0037563340459557
211 => 0.0035355665071944
212 => 0.0036088966279146
213 => 0.0036240098641638
214 => 0.0034504305506309
215 => 0.0033318545266266
216 => 0.0033239468576912
217 => 0.0031183523728504
218 => 0.0032281792871517
219 => 0.0033248224267902
220 => 0.0032785378627139
221 => 0.0032638855524394
222 => 0.0033387410279336
223 => 0.0033445579394733
224 => 0.0032119317399197
225 => 0.0032395089265324
226 => 0.0033545103790332
227 => 0.0032366111849927
228 => 0.003007552309696
301 => 0.0029507425416357
302 => 0.0029431630713647
303 => 0.0027890904747456
304 => 0.002954538841984
305 => 0.0028823161959438
306 => 0.0031104666694244
307 => 0.0029801483425678
308 => 0.002974530579961
309 => 0.0029660385078341
310 => 0.0028334218592653
311 => 0.0028624564770742
312 => 0.0029589719687681
313 => 0.0029934097835293
314 => 0.002989817637309
315 => 0.0029584989902049
316 => 0.0029728365064718
317 => 0.0029266503710545
318 => 0.0029103410853574
319 => 0.0028588644934749
320 => 0.0027832081241791
321 => 0.0027937286063571
322 => 0.0026438335422162
323 => 0.002562162755739
324 => 0.0025395573584458
325 => 0.0025093284764408
326 => 0.0025429717911043
327 => 0.0026434089083328
328 => 0.0025222604360321
329 => 0.0023145598778498
330 => 0.0023270430353011
331 => 0.0023550889838115
401 => 0.002302825544305
402 => 0.0022533625849501
403 => 0.0022963666150524
404 => 0.0022083611504825
405 => 0.0023657240237537
406 => 0.002361467799036
407 => 0.0024201229469367
408 => 0.0024568012146438
409 => 0.0023722696823091
410 => 0.0023510102305245
411 => 0.0023631205804492
412 => 0.0021629634723314
413 => 0.0024037658409801
414 => 0.0024058483098637
415 => 0.0023880169469787
416 => 0.0025162367743451
417 => 0.0027868206028551
418 => 0.0026850160823604
419 => 0.0026455942949669
420 => 0.0025706534483147
421 => 0.0026705076769315
422 => 0.0026628404301424
423 => 0.0026281662324449
424 => 0.0026071951694873
425 => 0.0026458349959945
426 => 0.002602407267375
427 => 0.0025946064540008
428 => 0.0025473420123216
429 => 0.0025304707570372
430 => 0.0025179799512887
501 => 0.0025042288014808
502 => 0.002534560411384
503 => 0.0024658249928877
504 => 0.0023829368163973
505 => 0.0023760455613847
506 => 0.00239507292236
507 => 0.0023866547315488
508 => 0.0023760052583258
509 => 0.0023556725137315
510 => 0.0023496402227507
511 => 0.0023692422419867
512 => 0.002347112705138
513 => 0.0023797660422165
514 => 0.0023708861413227
515 => 0.0023212837367736
516 => 0.0022594607755432
517 => 0.0022589104215101
518 => 0.002245590765923
519 => 0.0022286261819092
520 => 0.0022239070227337
521 => 0.0022927449355852
522 => 0.0024352373550425
523 => 0.0024072626835484
524 => 0.0024274772506626
525 => 0.0025269129137717
526 => 0.0025585205209393
527 => 0.0025360861900389
528 => 0.0025053766942132
529 => 0.0025067277561762
530 => 0.0026116713998093
531 => 0.0026182166061362
601 => 0.0026347542309607
602 => 0.0026560097523924
603 => 0.0025397060972502
604 => 0.002501249864478
605 => 0.00248302716792
606 => 0.0024269083155923
607 => 0.0024874276865609
608 => 0.0024521656407953
609 => 0.0024569236954921
610 => 0.0024538250061289
611 => 0.0024555171000537
612 => 0.0023656800376235
613 => 0.0023984119414761
614 => 0.002343988802864
615 => 0.0022711223295465
616 => 0.0022708780555777
617 => 0.0022887120216923
618 => 0.0022781036808041
619 => 0.0022495569082396
620 => 0.0022536118425454
621 => 0.0022180863512239
622 => 0.0022579252804016
623 => 0.0022590677183399
624 => 0.0022437275605653
625 => 0.0023051049276764
626 => 0.0023302512850609
627 => 0.0023201540645957
628 => 0.0023295428371559
629 => 0.0024084251574471
630 => 0.0024212864175315
701 => 0.0024269985396938
702 => 0.0024193450527075
703 => 0.0023309846611646
704 => 0.0023349038202669
705 => 0.0023061476311769
706 => 0.0022818516816485
707 => 0.0022828233922142
708 => 0.0022953146685241
709 => 0.0023498648047735
710 => 0.0024646623506041
711 => 0.0024690188335524
712 => 0.0024742990179734
713 => 0.0024528218543252
714 => 0.0024463441362601
715 => 0.0024548899184289
716 => 0.0024980018408746
717 => 0.0026088974101779
718 => 0.0025696995095201
719 => 0.0025378310061336
720 => 0.0025657882752903
721 => 0.00256148447284
722 => 0.0025251560489652
723 => 0.0025241364311026
724 => 0.0024544105707872
725 => 0.0024286345078097
726 => 0.0024070941002807
727 => 0.0023835725375857
728 => 0.0023696281667702
729 => 0.002391053057946
730 => 0.0023959531840498
731 => 0.0023491072850508
801 => 0.0023427223621188
802 => 0.0023809777344803
803 => 0.0023641429714081
804 => 0.0023814579427099
805 => 0.002385475164577
806 => 0.002384828299332
807 => 0.0023672508732243
808 => 0.0023784542004589
809 => 0.0023519549916764
810 => 0.0023231410821779
811 => 0.0023047596030878
812 => 0.0022887193246323
813 => 0.0022976194033859
814 => 0.0022658922477196
815 => 0.0022557420920805
816 => 0.0023746587652747
817 => 0.0024625037903329
818 => 0.0024612264888781
819 => 0.0024534512447673
820 => 0.0024418988091693
821 => 0.0024971567082549
822 => 0.0024779059611301
823 => 0.0024919124881172
824 => 0.0024954777370875
825 => 0.0025062686719363
826 => 0.0025101255036325
827 => 0.0024984674795046
828 => 0.0024593417266235
829 => 0.0023618440704089
830 => 0.002316458648251
831 => 0.002301480702985
901 => 0.0023020251228482
902 => 0.0022870075926224
903 => 0.0022914309283124
904 => 0.0022854693369845
905 => 0.0022741795252733
906 => 0.0022969222893265
907 => 0.0022995431810202
908 => 0.0022942347481344
909 => 0.002295485076247
910 => 0.0022515335192139
911 => 0.0022548750606373
912 => 0.0022362689333689
913 => 0.0022327805088063
914 => 0.0021857458392926
915 => 0.0021024171044646
916 => 0.0021485893124753
917 => 0.0020928197779933
918 => 0.0020716990102386
919 => 0.002171681439836
920 => 0.0021616459769853
921 => 0.0021444696268958
922 => 0.0021190622252485
923 => 0.0021096383728302
924 => 0.0020523820287656
925 => 0.0020489990185075
926 => 0.0020773768086773
927 => 0.0020642814349341
928 => 0.0020458905705928
929 => 0.0019792807242006
930 => 0.0019043892030935
1001 => 0.0019066497073644
1002 => 0.0019304713068223
1003 => 0.0019997358200264
1004 => 0.0019726729764293
1005 => 0.0019530385728893
1006 => 0.0019493616393142
1007 => 0.0019953861611878
1008 => 0.0020605205020743
1009 => 0.0020910800775195
1010 => 0.0020607964663614
1011 => 0.0020260082844484
1012 => 0.0020281256798886
1013 => 0.0020422117631419
1014 => 0.0020436920113253
1015 => 0.0020210484811828
1016 => 0.0020274225022827
1017 => 0.0020177397813793
1018 => 0.0019583169410679
1019 => 0.0019572421703186
1020 => 0.0019426588469834
1021 => 0.0019422172697486
1022 => 0.001917407398775
1023 => 0.0019139363263233
1024 => 0.0018646748216537
1025 => 0.0018970988932048
1026 => 0.0018753505283485
1027 => 0.0018425706125894
1028 => 0.001836919342757
1029 => 0.0018367494587618
1030 => 0.0018704071027913
1031 => 0.0018967055840379
1101 => 0.0018757288504664
1102 => 0.0018709528548491
1103 => 0.0019219479930186
1104 => 0.0019154583968556
1105 => 0.0019098384484317
1106 => 0.0020546884362476
1107 => 0.0019400283681059
1108 => 0.0018900300338282
1109 => 0.0018281476007333
1110 => 0.0018482968329873
1111 => 0.001852542572277
1112 => 0.001703726475831
1113 => 0.0016433518040367
1114 => 0.0016226334918484
1115 => 0.0016107098102701
1116 => 0.0016161435816935
1117 => 0.0015617992958359
1118 => 0.0015983195547037
1119 => 0.0015512619967592
1120 => 0.0015433726440313
1121 => 0.0016275173869489
1122 => 0.0016392256363594
1123 => 0.0015892746069061
1124 => 0.0016213512541522
1125 => 0.001609719815962
1126 => 0.0015520686635268
1127 => 0.0015498668135569
1128 => 0.0015209394918009
1129 => 0.001475673834686
1130 => 0.0014549862147447
1201 => 0.0014442119226612
1202 => 0.0014486576055616
1203 => 0.001446409732247
1204 => 0.0014317408383491
1205 => 0.0014472505360744
1206 => 0.0014076296674358
1207 => 0.0013918523182969
1208 => 0.0013847260557225
1209 => 0.0013495602543136
1210 => 0.001405524682658
1211 => 0.0014165503800632
1212 => 0.0014275978014982
1213 => 0.0015237580626954
1214 => 0.001518954167792
1215 => 0.0015623790381264
1216 => 0.0015606916275184
1217 => 0.0015483061510628
1218 => 0.0014960538632085
1219 => 0.0015168806938398
1220 => 0.0014527789463648
1221 => 0.0015008083340682
1222 => 0.0014788897272756
1223 => 0.0014933976310635
1224 => 0.0014673111119279
1225 => 0.0014817484687035
1226 => 0.0014191649819444
1227 => 0.0013607254025821
1228 => 0.0013842431952752
1229 => 0.0014098097255183
1230 => 0.0014652444773162
1231 => 0.0014322279964722
]
'min_raw' => 0.0013495602543136
'max_raw' => 0.0040284702263871
'avg_raw' => 0.0026890152403503
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.001349'
'max' => '$0.004028'
'avg' => '$0.002689'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.0025565497456864
'max_diff' => 0.00012236022638706
'year' => 2026
]
1 => [
'items' => [
101 => 0.001444101971475
102 => 0.0014043261428948
103 => 0.00132225724713
104 => 0.0013227217481673
105 => 0.001310097236522
106 => 0.0012991878152516
107 => 0.0014360203364657
108 => 0.0014190030494507
109 => 0.0013918882297597
110 => 0.0014281824934162
111 => 0.0014377792727944
112 => 0.0014380524796118
113 => 0.0014645318374851
114 => 0.0014786638755287
115 => 0.0014811547084856
116 => 0.0015228205502236
117 => 0.0015367863907884
118 => 0.0015943097115552
119 => 0.0014774648708357
120 => 0.001475058528233
121 => 0.0014286932281361
122 => 0.0013992876218082
123 => 0.0014307066551589
124 => 0.0014585396295819
125 => 0.0014295580762355
126 => 0.0014333424552686
127 => 0.0013944370877809
128 => 0.0014083439259901
129 => 0.0014203223685092
130 => 0.0014137085766104
131 => 0.0014038074100269
201 => 0.0014562576430823
202 => 0.0014532981953792
203 => 0.0015021410582261
204 => 0.0015402175626019
205 => 0.0016084574654326
206 => 0.0015372455694021
207 => 0.0015346503248691
208 => 0.0015600192564695
209 => 0.0015367825069372
210 => 0.0015514673305363
211 => 0.0016060915133243
212 => 0.0016072456362309
213 => 0.0015879125905411
214 => 0.0015867361729539
215 => 0.001590449295859
216 => 0.0016121971726912
217 => 0.0016045977962813
218 => 0.0016133919870556
219 => 0.0016243892572802
220 => 0.0016698786296752
221 => 0.0016808459633561
222 => 0.0016542010284221
223 => 0.001656606767716
224 => 0.0016466408306308
225 => 0.0016370138602794
226 => 0.0016586538837233
227 => 0.0016982014519027
228 => 0.0016979554285336
301 => 0.0017071296956563
302 => 0.0017128451880701
303 => 0.0016883101106341
304 => 0.0016723386774031
305 => 0.0016784631411926
306 => 0.0016882562921654
307 => 0.0016752873543209
308 => 0.0015952370621481
309 => 0.0016195192071609
310 => 0.0016154774708945
311 => 0.0016097215469593
312 => 0.0016341374315379
313 => 0.0016317824599074
314 => 0.0015612419166365
315 => 0.0015657576933485
316 => 0.0015615165359751
317 => 0.0015752205831077
318 => 0.0015360424434192
319 => 0.0015480933753185
320 => 0.0015556516068354
321 => 0.0015601034632638
322 => 0.0015761866213501
323 => 0.0015742994483797
324 => 0.0015760693120285
325 => 0.001599916389674
326 => 0.0017205267250762
327 => 0.0017270912795205
328 => 0.0016947650125641
329 => 0.0017076787186057
330 => 0.0016828872269228
331 => 0.0016995299213781
401 => 0.0017109164302458
402 => 0.0016594629861723
403 => 0.0016564162471444
404 => 0.0016315224321565
405 => 0.0016448989582732
406 => 0.0016236159434152
407 => 0.0016288380508131
408 => 0.0016142365832734
409 => 0.0016405163177217
410 => 0.0016699011442927
411 => 0.0016773249119265
412 => 0.0016577961754149
413 => 0.001643656083174
414 => 0.001618830739235
415 => 0.0016601158394744
416 => 0.0016721888609251
417 => 0.0016600524250324
418 => 0.0016572401476497
419 => 0.0016519108870912
420 => 0.0016583707754702
421 => 0.0016721231086574
422 => 0.0016656377622921
423 => 0.0016699214478235
424 => 0.001653596455895
425 => 0.0016883182327657
426 => 0.0017434647706869
427 => 0.0017436420758237
428 => 0.0017371566944999
429 => 0.0017345030161917
430 => 0.0017411574109957
501 => 0.0017447671471994
502 => 0.0017662862397884
503 => 0.001789377083495
504 => 0.0018971319757489
505 => 0.0018668748331922
506 => 0.0019624813839671
507 => 0.0020380937526732
508 => 0.00206076659592
509 => 0.0020399086469726
510 => 0.001968554730348
511 => 0.0019650537667866
512 => 0.0020716866430703
513 => 0.002041557971425
514 => 0.0020379742618014
515 => 0.0019998496461796
516 => 0.0020223860158376
517 => 0.0020174569812048
518 => 0.0020096762589003
519 => 0.0020526740823106
520 => 0.0021331621692926
521 => 0.002120617346124
522 => 0.0021112532175662
523 => 0.0020702223320828
524 => 0.0020949320897238
525 => 0.0020861334183121
526 => 0.0021239380944718
527 => 0.0021015434417909
528 => 0.0020413297171049
529 => 0.0020509189512282
530 => 0.0020494695577813
531 => 0.0020792979722128
601 => 0.0020703442225872
602 => 0.0020477211944644
603 => 0.0021328870697615
604 => 0.0021273568715372
605 => 0.0021351974282399
606 => 0.0021386490837777
607 => 0.00219048805128
608 => 0.0022117248176037
609 => 0.0022165459353612
610 => 0.0022367192208583
611 => 0.0022160440056406
612 => 0.00229875960769
613 => 0.0023537606564637
614 => 0.0024176472049425
615 => 0.0025110026233553
616 => 0.0025461051242645
617 => 0.0025397641716655
618 => 0.0026105451844555
619 => 0.0027377370910655
620 => 0.0025654732925472
621 => 0.0027468674906762
622 => 0.0026894401818453
623 => 0.0025532810656804
624 => 0.0025445140238099
625 => 0.0026367225581166
626 => 0.0028412322124664
627 => 0.0027900048635811
628 => 0.0028413160020575
629 => 0.0027814588334731
630 => 0.0027784864205371
701 => 0.002838408872983
702 => 0.0029784209493257
703 => 0.0029119064601295
704 => 0.0028165416298449
705 => 0.0028869575364859
706 => 0.0028259567614689
707 => 0.0026885049423137
708 => 0.0027899656909928
709 => 0.0027221217777868
710 => 0.0027419222384411
711 => 0.0028845200529796
712 => 0.0028673623066673
713 => 0.00288956601916
714 => 0.0028503770477828
715 => 0.002813768368983
716 => 0.0027454355514069
717 => 0.0027252055728898
718 => 0.0027307964111535
719 => 0.002725202802348
720 => 0.0026869712189252
721 => 0.0026787151121251
722 => 0.0026649545724166
723 => 0.0026692195390648
724 => 0.0026433456986249
725 => 0.0026921749813431
726 => 0.0027012381264978
727 => 0.0027367720064359
728 => 0.0027404612517302
729 => 0.0028394226015646
730 => 0.0027849163530537
731 => 0.0028214838503979
801 => 0.0028182129092488
802 => 0.0025562320465982
803 => 0.0025923306979947
804 => 0.0026484888711869
805 => 0.0026231896902844
806 => 0.002587422567585
807 => 0.0025585386982934
808 => 0.0025147766827893
809 => 0.0025763708792362
810 => 0.0026573606977513
811 => 0.0027425152871812
812 => 0.0028448229468316
813 => 0.0028219890681901
814 => 0.0027406027166478
815 => 0.0027442536489252
816 => 0.0027668222756753
817 => 0.002737593853458
818 => 0.0027289738211395
819 => 0.0027656380156044
820 => 0.0027658905017614
821 => 0.0027322596696275
822 => 0.002694885154088
823 => 0.0026947285535032
824 => 0.0026880781194579
825 => 0.0027826419309158
826 => 0.0028346424657379
827 => 0.0028406042432522
828 => 0.0028342411906102
829 => 0.0028366900770316
830 => 0.0028064321115722
831 => 0.0028755928478914
901 => 0.0029390615788258
902 => 0.0029220506031237
903 => 0.0028965487322936
904 => 0.0028762352638409
905 => 0.0029172653955276
906 => 0.002915438388351
907 => 0.00293850723483
908 => 0.0029374606987016
909 => 0.0029297035132939
910 => 0.0029220508801573
911 => 0.0029523927055297
912 => 0.0029436547470973
913 => 0.0029349032162019
914 => 0.0029173506811988
915 => 0.0029197363622224
916 => 0.0028942388946499
917 => 0.0028824425994661
918 => 0.0027050546231714
919 => 0.0026576507595861
920 => 0.0026725649800647
921 => 0.0026774751286938
922 => 0.0026568449065117
923 => 0.0026864233456515
924 => 0.0026818135772429
925 => 0.0026997474894965
926 => 0.0026885431597204
927 => 0.0026890029893226
928 => 0.0027219525341791
929 => 0.0027315179272283
930 => 0.0027266528911213
1001 => 0.002730060195647
1002 => 0.002808580090308
1003 => 0.0027974170722121
1004 => 0.0027914869413358
1005 => 0.0027931296281158
1006 => 0.0028131931446872
1007 => 0.0028188098338998
1008 => 0.0027950115270282
1009 => 0.0028062349461252
1010 => 0.0028540228401763
1011 => 0.0028707458985336
1012 => 0.0029241178732867
1013 => 0.0029014445098004
1014 => 0.0029430624497597
1015 => 0.0030709818085935
1016 => 0.0031731726437762
1017 => 0.0030791937285273
1018 => 0.003266854183416
1019 => 0.0034129747658403
1020 => 0.0034073664145103
1021 => 0.0033818869111347
1022 => 0.0032155325128613
1023 => 0.0030624507153657
1024 => 0.0031905101391672
1025 => 0.0031908365889741
1026 => 0.0031798361708993
1027 => 0.003111513518999
1028 => 0.0031774586907111
1029 => 0.0031826931789639
1030 => 0.0031797632575051
1031 => 0.0031273804404841
1101 => 0.0030474015608558
1102 => 0.0030630292424928
1103 => 0.0030886277038103
1104 => 0.0030401644761379
1105 => 0.003024677538406
1106 => 0.00305347070216
1107 => 0.0031462482750691
1108 => 0.0031287092123345
1109 => 0.0031282511965256
1110 => 0.0032032907446242
1111 => 0.0031495786227336
1112 => 0.003063226357605
