Predicción del precio de Etarn - Pronóstico de ETAN
$0.01291
-3.0468%
Add to portfolio
Add to favorites
Sentiment
Alcista 58.62%
Bajista 41.38%
SMA 50
$0.012373
SMA 200
—
RSI (14)
54.51
Momentum (10)
0
MACD (12, 26)
0
Hull Moving Average (9)
0.013261
Predicción de precio de Etarn hasta $0.013323 para el año 2026
| Año | Precio min. | Precio max. |
|---|---|---|
| 2026 | $0.004463 | $0.013323 |
| 2027 | $0.004296 | $0.011288 |
| 2028 | $0.007754 | $0.018993 |
| 2029 | $0.017034 | $0.056037 |
| 2030 | $0.014487 | $0.041887 |
| 2031 | $0.017128 | $0.038238 |
| 2032 | $0.026145 | $0.07093 |
| 2033 | $0.060756 | $0.188933 |
| 2034 | $0.048845 | $0.10942 |
| 2035 | $0.05775 | $0.128924 |
Calculadora de ganancias de inversión
Si abres una posición corta de $10,000.00 en Etarn hoy y la cierras el Apr 06, 2026, nuestra previsión indica que podrías obtener una ganancia de alrededor de $3,954.72, equivalente a un ROI del 39.55% en los próximos 90 días.
$
≈ $3,954.72
(39.55% ROI)
Predicción del precio a largo plazo de Etarn para 2027, 2028, 2029, 2030, 2031, 2032 y 2037
[
'name' => 'Etarn'
'name_with_ticker' => 'Etarn <small>ETAN</small>'
'name_lang' => 'Etarn'
'name_lang_with_ticker' => 'Etarn <small>ETAN</small>'
'name_with_lang' => 'Etarn'
'name_with_lang_with_ticker' => 'Etarn <small>ETAN</small>'
'image' => '/uploads/coins/etarn.png?1756858918'
'price_for_sd' => 0.01291
'ticker' => 'ETAN'
'marketcap' => '$1.26M'
'low24h' => '$0.01282'
'high24h' => '$0.01354'
'volume24h' => '$487.74K'
'current_supply' => '97.7M'
'max_supply' => '1B'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.01291'
'change_24h_pct' => '-3.0468%'
'ath_price' => '$0.1199'
'ath_days' => 112
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '16 sept. 2025'
'ath_pct' => '-89.24%'
'fdv' => '$12.92M'
'new_prediction' => true
'change_24h_pct_is_increased' => false
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$0.637004'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.0130297'
'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' => '$0.011418'
'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' => '$0.004463'
'current_year_max_price_prediction' => '$0.013323'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.014487'
'grand_prediction_max_price' => '$0.041887'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.013163981476017
107 => 0.013213131004323
108 => 0.013323867401234
109 => 0.012377637013938
110 => 0.012802466677969
111 => 0.013052014304431
112 => 0.011924549049456
113 => 0.013029727941417
114 => 0.012361165248068
115 => 0.01213424502847
116 => 0.012439763209693
117 => 0.012320702477344
118 => 0.012218341051152
119 => 0.012161221616544
120 => 0.012385560450022
121 => 0.012375094775298
122 => 0.012008032901435
123 => 0.011529215650338
124 => 0.011689922436447
125 => 0.011631536154419
126 => 0.011419936736372
127 => 0.011562529195525
128 => 0.010934624169807
129 => 0.009854346208723
130 => 0.010568010919624
131 => 0.010540535604572
201 => 0.010526681304817
202 => 0.011062980610815
203 => 0.011011427807073
204 => 0.010917858963476
205 => 0.011418218271182
206 => 0.011235580393086
207 => 0.011798427298479
208 => 0.012169154673026
209 => 0.012075126219067
210 => 0.012423797106709
211 => 0.011693624796217
212 => 0.011936158748334
213 => 0.011986144659728
214 => 0.011412043914993
215 => 0.01101986248333
216 => 0.010993708453033
217 => 0.010313719896459
218 => 0.010676964294705
219 => 0.010996604333087
220 => 0.010843521559771
221 => 0.010795060126957
222 => 0.011042639077202
223 => 0.011061878082006
224 => 0.010623226733609
225 => 0.010714436239223
226 => 0.011094795039949
227 => 0.010704852173344
228 => 0.0099472568803375
301 => 0.0097593627730974
302 => 0.0097342942356161
303 => 0.0092247105147114
304 => 0.0097719187557939
305 => 0.0095330476942922
306 => 0.010287638515461
307 => 0.0098566202853612
308 => 0.0098380399509268
309 => 0.0098099530502868
310 => 0.0093713332910657
311 => 0.0094673631425952
312 => 0.0097865809948387
313 => 0.0099004815207657
314 => 0.009888600762752
315 => 0.009785016653214
316 => 0.0098324369281241
317 => 0.0096796797003199
318 => 0.0096257379438155
319 => 0.0094554829224385
320 => 0.0092052550751644
321 => 0.0092400507920644
322 => 0.0087442839509367
323 => 0.0084741638635525
324 => 0.0083993981834901
325 => 0.0082994183914378
326 => 0.0084106911670385
327 => 0.0087428795057656
328 => 0.0083421898915732
329 => 0.0076552356531489
330 => 0.0076965227733913
331 => 0.0077892826743198
401 => 0.0076164252126076
402 => 0.007452830131924
403 => 0.00759506278169
404 => 0.0073039912149119
405 => 0.0078244572825541
406 => 0.0078103801340137
407 => 0.008004377698625
408 => 0.0081256883570073
409 => 0.0078461065642282
410 => 0.0077757924994139
411 => 0.0078158465863282
412 => 0.0071538417512154
413 => 0.0079502777801482
414 => 0.0079571653919991
415 => 0.007898189477741
416 => 0.008322267075944
417 => 0.0092172030812722
418 => 0.0088804921573503
419 => 0.0087501075104662
420 => 0.0085022462014289
421 => 0.0088325066791728
422 => 0.0088071478273481
423 => 0.0086924654823378
424 => 0.0086231052422449
425 => 0.0087509036113172
426 => 0.0086072696100349
427 => 0.0085814689966062
428 => 0.0084251453505726
429 => 0.0083693449212114
430 => 0.0083280325047914
501 => 0.0082825515935871
502 => 0.0083828711505667
503 => 0.0081555338363142
504 => 0.0078813873214774
505 => 0.0078585950050751
506 => 0.0079215265945827
507 => 0.0078936840509314
508 => 0.0078584617056879
509 => 0.007791212656383
510 => 0.0077712613000028
511 => 0.0078360935292163
512 => 0.0077629017223881
513 => 0.0078709002203272
514 => 0.0078415306047172
515 => 0.0076774743193646
516 => 0.0074729994463991
517 => 0.0074711791911291
518 => 0.0074271254151547
519 => 0.0073710163079217
520 => 0.0073554080378919
521 => 0.0075830843446458
522 => 0.0080543674858478
523 => 0.0079618433283801
524 => 0.0080287015144075
525 => 0.0083575776176839
526 => 0.008462117441266
527 => 0.0083879175506489
528 => 0.0082863481639222
529 => 0.0082908167014648
530 => 0.0086379100430542
531 => 0.0086595578290158
601 => 0.0087142548003002
602 => 0.008784555865763
603 => 0.0083998901260876
604 => 0.0082726989797185
605 => 0.0082124287582727
606 => 0.0080268198037307
607 => 0.0082269831482951
608 => 0.0081103565392664
609 => 0.0081260934533567
610 => 0.0081158447674107
611 => 0.0081214412429503
612 => 0.0078243118016811
613 => 0.0079325701534159
614 => 0.0077525696466041
615 => 0.0075115691739883
616 => 0.0075107612558984
617 => 0.007569745780146
618 => 0.0075346594770589
619 => 0.0074402431376027
620 => 0.0074536545329899
621 => 0.0073361565972647
622 => 0.0074679209097558
623 => 0.0074716994387626
624 => 0.007420963001203
625 => 0.0076239641045666
626 => 0.0077071338222478
627 => 0.0076737380121662
628 => 0.0077047906831861
629 => 0.0079656881248444
630 => 0.0080082257915881
701 => 0.0080271182132751
702 => 0.0080018048709807
703 => 0.0077095594094834
704 => 0.0077225217384245
705 => 0.0076274127692953
706 => 0.0075470557127174
707 => 0.0075502695735633
708 => 0.0075915835463305
709 => 0.0077720040884372
710 => 0.0081516884829289
711 => 0.0081660972281542
712 => 0.0081835610477
713 => 0.0081125269169948
714 => 0.008091102343469
715 => 0.0081193668861011
716 => 0.0082619563818152
717 => 0.0086287352774621
718 => 0.0084990911194017
719 => 0.0083936884008671
720 => 0.0084861550013908
721 => 0.0084719204930174
722 => 0.0083517669172424
723 => 0.0083483946065543
724 => 0.0081177814792204
725 => 0.0080325290568518
726 => 0.0079612857516875
727 => 0.0078834899223015
728 => 0.0078373699469018
729 => 0.0079082311902698
730 => 0.0079244379950336
731 => 0.0077694986479669
801 => 0.0077483809874822
802 => 0.0078749078028951
803 => 0.007819228068827
804 => 0.007876496056107
805 => 0.0078897827203916
806 => 0.0078876432614239
807 => 0.0078295072242802
808 => 0.007866561400714
809 => 0.0077789172270663
810 => 0.0076836173519537
811 => 0.0076228219690238
812 => 0.0075697699340802
813 => 0.0075992062864693
814 => 0.0074942710650677
815 => 0.0074607001758126
816 => 0.0078540082794836
817 => 0.00814454920444
818 => 0.0081403246243243
819 => 0.0081146085793438
820 => 0.0080763997528119
821 => 0.0082591611681663
822 => 0.0081954907454867
823 => 0.0082418162978279
824 => 0.0082536080951761
825 => 0.0082892983142868
826 => 0.0083020544999409
827 => 0.0082634964471537
828 => 0.0081340909125301
829 => 0.0078116246237571
830 => 0.0076615156958522
831 => 0.0076119772493817
901 => 0.007613777877824
902 => 0.007564108507026
903 => 0.007578738362751
904 => 0.0075590208402452
905 => 0.0075216806228001
906 => 0.007596900633264
907 => 0.0076055690387471
908 => 0.0075880117894926
909 => 0.0075921471572737
910 => 0.007446780632246
911 => 0.0074578325334243
912 => 0.0073962941432555
913 => 0.0073847564369552
914 => 0.007229192745369
915 => 0.0069535891164063
916 => 0.0071063002803432
917 => 0.0069218466687466
918 => 0.0068519912911066
919 => 0.007182675784114
920 => 0.0071494842327762
921 => 0.0070926747249063
922 => 0.007008641622628
923 => 0.0069774729275715
924 => 0.006788101803218
925 => 0.0067769127469355
926 => 0.0068707701896156
927 => 0.0068274582092561
928 => 0.0067666317853018
929 => 0.0065463246436148
930 => 0.0062986264751708
1001 => 0.006306102925901
1002 => 0.0063848911046948
1003 => 0.0066139783605712
1004 => 0.0065244700064505
1005 => 0.0064595306685459
1006 => 0.0064473694826257
1007 => 0.0065995921855843
1008 => 0.0068150192019128
1009 => 0.0069160927380663
1010 => 0.0068159319333871
1011 => 0.0067008725940123
1012 => 0.0067078757228664
1013 => 0.0067544644016758
1014 => 0.0067593602130902
1015 => 0.0066844684114484
1016 => 0.0067055500149293
1017 => 0.0066735251314996
1018 => 0.0064769884810045
1019 => 0.0064734337562215
1020 => 0.0064252004926084
1021 => 0.0064237400085553
1022 => 0.006341683194798
1023 => 0.0063302028793214
1024 => 0.0061672740951136
1025 => 0.0062745143142729
1026 => 0.006202583205625
1027 => 0.0060941660580595
1028 => 0.0060754749009543
1029 => 0.0060749130222015
1030 => 0.0061862331911207
1031 => 0.0062732134732853
1101 => 0.0062038344780563
1102 => 0.006188038225698
1103 => 0.0063567008745188
1104 => 0.0063352370150622
1105 => 0.0063166494511998
1106 => 0.0067957300754248
1107 => 0.0064165003782234
1108 => 0.0062511345845692
1109 => 0.0060464630128097
1110 => 0.0061131051086183
1111 => 0.0061271475773812
1112 => 0.0056349493421233
1113 => 0.0054352645793786
1114 => 0.0053667402937661
1115 => 0.0053273035986049
1116 => 0.0053452753958047
1117 => 0.0051655356886479
1118 => 0.0052863237444776
1119 => 0.005130684351099
1120 => 0.0051045909003047
1121 => 0.0053828934156867
1122 => 0.0054216175848824
1123 => 0.0052564082484372
1124 => 0.0053624993873971
1125 => 0.0053240292656331
1126 => 0.0051333523417864
1127 => 0.0051260698858199
1128 => 0.0050303949080516
1129 => 0.0048806820941704
1130 => 0.0048122593208956
1201 => 0.0047766241465004
1202 => 0.0047913279139715
1203 => 0.0047838932391954
1204 => 0.0047353769572733
1205 => 0.0047866741356841
1206 => 0.0046556310423021
1207 => 0.0046034486266314
1208 => 0.0045798790400958
1209 => 0.0044635707521603
1210 => 0.0046486689607961
1211 => 0.0046851356397032
1212 => 0.0047216741692328
1213 => 0.0050397171228747
1214 => 0.0050238285956908
1215 => 0.0051674531434066
1216 => 0.0051618721575909
1217 => 0.005120908110019
1218 => 0.0049480875315716
1219 => 0.0050169707339101
1220 => 0.0048049589439386
1221 => 0.0049638125923857
1222 => 0.0048913184211214
1223 => 0.0049393022401586
1224 => 0.0048530230070031
1225 => 0.0049007734970136
1226 => 0.0046937832420966
1227 => 0.0045004986544866
1228 => 0.0045782820148698
1229 => 0.0046628414232124
1230 => 0.0048461877658359
1231 => 0.0047369881967439
]
'min_raw' => 0.0044635707521603
'max_raw' => 0.013323867401234
'avg_raw' => 0.008893719076697
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.004463'
'max' => '$0.013323'
'avg' => '$0.008893'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.0084555992478397
'max_diff' => 0.00040469740123368
'year' => 2026
]
1 => [
'items' => [
101 => 0.0047762604910822
102 => 0.0046447048791514
103 => 0.0043732680747352
104 => 0.0043748043775703
105 => 0.0043330497387831
106 => 0.0042969676345939
107 => 0.00474953108086
108 => 0.0046932476623474
109 => 0.0046035674011394
110 => 0.0047236079945182
111 => 0.004755348632708
112 => 0.0047562522440552
113 => 0.0048438307622883
114 => 0.0048905714331686
115 => 0.0048988096789969
116 => 0.0050366163696957
117 => 0.0050828073547038
118 => 0.0052730614847591
119 => 0.0048866058138033
120 => 0.0048786470135741
121 => 0.0047252972118396
122 => 0.0046280403432151
123 => 0.0047319564728412
124 => 0.0048240119777236
125 => 0.00472815763298
126 => 0.0047406741868079
127 => 0.0046119975605773
128 => 0.0046579933996567
129 => 0.0046976112125806
130 => 0.0046757365849114
131 => 0.0046429892085468
201 => 0.0048164644761104
202 => 0.0048066763216594
203 => 0.0049682204789939
204 => 0.0050941557017696
205 => 0.0053198541345975
206 => 0.0050843260540162
207 => 0.0050757424746204
208 => 0.005159648340063
209 => 0.005082794509153
210 => 0.005131363477384
211 => 0.0053120289229421
212 => 0.0053158460991179
213 => 0.0052519034800202
214 => 0.0052480125658369
215 => 0.0052602934452903
216 => 0.0053322229398347
217 => 0.0053070885642707
218 => 0.0053361746999979
219 => 0.0053725473581073
220 => 0.0055230000937355
221 => 0.0055592737389402
222 => 0.0054711475868217
223 => 0.0054791043916513
224 => 0.005446142791642
225 => 0.0054143022990407
226 => 0.0054858750764779
227 => 0.005616675734011
228 => 0.0056158620299091
301 => 0.0056462052400553
302 => 0.0056651088085997
303 => 0.0055839608541493
304 => 0.0055311365196951
305 => 0.0055513927308246
306 => 0.0055837828535435
307 => 0.00554088905057
308 => 0.0052761286282753
309 => 0.0053564400274382
310 => 0.0053430722835907
311 => 0.0053240349907787
312 => 0.0054047887236667
313 => 0.0053969998291297
314 => 0.0051636921981594
315 => 0.0051786277957294
316 => 0.0051646004813159
317 => 0.0052099256039044
318 => 0.0050803468037888
319 => 0.0051202043699778
320 => 0.0051452026618501
321 => 0.0051599268478088
322 => 0.0052131207039604
323 => 0.0052068790189022
324 => 0.0052127327120535
325 => 0.005291605158069
326 => 0.0056905149242605
327 => 0.0057122267026895
328 => 0.0056053099649952
329 => 0.0056480210928647
330 => 0.0055660250672521
331 => 0.0056210695485715
401 => 0.0056587295847119
402 => 0.0054885511230017
403 => 0.0054784742589483
404 => 0.0053961398065704
405 => 0.0054403816776165
406 => 0.0053699896796791
407 => 0.0053872614137654
408 => 0.0053389681395374
409 => 0.0054258864180528
410 => 0.005523074559168
411 => 0.0055476281216897
412 => 0.0054830382696684
413 => 0.0054362709601263
414 => 0.0053541629706799
415 => 0.0054907103870252
416 => 0.0055306410127716
417 => 0.0054905006484471
418 => 0.0054811992489488
419 => 0.0054635731137069
420 => 0.0054849387168645
421 => 0.0055304235420083
422 => 0.0055089737384433
423 => 0.0055231417115949
424 => 0.0054691480078916
425 => 0.0055839877174988
426 => 0.0057663808140362
427 => 0.0057669672376659
428 => 0.0057455173184785
429 => 0.0057367404736919
430 => 0.0057587493924681
501 => 0.0057706883280511
502 => 0.0058418611356279
503 => 0.0059182323938075
504 => 0.0062746237323413
505 => 0.006174550470604
506 => 0.0064907620679668
507 => 0.0067408443865438
508 => 0.0068158331391106
509 => 0.0067468470152426
510 => 0.0065108492120473
511 => 0.0064992700339356
512 => 0.0068519503876118
513 => 0.0067523020339147
514 => 0.0067404491793209
515 => 0.0066143548321564
516 => 0.0066888922084193
517 => 0.0066725897908333
518 => 0.0066468556271322
519 => 0.0067890677487232
520 => 0.007055276144978
521 => 0.0070137850699351
522 => 0.0069828139071312
523 => 0.0068471072872945
524 => 0.0069288329836071
525 => 0.0068997320285028
526 => 0.0070247681995533
527 => 0.0069506995417133
528 => 0.0067515470996286
529 => 0.0067832627824456
530 => 0.0067784690207909
531 => 0.006877124295955
601 => 0.0068475104311252
602 => 0.0067726864383974
603 => 0.0070543662736201
604 => 0.0070360755519063
605 => 0.0070620076134554
606 => 0.0070734237089249
607 => 0.0072448772608695
608 => 0.0073151162951995
609 => 0.0073310617856998
610 => 0.0073977834358314
611 => 0.0073294016902625
612 => 0.0076029774278965
613 => 0.0077848893298362
614 => 0.0079961893650401
615 => 0.0083049555085683
616 => 0.0084210544347814
617 => 0.0084000822029222
618 => 0.0086341851690459
619 => 0.0090548629953537
620 => 0.0084851132192584
621 => 0.0090850611169473
622 => 0.0088951245392706
623 => 0.0084447883304121
624 => 0.0084157919876767
625 => 0.0087207648968266
626 => 0.0093971654567663
627 => 0.009227734788173
628 => 0.0093974425846432
629 => 0.0091994694255004
630 => 0.0091896383895001
701 => 0.009387827470188
702 => 0.0098509070599396
703 => 0.0096309153051275
704 => 0.0093155031804129
705 => 0.0095483985849459
706 => 0.0093466430320873
707 => 0.0088920313036732
708 => 0.0092276052277339
709 => 0.0090032165013096
710 => 0.009068705060841
711 => 0.0095403367884808
712 => 0.0094835888112284
713 => 0.0095570259485142
714 => 0.0094274113233893
715 => 0.0093063308251722
716 => 0.0090803250836943
717 => 0.0090134159255911
718 => 0.0090319072097515
