Predicción del precio de Ternio - Pronóstico de TERN
$0.0006587
6.104%
Add to portfolio
Add to favorites
Sentiment
Alcista 91.18%
Bajista 8.82%
SMA 50
$0.000443
SMA 200
$0.000442
RSI (14)
68.70
Momentum (10)
0
MACD (12, 26)
0
Hull Moving Average (9)
0.000626
Predicción de precio de Ternio hasta $0.000679 para el año 2026
| Año | Precio min. | Precio max. |
|---|---|---|
| 2026 | $0.000227 | $0.000679 |
| 2027 | $0.000219 | $0.000575 |
| 2028 | $0.000395 | $0.000968 |
| 2029 | $0.000868 | $0.002857 |
| 2030 | $0.000738 | $0.002135 |
| 2031 | $0.000873 | $0.001949 |
| 2032 | $0.001333 | $0.003616 |
| 2033 | $0.003097 | $0.009633 |
| 2034 | $0.00249 | $0.005579 |
| 2035 | $0.002944 | $0.006573 |
Calculadora de ganancias de inversión
Si abres una posición corta de $10,000.00 en Ternio hoy y la cierras el Apr 06, 2026, nuestra previsión indica que podrías obtener una ganancia de alrededor de $3,958.07, equivalente a un ROI del 39.58% en los próximos 90 días.
$
≈ $3,958.07
(39.58% ROI)
Predicción del precio a largo plazo de Ternio para 2027, 2028, 2029, 2030, 2031, 2032 y 2037
[
'name' => 'Ternio'
'name_with_ticker' => 'Ternio <small>TERN</small>'
'name_lang' => 'Ternio'
'name_lang_with_ticker' => 'Ternio <small>TERN</small>'
'name_with_lang' => 'Ternio'
'name_with_lang_with_ticker' => 'Ternio <small>TERN</small>'
'image' => '/uploads/coins/ternio.png?1717590529'
'price_for_sd' => 0.0006587
'ticker' => 'TERN'
'marketcap' => '$285.16K'
'low24h' => '$0.0006104'
'high24h' => '$0.0006757'
'volume24h' => '$1.33'
'current_supply' => '432.89M'
'max_supply' => '1B'
'algo' => null
'proof' => null
'ico_price_and_roi' => '0.1 USD 0.01x'
'price' => '$0.0006587'
'change_24h_pct' => '6.104%'
'ath_price' => '$0.04758'
'ath_days' => 1487
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '11 dic. 2021'
'ath_pct' => '-98.62%'
'fdv' => '$658.73K'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$0.032479'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.000664'
'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' => '$0.000582'
'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' => '$0.000227'
'current_year_max_price_prediction' => '$0.000679'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.000738'
'grand_prediction_max_price' => '$0.002135'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.00067121258700802
107 => 0.00067371865115774
108 => 0.00067936494164986
109 => 0.0006311180075958
110 => 0.00065277946453051
111 => 0.00066550354107562
112 => 0.00060801570033895
113 => 0.00066436719130175
114 => 0.00063027813581365
115 => 0.00061870779838056
116 => 0.00063428573345818
117 => 0.00062821499700839
118 => 0.00062299573429447
119 => 0.00062008329602179
120 => 0.00063152201226883
121 => 0.00063098838248369
122 => 0.00061227242254437
123 => 0.00058785821576365
124 => 0.00059605242492828
125 => 0.00059307539191765
126 => 0.00058228624024223
127 => 0.00058955682578432
128 => 0.00055754084661607
129 => 0.0005024590185029
130 => 0.00053884776135649
131 => 0.00053744683433996
201 => 0.00053674042341124
202 => 0.00056408555795473
203 => 0.00056145695422797
204 => 0.00055668601272453
205 => 0.0005821986181601
206 => 0.00057288617398315
207 => 0.00060158493264871
208 => 0.00062048779122519
209 => 0.00061569341484678
210 => 0.00063347164470339
211 => 0.00059624120295746
212 => 0.00060860766227939
213 => 0.00061115637240647
214 => 0.00058188379656924
215 => 0.00056188702630616
216 => 0.00056055346970948
217 => 0.00052588182579798
218 => 0.00054440313811577
219 => 0.00056070112649145
220 => 0.00055289565483449
221 => 0.00055042467568973
222 => 0.00056304837225032
223 => 0.00056402934158773
224 => 0.00054166313673637
225 => 0.00054631377897056
226 => 0.00056570773019207
227 => 0.00054582510115953
228 => 0.00050719640075831
301 => 0.00049761594897524
302 => 0.00049633774010462
303 => 0.00047035479503372
304 => 0.0004982561605741
305 => 0.00048607646680562
306 => 0.00052455197348512
307 => 0.00050257497041807
308 => 0.00050162758574073
309 => 0.00050019547484981
310 => 0.00047783088068534
311 => 0.00048272730546326
312 => 0.00049900376717158
313 => 0.00050481139207658
314 => 0.00050420560921852
315 => 0.00049892400362962
316 => 0.00050134189562202
317 => 0.00049355302306508
318 => 0.00049080261005386
319 => 0.00048212155002975
320 => 0.00046936278999835
321 => 0.00047113697383474
322 => 0.00044585853170138
323 => 0.00043208549479866
324 => 0.00042827329970969
325 => 0.00042317547311413
326 => 0.00042884911278846
327 => 0.00044578692105088
328 => 0.00042535633072992
329 => 0.0003903295166639
330 => 0.00039243468787206
331 => 0.00039716438254584
401 => 0.00038835062781131
402 => 0.00038000914863744
403 => 0.00038726138801352
404 => 0.00037242006514342
405 => 0.00039895788550943
406 => 0.00039824011183991
407 => 0.00040813177018456
408 => 0.00041431722714473
409 => 0.00040006175141701
410 => 0.00039647653782239
411 => 0.00039851883842476
412 => 0.00036476415874844
413 => 0.00040537329272059
414 => 0.00040572448219751
415 => 0.00040271738468279
416 => 0.0004243404948566
417 => 0.00046997200174055
418 => 0.0004528035933277
419 => 0.00044615546667235
420 => 0.00043351737304078
421 => 0.0004503568824291
422 => 0.00044906387084534
423 => 0.00044321638210353
424 => 0.0004396798026672
425 => 0.00044619605871608
426 => 0.00043887236643053
427 => 0.00043755683005444
428 => 0.00042958611093303
429 => 0.0004267409268513
430 => 0.00042463446582723
501 => 0.00042231545921632
502 => 0.00042743060993956
503 => 0.00041583900544658
504 => 0.00040186066676704
505 => 0.00040069851915356
506 => 0.00040390731089145
507 => 0.00040248765941388
508 => 0.00040069172240847
509 => 0.00039726278957078
510 => 0.0003962454984454
511 => 0.0003995512010834
512 => 0.00039581925553953
513 => 0.0004013259444791
514 => 0.00039982842978654
515 => 0.00039146343444626
516 => 0.00038103755313433
517 => 0.00038094474092163
518 => 0.00037869850189485
519 => 0.00037583757876994
520 => 0.00037504173540565
521 => 0.00038665062464141
522 => 0.00041068067793461
523 => 0.00040596300348272
524 => 0.00040937200676094
525 => 0.00042614092887523
526 => 0.00043147126495628
527 => 0.00042768791866188
528 => 0.00042250904090746
529 => 0.00042273688524541
530 => 0.00044043467828515
531 => 0.00044153846792848
601 => 0.00044432738826115
602 => 0.00044791193903742
603 => 0.00042829838315911
604 => 0.00042181308852736
605 => 0.00041873999614039
606 => 0.00040927606102494
607 => 0.00041948210367047
608 => 0.00041353547968724
609 => 0.00041433788242818
610 => 0.00041381531659049