1113 => 0.0030414212718136
1114 => 0.0029640279069199
1115 => 0.0030174837797177
1116 => 0.003019407561414
1117 => 0.0029901303261884
1118 => 0.0030656020438875
1119 => 0.0030649065587224
1120 => 0.0031365557221949
1121 => 0.0032735220125576
1122 => 0.0032330143407955
1123 => 0.0031859083257584
1124 => 0.0031910300557011
1125 => 0.0032472027916653
1126 => 0.0032132394732025
1127 => 0.0032254529193224
1128 => 0.0032471843051519
1129 => 0.0032602953897827
1130 => 0.0031891435723908
1201 => 0.003172554680172
1202 => 0.0031386196286021
1203 => 0.0031297666070753
1204 => 0.0031574059985008
1205 => 0.0031501239953743
1206 => 0.0030192458750117
1207 => 0.0030055683832348
1208 => 0.0030059878523806
1209 => 0.0029715951489784
1210 => 0.0029191380210954
1211 => 0.0030569922211196
1212 => 0.0030459205995894
1213 => 0.0030336983862954
1214 => 0.003035195537685
1215 => 0.0030950333736032
1216 => 0.0030603244068875
1217 => 0.0031526038835889
1218 => 0.0031336339973541
1219 => 0.0031141776051172
1220 => 0.0031114881390539
1221 => 0.0031039990879841
1222 => 0.0030783163453126
1223 => 0.0030473028902432
1224 => 0.0030268251208669
1225 => 0.0027920861766292
1226 => 0.0028356523592661
1227 => 0.0028857712812074
1228 => 0.0029030721322225
1229 => 0.0028734778293786
1230 => 0.0030794849087683
1231 => 0.0031171243873064
]
'min_raw' => 0.0012991878152516
'max_raw' => 0.0034129747658403
'avg_raw' => 0.0023560812905459
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.001299'
'max' => '$0.003412'
'avg' => '$0.002356'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -5.0372439062052E-5
'max_diff' => -0.00061549546054672
'year' => 2027
]
2 => [
'items' => [
101 => 0.0030031119516521
102 => 0.0029817848800382
103 => 0.0030808831080327
104 => 0.0030211147622863
105 => 0.0030480284447163
106 => 0.0029898557843
107 => 0.0031080581391391
108 => 0.0031071576352384
109 => 0.0030611742494847
110 => 0.0031000390922431
111 => 0.003093285369397
112 => 0.0030413702401331
113 => 0.0031097039413362
114 => 0.0031097378339994
115 => 0.0030654798249765
116 => 0.0030137961597617
117 => 0.003004556341135
118 => 0.0029975953789947
119 => 0.0030463164747445
120 => 0.0030899996568469
121 => 0.0031712832287601
122 => 0.0031917198499891
123 => 0.0032714853431889
124 => 0.0032239888756998
125 => 0.0032450434445555
126 => 0.0032679011573989
127 => 0.0032788599855006
128 => 0.0032610031631921
129 => 0.0033849118069182
130 => 0.0033953734929114
131 => 0.0033988812057317
201 => 0.0033570999082314
202 => 0.0033942114794461
203 => 0.0033768482042808
204 => 0.0034220226226042
205 => 0.0034291065482132
206 => 0.0034231067152403
207 => 0.0034253552650408
208 => 0.0033196210966032
209 => 0.0033141382221775
210 => 0.0032393788403366
211 => 0.0032698438410302
212 => 0.0032128909824589
213 => 0.0032309513205913
214 => 0.0032389121455549
215 => 0.0032347538623667
216 => 0.0032715662864601
217 => 0.0032402682056994
218 => 0.0031576674246909
219 => 0.003075044139155
220 => 0.0030740068711085
221 => 0.003052253618449
222 => 0.0030365300010832
223 => 0.0030395589276131
224 => 0.0030502332597738
225 => 0.0030359095894931
226 => 0.003038966270776
227 => 0.003089727546633
228 => 0.0030999073584933
229 => 0.0030653123802828
301 => 0.0029264085507365
302 => 0.0028923212025519
303 => 0.0029168225124455
304 => 0.0029051124644028
305 => 0.0023446524935045
306 => 0.0024763242502468
307 => 0.0023980893635409
308 => 0.0024341435987491
309 => 0.002354286038248
310 => 0.0023923982518125
311 => 0.0023853603176023
312 => 0.0025970846059934
313 => 0.0025937788224474
314 => 0.0025953611260927
315 => 0.0025198336504326
316 => 0.0026401509699535
317 => 0.0026994236080204
318 => 0.0026884538202044
319 => 0.0026912146794629
320 => 0.0026437739702378
321 => 0.0025958204558582
322 => 0.0025426326284184
323 => 0.0026414490375875
324 => 0.0026304623397402
325 => 0.0026556618717127
326 => 0.0027197513766016
327 => 0.0027291887996489
328 => 0.0027418727919293
329 => 0.0027373264836048
330 => 0.0028456379923963
331 => 0.0028325207540193
401 => 0.0028641295244208
402 => 0.0027991078855417
403 => 0.0027255297292394
404 => 0.0027395145313013
405 => 0.0027381676824041
406 => 0.002721020750101
407 => 0.002705541266309
408 => 0.0026797722871128
409 => 0.002761309150381
410 => 0.0027579989026361
411 => 0.0028115879658839
412 => 0.0028021155784184
413 => 0.0027388566566379
414 => 0.0027411159614048
415 => 0.0027563108717471
416 => 0.0028089006299344
417 => 0.0028245128507482
418 => 0.0028172806480278
419 => 0.0028343987354251
420 => 0.0028479281737433
421 => 0.002836097824575
422 => 0.0030035906208001
423 => 0.0029340359342504
424 => 0.0029679364045163
425 => 0.0029760214669216
426 => 0.0029553117495811
427 => 0.0029598029457128
428 => 0.0029666058840748
429 => 0.0030079119936566
430 => 0.0031163111772185
501 => 0.0031643204377199
502 => 0.0033087586666735
503 => 0.0031603339369564
504 => 0.0031515270277376
505 => 0.0031775447143888
506 => 0.0032623452451238
507 => 0.0033310681103757
508 => 0.003353867449497
509 => 0.0033568807585379
510 => 0.0033996538344008
511 => 0.0034241705638148
512 => 0.0033944600579475
513 => 0.0033692835150446
514 => 0.0032791042633939
515 => 0.0032895427573224
516 => 0.0033614536291335
517 => 0.003463031971096
518 => 0.003550196755925
519 => 0.0035196746862773
520 => 0.0037525365324658
521 => 0.00377562383336
522 => 0.0037724339148783
523 => 0.0038250302221664
524 => 0.0037206372632512
525 => 0.0036760072507966
526 => 0.0033747269693861
527 => 0.0034593744393995
528 => 0.0035824145082355
529 => 0.0035661296937485
530 => 0.0034767747068893
531 => 0.0035501289721548
601 => 0.003525875758058
602 => 0.0035067462418332
603 => 0.0035943822640985
604 => 0.0034980228577284
605 => 0.0035814532494459
606 => 0.0034744529090913
607 => 0.0035198141085205
608 => 0.0034940648978501
609 => 0.0035107277928584
610 => 0.0034133168491189
611 => 0.0034658774298438
612 => 0.0034111301561576
613 => 0.0034111041988216
614 => 0.0034098956497206
615 => 0.0034743055744258
616 => 0.003476405979758
617 => 0.0034288069480829
618 => 0.0034219471839819
619 => 0.0034473113272112
620 => 0.0034176165583693
621 => 0.0034315105538138
622 => 0.0034180373933373
623 => 0.0034150043011259
624 => 0.003390836106347
625 => 0.003380423783518
626 => 0.0033845067235917
627 => 0.00337056954422
628 => 0.0033621718895188
629 => 0.0034082251448346
630 => 0.0033836207483024
701 => 0.0034044541681893
702 => 0.003380711856841
703 => 0.0032984106616748
704 => 0.0032510783740154
705 => 0.0030956190456713
706 => 0.0031397071183429
707 => 0.0031689375561367
708 => 0.0031592768966202
709 => 0.0031800317314405
710 => 0.0031813059097347
711 => 0.0031745583013641
712 => 0.0031667454352932
713 => 0.0031629425641684
714 => 0.0031912860498984
715 => 0.0032077403973626
716 => 0.0031718712216221
717 => 0.0031634675756092
718 => 0.0031997332926743
719 => 0.003221855359134
720 => 0.003385192268557
721 => 0.0033730917427357
722 => 0.0034034616879389
723 => 0.0034000424981738
724 => 0.0034318750390585
725 => 0.0034839077899695
726 => 0.0033781106587816
727 => 0.0033964733825662
728 => 0.0033919712667514
729 => 0.0034411241866991
730 => 0.0034412776367499
731 => 0.0034118080058709
801 => 0.0034277839708606
802 => 0.003418866625481
803 => 0.0034349814738334
804 => 0.003372930132836
805 => 0.0034485019681425
806 => 0.0034913463290198
807 => 0.0034919412230121
808 => 0.0035122491100341
809 => 0.0035328830994019
810 => 0.0035724882451517
811 => 0.0035317785333827
812 => 0.0034585457249208
813 => 0.0034638328971512
814 => 0.0034208965283448
815 => 0.0034216182964615
816 => 0.0034177654416885
817 => 0.0034293281488918
818 => 0.0033754674968397
819 => 0.0033881084842212
820 => 0.0033704110278616
821 => 0.0033964349117523
822 => 0.003368437514588
823 => 0.0033919690956949
824 => 0.0034021245460163
825 => 0.0034395983763338
826 => 0.003362902599381
827 => 0.0032065147183267
828 => 0.0032393893469441
829 => 0.0031907651889727
830 => 0.0031952655399181
831 => 0.0032043569650536
901 => 0.0031748886816605
902 => 0.0031805103014795
903 => 0.0031803094576609
904 => 0.0031785786941362
905 => 0.0031709128555066
906 => 0.0031597958728536
907 => 0.0032040825101161
908 => 0.0032116076727688
909 => 0.0032283351771752
910 => 0.0032781048839142
911 => 0.0032731317165605
912 => 0.0032812431588491
913 => 0.0032635359258768
914 => 0.0031960869276702
915 => 0.0031997497327797
916 => 0.0031540744943713
917 => 0.0032271671586372
918 => 0.003209857850963
919 => 0.0031986984277017
920 => 0.0031956534756736
921 => 0.003245546551889
922 => 0.0032604753422708
923 => 0.0032511727219387
924 => 0.0032320927762368
925 => 0.003268731912464
926 => 0.0032785349996374
927 => 0.0032807295493315
928 => 0.0033456470738686
929 => 0.0032843577178094
930 => 0.0032991106749767
1001 => 0.0034142090353783
1002 => 0.0033098307049821
1003 => 0.0033651222345075
1004 => 0.0033624160018605
1005 => 0.0033907012774023
1006 => 0.0033600957836807
1007 => 0.0033604751754557
1008 => 0.0033855905839264
1009 => 0.0033503205223171
1010 => 0.0033415871590587
1011 => 0.0033295220802667
1012 => 0.003355865738417
1013 => 0.0033716575700569
1014 => 0.0034989281352522
1015 => 0.0035811507246112
1016 => 0.0035775812251605
1017 => 0.0036101997683172
1018 => 0.0035955048158735
1019 => 0.0035480509381002
1020 => 0.0036290489210753
1021 => 0.0036034177701624
1022 => 0.0036055307711018
1023 => 0.0036054521251013
1024 => 0.0036224945997443
1025 => 0.0036104184445399
1026 => 0.0035866151030401
1027 => 0.0036024168719831
1028 => 0.003649342476508
1029 => 0.0037950009928066
1030 => 0.003876513428246
1031 => 0.0037900938418432
1101 => 0.0038497049153395
1102 => 0.003813959512839
1103 => 0.003807463509871
1104 => 0.0038449036692504
1105 => 0.0038824093626726
1106 => 0.0038800204121432
1107 => 0.0038527932046574
1108 => 0.0038374132460134
1109 => 0.0039538754455294
1110 => 0.0040396828102509
1111 => 0.0040338313232368
1112 => 0.0040596578839117
1113 => 0.0041354854648386
1114 => 0.0041424181885363
1115 => 0.0041415448246972
1116 => 0.0041243613456574
1117 => 0.0041990234465356
1118 => 0.0042613078846429
1119 => 0.0041203838667381
1120 => 0.0041740458879254
1121 => 0.0041981364981187
1122 => 0.0042335086612445
1123 => 0.0042931874295005
1124 => 0.004358014400838
1125 => 0.0043671816453767
1126 => 0.0043606770466834
1127 => 0.0043179219164438
1128 => 0.0043888563620279
1129 => 0.0044304080966337
1130 => 0.0044551512036969
1201 => 0.0045178956063487
1202 => 0.0041982852735258
1203 => 0.0039720491942896
1204 => 0.0039367191636283
1205 => 0.0040085641702629
1206 => 0.0040275091255593
1207 => 0.0040198724378343
1208 => 0.0037652231621695
1209 => 0.0039353784878928
1210 => 0.004118451311305
1211 => 0.0041254838840398
1212 => 0.0042171339673121
1213 => 0.0042469789912894
1214 => 0.0043207693211747
1215 => 0.0043161537159494
1216 => 0.0043341204870159
1217 => 0.0043299902374888
1218 => 0.0044666712852141
1219 => 0.004617450778187
1220 => 0.0046122297637948
1221 => 0.004590553427738
1222 => 0.0046227464831469
1223 => 0.0047783670784075
1224 => 0.0047640400277651
1225 => 0.0047779575370889
1226 => 0.0049614429892935
1227 => 0.0052000001776607
1228 => 0.005089166412914
1229 => 0.0053296437908577
1230 => 0.0054810115531151
1231 => 0.0057427864462207
]
'min_raw' => 0.0023446524935045
'max_raw' => 0.0057427864462207
'avg_raw' => 0.0040437194698626
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.002344'
'max' => '$0.005742'
'avg' => '$0.004043'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.001045464678253
'max_diff' => 0.0023298116803803
'year' => 2028
]
3 => [
'items' => [
101 => 0.0057100109403353
102 => 0.0058119179852284
103 => 0.0056513359443461
104 => 0.0052826071194953
105 => 0.0052242543715254
106 => 0.005341078050688
107 => 0.0056282776664214
108 => 0.0053320331127319
109 => 0.0053919630001136
110 => 0.0053747031885159
111 => 0.0053737834865054
112 => 0.0054088847715501
113 => 0.0053579685268329
114 => 0.0051505265861974
115 => 0.0052455960051276
116 => 0.0052088851368702
117 => 0.0052496185821783
118 => 0.0054694401867556
119 => 0.0053722518154794
120 => 0.0052698717612822
121 => 0.0053982790691983
122 => 0.0055617856977138
123 => 0.005551553746751
124 => 0.0055316994852594
125 => 0.0056436169177523
126 => 0.0058284717274997
127 => 0.0058784372397677
128 => 0.0059153207594239
129 => 0.0059204063736323
130 => 0.0059727913606708
131 => 0.0056911040826486
201 => 0.0061381490271121
202 => 0.0062153413396536
203 => 0.0062008323841894
204 => 0.0062866283908302
205 => 0.0062613850292418
206 => 0.0062248113588624
207 => 0.006360816278722
208 => 0.0062048976131341
209 => 0.0059835906969462
210 => 0.005862177345771
211 => 0.0060220642407341
212 => 0.0061197015882044
213 => 0.0061842336639807
214 => 0.0062037610311193
215 => 0.0057129706641807
216 => 0.0054484618768824
217 => 0.0056180089769412
218 => 0.0058248681405286
219 => 0.0056899549695503
220 => 0.0056952433104283
221 => 0.0055028925831708
222 => 0.005841886911781
223 => 0.0057924982894935
224 => 0.0060487265492877
225 => 0.0059875756187275
226 => 0.0061965198178659
227 => 0.0061414978077501
228 => 0.0063698910955015
301 => 0.006461003361487
302 => 0.0066139950365685
303 => 0.0067265363355466
304 => 0.0067926227388785
305 => 0.0067886551591063
306 => 0.0070505224132228
307 => 0.0068961084424153
308 => 0.0067021281025025
309 => 0.0066986196101536
310 => 0.0067990847769171
311 => 0.007009632205181
312 => 0.0070642240899894
313 => 0.0070947335060353
314 => 0.0070480072733205
315 => 0.006880401974958
316 => 0.0068080308569032
317 => 0.006869693146279
318 => 0.0067942854650733
319 => 0.0069244602784928
320 => 0.0071032181011575
321 => 0.0070663053176623
322 => 0.0071896992186131
323 => 0.0073173989246802
324 => 0.0075000152397088
325 => 0.0075477579067199
326 => 0.0076266747197981
327 => 0.0077079060432783
328 => 0.0077339953551346
329 => 0.0077838079465062
330 => 0.0077835454095615
331 => 0.0079336590064342
401 => 0.0080992389524158
402 => 0.0081617415488393
403 => 0.0083054628229018
404 => 0.0080593451776638
405 => 0.0082460282387726
406 => 0.0084144210328728
407 => 0.0082136562017265
408 => 0.0084903637492554
409 => 0.0085011076762932
410 => 0.0086633282187857
411 => 0.008498886621274
412 => 0.0084012417255877
413 => 0.0086831388807275
414 => 0.0088195400344224
415 => 0.0087784548968601
416 => 0.0084657949713874
417 => 0.0082838134841472
418 => 0.0078075328304323
419 => 0.0083717078385507
420 => 0.0086465010277945
421 => 0.0084650833234124
422 => 0.0085565798610651
423 => 0.0090557553026461
424 => 0.0092458089915838
425 => 0.0092062791528604
426 => 0.0092129590448881
427 => 0.0093155085657204
428 => 0.0097702696161436
429 => 0.0094977662534514
430 => 0.0097060848637234
501 => 0.009816576303463
502 => 0.009919206910448
503 => 0.0096671785764293
504 => 0.0093392934169024
505 => 0.0092354384231976
506 => 0.0084470449080637
507 => 0.0084060056017815
508 => 0.0083829689955471
509 => 0.0082377264518315
510 => 0.008123605597752
511 => 0.0080328524575523
512 => 0.0077946891164866
513 => 0.0078750622527381
514 => 0.0074954795956318
515 => 0.007738323128065
516 => 0.0071325000419796
517 => 0.0076370475102017
518 => 0.0073624452622068
519 => 0.0075468332863316
520 => 0.0075461899738858
521 => 0.0072066731611958
522 => 0.0070108469491712
523 => 0.0071356350331435
524 => 0.0072694177648521
525 => 0.0072911235629727
526 => 0.0074645763667195
527 => 0.0075129833158897
528 => 0.0073663079999997
529 => 0.0071199457050909
530 => 0.0071771700472726
531 => 0.0070096872997034
601 => 0.0067161802267193
602 => 0.0069269821306783
603 => 0.0069989591689954
604 => 0.0070307483295576
605 => 0.0067421178327929
606 => 0.0066514238642364
607 => 0.0066031391563731
608 => 0.0070826871324252
609 => 0.0071089578530717
610 => 0.0069745531319387
611 => 0.0075820752162384
612 => 0.0074445742579293
613 => 0.0075981965169132
614 => 0.0071719775380167
615 => 0.0071882596769906
616 => 0.0069864807819188
617 => 0.0070994634802884
618 => 0.0070196109506831
619 => 0.0070903355947769
620 => 0.007132727654838
621 => 0.0073344734399786
622 => 0.0076393511229993
623 => 0.0073043393473076
624 => 0.0071583699191818
625 => 0.0072489285314278
626 => 0.0074900980495135
627 => 0.0078554822146537
628 => 0.007639167434849
629 => 0.0077351642608632
630 => 0.0077561352967457
701 => 0.0075966327865262
702 => 0.0078613632997175
703 => 0.0080032345324035
704 => 0.0081487650610243
705 => 0.0082751251413529
706 => 0.0080906369676082
707 => 0.0082880657588559
708 => 0.0081289730039834
709 => 0.0079862503561561
710 => 0.0079864668074995
711 => 0.0078969348056723
712 => 0.0077234552703737
713 => 0.0076914629824111
714 => 0.0078578909045733
715 => 0.0079913503373645
716 => 0.0080023426954767
717 => 0.0080762326948632
718 => 0.0081199600353726
719 => 0.0085485474168013
720 => 0.0087209288070727
721 => 0.0089317135080839
722 => 0.0090138260283026
723 => 0.009260955275193
724 => 0.0090613783374729
725 => 0.0090181986115993
726 => 0.0084187438940038
727 => 0.0085169045704279
728 => 0.0086740692844796
729 => 0.0084213354822511
730 => 0.0085816369084627