719 => 0.009013406762229
720 => 0.0088869586269721
721 => 0.0088596521642026
722 => 0.0088141401965965
723 => 0.0088282462584257
724 => 0.0087426704443305
725 => 0.0089041696863935
726 => 0.0089341453688469
727 => 0.0090516710493012
728 => 0.0090638729553225
729 => 0.0093911803025145
730 => 0.0092109049158576
731 => 0.0093318492094551
801 => 0.0093210308134639
802 => 0.0084545484815969
803 => 0.0085739421018898
804 => 0.0087596811072836
805 => 0.0086760059371169
806 => 0.0085577088234757
807 => 0.0084621775615205
808 => 0.0083174379310852
809 => 0.0085211561814444
810 => 0.0087890240176461
811 => 0.0090706665256978
812 => 0.0094090415451737
813 => 0.0093335201799461
814 => 0.0090643408400774
815 => 0.0090764160286283
816 => 0.0091510600928383
817 => 0.009054389247558
818 => 0.0090258791280458
819 => 0.00914714324022
820 => 0.0091479783195149
821 => 0.009036746828958
822 => 0.008913133382352
823 => 0.0089126154374972
824 => 0.0088906196186379
825 => 0.0092033824328115
826 => 0.0093753703567198
827 => 0.0093950884950235
828 => 0.009374043168906
829 => 0.0093821426796695
830 => 0.0092820666962426
831 => 0.0095108107177456
901 => 0.0097207288523158
902 => 0.0096644663080041
903 => 0.009580120755889
904 => 0.0095129354609971
905 => 0.009648639587707
906 => 0.0096425968965627
907 => 0.0097188954005389
908 => 0.009715434059677
909 => 0.0096897777425217
910 => 0.009664467224272
911 => 0.0097648205681608
912 => 0.0097359204167462
913 => 0.0097069753754141
914 => 0.0096489216637583
915 => 0.0096568121273424
916 => 0.009572481138676
917 => 0.0095334657645955
918 => 0.008946768149396
919 => 0.008789983375717
920 => 0.0088393110571648
921 => 0.0088555510106901
922 => 0.0087873180762598
923 => 0.0088851465766301
924 => 0.0088699001084734
925 => 0.0089292151971855
926 => 0.00889215770492
927 => 0.0088936785573287
928 => 0.0090026567405913
929 => 0.0090342935708187
930 => 0.0090182028236245
1001 => 0.0090294722314008
1002 => 0.0092891709770857
1003 => 0.0092522501201477
1004 => 0.0092326366507593
1005 => 0.0092380697158207
1006 => 0.0093044283133471
1007 => 0.0093230050976094
1008 => 0.0092442939573226
1009 => 0.0092814145861056
1010 => 0.009439469512154
1011 => 0.009494779791137
1012 => 0.0096713036512103
1013 => 0.0095963131779898
1014 => 0.0097339614370978
1015 => 0.010157045257846
1016 => 0.010495033889034
1017 => 0.010184205575823
1018 => 0.010804878654406
1019 => 0.011288161676349
1020 => 0.011269612469016
1021 => 0.011185340895603
1022 => 0.010635136023866
1023 => 0.010128829297801
1024 => 0.010552376373073
1025 => 0.010553456081671
1026 => 0.01051707301228
1027 => 0.010291100893023
1028 => 0.010509209672353
1029 => 0.010526522355201
1030 => 0.01051683185662
1031 => 0.010343579562606
1101 => 0.010079055332021
1102 => 0.010130742733496
1103 => 0.010215407751506
1104 => 0.01005511920944
1105 => 0.010003897308025
1106 => 0.010099128568121
1107 => 0.010405983530373
1108 => 0.010347974377249
1109 => 0.010346459523827
1110 => 0.010594647280601
1111 => 0.010416998409021
1112 => 0.010131394677155
1113 => 0.010059275968208
1114 => 0.0098033031364303
1115 => 0.009980104483083
1116 => 0.0099864672487956
1117 => 0.0098896349581
1118 => 0.010139252083871
1119 => 0.010136951818113
1120 => 0.010373926128427
1121 => 0.01082693200626
1122 => 0.01069295587712
1123 => 0.01053715621549
1124 => 0.010554095958565
1125 => 0.010739883129251
1126 => 0.010627551964746
1127 => 0.010667947034703
1128 => 0.010739821986475
1129 => 0.010783185929433
1130 => 0.010547856554507
1201 => 0.010492990020106
1202 => 0.010380752346259
1203 => 0.010351471632168
1204 => 0.010442886875601
1205 => 0.010418802188704
1206 => 0.0099859324829753
1207 => 0.0099406951902623
1208 => 0.0099420825534459
1209 => 0.009828331230003
1210 => 0.009654833158307
1211 => 0.010110775731693
1212 => 0.010074157162138
1213 => 0.010033733095401
1214 => 0.01003868481292
1215 => 0.010236594030699
1216 => 0.010121796689732
1217 => 0.010427004235607
1218 => 0.010364262739553
1219 => 0.010299912160872
1220 => 0.010291016950731
1221 => 0.010266247468072
1222 => 0.010181303695716
1223 => 0.010078728986266
1224 => 0.010011000278218
1225 => 0.0092346185771836
1226 => 0.009378710504891
1227 => 0.0095444751333259
1228 => 0.0096016964188016
1229 => 0.009503815450403
1230 => 0.01018516863294
1231 => 0.010309658425072
]
'min_raw' => 0.0042969676345939
'max_raw' => 0.011288161676349
'avg_raw' => 0.0077925646554712
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.004296'
'max' => '$0.011288'
'avg' => '$0.007792'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.0001666031175664
'max_diff' => -0.0020357057248852
'year' => 2027
]
2 => [
'items' => [
101 => 0.0099325707244355
102 => 0.0098620330120358
103 => 0.010189793073621
104 => 0.0099921136894473
105 => 0.010081128704037
106 => 0.0098887269311041
107 => 0.010279672479634
108 => 0.010276694129567
109 => 0.010124607481283
110 => 0.010253150074968
111 => 0.010230812636038
112 => 0.010059107184698
113 => 0.010285115848707
114 => 0.010285227946184
115 => 0.01013884785386
116 => 0.009967907952748
117 => 0.0099373479358494
118 => 0.009914325068277
119 => 0.010075466489941
120 => 0.01021994538473
121 => 0.010488784788575
122 => 0.010556377402168
123 => 0.010820195872918
124 => 0.010663104818675
125 => 0.010732741248351
126 => 0.01080834144344
127 => 0.01084458695707
128 => 0.010785526837651
129 => 0.01119534551474
130 => 0.011229946767607
131 => 0.011241548268393
201 => 0.011103359716297
202 => 0.011226103493992
203 => 0.011168675745255
204 => 0.01131808679358
205 => 0.011341516353733
206 => 0.011321672349814
207 => 0.011329109262017
208 => 0.01097940131809
209 => 0.010961267116341
210 => 0.010714005988749
211 => 0.010814766725904
212 => 0.01062639935738
213 => 0.010686132590338
214 => 0.010712462430266
215 => 0.010698709216093
216 => 0.010820463586803
217 => 0.010716947498925
218 => 0.010443751523394
219 => 0.010170481115802
220 => 0.010167050428436
221 => 0.010095103153741
222 => 0.010043098451937
223 => 0.01005311640247
224 => 0.010088420966811
225 => 0.010041046486477
226 => 0.010051156233803
227 => 0.010219045400318
228 => 0.010252714375331
229 => 0.010138294042917
301 => 0.0096788798974985
302 => 0.0095661385138597
303 => 0.0096471747846605
304 => 0.0096084446666219
305 => 0.0077547647543231
306 => 0.0081902593536949
307 => 0.0079315032507474
308 => 0.0080507499677815
309 => 0.0077866269912401
310 => 0.0079126803195169
311 => 0.0078894028725147
312 => 0.0085896653010825
313 => 0.0085787316664399
314 => 0.0085839650187483
315 => 0.0083341634776439
316 => 0.0087321041154741
317 => 0.0089281439831517
318 => 0.0088918622210767
319 => 0.0089009935589312
320 => 0.0087440869210229
321 => 0.0085854842179841
322 => 0.0084095694115332
323 => 0.0087363973781918
324 => 0.0087000596874388
325 => 0.0087834052761378
326 => 0.0089953765746614
327 => 0.0090265901535697
328 => 0.0090685415201593
329 => 0.0090535049415385
330 => 0.0094117372481131
331 => 0.009368352952094
401 => 0.0094728966229861
402 => 0.0092578423602137
403 => 0.0090144880487487
404 => 0.0090607417475064
405 => 0.0090562871443673
406 => 0.0089995749336509
407 => 0.0089483776855903
408 => 0.0088631486923048
409 => 0.009132825838578
410 => 0.0091218774389276
411 => 0.0092991193031451
412 => 0.009267790082009
413 => 0.0090585658757016
414 => 0.009066038359161
415 => 0.0091162944015785
416 => 0.0092902311381988
417 => 0.0093418674041438
418 => 0.0093179474284087
419 => 0.0093745642367322
420 => 0.009419311853578
421 => 0.0093801838484617
422 => 0.0099341538872489
423 => 0.0097041069044881
424 => 0.0098162302032291
425 => 0.00984297094931
426 => 0.0097744750905211
427 => 0.0097893293896396
428 => 0.0098118296052499
429 => 0.0099484465084417
430 => 0.010306968792836
501 => 0.010465755872051
502 => 0.010943474634285
503 => 0.010452570815545
504 => 0.010423442614503
505 => 0.010509494189306
506 => 0.010789965674404
507 => 0.011017261469729
508 => 0.011092668598047
509 => 0.01110263489489
510 => 0.011244103680587
511 => 0.011325190950311
512 => 0.011226925649005
513 => 0.011143656094953
514 => 0.010845394888139
515 => 0.010879919434966
516 => 0.011117759326259
517 => 0.011453722181409
518 => 0.011742013262106
519 => 0.011641063773604
520 => 0.012411237111637
521 => 0.012487596652227
522 => 0.012477046232717
523 => 0.012651004630004
524 => 0.012305732637401
525 => 0.012158122171233
526 => 0.011161659917689
527 => 0.011441625165768
528 => 0.011848571095632
529 => 0.011794710275846
530 => 0.011499175263882
531 => 0.011741789072298
601 => 0.01166157336
602 => 0.011598303899558
603 => 0.011888153563231
604 => 0.011569451951655
605 => 0.011845391803263
606 => 0.011491496089343
607 => 0.011641524902364
608 => 0.011556361292017
609 => 0.011611472585171
610 => 0.011289293091498
611 => 0.011463133325819
612 => 0.011282060766217
613 => 0.011281974914247
614 => 0.011277977727458
615 => 0.011491008790831
616 => 0.01149795572616
617 => 0.011340525448455
618 => 0.011317837285915
619 => 0.011401727314174
620 => 0.011303514061915
621 => 0.0113494674245
622 => 0.011304905942455
623 => 0.011294874214238
624 => 0.011214939697048
625 => 0.011180501709197
626 => 0.011194005731591
627 => 0.01114790954136
628 => 0.011120134919374
629 => 0.011272452656068
630 => 0.011191075433832
701 => 0.011259980429647
702 => 0.011181454490412
703 => 0.010909249372903
704 => 0.010752701331306
705 => 0.010238531097758
706 => 0.010384349138166
707 => 0.010481026649816
708 => 0.010449074732793
709 => 0.01051771981431
710 => 0.010521934064803
711 => 0.010499616849048
712 => 0.010473776372216
713 => 0.010461198657162
714 => 0.010554942640444
715 => 0.010609364178017
716 => 0.010490729531489
717 => 0.010462935093682
718 => 0.010582881271321
719 => 0.01065604837039
720 => 0.011196273120873
721 => 0.011156251526454
722 => 0.011256697874604
723 => 0.011245389157277
724 => 0.011350672932496
725 => 0.011522767408737
726 => 0.011172851220168
727 => 0.011233584571312
728 => 0.01121869415615
729 => 0.011381263804419
730 => 0.011381771329115
731 => 0.011284302704022
801 => 0.011337142026933
802 => 0.011307648566455
803 => 0.011360947235819
804 => 0.011155717013661
805 => 0.011405665271016
806 => 0.011547369826626
807 => 0.011549337394518
808 => 0.011616504229241
809 => 0.011684749623359
810 => 0.011815740714449
811 => 0.011681096352924
812 => 0.011438884253906
813 => 0.011456371185115
814 => 0.011314362320082
815 => 0.011316749514759
816 => 0.011304006482485
817 => 0.011342249281592
818 => 0.011164109157486
819 => 0.011205918288552
820 => 0.011147385260225
821 => 0.01123345733194
822 => 0.011140858010998
823 => 0.01121868697554
824 => 0.011252275376566
825 => 0.011376217299457
826 => 0.011122551688213
827 => 0.010605310335235
828 => 0.010714040738576
829 => 0.010553219931446
830 => 0.010568104509434
831 => 0.010598173725832
901 => 0.010500709557449
902 => 0.010519302649328
903 => 0.010518638373248
904 => 0.010512914000866
905 => 0.010487559806425
906 => 0.010450791208311
907 => 0.01059726598642
908 => 0.01062215490547
909 => 0.010677479889431
910 => 0.010842089514406
911 => 0.010825641131109
912 => 0.010852469126704
913 => 0.010793903762953
914 => 0.010570821188689
915 => 0.010582935645754
916 => 0.01043186817203
917 => 0.010673616754482
918 => 0.010616367499232
919 => 0.010579458531944
920 => 0.01056938757826
921 => 0.010734405238656
922 => 0.010783781108982
923 => 0.010753013380086
924 => 0.010689907870484
925 => 0.01081108910439
926 => 0.010843512090357
927 => 0.010850770401202
928 => 0.011065480313486
929 => 0.010862770300169
930 => 0.010911564615139
1001 => 0.011292243931581
1002 => 0.010947020321722
1003 => 0.01112989296727
1004 => 0.011120942302894
1005 => 0.011214493760283
1006 => 0.011113268352825
1007 => 0.011114523163068
1008 => 0.011197590519505
1009 => 0.011080937398666
1010 => 0.01105205244545
1011 => 0.01101214808946
1012 => 0.011099277790893
1013 => 0.011151508106365
1014 => 0.011572446090127
1015 => 0.011844391224742
1016 => 0.011832585369244
1017 => 0.011940468788859
1018 => 0.011891866320223
1019 => 0.011734916128316
1020 => 0.012002810967865
1021 => 0.011918037831436
1022 => 0.011925026425804
1023 => 0.011924766309972
1024 => 0.011981133034702
1025 => 0.011941192044296
1026 => 0.011862464252349
1027 => 0.011914727434716
1028 => 0.012069930401916
1029 => 0.012551685174314
1030 => 0.012821281527349
1031 => 0.012535455135346
1101 => 0.012732614353182
1102 => 0.012614389077492
1103 => 0.012592904028002
1104 => 0.012716734586755
1105 => 0.012840781894509
1106 => 0.012832880617276
1107 => 0.012742828641747
1108 => 0.012691960565755
1109 => 0.013077150679223
1110 => 0.013360952193284
1111 => 0.013341598832655
1112 => 0.013427018272423
1113 => 0.013677812389507
1114 => 0.013700741860519
1115 => 0.0136978532742
1116 => 0.013641020187854
1117 => 0.013887959565854
1118 => 0.014093960739468
1119 => 0.01362786497043
1120 => 0.013805348137638
1121 => 0.013885026049548
1122 => 0.014002016863603
1123 => 0.014199399976852
1124 => 0.014413810391124
1125 => 0.014444130374593
1126 => 0.014422616895377
1127 => 0.014281207463503
1128 => 0.014515817897248
1129 => 0.014653247187045
1130 => 0.014735083184105
1201 => 0.014942605656439
1202 => 0.013885518113206
1203 => 0.013137259009447
1204 => 0.013020407545402
1205 => 0.013258029592494
1206 => 0.013320688631311
1207 => 0.013295430851332
1208 => 0.012453197201309
1209 => 0.013015973359539
1210 => 0.013621473186232
1211 => 0.013644732900551
1212 => 0.013947858774197
1213 => 0.014046568984206
1214 => 0.014290625044108
1215 => 0.014275359271112
1216 => 0.014334783037918
1217 => 0.014321122543005
1218 => 0.014773185001907
1219 => 0.015271877026001
1220 => 0.01525460890695
1221 => 0.01518291602823
1222 => 0.015289392178581
1223 => 0.015804095790531
1224 => 0.0157567101299
1225 => 0.015802741262902
1226 => 0.016409605828815
1227 => 0.017198616089979
1228 => 0.016832041608333
1229 => 0.01762740275454
1230 => 0.018128040435794
1231 => 0.01899384153862
]
'min_raw' => 0.0077547647543231
'max_raw' => 0.01899384153862
'avg_raw' => 0.013374303146472
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.007754'
'max' => '$0.018993'
'avg' => '$0.013374'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.0034577971197293
'max_diff' => 0.007705679862272
'year' => 2028
]
3 => [
'items' => [
101 => 0.018885438976386
102 => 0.019222488992175
103 => 0.01869137576569
104 => 0.017471832441987
105 => 0.017278835042787
106 => 0.017665220723458
107 => 0.018615112216425
108 => 0.017635305259968
109 => 0.017833518931156
110 => 0.017776433380519
111 => 0.017773391534124
112 => 0.017889486438955
113 => 0.017721084724394
114 => 0.017034985844383
115 => 0.017349420917886
116 => 0.017228002435594
117 => 0.017362725294045
118 => 0.018089768997168
119 => 0.01776832564546
120 => 0.017429711186373
121 => 0.017854408862632
122 => 0.018395194946464
123 => 0.018361353525224
124 => 0.018295687023401
125 => 0.01866584565599
126 => 0.019277239270723
127 => 0.019442496508006
128 => 0.019564486022034
129 => 0.019581306314989
130 => 0.019754565786175
131 => 0.018822905942596
201 => 0.020301474041078
202 => 0.020556781907067
203 => 0.020508794609688
204 => 0.020792558557737
205 => 0.020709068005824
206 => 0.020588103295369
207 => 0.021037929511349
208 => 0.020522240053832
209 => 0.019790283792383
210 => 0.019388718110899
211 => 0.019917532193657
212 => 0.020240460500929
213 => 0.020453895569938
214 => 0.020518480892859
215 => 0.018895228044157
216 => 0.018020384788437
217 => 0.018581149285255
218 => 0.019265320673272
219 => 0.01881910533599
220 => 0.018836596132415
221 => 0.018200410324779
222 => 0.019321609000789
223 => 0.01915825978446
224 => 0.020005715807737
225 => 0.019803463626523
226 => 0.020494531115452
227 => 0.020312549885423
228 => 0.021067943796839
301 => 0.021369290879576
302 => 0.021875299532421
303 => 0.022247521557279
304 => 0.022466097449749
305 => 0.022452974973022
306 => 0.023319081553063
307 => 0.022808368762272
308 => 0.022166793131276
309 => 0.022155189052256
310 => 0.022487470162746
311 => 0.023183840213463
312 => 0.023364398835841
313 => 0.023465306473491
314 => 0.023310762913811
315 => 0.022756420782522
316 => 0.02251705866081
317 => 0.022721002123497
318 => 0.022471596793693
319 => 0.022902140363711
320 => 0.023493368644491
321 => 0.02337128234248
322 => 0.023779398545901
323 => 0.024201755881366
324 => 0.024805745840335
325 => 0.024963651181293
326 => 0.025224662705294
327 => 0.02549332930131
328 => 0.025579617771183
329 => 0.025744369233909
330 => 0.025743500912377
331 => 0.026239990534356
401 => 0.026787633962403
402 => 0.026994356678516
403 => 0.027469704165461
404 => 0.02665568825223
405 => 0.027273128673157
406 => 0.027830075388368
407 => 0.027166060554275
408 => 0.028081250307459
409 => 0.028116785051711
410 => 0.028653317501117
411 => 0.028109439076463
412 => 0.027786485804025
413 => 0.028718839800653
414 => 0.029169976530745
415 => 0.029034090476169
416 => 0.027999990891321
417 => 0.027398100578322
418 => 0.025822837533233
419 => 0.027688804656441
420 => 0.028597662811148
421 => 0.027997637168265
422 => 0.028300255201128
423 => 0.029951241064201
424 => 0.030579829587441
425 => 0.030449087568773
426 => 0.030471180817731
427 => 0.030810355775183