611 => 0.00041410067287362
612 => 0.0003989504676478
613 => 0.00040447040616074
614 => 0.00039529243777329
615 => 0.00038300416837779
616 => 0.00038296297378995
617 => 0.00038597051031572
618 => 0.00038418150990528
619 => 0.00037936735580018
620 => 0.00038005118366865
621 => 0.00037406013198342
622 => 0.00038077860581472
623 => 0.00038097126760435
624 => 0.00037838428922156
625 => 0.00038873502512941
626 => 0.00039297573007626
627 => 0.00039127292548626
628 => 0.00039285625676689
629 => 0.00040615904415521
630 => 0.00040832797894082
701 => 0.00040929127650079
702 => 0.0004080005853829
703 => 0.00039309940730008
704 => 0.00039376033791276
705 => 0.0003889108676113
706 => 0.00038481357623116
707 => 0.00038497744639891
708 => 0.00038708398677889
709 => 0.00039628337216526
710 => 0.00041564293637747
711 => 0.00041637761768767
712 => 0.00041726807286779
713 => 0.00041364614414331
714 => 0.00041255373578282
715 => 0.00041399490438483
716 => 0.00042126533882541
717 => 0.00043996687011028
718 => 0.00043335649992093
719 => 0.00042798216606045
720 => 0.0004326969057661
721 => 0.00043197110854376
722 => 0.00042584464957076
723 => 0.0004256727002722
724 => 0.00041391406675559
725 => 0.00040956716767563
726 => 0.00040593457344466
727 => 0.00040196787537572
728 => 0.00039961628379552
729 => 0.00040322939724196
730 => 0.00040405575903626
731 => 0.00039615562333921
801 => 0.00039507886403571
802 => 0.00040153028538219
803 => 0.00039869125538083
804 => 0.00040161126814179
805 => 0.00040228873614973
806 => 0.00040217964819704
807 => 0.00039921537481511
808 => 0.00040110471427285
809 => 0.00039663586321609
810 => 0.00039177665889159
811 => 0.00038867678927168
812 => 0.00038597174189028
813 => 0.00038747265939576
814 => 0.00038212216254543
815 => 0.00038041043091879
816 => 0.00040046464857605
817 => 0.00041527891477864
818 => 0.00041506350948096
819 => 0.00041375228512909
820 => 0.00041180407171434
821 => 0.00042112281487945
822 => 0.00041787635109488
823 => 0.00042023842474928
824 => 0.00042083967163025
825 => 0.00042265946485495
826 => 0.00042330988451627
827 => 0.00042134386455427
828 => 0.00041474566143266
829 => 0.00039830356659194
830 => 0.00039064972705899
831 => 0.00038812383252834
901 => 0.00038821564399717
902 => 0.00038568307382233
903 => 0.00038642902924065
904 => 0.00038542366097007
905 => 0.00038351973669029
906 => 0.0003873550974366
907 => 0.00038779708703375
908 => 0.00038690186800642
909 => 0.00038711272449476
910 => 0.00037970069330146
911 => 0.000380264213935
912 => 0.0003771264594387
913 => 0.00037653816829684
914 => 0.00036860619816574
915 => 0.00035455356332104
916 => 0.00036234008714728
917 => 0.00035293506131612
918 => 0.00034937323552447
919 => 0.0003662343648446
920 => 0.00036454197511579
921 => 0.00036164533956419
922 => 0.00035736061187164
923 => 0.00035577136469132
924 => 0.00034611560191822
925 => 0.00034554508794209
926 => 0.00035033074469997
927 => 0.0003481223287706
928 => 0.00034502087641326
929 => 0.00033378773036413
930 => 0.00032115795503808
1001 => 0.00032153916856723
1002 => 0.00032555646511313
1003 => 0.00033723729662657
1004 => 0.00033267339367383
1005 => 0.00032936222971687
1006 => 0.00032874214824095
1007 => 0.00033650376614054
1008 => 0.00034748808157769
1009 => 0.00035264167662059
1010 => 0.00034753462045008
1011 => 0.00034166790930483
1012 => 0.00034202498882852
1013 => 0.00034440047892518
1014 => 0.00034465010934672
1015 => 0.00034083148349882
1016 => 0.00034190640430727
1017 => 0.00034027350130641
1018 => 0.00033025237860421
1019 => 0.00033007112827185
1020 => 0.00032761178314829
1021 => 0.00032753731515536
1022 => 0.0003233533555878
1023 => 0.00032276799072196
1024 => 0.00031446048505238
1025 => 0.00031992851044154
1026 => 0.00031626084609471
1027 => 0.00031073281080948
1028 => 0.00030977977544266
1029 => 0.00030975112604871
1030 => 0.00031542718224057
1031 => 0.00031986218242018
1101 => 0.00031632464668629
1102 => 0.00031551921837193
1103 => 0.00032411908559697
1104 => 0.00032302467410305
1105 => 0.00032207692080752
1106 => 0.00034650455660732
1107 => 0.00032716817675958
1108 => 0.00031873641146399
1109 => 0.0003083005007619
1110 => 0.00031169848590893
1111 => 0.0003124144913062
1112 => 0.00028731800728196
1113 => 0.00027713636683889
1114 => 0.00027364241152586
1115 => 0.00027163159084593
1116 => 0.00027254794708007
1117 => 0.000263383276494
1118 => 0.0002695420866975
1119 => 0.00026160625664028
1120 => 0.00026027578890577
1121 => 0.00027446603610877
1122 => 0.00027644052610885
1123 => 0.00026801673834256
1124 => 0.00027342617377588
1125 => 0.00027146463729098
1126 => 0.0002617422936694
1127 => 0.00026137097165578
1128 => 0.00025649264138337
1129 => 0.00024885899913794
1130 => 0.00024537021979381
1201 => 0.00024355323322041
1202 => 0.00024430295729296
1203 => 0.00024392387385995
1204 => 0.00024145009803762
1205 => 0.00024406566779438
1206 => 0.00023738396789388
1207 => 0.00023472326115539
1208 => 0.00023352148164954
1209 => 0.00022759108840355
1210 => 0.00023702898131577
1211 => 0.00023888836511492
1212 => 0.00024075141247454
1213 => 0.00025696796778363
1214 => 0.0002561578345079
1215 => 0.00026348104476961
1216 => 0.00026319647828536
1217 => 0.00026110778009058
1218 => 0.00025229590598097
1219 => 0.00025580816194451
1220 => 0.00024499798401451
1221 => 0.00025309770434031
1222 => 0.00024940133023602
1223 => 0.00025184795653743
1224 => 0.0002474487018441
1225 => 0.00024988343103216
1226 => 0.00023932929399229
1227 => 0.00022947398932516
1228 => 0.00023344005161749
1229 => 0.00023775161490349
1230 => 0.00024710018267343
1231 => 0.00024153225283366
]
'min_raw' => 0.00022759108840355
'max_raw' => 0.00067936494164986
'avg_raw' => 0.00045347801502671
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.000227'
'max' => '$0.000679'
'avg' => '$0.000453'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.00043113891159645
'max_diff' => 2.0634941649863E-5
'year' => 2026
]
1 => [
'items' => [
101 => 0.00024353469095078
102 => 0.00023682685846253
103 => 0.00022298668404165
104 => 0.00022306501792583
105 => 0.00022093600861577
106 => 0.00021909623373143
107 => 0.00024217179655465
108 => 0.00023930198554691
109 => 0.00023472931729767
110 => 0.00024085001545989
111 => 0.00024246842520253
112 => 0.00024251449905269
113 => 0.00024698000243376
114 => 0.00024936324238872
115 => 0.00024978329876034
116 => 0.00025680986481405
117 => 0.0002591650770726
118 => 0.00026886586304347
119 => 0.00024916104112932
120 => 0.00024875523328911
121 => 0.00024093614623502
122 => 0.00023597715761044