731 => 0.0086132838056454
801 => 0.0084127476843612
802 => 0.0085198626913934
803 => 0.0082353969901021
804 => 0.0076455516979324
805 => 0.0078620199661439
806 => 0.0080214134739787
807 => 0.0077939392852206
808 => 0.0082016779641027
809 => 0.0079634854453346
810 => 0.0078879898521423
811 => 0.0075934546269772
812 => 0.0077324639155546
813 => 0.007920475968777
814 => 0.0078043063786328
815 => 0.0080453757211337
816 => 0.0083867942009603
817 => 0.0086301093415067
818 => 0.0086487880567417
819 => 0.0084923527222187
820 => 0.0087430413441488
821 => 0.0087448673370766
822 => 0.0084620895474464
823 => 0.0082888897258112
824 => 0.0082495383619202
825 => 0.0083478457842093
826 => 0.0084672091434197
827 => 0.0086554118924512
828 => 0.0087691388720587
829 => 0.009065678518746
830 => 0.0091459136446816
831 => 0.0092340677223147
901 => 0.0093518687557431
902 => 0.009493319099939
903 => 0.009183833799611
904 => 0.0091961302275458
905 => 0.008907941800996
906 => 0.0085999711368266
907 => 0.0088336824818459
908 => 0.0091392289761413
909 => 0.0090691362727511
910 => 0.0090612494117557
911 => 0.0090745129243172
912 => 0.0090216653149746
913 => 0.008782637536542
914 => 0.0086625992826062
915 => 0.008817479255208
916 => 0.0088997910677313
917 => 0.0090274495106106
918 => 0.0090117129129829
919 => 0.0093405473523241
920 => 0.0094683224720149
921 => 0.0094356321285923
922 => 0.0094416479385191
923 => 0.0096729786893839
924 => 0.0099302660611431
925 => 0.010171249636854
926 => 0.010416388480554
927 => 0.010120864036542
928 => 0.0099708149492873
929 => 0.010125627306138
930 => 0.010043481690451
1001 => 0.01051551476416
1002 => 0.010548197310028
1003 => 0.011020196250372
1004 => 0.011468179449348
1005 => 0.011186809228524
1006 => 0.011452128673568
1007 => 0.011739093285194
1008 => 0.012292694579352
1009 => 0.012106261139408
1010 => 0.011963456046195
1011 => 0.011828505923139
1012 => 0.012109315706491
1013 => 0.012470573006728
1014 => 0.012548384369119
1015 => 0.012674468502422
1016 => 0.012541906453089
1017 => 0.01270156284028
1018 => 0.013265220043637
1019 => 0.01311291489175
1020 => 0.012896617091796
1021 => 0.013341570319633
1022 => 0.013502597163075
1023 => 0.014632767880766
1024 => 0.016059655096875
1025 => 0.015468914419959
1026 => 0.015102222618715
1027 => 0.015188403890053
1028 => 0.015709454798196
1029 => 0.015876799812562
1030 => 0.015421898376229
1031 => 0.015582577253939
1101 => 0.016467933667722
1102 => 0.016942898978082
1103 => 0.016297832290261
1104 => 0.014518118882281
1105 => 0.012877141841476
1106 => 0.013312402846856
1107 => 0.013263057756568
1108 => 0.014214262772715
1109 => 0.013109282464248
1110 => 0.013127887498763
1111 => 0.014098762427301
1112 => 0.013839749641377
1113 => 0.013420182100031
1114 => 0.012880205148849
1115 => 0.011882007812765
1116 => 0.010997876595403
1117 => 0.012731861515908
1118 => 0.012657088933089
1119 => 0.012548807152491
1120 => 0.0127897765379
1121 => 0.01395985547309
1122 => 0.013932881366458
1123 => 0.013761285862375
1124 => 0.013891439539849
1125 => 0.013397365531087
1126 => 0.013524699653001
1127 => 0.012876881902328
1128 => 0.013169722580891
1129 => 0.013419281896525
1130 => 0.013469384623927
1201 => 0.013582268627073
1202 => 0.012617687179636
1203 => 0.013050755930912
1204 => 0.013305143249232
1205 => 0.012155812090371
1206 => 0.013282424667603
1207 => 0.012600895962636
1208 => 0.012369574883952
1209 => 0.012681018242165
1210 => 0.012559648462581
1211 => 0.012455301853167
1212 => 0.012397074652212
1213 => 0.012625764281734
1214 => 0.012615095637174
1215 => 0.012240915016531
1216 => 0.011752811650456
1217 => 0.011916635161558
1218 => 0.011857116544121
1219 => 0.011641413396476
1220 => 0.011786771273891
1221 => 0.011146688745691
1222 => 0.010045460024517
1223 => 0.010772965449272
1224 => 0.010744957281793
1225 => 0.010730834293681
1226 => 0.011277534513611
1227 => 0.011224981901985
1228 => 0.011129598397287
1229 => 0.011639661603611
1230 => 0.011453481671984
1231 => 0.012027244351749
]
'min_raw' => 0.0051505265861974
'max_raw' => 0.016942898978082
'avg_raw' => 0.01104671278214
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.00515'
'max' => '$0.016942'
'avg' => '$0.011046'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.0028058740926929
'max_diff' => 0.011200112531861
'year' => 2029
]
4 => [
'items' => [
101 => 0.012405161561286
102 => 0.012309309532606
103 => 0.012664742494808
104 => 0.011920409324377
105 => 0.01216764694613
106 => 0.012218602277317
107 => 0.01163336750282
108 => 0.011233580159176
109 => 0.011206918901264
110 => 0.010513742741475
111 => 0.010884031850912
112 => 0.011209870943612
113 => 0.011053819304344
114 => 0.011004418017262
115 => 0.011256798479133
116 => 0.011276410602513
117 => 0.010829252111052
118 => 0.010922230521095
119 => 0.011309965947346
120 => 0.01091246058318
121 => 0.010140172592737
122 => 0.0099486344933902
123 => 0.0099230797801897
124 => 0.0094036132636834
125 => 0.0099614339850636
126 => 0.0097179302915152
127 => 0.010487155541812
128 => 0.01004777820428
129 => 0.010028837525432
130 => 0.010000205911358
131 => 0.0095530796217099
201 => 0.0096509718627848
202 => 0.0099763805815272
203 => 0.010092490078366
204 => 0.010080378906589
205 => 0.0099747859012793
206 => 0.010023125838386
207 => 0.0098674060582141
208 => 0.0098124181628083
209 => 0.0096388612392956
210 => 0.0093837805080556
211 => 0.0094192510482356
212 => 0.0089138693741452
213 => 0.0086385106154653
214 => 0.0085622949402328
215 => 0.0084603761540395
216 => 0.0085738069383288
217 => 0.0089124376913604
218 => 0.0085039771586824
219 => 0.007803700225581
220 => 0.0078457880624742
221 => 0.0079403469359824
222 => 0.0077641371007695
223 => 0.0075973692799109
224 => 0.0077423603698465
225 => 0.0074456438017037
226 => 0.0079762037156623
227 => 0.0079618535568667
228 => 0.0081596134831854
301 => 0.0082832768235548
302 => 0.0079982728604853
303 => 0.007926595134506
304 => 0.0079674260247948
305 => 0.0072925823602526
306 => 0.008104464358436
307 => 0.0081114855476704
308 => 0.0080513658627577
309 => 0.0084836679627459
310 => 0.0093959602321272
311 => 0.0090527191835145
312 => 0.008919805874976
313 => 0.0086671375782853
314 => 0.0090038030816667
315 => 0.008977952423807
316 => 0.0088610459453945
317 => 0.0087903405424803
318 => 0.0089206174152958
319 => 0.0087741977962281
320 => 0.0087478968093015
321 => 0.0085885414442822
322 => 0.0085316588291775
323 => 0.0084895452055161
324 => 0.0084431822438641
325 => 0.0085454473843382
326 => 0.0083137011219242
327 => 0.0080342378478192
328 => 0.0080110035004119
329 => 0.0080751555763882
330 => 0.0080467730583291
331 => 0.008010867615835
401 => 0.0079423143478484
402 => 0.0079219760576456
403 => 0.0079880656340691
404 => 0.0079134543555487
405 => 0.0080235473612922
406 => 0.0079936081554538
407 => 0.0078263701853872
408 => 0.0076179297552575
409 => 0.0076160741982107
410 => 0.0075711660494501
411 => 0.0075139687700181
412 => 0.0074980577953766
413 => 0.0077301496246651
414 => 0.0082105727653685
415 => 0.008116254207297
416 => 0.0081844090316583
417 => 0.0085196633122069
418 => 0.0086262305665453
419 => 0.0085505916535997
420 => 0.0084470524443547
421 => 0.0084516076440911
422 => 0.0088054324655314
423 => 0.0088275000856342
424 => 0.0088832578423501
425 => 0.0089549223168702
426 => 0.0085627964234964
427 => 0.0084331385497765
428 => 0.008371699456063
429 => 0.0081824908273471
430 => 0.0083865361118953
501 => 0.0082676476626793
502 => 0.0082836897762863
503 => 0.0082732423287546
504 => 0.0082789473415602
505 => 0.0079760554133535
506 => 0.0080864133124609
507 => 0.0079029219009282
508 => 0.0076572474987635
509 => 0.0076564239120229
510 => 0.007716552373906
511 => 0.007680785611951
512 => 0.0075845381751775
513 => 0.0075982096692961
514 => 0.0074784329949952
515 => 0.0076127527261829
516 => 0.0076166045354543
517 => 0.0075648841225018
518 => 0.0077718222009475
519 => 0.0078566049005322
520 => 0.0078225614167682
521 => 0.0078542163189583
522 => 0.0081201735692077
523 => 0.0081635362055267
524 => 0.0081827950242046
525 => 0.0081569907584807
526 => 0.0078590775292683
527 => 0.0078722912478087
528 => 0.007775337748599
529 => 0.0076934222584748
530 => 0.0076966984484896
531 => 0.0077388136586817
601 => 0.0079227332516153
602 => 0.0083097811922918
603 => 0.0083244693787121
604 => 0.0083422718891382
605 => 0.0082698601324106
606 => 0.0082480200536944
607 => 0.0082768327549237
608 => 0.0084221876114279
609 => 0.0087960797658152
610 => 0.0086639213070373
611 => 0.008556474422882
612 => 0.0086507343077582
613 => 0.0086362237373149
614 => 0.0085137399198516
615 => 0.0085103022070404
616 => 0.008275216600883
617 => 0.0081883108049269
618 => 0.0081156858170398
619 => 0.0080363812261905
620 => 0.0079893668064211
621 => 0.0080616023228586
622 => 0.0080781234401333
623 => 0.007920179220982
624 => 0.0078986520075356
625 => 0.0080276326663574
626 => 0.0079708730872935
627 => 0.0080292517219305
628 => 0.0080427960659289
629 => 0.0080406151145925
630 => 0.0079813515952537
701 => 0.0080191243952167
702 => 0.0079297804626907
703 => 0.0078326323550934
704 => 0.0077706579149873
705 => 0.0077165769962782
706 => 0.0077465842331795
707 => 0.0076396139127314
708 => 0.0076053919543329
709 => 0.0080063278205041
710 => 0.0083025034556317
711 => 0.0082981969445985
712 => 0.0082719821662288
713 => 0.0082330323230449
714 => 0.0084193381877954
715 => 0.0083544329498197
716 => 0.0084016569334611
717 => 0.0084136774192822
718 => 0.0084500598095239
719 => 0.0084630633868633
720 => 0.0084237575445787
721 => 0.0082918423370673
722 => 0.0079631221820706
723 => 0.0078101020625565
724 => 0.0077596028743652
725 => 0.0077614384239443
726 => 0.0077108057722974
727 => 0.0077257193574037
728 => 0.0077056194360168
729 => 0.0076675550476031
730 => 0.0077442338644576
731 => 0.0077530703837874
801 => 0.00773517263169
802 => 0.007739388200217
803 => 0.0075912024570799
804 => 0.0076024686972881
805 => 0.0075397368401643
806 => 0.0075279753731974
807 => 0.0073693947010761
808 => 0.0070884460537772
809 => 0.0072441188767258
810 => 0.0070560879975152
811 => 0.0069848778544254
812 => 0.0073219755963632
813 => 0.0072881403327086
814 => 0.0072302290691674
815 => 0.0071445662406253
816 => 0.0071127930642445
817 => 0.0069197493027206
818 => 0.0069083432474413
819 => 0.0070040209482726
820 => 0.0069598689814076
821 => 0.0068978628982718
822 => 0.0066732831506095
823 => 0.006420781158438
824 => 0.0064284026064107
825 => 0.0065087187921539
826 => 0.0067422489343155
827 => 0.0066510046676605
828 => 0.0065848059052949
829 => 0.0065724088670314
830 => 0.0067275837558576
831 => 0.006947188733691
901 => 0.007050222475906
902 => 0.0069481191665522
903 => 0.0068308283823992
904 => 0.0068379673289574
905 => 0.0068854595421049
906 => 0.006890450302203
907 => 0.0068141060594068
908 => 0.006835596516565
909 => 0.0068029505470131
910 => 0.0066026022921332
911 => 0.0065989786275136
912 => 0.006549809934714
913 => 0.0065483211262369
914 => 0.0064646729140796
915 => 0.006452969950966
916 => 0.0062868813486442
917 => 0.006396201369655
918 => 0.0063228752391196
919 => 0.0062123554645172
920 => 0.0061933018137183
921 => 0.0061927290379674
922 => 0.0063062081347146
923 => 0.0063948753003388
924 => 0.0063241507785539
925 => 0.0063080481758808
926 => 0.0064799818445861
927 => 0.0064581017180332
928 => 0.00643915366955
929 => 0.0069275255165745
930 => 0.0065409410915242
1001 => 0.0063723682167347
1002 => 0.006163727273062
1003 => 0.0062316618163808
1004 => 0.0062459766228241
1005 => 0.0057442327636481
1006 => 0.0055406753424686
1007 => 0.0054708221064194
1008 => 0.0054306205814933
1009 => 0.0054489409212211
1010 => 0.0052657153672554
1011 => 0.0053888459697913
1012 => 0.0052301881277276
1013 => 0.0052035886241883
1014 => 0.0054872884997334
1015 => 0.0055267636800649
1016 => 0.0053583502967936
1017 => 0.0054664989525039
1018 => 0.0054272827465646
1019 => 0.0052329078610542
1020 => 0.0052254841701525
1021 => 0.005127953685211
1022 => 0.0049753373619008
1023 => 0.0049055876069054
1024 => 0.0048692613289086
1025 => 0.0048842502591951
1026 => 0.0048766713973734
1027 => 0.0048272141974472
1028 => 0.0048795062261807
1029 => 0.0047459217013248
1030 => 0.0046927272671635
1031 => 0.0046687005753543
1101 => 0.0045501366207064
1102 => 0.0047388245981812
1103 => 0.0047759985067723
1104 => 0.0048132456594469
1105 => 0.005137456693768
1106 => 0.0051212600267042
1107 => 0.0052676700088643
1108 => 0.0052619807861882
1109 => 0.0052202222875917
1110 => 0.0050440500509526
1111 => 0.0051142691645088
1112 => 0.004898145647456
1113 => 0.0050600800814026
1114 => 0.004986179968293
1115 => 0.0050350943788234
1116 => 0.0049471418582552
1117 => 0.0049958184146082
1118 => 0.0047848138195603
1119 => 0.0045877806976194
1120 => 0.0046670725776438
1121 => 0.0047532719193568
1122 => 0.0049401740553742
1123 => 0.0048288566850713
1124 => 0.004868890620808
1125 => 0.00473478363769
1126 => 0.0044580826257516
1127 => 0.0044596487234295
1128 => 0.004417084301002
1129 => 0.0043803024255173
1130 => 0.0048416428241324
1201 => 0.0047842678528522
1202 => 0.0046928483451677
1203 => 0.0048152169890702
1204 => 0.0048475732007695
1205 => 0.0048484943366291
1206 => 0.0049377713404285
1207 => 0.00498541849336
1208 => 0.0049938165105788
1209 => 0.0051342958050145
1210 => 0.0051813826115426
1211 => 0.0053753265036577
1212 => 0.0049813759653259
1213 => 0.0049732628132353
1214 => 0.0048169389668366
1215 => 0.0047177959120684
1216 => 0.0048237273766172
1217 => 0.0049175681931205
1218 => 0.0048198548625857
1219 => 0.0048326141607125
1220 => 0.0047014419979418
1221 => 0.0047483298739084
1222 => 0.0047887160291699
1223 => 0.004766417168023
1224 => 0.004733034693609
1225 => 0.0049098743163138
1226 => 0.0048998963317608
1227 => 0.0050645734539488
1228 => 0.0051929510468684
1229 => 0.00542302664362
1230 => 0.0051829307642976
1231 => 0.0051741807161604
]
'min_raw' => 0.0043803024255173
'max_raw' => 0.012664742494808
'avg_raw' => 0.0085225224601625
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.00438'
'max' => '$0.012664'
'avg' => '$0.008522'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.00077022416068016
'max_diff' => -0.004278156483274
'year' => 2030
]
5 => [
'items' => [
101 => 0.0052597138402533
102 => 0.005181369516867
103 => 0.005230880424893
104 => 0.0054150496709013
105 => 0.0054189408768594
106 => 0.0053537581635262
107 => 0.0053497917894961
108 => 0.0053623108426125
109 => 0.0054356353277406
110 => 0.005410013499603
111 => 0.0054396637277892
112 => 0.0054767417921564
113 => 0.0056301123871529
114 => 0.0056670895183728
115 => 0.0055772542599528
116 => 0.0055853653779454
117 => 0.0055517645252633
118 => 0.0055193065225899
119 => 0.0055922673724891
120 => 0.0057256047597291
121 => 0.0057247752747633
122 => 0.0057557069568945
123 => 0.0057749771386104
124 => 0.0056922554120507
125 => 0.0056384066098226
126 => 0.0056590556670852
127 => 0.005692073959326
128 => 0.0056483482799209
129 => 0.0053784531309274
130 => 0.0054603220781632
131 => 0.0054466950821562
201 => 0.0054272885827428
202 => 0.0055096084422622
203 => 0.0055016684909909
204 => 0.0052638361243696
205 => 0.0052790613808355
206 => 0.005264762022643
207 => 0.0053109661743365
208 => 0.0051788743410464
209 => 0.0052195048993144
210 => 0.0052449880045722
211 => 0.0052599977493395
212 => 0.0053142232397174
213 => 0.0053078605042898
214 => 0.0053138277231495
215 => 0.0053942298103812
216 => 0.0058008759769345
217 => 0.0058230088305658
218 => 0.0057140185645743
219 => 0.0057575580261
220 => 0.0056739717810043
221 => 0.0057300837873162
222 => 0.0057684741969444
223 => 0.0055949953178859
224 => 0.0055847230245366
225 => 0.0055007917892742
226 => 0.0055458916809961
227 => 0.0054741345104695
228 => 0.0054917412101575
301 => 0.0054425113429055
302 => 0.0055311153023902
303 => 0.0056301882967575
304 => 0.0056552180476458
305 => 0.005589375549044
306 => 0.0055417012408242
307 => 0.0054580008604837
308 => 0.0055971964583746
309 => 0.0056379014931069
310 => 0.0055969826521558
311 => 0.0055875008626131
312 => 0.005569532888563
313 => 0.005591312853248
314 => 0.0056376798047459
315 => 0.0056158140066826
316 => 0.0056302567515292
317 => 0.0055752159014679
318 => 0.0056922827963843
319 => 0.005878213199194
320 => 0.0058788109958417
321 => 0.0058569450799136
322 => 0.0058479980182236
323 => 0.0058704337749005
324 => 0.0058826042525348
325 => 0.0059551573756139
326 => 0.0060330097673217
327 => 0.0063963129097622
328 => 0.0062942988411459
329 => 0.0066166430021197
330 => 0.0068715753822993
331 => 0.0069480184562733
401 => 0.0068776944251418
402 => 0.0066371197134706
403 => 0.0066253159703937
404 => 0.0069848361576539
405 => 0.0068832552376852
406 => 0.0068711725104827
407 => 0.0067426327071381
408 => 0.0068186156508791
409 => 0.0068019970664804
410 => 0.0067757638179981
411 => 0.0069207339816382
412 => 0.0071921051863966
413 => 0.007149809439232
414 => 0.0071182376260168
415 => 0.0069798991309247
416 => 0.0070632098039916
417 => 0.0070335444690233
418 => 0.007161005574134
419 => 0.0070855004390756
420 => 0.0068824856623088
421 => 0.0069148164346544