428 => 0.032314444323584
429 => 0.031413159600882
430 => 0.032102158000893
501 => 0.032467600267891
502 => 0.032807043411797
503 => 0.031973478332471
504 => 0.030889022411771
505 => 0.030545529699323
506 => 0.027937976443293
507 => 0.027802241972287
508 => 0.027726050100535
509 => 0.027245671126698
510 => 0.026868224840138
511 => 0.026568065539382
512 => 0.025780357899045
513 => 0.026046186104259
514 => 0.024790744532924
515 => 0.025593931560146
516 => 0.023590216498599
517 => 0.02525896994257
518 => 0.024350743311925
519 => 0.024960593067726
520 => 0.02495846535938
521 => 0.023835538605909
522 => 0.02318785788939
523 => 0.023600585250066
524 => 0.02404306174305
525 => 0.024114852065367
526 => 0.024688534388338
527 => 0.024848636793419
528 => 0.024363519031557
529 => 0.02354869395763
530 => 0.023737959238122
531 => 0.023184022434522
601 => 0.022213269493083
602 => 0.022910481203344
603 => 0.023148539935463
604 => 0.023253680233473
605 => 0.022299056207296
606 => 0.021999092612376
607 => 0.021839394511378
608 => 0.023425463983506
609 => 0.023512352449539
610 => 0.023067818772525
611 => 0.02507715314504
612 => 0.024622378892507
613 => 0.025130473154983
614 => 0.023720785397703
615 => 0.023774637368427
616 => 0.023107268592882
617 => 0.02348095051359
618 => 0.023216844176364
619 => 0.023450760707193
620 => 0.023590969311298
621 => 0.024258228578194
622 => 0.025266588971565
623 => 0.024158562294855
624 => 0.023675779204578
625 => 0.023975295118511
626 => 0.024772945467059
627 => 0.025981426576079
628 => 0.02526598143659
629 => 0.025583483840449
630 => 0.025652843990993
701 => 0.025125301232353
702 => 0.026000877830069
703 => 0.026470106441957
704 => 0.026951437904573
705 => 0.027369364526962
706 => 0.026759183533699
707 => 0.0274121646625
708 => 0.026885977139372
709 => 0.02641393253486
710 => 0.026414648431673
711 => 0.026118527955792
712 => 0.025544757220189
713 => 0.025438945093322
714 => 0.025989393139885
715 => 0.026430800345605
716 => 0.026467156757266
717 => 0.026711542466673
718 => 0.026856167412127
719 => 0.028273688485659
720 => 0.028843827187783
721 => 0.029540982000566
722 => 0.029812563089638
723 => 0.030629924800534
724 => 0.029969838836113
725 => 0.029827025085575
726 => 0.027844372931919
727 => 0.02816903211101
728 => 0.028688842781686
729 => 0.02785294441842
730 => 0.028383129532631
731 => 0.028487799305032
801 => 0.027824540911897
802 => 0.028178815877374
803 => 0.027237966604273
804 => 0.025287096914674
805 => 0.026003049705719
806 => 0.026530231947032
807 => 0.025777877887577
808 => 0.027126443419027
809 => 0.026338639275597
810 => 0.026088943183398
811 => 0.025114789704643
812 => 0.025574552648009
813 => 0.026196388612083
814 => 0.025812166282476
815 => 0.026609485307684
816 => 0.027738701684597
817 => 0.028543448520782
818 => 0.028605226990283
819 => 0.028087828688467
820 => 0.02891696276912
821 => 0.028923002105711
822 => 0.027987735475622
823 => 0.027414889872279
824 => 0.027284738145922
825 => 0.027609882676111
826 => 0.028004668160752
827 => 0.028627134837114
828 => 0.029003278412982
829 => 0.029984061367711
830 => 0.030249433114009
831 => 0.030540996207505
901 => 0.030930614415143
902 => 0.031398450969471
903 => 0.030374851222551
904 => 0.030415520748725
905 => 0.029462358837097
906 => 0.028443768637278
907 => 0.02921675162988
908 => 0.030227324067089
909 => 0.02999549763341
910 => 0.029969412423837
911 => 0.030013280510905
912 => 0.029838490950654
913 => 0.029047924247645
914 => 0.028650906598603
915 => 0.029163160655871
916 => 0.029435400889505
917 => 0.029857621750026
918 => 0.029805574116966
919 => 0.03089316971046
920 => 0.031315776470908
921 => 0.031207655577223
922 => 0.031227552423736
923 => 0.031992661777197
924 => 0.032843620734986
925 => 0.033640656092881
926 => 0.034451434692395
927 => 0.033474009445453
928 => 0.032977733184264
929 => 0.033489763607436
930 => 0.033218073057551
1001 => 0.034779287545843
1002 => 0.034887382649693
1003 => 0.036448484244408
1004 => 0.037930155550312
1005 => 0.036999544349972
1006 => 0.037877068796244
1007 => 0.038826183030504
1008 => 0.040657178376627
1009 => 0.040040563559246
1010 => 0.039568246272718
1011 => 0.039121908719169
1012 => 0.040050666314012
1013 => 0.041245498122513
1014 => 0.041502853450107
1015 => 0.041919867398111
1016 => 0.041481428221824
1017 => 0.042009479917171
1018 => 0.043873734439417
1019 => 0.043369996411277
1020 => 0.042654607431388
1021 => 0.044126257331794
1022 => 0.044658841709856
1023 => 0.048396797791705
1024 => 0.053116121752304
1025 => 0.051162290643864
1026 => 0.04994948462512
1027 => 0.050234522807668
1028 => 0.051957860158881
1029 => 0.052511341420097
1030 => 0.051006788555679
1031 => 0.051538222062813
1101 => 0.054466472936508
1102 => 0.056037385580709
1103 => 0.053903875208168
1104 => 0.048017604706575
1105 => 0.042590194480989
1106 => 0.044029788072282
1107 => 0.04386658283482
1108 => 0.047012623091869
1109 => 0.043357982425903
1110 => 0.043419517201869
1111 => 0.046630614239719
1112 => 0.045773948602161
1113 => 0.044386259982761
1114 => 0.042600326143619
1115 => 0.039298862263078
1116 => 0.036374663635952
1117 => 0.042109690546471
1118 => 0.04186238575762
1119 => 0.041504251774847
1120 => 0.042301240199364
1121 => 0.046171189759706
1122 => 0.046081974896536
1123 => 0.04551443545487
1124 => 0.045944909119311
1125 => 0.044310795868075
1126 => 0.044731944060986
1127 => 0.04258933475148
1128 => 0.043557883642645
1129 => 0.044383282626227
1130 => 0.044548993692421
1201 => 0.044922349185975
1202 => 0.041732067371512
1203 => 0.043164410244453
1204 => 0.044005777489928
1205 => 0.040204449665668
1206 => 0.043930637461043
1207 => 0.041676531662858
1208 => 0.040911454299421
1209 => 0.041941530178011
1210 => 0.041540108606343
1211 => 0.041194989911288
1212 => 0.041002407749556
1213 => 0.041758781789466
1214 => 0.041723496036442
1215 => 0.040485921301274
1216 => 0.038871555509247
1217 => 0.039413389658802
1218 => 0.039216536232546
1219 => 0.038503114021199
1220 => 0.038983874452721
1221 => 0.036866848819585
1222 => 0.033224616251191
1223 => 0.035630786650473
1224 => 0.03553815170751
1225 => 0.035491440968608
1226 => 0.037299611522003
1227 => 0.037125797644886
1228 => 0.036810323755929
1229 => 0.038497320095831
1230 => 0.037881543738464
1231 => 0.039779221376712
]
'min_raw' => 0.017034985844383
'max_raw' => 0.056037385580709
'avg_raw' => 0.036536185712546
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.017034'
'max' => '$0.056037'
'avg' => '$0.036536'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.0092802210900602
'max_diff' => 0.037043544042089
'year' => 2029
]
4 => [
'items' => [
101 => 0.041029154603356
102 => 0.040712131105975
103 => 0.041887699347085
104 => 0.039425872423257
105 => 0.040243592576
106 => 0.040412123566169
107 => 0.038476502822862
108 => 0.037154235744775
109 => 0.037066055605615
110 => 0.03477342671184
111 => 0.035998130561441
112 => 0.037075819267401
113 => 0.036559690009268
114 => 0.036396298905066
115 => 0.037231028621226
116 => 0.037295894269149
117 => 0.035816950622369
118 => 0.036124469838589
119 => 0.037406876091041
120 => 0.036092156491342
121 => 0.033537871067355
122 => 0.032904372966448
123 => 0.0328198526421
124 => 0.031101755549071
125 => 0.032946706338739
126 => 0.032141335877442
127 => 0.034685491514861
128 => 0.033232283459348
129 => 0.033169638564565
130 => 0.033074941618092
131 => 0.031596104476424
201 => 0.031919875825446
202 => 0.032996141101364
203 => 0.033380164676808
204 => 0.033340107871677
205 => 0.032990866814358
206 => 0.033150747581995
207 => 0.032635715923284
208 => 0.032453847525136
209 => 0.031879820833737
210 => 0.031036160176302
211 => 0.03115347636519
212 => 0.029481963846993
213 => 0.028571235113195
214 => 0.028319157402891
215 => 0.027982068553621
216 => 0.028357232485375
217 => 0.029477228662043
218 => 0.028126275652538
219 => 0.025810161476077
220 => 0.025949363884549
221 => 0.026262110366819
222 => 0.025679309366134
223 => 0.025127737129765
224 => 0.025607284438817
225 => 0.024625916329457
226 => 0.026380704014294
227 => 0.026333241925154
228 => 0.026987318258719
301 => 0.027396325613094
302 => 0.026453696078962
303 => 0.02621662730027
304 => 0.026351672450788
305 => 0.024119676929504
306 => 0.026804916606439
307 => 0.026828138670672
308 => 0.026629297258184
309 => 0.028059104488677
310 => 0.031076443713078
311 => 0.029941199324669
312 => 0.029501598384534
313 => 0.028665916675991
314 => 0.029779412934755
315 => 0.029693913795329
316 => 0.029307254262262
317 => 0.029073401370211
318 => 0.029504282494135
319 => 0.029020010430607
320 => 0.02893302186109
321 => 0.02840596577432
322 => 0.028217830730867
323 => 0.028078543034566
324 => 0.027925200967065
325 => 0.028263435357509
326 => 0.027496951730323
327 => 0.026572647615252
328 => 0.026495801729193
329 => 0.026707979976961
330 => 0.026614106897136
331 => 0.026495352301002
401 => 0.026268617436092
402 => 0.026201350045097
403 => 0.026419936432332
404 => 0.026173165145522
405 => 0.026537289621538
406 => 0.026438267911988
407 => 0.025885140691877
408 => 0.025195739381694
409 => 0.025189602263965
410 => 0.025041071882531
411 => 0.024851896110083
412 => 0.024799271737943
413 => 0.025566898302015
414 => 0.027155862316516
415 => 0.026843910659783
416 => 0.027069327701864
417 => 0.028178156445457
418 => 0.028530619759401
419 => 0.028280449647715
420 => 0.027938001369018
421 => 0.027953067355326
422 => 0.029123316789778
423 => 0.029196303811547
424 => 0.029380718469054
425 => 0.029617743419525
426 => 0.028320816021705
427 => 0.027891982191519
428 => 0.027688776931982
429 => 0.02706298338294
430 => 0.027737848074098
501 => 0.027344633319148
502 => 0.027397691423719
503 => 0.027363137263512
504 => 0.027382006171527
505 => 0.026380213515373
506 => 0.026745214106604
507 => 0.026138329830654
508 => 0.025325779911114
509 => 0.025323055958867
510 => 0.025521926400535
511 => 0.02540363048003
512 => 0.025085299199615
513 => 0.025130516655517
514 => 0.024734364161775
515 => 0.025178616740829
516 => 0.025191356315184
517 => 0.025020294873647
518 => 0.025704727266722
519 => 0.025985139776608
520 => 0.025872543471297
521 => 0.025977239719669
522 => 0.026856873659498
523 => 0.027000292372809
524 => 0.027063989491554
525 => 0.026978643790687
526 => 0.025993317813322
527 => 0.026037021210348
528 => 0.025716354680633
529 => 0.02544542525403
530 => 0.025456261010257
531 => 0.025595553953891
601 => 0.026203854408163
602 => 0.02748398685291
603 => 0.027532566943424
604 => 0.027591447430307
605 => 0.02735195089919
606 => 0.027279716453732
607 => 0.027375012332583
608 => 0.027855762772664
609 => 0.029092383427022
610 => 0.028655279096656
611 => 0.028299906472133
612 => 0.028611664071611
613 => 0.028563671432808
614 => 0.028158565263228
615 => 0.028147195282296
616 => 0.027369667022595
617 => 0.027082232528446
618 => 0.026842030751035
619 => 0.026579736680729
620 => 0.026424239963675
621 => 0.026663153593064
622 => 0.026717795966849
623 => 0.026195407140693
624 => 0.026124207473981
625 => 0.026550801465966
626 => 0.026363073355121
627 => 0.026556156372558
628 => 0.026600953288839
629 => 0.026593739953557
630 => 0.026397730245399
701 => 0.026522660988285
702 => 0.026227162537711
703 => 0.025905852355144
704 => 0.025700876476998
705 => 0.025522007837211
706 => 0.025621254554471
707 => 0.025267458129173
708 => 0.025154271532205
709 => 0.026480337263626
710 => 0.027459916277036
711 => 0.027445672810225
712 => 0.027358969369137
713 => 0.027230145642829
714 => 0.027846338514691
715 => 0.0276316692393
716 => 0.027787859073365
717 => 0.027827615941402
718 => 0.027947948006945
719 => 0.027990956377486
720 => 0.027860955210477
721 => 0.027424655415687
722 => 0.026337437809212
723 => 0.02583133507851
724 => 0.025664312747571
725 => 0.02567038369208
726 => 0.025502919940629
727 => 0.02555224552063
728 => 0.025485766516868
729 => 0.025359871366741
730 => 0.025613480883714
731 => 0.025642707018009
801 => 0.02558351152634
802 => 0.025597454207536
803 => 0.025107340819238
804 => 0.02514460307568
805 => 0.024937122096753
806 => 0.024898221914424
807 => 0.024373728067131
808 => 0.023444511190053
809 => 0.023959387541219
810 => 0.023337489311581
811 => 0.023101967028721
812 => 0.024216892884549
813 => 0.024104985251854
814 => 0.023913448029758
815 => 0.023630124558422
816 => 0.02352503712691
817 => 0.022886559159683
818 => 0.022848834475231
819 => 0.023165281396145
820 => 0.023019252030417
821 => 0.02281417149529
822 => 0.022071390585739
823 => 0.021236258917096
824 => 0.021261466292722
825 => 0.02152710613834
826 => 0.022299489815889
827 => 0.021997706150697
828 => 0.021778758639032
829 => 0.021737756351635
830 => 0.02225098582251
831 => 0.022977313048695
901 => 0.023318089532566
902 => 0.022980390386586
903 => 0.022592459790697
904 => 0.022616071328572
905 => 0.022773148311895
906 => 0.022789654881893
907 => 0.022537151943879
908 => 0.022608230041886
909 => 0.022500255911496
910 => 0.021837618872602
911 => 0.021825633869813
912 => 0.021663012054002
913 => 0.02165808793005
914 => 0.021381427653443
915 => 0.021342720968283
916 => 0.020793395197002
917 => 0.021154963083171
918 => 0.020912442328295
919 => 0.020546906345834
920 => 0.020483887804679
921 => 0.020481993391235
922 => 0.020857317112872
923 => 0.02115057720696
924 => 0.020916661080658
925 => 0.020863402912973
926 => 0.021432060809123
927 => 0.021359693908406
928 => 0.021297024639101
929 => 0.022912278412017
930 => 0.021633679010931
1001 => 0.021076136692155
1002 => 0.020386072198255
1003 => 0.020610760677076
1004 => 0.020658105840924
1005 => 0.018998625126568
1006 => 0.01832537400743
1007 => 0.018094339594274
1008 => 0.017961376023156
1009 => 0.018021969192166
1010 => 0.017415964220461
1011 => 0.017823209583844
1012 => 0.017298460502673
1013 => 0.017210484611533
1014 => 0.018148800972605
1015 => 0.018279362212683
1016 => 0.017722347400311
1017 => 0.018080041082361
1018 => 0.017950336380935
1019 => 0.017307455819548
1020 => 0.017282902510812
1021 => 0.016960327643453
1022 => 0.016455560438838
1023 => 0.016224868281616
1024 => 0.016104721803174
1025 => 0.016154296581787
1026 => 0.016129230056707
1027 => 0.015965654024908
1028 => 0.016138606043375
1029 => 0.015696785104901
1030 => 0.015520848447207
1031 => 0.015441381940627
1101 => 0.015049240427466
1102 => 0.015673311961027
1103 => 0.015796261914984
1104 => 0.015919454118332
1105 => 0.016991758141585
1106 => 0.016938188862883
1107 => 0.017422429053053
1108 => 0.017403612369723
1109 => 0.017265499223316
1110 => 0.016682822577133
1111 => 0.016915067103089
1112 => 0.01620025455101
1113 => 0.016735840717556
1114 => 0.016491421557757
1115 => 0.016653202353765
1116 => 0.016362305895357
1117 => 0.01652330000626
1118 => 0.01582541791021
1119 => 0.015173745428384
1120 => 0.015435997458576
1121 => 0.015721095407553
1122 => 0.016339260402541
1123 => 0.015971086431276
1124 => 0.016103495713542
1125 => 0.015659946782998
1126 => 0.014744778645796
1127 => 0.014749958398066
1128 => 0.014609179718179
1129 => 0.014487526384733
1130 => 0.01601337564079
1201 => 0.015823612165692
1202 => 0.015521248903753
1203 => 0.015925974145297
1204 => 0.016032989923014
1205 => 0.016036036511759
1206 => 0.016331313600519
1207 => 0.016488903035721
1208 => 0.016516678856708
1209 => 0.016981303735755
1210 => 0.017137039866661
1211 => 0.017778494949262
1212 => 0.016475532673161
1213 => 0.016448699022523
1214 => 0.015931669459433
1215 => 0.015603761136608
1216 => 0.015954121622835
1217 => 0.016264493184656
1218 => 0.015941313569016
1219 => 0.015983514004125
1220 => 0.015549671774873
1221 => 0.015704749957657
1222 => 0.015838324179957
1223 => 0.015764572345532
1224 => 0.01565416227977
1225 => 0.016239046256017
1226 => 0.016206044809899
1227 => 0.016750702215005
1228 => 0.01717530161111
1229 => 0.01793625963515
1230 => 0.017142160267425
1231 => 0.017113220130206
]
'min_raw' => 0.014487526384733
'max_raw' => 0.041887699347085
'avg_raw' => 0.028187612865909
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.014487'
'max' => '$0.041887'
'avg' => '$0.028187'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.0025474594596502
'max_diff' => -0.014149686233624
'year' => 2030
]
5 => [
'items' => [
101 => 0.017396114613666
102 => 0.017136996556989
103 => 0.017300750224358
104 => 0.017909876387715
105 => 0.017922746263699
106 => 0.017707159259079
107 => 0.017694040770256
108 => 0.017735446612756
109 => 0.01797796192557
110 => 0.01789321962353
111 => 0.017991285560863
112 => 0.018113918517137
113 => 0.018621180419582
114 => 0.018743479546935
115 => 0.018446356072296
116 => 0.018473182995305
117 => 0.018362050659568
118 => 0.018254698215731
119 => 0.018496010831912
120 => 0.018937014380995
121 => 0.018934270920805
122 => 0.019036575172308
123 => 0.01910030987346
124 => 0.018826713879462
125 => 0.018648612947772
126 => 0.018716908177838
127 => 0.018826113737991
128 => 0.018681494286517
129 => 0.017788836037767
130 => 0.018059611527208
131 => 0.01801454124552
201 => 0.017950355683663
202 => 0.018222622532141
203 => 0.018196361730406
204 => 0.017409748763571
205 => 0.017460105173548
206 => 0.017412811103647
207 => 0.017565627918953
208 => 0.017128743947461
209 => 0.017263126514634
210 => 0.017347410001006
211 => 0.017397053621976