123 => 0.00024127569242875
124 => 0.00024596947095563
125 => 0.00024108199501771
126 => 0.00024172019619495
127 => 0.00023515915906975
128 => 0.00023750442111652
129 => 0.00023952447673211
130 => 0.00023840912075456
131 => 0.00023673937887233
201 => 0.00024558463464357
202 => 0.00024508555064812
203 => 0.00025332245617386
204 => 0.00025974371305793
205 => 0.00027125175333117
206 => 0.00025924251337834
207 => 0.00025880484894206
208 => 0.00026308308901034
209 => 0.00025916442209634
210 => 0.0002616408843182
211 => 0.00027085275698127
212 => 0.00027104738933476
213 => 0.00026778704664415
214 => 0.00026758865449512
215 => 0.0002682148389731
216 => 0.0002718824210191
217 => 0.00027060085515881
218 => 0.00027208391561761
219 => 0.00027393850543077
220 => 0.00028160987522778
221 => 0.00028345941651453
222 => 0.00027896599006492
223 => 0.00027937169616256
224 => 0.00027769103132309
225 => 0.00027606753014683
226 => 0.00027971692369775
227 => 0.00028638626214107
228 => 0.00028634477253276
301 => 0.00028789192941819
302 => 0.00028885579534048
303 => 0.00028471817720905
304 => 0.00028202473994992
305 => 0.00028305757518293
306 => 0.00028470910121275
307 => 0.00028252200755018
308 => 0.00026902225230443
309 => 0.00027311721567828
310 => 0.00027243561353939
311 => 0.00027146492920796
312 => 0.00027558244654579
313 => 0.00027518530195381
314 => 0.00026328927955074
315 => 0.00026405082430844
316 => 0.00026333559160977
317 => 0.000265646654782
318 => 0.00025903961710077
319 => 0.00026107189739244
320 => 0.00026234652453993
321 => 0.00026309728972195
322 => 0.0002658095683639
323 => 0.00026549131377027
324 => 0.00026578978521151
325 => 0.00026981137842252
326 => 0.00029015121683964
327 => 0.00029125826936736
328 => 0.00028580673783542
329 => 0.00028798451715573
330 => 0.00028380365708873
331 => 0.00028661029646103
401 => 0.00028853052783865
402 => 0.00027985337148245
403 => 0.00027933956659731
404 => 0.0002751414506336
405 => 0.00027739728035906
406 => 0.00027380809306596
407 => 0.00027468875408325
408 => 0.00027222634910427
409 => 0.00027665818780649
410 => 0.00028161367211367
411 => 0.00028286562314767
412 => 0.00027957227897602
413 => 0.0002771876807538
414 => 0.00027300111181105
415 => 0.00027996346926661
416 => 0.00028199947476061
417 => 0.0002799527749965
418 => 0.00027947850993989
419 => 0.00027857977851457
420 => 0.00027966918006034
421 => 0.00028198838623744
422 => 0.00028089469143333
423 => 0.00028161709611987
424 => 0.00027886403439528
425 => 0.00028471954693281
426 => 0.00029401951004825
427 => 0.00029404941095037
428 => 0.00029295571025084
429 => 0.0002925081914887
430 => 0.00029363039477773
501 => 0.00029423914402683
502 => 0.00029786814368664
503 => 0.00030176220490735
504 => 0.00031993408951235
505 => 0.00031483149703123
506 => 0.00033095467410304
507 => 0.00034370601383433
508 => 0.00034752958307123
509 => 0.00034401207928611
510 => 0.00033197888884905
511 => 0.00033138848311884
512 => 0.00034937114991377
513 => 0.00034429022288589
514 => 0.0003436858627833
515 => 0.00033725649237423
516 => 0.000341057046579
517 => 0.00034022580962365
518 => 0.00033891366142413
519 => 0.00034616485409794
520 => 0.00035973843946487
521 => 0.00035762286889315
522 => 0.00035604369359986
523 => 0.00034912420715569
524 => 0.00035329128351833
525 => 0.00035180746744068
526 => 0.00035818288296321
527 => 0.00035440622804041
528 => 0.00034425172986642
529 => 0.00034586886717029
530 => 0.00034562444012004
531 => 0.00035065473149393
601 => 0.000349144762883
602 => 0.00034532959451463
603 => 0.00035969204642572
604 => 0.00035875942868677
605 => 0.00036008166741451
606 => 0.00036066375779405
607 => 0.00036940592917754
608 => 0.00037298731707507
609 => 0.00037380035482883
610 => 0.00037720239633701
611 => 0.00037371570893692
612 => 0.00038766494450327
613 => 0.00039694037219442
614 => 0.00040771425876685
615 => 0.00042345780279687
616 => 0.00042937752098808
617 => 0.00042830817688218
618 => 0.00044024475228715
619 => 0.00046169451295473
620 => 0.00043264378678522
621 => 0.00046323427198239
622 => 0.0004535496775531
623 => 0.00043058767837968
624 => 0.00042910919633709
625 => 0.00044465932877163
626 => 0.00047914802586665
627 => 0.00047050899841191
628 => 0.00047916215622072
629 => 0.00046906778799721
630 => 0.00046856651753289
701 => 0.00047867189528716
702 => 0.00050228366122545
703 => 0.00049106659630198
704 => 0.00047498418319702
705 => 0.00048685918676366
706 => 0.00047657195969454
707 => 0.00045339195789425
708 => 0.00047050239231043
709 => 0.00045906113209345
710 => 0.00046240030007561
711 => 0.00048644812729269
712 => 0.00048355462909928
713 => 0.00048729908369228
714 => 0.00048069021934507
715 => 0.00047451649792252
716 => 0.00046299278842077
717 => 0.00045958118614931
718 => 0.00046052403028055
719 => 0.00045958071892259
720 => 0.00045313330936471
721 => 0.00045174099188455
722 => 0.00044942040175213
723 => 0.00045013964966889
724 => 0.00044577626130733
725 => 0.00045401087666762
726 => 0.00045553929384167
727 => 0.00046153176019096
728 => 0.00046215391792658
729 => 0.00047884285141192
730 => 0.00046965086729433
731 => 0.00047581764383814
801 => 0.00047526602930011
802 => 0.00043108533452864
803 => 0.00043717304445857
804 => 0.00044664361068094
805 => 0.00044237713343481
806 => 0.00043634533281071
807 => 0.00043147433040206
808 => 0.00042409426366739
809 => 0.00043448156587481
810 => 0.00044813976371114
811 => 0.00046250031236317
812 => 0.00047975357062817
813 => 0.00047590284423348
814 => 0.00046217777470102
815 => 0.00046279347129408
816 => 0.00046659946536468
817 => 0.00046167035723223
818 => 0.00046021666701635
819 => 0.00046639975065195
820 => 0.00046644233015078
821 => 0.00046077079554178
822 => 0.00045446792270376
823 => 0.00045444151343643
824 => 0.00045331997809343
825 => 0.00046926730664322
826 => 0.00047803672488883
827 => 0.00047904212455807
828 => 0.00047796905348049
829 => 0.00047838203594958
830 => 0.0004732793046934
831 => 0.00048494263517707
901 => 0.00049564606061272
902 => 0.00049277731395063
903 => 0.0004884766548878
904 => 0.00048505097279645
905 => 0.00049197033211965
906 => 0.00049166222394107
907 => 0.000495552575529
908 => 0.00049537608670921
909 => 0.00049406790779372
910 => 0.00049277736066982
911 => 0.00049789423413923
912 => 0.00049642065675452
913 => 0.00049494479049711
914 => 0.00049198471477405
915 => 0.00049238703822647
916 => 0.00048808712173306
917 => 0.00048609778361241
918 => 0.0004561829113675
919 => 0.000448188680007
920 => 0.0004507038279306
921 => 0.00045153187993283
922 => 0.00044805278019986