422 => 0.0069099297034548
423 => 0.007010498285264
424 => 0.0069803100932705
425 => 0.0069040349744649
426 => 0.0071911776691206
427 => 0.0071725322197012
428 => 0.0071989672040347
429 => 0.0072106047016674
430 => 0.0073853833998824
501 => 0.0074569846402466
502 => 0.0074732393753654
503 => 0.0075412550158727
504 => 0.0074715470842688
505 => 0.0077504285115975
506 => 0.0079358683875887
507 => 0.0081512663462012
508 => 0.0084660206572473
509 => 0.0085843711898408
510 => 0.0085629922254423
511 => 0.0088016353518361
512 => 0.0092304717452272
513 => 0.0086496723214483
514 => 0.0092612555249787
515 => 0.0090676353438086
516 => 0.0086085653773327
517 => 0.008579006683571
518 => 0.0088898941947804
519 => 0.0095794127728288
520 => 0.0094066961894826
521 => 0.0095796952752851
522 => 0.009377882652309
523 => 0.0093678609545679
524 => 0.0095698936866414
525 => 0.010041954177362
526 => 0.0098176959331434
527 => 0.0094961667496789
528 => 0.0097335788952009
529 => 0.0095279105232929
530 => 0.0090644821184315
531 => 0.0094065641163664
601 => 0.0091778236262817
602 => 0.0092445822618017
603 => 0.0097253607493797
604 => 0.0096675122097722
605 => 0.0097423735766548
606 => 0.0096102452235701
607 => 0.0094868165070601
608 => 0.0092564276417574
609 => 0.009188220856775
610 => 0.0092070707583211
611 => 0.0091882115156999
612 => 0.009059311062946
613 => 0.0090314750224466
614 => 0.0089850804020892
615 => 0.0089994600349139
616 => 0.008912224575417
617 => 0.0090768559112532
618 => 0.0091074129379107
619 => 0.0092272178950182
620 => 0.0092396564431028
621 => 0.0095733115433303
622 => 0.0093895399209711
623 => 0.0095128297913281
624 => 0.0095018015848741
625 => 0.0086185148155281
626 => 0.0087402239390388
627 => 0.0089295651407946
628 => 0.0088442671860496
629 => 0.0087236758346876
630 => 0.0086262918527636
701 => 0.0084787451621253
702 => 0.0086864142958155
703 => 0.0089594771234677
704 => 0.0092465817670343
705 => 0.0095915191844382
706 => 0.0095145331683878
707 => 0.0092401334019494
708 => 0.0092524427750227
709 => 0.0093285344758019
710 => 0.0092299888096328
711 => 0.0092009257688396
712 => 0.0093245416602902
713 => 0.0093253929349966
714 => 0.0092120042364274
715 => 0.0090859934478807
716 => 0.0090854654580756
717 => 0.0090630430553735
718 => 0.0093818715479381
719 => 0.0095571949816522
720 => 0.0095772955307796
721 => 0.0095558420545431
722 => 0.0095640986460885
723 => 0.0094620818029985
724 => 0.0096952620541472
725 => 0.0099092513117379
726 => 0.0098518976194899
727 => 0.0097659162815024
728 => 0.009697428004373
729 => 0.0098357639579869
730 => 0.0098296040757335
731 => 0.009907382302253
801 => 0.0099038538326292
802 => 0.0098776999404378
803 => 0.0098518985535277
804 => 0.0099541981361696
805 => 0.0099247374992498
806 => 0.0098952311018236
807 => 0.0098360515045819
808 => 0.009844094994716
809 => 0.0097581285026188
810 => 0.0097183564698155
811 => 0.009120280522905
812 => 0.0089604550871952
813 => 0.0090107394228163
814 => 0.0090272943317349
815 => 0.0089577380972921
816 => 0.0090574638699525
817 => 0.0090419217139191
818 => 0.0091023871511878
819 => 0.0090646109710864
820 => 0.0090661613186947
821 => 0.0091772530096421
822 => 0.009209503400142
823 => 0.0091931005912412
824 => 0.0092045885563399
825 => 0.0094693238632733
826 => 0.0094316869683859
827 => 0.0094116931181082
828 => 0.0094172315512755
829 => 0.009484877098186
830 => 0.009503814158011
831 => 0.0094235765048489
901 => 0.0094614170459285
902 => 0.0096225372671658
903 => 0.0096789202259841
904 => 0.0098588675651765
905 => 0.0097824227371786
906 => 0.0099227405274234
907 => 0.010354029576776
908 => 0.010698573112331
909 => 0.010381716638171
910 => 0.011014426963863
911 => 0.011507082709319
912 => 0.011488173761248
913 => 0.011402267836695
914 => 0.010841392368423
915 => 0.010325266400337
916 => 0.010757027688507
917 => 0.010758128336823
918 => 0.010721039659259
919 => 0.010490685068242
920 => 0.010713023818814
921 => 0.010730672261419
922 => 0.01072079382666
923 => 0.010544181501822
924 => 0.010274527125208
925 => 0.010327216944937
926 => 0.010413523944496
927 => 0.010250126788804
928 => 0.010197911496978
929 => 0.010294989658849
930 => 0.010607795723435
1001 => 0.010548661548887
1002 => 0.01054711731661
1003 => 0.010800118392119
1004 => 0.010619024223104
1005 => 0.0103278815323
1006 => 0.010254364163172
1007 => 0.0099934270300003
1008 => 0.010173657237308
1009 => 0.010180143401611
1010 => 0.010081433158977
1011 => 0.010335891324467
1012 => 0.010333546447675
1013 => 0.010575116604708
1014 => 0.011036908015346
1015 => 0.010900333571845
1016 => 0.010741512353311
1017 => 0.0107587806234
1018 => 0.010948170924559
1019 => 0.010833661225118
1020 => 0.010874839711427
1021 => 0.010948108595988
1022 => 0.010992313533208
1023 => 0.01075242021321
1024 => 0.010696489604894
1025 => 0.010582075209257
1026 => 0.010552226629081
1027 => 0.010645414766993
1028 => 0.010620862985038
1029 => 0.010179598264617
1030 => 0.01013348364616
1031 => 0.010134897915671
1101 => 0.010018940514929
1102 => 0.0098420776458312
1103 => 0.010306862705886
1104 => 0.010269533960901
1105 => 0.010228325915453
1106 => 0.01023337366589
1107 => 0.010435121107433
1108 => 0.010318097402848
1109 => 0.010629224101294
1110 => 0.010565265805418
1111 => 0.01049966722059
1112 => 0.010490599497985
1113 => 0.010465349639434
1114 => 0.010378758479405
1115 => 0.010274194450349
1116 => 0.010205152221184
1117 => 0.0094137134817371
1118 => 0.0095605999081911
1119 => 0.0097295793527074
1120 => 0.0097879103798119
1121 => 0.0096881311215656
1122 => 0.010382698372683
1123 => 0.010509602502478
1124 => 0.010125201615576
1125 => 0.010053295904621
1126 => 0.010387412499122
1127 => 0.010185899348545
1128 => 0.010276640707911
1129 => 0.010080507521832
1130 => 0.010479035013797
1201 => 0.010475998902025
1202 => 0.010320962706499
1203 => 0.010451998237315
1204 => 0.01042922758921
1205 => 0.010254192106298
1206 => 0.010484583950811
1207 => 0.010484698222291
1208 => 0.010335479254875
1209 => 0.010161224169165
1210 => 0.010130071475561
1211 => 0.010106602105707
1212 => 0.010270868681625
1213 => 0.010418149579946
1214 => 0.010692202817689
1215 => 0.010761106313002
1216 => 0.011030041242374
1217 => 0.010869903586137
1218 => 0.010940890535017
1219 => 0.011017956909743
1220 => 0.011054905363809
1221 => 0.010994699840672
1222 => 0.01141246648402
1223 => 0.011447738788758
1224 => 0.011459565287432
1225 => 0.011318696725833
1226 => 0.01144382097923
1227 => 0.011385279484745
1228 => 0.0115375881901
1229 => 0.011561472139875
1230 => 0.011541243284112
1231 => 0.011548824426753
]
'min_raw' => 0.0051788743410464
'max_raw' => 0.011561472139875
'avg_raw' => 0.0083701732404605
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.005178'
'max' => '$0.011561'
'avg' => '$0.00837'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.00079857191552915
'max_diff' => -0.0011032703549331
'year' => 2031
]
6 => [
'items' => [
101 => 0.011192334295741
102 => 0.011173848401813
103 => 0.010921791926403
104 => 0.01102450680324
105 => 0.010832486264245
106 => 0.010893377955191
107 => 0.010920218432363
108 => 0.010906198490272
109 => 0.011030314148264
110 => 0.010924790483817
111 => 0.010646296183645
112 => 0.010367726007887
113 => 0.010364228786248
114 => 0.010290886176143
115 => 0.010237872902406
116 => 0.010248085139675
117 => 0.010284074395813
118 => 0.010235781141415
119 => 0.010246086955771
120 => 0.010417232141362
121 => 0.01045155408778
122 => 0.0103349147034
123 => 0.0098665907441284
124 => 0.0097516628698215
125 => 0.0098342707467545
126 => 0.0097947895022091
127 => 0.0079051595802601
128 => 0.0083491001011452
129 => 0.0080853257184309
130 => 0.0082068850896615
131 => 0.0079376397489554
201 => 0.0080661377378977
202 => 0.0080424088513353
203 => 0.0087562520717635
204 => 0.0087451063917358
205 => 0.0087504412389488
206 => 0.008495795081601
207 => 0.0089014533246527
208 => 0.0091012951621785
209 => 0.0090643097566708
210 => 0.0090736181864178
211 => 0.0089136685230608
212 => 0.0087519899013227
213 => 0.0085726634276537
214 => 0.0089058298503087
215 => 0.0088687874314499
216 => 0.0089537494128702
217 => 0.0091698316531897
218 => 0.0092016505838933
219 => 0.0092444155494348
220 => 0.0092290873535057
221 => 0.0095942671674643
222 => 0.0095500414824599
223 => 0.0096566126587225
224 => 0.0094373876635758
225 => 0.0091893137725396
226 => 0.0092364645090791
227 => 0.0092319235139881
228 => 0.0091741114345678
229 => 0.0091219212742198
301 => 0.009035039361727
302 => 0.0093099465889579
303 => 0.0092987858575719
304 => 0.0094794651257807
305 => 0.0094475283101
306 => 0.00923424643872
307 => 0.0092418638424813
308 => 0.0092930945435752
309 => 0.0094704045850032
310 => 0.0095230422774872
311 => 0.0094986584010793
312 => 0.009556373227886
313 => 0.0096019886737711
314 => 0.0095621018255815
315 => 0.010126815482028
316 => 0.0098923070001726
317 => 0.010006604802529
318 => 0.01003386415491
319 => 0.0099640398969899
320 => 0.0099791822783134
321 => 0.010002118859967
322 => 0.010141385292322
323 => 0.010506860707891
324 => 0.010668727281571
325 => 0.011155710854843
326 => 0.010655286515918
327 => 0.010625593406608
328 => 0.010713313853649
329 => 0.010999224763606
330 => 0.01123092870188
331 => 0.011307798265527
401 => 0.011317957847341
402 => 0.011462170258933
403 => 0.011544830123856
404 => 0.011444659079003
405 => 0.011359774606836
406 => 0.011055728963781
407 => 0.011090923074854
408 => 0.011333375599822
409 => 0.011675854071721
410 => 0.011969736229423
411 => 0.011866828940623
412 => 0.012651938912943
413 => 0.012729779359811
414 => 0.012719024326937
415 => 0.012896356449116
416 => 0.01254438829965
417 => 0.012393915096691
418 => 0.011378127593198
419 => 0.011663522448246
420 => 0.01207836063071
421 => 0.012023455241697
422 => 0.011722188664936
423 => 0.011969507691709
424 => 0.011887736287077
425 => 0.011823239787545
426 => 0.012118710755164
427 => 0.011793828288988
428 => 0.012075119679588
429 => 0.011714360561557
430 => 0.01186729901245
501 => 0.011780483750923
502 => 0.011836663864809
503 => 0.011508236066977
504 => 0.011685447734553
505 => 0.011500863478988
506 => 0.011500775962017
507 => 0.011496701254345
508 => 0.011713863812446
509 => 0.011720945475669
510 => 0.011560462017118
511 => 0.011537333843518
512 => 0.011622850823284
513 => 0.011522732836911
514 => 0.011569577412599
515 => 0.011524151711387
516 => 0.011513925429232
517 => 0.011432440673166
518 => 0.011397334799783
519 => 0.011411100717303
520 => 0.011364110543989
521 => 0.011335797264858
522 => 0.011491069030491
523 => 0.011408113589758
524 => 0.01147835491945
525 => 0.011398306059104
526 => 0.011120821833515
527 => 0.010961237721036
528 => 0.010437095741701
529 => 0.010585741756844
530 => 0.01068429421867
531 => 0.010651722630624
601 => 0.010721699005277
602 => 0.010725994986356
603 => 0.010703244953632
604 => 0.010676903330197
605 => 0.010664081684692
606 => 0.010759643725709
607 => 0.010815120706991
608 => 0.010694185276676
609 => 0.010665851797419
610 => 0.010788124194496
611 => 0.010862710286078
612 => 0.011413412080017
613 => 0.011372614312378
614 => 0.011475008702993
615 => 0.01146348066598
616 => 0.011570806300049
617 => 0.011746238352556
618 => 0.011389535938237
619 => 0.011451447143521
620 => 0.011436267945724
621 => 0.011601990447074
622 => 0.011602507814635
623 => 0.011503148896622
624 => 0.011557012977991
625 => 0.011526947525454
626 => 0.011581279861777
627 => 0.011372069433318
628 => 0.011626865152311
629 => 0.011771317906307
630 => 0.011773323632936
701 => 0.011841793091882
702 => 0.011911362027655
703 => 0.012044893541693
704 => 0.011907637906203
705 => 0.011660728379522
706 => 0.011678554449835
707 => 0.011533791484683
708 => 0.011536224976281
709 => 0.011523234807416
710 => 0.011562219282034
711 => 0.01138062433321
712 => 0.011423244304732
713 => 0.011363576095019
714 => 0.011451317436486
715 => 0.01135692225723
716 => 0.011436260625855
717 => 0.011470500435645
718 => 0.011596846070899
719 => 0.011338260904175
720 => 0.010810988244547
721 => 0.010921827350164
722 => 0.010757887606733
723 => 0.01077306085415
724 => 0.010803713228737
725 => 0.010704358853867
726 => 0.010723312537576
727 => 0.010722635378619
728 => 0.010716799988558
729 => 0.010690954078406
730 => 0.010653472395229
731 => 0.010802787884754
801 => 0.010828159496027
802 => 0.010884557445011
803 => 0.011052359486091
804 => 0.011035592105142
805 => 0.011062940399141
806 => 0.011003239226896
807 => 0.010775830220303
808 => 0.010788179623459
809 => 0.010634182368222
810 => 0.010880619388961
811 => 0.01082225984964
812 => 0.010784635074989
813 => 0.010774368806634
814 => 0.010942586796518
815 => 0.010992920255585
816 => 0.010961555821647
817 => 0.010897226452594
818 => 0.011020757858447
819 => 0.011053809651281
820 => 0.011061208728794
821 => 0.011280082695168
822 => 0.011073441352128
823 => 0.011123181977236
824 => 0.011511244135241
825 => 0.011159325306847
826 => 0.011345744558974
827 => 0.011336620306661
828 => 0.011431986087965
829 => 0.011328797529076
830 => 0.011330076674933
831 => 0.011414755028094
901 => 0.011295839552901
902 => 0.011266394408932
903 => 0.011225716153427
904 => 0.011314535636137
905 => 0.011367778899061
906 => 0.011796880495364
907 => 0.012074099695986
908 => 0.012062064879373
909 => 0.01217204057498
910 => 0.012122495516847
911 => 0.011962501454811
912 => 0.01223559180951
913 => 0.012149174594697
914 => 0.012156298724889
915 => 0.012156033564408
916 => 0.012213493457534
917 => 0.012172777857132
918 => 0.01209252322937
919 => 0.012145799996605
920 => 0.012304012948502
921 => 0.012795110805756
922 => 0.013069935672856
923 => 0.012778566003676
924 => 0.012979548899881
925 => 0.012859030779686
926 => 0.012837129052143
927 => 0.01296336116348
928 => 0.013089814227416
929 => 0.013081759713915
930 => 0.012989961282934
1001 => 0.012938106678571
1002 => 0.01333076711537
1003 => 0.013620072636408
1004 => 0.013600343939402
1005 => 0.01368741999187
1006 => 0.013943077975078
1007 => 0.013966452137052
1008 => 0.013963507529893
1009 => 0.013905572230598
1010 => 0.01415730071645
1011 => 0.014367297048089
1012 => 0.013892161882723
1013 => 0.014073087133718
1014 => 0.014154310307938
1015 => 0.014273570025522
1016 => 0.014474781159335
1017 => 0.014693349819274
1018 => 0.014724257824273
1019 => 0.014702327115642
1020 => 0.014558175208971
1021 => 0.014797335644743
1022 => 0.014937430219016
1023 => 0.015020853331988
1024 => 0.015232400466203
1025 => 0.01415481191461
1026 => 0.013392041178166
1027 => 0.013272923513128
1028 => 0.013515153969055
1029 => 0.013579028208531
1030 => 0.013553280582689
1031 => 0.012694712770741
1101 => 0.013268403331282
1102 => 0.013885646137153
1103 => 0.013909356947127
1104 => 0.014218361601684
1105 => 0.014318986183737
1106 => 0.014567775432821
1107 => 0.014552213597553
1108 => 0.014612789820603
1109 => 0.014598864395958
1110 => 0.01505969409113
1111 => 0.015568057678776
1112 => 0.015550454664233
1113 => 0.015477371383824
1114 => 0.015585912517783
1115 => 0.016110598219787
1116 => 0.016062293568263
1117 => 0.016109217422638
1118 => 0.016727851435291
1119 => 0.017532163651402
1120 => 0.017158479875392
1121 => 0.017969266144723
1122 => 0.018479613123334
1123 => 0.019362205451979
1124 => 0.019251700545574
1125 => 0.019595287262353
1126 => 0.019053873700038
1127 => 0.017810678723229
1128 => 0.01761393835939
1129 => 0.018007817550056
1130 => 0.018976131106138
1201 => 0.017977321910239
1202 => 0.018179379709718
1203 => 0.018121187049875
1204 => 0.018118086210335
1205 => 0.018236432643556
1206 => 0.018064764969634
1207 => 0.017365359983647
1208 => 0.017685893167105
1209 => 0.017562119911705
1210 => 0.017699455566479
1211 => 0.018440599453766
1212 => 0.018112922074533
1213 => 0.01776774057386
1214 => 0.018200674777611
1215 => 0.018751948791319
1216 => 0.018717451054276
1217 => 0.018650511025477
1218 => 0.019027848462952
1219 => 0.019651099360166
1220 => 0.019819561573258
1221 => 0.019943916934905
1222 => 0.019961063438275
1223 => 0.020137683079478
1224 => 0.019187954754848
1225 => 0.020695197996788
1226 => 0.020955457267917
1227 => 0.020906539311586
1228 => 0.021195806538062
1229 => 0.021110696782031
1230 => 0.020987386098855
1231 => 0.021445936181722
]
'min_raw' => 0.0079051595802601
'max_raw' => 0.021445936181722
'avg_raw' => 0.014675547880991
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.0079051'
'max' => '$0.021445'
'avg' => '$0.014675'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.0027262852392137
'max_diff' => 0.0098844640418475
'year' => 2032
]
7 => [
'items' => [
101 => 0.020920245514799
102 => 0.020174093795716
103 => 0.019764740205419
104 => 0.020303810034734
105 => 0.020633001168552
106 => 0.020850575567517
107 => 0.020916413449182
108 => 0.019261679461159
109 => 0.01836986961737
110 => 0.018941509502618
111 => 0.019638949615099
112 => 0.019184080439809
113 => 0.019201910450299
114 => 0.018553386543852
115 => 0.019696329590589
116 => 0.019529812402343
117 => 0.020393703869525
118 => 0.02018752923772
119 => 0.020891999193133
120 => 0.020706488644514
121 => 0.021476532560078
122 => 0.021783723926103