212 => 0.017576400421867
213 => 0.017555356144913
214 => 0.017575092280064
215 => 0.017841016238504
216 => 0.019185968366209
217 => 0.01925917114305
218 => 0.018898693897226
219 => 0.019042697446833
220 => 0.018766242121701
221 => 0.018951828433552
222 => 0.019078801874739
223 => 0.018505033309603
224 => 0.018471058458902
225 => 0.018193462104302
226 => 0.018342626661403
227 => 0.018105295125745
228 => 0.018163527983091
301 => 0.018000703837302
302 => 0.018293754881757
303 => 0.018621431484987
304 => 0.018704215535303
305 => 0.018486446339694
306 => 0.018328767090384
307 => 0.018051934271368
308 => 0.018512313419013
309 => 0.018646942311584
310 => 0.018511606270753
311 => 0.018480245952942
312 => 0.018420818207356
313 => 0.018492853830101
314 => 0.018646209093722
315 => 0.018573889583426
316 => 0.018621657894082
317 => 0.018439614352327
318 => 0.01882680445112
319 => 0.019441755510375
320 => 0.019443732678585
321 => 0.019371412778459
322 => 0.019341821033482
323 => 0.019416025639749
324 => 0.019456278594617
325 => 0.019696242684489
326 => 0.019953733713513
327 => 0.021155331993828
328 => 0.020817928004989
329 => 0.021884057482686
330 => 0.022727227479958
331 => 0.022980057294785
401 => 0.022747465761707
402 => 0.021951782691393
403 => 0.021912742683957
404 => 0.023101829119732
405 => 0.022765857738017
406 => 0.022725895011214
407 => 0.022300759116123
408 => 0.022552067084227
409 => 0.022497102345137
410 => 0.022410337815516
411 => 0.022889815912394
412 => 0.023787356106443
413 => 0.023647466050122
414 => 0.023543044612391
415 => 0.023085500268878
416 => 0.023361044159902
417 => 0.023262928258004
418 => 0.023684496438448
419 => 0.023434768787231
420 => 0.022763312424363
421 => 0.022870244063299
422 => 0.022854081561191
423 => 0.023186704709298
424 => 0.02308685949645
425 => 0.022834585180924
426 => 0.023784288411635
427 => 0.02372261996636
428 => 0.023810051722391
429 => 0.023848541885313
430 => 0.024426609506199
501 => 0.024663425314375
502 => 0.024717186648876
503 => 0.024942143350651
504 => 0.024711589521205
505 => 0.025633969221086
506 => 0.026247297899159
507 => 0.026959710720346
508 => 0.028000737330615
509 => 0.028392172966111
510 => 0.028321463622163
511 => 0.029110758116996
512 => 0.030529102779181
513 => 0.028608151630416
514 => 0.030630917854499
515 => 0.029990533421914
516 => 0.028472193452277
517 => 0.028374430258285
518 => 0.029402667714012
519 => 0.031683199426628
520 => 0.031111952098194
521 => 0.031684133782614
522 => 0.031016653454519
523 => 0.030983507430263
524 => 0.031651715752922
525 => 0.033213020920954
526 => 0.032471303360271
527 => 0.031407869360425
528 => 0.032193092477046
529 => 0.03151285954446
530 => 0.029980104362134
531 => 0.031111515276128
601 => 0.030354973018668
602 => 0.030575772269394
603 => 0.032165911567407
604 => 0.031974581800083
605 => 0.032222180235659
606 => 0.031785175477647
607 => 0.031376944124337
608 => 0.030614949987728
609 => 0.030389361089734
610 => 0.030451705745301
611 => 0.030389330194819
612 => 0.029963001478474
613 => 0.02987093583277
614 => 0.029717489056442
615 => 0.029765048628753
616 => 0.029476523796818
617 => 0.030021029766951
618 => 0.030122094873178
619 => 0.03051834091021
620 => 0.030559480488271
621 => 0.031663020061198
622 => 0.031055209008659
623 => 0.031462981138584
624 => 0.031426506161183
625 => 0.028505100483429
626 => 0.028907644410043
627 => 0.029533876434611
628 => 0.029251759756381
629 => 0.028852912778498
630 => 0.028530822459037
701 => 0.028042822689626
702 => 0.028729672993866
703 => 0.029632808105555
704 => 0.030582385485103
705 => 0.031723240487856
706 => 0.031468614932258
707 => 0.030561057994389
708 => 0.030601770335651
709 => 0.030853438009617
710 => 0.030527505505412
711 => 0.030431381646963
712 => 0.030840232067548
713 => 0.030843047595695
714 => 0.030468022859348
715 => 0.0300512514937
716 => 0.03004950520646
717 => 0.029975344767477
718 => 0.031029846431866
719 => 0.031609715725136
720 => 0.031676196805103
721 => 0.031605241018761
722 => 0.03163254908479
723 => 0.031295135919584
724 => 0.032066362358479
725 => 0.032774116005198
726 => 0.032584422908926
727 => 0.032300045991152
728 => 0.032073526078696
729 => 0.032531062016458
730 => 0.032510688661378
731 => 0.032767934394525
801 => 0.032756264242146
802 => 0.03266976217759
803 => 0.032584425998187
804 => 0.032922774303555
805 => 0.032825335425317
806 => 0.032727745197587
807 => 0.032532013055559
808 => 0.032558616304427
809 => 0.032274288488337
810 => 0.032142745430658
811 => 0.030164653459093
812 => 0.029636042648271
813 => 0.029802354370221
814 => 0.029857108507369
815 => 0.029627056405066
816 => 0.029956892024232
817 => 0.029905487492368
818 => 0.030105472455208
819 => 0.029980530532763
820 => 0.029985658192842
821 => 0.030353085746325
822 => 0.03045975152825
823 => 0.030405500450665
824 => 0.030443496045787
825 => 0.031319088498451
826 => 0.031194607251553
827 => 0.031128479070141
828 => 0.03114679702832
829 => 0.03137052967289
830 => 0.03143316259802
831 => 0.031167782493107
901 => 0.031292937284728
902 => 0.031825830502943
903 => 0.032012312970174
904 => 0.032607475488914
905 => 0.032354639872783
906 => 0.03281873058866
907 => 0.034245187229083
908 => 0.035384739496745
909 => 0.034336760137414
910 => 0.036429402755868
911 => 0.03805882520609
912 => 0.037996285258505
913 => 0.037712157765089
914 => 0.035857103625949
915 => 0.034150055149813
916 => 0.035578073685207
917 => 0.035581713998129
918 => 0.035459045939492
919 => 0.034697165162547
920 => 0.035432534139926
921 => 0.035490905058883
922 => 0.035458232866347
923 => 0.034874100660988
924 => 0.033982238749081
925 => 0.034156506431852
926 => 0.034441960451195
927 => 0.033901536440632
928 => 0.033728838223812
929 => 0.034049917066061
930 => 0.035084499995221
1001 => 0.034888918085394
1002 => 0.03488381065132
1003 => 0.035720593001197
1004 => 0.035121637427619
1005 => 0.034158704505414
1006 => 0.033915551243033
1007 => 0.033052520969243
1008 => 0.033648619053358
1009 => 0.033670071562192
1010 => 0.033343594733497
1011 => 0.034185196300746
1012 => 0.034177440794143
1013 => 0.034976416226384
1014 => 0.03650375717136
1015 => 0.036052047298047
1016 => 0.035526757861279
1017 => 0.035583871387752
1018 => 0.036210265804965
1019 => 0.035831533441124
1020 => 0.035967728239777
1021 => 0.036210059657826
1022 => 0.036356264219085
1023 => 0.035562834801347
1024 => 0.035377848449957
1025 => 0.034999431296398
1026 => 0.034900709324525
1027 => 0.035208922200166
1028 => 0.035127718996756
1029 => 0.033668268561893
1030 => 0.033515747871144
1031 => 0.03352042546298
1101 => 0.033136904934129
1102 => 0.032551944072157
1103 => 0.034089186291221
1104 => 0.033965724227339
1105 => 0.033829431664018
1106 => 0.03384612672535
1107 => 0.034513391470673
1108 => 0.034126344220708
1109 => 0.035155372770536
1110 => 0.034943835436121
1111 => 0.034726872967282
1112 => 0.03469688214525
1113 => 0.034613370105115
1114 => 0.03432697624603
1115 => 0.033981138451582
1116 => 0.033752786383731
1117 => 0.031135161273454
1118 => 0.031620977267897
1119 => 0.032179864285982
1120 => 0.032372789845026
1121 => 0.032042777326239
1122 => 0.034340007151722
1123 => 0.034759733177495
1124 => 0.033488355667377
1125 => 0.033250532845236
1126 => 0.034355598776348
1127 => 0.033689108931071
1128 => 0.03398922926759
1129 => 0.033340533257084
1130 => 0.034658633468899
1201 => 0.034648591753706
1202 => 0.034135821000667
1203 => 0.034569211329833
1204 => 0.034493899094929
1205 => 0.033914982177646
1206 => 0.034676986167772
1207 => 0.034677364112244
1208 => 0.034183833411041
1209 => 0.033607497599799
1210 => 0.033504462369193
1211 => 0.033426839163767
1212 => 0.033970138717444
1213 => 0.034457259398417
1214 => 0.035363670218249
1215 => 0.035591563434145
1216 => 0.036481045827496
1217 => 0.035951402370367
1218 => 0.036186186454881
1219 => 0.036441077790858
1220 => 0.036563282070644
1221 => 0.036364156754576
1222 => 0.037745889037011
1223 => 0.037862549576831
1224 => 0.037901664846723
1225 => 0.037435752495316
1226 => 0.037849591711509
1227 => 0.037655970047167
1228 => 0.038159719828139
1229 => 0.038238714225995
1230 => 0.038171808781318
1231 => 0.03819688285004
]
'min_raw' => 0.017128743947461
'max_raw' => 0.038238714225995
'avg_raw' => 0.027683729086728
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.017128'
'max' => '$0.038238'
'avg' => '$0.027683'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.0026412175627278
'max_diff' => -0.00364898512109
'year' => 2031
]
6 => [
'items' => [
101 => 0.03701781810126
102 => 0.036956677373973
103 => 0.036123019219077
104 => 0.036462741079287
105 => 0.035827647344916
106 => 0.036029042110275
107 => 0.036117815003886
108 => 0.036071445082081
109 => 0.036481948443549
110 => 0.036132936726005
111 => 0.035211837420569
112 => 0.034290487162243
113 => 0.034278920360266
114 => 0.034036345100431
115 => 0.033861007617446
116 => 0.033894783837101
117 => 0.034013815640664
118 => 0.033854089272635
119 => 0.033888174991586
120 => 0.034454225038137
121 => 0.034567742338088
122 => 0.034181966198781
123 => 0.032633019332231
124 => 0.032252903885941
125 => 0.032526123330717
126 => 0.0323955420337
127 => 0.026145730789586
128 => 0.02761403123663
129 => 0.026741616969768
130 => 0.027143665601788
131 => 0.026253156545902
201 => 0.026678154142949
202 => 0.026599672605202
203 => 0.02896065627388
204 => 0.02892379276132
205 => 0.028941437374009
206 => 0.028099214037589
207 => 0.029440898681362
208 => 0.030101860782303
209 => 0.029979534288356
210 => 0.030010321231461
211 => 0.029481299546882
212 => 0.0289465594603
213 => 0.028353450408371
214 => 0.02945537371636
215 => 0.02933285865497
216 => 0.029613864126272
217 => 0.030328540158608
218 => 0.030433778919159
219 => 0.030575220880567
220 => 0.030524524005927
221 => 0.031732329238524
222 => 0.031586056055501
223 => 0.031938532340919
224 => 0.031213461879373
225 => 0.030392975827814
226 => 0.030548923402505
227 => 0.030533904397011
228 => 0.030342695219061
229 => 0.030170080122747
301 => 0.029882724621386
302 => 0.030791959948304
303 => 0.030755046654489
304 => 0.03135262997433
305 => 0.031247001317934
306 => 0.030541587298801
307 => 0.030566781298496
308 => 0.030736223054272
309 => 0.031322662905662
310 => 0.031496758181425
311 => 0.031416110313194
312 => 0.031606997835317
313 => 0.031757867549691
314 => 0.031625944748611
315 => 0.033493693411335
316 => 0.03271807394759
317 => 0.033096105477494
318 => 0.033186263769885
319 => 0.03295532519975
320 => 0.033005407506322
321 => 0.033081268554167
322 => 0.033541881981566
323 => 0.034750664894629
324 => 0.035286026618362
325 => 0.036896688778493
326 => 0.035241572279801
327 => 0.035143364516321
328 => 0.035433493408698
329 => 0.0363791226026
330 => 0.037145466245823
331 => 0.037399706643706
401 => 0.037433308709338
402 => 0.037910280597348
403 => 0.038183671988556
404 => 0.037852363664537
405 => 0.037571614549359
406 => 0.036566006066653
407 => 0.036682407986707
408 => 0.03748430178565
409 => 0.038617024007967
410 => 0.039589017514375
411 => 0.039248659265825
412 => 0.041845352446787
413 => 0.042102803969139
414 => 0.042067232493155
415 => 0.042653745374996
416 => 0.041489636745812
417 => 0.040991957753294
418 => 0.037632315694698
419 => 0.038576238075145
420 => 0.039948284689742
421 => 0.039766689175389
422 => 0.038770272248958
423 => 0.039588261642786
424 => 0.039317808768293
425 => 0.03910449136508
426 => 0.040081739742811
427 => 0.039007215008345
428 => 0.039937565483547
429 => 0.038744381375857
430 => 0.039250213993635
501 => 0.038963078935414
502 => 0.039148890508032
503 => 0.03806263985126
504 => 0.03864875433841
505 => 0.038038255561629
506 => 0.038037966105719
507 => 0.038024489311385
508 => 0.038742738414902
509 => 0.038766160492382
510 => 0.038235373319668
511 => 0.038158878595626
512 => 0.038441719682917
513 => 0.038110586845898
514 => 0.038265521816214
515 => 0.038115279668314
516 => 0.038081456996238
517 => 0.037811952190682
518 => 0.03769584211026
519 => 0.037741371864581
520 => 0.037585955340884
521 => 0.037492311263695
522 => 0.038005861147445
523 => 0.0377314921611
524 => 0.037963810165282
525 => 0.037699054478648
526 => 0.03678129592021
527 => 0.036253483268132
528 => 0.034519922427506
529 => 0.035011558131432
530 => 0.035337513111769
531 => 0.035229784992712
601 => 0.035461226677694
602 => 0.03547543531746
603 => 0.035400191266404
604 => 0.035313068294641
605 => 0.035270661650189
606 => 0.035586726034821
607 => 0.035770212048338
608 => 0.035370227054761
609 => 0.03527651616715
610 => 0.035680923079434
611 => 0.035927611062308
612 => 0.03774901652585
613 => 0.037614080926049
614 => 0.037952742801776
615 => 0.037914614671759
616 => 0.038269586270589
617 => 0.038849814812485
618 => 0.037670047952358
619 => 0.037874814686008
620 => 0.037824610611671
621 => 0.038372725531061
622 => 0.03837443668601
623 => 0.038045814411466
624 => 0.038223965877784
625 => 0.038124526616615
626 => 0.038304226801569
627 => 0.037612278778847
628 => 0.038454996779349
629 => 0.038932763582086
630 => 0.038939397374605
701 => 0.039165855047311
702 => 0.039395949158323
703 => 0.039837594767438
704 => 0.039383631901989
705 => 0.038566996899439
706 => 0.038625955308908
707 => 0.038147162505709
708 => 0.038155211099231
709 => 0.038112247076227
710 => 0.038241185343443
711 => 0.037640573477673
712 => 0.037781535882084
713 => 0.037584187690434
714 => 0.037874385689581
715 => 0.037562180613947
716 => 0.037824586401747
717 => 0.037937832040871
718 => 0.038355710887246
719 => 0.037500459568571
720 => 0.035756544234368
721 => 0.036123136380547
722 => 0.035580917801156
723 => 0.035631102195051
724 => 0.035732482657504
725 => 0.035403875409069
726 => 0.035466563316466
727 => 0.035464323663286
728 => 0.035445023542137
729 => 0.035359540105405
730 => 0.035235572209761
731 => 0.035729422150701
801 => 0.035813336878964
802 => 0.035999868925058
803 => 0.036554861768338
804 => 0.036499404895662
805 => 0.03658985735588
806 => 0.036392400143092
807 => 0.035640261668831
808 => 0.035681106406631
809 => 0.035171771871775
810 => 0.035986844095861
811 => 0.03579382423477
812 => 0.035669383074656
813 => 0.03563542815118
814 => 0.03619179671437
815 => 0.036358270908486
816 => 0.036254535362381
817 => 0.03604177073087
818 => 0.036450341721588
819 => 0.036559658082477
820 => 0.036584129984248
821 => 0.037308039444083
822 => 0.036624588481422
823 => 0.036789101921053
824 => 0.03807258881462
825 => 0.036908643311239
826 => 0.037525211203462
827 => 0.037495033413602
828 => 0.037810448683744
829 => 0.037469160155169
830 => 0.037473390835511
831 => 0.037753458227316
901 => 0.037360154085947
902 => 0.037262766449495
903 => 0.037128226127241
904 => 0.037421989998824
905 => 0.037598088154041
906 => 0.039017309955247
907 => 0.039934191963204
908 => 0.039894387697134
909 => 0.040258124178547
910 => 0.040094257562226
911 => 0.039565089032297
912 => 0.040468315187659
913 => 0.040182496639515
914 => 0.040206059173354
915 => 0.040205182174668
916 => 0.040395226522492
917 => 0.04026056268475
918 => 0.039995126437601
919 => 0.040171335405849
920 => 0.04069461304569
921 => 0.042318882895872
922 => 0.043227845822748
923 => 0.042264162186347
924 => 0.042928898254498
925 => 0.042530293483287
926 => 0.042457855138893
927 => 0.042875358513301
928 => 0.043293592672098
929 => 0.043266952964259
930 => 0.042963336441534
1001 => 0.042791831171831
1002 => 0.044090526532505
1003 => 0.045047383151551
1004 => 0.04498213194498
1005 => 0.045270129549954
1006 => 0.04611569942559
1007 => 0.046193007737991
1008 => 0.04618326866754
1009 => 0.045991651948965
1010 => 0.046824225302651
1011 => 0.047518772642031
1012 => 0.045947298214954
1013 => 0.046545695104674
1014 => 0.046814334747613
1015 => 0.047208777445238
1016 => 0.047874268392403
1017 => 0.04859716807378
1018 => 0.048699394014919
1019 => 0.048626859817719
1020 => 0.048150088045265
1021 => 0.048941093502614
1022 => 0.04940444594817
1023 => 0.049680361725865
1024 => 0.050380038230094
1025 => 0.046815993774592
1026 => 0.044293185964484
1027 => 0.043899213095149
1028 => 0.044700372417159
1029 => 0.044911631741248
1030 => 0.044826473372604
1031 => 0.041986823818677
1101 => 0.043884262927927
1102 => 0.045925747868268
1103 => 0.046004169619036
1104 => 0.047026179665608
1105 => 0.047358988030379
1106 => 0.048181840075789
1107 => 0.04813037045631
1108 => 0.048330721834931
1109 => 0.048284664522588
1110 => 0.049808824664769
1111 => 0.051490199641565
1112 => 0.051431978972564
1113 => 0.051190261426523
1114 => 0.051549253201359
1115 => 0.053284612364506
1116 => 0.053124848301327
1117 => 0.053280045480035
1118 => 0.055326131733941
1119 => 0.057986334916396
1120 => 0.056750403458113
1121 => 0.05943201909289
1122 => 0.061119953988645
1123 => 0.064039062855127
1124 => 0.063673576048129
1125 => 0.064809963708441
1126 => 0.063019278384205
1127 => 0.058907502922546
1128 => 0.058256798716494
1129 => 0.059559525015464
1130 => 0.06276215050331
1201 => 0.059458662941676
1202 => 0.060126954172923
1203 => 0.059934486253365
1204 => 0.059924230455868
1205 => 0.060315652532994
1206 => 0.05974787439492
1207 => 0.05743464411907
1208 => 0.05849478392254
1209 => 0.058085413032325
1210 => 0.05853964055564
1211 => 0.060990919161291
1212 => 0.059907150458549