923 => 0.00045304091550955
924 => 0.00045226351990528
925 => 0.00045528791144029
926 => 0.00045339840291303
927 => 0.00045347594900208
928 => 0.00045903259069504
929 => 0.00046064570741816
930 => 0.00045982526323333
1001 => 0.0004603998742172
1002 => 0.00047364154181233
1003 => 0.000471759000125
1004 => 0.00047075893737405
1005 => 0.00047103596159061
1006 => 0.00047441949156572
1007 => 0.00047536669522487
1008 => 0.00047135332676226
1009 => 0.00047324605453023
1010 => 0.00048130504914335
1011 => 0.00048412524115834
1012 => 0.00049312594030126
1013 => 0.00048930228333068
1014 => 0.00049632077118417
1015 => 0.00051789321006699
1016 => 0.00053512676694581
1017 => 0.00051927807583319
1018 => 0.00055092530836091
1019 => 0.00057556721840962
1020 => 0.0005746214208587
1021 => 0.00057032453386406
1022 => 0.00054227037441268
1023 => 0.00051645451862156
1024 => 0.00053805057818997
1025 => 0.00053810563098708
1026 => 0.00053625051031756
1027 => 0.00052472851516476
1028 => 0.00053584956986161
1029 => 0.00053673231879771
1030 => 0.00053623821413538
1031 => 0.00052740432746648
1101 => 0.00051391661529823
1102 => 0.00051655208197088
1103 => 0.00052086903014276
1104 => 0.00051269614664367
1105 => 0.00051008441515324
1106 => 0.0005149401208962
1107 => 0.00053058621652649
1108 => 0.00052762841277924
1109 => 0.00052755117256998
1110 => 0.00054020591130468
1111 => 0.00053114784943418
1112 => 0.00051658532364556
1113 => 0.00051290809382782
1114 => 0.00049985640525365
1115 => 0.00050887125304035
1116 => 0.00050919568136337
1117 => 0.0005042583413601
1118 => 0.00051698596157559
1119 => 0.00051686867431465
1120 => 0.00052895165545299
1121 => 0.00055204977722903
1122 => 0.00054521852603031
1123 => 0.00053727452412422
1124 => 0.00053813825739469
1125 => 0.00054761127949641
1126 => 0.00054188367408565
1127 => 0.00054394336092564
1128 => 0.00054760816191369
1129 => 0.00054981922734167
1130 => 0.00053782011910597
1201 => 0.00053502255299254
1202 => 0.00052929971453673
1203 => 0.00052780673280545
1204 => 0.00053246786531676
1205 => 0.00053123982158027
1206 => 0.00050916841441906
1207 => 0.00050686182956657
1208 => 0.00050693256923095
1209 => 0.00050113255194722
1210 => 0.00049228613342588
1211 => 0.00051553399310775
1212 => 0.00051366686462171
1213 => 0.00051160569927739
1214 => 0.00051185818027122
1215 => 0.00052194928821605
1216 => 0.00051609593599488
1217 => 0.00053165803222043
1218 => 0.00052845893307589
1219 => 0.0005251777891096
1220 => 0.00052472423506737
1221 => 0.00052346127457439
1222 => 0.00051913011311709
1223 => 0.00051389997539494
1224 => 0.000510446585444
1225 => 0.00047085999296767
1226 => 0.00047820703426667
1227 => 0.00048665913557727
1228 => 0.00048957676708002
1229 => 0.00048458595650061
1230 => 0.00051932718073811
1231 => 0.00052567473718107
]
'min_raw' => 0.00021909623373143
'max_raw' => 0.00057556721840962
'avg_raw' => 0.00039733172607052
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.000219'
'max' => '$0.000575'
'avg' => '$0.000397'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -8.4948546721278E-6
'max_diff' => -0.00010379772324024
'year' => 2027
]
2 => [
'items' => [
101 => 0.00050644757467449
102 => 0.00050285095760938
103 => 0.00051956297435413
104 => 0.00050948358529609
105 => 0.00051402233357175
106 => 0.00050421204236233
107 => 0.00052414579671211
108 => 0.00052399393490214
109 => 0.00051623925423581
110 => 0.00052279345723323
111 => 0.00052165450317141
112 => 0.00051289948779807
113 => 0.00052442334631548
114 => 0.00052442906200553
115 => 0.00051696535046549
116 => 0.00050824936940328
117 => 0.00050669115785164
118 => 0.00050551725476374
119 => 0.0005137336253737
120 => 0.00052110039757066
121 => 0.0005348081342515
122 => 0.00053825458494086
123 => 0.00055170631142462
124 => 0.00054369646325621
125 => 0.00054724712520437
126 => 0.00055110187102089
127 => 0.00055294997791891
128 => 0.00054993858690347
129 => 0.00057083465508427
130 => 0.00057259892347771
131 => 0.00057319046740917
201 => 0.00056614443078901
202 => 0.00057240296045312
203 => 0.000569474801684
204 => 0.00057709305733531
205 => 0.00057828769709621
206 => 0.00057727587971927
207 => 0.00057765507723549
208 => 0.0005598239693622
209 => 0.00055889933235239
210 => 0.00054629184111428
211 => 0.00055142948698368
212 => 0.00054182490428461
213 => 0.00054487061639665
214 => 0.00054621313727503
215 => 0.00054551188055555
216 => 0.00055171996177267
217 => 0.00054644182451092
218 => 0.00053251195247104
219 => 0.00051857828524685
220 => 0.00051840335940496
221 => 0.00051473487077449
222 => 0.00051208322541186
223 => 0.00051259402638088
224 => 0.0005143941556205
225 => 0.000511978598628
226 => 0.0005124940801842
227 => 0.00052105450865274
228 => 0.00052277124153193
229 => 0.00051693711243762
301 => 0.00049351224226318
302 => 0.00048776372036553
303 => 0.00049189564390742
304 => 0.00048992085058436
305 => 0.00039540436317622
306 => 0.00041760960990988
307 => 0.00040441600631967
308 => 0.00041049622586255
309 => 0.00039702897306403
310 => 0.00040345625197868
311 => 0.00040226936824979
312 => 0.00043797474789651
313 => 0.00043741725750447
314 => 0.0004376840986534
315 => 0.00042494707536385
316 => 0.00044523749931197
317 => 0.00045523329176886
318 => 0.0004533833366145
319 => 0.00045384893047113
320 => 0.00044584848542789
321 => 0.00043776156044953
322 => 0.00042879191607969
323 => 0.00044545640663729
324 => 0.00044360359975963
325 => 0.00044785327211812
326 => 0.00045866138544711
327 => 0.00046025292119083
328 => 0.00046239196137016
329 => 0.00046162526773312
330 => 0.00047989102066538
331 => 0.00047767891746396
401 => 0.00048300944971385
402 => 0.00047204414044738
403 => 0.00045963585217566
404 => 0.00046199426211861
405 => 0.00046176712827597
406 => 0.00045887545376706
407 => 0.00045626497931593
408 => 0.0004519192748514
409 => 0.00046566972682041
410 => 0.00046511148358175
411 => 0.000474148792729
412 => 0.00047255136055349
413 => 0.00046188331752743
414 => 0.00046226432877113
415 => 0.00046482681249274
416 => 0.00047369559791114
417 => 0.00047632845725628
418 => 0.00047510881190631
419 => 0.00047799562198366
420 => 0.00048027723896407
421 => 0.00047828215794801
422 => 0.00050652829788194
423 => 0.00049479853126737
424 => 0.00050051553790012
425 => 0.00050187901029547
426 => 0.00049838650442551
427 => 0.00049914390389145
428 => 0.00050029115770334
429 => 0.00050725705819382
430 => 0.00052553759668037
501 => 0.00053363392273624
502 => 0.00055799211914099
503 => 0.0005329616355636
504 => 0.00053147643025455
505 => 0.00053586407697411