123 => 0.022299546040178
124 => 0.022678986887065
125 => 0.022901801809904
126 => 0.022888424837694
127 => 0.023771328567936
128 => 0.023250711084519
129 => 0.022596692825228
130 => 0.022584863698319
131 => 0.022923589022316
201 => 0.02363346437666
202 => 0.023817524727775
203 => 0.023920389354073
204 => 0.023762848598154
205 => 0.023197755632896
206 => 0.022953751355585
207 => 0.023161650069339
208 => 0.022907407807357
209 => 0.023346301279317
210 => 0.023948995758903
211 => 0.023824541732181
212 => 0.024240572884324
213 => 0.024671121359038
214 => 0.025286825015021
215 => 0.025447792750135
216 => 0.025713866295224
217 => 0.025987743373728
218 => 0.026075705310149
219 => 0.026243651939762
220 => 0.026242766778123
221 => 0.026748885250576
222 => 0.027307149598876
223 => 0.027517881466509
224 => 0.02800244777631
225 => 0.027172644952005
226 => 0.027802059926328
227 => 0.028369807988447
228 => 0.027692915343284
301 => 0.028625854158882
302 => 0.028662078059007
303 => 0.029209015943897
304 => 0.02865458961694
305 => 0.028325373033785
306 => 0.02927580897377
307 => 0.029735694986677
308 => 0.029597173576913
309 => 0.028543018808962
310 => 0.02792945551919
311 => 0.026323642042338
312 => 0.02822579747165
313 => 0.029152281894633
314 => 0.028540619438129
315 => 0.028849106402909
316 => 0.030532111255516
317 => 0.031172890536895
318 => 0.031039612925753
319 => 0.0310621346481
320 => 0.031407887517365
321 => 0.032941146149269
322 => 0.032022382036375
323 => 0.032724742775248
324 => 0.033097272378596
325 => 0.033443298635486
326 => 0.032593567511286
327 => 0.03148807980373
328 => 0.031137925441531
329 => 0.028479801661379
330 => 0.028341434774976
331 => 0.028263765248692
401 => 0.027774069872044
402 => 0.027389303444852
403 => 0.027083322896486
404 => 0.02628033856405
405 => 0.026551322204395
406 => 0.025271532774346
407 => 0.026090296698739
408 => 0.024047721866785
409 => 0.025748838882275
410 => 0.024822998231043
411 => 0.025444675327941
412 => 0.025442506355115
413 => 0.024297801716824
414 => 0.023637559970834
415 => 0.024058291708372
416 => 0.02450934952874
417 => 0.024582532142554
418 => 0.025167340380474
419 => 0.025330547789267
420 => 0.0248360217212
421 => 0.024005394043449
422 => 0.02419832990839
423 => 0.023633650131689
424 => 0.022644070543113
425 => 0.02335480388003
426 => 0.023597479489993
427 => 0.023704658864276
428 => 0.022731520992896
429 => 0.022425739945858
430 => 0.022262944682166
501 => 0.023879774164396
502 => 0.023968347733219
503 => 0.023515192832081
504 => 0.025563495955135
505 => 0.025099901874185
506 => 0.025617850045913
507 => 0.024180823000905
508 => 0.024235719369238
509 => 0.023555407736751
510 => 0.023936336792504
511 => 0.023667108413814
512 => 0.023905561489213
513 => 0.024048489279429
514 => 0.024728689279471
515 => 0.025756605673655
516 => 0.024627090082136
517 => 0.024134943963949
518 => 0.024440268647737
519 => 0.025253388515881
520 => 0.026485306738959
521 => 0.025755986356232
522 => 0.026079646357423
523 => 0.026150351669052
524 => 0.025612577819737
525 => 0.026505135227856
526 => 0.02698346399399
527 => 0.027474130331852
528 => 0.027900162164859
529 => 0.027278147406526
530 => 0.027943792360255
531 => 0.027407400029701
601 => 0.026926200657974
602 => 0.026926930438791
603 => 0.026625067043705
604 => 0.026040168678492
605 => 0.025932304445996
606 => 0.026493427805192
607 => 0.026943395600688
608 => 0.026980457103525
609 => 0.027229582395292
610 => 0.027377012176764
611 => 0.028822024456267
612 => 0.029403220348851
613 => 0.030113895684828
614 => 0.030390743779659
615 => 0.031223957289563
616 => 0.030551069710022
617 => 0.030405486249528
618 => 0.028384382816562
619 => 0.028715338390486
620 => 0.029245230196801
621 => 0.028393120537277
622 => 0.028933587987638
623 => 0.029040287711005
624 => 0.02836416617711
625 => 0.02872531190185
626 => 0.027766215929186
627 => 0.025777511344952
628 => 0.026507349224559
629 => 0.027044755564724
630 => 0.026277810455585
701 => 0.027652529878842
702 => 0.026849447171744
703 => 0.026594908508363
704 => 0.025601862432926
705 => 0.026070541954683
706 => 0.026704437718704
707 => 0.026312763834832
708 => 0.027125545953997
709 => 0.02827666219581
710 => 0.029097016179883
711 => 0.029159992772404
712 => 0.028632560120093
713 => 0.029477774311451
714 => 0.029483930774094
715 => 0.028530525713441
716 => 0.027946570422373
717 => 0.027813894551589
718 => 0.028145344889442
719 => 0.028547786788704
720 => 0.02918232549696
721 => 0.029565763948871
722 => 0.030565568071414
723 => 0.030836086400343
724 => 0.031133304027804
725 => 0.031530478436614
726 => 0.032007388147818
727 => 0.030963936850188
728 => 0.03100539511548
729 => 0.030033747714694
730 => 0.028995403118621
731 => 0.029783377235559
801 => 0.030813548573651
802 => 0.030577226130455
803 => 0.030550635027966
804 => 0.030595353886596
805 => 0.030417174481995
806 => 0.029611275638623
807 => 0.029206558284675
808 => 0.029728746925676
809 => 0.030006266948426
810 => 0.030436676301421
811 => 0.030383619263825
812 => 0.031492307534552
813 => 0.031923110271563
814 => 0.031812892496347
815 => 0.031833175219526
816 => 0.032613122997064
817 => 0.03348058533418
818 => 0.034293078284627
819 => 0.035119581011206
820 => 0.034123199715365
821 => 0.033617298741591
822 => 0.034139259411368
823 => 0.033862299732856
824 => 0.035453792197161
825 => 0.035563983682377
826 => 0.037155361063663
827 => 0.038665767696196
828 => 0.037717108352047
829 => 0.038611651385024
830 => 0.039579172608352
831 => 0.041445678022813
901 => 0.040817104663675
902 => 0.040335627321575
903 => 0.039880633559773
904 => 0.040827403349858
905 => 0.042045407559786
906 => 0.042307754000706
907 => 0.042732855459049
908 => 0.042285913254534
909 => 0.042824205910803
910 => 0.04472461552521
911 => 0.044211108072017
912 => 0.043481844938042
913 => 0.044982035811336
914 => 0.045524949056537
915 => 0.049335398537232
916 => 0.054146248408426
917 => 0.052154524972008
918 => 0.05091819796251
919 => 0.051208764135811
920 => 0.052965523651225
921 => 0.053529739050817
922 => 0.051996007098016
923 => 0.052537747152458
924 => 0.055522788115137
925 => 0.057124166820034
926 => 0.05494927944493
927 => 0.048948851434302
928 => 0.043416182771868
929 => 0.044883695640462
930 => 0.04471732522339
1001 => 0.047924379346345
1002 => 0.044198861089087
1003 => 0.044261589261915
1004 => 0.047534961867803
1005 => 0.046661682176366
1006 => 0.045247080917449
1007 => 0.043426510926549
1008 => 0.040061018916029
1009 => 0.037080108788624
1010 => 0.042926360011069
1011 => 0.042674259027639
1012 => 0.04230917944436
1013 => 0.043121624551211
1014 => 0.047066627373509
1015 => 0.046975682289727
1016 => 0.046397136067296
1017 => 0.046835958277938
1018 => 0.045170153262249
1019 => 0.045599469144467
1020 => 0.043415306368884
1021 => 0.044402639162143
1022 => 0.045244045818477
1023 => 0.045412970661975
1024 => 0.045793566959891
1025 => 0.042541413264929
1026 => 0.044001534795751
1027 => 0.044859219400223
1028 => 0.040984169154385
1029 => 0.044782622116099
1030 => 0.042484800504489
1031 => 0.041704885337386
1101 => 0.04275493836388
1102 => 0.042345731678245
1103 => 0.041993919799359
1104 => 0.041797602726045
1105 => 0.042568645778579
1106 => 0.042532675698583
1107 => 0.041271099611629
1108 => 0.039625425034619
1109 => 0.04017776744009
1110 => 0.039977096265945
1111 => 0.039249838043745
1112 => 0.039739922276015
1113 => 0.037581839343053
1114 => 0.033868969824281
1115 => 0.036321805156651
1116 => 0.036227373664526
1117 => 0.036179757024069
1118 => 0.038022994984956
1119 => 0.037845810185752
1120 => 0.037524218040198
1121 => 0.039243931751797
1122 => 0.03861621311365
1123 => 0.040550694047307
1124 => 0.041824868304597
1125 => 0.041501696497729
1126 => 0.042700063545328
1127 => 0.040190492293537
1128 => 0.04102407119686
1129 => 0.041195870653544
1130 => 0.03922271075154
1201 => 0.037874799810183
1202 => 0.037784909517704
1203 => 0.035447817698961
1204 => 0.036696273284188
1205 => 0.037794862534585
1206 => 0.037268723537614
1207 => 0.037102163649129
1208 => 0.037953081996968
1209 => 0.038019205640218
1210 => 0.03651157956665
1211 => 0.036825062767654
1212 => 0.038132339828084
1213 => 0.036792122739858
1214 => 0.034188299860654
1215 => 0.033542515785944
1216 => 0.033456356286216
1217 => 0.031704938657821
1218 => 0.033585670165753
1219 => 0.03276468046207
1220 => 0.035358177099038
1221 => 0.033876785729203
1222 => 0.033812925908069
1223 => 0.033716392422226
1224 => 0.032208874919315
1225 => 0.032538925444717
1226 => 0.033636063659268
1227 => 0.034027534934367
1228 => 0.033986701273144
1229 => 0.033630687083475
1230 => 0.033793668556418
1231 => 0.03326864844556
]
'min_raw' => 0.01836986961737
'max_raw' => 0.057124166820034
'avg_raw' => 0.037747018218702
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.018369'
'max' => '$0.057124'
'avg' => '$0.037747'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.010464710037109
'max_diff' => 0.035678230638312
'year' => 2033
]
8 => [
'items' => [
101 => 0.033083252917067
102 => 0.032498093632086
103 => 0.031638071137543
104 => 0.031757662540234
105 => 0.030053732941416
106 => 0.029125341661592
107 => 0.028868375191337
108 => 0.028524748887944
109 => 0.02890718869666
110 => 0.03004890592295
111 => 0.028671752719223
112 => 0.026310720147497
113 => 0.026452622228062
114 => 0.026771434071984
115 => 0.026177330309986
116 => 0.025615060958604
117 => 0.026103908541276
118 => 0.025103507915694
119 => 0.026892327708115
120 => 0.02684394514584
121 => 0.027510706544581
122 => 0.027927646130535
123 => 0.026966735370705
124 => 0.026725068913186
125 => 0.026862733110517
126 => 0.024587450579433
127 => 0.027324767420099
128 => 0.027348439849807
129 => 0.027145742134701
130 => 0.02860327884718
131 => 0.031679135927612
201 => 0.030521874767889
202 => 0.03007374826844
203 => 0.029221859465411
204 => 0.030356950715296
205 => 0.030269793417487
206 => 0.029875635063369
207 => 0.02963724686095
208 => 0.030076484433289
209 => 0.029582820464911
210 => 0.029494144851211
211 => 0.028956867112213
212 => 0.02876508340397
213 => 0.028623094381516
214 => 0.028466778419347
215 => 0.02881157248038
216 => 0.028030223776644
217 => 0.027087993836496
218 => 0.027009657612042
219 => 0.027225950815151
220 => 0.027130257173911
221 => 0.027009199467704
222 => 0.026778067338451
223 => 0.026709495373058
224 => 0.026932320994197
225 => 0.026680763859472
226 => 0.027051950114784
227 => 0.026951007992012
228 => 0.02638715349975
301 => 0.025684382036721
302 => 0.025678125896587
303 => 0.025526714937654
304 => 0.025333870316663
305 => 0.02528022535479
306 => 0.02606273916137
307 => 0.027682519322325
308 => 0.027364517718675
309 => 0.027594306467427
310 => 0.028724639681003
311 => 0.029083938619293
312 => 0.028828916743356
313 => 0.02847982707051
314 => 0.028495185244455
315 => 0.029688130333202
316 => 0.02976253285509
317 => 0.02995052402474
318 => 0.030192145804039
319 => 0.028870065977173
320 => 0.028432915403503
321 => 0.028225769209507
322 => 0.027587839107667
323 => 0.028275792030508
324 => 0.02787495132345
325 => 0.0279290384295
326 => 0.02789381413073
327 => 0.027913048979715
328 => 0.026891827696527
329 => 0.02726390705831
330 => 0.026645252953367
331 => 0.025816944554029
401 => 0.025814167773832
402 => 0.026016895081106
403 => 0.025896304946019
404 => 0.025571799993156
405 => 0.02561789439009
406 => 0.025214058970144
407 => 0.025666927321748
408 => 0.025679913965631
409 => 0.025505534982358
410 => 0.026203241161793
411 => 0.026489091952782
412 => 0.026374311970431
413 => 0.02648103868324
414 => 0.027377732120998
415 => 0.02752393227683
416 => 0.02758886472861
417 => 0.027501863845126
418 => 0.026497428593199
419 => 0.02654197956781
420 => 0.026215094076147
421 => 0.025938910282037
422 => 0.025949956185408
423 => 0.026091950556961
424 => 0.026712048305392
425 => 0.028017007460208
426 => 0.02806652970622
427 => 0.028126552113053
428 => 0.027882410819619
429 => 0.027808775469401
430 => 0.027905919503234
501 => 0.02839599355029
502 => 0.029656597053124
503 => 0.029211015582345
504 => 0.028848750910714
505 => 0.029166554693589
506 => 0.029117631292244
507 => 0.028704668550119
508 => 0.028693078061363
509 => 0.02790047052705
510 => 0.027607461568415
511 => 0.027362601351239
512 => 0.027095220386321
513 => 0.026936707987626
514 => 0.027180255074618
515 => 0.027235957174977
516 => 0.026703437212796
517 => 0.026630856709679
518 => 0.027065724006039
519 => 0.026874355122398
520 => 0.027071182764942
521 => 0.027116848466369
522 => 0.027109495236669
523 => 0.026909684143571
524 => 0.027037037775859
525 => 0.026735808469554
526 => 0.026408266842125
527 => 0.02619931569039
528 => 0.026016978097153
529 => 0.026118149591404
530 => 0.025757491687584
531 => 0.025642109965543
601 => 0.026993893230788
602 => 0.027992470062943
603 => 0.027977950360323
604 => 0.027889565404792
605 => 0.027758243289107
606 => 0.028386386519573
607 => 0.028167553978199
608 => 0.028326772936119
609 => 0.028367300843308
610 => 0.028489966612146
611 => 0.028533809081026
612 => 0.028401286689517
613 => 0.027956525357367
614 => 0.026848222404287
615 => 0.026332304387822
616 => 0.026162042849094
617 => 0.026168231532654
618 => 0.025997520012568
619 => 0.026047802205987
620 => 0.025980033917699
621 => 0.025851697174592
622 => 0.026110225159161
623 => 0.026140018101028
624 => 0.02607967458025
625 => 0.02609388766386
626 => 0.025594269084876
627 => 0.025632254000321
628 => 0.02542074916423
629 => 0.025381094557192
630 => 0.024846428749386
701 => 0.023899190769809
702 => 0.02442405256111
703 => 0.023790093323955
704 => 0.023550003354794
705 => 0.02468655192715
706 => 0.024572473973436
707 => 0.024377222105171
708 => 0.024088403897954
709 => 0.023981278415454
710 => 0.023330417895591
711 => 0.023291961583871
712 => 0.023614545632228
713 => 0.023465684193351
714 => 0.023256626354932
715 => 0.022499440056031
716 => 0.021648111960299
717 => 0.021673808204251
718 => 0.021944599831981
719 => 0.022731963010833
720 => 0.022424326595334
721 => 0.022201132846169
722 => 0.02215933536613
723 => 0.022682518337772
724 => 0.023422931852867
725 => 0.023770317308331
726 => 0.02342606887222
727 => 0.023030614804467
728 => 0.023054684261213
729 => 0.02321480757364
730 => 0.023231634269755
731 => 0.022974234324983
801 => 0.023046690901707
802 => 0.022936622736094
803 => 0.022261134606898
804 => 0.022248917168637
805 => 0.022083141488015
806 => 0.022078121866289
807 => 0.021796096078869
808 => 0.021756638721657
809 => 0.021196659402993
810 => 0.021565239486311
811 => 0.021318015317744
812 => 0.020945390181428
813 => 0.020881149467476
814 => 0.020879218314041
815 => 0.021261821011582
816 => 0.021560768551028
817 => 0.021322315888002
818 => 0.021268024838842
819 => 0.021847711206907
820 => 0.021773940832612
821 => 0.021710056164241
822 => 0.023356635943517
823 => 0.022053239563997
824 => 0.021484884347262
825 => 0.020781436838824
826 => 0.021010482894662
827 => 0.021058746264014
828 => 0.019367081812164
829 => 0.018680773754732
830 => 0.018445258692395
831 => 0.018309716444326
901 => 0.018371484748803
902 => 0.017753727001208
903 => 0.018168870424362
904 => 0.017633944432708
905 => 0.017544262349407
906 => 0.0185007762871
907 => 0.018633869613657
908 => 0.018066052133711
909 => 0.018430682877136
910 => 0.018298462700823
911 => 0.017643114203504
912 => 0.017618084711324
913 => 0.017289253871982
914 => 0.01677469728261
915 => 0.016539531113871
916 => 0.016417054531385
917 => 0.01646759075634
918 => 0.016442038094569
919 => 0.016275289692026
920 => 0.016451595917814
921 => 0.016001206365688
922 => 0.015821857616997
923 => 0.015740849948072
924 => 0.015341103297106
925 => 0.015977277986936
926 => 0.01610261241515
927 => 0.016228193790906
928 => 0.017321293928811
929 => 0.01726668573499
930 => 0.017760317211861
1001 => 0.0177411356004
1002 => 0.017600343906897
1003 => 0.017006366911115
1004 => 0.017243115555012
1005 => 0.016514440028006
1006 => 0.017060413277958
1007 => 0.016811253887068
1008 => 0.016976172237267
1009 => 0.016679634173522
1010 => 0.016843750581755
1011 => 0.016132333857681
1012 => 0.015468022930643
1013 => 0.015735361040128
1014 => 0.016025988138959
1015 => 0.016656141739632
1016 => 0.016280827453726
1017 => 0.016415804663142
1018 => 0.015963653606509
1019 => 0.015030736826111
1020 => 0.015036017033774
1021 => 0.014892508111806
1022 => 0.014768495450581
1023 => 0.01632393681427
1024 => 0.016130493092806
1025 => 0.015822265839941
1026 => 0.016234840266364
1027 => 0.016343931493147
1028 => 0.01634703716701
1029 => 0.016648040818441
1030 => 0.016808686521167
1031 => 0.016837001022551
1101 => 0.017310636771692
1102 => 0.017469393227398
1103 => 0.018123288600394
1104 => 0.01679505685566
1105 => 0.016767702796944
1106 => 0.016240646034629
1107 => 0.01590637830353
1108 => 0.016263533632156
1109 => 0.016579924496753
1110 => 0.016250477180728
1111 => 0.016293496045188
1112 => 0.015851239940259
1113 => 0.016009325687687
1114 => 0.016145490429823
1115 => 0.016070308262609
1116 => 0.015957756919433
1117 => 0.01655398405393
1118 => 0.016520342582369
1119 => 0.017075562997215