1213 => 0.058765488168431
1214 => 0.060197386035383
1215 => 0.062020684073502
1216 => 0.061906585359058
1217 => 0.061685186163474
1218 => 0.062933201836897
1219 => 0.064994558095108
1220 => 0.065551734408502
1221 => 0.065963030572081
1222 => 0.066019741364133
1223 => 0.066603897767829
1224 => 0.063462741558787
1225 => 0.06844783713315
1226 => 0.069308625428356
1227 => 0.069146832904877
1228 => 0.07010356286749
1229 => 0.069822068642593
1230 => 0.069414227675807
1231 => 0.070930848168848
]
'min_raw' => 0.026145730789586
'max_raw' => 0.070930848168848
'avg_raw' => 0.048538289479217
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.026145'
'max' => '$0.07093'
'avg' => '$0.048538'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.0090169868421249
'max_diff' => 0.032692133942852
'year' => 2032
]
7 => [
'items' => [
101 => 0.069192165158539
102 => 0.066724323519511
103 => 0.065370416787967
104 => 0.067153350388605
105 => 0.068242125722706
106 => 0.068961736959431
107 => 0.069179490884863
108 => 0.06370658057357
109 => 0.060756985457305
110 => 0.062647642109654
111 => 0.064954373711672
112 => 0.063449927548268
113 => 0.06350889898958
114 => 0.061363954122063
115 => 0.065144153737823
116 => 0.06459341045029
117 => 0.06745066760026
118 => 0.066768760250498
119 => 0.069098742538215
120 => 0.06848518011565
121 => 0.071032043427906
122 => 0.072048056156737
123 => 0.073754099658198
124 => 0.075009072202719
125 => 0.075746016084662
126 => 0.075701772738197
127 => 0.078621911542436
128 => 0.076900007711455
129 => 0.07473689067817
130 => 0.074697766715585
131 => 0.075818075678728
201 => 0.078165935923723
202 => 0.078774701925273
203 => 0.079114919070755
204 => 0.078593864669406
205 => 0.076724861470836
206 => 0.075917835365755
207 => 0.076605444989081
208 => 0.075764557506721
209 => 0.077216165212631
210 => 0.079209532639519
211 => 0.078797910148496
212 => 0.080173902422095
213 => 0.081597909666661
214 => 0.083634303982557
215 => 0.084166692864195
216 => 0.085046711440608
217 => 0.08595253962678
218 => 0.086243467227424
219 => 0.086798938286586
220 => 0.086796010679916
221 => 0.088469960104218
222 => 0.09031637815712
223 => 0.091013358227414
224 => 0.092616025467351
225 => 0.089871513983118
226 => 0.091953257470585
227 => 0.093831042205699
228 => 0.091592269832518
301 => 0.094677895981885
302 => 0.094797703853086
303 => 0.096606660465761
304 => 0.094772936384661
305 => 0.093684076878759
306 => 0.096827573473266
307 => 0.098348612456133
308 => 0.097890463135868
309 => 0.094403924187026
310 => 0.09237460897411
311 => 0.087063499636238
312 => 0.093354738069797
313 => 0.096419016792842
314 => 0.094395988445409
315 => 0.095416286271323
316 => 0.10098270037683
317 => 0.10310203046958
318 => 0.10266122462552
319 => 0.10273571355689
320 => 0.10387926560637
321 => 0.10895040515942
322 => 0.10591166079114
323 => 0.10823466700111
324 => 0.10946678111866
325 => 0.1106112373775
326 => 0.1078008145149
327 => 0.10414449566396
328 => 0.10298638600205
329 => 0.094194838145787
330 => 0.093737199900112
331 => 0.093480313684956
401 => 0.091860682435676
402 => 0.090588095928078
403 => 0.089576087889128
404 => 0.086920276583741
405 => 0.087816534937151
406 => 0.083583726027263
407 => 0.086291727166272
408 => 0.079536061941346
409 => 0.085162380686341
410 => 0.082100231190763
411 => 0.084156382220797
412 => 0.084149208503554
413 => 0.080363182553984
414 => 0.078179481798617
415 => 0.079571020910842
416 => 0.081062861299658
417 => 0.08130490738359
418 => 0.083239117388709
419 => 0.083778913825433
420 => 0.082143305421474
421 => 0.07939606579546
422 => 0.080034186902718
423 => 0.078166550294746
424 => 0.074893588976878
425 => 0.077244286935793
426 => 0.07804691857186
427 => 0.078401406427263
428 => 0.075182824873287
429 => 0.074171476670223
430 => 0.073633043372945
501 => 0.078980587334058
502 => 0.079273537863646
503 => 0.077774761535244
504 => 0.084549372659422
505 => 0.083016069515686
506 => 0.08472914479563
507 => 0.079976284100704
508 => 0.080157849779826
509 => 0.077907769358876
510 => 0.07916766404418
511 => 0.078277211088908
512 => 0.079065877004129
513 => 0.079538600101921
514 => 0.081788311306814
515 => 0.08518806877454
516 => 0.081452279474061
517 => 0.079824542578354
518 => 0.080834381393711
519 => 0.083523715234008
520 => 0.087598193666526
521 => 0.085186020427955
522 => 0.086256501949875
523 => 0.086490354540007
524 => 0.084711707297392
525 => 0.087663774927397
526 => 0.089245811952872
527 => 0.090868654584574
528 => 0.092277723370662
529 => 0.090220455550398
530 => 0.092422027015839
531 => 0.090647949044373
601 => 0.089056417703158
602 => 0.089058831399247
603 => 0.08806044054034
604 => 0.086125932445864
605 => 0.085769179472564
606 => 0.087625053492606
607 => 0.089113288704757
608 => 0.089235866884995
609 => 0.090059830366728
610 => 0.090547443467718
611 => 0.095326714735291
612 => 0.097248977175315
613 => 0.09959948330041
614 => 0.1005151379034
615 => 0.10327092997806
616 => 0.10104540406328
617 => 0.10056389753241
618 => 0.093879247372001
619 => 0.094973858461286
620 => 0.096726436429493
621 => 0.093908146737182
622 => 0.095695702866087
623 => 0.096048604311549
624 => 0.093812382331869
625 => 0.095006845112664
626 => 0.091834706100406
627 => 0.085257212736551
628 => 0.087671097557788
629 => 0.089448529291063
630 => 0.086911915051927
701 => 0.09145869789505
702 => 0.088802561222747
703 => 0.087960693414672
704 => 0.084676266947828
705 => 0.08622638981101
706 => 0.088322953179085
707 => 0.087027520769267
708 => 0.089715737529794
709 => 0.093522969383924
710 => 0.096236229527754
711 => 0.096444519950912
712 => 0.094700075452741
713 => 0.097495558893956
714 => 0.097515920938927
715 => 0.094362604197351
716 => 0.092431215250877
717 => 0.091992399618561
718 => 0.093088647102959
719 => 0.094419693927467
720 => 0.096518383786057
721 => 0.097786578113605
722 => 0.10109335632155
723 => 0.10198807569186
724 => 0.10297110101786
725 => 0.10428472600719
726 => 0.10586206961341
727 => 0.10241093160122
728 => 0.10254805174817
729 => 0.099334399815479
730 => 0.09590015184109
731 => 0.098506317968598
801 => 0.10191353349656
802 => 0.10113191448981
803 => 0.10104396638452
804 => 0.10119187070284
805 => 0.10060255549704
806 => 0.097937104662241
807 => 0.096598531939608
808 => 0.098325632258126
809 => 0.099243509213027
810 => 0.1006670563228
811 => 0.10049157409408
812 => 0.10415847857105
813 => 0.10558332676936
814 => 0.10521878962754
815 => 0.10528587323471
816 => 0.10786549283814
817 => 0.11073456037638
818 => 0.11342182073275
819 => 0.11615541738777
820 => 0.11285995992605
821 => 0.11118672986255
822 => 0.1129130761831
823 => 0.11199705252533
824 => 0.11726079617312
825 => 0.11762524636271
826 => 0.12288860938193
827 => 0.12788416763677
828 => 0.12474654700163
829 => 0.12770518193903
830 => 0.13090518684488
831 => 0.13707851549034
901 => 0.13499955558287
902 => 0.1334071048752
903 => 0.13190224665112
904 => 0.13503361772592
905 => 0.13906207658877
906 => 0.13992976804373
907 => 0.14133575968441
908 => 0.13985753139071
909 => 0.14163789454897
910 => 0.14792335882882
911 => 0.14622497089707
912 => 0.14381298700451
913 => 0.14877475739105
914 => 0.15057040280554
915 => 0.16317318271125
916 => 0.17908471293709
917 => 0.17249723494285
918 => 0.16840817477524
919 => 0.16936920090843
920 => 0.17517955310762
921 => 0.17704565382264
922 => 0.17197294879573
923 => 0.17376471396853
924 => 0.18363751623314
925 => 0.18893395789068
926 => 0.18174067871272
927 => 0.16189470675032
928 => 0.14359581424508
929 => 0.14844950454733
930 => 0.1478992466946
1001 => 0.15850634107076
1002 => 0.14618446490659
1003 => 0.14639193369999
1004 => 0.15721837155473
1005 => 0.15433006354722
1006 => 0.14965137448159
1007 => 0.143629973853
1008 => 0.13249885787891
1009 => 0.12263971804653
1010 => 0.14197576168213
1011 => 0.14114195632025
1012 => 0.13993448259322
1013 => 0.14262158471043
1014 => 0.15566938984438
1015 => 0.15536859570442
1016 => 0.1534550968525
1017 => 0.15490646886687
1018 => 0.14939694195019
1019 => 0.15081687248622
1020 => 0.14359291560701
1021 => 0.1468584458155
1022 => 0.14964133611616
1023 => 0.15020004254541
1024 => 0.15145883665878
1025 => 0.14070257878295
1026 => 0.14553182278206
1027 => 0.14836855119256
1028 => 0.13555210903284
1029 => 0.14811521133907
1030 => 0.14051533626385
1031 => 0.13793582451702
1101 => 0.14140879725929
1102 => 0.14005537640405
1103 => 0.13889178462826
1104 => 0.13824248042432
1105 => 0.14079264830823
1106 => 0.14067367992833
1107 => 0.136501110304
1108 => 0.13105816332477
1109 => 0.13288499498964
1110 => 0.13222128991915
1111 => 0.12981593712405
1112 => 0.13143685448455
1113 => 0.12429915475642
1114 => 0.11201911335952
1115 => 0.12013168485415
1116 => 0.11981935967639
1117 => 0.11966187115894
1118 => 0.12575824442215
1119 => 0.12517221880015
1120 => 0.12410857655785
1121 => 0.12979640250015
1122 => 0.12772026951916
1123 => 0.13411842216813
1124 => 0.13833265930931
1125 => 0.13726379245402
1126 => 0.14122730285448
1127 => 0.13292708150152
1128 => 0.13568408208789
1129 => 0.1362522960877
1130 => 0.12972621561092
1201 => 0.12526809983941
1202 => 0.12497079434369
1203 => 0.11724103596209
1204 => 0.12137021049711
1205 => 0.12500371321108
1206 => 0.12326354738229
1207 => 0.12271266286687
1208 => 0.12552701238387
1209 => 0.12574571144462
1210 => 0.12075934968295
1211 => 0.12179617219074
1212 => 0.12611989440563
1213 => 0.12168722548446
1214 => 0.11307527384297
1215 => 0.11093939076634
1216 => 0.11065442459178
1217 => 0.10486174028892
1218 => 0.11108212068664
1219 => 0.10836675794721
1220 => 0.11694455630604
1221 => 0.11204496388713
1222 => 0.11183375225064
1223 => 0.11151447488408
1224 => 0.10652847221183
1225 => 0.10762008992005
1226 => 0.11124879344025
1227 => 0.11254355573653
1228 => 0.11240850142136
1229 => 0.11123101081337
1230 => 0.11177005998398
1231 => 0.11003359478827
]
'min_raw' => 0.060756985457305
'max_raw' => 0.18893395789068
'avg_raw' => 0.12484547167399
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.060756'
'max' => '$0.188933'
'avg' => '$0.124845'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.034611254667719
'max_diff' => 0.11800310972184
'year' => 2033
]
8 => [
'items' => [
101 => 0.10942041278627
102 => 0.10748504171896
103 => 0.10464058090991
104 => 0.1050361206315
105 => 0.099400499475119
106 => 0.09632991396407
107 => 0.095480016364278
108 => 0.09434349777417
109 => 0.095608389163191
110 => 0.099384534468462
111 => 0.094829702076389
112 => 0.087020761424523
113 => 0.087490092063487
114 => 0.088544538663723
115 => 0.086579584400046
116 => 0.084719920095586
117 => 0.08633674732898
118 => 0.083027996231338
119 => 0.088944385426128
120 => 0.088784363678898
121 => 0.090989627703662
122 => 0.09236862455492
123 => 0.089190483268302
124 => 0.088391189329325
125 => 0.088846503482851
126 => 0.081321174749889
127 => 0.090374647798122
128 => 0.090452942608997
129 => 0.089782534904129
130 => 0.094603229807692
131 => 0.10477639966666
201 => 0.1009488439509
202 => 0.099466698689281
203 => 0.096649139463494
204 => 0.10040336984174
205 => 0.10011510352381
206 => 0.098811453912365
207 => 0.098023002559729
208 => 0.099475748352199
209 => 0.097842991279216
210 => 0.097549703243745
211 => 0.095772696849316
212 => 0.095138386415145
213 => 0.09466876822231
214 => 0.09415176473573
215 => 0.095292145597884
216 => 0.092707892534646
217 => 0.089591536677832
218 => 0.089332445407776
219 => 0.090047819183939
220 => 0.089731319541301
221 => 0.089330930129253
222 => 0.088566477702086
223 => 0.088339680996887
224 => 0.089076660262664
225 => 0.088244653640163
226 => 0.089472324733409
227 => 0.089138466126186
228 => 0.087273559085475
301 => 0.08494919443573
302 => 0.084928502714828
303 => 0.084427722163762
304 => 0.083789902839121
305 => 0.083612476094335
306 => 0.086200582649081
307 => 0.091557885761895
308 => 0.090506118971451
309 => 0.091266128266943
310 => 0.095004621791916
311 => 0.096192976463083
312 => 0.095349510465212
313 => 0.094194922184609
314 => 0.094245718209321
315 => 0.098191295881782
316 => 0.098437376721469
317 => 0.099059143614671
318 => 0.099858289783739
319 => 0.09548560851341
320 => 0.094039765314717
321 => 0.09335464459485
322 => 0.091244737952745
323 => 0.09352009137653
324 => 0.092194340376839
325 => 0.0923732294808
326 => 0.092256727717166
327 => 0.092320345557925
328 => 0.088942731674771
329 => 0.090173356651633
330 => 0.088127203943961
331 => 0.085387635159808
401 => 0.085378451164627
402 => 0.086048956743404
403 => 0.085650113788261
404 => 0.084576837651163
405 => 0.084729291460717
406 => 0.083393635669585
407 => 0.08489146425659
408 => 0.084934416620977
409 => 0.084357671027705
410 => 0.086665282626501
411 => 0.087610712981359
412 => 0.08723108667678
413 => 0.087584077387824
414 => 0.090549824630036
415 => 0.091033370835141
416 => 0.091248130118179
417 => 0.090960381129061
418 => 0.087638285803112
419 => 0.087785634857458
420 => 0.086704485264302
421 => 0.085791027786821
422 => 0.085827561295467
423 => 0.086297197180052
424 => 0.088348124631814
425 => 0.092664180545271
426 => 0.092827971712191
427 => 0.093026491384623
428 => 0.092219012108848
429 => 0.091975468632738
430 => 0.092296765341632
501 => 0.093917649015287
502 => 0.098087001889554
503 => 0.096613274122072
504 => 0.095415110507171
505 => 0.09646622302003
506 => 0.096304412487568
507 => 0.09493856875322
508 => 0.09490023406868
509 => 0.092278743255809
510 => 0.091309637790748
511 => 0.090499780727857
512 => 0.089615437957033
513 => 0.089091169919051
514 => 0.089896683900953
515 => 0.090080914479176
516 => 0.08831964407977
517 => 0.088079589432449
518 => 0.089517880860266
519 => 0.088884942427793
520 => 0.089535935301709
521 => 0.089686971232571
522 => 0.08966265096905
523 => 0.089001790553032
524 => 0.08942300327506
525 => 0.088426709617907
526 => 0.087343389904221
527 => 0.086652299420093
528 => 0.086049231312841
529 => 0.086383848549268
530 => 0.085190999200097
531 => 0.084809382685983
601 => 0.089280305882423
602 => 0.092583024918158
603 => 0.092535002075358
604 => 0.092242675370287
605 => 0.091808337182857
606 => 0.093885874471551
607 => 0.093162102021839
608 => 0.093688706952216
609 => 0.093822750008537
610 => 0.094228457968833
611 => 0.094373463692861
612 => 0.093935155681897
613 => 0.092464140462286
614 => 0.088798510394945
615 => 0.087092149703419
616 => 0.08652902225353
617 => 0.086549490866802
618 => 0.085984875136842
619 => 0.086151179773617
620 => 0.085927041171018
621 => 0.085502576882646
622 => 0.086357639075571
623 => 0.08645617702785
624 => 0.086256595294789
625 => 0.086303604017889
626 => 0.084651152510618
627 => 0.08477678480978
628 => 0.084077248203467
629 => 0.083946093522823
630 => 0.082177725897683
701 => 0.079044806320763
702 => 0.080780747886238
703 => 0.078683974585466
704 => 0.077889894765163
705 => 0.081648945129727
706 => 0.081271640732952
707 => 0.080625859615952
708 => 0.079670614751333
709 => 0.07931630513902
710 => 0.077163632095404
711 => 0.077036440687923
712 => 0.078103363575401
713 => 0.077611015373405
714 => 0.076919572030957
715 => 0.074415234335099
716 => 0.071599529607239
717 => 0.071684518034084
718 => 0.072580141319967
719 => 0.075184286814929
720 => 0.074166802117873
721 => 0.073428605295867
722 => 0.073290363221221
723 => 0.075020752214811
724 => 0.077469615168444
725 => 0.078618566876067
726 => 0.077479990627994
727 => 0.076172055539507
728 => 0.076251663487955
729 => 0.076781259503995
730 => 0.076836912557196
731 => 0.07598558127249
801 => 0.076225226042433
802 => 0.075861183723312
803 => 0.073627056682838
804 => 0.073586648409169
805 => 0.073038357603271
806 => 0.073021755575573
807 => 0.07208897613719
808 => 0.071958473845761
809 => 0.070106383655186
810 => 0.071325435027268
811 => 0.070507759369945
812 => 0.069275329284171
813 => 0.069062857872853
814 => 0.069056470725662
815 => 0.070321900857427
816 => 0.071310647739409
817 => 0.070521983188082
818 => 0.070342419557364
819 => 0.072259689356658
820 => 0.072015699298396
821 => 0.071804405481508
822 => 0.07725034635031
823 => 0.072939459200588
824 => 0.071059666346473
825 => 0.068733065726524
826 => 0.069490618620118
827 => 0.069650246145566
828 => 0.064055191055873
829 => 0.061785277902804
830 => 0.061006329248544
831 => 0.060558033285299
901 => 0.060762327385096
902 => 0.058719139313077
903 => 0.060092195488685
904 => 0.058322967324705
905 => 0.058026350465447
906 => 0.061189949587957
907 => 0.061630145924376
908 => 0.05975213159493
909 => 0.060958120817336
910 => 0.060520812360788
911 => 0.058353295663584
912 => 0.058270512468924
913 => 0.057182928782163
914 => 0.055481070910082
915 => 0.054703276195598
916 => 0.054298193955171
917 => 0.054465338782467
918 => 0.05438082524307
919 => 0.053829317231346
920 => 0.05441243703673
921 => 0.052922806895712
922 => 0.052329624170793
923 => 0.052061697295682
924 => 0.050739564805617
925 => 0.052843665552297
926 => 0.053258199906156
927 => 0.053673551020748
928 => 0.057288898901024
929 => 0.057108286337792
930 => 0.058740935947519
1001 => 0.058677494185935
1002 => 0.058211836070071
1003 => 0.056247301076281
1004 => 0.057030329710337
1005 => 0.054620289284382
1006 => 0.056426055438327
1007 => 0.055601979176264
1008 => 0.056147434425177