506 => 0.00055016491684065
507 => 0.00056175440434289
508 => 0.00056559930596096
509 => 0.0005661074731822
510 => 0.00057332076422192
511 => 0.00057745528812597
512 => 0.00057244488096131
513 => 0.00056819908550075
514 => 0.00055299117316856
515 => 0.00055475153043079
516 => 0.00056687864630519
517 => 0.00058400891176134
518 => 0.00059870846162306
519 => 0.00059356119159252
520 => 0.00063283122851922
521 => 0.00063672469227678
522 => 0.00063618674147624
523 => 0.00064505663134107
524 => 0.00062745170628104
525 => 0.00061992525973852
526 => 0.00056911707467115
527 => 0.00058339210223614
528 => 0.00060414169314484
529 => 0.0006013954069811
530 => 0.00058632649942505
531 => 0.00059869703050542
601 => 0.00059460694606798
602 => 0.00059138092677441
603 => 0.00060615994655286
604 => 0.00058990980721778
605 => 0.00060397958557426
606 => 0.00058593494929885
607 => 0.00059358470388845
608 => 0.0005892423332064
609 => 0.00059205237921862
610 => 0.00057562490764984
611 => 0.00058448877255402
612 => 0.00057525614172815
613 => 0.00057525176425901
614 => 0.00057504795342181
615 => 0.0005859101026447
616 => 0.0005862643169409
617 => 0.00057823717225338
618 => 0.00057708033529635
619 => 0.00058135776784931
620 => 0.00057635001459115
621 => 0.00057869311082222
622 => 0.00057642098458904
623 => 0.00057590948111565
624 => 0.00057183373441454
625 => 0.00057007779067072
626 => 0.00057076634145777
627 => 0.0005684159626493
628 => 0.00056699977440029
629 => 0.00057476623793414
630 => 0.00057061692976625
701 => 0.00057413029694795
702 => 0.00057012637162211
703 => 0.00055624702201552
704 => 0.0005482648612853
705 => 0.00052204805649483
706 => 0.00052948310981157
707 => 0.00053441255785268
708 => 0.0005327833753045
709 => 0.00053628348982794
710 => 0.00053649836843293
711 => 0.00053536044552191
712 => 0.00053404287656791
713 => 0.00053340155686723
714 => 0.0005381814284927
715 => 0.00054095630485436
716 => 0.00053490729391111
717 => 0.00053349009528176
718 => 0.00053960597932044
719 => 0.000543336665051
720 => 0.00057088195239421
721 => 0.00056884130853772
722 => 0.00057396292416138
723 => 0.00057338630883975
724 => 0.0005787545779507
725 => 0.00058752942914731
726 => 0.00056968770317763
727 => 0.0005727844098855
728 => 0.00057202516891413
729 => 0.00058031436275586
730 => 0.00058034024071424
731 => 0.00057537045493018
801 => 0.00057806465642929
802 => 0.00057656082706404
803 => 0.00057927844998177
804 => 0.00056881405449489
805 => 0.00058155855863622
806 => 0.00058878387124664
807 => 0.00058888419471925
808 => 0.00059230893555296
809 => 0.00059578867058763
810 => 0.00060246771896562
811 => 0.00059560239555343
812 => 0.00058325234706065
813 => 0.00058414398067141
814 => 0.00057690315175881
815 => 0.00057702487140099
816 => 0.00057637512241167
817 => 0.00057832506803943
818 => 0.00056924195790523
819 => 0.00057137374569867
820 => 0.00056838923030413
821 => 0.0005727779221319
822 => 0.00056805641520196
823 => 0.00057202480278515
824 => 0.00057373742731192
825 => 0.00058005704868587
826 => 0.0005671230019867
827 => 0.00054074960520912
828 => 0.00054629361295829
829 => 0.00053809359002485
830 => 0.00053885253336703
831 => 0.00054038571970317
901 => 0.00053541616116039
902 => 0.00053636419632156
903 => 0.00053633032583439
904 => 0.0005360384482742
905 => 0.00053474567416377
906 => 0.00053287089593608
907 => 0.0005403394353689
908 => 0.00054160848575257
909 => 0.00054442942755341
910 => 0.00055282263688959
911 => 0.0005519839573514
912 => 0.00055335187847467
913 => 0.00055036571434312
914 => 0.00053899105295657
915 => 0.000539608751795
916 => 0.00053190603738174
917 => 0.0005442324518278
918 => 0.00054131339418625
919 => 0.00053943145873515
920 => 0.00053891795521131
921 => 0.00054733196969001
922 => 0.00054984957469555
923 => 0.00054828077220629
924 => 0.00054506311253152
925 => 0.00055124197032276
926 => 0.00055289517200262
927 => 0.000553265262891
928 => 0.00056421301421862
929 => 0.00055387712057587
930 => 0.00055636507290563
1001 => 0.00057577536676508
1002 => 0.00055817290867202
1003 => 0.00056749732330557
1004 => 0.00056704094173117
1005 => 0.00057181099673671
1006 => 0.00056664965799324
1007 => 0.00056671363897278
1008 => 0.00057094912466618
1009 => 0.00056500114888367
1010 => 0.00056352834643334
1011 => 0.00056149368039663
1012 => 0.00056593629925102
1013 => 0.00056859944833186
1014 => 0.00059006247405594
1015 => 0.00060392856750659
1016 => 0.00060332660382067
1017 => 0.00060882742508111
1018 => 0.00060634925472154
1019 => 0.00059834658892216
1020 => 0.00061200616362057
1021 => 0.00060768370264511
1022 => 0.00060804004107614
1023 => 0.00060802677814194
1024 => 0.00061090083681452
1025 => 0.00060886430284139
1026 => 0.00060485008533442
1027 => 0.00060751491025123
1028 => 0.00061542848756183
1029 => 0.00063999247435211
1030 => 0.0006537388067895
1031 => 0.00063916492787898
1101 => 0.00064921779439944
1102 => 0.00064318965668976
1103 => 0.00064209416474634
1104 => 0.00064840810782219
1105 => 0.00065473310261957
1106 => 0.00065433022779468
1107 => 0.00064973860636386
1108 => 0.00064714491592567
1109 => 0.00066678520887368
1110 => 0.00068125584215411
1111 => 0.00068026904197674
1112 => 0.00068462445703504
1113 => 0.00069741209035412
1114 => 0.00069858123128497
1115 => 0.00069843394640008
1116 => 0.00069553610861571
1117 => 0.00070812719430237
1118 => 0.00071863089950125
1119 => 0.00069486534289521
1120 => 0.00070391495573681
1121 => 0.00070797761850172
1122 => 0.00071394281277833
1123 => 0.00072400709540562
1124 => 0.00073493957575798
1125 => 0.00073648554834836
1126 => 0.00073538860681389
1127 => 0.00072817834214066
1128 => 0.00074014079259383
1129 => 0.00074714811551531
1130 => 0.00075132081595532
1201 => 0.00076190209000004
1202 => 0.00070800270812386
1203 => 0.0006698500466588
1204 => 0.00066389195763992
1205 => 0.00067600796595009
1206 => 0.00067920286071813
1207 => 0.00067791500264319
1208 => 0.00063497071347604
1209 => 0.00066366586484498
1210 => 0.00069453943496111
1211 => 0.00069572541452584
1212 => 0.00071118136926188
1213 => 0.00071621446168492
1214 => 0.00072865853110573
1215 => 0.0007278801511753
1216 => 0.00073091008405088
1217 => 0.00073021355495391
1218 => 0.00075326357314798
1219 => 0.00077869116617688
1220 => 0.00077781068948508
1221 => 0.00077415517214155
1222 => 0.00077958423875502
1223 => 0.00080582823974731
1224 => 0.00080341211268749
1225 => 0.00080575917432089
1226 => 0.00083670233053788
1227 => 0.00087693283523261
1228 => 0.00085824172672528
1229 => 0.00089879605396461
1230 => 0.00092432285326925