1120 => 0.017508397014781
1121 => 0.018284112952594
1122 => 0.0174746129325
1123 => 0.017445111534296
1124 => 0.017733492433908
1125 => 0.017469349077784
1126 => 0.017636278560936
1127 => 0.018257218032139
1128 => 0.018270337504702
1129 => 0.018050569435787
1130 => 0.018037196528821
1201 => 0.018079405390455
1202 => 0.018326624011417
1203 => 0.018240238228992
1204 => 0.018340206043435
1205 => 0.018465217326157
1206 => 0.01898231699518
1207 => 0.019106987974749
1208 => 0.018804102128888
1209 => 0.018831449329501
1210 => 0.018718161708746
1211 => 0.018608727286588
1212 => 0.018854719885987
1213 => 0.019304276196385
1214 => 0.01930147952991
1215 => 0.019405767855797
1216 => 0.019470738618853
1217 => 0.019191836542311
1218 => 0.019010281545995
1219 => 0.019079901284227
1220 => 0.019191224761781
1221 => 0.019043800580837
1222 => 0.018133830242528
1223 => 0.018409857114041
1224 => 0.018363912745596
1225 => 0.018298482377906
1226 => 0.018576029531664
1227 => 0.018549259431604
1228 => 0.017747391002614
1229 => 0.017798724017783
1230 => 0.017750512733287
1231 => 0.017906293256593
]
'min_raw' => 0.014768495450581
'max_raw' => 0.033083252917067
'avg_raw' => 0.023925874183824
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.014768'
'max' => '$0.033083'
'avg' => '$0.023925'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.0036013741667889
'max_diff' => -0.024040913902967
'year' => 2034
]
9 => [
'items' => [
101 => 0.017460936418298
102 => 0.017597925182233
103 => 0.017683843250784
104 => 0.017734449653214
105 => 0.017917274679925
106 => 0.017895822273199
107 => 0.017915941168203
108 => 0.018187022418799
109 => 0.019558058360462
110 => 0.019632680821746
111 => 0.019265212530499
112 => 0.019412008864861
113 => 0.019130192003715
114 => 0.019319377550611
115 => 0.019448813497005
116 => 0.018863917344351
117 => 0.018829283590135
118 => 0.018546303570556
119 => 0.01869836100427
120 => 0.018456426693915
121 => 0.018515788911173
122 => 0.018349806976613
123 => 0.018648541412147
124 => 0.018982572929712
125 => 0.019066962482353
126 => 0.018844969901341
127 => 0.018684232642664
128 => 0.018402030966572
129 => 0.018871338643188
130 => 0.019008578509722
131 => 0.018870617780593
201 => 0.018838649265153
202 => 0.018778068986159
203 => 0.018851501657723
204 => 0.019007831071935
205 => 0.018934109007144
206 => 0.018982803729754
207 => 0.018797229660943
208 => 0.019191928870503
209 => 0.019818806204822
210 => 0.019820821717957
211 => 0.019747099255776
212 => 0.019716933612624
213 => 0.019792577332675
214 => 0.019833610947735
215 => 0.020078228867693
216 => 0.020340713641816
217 => 0.02156561555157
218 => 0.021221667996835
219 => 0.022308473840909
220 => 0.023167996159495
221 => 0.023425729320483
222 => 0.023188626939656
223 => 0.022377512502867
224 => 0.022337715358972
225 => 0.023549862771218
226 => 0.02320737560739
227 => 0.023166637849037
228 => 0.022733256927699
301 => 0.022989438727481
302 => 0.022933408009909
303 => 0.022844960781104
304 => 0.02333373780931
305 => 0.024248684772685
306 => 0.024106081708125
307 => 0.023999635135596
308 => 0.023533217240908
309 => 0.023814104991719
310 => 0.023714086243705
311 => 0.024143830258636
312 => 0.023889259424187
313 => 0.023204780930278
314 => 0.023313786386504
315 => 0.023297310431084
316 => 0.023636384426128
317 => 0.023534602829149
318 => 0.023277435940738
319 => 0.024245557583432
320 => 0.024182693148931
321 => 0.024271820544243
322 => 0.024311057180015
323 => 0.024900335763707
324 => 0.025141744344633
325 => 0.025196548318956
326 => 0.025425867799626
327 => 0.025190842641371
328 => 0.02613111084449
329 => 0.026756334333393
330 => 0.02748256358946
331 => 0.028543779724596
401 => 0.028942806808205
402 => 0.028870726137104
403 => 0.029675328099272
404 => 0.031121179939991
405 => 0.0291629741326
406 => 0.031224969602678
407 => 0.030572165643734
408 => 0.029024379200518
409 => 0.028924720000779
410 => 0.029972898950294
411 => 0.032297658976834
412 => 0.031715332957396
413 => 0.032298611453589
414 => 0.031618186105118
415 => 0.031584397251491
416 => 0.032265564713152
417 => 0.033857149615827
418 => 0.033101047288234
419 => 0.032016989197733
420 => 0.032817440821947
421 => 0.032124015546752
422 => 0.030561534324223
423 => 0.031714887663663
424 => 0.030943673131192
425 => 0.031168754531787
426 => 0.032789732769538
427 => 0.032594692379395
428 => 0.032847092704494
429 => 0.032401612737161
430 => 0.03198546420193
501 => 0.031208692057325
502 => 0.030978728119711
503 => 0.031042281878832
504 => 0.030978696625625
505 => 0.030544099749623
506 => 0.030450248595628
507 => 0.030293825893925
508 => 0.030342307829947
509 => 0.030048187387668
510 => 0.030603253430632
511 => 0.030706278579432
512 => 0.031110209356835
513 => 0.031152146790134
514 => 0.032277088255606
515 => 0.031657489400297
516 => 0.032073169806029
517 => 0.032035987438005
518 => 0.029057924426042
519 => 0.029468275233418
520 => 0.030106652314518
521 => 0.029819064304782
522 => 0.029412482144246
523 => 0.029084145250057
524 => 0.028586681281189
525 => 0.029286852264421
526 => 0.030207502652488
527 => 0.031175496003279
528 => 0.032338476588818
529 => 0.032078912860712
530 => 0.031153754890185
531 => 0.031195256800915
601 => 0.031451805282645
602 => 0.031119551688917
603 => 0.031021563617766
604 => 0.031438343226378
605 => 0.031441213358484
606 => 0.031058915444712
607 => 0.030634061273334
608 => 0.030632281118844
609 => 0.030556682422651
610 => 0.031631634945227
611 => 0.032222750142686
612 => 0.032290520547444
613 => 0.032218188654479
614 => 0.032246026329331
615 => 0.031902069420265
616 => 0.032688252917138
617 => 0.033409732639358
618 => 0.033216360661637
619 => 0.032926468577586
620 => 0.032695555569546
621 => 0.033161964895463
622 => 0.033141196422376
623 => 0.033403431143389
624 => 0.033391534661703
625 => 0.033303354988173
626 => 0.03321636381081
627 => 0.033561273996016
628 => 0.033461945401765
629 => 0.033362462522772
630 => 0.033162934378884
701 => 0.03319005356745
702 => 0.032900211537355
703 => 0.032766117351964
704 => 0.030749662540626
705 => 0.030210799925475
706 => 0.030380337073762
707 => 0.030436153105008
708 => 0.030201639404323
709 => 0.030537871809478
710 => 0.030485470345293
711 => 0.030689333788606
712 => 0.030561968759946
713 => 0.030567195865149
714 => 0.030941749257352
715 => 0.031050483700573
716 => 0.030995180485156
717 => 0.031033912961551
718 => 0.031926486532106
719 => 0.031799591113269
720 => 0.031732180451131
721 => 0.031750853665236
722 => 0.031978925349506
723 => 0.032042772968849
724 => 0.031772246119199
725 => 0.031899828145391
726 => 0.032443056220347
727 => 0.032633155302536
728 => 0.033239860320145
729 => 0.032982121245343
730 => 0.033455212471828
731 => 0.03490933361336
801 => 0.036070986198745
802 => 0.035002682473901
803 => 0.037135909511396
804 => 0.03879693275333
805 => 0.038733179914725
806 => 0.038443542092334
807 => 0.036552511291981
808 => 0.034812356555814
809 => 0.03626806988349
810 => 0.036271780796133
811 => 0.036146733730277
812 => 0.035370077143819
813 => 0.036119707764569
814 => 0.036179210720986
815 => 0.036145904888506
816 => 0.035550444104636
817 => 0.034641285547215
818 => 0.034818932953117
819 => 0.035109923027893
820 => 0.034559018109453
821 => 0.034382970607505
822 => 0.034710276408034
823 => 0.035764923894209
824 => 0.035565548896104
825 => 0.035560342409166
826 => 0.036413353199214
827 => 0.03580278156479
828 => 0.034821173655811
829 => 0.034573304712977
830 => 0.03369353695044
831 => 0.034301195677649
901 => 0.034323064233448
902 => 0.033990255758677
903 => 0.034848179229327
904 => 0.03484027331351
905 => 0.035654743963835
906 => 0.03721170594605
907 => 0.036751235674463
908 => 0.036215758847631
909 => 0.036273980025869
910 => 0.036912522649034
911 => 0.036526445202559
912 => 0.036665281344139
913 => 0.036912312503906
914 => 0.037061352536032
915 => 0.036252535458842
916 => 0.036063961507956
917 => 0.035678205384907
918 => 0.035577568812882
919 => 0.03589175912604
920 => 0.035808981079031
921 => 0.034321226266012
922 => 0.034165747610262
923 => 0.034170515918661
924 => 0.033779557446171
925 => 0.033183251934838
926 => 0.034750307215069
927 => 0.034624450745142
928 => 0.034485514942859
929 => 0.034502533785882
930 => 0.035182739370599
1001 => 0.034788185780258
1002 => 0.035837171166242
1003 => 0.035621531306271
1004 => 0.035400361097575
1005 => 0.035369788637724
1006 => 0.035284656976731
1007 => 0.034992708835092
1008 => 0.0346401639107
1009 => 0.034407383214698
1010 => 0.031738992248163
1011 => 0.032234230090236
1012 => 0.032803956085191
1013 => 0.033000623215616
1014 => 0.032664210480073
1015 => 0.035005992460351
1016 => 0.035433858594121
1017 => 0.034137824165916
1018 => 0.033895389041135
1019 => 0.035021886466771
1020 => 0.034342470810403
1021 => 0.034648411638864
1022 => 0.033987134908417
1023 => 0.035330798171879
1024 => 0.035320561709063
1025 => 0.034797846351565
1026 => 0.035239641792322
1027 => 0.035162868962438
1028 => 0.034572724611215
1029 => 0.035349506800434
1030 => 0.035349892074709
1031 => 0.034846789907929
1101 => 0.034259276720356
1102 => 0.03415424323886
1103 => 0.034075114619816
1104 => 0.034628950849252
1105 => 0.035125518680763
1106 => 0.036049508305601
1107 => 0.036281821250737
1108 => 0.037188554141551
1109 => 0.036648638853094
1110 => 0.036887976307394
1111 => 0.037147810970386
1112 => 0.037272385262928
1113 => 0.037069398138256
1114 => 0.038477927543839
1115 => 0.038596850581896
1116 => 0.038636724447876
1117 => 0.038161776257315
1118 => 0.038583641413541
1119 => 0.038386264677648
1120 => 0.038899784111605
1121 => 0.038980310515795
1122 => 0.038912107516256
1123 => 0.038937667867969
1124 => 0.037735736501918
1125 => 0.037673410019895
1126 => 0.036823584015029
1127 => 0.037169894393609
1128 => 0.036522483739942
1129 => 0.036727784327289
1130 => 0.036818278870015
1201 => 0.036771009656415
1202 => 0.037189474262814
1203 => 0.036833693860704
1204 => 0.035894730883822
1205 => 0.034955512087105
1206 => 0.034943720960183
1207 => 0.034696441229596
1208 => 0.034517703275924
1209 => 0.03455213454687
1210 => 0.034673474836629
1211 => 0.034510650757698
1212 => 0.034545397530328
1213 => 0.035122425472523
1214 => 0.035238144311156
1215 => 0.034844886483214
1216 => 0.033265899557196
1217 => 0.032878412204963
1218 => 0.03315693042954
1219 => 0.033023816657063
1220 => 0.026652797445464
1221 => 0.028149573906565
1222 => 0.027260240159105
1223 => 0.027670086066213
1224 => 0.026762306601913
1225 => 0.027195546543075
1226 => 0.027115542945332
1227 => 0.029522315201948
1228 => 0.029484736763568
1229 => 0.029502723573413
1230 => 0.028644166275088
1231 => 0.030011871363691
]
'min_raw' => 0.017460936418298
'max_raw' => 0.038980310515795
'avg_raw' => 0.028220623467046
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.01746'
'max' => '$0.03898'
'avg' => '$0.02822'
'bar_min_pct' => 61.631153054958
'bar_max_pct' => 60.119598047091
'min_diff' => 0.0026924409677172
'max_diff' => 0.0058970575987278
'year' => 2035
]
10 => [
'items' => [
101 => 0.030685652071421
102 => 0.030560953194513
103 => 0.030592337215299
104 => 0.030053055757962
105 => 0.029507944996731
106 => 0.028903333270582
107 => 0.0300266271255
108 => 0.029901736024098
109 => 0.030188191276313
110 => 0.03091672763593
111 => 0.031024007382325
112 => 0.031168192449402
113 => 0.031116512366647
114 => 0.032347741605449
115 => 0.032198631620718
116 => 0.032557943782049
117 => 0.031818811405111
118 => 0.030982412961517
119 => 0.031141384961719
120 => 0.031126074679727
121 => 0.030931157217651
122 => 0.030755194448238
123 => 0.030462266014367
124 => 0.031389134924385
125 => 0.0313515057393
126 => 0.03196067850669
127 => 0.031853001302865
128 => 0.031133906582642
129 => 0.031159589191254
130 => 0.031332317076805
131 => 0.031930130260872
201 => 0.032107601916128
202 => 0.03202538997439
203 => 0.03221997954249
204 => 0.03237377520306
205 => 0.032239293909578
206 => 0.034143265429336
207 => 0.033352603709901
208 => 0.033737966730565
209 => 0.033829873540302
210 => 0.033594456179752
211 => 0.033645509775591
212 => 0.033722842062016
213 => 0.034192388561975
214 => 0.035424614442242
215 => 0.035970358896568
216 => 0.037612258013962
217 => 0.035925042416765
218 => 0.03582493002562
219 => 0.036120685637266
220 => 0.037084654231849
221 => 0.037865860236792
222 => 0.038125031337487
223 => 0.038159285076893
224 => 0.038645507291166
225 => 0.03892420079688
226 => 0.038586467125439
227 => 0.038300273201083
228 => 0.037275162087735
229 => 0.03739382149039
301 => 0.038211267105814
302 => 0.039365957184908
303 => 0.040356801397797
304 => 0.04000984228885
305 => 0.042656895375153
306 => 0.042919339876417
307 => 0.042883078532189
308 => 0.043480966163049
309 => 0.042294280973491
310 => 0.041786950064013
311 => 0.038362151575968
312 => 0.039324380255394
313 => 0.040723036150648
314 => 0.040537918798221
315 => 0.039522177500908
316 => 0.040356030866939
317 => 0.040080332867123
318 => 0.039862878415948
319 => 0.0408590794124
320 => 0.03976371549512
321 => 0.040712109057663
322 => 0.039495784503826
323 => 0.040011427168834
324 => 0.039718723453346
325 => 0.039908138629685
326 => 0.038800821379196
327 => 0.039398302888953
328 => 0.038775964184053
329 => 0.038775669114476
330 => 0.038761930953072
331 => 0.039494109679515
401 => 0.039517986001498
402 => 0.038976904816396
403 => 0.038898926564347
404 => 0.039187253032231
405 => 0.03884969825116
406 => 0.039007638008679
407 => 0.038854482085519
408 => 0.038820003461259
409 => 0.038545271917097
410 => 0.038426910013972
411 => 0.038473322765998
412 => 0.038314892115919
413 => 0.038219431918559
414 => 0.038742941517119
415 => 0.038463251456925
416 => 0.038700075004074
417 => 0.038430184682584
418 => 0.037494627242681
419 => 0.036956578265653
420 => 0.035189396987898
421 => 0.035690567406088
422 => 0.036022843911846
423 => 0.035913026528675
424 => 0.036148956761412
425 => 0.036163440961556
426 => 0.036086737637869
427 => 0.035997925015344
428 => 0.035954695942345
429 => 0.036276890035565
430 => 0.036463934551234
501 => 0.036056192304485
502 => 0.035960664000992
503 => 0.036372913924522
504 => 0.036624386139726
505 => 0.038481115686761
506 => 0.038343563164759
507 => 0.038688793001664
508 => 0.038649925420012
509 => 0.039011781288515
510 => 0.039603262701817
511 => 0.03840061560777
512 => 0.038609353558889
513 => 0.038558175833738
514 => 0.039116920817417
515 => 0.039118665158267
516 => 0.038783669629169
517 => 0.038965276140175
518 => 0.038863908367846
519 => 0.039047093633121
520 => 0.038341726066966
521 => 0.039200787622819
522 => 0.039687820168285
523 => 0.039694582615651
524 => 0.039925432176872
525 => 0.040159988700978
526 => 0.040610199523431
527 => 0.040147432565492
528 => 0.039314959857615
529 => 0.039375061698254
530 => 0.038886983254215
531 => 0.038895187941038
601 => 0.038851390679765
602 => 0.03898282955775
603 => 0.038370569509234
604 => 0.038514265718853
605 => 0.038313090183903
606 => 0.038608916242565
607 => 0.038290656305244
608 => 0.038558151154289
609 => 0.038673593063542
610 => 0.039099576193974
611 => 0.038227738250523
612 => 0.036450001665586
613 => 0.036823703448713
614 => 0.036270969157827
615 => 0.036322126820856
616 => 0.036425473441857
617 => 0.036090493230283
618 => 0.036154396898212
619 => 0.03615211380951
620 => 0.036132439384504
621 => 0.036045298093924
622 => 0.035918925982204
623 => 0.036422353580012
624 => 0.03650789573881
625 => 0.036698045361386
626 => 0.037263801658453
627 => 0.037207269262924
628 => 0.037299475945539
629 => 0.037098189275109
630 => 0.036331463932194
701 => 0.036373100807141
702 => 0.035853888309363
703 => 0.036684767930469
704 => 0.036488004669116
705 => 0.036361150114501
706 => 0.036326536673975
707 => 0.036893695371473
708 => 0.037063398142888
709 => 0.036957650764071
710 => 0.036740759804975
711 => 0.037157254564496
712 => 0.03726869099164
713 => 0.03729363749806
714 => 0.038031586356981
715 => 0.037334880641685
716 => 0.037502584632016
717 => 0.038810963291364
718 => 0.037624444391249
719 => 0.038252969915169
720 => 0.038222206861462
721 => 0.038543739251355
722 => 0.038195831820663
723 => 0.03820014455023
724 => 0.038485643529965
725 => 0.03808471170294
726 => 0.037985435344251
727 => 0.037848285765754
728 => 0.038147746852886
729 => 0.038327260231162
730 => 0.039774006222014
731 => 0.040708670111737
801 => 0.040668093887284
802 => 0.04103888462328
803 => 0.04087184000066
804 => 0.040332408850075
805 => 0.041253152047503
806 => 0.040961790374305
807 => 0.040985809876639
808 => 0.040984915869562
809 => 0.041178645910959
810 => 0.041041370421532
811 => 0.040770786340831
812 => 0.04095041268123
813 => 0.041483838694626
814 => 0.043139609407715
815 => 0.044066200634803
816 => 0.043083827452382
817 => 0.043761455319115
818 => 0.043355120062572
819 => 0.043281276859031
820 => 0.043706877235645
821 => 0.044133222569379
822 => 0.044106066214762
823 => 0.043796561395546
824 => 0.043621729976565
825 => 0.04494561205391
826 => 0.045921025816755
827 => 0.045854509137385
828 => 0.046148092127738
829 => 0.047010060867593
830 => 0.047088868486621
831 => 0.047078940537996