1009 => 0.055166656705914
1010 => 0.055709459591074
1011 => 0.053356501379667
1012 => 0.051159342108871
1013 => 0.052043543138517
1014 => 0.053004770778395
1015 => 0.055088957217898
1016 => 0.053847632968695
1017 => 0.054294060108375
1018 => 0.052798603921447
1019 => 0.049713050651873
1020 => 0.049730514548289
1021 => 0.049255869400197
1022 => 0.048845706692919
1023 => 0.053990213991108
1024 => 0.053350413185953
1025 => 0.052330974337997
1026 => 0.053695533746875
1027 => 0.054056344913053
1028 => 0.054066616699713
1029 => 0.055062164020054
1030 => 0.055593487803382
1031 => 0.055687135923083
1101 => 0.057253651141863
1102 => 0.057778726380363
1103 => 0.059941436976314
1104 => 0.055548408692519
1105 => 0.055457937165927
1106 => 0.05371473589612
1107 => 0.052609170091887
1108 => 0.053790434932589
1109 => 0.05483687432272
1110 => 0.05374725168491
1111 => 0.053889533398219
1112 => 0.0524268040324
1113 => 0.052949660952866
1114 => 0.053400015769206
1115 => 0.053151356310256
1116 => 0.052779101064954
1117 => 0.054751078226167
1118 => 0.05463981154649
1119 => 0.05647616201457
1120 => 0.057907728523121
1121 => 0.060473351629566
1122 => 0.057795990169033
1123 => 0.057698416475863
1124 => 0.058652214977911
1125 => 0.057778580358782
1126 => 0.058330687281229
1127 => 0.06038439866882
1128 => 0.060427790354244
1129 => 0.059700923716367
1130 => 0.059656693815394
1201 => 0.059796296504248
1202 => 0.060613953813277
1203 => 0.060328239225431
1204 => 0.060658875379895
1205 => 0.061072340953932
1206 => 0.062782609873921
1207 => 0.063194949920442
1208 => 0.062193177381198
1209 => 0.06228362622512
1210 => 0.061908935796172
1211 => 0.061546989536665
1212 => 0.06236059187003
1213 => 0.063847466125649
1214 => 0.063838216358073
1215 => 0.064183142284671
1216 => 0.064398028279421
1217 => 0.063475580283792
1218 => 0.062875100557991
1219 => 0.063105362694381
1220 => 0.063473556864925
1221 => 0.06298596228727
1222 => 0.059976302678204
1223 => 0.060889241145794
1224 => 0.060737283544377
1225 => 0.060520877441283
1226 => 0.06143884412999
1227 => 0.061350304003469
1228 => 0.058698183466223
1229 => 0.058867963618233
1230 => 0.058708508359596
1231 => 0.059223740921729
]
'min_raw' => 0.048845706692919
'max_raw' => 0.10942041278627
'avg_raw' => 0.079133059739596
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.048845'
'max' => '$0.10942'
'avg' => '$0.079133'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.011911278764386
'max_diff' => -0.079513545104411
'year' => 2034
]
9 => [
'items' => [
101 => 0.057750756109577
102 => 0.058203836317091
103 => 0.058488003975881
104 => 0.058655380909987
105 => 0.059260061167415
106 => 0.059189108918399
107 => 0.059255650675995
108 => 0.060152231868092
109 => 0.064686831868209
110 => 0.064933640141184
111 => 0.063718265939168
112 => 0.064203783960678
113 => 0.063271695530499
114 => 0.063897412738128
115 => 0.064325512560093
116 => 0.062391011783493
117 => 0.062276463202309
118 => 0.061340527711617
119 => 0.061843446430219
120 => 0.061043266587787
121 => 0.061239602732017
122 => 0.060690629756473
123 => 0.061678671813024
124 => 0.062783456358461
125 => 0.063062568563902
126 => 0.062328344516746
127 => 0.061796717918882
128 => 0.060863356741722
129 => 0.06241555718065
130 => 0.062869467891444
131 => 0.062413172980922
201 => 0.062307439479913
202 => 0.062107074686558
203 => 0.062349947818009
204 => 0.062866995796231
205 => 0.062623165518078
206 => 0.062784219712535
207 => 0.062170447201632
208 => 0.063475885652462
209 => 0.065549236083253
210 => 0.065555902243915
211 => 0.065312070651426
212 => 0.065212300017205
213 => 0.065462486028036
214 => 0.065598201675745
215 => 0.066407257358505
216 => 0.067275406340308
217 => 0.071326678835304
218 => 0.070189097730138
219 => 0.073783627698978
220 => 0.076626434213031
221 => 0.077478867585732
222 => 0.076694668992936
223 => 0.074011967968557
224 => 0.0738803418578
225 => 0.07788942979538
226 => 0.076756678825154
227 => 0.076621941701629
228 => 0.075188566349288
301 => 0.076035868709512
302 => 0.075850551254156
303 => 0.075558018584835
304 => 0.077174612464549
305 => 0.080200731893042
306 => 0.079729082801343
307 => 0.079377018633562
308 => 0.077834375934681
309 => 0.078763391401128
310 => 0.078432586787646
311 => 0.079853933340962
312 => 0.079011959129458
313 => 0.076748097122463
314 => 0.077108624608864
315 => 0.077054131604574
316 => 0.078175593771423
317 => 0.077838958665338
318 => 0.076988398197311
319 => 0.080190388945817
320 => 0.079982469477017
321 => 0.080277251746767
322 => 0.080407024018356
323 => 0.082356019361565
324 => 0.083154460392784
325 => 0.083335720485548
326 => 0.08409417771156
327 => 0.083316849378826
328 => 0.086426716935469
329 => 0.088494597394834
330 => 0.090896546960542
331 => 0.09440644085922
401 => 0.095726193433457
402 => 0.095487791943568
403 => 0.098148953439681
404 => 0.1029310014939
405 => 0.096454380579312
406 => 0.10327427812884
407 => 0.10111517730416
408 => 0.09599598808942
409 => 0.095666372655267
410 => 0.099133147026498
411 => 0.10682211891722
412 => 0.10489611866619
413 => 0.10682526916366
414 => 0.1045748126355
415 => 0.10446305850054
416 => 0.1067159695132
417 => 0.11198001889407
418 => 0.10947926635316
419 => 0.10589382437609
420 => 0.1085412589363
421 => 0.10624780611174
422 => 0.10108001500098
423 => 0.1048946458901
424 => 0.10234391084898
425 => 0.10308835093851
426 => 0.10844961660174
427 => 0.10780453493299
428 => 0.10863933034531
429 => 0.10716593829297
430 => 0.10578955778349
501 => 0.10322044135117
502 => 0.10245985263148
503 => 0.10267005199048
504 => 0.10245974846711
505 => 0.10102235143463
506 => 0.10071194568232
507 => 0.10019458916262
508 => 0.10035493958117
509 => 0.099382157966145
510 => 0.10121799786064
511 => 0.10155874592242
512 => 0.10289471710129
513 => 0.103033422061
514 => 0.1067540827778
515 => 0.10470480537815
516 => 0.10607963758393
517 => 0.10595665965102
518 => 0.096106936442442
519 => 0.097464141395741
520 => 0.099575526388697
521 => 0.098624350311285
522 => 0.097279609878749
523 => 0.096193659879055
524 => 0.094548334585431
525 => 0.096864098340533
526 => 0.099909081424473
527 => 0.103110647857
528 => 0.10695712015073
529 => 0.10609863231264
530 => 0.10303874073301
531 => 0.10317600523402
601 => 0.10402452036768
602 => 0.10292561617387
603 => 0.10260152787395
604 => 0.10397999561198
605 => 0.1039894883617
606 => 0.10272506627972
607 => 0.10131989252239
608 => 0.10131400479304
609 => 0.10106396769529
610 => 0.10461929367973
611 => 0.10657436348717
612 => 0.10679850908984
613 => 0.10655927670221
614 => 0.10665134775342
615 => 0.10551373570949
616 => 0.10811397949354
617 => 0.11050022032723
618 => 0.1098606568092
619 => 0.10890186017636
620 => 0.1081381324764
621 => 0.10968074683471
622 => 0.10961205664563
623 => 0.11047937859526
624 => 0.11044003186173
625 => 0.1101483841117
626 => 0.10986066722486
627 => 0.11100143215913
628 => 0.11067291017819
629 => 0.11034387791187
630 => 0.10968395332944
701 => 0.10977364804038
702 => 0.10881501695729
703 => 0.10837151035428
704 => 0.10170223516618
705 => 0.09991998691107
706 => 0.10048071849314
707 => 0.10066532588934
708 => 0.099889689164704
709 => 0.10100175298311
710 => 0.10082843901498
711 => 0.1015027022797
712 => 0.10108145186501
713 => 0.10109874012897
714 => 0.10233754777851
715 => 0.10269717890943
716 => 0.10251426761367
717 => 0.10264237241539
718 => 0.10559449350146
719 => 0.10517479628654
720 => 0.10495184050599
721 => 0.10501360078091
722 => 0.10576793101259
723 => 0.10597910229255
724 => 0.10508435474059
725 => 0.10550632285857
726 => 0.1073030095492
727 => 0.10793174820726
728 => 0.10993838019211
729 => 0.10908592725991
730 => 0.11065064151027
731 => 0.11546003966548
801 => 0.11930211969689
802 => 0.11576878411933
803 => 0.12282427481109
804 => 0.12831798636465
805 => 0.12810712856497
806 => 0.12714917288377
807 => 0.12089472833792
808 => 0.11513929521831
809 => 0.11995395941146
810 => 0.11996623298063
811 => 0.11955264905653
812 => 0.11698391482424
813 => 0.1194632626733
814 => 0.11966006430189
815 => 0.11954990772365
816 => 0.11758046521048
817 => 0.11457349050667
818 => 0.11516104616611
819 => 0.11612347432209
820 => 0.11430139703928
821 => 0.11371913294387
822 => 0.11480167267752
823 => 0.11828984125546
824 => 0.11763042319138
825 => 0.11761320312081
826 => 0.1204344732357
827 => 0.11841505270164
828 => 0.11516845712459
829 => 0.11434864892406
830 => 0.11143888210112
831 => 0.11344866840996
901 => 0.11352099704126
902 => 0.11242025761943
903 => 0.11525777606215
904 => 0.11523162783017
905 => 0.11792542928265
906 => 0.12307496591418
907 => 0.12155199453893
908 => 0.11978094452833
909 => 0.11997350677037
910 => 0.12208543928147
911 => 0.12080851667453
912 => 0.121267706947
913 => 0.12208474424199
914 => 0.12257768312795
915 => 0.11990258045058
916 => 0.11927888605153
917 => 0.11800302619807
918 => 0.11767017817735
919 => 0.11870933940631
920 => 0.11843555713658
921 => 0.11351491809987
922 => 0.11300068394235
923 => 0.11301645476981
924 => 0.11172338853024
925 => 0.10975115214344
926 => 0.11493407161183
927 => 0.11451781064361
928 => 0.11405829075073
929 => 0.11411457931562
930 => 0.11636430899142
1001 => 0.11505935216539
1002 => 0.11852879376561
1003 => 0.11781558087356
1004 => 0.11708407676204
1005 => 0.11698296061166
1006 => 0.11670139393772
1007 => 0.11573579704644
1008 => 0.11456978077683
1009 => 0.11379987583704
1010 => 0.10497437002099
1011 => 0.10661233256485
1012 => 0.10849665916657
1013 => 0.10914712115851
1014 => 0.10803446091069
1015 => 0.11577973165477
1016 => 0.11719486725499
1017 => 0.11290832921489
1018 => 0.11210649296578
1019 => 0.11583229990577
1020 => 0.11358518285958
1021 => 0.11459705952789
1022 => 0.11240993563796
1023 => 0.11685400252891
1024 => 0.11682014618505
1025 => 0.11509130379066
1026 => 0.11655250954379
1027 => 0.11629858908568
1028 => 0.11434673028037
1029 => 0.1169158799345
1030 => 0.11691715420068
1031 => 0.11525318098436
1101 => 0.11331002455828
1102 => 0.1129626340846
1103 => 0.11270092202803
1104 => 0.11453269440521
1105 => 0.11617505579079
1106 => 0.11923108315344
1107 => 0.11999944104182
1108 => 0.12299839303269
1109 => 0.12121266313845
1110 => 0.12200425407149
1111 => 0.12286363800668
1112 => 0.12327565826801
1113 => 0.1226042933624
1114 => 0.1272629002221
1115 => 0.12765622937708
1116 => 0.12778810924046
1117 => 0.12621725321873
1118 => 0.12761254102946
1119 => 0.12695973206989
1120 => 0.12865815962713
1121 => 0.12892449475472
1122 => 0.1286989183768
1123 => 0.12878345735011
1124 => 0.12480815822992
1125 => 0.12460201799917
1126 => 0.12179128132578
1127 => 0.1229366772961
1128 => 0.12079541442984
1129 => 0.12147443094219
1130 => 0.12177373495092
1201 => 0.12161739552211
1202 => 0.12300143626573
1203 => 0.12182471889281
1204 => 0.11871916827543
1205 => 0.11561277155286
1206 => 0.11557377327243
1207 => 0.11475591384783
1208 => 0.11416475128228
1209 => 0.11427863016502
1210 => 0.11467995420127
1211 => 0.11414142559972
1212 => 0.11425634798096
1213 => 0.11616482523325
1214 => 0.11654755673556
1215 => 0.11524688554786
1216 => 0.11002450304327
1217 => 0.10874291727729
1218 => 0.10966409571093
1219 => 0.10922383175114
1220 => 0.088152156793719
1221 => 0.093102634264391
1222 => 0.090161228653648
1223 => 0.091516763686643
1224 => 0.088514350231365
1225 => 0.089947259302195
1226 => 0.089682653318274
1227 => 0.097642874595838
1228 => 0.097518586689515
1229 => 0.097578076733102
1230 => 0.094738461952207
1231 => 0.099262045402116
]
'min_raw' => 0.057750756109577
'max_raw' => 0.12892449475472
'avg_raw' => 0.093337625432146
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.05775'
'max' => '$0.128924'
'avg' => '$0.093337'
'bar_min_pct' => 61.631153054958
'bar_max_pct' => 60.119598047091
'min_diff' => 0.0089050494166583
'max_diff' => 0.019504081968444
'year' => 2035
]
10 => [
'items' => [
101 => 0.10149052527234
102 => 0.10107809295743
103 => 0.10118189328559
104 => 0.099398259740916
105 => 0.097595346204644
106 => 0.095595637626514
107 => 0.099310848993229
108 => 0.098897780910024
109 => 0.099845210475692
110 => 0.1022547906158
111 => 0.10260961044454
112 => 0.10308649189258
113 => 0.10291556384019
114 => 0.10698776350816
115 => 0.10649459325913
116 => 0.10768299166453
117 => 0.10523836598062
118 => 0.10247203997328
119 => 0.10299782810927
120 => 0.10294719048365
121 => 0.10230251539039
122 => 0.10172053154157
123 => 0.10075169240621
124 => 0.1038172427917
125 => 0.1036927870444
126 => 0.10570758092918
127 => 0.10535144653938
128 => 0.10297309392344
129 => 0.1030580372524
130 => 0.10362932196204
131 => 0.10560654486493
201 => 0.10619351924211
202 => 0.10592160932371
203 => 0.10656519993189
204 => 0.10707386770729
205 => 0.10662908077289
206 => 0.11292632579131
207 => 0.11031127061727
208 => 0.11158583031366
209 => 0.11188980529111
210 => 0.11111117977829
211 => 0.11128003577153
212 => 0.11153580659079
213 => 0.11308879692026
214 => 0.11716429290619
215 => 0.11896930233551
216 => 0.12439976226123
217 => 0.11881942142935
218 => 0.11848830709813
219 => 0.11946649691493
220 => 0.1226547517639
221 => 0.12523853286143
222 => 0.12609572211339
223 => 0.12620901382369
224 => 0.12781715784523
225 => 0.12873891600826
226 => 0.12762188686262
227 => 0.12667532161952
228 => 0.12328484241074
229 => 0.12367729961112
301 => 0.1263809405407
302 => 0.13019999259738
303 => 0.13347713656665
304 => 0.13232959496861
305 => 0.14108452732356
306 => 0.14195254310586
307 => 0.14183261139105
308 => 0.1438100805212
309 => 0.13988520700244
310 => 0.13820724753233
311 => 0.12687997976905
312 => 0.13006247997728
313 => 0.13468843093163
314 => 0.1340761689764
315 => 0.13071667974133
316 => 0.13347458809282
317 => 0.13256273734405
318 => 0.13184352282577
319 => 0.13513838396059
320 => 0.13151554879742
321 => 0.13465229037956
322 => 0.13062938685503
323 => 0.13233483684197
324 => 0.13136674094605
325 => 0.13199321763608
326 => 0.12833084770717
327 => 0.13030697362181
328 => 0.12824863437223
329 => 0.12824765845142
330 => 0.1282022204984
331 => 0.13062384749746
401 => 0.13070281666696
402 => 0.12891323065578
403 => 0.12865532335298
404 => 0.12960894182612
405 => 0.12849250434715
406 => 0.12901487841678
407 => 0.12850832652557
408 => 0.12839429102524
409 => 0.12748563675708
410 => 0.12709416351439
411 => 0.12724767025987
412 => 0.12672367259939
413 => 0.12640794505513
414 => 0.1281394143431
415 => 0.12721436014981
416 => 0.12799763652083
417 => 0.12710499423869
418 => 0.12401070718306
419 => 0.12223114997588
420 => 0.11638632856836
421 => 0.11804391266905
422 => 0.11914289264271
423 => 0.11877967976797
424 => 0.11956000156763
425 => 0.11960790698862
426 => 0.11935421641711
427 => 0.11906047523508
428 => 0.11891749827257
429 => 0.11998313141227
430 => 0.12060176731742
501 => 0.11925318998552
502 => 0.11893723718525
503 => 0.12030072332481
504 => 0.12113244908227
505 => 0.12727344476907
506 => 0.12681849997344
507 => 0.12796032213207
508 => 0.1278317704797
509 => 0.12902858200848
510 => 0.13098486304775
511 => 0.12700719671014
512 => 0.12769758204899
513 => 0.12752831550723
514 => 0.12937632322611
515 => 0.12938209250449
516 => 0.12827411956219
517 => 0.12887476966902
518 => 0.12853950325736
519 => 0.1291453749772
520 => 0.12681242390833
521 => 0.12965370648371
522 => 0.13126453061575
523 => 0.13128689691039
524 => 0.13205041476468
525 => 0.13282619312462
526 => 0.13431523213046
527 => 0.13278466463493
528 => 0.13003132270819
529 => 0.13023010510206
530 => 0.12861582173783
531 => 0.12864295813283
601 => 0.12849810192962
602 => 0.12893282629972
603 => 0.12690782146089
604 => 0.12738308604904
605 => 0.12671771284249
606 => 0.12769613565759
607 => 0.12664351444763
608 => 0.12752823388178
609 => 0.12791004946065
610 => 0.12931895716657
611 => 0.12643541763391
612 => 0.12055568532837
613 => 0.12179167634386
614 => 0.11996354854695
615 => 0.12013274873473
616 => 0.12047456004205
617 => 0.11936663776132
618 => 0.11957799441784
619 => 0.11957044327078
620 => 0.11950537156483
621 => 0.11921715818963
622 => 0.1187991917743
623 => 0.12046424132968
624 => 0.12074716569476
625 => 0.12137607151142
626 => 0.1232472686309
627 => 0.1230602919128
628 => 0.12336525869761
629 => 0.12269951791867
630 => 0.12016363054007
701 => 0.12030134142525
702 => 0.11858408448038
703 => 0.12133215739042
704 => 0.12068137745253
705 => 0.120261815393
706 => 0.12014733399784
707 => 0.12202316945305
708 => 0.12258444882137
709 => 0.12223469718509
710 => 0.1215173463752
711 => 0.12289487199592
712 => 0.12326343973889
713 => 0.12334594846428
714 => 0.12578665974986
715 => 0.12348235711223
716 => 0.1240370256599
717 => 0.12836439133176
718 => 0.12444006780303
719 => 0.12651886949905
720 => 0.1264171229736
721 => 0.12748056757847
722 => 0.12632988947637
723 => 0.12634415351052
724 => 0.12728842027567
725 => 0.12596236790343
726 => 0.12563401868775
727 => 0.12518040659796
728 => 0.12617085200094
729 => 0.12676457922604
730 => 0.13154958461571
731 => 0.13464091632019
801 => 0.13450671345809
802 => 0.13573307640044
803 => 0.13518058866272
804 => 0.13339646001869
805 => 0.13644175006273
806 => 0.13547809287245
807 => 0.13555753560037
808 => 0.13555457873807
809 => 0.13619532652524
810 => 0.13574129799436
811 => 0.13484636115493