1231 => 0.00096846881314632
]
'min_raw' => 0.00039540436317622
'max_raw' => 0.00096846881314632
'avg_raw' => 0.00068193658816127
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.000395'
'max' => '$0.000968'
'avg' => '$0.000681'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.00017630812944479
'max_diff' => 0.00039290159473669
'year' => 2028
]
3 => [
'items' => [
101 => 0.00096294152154627
102 => 0.0009801272197684
103 => 0.00095304651600162
104 => 0.0008908637462399
105 => 0.00088102308489902
106 => 0.00090072433810869
107 => 0.00094915794670447
108 => 0.00089919899141343
109 => 0.00090930562300212
110 => 0.00090639491242467
111 => 0.00090623981302772
112 => 0.00091215932617443
113 => 0.00090357276361409
114 => 0.00086858956305015
115 => 0.00088462215771131
116 => 0.00087843120296421
117 => 0.00088530052882237
118 => 0.00092237144735338
119 => 0.0009059815106105
120 => 0.00088871604366221
121 => 0.0009103707707292
122 => 0.00093794467965701
123 => 0.00093621915399139
124 => 0.0009328709129863
125 => 0.00095174477222377
126 => 0.00098291885816219
127 => 0.00099134508832372
128 => 0.00099756515916227
129 => 0.00099842280184195
130 => 0.0010072570544646
131 => 0.00095975305159434
201 => 0.0010351431241387
202 => 0.0010481609070584
203 => 0.0010457141034014
204 => 0.0010601828212446
205 => 0.0010559257574191
206 => 0.001049757939849
207 => 0.001072693935215
208 => 0.0010463996673672
209 => 0.0010090782645136
210 => 0.00098860300477451
211 => 0.0010155664784911
212 => 0.0010320321309942
213 => 0.0010429148798866
214 => 0.0010462079931259
215 => 0.0009634406521106
216 => 0.0009188336457905
217 => 0.00094742622542132
218 => 0.00098231114592535
219 => 0.00095955926409955
220 => 0.00096045109479211
221 => 0.0009280128903979
222 => 0.00098518120723623
223 => 0.00097685226433411
224 => 0.0010200628348439
225 => 0.0010097502854053
226 => 0.0010449868282314
227 => 0.0010357078656001
228 => 0.0010742243207026
301 => 0.0010895895774344
302 => 0.0011153902348983
303 => 0.0011343693035564
304 => 0.0011455141756841
305 => 0.0011448450793649
306 => 0.0011890066150882
307 => 0.0011629661003587
308 => 0.0011302530765804
309 => 0.0011296614011885
310 => 0.0011466039397504
311 => 0.0011821108526178
312 => 0.0011913172785197
313 => 0.0011964624146352
314 => 0.0011885824595709
315 => 0.0011603173471725
316 => 0.0011481126149463
317 => 0.0011585114004082
318 => 0.0011457945793661
319 => 0.0011677473801945
320 => 0.0011978932645971
321 => 0.0011916682586777
322 => 0.0012124775201612
323 => 0.0012340129165985
324 => 0.001264809500719
325 => 0.0012728608682023
326 => 0.0012861694724861
327 => 0.0012998683979429
328 => 0.0013042681236032
329 => 0.0013126685650435
330 => 0.0013126242905705
331 => 0.0013379395862657
401 => 0.001365863141367
402 => 0.0013764036369859
403 => 0.0014006409254553
404 => 0.0013591354183273
405 => 0.0013906178222648
406 => 0.0014190157386721
407 => 0.0013851585720226
408 => 0.0014318227885408
409 => 0.0014336346543248
410 => 0.0014609916765172
411 => 0.0014332600935539
412 => 0.0014167931681126
413 => 0.0014643325648539
414 => 0.0014873353814601
415 => 0.0014804067458952
416 => 0.0014276794871373
417 => 0.0013969899609618
418 => 0.0013166695513927
419 => 0.0014118125461107
420 => 0.0014581539234786
421 => 0.0014275594741652
422 => 0.0014429895348261
423 => 0.0015271709425777
424 => 0.001559221772307
425 => 0.0015525554237755
426 => 0.0015536819269399
427 => 0.0015709759728981
428 => 0.0016476672966819
429 => 0.0016017120777797
430 => 0.0016368431207213
501 => 0.0016554764992231
502 => 0.001672784219625
503 => 0.001630281928479
504 => 0.0015749870721808
505 => 0.001557472870071
506 => 0.0014245174591317
507 => 0.0014175965525962
508 => 0.0014137116380329
509 => 0.0013892178012434
510 => 0.0013699723549534
511 => 0.001354667661526
512 => 0.0013145035756042
513 => 0.0013280577755737
514 => 0.0012640446055105
515 => 0.0013049979632295
516 => 0.0012028313981565
517 => 0.0012879187494452
518 => 0.0012416095725859
519 => 0.0012727049393656
520 => 0.0012725964505602
521 => 0.0012153400215238
522 => 0.0011823157081668
523 => 0.0012033600859634
524 => 0.0012259213294662
525 => 0.0012295818153193
526 => 0.0012588330564293
527 => 0.0012669964490698
528 => 0.0012422609882568
529 => 0.0012007142231823
530 => 0.0012103645891283
531 => 0.001182120143809
601 => 0.0011326228397938
602 => 0.0011681726676775
603 => 0.0011803109419326
604 => 0.0011856718953459
605 => 0.0011369969816507
606 => 0.0011217022669839
607 => 0.0011135594892304
608 => 0.0011944309030576
609 => 0.001198861221664
610 => 0.00117619508529
611 => 0.0012786481709918
612 => 0.0012554598823192
613 => 0.0012813668820351
614 => 0.001209488919569
615 => 0.0012122347545317
616 => 0.0011782065752048
617 => 0.0011972600818641
618 => 0.0011837936774805
619 => 0.0011957207468165
620 => 0.0012028697829993
621 => 0.0012368923786368
622 => 0.0012883072328361
623 => 0.0012318105374022
624 => 0.001207194118154
625 => 0.0012224660062076
626 => 0.0012631370566001
627 => 0.0013247557798574
628 => 0.0012882762554967
629 => 0.0013044652489455
630 => 0.0013080018238158
701 => 0.0012811031730976
702 => 0.0013257475714772
703 => 0.0013496728672593
704 => 0.0013742152700893
705 => 0.0013955247508041
706 => 0.0013644124947
707 => 0.0013977070684981
708 => 0.0013708775193003
709 => 0.001346808640082
710 => 0.0013468451426366
711 => 0.0013317463831127
712 => 0.0013024906339692
713 => 0.0012970954249634
714 => 0.0013251619835513
715 => 0.0013476687056258
716 => 0.0013495224670558
717 => 0.0013619833448334
718 => 0.0013693575639449
719 => 0.0014416349360027
720 => 0.0014707054929541
721 => 0.0015062524197168
722 => 0.0015200999510059
723 => 0.0015617760555714
724 => 0.0015281192163671
725 => 0.0015208373474938
726 => 0.0014197447499679
727 => 0.0014362986571494
728 => 0.0014628030597616
729 => 0.0014201817978048
730 => 0.0014472151784542
731 => 0.0014525521404397
801 => 0.0014187335436327
802 => 0.0014367975174026
803 => 0.0013888249586647
804 => 0.0012893529035227
805 => 0.0013258583123102
806 => 0.0013527385807655
807 => 0.0013143771233666
808 => 0.0013831385509608
809 => 0.0013429695444842
810 => 0.0013302378978835
811 => 0.0012805672053344
812 => 0.0013040098602173
813 => 0.0013357163866129
814 => 0.0013161254395797
815 => 0.001356779596269
816 => 0.0014143567242086
817 => 0.0014553896143556
818 => 0.0014585396101537
819 => 0.0014321582107793
820 => 0.0014744345716406
821 => 0.0014747425087753
822 => 0.0014270546010198
823 => 0.0013978460230469
824 => 0.0013912097726761
825 => 0.0014077884272159