901 => 0.04688360763151
902 => 0.047732327796682
903 => 0.04844034509028
904 => 0.046838393707368
905 => 0.047448395822898
906 => 0.047722245425599
907 => 0.048124337889881
908 => 0.048802735275647
909 => 0.049539654772608
910 => 0.049643863269389
911 => 0.049569922354087
912 => 0.049083904136382
913 => 0.049890250243235
914 => 0.050362588881486
915 => 0.050643855731287
916 => 0.051357101664042
917 => 0.047723936627516
918 => 0.045152201834644
919 => 0.044750588310437
920 => 0.045567285204585
921 => 0.045782641662536
922 => 0.04569583174437
923 => 0.042801110423095
924 => 0.044735348201757
925 => 0.046816425416265
926 => 0.046896368067528
927 => 0.047938198834384
928 => 0.048277461638158
929 => 0.049116271961357
930 => 0.049063804147257
1001 => 0.049268041112569
1002 => 0.049221090571135
1003 => 0.050774810062509
1004 => 0.052488793391071
1005 => 0.052429443598536
1006 => 0.052183038216125
1007 => 0.052548992227366
1008 => 0.054318006704059
1009 => 0.054155144198924
1010 => 0.054313351250067
1011 => 0.056399119015374
1012 => 0.059110913807279
1013 => 0.057851012866693
1014 => 0.060584635381034
1015 => 0.062305305850708
1016 => 0.065281027507362
1017 => 0.064908452500211
1018 => 0.066066879104292
1019 => 0.06424146547866
1020 => 0.060049946817247
1021 => 0.059386622944589
1022 => 0.060714614135685
1023 => 0.063979350895509
1024 => 0.060611795956907
1025 => 0.061293047935073
1026 => 0.061096847319531
1027 => 0.061086392622527
1028 => 0.061485405884818
1029 => 0.060906616336733
1030 => 0.058548523595584
1031 => 0.059629223602525
1101 => 0.059211913430369
1102 => 0.059674950178911
1103 => 0.062173768539911
1104 => 0.061068981378123
1105 => 0.059905177848801
1106 => 0.061364845743249
1107 => 0.063223504569189
1108 => 0.063107193040193
1109 => 0.062881500059492
1110 => 0.0641537195748
1111 => 0.066255053488745
1112 => 0.066823035601841
1113 => 0.067242308385845
1114 => 0.067300119019088
1115 => 0.067895604470593
1116 => 0.064693529116191
1117 => 0.069775304938755
1118 => 0.070652787242087
1119 => 0.070487856936976
1120 => 0.07146314158703
1121 => 0.071176188102401
1122 => 0.070760437524795
1123 => 0.072306471144125
1124 => 0.070534068358043
1125 => 0.068018365742505
1126 => 0.066638201532665
1127 => 0.068455713098853
1128 => 0.069565603989912
1129 => 0.070299171266583
1130 => 0.07052114828127
1201 => 0.064942097110814
1202 => 0.061935297958301
1203 => 0.06386262174204
1204 => 0.066214089774982
1205 => 0.06468046659254
1206 => 0.064740581717759
1207 => 0.062554038088678
1208 => 0.066407550368488
1209 => 0.06584612604246
1210 => 0.068758796439039
1211 => 0.068063664273255
1212 => 0.070438833912452
1213 => 0.069813372145848
1214 => 0.072409628969922
1215 => 0.073445346107893
1216 => 0.075184476379046
1217 => 0.07646378768604
1218 => 0.077215023754833
1219 => 0.077169922359078
1220 => 0.080146693927958
1221 => 0.078391395734266
1222 => 0.07618632751097
1223 => 0.076146444783712
1224 => 0.077288480862615
1225 => 0.0796818751817
1226 => 0.080302447506167
1227 => 0.080649262775511
1228 => 0.080118103117785
1229 => 0.078212852731888
1230 => 0.077390175275096
1231 => 0.078091120303543
]
'min_raw' => 0.028903333270582
'max_raw' => 0.080649262775511
'avg_raw' => 0.054776298023047
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.0289033'
'max' => '$0.080649'
'avg' => '$0.054776'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.011442396852284
'max_diff' => 0.041668952259716
'year' => 2036
]
11 => [
'items' => [
101 => 0.077233924766645
102 => 0.078713684749919
103 => 0.080745711266631
104 => 0.080326105826434
105 => 0.08172878390225
106 => 0.083180408144683
107 => 0.085256296007886
108 => 0.085799009965233
109 => 0.086696095499163
110 => 0.087619491190824
111 => 0.087916061000773
112 => 0.088482304788175
113 => 0.08847932040391
114 => 0.090185734169847
115 => 0.092067961396912
116 => 0.092778458601468
117 => 0.094412207746301
118 => 0.091614469589173
119 => 0.093736586119454
120 => 0.09565078834979
121 => 0.093368597537489
122 => 0.096514065889985
123 => 0.096636197298327
124 => 0.098480236563218
125 => 0.096610949493075
126 => 0.095500972797799
127 => 0.098705433926775
128 => 0.10025597172751
129 => 0.099788937123232
130 => 0.096234780724352
131 => 0.094166109255265
201 => 0.088751997003738
202 => 0.095165246837915
203 => 0.09828895375508
204 => 0.096226691078068
205 => 0.097266776417697
206 => 0.10294114478191
207 => 0.10510157686686
208 => 0.10465222209575
209 => 0.10472815565505
210 => 0.10589388559348
211 => 0.11106337411964
212 => 0.10796569676696
213 => 0.11033375503533
214 => 0.1115897646022
215 => 0.11275641628609
216 => 0.10989148847451
217 => 0.1061642594858
218 => 0.10498368960665
219 => 0.096021639697595
220 => 0.095555126079618
221 => 0.095293257849039
222 => 0.093642215697231
223 => 0.092344948824417
224 => 0.091313314042725
225 => 0.088605996303339
226 => 0.089519636566236
227 => 0.085204737150783
228 => 0.087965256886144
301 => 0.08107857323219
302 => 0.086814008018113
303 => 0.083692471622355
304 => 0.085788499358654
305 => 0.08578118651534
306 => 0.081921734906614
307 => 0.079695683763402
308 => 0.081114210191063
309 => 0.082634983124285
310 => 0.082881723416206
311 => 0.084853445220362
312 => 0.085403710393883
313 => 0.083736381228688
314 => 0.080935862020579
315 => 0.08158635875958
316 => 0.079682501467748
317 => 0.076346064794626
318 => 0.078742351861858
319 => 0.079560549623916
320 => 0.079921912367339
321 => 0.076640910091664
322 => 0.075609947942622
323 => 0.075061072345082
324 => 0.080512325827851
325 => 0.080810957799146
326 => 0.079283114411695
327 => 0.086189111399029
328 => 0.084626071588002
329 => 0.08637237001097
330 => 0.0815273329987
331 => 0.081712419937276
401 => 0.079418701770505
402 => 0.080703030677594
403 => 0.079795308401917
404 => 0.080599269593886
405 => 0.081081160617497
406 => 0.083374502407687
407 => 0.086840194297511
408 => 0.083031953620442
409 => 0.081372648622432
410 => 0.082402072110912
411 => 0.085143562516575
412 => 0.089297060815465
413 => 0.086838106225579
414 => 0.087929348516814
415 => 0.088167736411458
416 => 0.086354594332322
417 => 0.089363913950162
418 => 0.090976632781031
419 => 0.092630948596363
420 => 0.094067344665938
421 => 0.091970178480535
422 => 0.094214446915881
423 => 0.092405962723701
424 => 0.090783565445657
425 => 0.090786025952631
426 => 0.089768272440672
427 => 0.087796246766055
428 => 0.087432574975354
429 => 0.089324441557266
430 => 0.090841539395528
501 => 0.090966494839895
502 => 0.091806438154458
503 => 0.092303507955913
504 => 0.097175467743791
505 => 0.099135010273441
506 => 0.10153110178645
507 => 0.10246451446709
508 => 0.10527375198884
509 => 0.10300506453491
510 => 0.10251421973354
511 => 0.095699928400363
512 => 0.096815768224427
513 => 0.098602335445283
514 => 0.095729388235801
515 => 0.097551611978925
516 => 0.097911357545794
517 => 0.09563176658897
518 => 0.09684939461432
519 => 0.093615735580539
520 => 0.086910679227877
521 => 0.089371378594625
522 => 0.091183281591002
523 => 0.088597472609143
524 => 0.093232435124497
525 => 0.090524785708075
526 => 0.089666590833162
527 => 0.086318466657563
528 => 0.087898652387327
529 => 0.090035876212915
530 => 0.08871532036764
531 => 0.091455672029043
601 => 0.095336740806683
602 => 0.098102621539271
603 => 0.098314951517841
604 => 0.096536675506404
605 => 0.099386374163537
606 => 0.099407131107168
607 => 0.096192659380561
608 => 0.094223813346267
609 => 0.093776487384789
610 => 0.094893995339984
611 => 0.096250856300939
612 => 0.098390247857902
613 => 0.099683037369338
614 => 0.10305394677259
615 => 0.10396601820556
616 => 0.10496810818762
617 => 0.10630720943675
618 => 0.10791514382485
619 => 0.10439707492345
620 => 0.1045368543594
621 => 0.10126087730939
622 => 0.097760026008831
623 => 0.10041673575868
624 => 0.10389003034933
625 => 0.10309325273258
626 => 0.10300359897401
627 => 0.10315437172805
628 => 0.10255362742535
629 => 0.099836483208861
630 => 0.098471950393563
701 => 0.10023254585475
702 => 0.10116822398728
703 => 0.10261937917112
704 => 0.10244049366454
705 => 0.10617851357544
706 => 0.10763099508096
707 => 0.10725938815666
708 => 0.10732777277395
709 => 0.10995742116013
710 => 0.11288213099401
711 => 0.11562150770289
712 => 0.11840811935013
713 => 0.11504875024608
714 => 0.11334306979212
715 => 0.1151028966324
716 => 0.11416910773959
717 => 0.11953493569745
718 => 0.11990645398318
719 => 0.12527189393061
720 => 0.13036433534542
721 => 0.12716586413334
722 => 0.13018187842402
723 => 0.13344394377865
724 => 0.13973699709875
725 => 0.13761771813282
726 => 0.13599438365826
727 => 0.13446034042369
728 => 0.13765244087232
729 => 0.14175902710443
730 => 0.14264354644644
731 => 0.14407680569287
801 => 0.14256990884585
802 => 0.14438480011885
803 => 0.15079216381618
804 => 0.1490608375858
805 => 0.14660207601408
806 => 0.15166007428337
807 => 0.15349054419456
808 => 0.16633774065581
809 => 0.18255785687935
810 => 0.17584262225578
811 => 0.17167425942566
812 => 0.17265392356563
813 => 0.17857696092488
814 => 0.18047925253686
815 => 0.17530816817625
816 => 0.17713468259288
817 => 0.18719895660746
818 => 0.19259811671571
819 => 0.18526533208476
820 => 0.16503447011042
821 => 0.14638069143643
822 => 0.15132851353138
823 => 0.15076758405461
824 => 0.16158039093952
825 => 0.14901954602779
826 => 0.14923103844202
827 => 0.16026744272235
828 => 0.15732311927223
829 => 0.15255369236349
830 => 0.14641551353103
831 => 0.13506852224642
901 => 0.12501817563137
902 => 0.14472921980007
903 => 0.14387924373331
904 => 0.14264835242924
905 => 0.14538756783009
906 => 0.15868842027677
907 => 0.15838179257722
908 => 0.15643118359548
909 => 0.15791070331625
910 => 0.15229432540307
911 => 0.15374179387384
912 => 0.14637773658259
913 => 0.14970659802843
914 => 0.1525434593154
915 => 0.15311300121921
916 => 0.15439620821002
917 => 0.14343134496933
918 => 0.14835424665293
919 => 0.15124599017853
920 => 0.13818098772732
921 => 0.15098773708726
922 => 0.14324047109493
923 => 0.14061093265711
924 => 0.14415125974829
925 => 0.14277159083778
926 => 0.14158543252539
927 => 0.14092353580629
928 => 0.14352316129042
929 => 0.14340188565436
930 => 0.13914839379677
1001 => 0.13359988706305
1002 => 0.13546214804641
1003 => 0.13478557117236
1004 => 0.13233356930067
1005 => 0.13398592250636
1006 => 0.12670979522533
1007 => 0.11419159641852
1008 => 0.1224615019931
1009 => 0.12214311962441
1010 => 0.12198257679662
1011 => 0.12819718227251
1012 => 0.12759979135135
1013 => 0.12651552097977
1014 => 0.132313655825
1015 => 0.13019725861057
1016 => 0.13671949613955
1017 => 0.141015463608
1018 => 0.13992586729801
1019 => 0.14396624546631
1020 => 0.13550505077823
1021 => 0.1383155202494
1022 => 0.13889475411226
1023 => 0.13224210774103
1024 => 0.12769753189411
1025 => 0.12739446049708
1026 => 0.11951479225965
1027 => 0.12372404742962
1028 => 0.12742801778839
1029 => 0.12565410342625
1030 => 0.12509253513338
1031 => 0.12796146575235
1101 => 0.12818440623217
1102 => 0.12310133966604
1103 => 0.12415827016492
1104 => 0.12856584604533
1105 => 0.12404721056141
1106 => 0.11526823993107
1107 => 0.11309093383598
1108 => 0.11280044106718
1109 => 0.10689541425297
1110 => 0.11323643184045
1111 => 0.11046840773481
1112 => 0.1192125627185
1113 => 0.11421794828766
1114 => 0.11400264044215
1115 => 0.11367717105488
1116 => 0.10859447054231
1117 => 0.10970725893209
1118 => 0.11340633702219
1119 => 0.11472620975784
1120 => 0.11458853621811
1121 => 0.11338820952153
1122 => 0.11393771293656
1123 => 0.11216757097706
1124 => 0.11154249700885
1125 => 0.10956959162502
1126 => 0.10666996573981
1127 => 0.10707317650359
1128 => 0.10132825889661
1129 => 0.098198122878476
1130 => 0.097331742483186
1201 => 0.096173182410074
1202 => 0.097462604926255
1203 => 0.10131198426684
1204 => 0.096668816090709
1205 => 0.088708429933106
1206 => 0.089186862705016
1207 => 0.090261759095533
1208 => 0.088258696782956
1209 => 0.086362966408379
1210 => 0.088011150163607
1211 => 0.084638229608714
1212 => 0.090669360430273
1213 => 0.090506235243599
1214 => 0.092754267851248
1215 => 0.094160008775084
1216 => 0.090920231059671
1217 => 0.090105435725535
1218 => 0.090569580178242
1219 => 0.082898306269538
1220 => 0.092127361111203
1221 => 0.092207174360719
1222 => 0.091523764862337
1223 => 0.096437951650424
1224 => 0.10680841854658
1225 => 0.10290663174918
1226 => 0.1013957419691
1227 => 0.098523539392708
1228 => 0.10235057879124
1229 => 0.10205672187654
1230 => 0.10072778946638
1231 => 0.099924046998192
]
'min_raw' => 0.075061072345082
'max_raw' => 0.19259811671571
'avg_raw' => 0.1338295945304
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$0.075061'
'max' => '$0.192598'
'avg' => '$0.133829'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.046157739074501
'max_diff' => 0.1119488539402
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.0023560812905459
]
1 => [
'year' => 2028
'avg' => 0.0040437194698626
]
2 => [
'year' => 2029
'avg' => 0.01104671278214
]
3 => [
'year' => 2030
'avg' => 0.0085225224601625
]
4 => [
'year' => 2031
'avg' => 0.0083701732404605
]
5 => [
'year' => 2032
'avg' => 0.014675547880991
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.0023560812905459
'min' => '$0.002356'
'max_raw' => 0.014675547880991
'max' => '$0.014675'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.014675547880991
]
1 => [
'year' => 2033
'avg' => 0.037747018218702
]
2 => [
'year' => 2034
'avg' => 0.023925874183824
]
3 => [
'year' => 2035
'avg' => 0.028220623467046
]
4 => [
'year' => 2036
'avg' => 0.054776298023047
]
5 => [
'year' => 2037
'avg' => 0.1338295945304
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.014675547880991
'min' => '$0.014675'
'max_raw' => 0.1338295945304
'max' => '$0.133829'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 0.1338295945304
]
]
]
]
'prediction_2025_max_price' => '$0.004028'
'last_price' => 0.00390611
'sma_50day_nextmonth' => '$0.003786'
'sma_200day_nextmonth' => '$0.005869'
'sma_50day_ts_nextmonth' => 1770163200
'sma_200day_ts_nextmonth' => 1770163200
'sma_200day_direction' => 'increase'
'sma_200day_direction_label' => 'aumentar'
'sma_200day_date_nextmonth' => '4 feb. 2026'
'sma_50day_date_nextmonth' => '4 feb. 2026'
'daily_sma3' => '$0.004137'
'daily_sma3_action' => 'SELL'
'daily_sma5' => '$0.00415'
'daily_sma5_action' => 'SELL'
'daily_sma10' => '$0.004121'
'daily_sma10_action' => 'SELL'
'daily_sma21' => '$0.00407'
'daily_sma21_action' => 'SELL'
'daily_sma50' => '$0.004261'
'daily_sma50_action' => 'SELL'
'daily_sma100' => '$0.004952'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.006581'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.004073'
'daily_ema3_action' => 'SELL'
'daily_ema5' => '$0.0041024'
'daily_ema5_action' => 'SELL'
'daily_ema10' => '$0.00411'
'daily_ema10_action' => 'SELL'
'daily_ema21' => '$0.004127'
'daily_ema21_action' => 'SELL'
'daily_ema50' => '$0.004369'
'daily_ema50_action' => 'SELL'
'daily_ema100' => '$0.005019'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.0063059'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.005551'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.007377'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '—'
'weekly_sma100_action' => '—'
'weekly_sma200' => '—'
'weekly_sma200_action' => '—'
'weekly_ema3' => '$0.004058'
'weekly_ema3_action' => 'SELL'
'weekly_ema5' => '$0.00415'
'weekly_ema5_action' => 'SELL'
'weekly_ema10' => '$0.004497'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.005447'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.007811'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.009941'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$0.00497'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '42.22'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 69.16
'stoch_rsi_14_action' => 'NEUTRAL'
'momentum_10' => -0
'momentum_10_action' => 'SELL'
'vwma_10' => '0.004023'
'vwma_10_action' => 'SELL'
'hma_9' => '0.0042072'
'hma_9_action' => 'SELL'
'stochastic_fast_14' => 0.16
'stochastic_fast_14_action' => 'BUY'
'cci_20' => -103.96
'cci_20_action' => 'BUY'
'adx_14' => 12.77
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '0.000022'
'ao_5_34_action' => 'BUY'
'macd_12_26' => 0
'macd_12_26_action' => 'NEUTRAL'
'williams_percent_r_14' => -99.84
'williams_percent_r_14_action' => 'BUY'
'ultimate_oscillator' => 41.38
'ultimate_oscillator_action' => 'NEUTRAL'
'ichimoku_cloud' => '-0.000546'
'ichimoku_cloud_action' => 'SELL'
'sell_signals' => 30
'buy_signals' => 1
'sell_pct' => 96.77
'buy_pct' => 3.23
'overall_action' => 'bearish'
'overall_action_label' => 'Bajista'
'overall_action_dir' => -1
'last_updated' => 1767703833
'last_updated_date' => '6 de enero de 2026'
]
Predicción de precio de STEAM para 2026
La previsión del precio de STEAM para 2026 sugiere que el precio medio podría oscilar entre $0.001349 en el extremo inferior y $0.004028 en el extremo superior. En el mercado de criptomonedas, en comparación con el precio medio de hoy, STEAM podría potencialmente ganar 3.13% para 2026 si STEAM alcanza el objetivo de precio previsto.