812 => 0.13544046199389
813 => 0.13720472909069
814 => 0.14268106829348
815 => 0.14574570026321
816 => 0.14249657360084
817 => 0.144737777665
818 => 0.14339385384917
819 => 0.14314962291356
820 => 0.14455726468953
821 => 0.14596737035609
822 => 0.14587755272119
823 => 0.14485388841699
824 => 0.14427564642607
825 => 0.1486542885066
826 => 0.15188039740331
827 => 0.15166039840466
828 => 0.15263140243718
829 => 0.15548230030869
830 => 0.15574295068145
831 => 0.15571011472546
901 => 0.15506406558053
902 => 0.1578711447709
903 => 0.16021285961737
904 => 0.15491452386964
905 => 0.15693206076206
906 => 0.15783779807405
907 => 0.15916768916821
908 => 0.16141143835967
909 => 0.16384874510667
910 => 0.16419340700441
911 => 0.16394885289438
912 => 0.1623413835764
913 => 0.1650083137021
914 => 0.16657053882252
915 => 0.16750080813085
916 => 0.16985981631471
917 => 0.15784339159934
918 => 0.14933756893075
919 => 0.14800926189548
920 => 0.15071042648479
921 => 0.15142270204561
922 => 0.15113558466016
923 => 0.1415615079311
924 => 0.1479588563629
925 => 0.15484186537119
926 => 0.15510626977913
927 => 0.15855204800561
928 => 0.15967413464338
929 => 0.16244843776417
930 => 0.1622749043486
1001 => 0.16295040300971
1002 => 0.16279511756553
1003 => 0.16793392989835
1004 => 0.17360280302247
1005 => 0.1734065079721
1006 => 0.17259154038944
1007 => 0.17380190622231
1008 => 0.17965279079977
1009 => 0.17911413510639
1010 => 0.17963739322992
1011 => 0.18653591588815
1012 => 0.19550497664725
1013 => 0.19133794744567
1014 => 0.20037920178274
1015 => 0.20607019213163
1016 => 0.21591217148065
1017 => 0.21467990719338
1018 => 0.21851131753018
1019 => 0.21247389693786
1020 => 0.19861075889388
1021 => 0.19641686423246
1022 => 0.20080909690288
1023 => 0.21160697233533
1024 => 0.20046903337914
1025 => 0.20272222392389
1026 => 0.20207330489542
1027 => 0.20203872675812
1028 => 0.20335843361937
1029 => 0.20144412998585
1030 => 0.19364491260624
1031 => 0.19721924797024
1101 => 0.19583902543252
1102 => 0.19737048524053
1103 => 0.20563514220228
1104 => 0.20198114035468
1105 => 0.19813194623523
1106 => 0.20295968986557
1107 => 0.2091070664997
1108 => 0.20872237471783
1109 => 0.20797591187232
1110 => 0.21218368384894
1111 => 0.21913369039279
1112 => 0.22101224923421
1113 => 0.2223989629655
1114 => 0.22259016736032
1115 => 0.22455969145988
1116 => 0.21396906399257
1117 => 0.23077666176979
1118 => 0.2336788696054
1119 => 0.2331333748165
1120 => 0.2363590566822
1121 => 0.23540997924966
1122 => 0.2340349149556
1123 => 0.23914830683494
1124 => 0.23328621567472
1125 => 0.22496571528953
1126 => 0.22040092421738
1127 => 0.22641220933238
1128 => 0.23008309138717
1129 => 0.23250931091344
1130 => 0.23324348347613
1201 => 0.21479118425521
1202 => 0.20484641838657
1203 => 0.21122089929139
1204 => 0.21899820593845
1205 => 0.21392586066146
1206 => 0.2141246869931
1207 => 0.206892855617
1208 => 0.21963806254664
1209 => 0.21778119310106
1210 => 0.2274146350695
1211 => 0.22511553683053
1212 => 0.23297123478774
1213 => 0.2309025662425
1214 => 0.23948949371609
1215 => 0.24291505156708
1216 => 0.24866709634441
1217 => 0.25289832389765
1218 => 0.2553829816474
1219 => 0.25523381211582
1220 => 0.26507926397189
1221 => 0.25927374498626
1222 => 0.25198064488453
1223 => 0.25184873571312
1224 => 0.25562593559984
1225 => 0.2635419103382
1226 => 0.26559440741511
1227 => 0.26674147327431
1228 => 0.2649847019813
1229 => 0.25868322720769
1230 => 0.25596228234964
1231 => 0.25828060620206
]
'min_raw' => 0.095595637626514
'max_raw' => 0.26674147327431
'avg_raw' => 0.18116855545041
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.095595'
'max' => '$0.266741'
'avg' => '$0.181168'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.037844881516937
'max_diff' => 0.13781697851959
'year' => 2036
]
11 => [
'items' => [
101 => 0.25544549534639
102 => 0.26033969207488
103 => 0.26706046952711
104 => 0.26567265556006
105 => 0.27031190957921
106 => 0.27511304942527
107 => 0.28197889503783
108 => 0.28377388132248
109 => 0.28674092539379
110 => 0.28979498836637
111 => 0.29077587108386
112 => 0.29264868054157
113 => 0.29263880991129
114 => 0.29828264726673
115 => 0.30450797464489
116 => 0.30685789161348
117 => 0.31226139610758
118 => 0.30300808402281
119 => 0.3100268275335
120 => 0.31635790987068
121 => 0.3088097325084
122 => 0.31921313650253
123 => 0.31961707710501
124 => 0.32571610062196
125 => 0.319533571856
126 => 0.31586240601011
127 => 0.32646092425041
128 => 0.3315892133767
129 => 0.33004453095646
130 => 0.31828942146806
131 => 0.31144744354546
201 => 0.29354066760301
202 => 0.31475201722199
203 => 0.32508344687785
204 => 0.31826266556115
205 => 0.32170267091613
206 => 0.34047022470747
207 => 0.34761569408209
208 => 0.34612948640277
209 => 0.34638063103551
210 => 0.35023619661061
211 => 0.36733389766936
212 => 0.35708855887335
213 => 0.36492073649737
214 => 0.36907489526814
215 => 0.37293350944821
216 => 0.36345797254949
217 => 0.35113043826754
218 => 0.34722579068576
219 => 0.31758447328211
220 => 0.31604151398553
221 => 0.31517540417591
222 => 0.30971470433992
223 => 0.3054240900804
224 => 0.30201203432093
225 => 0.293057781082
226 => 0.29607957869528
227 => 0.28180836793031
228 => 0.29093858283708
301 => 0.26816138586576
302 => 0.28713091233154
303 => 0.27680666151475
304 => 0.28373911826839
305 => 0.28371493157985
306 => 0.27095008075899
307 => 0.26358758120115
308 => 0.26827925247217
309 => 0.27330909650004
310 => 0.27412517177113
311 => 0.28064649584562
312 => 0.28246645721942
313 => 0.27695188929094
314 => 0.26768937908569
315 => 0.269840848951
316 => 0.263543981733
317 => 0.25250896413895
318 => 0.26043450642792
319 => 0.26314063502687
320 => 0.26433581558091
321 => 0.2534841431575
322 => 0.25007431208079
323 => 0.2482589466268
324 => 0.26628856444529
325 => 0.26727626760895
326 => 0.26222303857652
327 => 0.28506411296993
328 => 0.27989447436902
329 => 0.28567022727845
330 => 0.26964562561137
331 => 0.27025778697504
401 => 0.26267148374021
402 => 0.26691930663475
403 => 0.26391708232661
404 => 0.26657612452267
405 => 0.26816994345135
406 => 0.27575500184847
407 => 0.28721752151439
408 => 0.27462204706335
409 => 0.26913401847451
410 => 0.27253876054518
411 => 0.28160603735104
412 => 0.29534342585727
413 => 0.28721061537087
414 => 0.29081981856066
415 => 0.29160826889535
416 => 0.28561143553569
417 => 0.29556453765703
418 => 0.30089848594272
419 => 0.30637001317876
420 => 0.31112078696909
421 => 0.30418456487922
422 => 0.31160731678377
423 => 0.3056258890408
424 => 0.30025993000672
425 => 0.30026806795161
426 => 0.29690192346538
427 => 0.29037959436181
428 => 0.28917677680463
429 => 0.29543398563619
430 => 0.30045167455922
501 => 0.30086495545203
502 => 0.30364300585798
503 => 0.30528702747203
504 => 0.32140067422872
505 => 0.32788171625334
506 => 0.33580661176119
507 => 0.33889380518414
508 => 0.34818515056711
509 => 0.34068163456418
510 => 0.33905820167762
511 => 0.31652043695444
512 => 0.32021099466527
513 => 0.32611993364617
514 => 0.31661787318184
515 => 0.32264474347363
516 => 0.32383457533579
517 => 0.31629499680327
518 => 0.32032221146345
519 => 0.30962712331195
520 => 0.28745064520979
521 => 0.29558922641664
522 => 0.3015819616017
523 => 0.2930295895937
524 => 0.30835938539553
525 => 0.29940403515932
526 => 0.29656561906707
527 => 0.28549194592277
528 => 0.29071829338211
529 => 0.29778700315495
530 => 0.29341936234105
531 => 0.30248287283447
601 => 0.31531922084311
602 => 0.3244671668518
603 => 0.32516943255585
604 => 0.31928791613704
605 => 0.32871308373352
606 => 0.32878173578977
607 => 0.31815010823801
608 => 0.3116382955597
609 => 0.31015879801822
610 => 0.31385487294942
611 => 0.31834259024897
612 => 0.32541846963305
613 => 0.32969427535088
614 => 0.34084330895085
615 => 0.34385991777516
616 => 0.34717425629442
617 => 0.35160323466031
618 => 0.35692135875529
619 => 0.34528560599643
620 => 0.3457479161453
621 => 0.33491286428421
622 => 0.32333405746702
623 => 0.33212092852262
624 => 0.34360859355935
625 => 0.34097331050718
626 => 0.34067678732986
627 => 0.34117545706544
628 => 0.3391885397044
629 => 0.33020178611904
630 => 0.32568869472852
701 => 0.33151173403469
702 => 0.33460642027226
703 => 0.33940600874173
704 => 0.33881435815585
705 => 0.35117758261503
706 => 0.35598155779537
707 => 0.35475249537055
708 => 0.35497867243576
709 => 0.36367604003199
710 => 0.37334930154908
711 => 0.38240958745911
712 => 0.39162609943513
713 => 0.38051523452146
714 => 0.37487382254117
715 => 0.38069431969055
716 => 0.37760588197366
717 => 0.39535296118503
718 => 0.39658173044434
719 => 0.41432752633989
720 => 0.43117039977483
721 => 0.42059169274176
722 => 0.43056693699851
723 => 0.44135597695579
724 => 0.46216978549202
725 => 0.45516042701563
726 => 0.44979136827337
727 => 0.44471763370503
728 => 0.45527526990906
729 => 0.46885750022318
730 => 0.47178298254386
731 => 0.47652338152362
801 => 0.47153943162481
802 => 0.47754205031385
803 => 0.49873393197046
804 => 0.49300769848093
805 => 0.48487552638783
806 => 0.50160448166577
807 => 0.50765862554869
808 => 0.5501497778988
809 => 0.60379661296276
810 => 0.58158647098217
811 => 0.56779991913801
812 => 0.57104008584277
813 => 0.59063009394816
814 => 0.59692178279584
815 => 0.57981880363266
816 => 0.58585986500981
817 => 0.61914670714198
818 => 0.63700402997614
819 => 0.61275138700893
820 => 0.54583930693617
821 => 0.48414331326687
822 => 0.50050786899477
823 => 0.49865263622651
824 => 0.53441519547941
825 => 0.492871129706
826 => 0.49357062522792
827 => 0.53007271633296
828 => 0.5203345842304
829 => 0.50456005738999
830 => 0.48425848476994
831 => 0.4467291501136
901 => 0.41348837182555
902 => 0.47868119294245
903 => 0.47586995995044
904 => 0.47179887797662
905 => 0.48085863037228
906 => 0.52485021635004
907 => 0.52383606790639
908 => 0.51738457293094
909 => 0.52227797500895
910 => 0.50370222034646
911 => 0.50848961528506
912 => 0.48413354030626
913 => 0.49514350339621
914 => 0.50452621234009
915 => 0.50640993007395
916 => 0.51065404231336
917 => 0.47438856790706
918 => 0.4906707012171
919 => 0.50023492910717
920 => 0.45702339955024
921 => 0.49938077610349
922 => 0.47375726668105
923 => 0.46506026273088
924 => 0.47676963280664
925 => 0.47220647990038
926 => 0.46828334898891
927 => 0.46609417453236
928 => 0.47469224359998
929 => 0.47429113340106
930 => 0.46022302359314
1001 => 0.44187174783821
1002 => 0.44803103834165
1003 => 0.4457933103581
1004 => 0.43768349547303
1005 => 0.44314853152278
1006 => 0.41908327855111
1007 => 0.37768026161636
1008 => 0.40503236281217
1009 => 0.40397933666949
1010 => 0.40344835313742
1011 => 0.42400270122951
1012 => 0.42202687492995
1013 => 0.4184407308489
1014 => 0.43761763312469
1015 => 0.43061780582829
1016 => 0.45218962418906
1017 => 0.4663982189392
1018 => 0.46279445971067
1019 => 0.47615771174928
1020 => 0.44817293595483
1021 => 0.45746835591942
1022 => 0.45938412909123
1023 => 0.43738099312736
1024 => 0.42235014454801
1025 => 0.42134775831199
1026 => 0.39528633825393
1027 => 0.40920813848851
1028 => 0.42145874657171
1029 => 0.41559165598545
1030 => 0.41373431038018
1031 => 0.42322308626837
1101 => 0.42396044542075
1102 => 0.40714857860463
1103 => 0.41064429807828
1104 => 0.42522202939842
1105 => 0.41027697665162
1106 => 0.38124118042509
1107 => 0.37403990150962
1108 => 0.37307911815639
1109 => 0.35354867859701
1110 => 0.37452112540101
1111 => 0.36536609034443
1112 => 0.394286736394
1113 => 0.37776741847502
1114 => 0.37705530369628
1115 => 0.37597883776368
1116 => 0.35916818164262
1117 => 0.3628486469602
1118 => 0.37508307422654
1119 => 0.37944845570586
1120 => 0.37899311065305
1121 => 0.37502311885846
1122 => 0.37684056077238
1123 => 0.37098594712893
1124 => 0.36891856119818
1125 => 0.36239332252144
1126 => 0.35280302430982
1127 => 0.35413661409686
1128 => 0.33513572390162
1129 => 0.32478303046968
1130 => 0.32191754137403
1201 => 0.31808568959829
1202 => 0.32235035922827
1203 => 0.33508189676703
1204 => 0.31972496134891
1205 => 0.29339657273832
1206 => 0.29497895375521
1207 => 0.29853409408702
1208 => 0.2919091135983
1209 => 0.2856391255582
1210 => 0.29109037145886
1211 => 0.27993468612354
1212 => 0.29988220536287
1213 => 0.29934268086973
1214 => 0.30677788249584
1215 => 0.31142726665834
1216 => 0.30071194141977
1217 => 0.29801706609959
1218 => 0.29955218955722
1219 => 0.27418001833236
1220 => 0.30470443480778
1221 => 0.30496841122901
1222 => 0.30270808484568
1223 => 0.31896139428321
1224 => 0.35326094673075
1225 => 0.34035607540369
1226 => 0.33535891917405
1227 => 0.3258593215286
1228 => 0.33851697136086
1229 => 0.33754506134384
1230 => 0.33314971566095
1231 => 0.33049139687762
]
'min_raw' => 0.2482589466268
'max_raw' => 0.63700402997614
'avg_raw' => 0.44263148830147
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$0.248258'
'max' => '$0.637004'
'avg' => '$0.442631'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.15266330900029
'max_diff' => 0.37026255670183
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.0077925646554712
]
1 => [
'year' => 2028
'avg' => 0.013374303146472
]
2 => [
'year' => 2029
'avg' => 0.036536185712546
]
3 => [
'year' => 2030
'avg' => 0.028187612865909
]
4 => [
'year' => 2031
'avg' => 0.027683729086728
]
5 => [
'year' => 2032
'avg' => 0.048538289479217
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.0077925646554712
'min' => '$0.007792'
'max_raw' => 0.048538289479217
'max' => '$0.048538'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.048538289479217
]
1 => [
'year' => 2033
'avg' => 0.12484547167399
]
2 => [
'year' => 2034
'avg' => 0.079133059739596
]
3 => [
'year' => 2035
'avg' => 0.093337625432146
]
4 => [
'year' => 2036
'avg' => 0.18116855545041
]
5 => [
'year' => 2037
'avg' => 0.44263148830147
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.048538289479217
'min' => '$0.048538'
'max_raw' => 0.44263148830147
'max' => '$0.442631'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 0.44263148830147
]
]
]
]
'prediction_2025_max_price' => '$0.013323'
'last_price' => 0.01291917
'sma_50day_nextmonth' => '$0.012059'
'sma_200day_nextmonth' => '—'
'sma_50day_ts_nextmonth' => 1770163200
'sma_200day_ts_nextmonth' => 1770163200
'sma_200day_direction' => 'decrease'
'sma_200day_direction_label' => 'disminuir'
'sma_200day_date_nextmonth' => '4 feb. 2026'
'sma_50day_date_nextmonth' => '4 feb. 2026'
'daily_sma3' => '$0.01304'
'daily_sma3_action' => 'SELL'
'daily_sma5' => '$0.012904'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.012551'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.012337'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.012373'
'daily_sma50_action' => 'BUY'
'daily_sma100' => '$0.024645'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '—'
'daily_sma200_action' => '—'
'daily_ema3' => '$0.012958'
'daily_ema3_action' => 'SELL'
'daily_ema5' => '$0.012865'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.012659'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.012518'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$0.015193'
'daily_ema50_action' => 'SELL'
'daily_ema100' => '$0.028893'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.021345'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '—'
'weekly_sma21_action' => '—'
'weekly_sma50' => '—'
'weekly_sma50_action' => '—'
'weekly_sma100' => '—'
'weekly_sma100_action' => '—'
'weekly_sma200' => '—'
'weekly_sma200_action' => '—'
'weekly_ema3' => '$0.012794'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$0.012898'
'weekly_ema5_action' => 'BUY'
'weekly_ema10' => '$0.017555'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.029565'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.012417'
'weekly_ema50_action' => 'BUY'
'weekly_ema100' => '$0.0062088'
'weekly_ema100_action' => 'BUY'
'weekly_ema200' => '$0.0031044'
'weekly_ema200_action' => 'BUY'
'rsi_14' => '54.51'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 97.55
'stoch_rsi_14_action' => 'SELL'
'momentum_10' => 0
'momentum_10_action' => 'SELL'
'vwma_10' => '0.012547'
'vwma_10_action' => 'BUY'
'hma_9' => '0.013261'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 83.22
'stochastic_fast_14_action' => 'SELL'
'cci_20' => 133.3
'cci_20_action' => 'SELL'
'adx_14' => 13.5
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '0.000536'
'ao_5_34_action' => 'BUY'
'macd_12_26' => 0
'macd_12_26_action' => 'NEUTRAL'
'williams_percent_r_14' => -16.78
'williams_percent_r_14_action' => 'SELL'
'ultimate_oscillator' => 73.06
'ultimate_oscillator_action' => 'SELL'
'ichimoku_cloud' => '-0.006652'
'ichimoku_cloud_action' => 'NEUTRAL'
'sell_signals' => 12
'buy_signals' => 17
'sell_pct' => 41.38
'buy_pct' => 58.62
'overall_action' => 'bullish'
'overall_action_label' => 'Alcista'
'overall_action_dir' => 1
'last_updated' => 1767702854
'last_updated_date' => '6 de enero de 2026'
]
Predicción de precio de Etarn para 2026
La previsión del precio de Etarn para 2026 sugiere que el precio medio podría oscilar entre $0.004463 en el extremo inferior y $0.013323 en el extremo superior. En el mercado de criptomonedas, en comparación con el precio medio de hoy, Etarn podría potencialmente ganar 3.13% para 2026 si ETAN alcanza el objetivo de precio previsto.