826 => 0.0014279179744157
827 => 0.0014596566599288
828 => 0.0014788356828638
829 => 0.0015288444029107
830 => 0.001542375328693
831 => 0.0015572417138074
901 => 0.0015771077889437
902 => 0.0016009621057018
903 => 0.001548770218662
904 => 0.0015508438996319
905 => 0.0015022435370663
906 => 0.001450307079668
907 => 0.0014897203768625
908 => 0.0015412480200132
909 => 0.0015294275217414
910 => 0.001528097474215
911 => 0.00153033424523
912 => 0.0015214219755545
913 => 0.0014811121101163
914 => 0.0014608687480463
915 => 0.001486987849749
916 => 0.0015008689898765
917 => 0.0015223974276517
918 => 0.0015197435932857
919 => 0.0015751985370091
920 => 0.0015967466512695
921 => 0.0015912337215459
922 => 0.0015922482332911
923 => 0.0016312600648875
924 => 0.0016746492450179
925 => 0.0017152889379165
926 => 0.0017566293790485
927 => 0.001706791863719
928 => 0.0016814874469854
929 => 0.0017075951459054
930 => 0.001693742033366
1001 => 0.0017733461271175
1002 => 0.0017788577418543
1003 => 0.0018584560793239
1004 => 0.0019340043799762
1005 => 0.0018865538459249
1006 => 0.0019312975623163
1007 => 0.0019796915396023
1008 => 0.0020730513734269
1009 => 0.0020416110658333
1010 => 0.0020175282829491
1011 => 0.0019947701694906
1012 => 0.0020421261908489
1013 => 0.0021030489557954
1014 => 0.0021161711358539
1015 => 0.0021374340806072
1016 => 0.0021150786941082
1017 => 0.0021420032947812
1018 => 0.0022370589664257
1019 => 0.0022113740848677
1020 => 0.0021748974240046
1021 => 0.0022499347475242
1022 => 0.0022770904632057
1023 => 0.0024676834974174
1024 => 0.0027083150761152
1025 => 0.0026086920224622
1026 => 0.0025468527782439
1027 => 0.0025613864674817
1028 => 0.0026492569741291
1029 => 0.0026774781919938
1030 => 0.0026007631934004
1031 => 0.0026278602278193
1101 => 0.0027771675515893
1102 => 0.0028572661404394
1103 => 0.0027484814981053
1104 => 0.0024483489843668
1105 => 0.0021716130997937
1106 => 0.0022450159179618
1107 => 0.0022366943163362
1108 => 0.002397106409259
1109 => 0.0022107615089371
1110 => 0.0022138990791504
1111 => 0.0023776283242755
1112 => 0.002333948168706
1113 => 0.002263191910815
1114 => 0.0021721296987799
1115 => 0.0020037927775978
1116 => 0.0018546920720844
1117 => 0.0021471128914378
1118 => 0.0021345031739746
1119 => 0.0021162424344323
1120 => 0.0021568797342652
1121 => 0.0023542029271549
1122 => 0.0023496539888859
1123 => 0.0023207159645075
1124 => 0.0023426652009505
1125 => 0.0022593441035436
1126 => 0.0022808178475315
1127 => 0.0021715692634157
1128 => 0.0022209541860599
1129 => 0.0022630400996639
1130 => 0.0022714894699125
1201 => 0.0022905263325181
1202 => 0.0021278584258614
1203 => 0.0022008915402714
1204 => 0.0022437916527099
1205 => 0.0020499673839934
1206 => 0.0022399603701099
1207 => 0.0021250267395099
1208 => 0.0020860165390391
1209 => 0.00213853863477
1210 => 0.0021180707229842
1211 => 0.002100473614347
1212 => 0.0020906541253707
1213 => 0.0021292205558233
1214 => 0.0021274213857458
1215 => 0.0020643192201038
1216 => 0.0019820050173971
1217 => 0.0020096323656971
1218 => 0.0019995950910519
1219 => 0.0019632187129037
1220 => 0.001987731999675
1221 => 0.0018797878906249
1222 => 0.0016940756614509
1223 => 0.0018167628485627
1224 => 0.0018120395253169
1225 => 0.0018096578115507
1226 => 0.0019018538418404
1227 => 0.0018929913208523
1228 => 0.001876905758477
1229 => 0.0019629232889363
1230 => 0.0019315257332196
1231 => 0.0020282856017439
]
'min_raw' => 0.00086858956305015
'max_raw' => 0.0028572661404394
'avg_raw' => 0.0018629278517448
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.000868'
'max' => '$0.002857'
'avg' => '$0.001862'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072434
'min_diff' => 0.00047318519987394
'max_diff' => 0.0018887973272931
'year' => 2029
]
4 => [
'items' => [
101 => 0.0020920179091899
102 => 0.0020758533344974
103 => 0.0021357938776954
104 => 0.0020102688440025
105 => 0.002051963225005
106 => 0.0020605563791437
107 => 0.0019618618459625
108 => 0.0018944413388906
109 => 0.001889945159719
110 => 0.0017730472915745
111 => 0.0018354931891707
112 => 0.0018904429948685
113 => 0.0018641263022164
114 => 0.0018557952235116
115 => 0.001898356897824
116 => 0.0019016643044341
117 => 0.0018262550832192
118 => 0.0018419350482093
119 => 0.001907323108795
120 => 0.001840287436851
121 => 0.0017100480764785
122 => 0.0016777469144061
123 => 0.0016734373439571
124 => 0.0015858340305793
125 => 0.0016799054325098
126 => 0.0016388407446103
127 => 0.0017685636016543
128 => 0.0016944666014284
129 => 0.0016912724278445
130 => 0.001686443965989
131 => 0.0016110401753174
201 => 0.0016275488133136
202 => 0.0016824260403495
203 => 0.0017020068531921
204 => 0.0016999644139917
205 => 0.0016821571119988
206 => 0.001690309203663
207 => 0.0016640484760356
208 => 0.0016547752665406
209 => 0.001625506466577
210 => 0.001582489416343
211 => 0.0015884712010169
212 => 0.0015032431684798
213 => 0.0014568064129596
214 => 0.0014439533310581
215 => 0.0014267656527723
216 => 0.0014458947250552
217 => 0.001503001728172
218 => 0.0014341185664866
219 => 0.0013160232173689
220 => 0.0013231209490756
221 => 0.001339067444885
222 => 0.0013093512554408
223 => 0.0012812273760226
224 => 0.0013056788074143
225 => 0.0012556402511697
226 => 0.0013451143653451
227 => 0.001342694341305
228 => 0.0013760447580275
301 => 0.0013968994580235
302 => 0.001348836126322
303 => 0.0013367483283761
304 => 0.0013436340874459
305 => 0.0012298278282407
306 => 0.001366744358667
307 => 0.0013679284185077
308 => 0.0013577897792879
309 => 0.0014306936049163
310 => 0.0015845434162656
311 => 0.0015266589286417
312 => 0.0015042443054658
313 => 0.0014616340904234
314 => 0.0015184096720231
315 => 0.0015140501931933
316 => 0.0014943349766417
317 => 0.001482411152156
318 => 0.0015043811643753
319 => 0.0014796888245107
320 => 0.0014752534017709
321 => 0.0014483795657552
322 => 0.0014387868289792
323 => 0.0014316847485682
324 => 0.0014238660558716
325 => 0.0014411121436634
326 => 0.0014020302398154
327 => 0.0013549012950209
328 => 0.0013509830332035
329 => 0.0013618016985784
330 => 0.0013570152445049
331 => 0.0013509601175028
401 => 0.0013393992310401
402 => 0.0013359693629859
403 => 0.0013471147702267
404 => 0.0013345322552695
405 => 0.001353098441494
406 => 0.0013480494661548
407 => 0.0013198463003398
408 => 0.0012846947135848
409 => 0.0012843817907297
410 => 0.0012768084390236
411 => 0.0012671626369647
412 => 0.0012644793954979
413 => 0.0013036195760631
414 => 0.0013846385784658
415 => 0.0013687326096738
416 => 0.0013802263022353