Predicción de precio de STEAM 2027-2032
La predicción del precio de STEAM para 2027-2032 está actualmente dentro de un rango de precios de $0.002356 en el extremo inferior y $0.014675 en el extremo superior. Considerando la volatilidad de precios en el mercado, si STEAM alcanza el objetivo de precio superior, podría ganar 275.71% para 2032 en comparación con el precio de hoy.
| Predicción de Precio de STEAM | Potencial Mínimo ($) | Precio Medio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2027 | $0.001299 | $0.002356 | $0.003412 |
| 2028 | $0.002344 | $0.004043 | $0.005742 |
| 2029 | $0.00515 | $0.011046 | $0.016942 |
| 2030 | $0.00438 | $0.008522 | $0.012664 |
| 2031 | $0.005178 | $0.00837 | $0.011561 |
| 2032 | $0.0079051 | $0.014675 | $0.021445 |
Predicción de precio de STEAM 2032-2037
La predicción de precio de STEAM para 2032-2037 se estima actualmente entre $0.014675 en el extremo inferior y $0.133829 en el extremo superior. Comparado con el precio actual, STEAM podría potencialmente ganar 3326.16% para 2037 si alcanza el objetivo de precio superior. Tenga en cuenta que esta información es solo para fines generales y no debe considerarse como consejo de inversión a largo plazo.
| Predicción de Precio de STEAM | Potencial Mínimo ($) | Precio Medio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2032 | $0.0079051 | $0.014675 | $0.021445 |
| 2033 | $0.018369 | $0.037747 | $0.057124 |
| 2034 | $0.014768 | $0.023925 | $0.033083 |
| 2035 | $0.01746 | $0.02822 | $0.03898 |
| 2036 | $0.0289033 | $0.054776 | $0.080649 |
| 2037 | $0.075061 | $0.133829 | $0.192598 |
STEAM Histograma de precios potenciales
Pronóstico de precio de STEAM basado en análisis técnico
Indicador de Sentimiento del Mercado
Alcista 3.23%
Bajista 96.77%
A fecha de 6 de enero de 2026, el sentimiento general de predicción de precio para STEAM es Bajista, con 1 indicadores técnicos mostrando señales alcistas y 30 indicando señales bajistas. La predicción de precio de STEAM se actualizó por última vez el 6 de enero de 2026.
Promedios Móviles Simples de 50 y 200 días y el Índice de Fuerza Relativa de 14 días - RSI (14) de STEAM
Según nuestros indicadores técnicos, se proyecta que el SMA de 200 días de STEAM aumentar durante el próximo mes, alcanzando $0.005869 para el 4 feb. 2026. Se espera que el SMA de 50 días a corto plazo para STEAM alcance $0.003786 para el 4 feb. 2026.
El oscilador de momento del Índice de Fuerza Relativa (RSI) es una herramienta comúnmente utilizada para identificar si una criptomoneda está sobrevendida (por debajo de 30) o sobrecomprada (por encima de 70). Actualmente, el RSI se encuentra en 42.22, lo que sugiere que el mercado de STEAM está en un estado NEUTRAL.
Promedios Móviles y Osciladores Populares de STEAM para Sáb, 19 de Oct de 2024
Los promedios móviles (MA) son indicadores ampliamente utilizados en los mercados financieros, diseñados para suavizar los movimientos de precios durante un período establecido. Como indicadores rezagados, se basan en datos históricos de precios. La tabla a continuación resalta dos tipos: el promedio móvil simple (SMA) y el promedio móvil exponencial (EMA).
Promedio Móvil Simple Diario (SMA)
| Período | Valor | Acción |
|---|---|---|
| SMA 3 | $0.004137 | SELL |
| SMA 5 | $0.00415 | SELL |
| SMA 10 | $0.004121 | SELL |
| SMA 21 | $0.00407 | SELL |
| SMA 50 | $0.004261 | SELL |
| SMA 100 | $0.004952 | SELL |
| SMA 200 | $0.006581 | SELL |
Promedio Móvil Exponencial Diario (EMA)
| Período | Valor | Acción |
|---|---|---|
| EMA 3 | $0.004073 | SELL |
| EMA 5 | $0.0041024 | SELL |
| EMA 10 | $0.00411 | SELL |
| EMA 21 | $0.004127 | SELL |
| EMA 50 | $0.004369 | SELL |
| EMA 100 | $0.005019 | SELL |
| EMA 200 | $0.0063059 | SELL |
Promedio Móvil Simple Semanal (SMA)
| Período | Valor | Acción |
|---|---|---|
| SMA 21 | $0.005551 | SELL |
| SMA 50 | $0.007377 | SELL |
| SMA 100 | — | — |
| SMA 200 | — | — |
Promedio Móvil Exponencial Semanal (EMA)
| Período | Valor | Acción |
|---|---|---|
| EMA 21 | $0.005447 | SELL |
| EMA 50 | $0.007811 | SELL |
| EMA 100 | $0.009941 | SELL |
| EMA 200 | $0.00497 | SELL |
Osciladores de STEAM
Un oscilador es una herramienta de análisis técnico que establece límites altos y bajos entre dos extremos, creando un indicador de tendencia que fluctúa dentro de estos límites. Los traders utilizan este indicador para identificar condiciones de sobrecompra o sobreventa a corto plazo.
| Período | Valor | Acción |
|---|---|---|
| RSI (14) | 42.22 | NEUTRAL |
| Stoch RSI (14) | 69.16 | NEUTRAL |
| Estocástico Rápido (14) | 0.16 | BUY |
| Índice de Canal de Materias Primas (20) | -103.96 | BUY |
| Índice Direccional Medio (14) | 12.77 | NEUTRAL |
| Oscilador Asombroso (5, 34) | 0.000022 | BUY |
| Momentum (10) | -0 | SELL |
| MACD (12, 26) | 0 | NEUTRAL |
| Rango Percentil de Williams (14) | -99.84 | BUY |
| Oscilador Ultimate (7, 14, 28) | 41.38 | NEUTRAL |
| VWMA (10) | 0.004023 | SELL |
| Promedio Móvil de Hull (9) | 0.0042072 | SELL |
| Nube Ichimoku B/L (9, 26, 52, 26) | -0.000546 | SELL |
Predicción de precios de STEAM basada en flujos de dinero globales
Definiciones de flujos de dinero globales utilizadas para la predicción de precios de STEAM
M0: El total de toda la moneda física, además de cuentas en el banco central que pueden cambiarse por moneda física.
M1: Medir M0 más la cantidad en cuentas a la vista, incluyendo cuentas "de cheques" o "corrientes".
M2: Medir M1 más la mayoría de cuentas de ahorro, cuentas del mercado monetario, y cuentas de certificados de depósito (CD) inferiores a 100 000 $.
Predicciones de precios de STEAM por parte de empresas de Internet o nichos tecnológicos
| Comparación | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook acción | $0.005488 | $0.007712 | $0.010837 | $0.015228 | $0.021398 | $0.030068 |
| Amazon.com acción | $0.00815 | $0.0170061 | $0.035484 | $0.07404 | $0.154489 | $0.322351 |
| Apple acción | $0.00554 | $0.007858 | $0.011147 | $0.015811 | $0.022427 | $0.031811 |
| Netflix acción | $0.006163 | $0.009724 | $0.015343 | $0.02421 | $0.038200036 | $0.060273 |
| Google acción | $0.005058 | $0.00655 | $0.008482 | $0.010985 | $0.014226 | $0.018422 |
| Tesla acción | $0.008854 | $0.020073 | $0.0455046 | $0.103155 | $0.233845 | $0.53011 |
| Kodak acción | $0.002929 | $0.002196 | $0.001647 | $0.001235 | $0.000926 | $0.000694 |
| Nokia acción | $0.002587 | $0.001714 | $0.001135 | $0.000752 | $0.000498 | $0.00033 |
Este cálculo muestra cuánto puede costar la criptomoneda si asumimos que su capitalización se comportará como la capitalización de algunas empresas de Internet o nichos tecnológicos. Si extrapola los datos, puede obtener una imagen potencial del precio futuro en 2024, 2025, 2026, 2027, 2028, 2029 y 2030.
Resumen de pronósticos y predicciones de STEAM
Podría preguntarse cosas como: "¿Debo invertir en STEAM ahora?", "¿Debería comprar STEAM hoy?", "¿Será STEAM una buena o mala inversión a corto plazo?, ¿Lo será a largo plazo?".
Actualizamos el pronóstico de STEAM regularmente con valores actualizados. Aquí hay algunas predicciones similares. Hacemos un pronóstico de precios futuros para una gran cantidad de monedas digitales, como STEAM, con métodos de análisis técnico.
Si está tratando de encontrar criptomonedas que ofrezcan un buen rendimiento, debería explorar el máximo de fuentes de información disponibles acerca de STEAM a fin de tomar una decisión responsable sobre la inversión por sus propios medios.
El precio de STEAM es de $0.003906 USD hoy, pero dicho precio puede subir y bajar, y su inversión puede perderse porque estos son activos de criptomonedas conllevan un alto riesgo
Predicción de precios de STEAM basada en el patrón de crecimiento del Bitcoin
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Si STEAM ofrece un 1 % del crecimiento medio anterior anual del Bitcoin | $0.0040076 | $0.004111 | $0.004218 | $0.004328 |
| Si STEAM ofrece un 2 % del crecimiento medio anterior anual del Bitcoin | $0.0041091 | $0.004322 | $0.004547 | $0.004783 |
| Si STEAM ofrece un 5 % del crecimiento medio anterior anual del Bitcoin | $0.004413 | $0.004987 | $0.005635 | $0.006368 |
| Si STEAM ofrece un 10 % del crecimiento medio anterior anual del Bitcoin | $0.004921 | $0.00620067 | $0.007812 | $0.009843 |
| Si STEAM ofrece un 20 % del crecimiento medio anterior anual del Bitcoin | $0.005936 | $0.009023 | $0.013713 | $0.020843 |
| Si STEAM ofrece un 50 % del crecimiento medio anterior anual del Bitcoin | $0.008982 | $0.020657 | $0.0475046 | $0.109244 |
| Si STEAM ofrece un 100 % del crecimiento medio anterior anual del Bitcoin | $0.014059 | $0.050604 | $0.18214 | $0.655581 |
Cuadro de preguntas
¿Es STEAM una buena inversión?
La decisión de adquirir STEAM depende completamente de su tolerancia individual al riesgo. Como puede discernir, el valor de STEAM ha experimentado una caída de -10.6077% durante las últimas 24 horas, y STEAM ha sufrido un declive de durante el período previo de 30 días. Por lo tanto, la determinación de si invertir o no en STEAM dependerá de si dicha inversión se alinea con sus aspiraciones comerciales.
¿Puede STEAM subir?
Parece que el valor medio de STEAM podría potencialmente aumentar hasta $0.004028 para el final de este año. Mirando las perspectivas de STEAM en un horizonte de cinco años más extendido, la moneda digital podría potencialmente crecer hasta $0.012664. Sin embargo, dada la imprevisibilidad del mercado, es vital realizar una investigación exhaustiva antes de invertir cualquier fondo en un proyecto, red o activo en particular.
¿Cuál será el precio de STEAM la próxima semana?
Basado en nuestro nuevo pronóstico experimental de STEAM, el precio de STEAM aumentará en un 0.86% durante la próxima semana y alcanzará $0.003939 para el 13 de enero de 2026.
¿Cuál será el precio de STEAM el próximo mes?
Basado en nuestro nuevo pronóstico experimental de STEAM, el precio de STEAM disminuirá en un -11.62% durante el próximo mes y alcanzará $0.003452 para el 5 de febrero de 2026.
¿Hasta qué punto puede subir el precio de STEAM este año en 2026?
Según nuestra predicción más reciente sobre el valor de STEAM en 2026, se anticipa que STEAM fluctúe dentro del rango de $0.001349 y $0.004028. Sin embargo, es crucial tener en cuenta que el mercado de criptomonedas es excepcionalmente inestable, y esta predicción de precios proyectada de STEAM no considera fluctuaciones de precios repentinas y extremas.
¿Dónde estará STEAM en 5 años?
El futuro de STEAM parece estar en una tendencia alcista, con un precio máximo de $0.012664 proyectada después de un período de cinco años. Basado en el pronóstico de STEAM para 2030, el valor de STEAM podría potencialmente alcanzar su punto más alto de aproximadamente $0.012664, mientras que su punto más bajo se anticipa que esté alrededor de $0.00438.
¿Cuánto será STEAM en 2026?
Basado en nuestra nueva simulación experimental de predicción de precios de STEAM, se espera que el valor de STEAM en 2026 crezca en un 3.13% hasta $0.004028 si ocurre lo mejor. El precio estará entre $0.004028 y $0.001349 durante 2026.
¿Cuánto será STEAM en 2027?
Según nuestra última simulación experimental para la predicción de precios de STEAM, el valor de STEAM podría disminuir en un -12.62% hasta $0.003412 en 2027, asumiendo las condiciones más favorables. Se proyecta que el precio fluctúe entre $0.003412 y $0.001299 a lo largo del año.
¿Cuánto será STEAM en 2028?
Nuestro nuevo modelo experimental de predicción de precios de STEAM sugiere que el valor de STEAM en 2028 podría aumentar en un 47.02% , alcanzando $0.005742 en el mejor escenario. Se espera que el precio oscile entre $0.005742 y $0.002344 durante el año.
¿Cuánto será STEAM en 2029?
Basado en nuestro modelo de pronóstico experimental, el valor de STEAM podría experimentar un 333.75% crecimiento en 2029, potencialmente alcanzando $0.016942 bajo condiciones óptimas. El rango de precios previsto para 2029 se encuentra entre $0.016942 y $0.00515.
¿Cuánto será STEAM en 2030?
Usando nuestra nueva simulación experimental para las predicciones de precios de STEAM, se espera que el valor de STEAM en 2030 aumente en un 224.23% , alcanzando $0.012664 en el mejor escenario. Se pronostica que el precio oscile entre $0.012664 y $0.00438 durante el transcurso de 2030.
¿Cuánto será STEAM en 2031?
Nuestra simulación experimental indica que el precio de STEAM podría crecer en un 195.98% en 2031, potencialmente alcanzando $0.011561 bajo condiciones ideales. Es probable que el precio fluctúe entre $0.011561 y $0.005178 durante el año.
¿Cuánto será STEAM en 2032?
Basado en los hallazgos de nuestra última predicción experimental de precios de STEAM, STEAM podría experimentar un 449.04% aumento en valor, alcanzando $0.021445 si se desarrolla el escenario más positivo en 2032. Se espera que el precio se mantenga dentro de un rango de $0.021445 y $0.0079051 a lo largo del año.
¿Cuánto será STEAM en 2033?
Según nuestra predicción experimental de precios de STEAM, se anticipa que el valor de STEAM aumente en un 1362.43% en 2033, con el precio potencial más alto siendo $0.057124. A lo largo del año, el precio de STEAM podría oscilar entre $0.057124 y $0.018369.
¿Cuánto será STEAM en 2034?
Los resultados de nuestra nueva simulación de predicción de precios de STEAM sugieren que STEAM podría aumentar en un 746.96% en 2034, alcanzando potencialmente $0.033083 bajo las mejores circunstancias. El rango de precios previsto para el año está entre $0.033083 y $0.014768.
¿Cuánto será STEAM en 2035?
Basado en nuestra predicción experimental para el precio de STEAM, STEAM podría crecer en un 897.93% , con el valor potencialmente alcanzando $0.03898 en 2035. El rango de precios esperado para el año está entre $0.03898 y $0.01746.
¿Cuánto será STEAM en 2036?
Nuestra reciente simulación de predicción de precios de STEAM sugiere que el valor de STEAM podría aumentar en un 1964.7% en 2036, posiblemente alcanzando $0.080649 si las condiciones son óptimas. El rango de precios esperado para 2036 está entre $0.080649 y $0.0289033.
¿Cuánto será STEAM en 2037?
Según la simulación experimental, el valor de STEAM podría aumentar en un 4830.69% en 2037, con un máximo de $0.192598 bajo condiciones favorables. Se espera que el precio caiga entre $0.192598 y $0.075061 durante el transcurso del año.
Predicciones relacionadas
¿Cómo leer y predecir los movimientos de precio de STEAM?
Los traders de STEAM utilizan indicadores y patrones de gráficos para predecir la dirección del mercado. También identifican niveles clave de soporte y resistencia para estimar cuándo una tendencia bajista podría desacelerar o una tendencia alcista podría estancarse.
Indicadores de predicción de precio de STEAM
Las medias móviles son herramientas populares para la predicción de precios de STEAM. Una media móvil simple (SMA) calcula el precio de cierre promedio de STEAM durante un período específico, como una SMA de 12 días. Una media móvil exponencial (EMA) da más peso a los precios recientes, reaccionando más rápido a los cambios de precio.
Las medias móviles comúnmente utilizadas en el mercado de criptomonedas incluyen las de 50 días, 100 días y 200 días, que ayudan a identificar niveles clave de resistencia y soporte. Un movimiento de precio de STEAM por encima de estas medias se considera alcista, mientras que una caída por debajo indica debilidad.
Los traders también utilizan RSI y niveles de retroceso de Fibonacci para evaluar la dirección futura de STEAM.
¿Cómo leer gráficos de STEAM y predecir movimientos de precio?
La mayoría de los traders prefieren gráficos de velas sobre gráficos lineales simples porque proporcionan información más detallada. Las velas pueden representar la acción del precio de STEAM en diferentes marcos de tiempo, como 5 minutos para tendencias a corto plazo y semanal para tendencias a largo plazo. Las opciones populares incluyen gráficos de 1 hora, 4 horas y 1 día.
Por ejemplo, un gráfico de velas de 1 hora muestra los precios de apertura, cierre, máximo y mínimo de STEAM dentro de cada hora. El color de la vela es crucial: el verde indica que el precio cerró más alto de lo que abrió, mientras que el rojo significa lo contrario. Algunos gráficos usan velas huecas y llenas para transmitir la misma información.
¿Qué afecta el precio de STEAM?
La acción del precio de STEAM está impulsada por la oferta y la demanda, influenciada por factores como reducciones a la mitad de recompensas de bloque, hard forks y actualizaciones de protocolo. Los eventos del mundo real, como regulaciones, adopción por empresas y gobiernos y hacks de exchanges de criptomonedas, también impactan el precio de STEAM. La capitalización de mercado de STEAM puede cambiar rápidamente.
Los traders a menudo monitorean la actividad de las "ballenas" de STEAM, grandes poseedores de STEAM, ya que sus acciones pueden influir significativamente en los movimientos de precios en el relativamente pequeño mercado de STEAM.
Patrones de predicción de precios alcistas y bajistas
Los traders a menudo identifican patrones de velas para obtener una ventaja en las predicciones de precios de criptomonedas. Ciertas formaciones indican tendencias alcistas, mientras que otras sugieren movimientos bajistas.
Patrones de velas alcistas comúnmente seguidos:
- Martillo
- Envolvente Alcista
- Línea Penetrante
- Estrella de la Mañana
- Tres Soldados Blancos
Patrones de velas bajistas comunes:
- Harami Bajista
- Cubierta de Nube Oscura
- Estrella de la Tarde
- Estrella Fugaz
- Hombre Colgado