Predicción de precio de Etarn 2027-2032
La predicción del precio de ETAN para 2027-2032 está actualmente dentro de un rango de precios de $0.007792 en el extremo inferior y $0.048538 en el extremo superior. Considerando la volatilidad de precios en el mercado, si Etarn alcanza el objetivo de precio superior, podría ganar 275.71% para 2032 en comparación con el precio de hoy.
| Predicción de Precio de Etarn | Potencial Mínimo ($) | Precio Medio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2027 | $0.004296 | $0.007792 | $0.011288 |
| 2028 | $0.007754 | $0.013374 | $0.018993 |
| 2029 | $0.017034 | $0.036536 | $0.056037 |
| 2030 | $0.014487 | $0.028187 | $0.041887 |
| 2031 | $0.017128 | $0.027683 | $0.038238 |
| 2032 | $0.026145 | $0.048538 | $0.07093 |
Predicción de precio de Etarn 2032-2037
La predicción de precio de Etarn para 2032-2037 se estima actualmente entre $0.048538 en el extremo inferior y $0.442631 en el extremo superior. Comparado con el precio actual, Etarn podría potencialmente ganar 3326.16% para 2037 si alcanza el objetivo de precio superior. Tenga en cuenta que esta información es solo para fines generales y no debe considerarse como consejo de inversión a largo plazo.
| Predicción de Precio de Etarn | Potencial Mínimo ($) | Precio Medio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2032 | $0.026145 | $0.048538 | $0.07093 |
| 2033 | $0.060756 | $0.124845 | $0.188933 |
| 2034 | $0.048845 | $0.079133 | $0.10942 |
| 2035 | $0.05775 | $0.093337 | $0.128924 |
| 2036 | $0.095595 | $0.181168 | $0.266741 |
| 2037 | $0.248258 | $0.442631 | $0.637004 |
Etarn Histograma de precios potenciales
Pronóstico de precio de Etarn basado en análisis técnico
Indicador de Sentimiento del Mercado
Alcista 58.62%
Bajista 41.38%
A fecha de 6 de enero de 2026, el sentimiento general de predicción de precio para Etarn es Alcista, con 17 indicadores técnicos mostrando señales alcistas y 12 indicando señales bajistas. La predicción de precio de ETAN 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 Etarn
Según nuestros indicadores técnicos, se proyecta que el SMA de 200 días de Etarn disminuir durante el próximo mes, alcanzando — para el 4 feb. 2026. Se espera que el SMA de 50 días a corto plazo para Etarn alcance $0.012059 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 54.51, lo que sugiere que el mercado de ETAN está en un estado NEUTRAL.
Promedios Móviles y Osciladores Populares de ETAN 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 | $0.01304 | SELL |
| SMA 5 | $0.012904 | BUY |
| SMA 10 | $0.012551 | BUY |
| SMA 21 | $0.012337 | BUY |
| SMA 50 | $0.012373 | BUY |
| SMA 100 | $0.024645 | SELL |
| SMA 200 | — | — |
Promedio Móvil Exponencial Diario (EMA)
| Período | Valor | Acción |
|---|---|---|
| EMA 3 | $0.012958 | SELL |
| EMA 5 | $0.012865 | BUY |
| EMA 10 | $0.012659 | BUY |
| EMA 21 | $0.012518 | BUY |
| EMA 50 | $0.015193 | SELL |
| EMA 100 | $0.028893 | SELL |
| EMA 200 | $0.021345 | SELL |
Promedio Móvil Simple Semanal (SMA)
| Período | Valor | Acción |
|---|---|---|
| SMA 21 | — | — |
| SMA 50 | — | — |
| SMA 100 | — | — |
| SMA 200 | — | — |
Promedio Móvil Exponencial Semanal (EMA)
| Período | Valor | Acción |
|---|---|---|
| EMA 21 | $0.029565 | SELL |
| EMA 50 | $0.012417 | BUY |
| EMA 100 | $0.0062088 | BUY |
| EMA 200 | $0.0031044 | BUY |
Osciladores de Etarn
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) | 54.51 | NEUTRAL |
| Stoch RSI (14) | 97.55 | SELL |
| Estocástico Rápido (14) | 83.22 | SELL |
| Índice de Canal de Materias Primas (20) | 133.3 | SELL |
| Índice Direccional Medio (14) | 13.5 | NEUTRAL |
| Oscilador Asombroso (5, 34) | 0.000536 | BUY |
| Momentum (10) | 0 | SELL |
| MACD (12, 26) | 0 | NEUTRAL |
| Rango Percentil de Williams (14) | -16.78 | SELL |
| Oscilador Ultimate (7, 14, 28) | 73.06 | SELL |
| VWMA (10) | 0.012547 | BUY |
| Promedio Móvil de Hull (9) | 0.013261 | BUY |
| Nube Ichimoku B/L (9, 26, 52, 26) | -0.006652 | NEUTRAL |
Predicción de precios de Etarn basada en flujos de dinero globales
Definiciones de flujos de dinero globales utilizadas para la predicción de precios de Etarn
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 Etarn por parte de empresas de Internet o nichos tecnológicos
| Comparación | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook acción | $0.018153 | $0.0255088 | $0.035844 | $0.050367 | $0.070774 | $0.099449 |
| Amazon.com acción | $0.026956 | $0.056246 | $0.117361 | $0.244882 | $0.510961 | $1.06 |
| Apple acción | $0.018324 | $0.025992 | $0.036868 | $0.052294 | $0.074176 | $0.105213 |
| Netflix acción | $0.020384 | $0.032163 | $0.050748 | $0.080073 | $0.126343 | $0.19935 |
| Google acción | $0.01673 | $0.021665 | $0.028056 | $0.036333 | $0.047051 | $0.060931 |
| Tesla acción | $0.029286 | $0.06639 | $0.1505031 | $0.341179 | $0.773427 | $1.75 |
| Kodak acción | $0.009688 | $0.007264 | $0.005447 | $0.004085 | $0.003063 | $0.002297 |
| Nokia acción | $0.008558 | $0.005669 | $0.003755 | $0.002488 | $0.001648 | $0.001091 |
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 Etarn
Podría preguntarse cosas como: "¿Debo invertir en Etarn ahora?", "¿Debería comprar ETAN hoy?", "¿Será Etarn una buena o mala inversión a corto plazo?, ¿Lo será a largo plazo?".
Actualizamos el pronóstico de Etarn regularmente con valores actualizados. Aquí hay algunas predicciones similares. Hacemos un pronóstico de precios futuros para una gran cantidad de monedas digitales, como Etarn, 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 Etarn a fin de tomar una decisión responsable sobre la inversión por sus propios medios.
El precio de Etarn es de $0.01291 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 Etarn basada en el patrón de crecimiento del Bitcoin
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Si Etarn ofrece un 1 % del crecimiento medio anterior anual del Bitcoin | $0.013254 | $0.013599 | $0.013953 | $0.014315 |
| Si Etarn ofrece un 2 % del crecimiento medio anterior anual del Bitcoin | $0.01359 | $0.014297 | $0.01504 | $0.015822 |
| Si Etarn ofrece un 5 % del crecimiento medio anterior anual del Bitcoin | $0.014598 | $0.016495 | $0.018639 | $0.021061 |
| Si Etarn ofrece un 10 % del crecimiento medio anterior anual del Bitcoin | $0.016277 | $0.0205082 | $0.025839 | $0.032555 |
| Si Etarn ofrece un 20 % del crecimiento medio anterior anual del Bitcoin | $0.019635 | $0.029843 | $0.045357 | $0.068937 |
| Si Etarn ofrece un 50 % del crecimiento medio anterior anual del Bitcoin | $0.0297097 | $0.068322 | $0.157117 | $0.361318 |
| Si Etarn ofrece un 100 % del crecimiento medio anterior anual del Bitcoin | $0.04650024 | $0.167369 | $0.602415 | $2.16 |
Cuadro de preguntas
¿Es ETAN una buena inversión?
La decisión de adquirir Etarn depende completamente de su tolerancia individual al riesgo. Como puede discernir, el valor de Etarn ha experimentado una caída de -3.0468% durante las últimas 24 horas, y Etarn ha sufrido un declive de durante el período previo de 30 días. Por lo tanto, la determinación de si invertir o no en Etarn dependerá de si dicha inversión se alinea con sus aspiraciones comerciales.
¿Puede Etarn subir?
Parece que el valor medio de Etarn podría potencialmente aumentar hasta $0.013323 para el final de este año. Mirando las perspectivas de Etarn en un horizonte de cinco años más extendido, la moneda digital podría potencialmente crecer hasta $0.041887. 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 Etarn la próxima semana?
Basado en nuestro nuevo pronóstico experimental de Etarn, el precio de Etarn aumentará en un 0.86% durante la próxima semana y alcanzará $0.0130297 para el 13 de enero de 2026.
¿Cuál será el precio de Etarn el próximo mes?
Basado en nuestro nuevo pronóstico experimental de Etarn, el precio de Etarn disminuirá en un -11.62% durante el próximo mes y alcanzará $0.011418 para el 5 de febrero de 2026.
¿Hasta qué punto puede subir el precio de Etarn este año en 2026?
Según nuestra predicción más reciente sobre el valor de Etarn en 2026, se anticipa que ETAN fluctúe dentro del rango de $0.004463 y $0.013323. Sin embargo, es crucial tener en cuenta que el mercado de criptomonedas es excepcionalmente inestable, y esta predicción de precios proyectada de Etarn no considera fluctuaciones de precios repentinas y extremas.
¿Dónde estará Etarn en 5 años?
El futuro de Etarn parece estar en una tendencia alcista, con un precio máximo de $0.041887 proyectada después de un período de cinco años. Basado en el pronóstico de Etarn para 2030, el valor de Etarn podría potencialmente alcanzar su punto más alto de aproximadamente $0.041887, mientras que su punto más bajo se anticipa que esté alrededor de $0.014487.
¿Cuánto será Etarn en 2026?
Basado en nuestra nueva simulación experimental de predicción de precios de Etarn, se espera que el valor de ETAN en 2026 crezca en un 3.13% hasta $0.013323 si ocurre lo mejor. El precio estará entre $0.013323 y $0.004463 durante 2026.
¿Cuánto será Etarn en 2027?
Según nuestra última simulación experimental para la predicción de precios de Etarn, el valor de ETAN podría disminuir en un -12.62% hasta $0.011288 en 2027, asumiendo las condiciones más favorables. Se proyecta que el precio fluctúe entre $0.011288 y $0.004296 a lo largo del año.
¿Cuánto será Etarn en 2028?
Nuestro nuevo modelo experimental de predicción de precios de Etarn sugiere que el valor de ETAN en 2028 podría aumentar en un 47.02% , alcanzando $0.018993 en el mejor escenario. Se espera que el precio oscile entre $0.018993 y $0.007754 durante el año.
¿Cuánto será Etarn en 2029?
Basado en nuestro modelo de pronóstico experimental, el valor de Etarn podría experimentar un 333.75% crecimiento en 2029, potencialmente alcanzando $0.056037 bajo condiciones óptimas. El rango de precios previsto para 2029 se encuentra entre $0.056037 y $0.017034.
¿Cuánto será Etarn en 2030?
Usando nuestra nueva simulación experimental para las predicciones de precios de Etarn, se espera que el valor de ETAN en 2030 aumente en un 224.23% , alcanzando $0.041887 en el mejor escenario. Se pronostica que el precio oscile entre $0.041887 y $0.014487 durante el transcurso de 2030.
¿Cuánto será Etarn en 2031?
Nuestra simulación experimental indica que el precio de Etarn podría crecer en un 195.98% en 2031, potencialmente alcanzando $0.038238 bajo condiciones ideales. Es probable que el precio fluctúe entre $0.038238 y $0.017128 durante el año.
¿Cuánto será Etarn en 2032?
Basado en los hallazgos de nuestra última predicción experimental de precios de Etarn, ETAN podría experimentar un 449.04% aumento en valor, alcanzando $0.07093 si se desarrolla el escenario más positivo en 2032. Se espera que el precio se mantenga dentro de un rango de $0.07093 y $0.026145 a lo largo del año.
¿Cuánto será Etarn en 2033?
Según nuestra predicción experimental de precios de Etarn, se anticipa que el valor de ETAN aumente en un 1362.43% en 2033, con el precio potencial más alto siendo $0.188933. A lo largo del año, el precio de ETAN podría oscilar entre $0.188933 y $0.060756.
¿Cuánto será Etarn en 2034?
Los resultados de nuestra nueva simulación de predicción de precios de Etarn sugieren que ETAN podría aumentar en un 746.96% en 2034, alcanzando potencialmente $0.10942 bajo las mejores circunstancias. El rango de precios previsto para el año está entre $0.10942 y $0.048845.
¿Cuánto será Etarn en 2035?
Basado en nuestra predicción experimental para el precio de Etarn, ETAN podría crecer en un 897.93% , con el valor potencialmente alcanzando $0.128924 en 2035. El rango de precios esperado para el año está entre $0.128924 y $0.05775.
¿Cuánto será Etarn en 2036?
Nuestra reciente simulación de predicción de precios de Etarn sugiere que el valor de ETAN podría aumentar en un 1964.7% en 2036, posiblemente alcanzando $0.266741 si las condiciones son óptimas. El rango de precios esperado para 2036 está entre $0.266741 y $0.095595.
¿Cuánto será Etarn en 2037?
Según la simulación experimental, el valor de Etarn podría aumentar en un 4830.69% en 2037, con un máximo de $0.637004 bajo condiciones favorables. Se espera que el precio caiga entre $0.637004 y $0.248258 durante el transcurso del año.
Predicciones relacionadas
¿Cómo leer y predecir los movimientos de precio de Etarn?
Los traders de Etarn 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 Etarn
Las medias móviles son herramientas populares para la predicción de precios de Etarn. Una media móvil simple (SMA) calcula el precio de cierre promedio de ETAN 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 ETAN 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 ETAN.
¿Cómo leer gráficos de Etarn 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 Etarn 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 ETAN 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 Etarn?
La acción del precio de Etarn 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 ETAN. La capitalización de mercado de Etarn puede cambiar rápidamente.
Los traders a menudo monitorean la actividad de las "ballenas" de ETAN, grandes poseedores de Etarn, ya que sus acciones pueden influir significativamente en los movimientos de precios en el relativamente pequeño mercado de Etarn.
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