417 => 0.0014367638939124
418 => 0.0014547354941618
419 => 0.0014419796779854
420 => 0.0014245187300587
421 => 0.0014252869231517
422 => 0.0014849562680056
423 => 0.0014886777718523
424 => 0.0014980808114701
425 => 0.0015101663746776
426 => 0.0014440379016591
427 => 0.0014221722780194
428 => 0.0014118111324802
429 => 0.0013799028144877
430 => 0.0014143131998302
501 => 0.0013942637418907
502 => 0.0013969690987538
503 => 0.0013952072315476
504 => 0.0013961693301791
505 => 0.0013450893555067
506 => 0.0013637002135929
507 => 0.0013327560523893
508 => 0.0012913252941828
509 => 0.0012911864037538
510 => 0.00130132652313
511 => 0.0012952947833421
512 => 0.0012790635266633
513 => 0.0012813691000651
514 => 0.0012611698510265
515 => 0.0012838216546176
516 => 0.0012844712272926
517 => 0.0012757490490579
518 => 0.0013106472778366
519 => 0.0013249451106414
520 => 0.0013192039860802
521 => 0.0013245422980375
522 => 0.0013693935744882
523 => 0.0013767062895481
524 => 0.0013799541145268
525 => 0.0013756024593096
526 => 0.0013253620970364
527 => 0.0013275904707417
528 => 0.0013112401430412
529 => 0.0012974258390893
530 => 0.0012979783388009
531 => 0.001305080686766
601 => 0.0013360970568767
602 => 0.0014013691792598
603 => 0.0014038462085909
604 => 0.0014068484404003
605 => 0.0013946368548307
606 => 0.0013909537237738
607 => 0.0013958127243347
608 => 0.0014203255016566
609 => 0.0014833790200828
610 => 0.0014610916954681
611 => 0.0014429717536334
612 => 0.0014588678277236
613 => 0.001456420751715
614 => 0.0014357649675518
615 => 0.0014351852284866
616 => 0.0013955401746238
617 => 0.0013808843008849
618 => 0.0013686367558155
619 => 0.0013552627563301
620 => 0.0013473342011346
621 => 0.0013595160653788
622 => 0.001362302201863
623 => 0.0013356663427905
624 => 0.0013320359736218
625 => 0.0013537873911154
626 => 0.001344215403251
627 => 0.0013540604301434
628 => 0.0013563445608315
629 => 0.0013559767631827
630 => 0.0013459825085165
701 => 0.0013523525484078
702 => 0.0013372855050647
703 => 0.0013209023584258
704 => 0.0013104509315763
705 => 0.0013013306754696
706 => 0.00130639112363
707 => 0.0012883515499394
708 => 0.0012825803272508
709 => 0.0013501945222231
710 => 0.0014001418550241
711 => 0.0013994156010239
712 => 0.0013949947165748
713 => 0.0013884261790271
714 => 0.0014198449722221
715 => 0.0014088992929115
716 => 0.0014168631891521
717 => 0.001418890334989
718 => 0.0014250258949
719 => 0.001427218830199
720 => 0.0014205902566339
721 => 0.0013983439541376
722 => 0.0013429082834317
723 => 0.0013171028290724
724 => 0.00130858659931
725 => 0.0013088961480872
726 => 0.0013003574109243
727 => 0.0013028724516981
728 => 0.0012994827823813
729 => 0.0012930635687443
730 => 0.0013059947552768
731 => 0.0013074849540623
801 => 0.0013044666606094
802 => 0.0013051775779814
803 => 0.0012801873973217
804 => 0.0012820873464814
805 => 0.0012715081881262
806 => 0.0012695247234682
807 => 0.0012427815323787
808 => 0.0011954020928762
809 => 0.0012216549015941
810 => 0.0011899452003664
811 => 0.0011779362560311
812 => 0.0012347847307404
813 => 0.0012290787206108
814 => 0.001219312511612
815 => 0.0012048662530464
816 => 0.0011995079952203
817 => 0.0011669529168869
818 => 0.0011650293891844
819 => 0.0011811645650675
820 => 0.0011737187365749
821 => 0.0011632619734156
822 => 0.0011253886372378
823 => 0.0010828064679433
824 => 0.0010840917559723
825 => 0.0010976363517555
826 => 0.0011370190907326
827 => 0.001121631573286
828 => 0.001110467752827
829 => 0.0011083771048382
830 => 0.0011345459414855
831 => 0.0011715803278823
901 => 0.001188956033382
902 => 0.0011717372369398
903 => 0.0011519572107129
904 => 0.0011531611292575
905 => 0.0011611702599698
906 => 0.0011620119063647
907 => 0.0011491371427105
908 => 0.0011527613132648
909 => 0.0011472558667918
910 => 0.0011134689519488
911 => 0.0011128578537988
912 => 0.0011045660000087
913 => 0.0011043149259714
914 => 0.0010902084141746
915 => 0.0010882348156606
916 => 0.0010602254802841
917 => 0.001078661309649
918 => 0.0010662955232355
919 => 0.0010476573663162
920 => 0.0010444441410382
921 => 0.0010443475476063
922 => 0.0010634847673467
923 => 0.001078437680094
924 => 0.0010665106313844
925 => 0.0010637950735893
926 => 0.0010927901263621
927 => 0.001089100241601
928 => 0.0010859048251951
929 => 0.0011682643047772
930 => 0.0011030703500976
1001 => 0.0010746420647165
1002 => 0.0010394566631723
1003 => 0.0010509132073353
1004 => 0.0010533272695221
1005 => 0.00096871272145381
1006 => 0.00093438460984058
1007 => 0.00092260449556251
1008 => 0.00091582487324912
1009 => 0.00091891443227047
1010 => 0.00088801510553266
1011 => 0.00090877996412816
1012 => 0.0008820237590283
1013 => 0.00087753799417108
1014 => 0.00092538140334742
1015 => 0.00093203853423717
1016 => 0.00090363714565306
1017 => 0.0009218754348912
1018 => 0.00091526197768227
1019 => 0.00088248241736977
1020 => 0.00088123047927595
1021 => 0.0008647828481684
1022 => 0.00083904549037404
1023 => 0.00082728282723651
1024 => 0.00082115673014636
1025 => 0.000823684477201
1026 => 0.00082240637093984
1027 => 0.00081406586304134
1028 => 0.00082288443908953
1029 => 0.00080035662137361
1030 => 0.00079138586284017
1031 => 0.00078733397933063
1101 => 0.00076733924445495
1102 => 0.00079915975934112
1103 => 0.00080542880163798
1104 => 0.00081171019588477
1105 => 0.0008663854443131
1106 => 0.00086365402341226
1107 => 0.00088834473809985
1108 => 0.0008873853023304
1109 => 0.00088034311053844
1110 => 0.00085063326175249
1111 => 0.00086247507795144
1112 => 0.00082602780831792
1113 => 0.00085333658090078
1114 => 0.00084087399753557
1115 => 0.00084912296892877
1116 => 0.00083429057458403
1117 => 0.00084249943402896
1118 => 0.0008069154241327
1119 => 0.0007736875763721
1120 => 0.00078705943229231
1121 => 0.00080159616893479
1122 => 0.0008331155178673
1123 => 0.00081434285367208
1124 => 0.00082109421358971
1125 => 0.00079847828802967
1126 => 0.00075181517367954
1127 => 0.00075207928183916
1128 => 0.0007449011783076
1129 => 0.00073869824883605
1130 => 0.00081649911997889
1201 => 0.00080682335180251
1202 => 0.00079140628154669
1203 => 0.00081204264273413
1204 => 0.00081749922417518
1205 => 0.00081765456537776
1206 => 0.00083271032179854
1207 => 0.0008407455816992
1208 => 0.0008421618310835
1209 => 0.00086585238911275
1210 => 0.00087379315167813
1211 => 0.00090650002886618
1212 => 0.00084006384603587
1213 => 0.00083869563657002
1214 => 0.00081233303865593
1215 => 0.00079561346228263
1216 => 0.00081347784235443
1217 => 0.00082930324436698
1218 => 0.0008128247780096
1219 => 0.00081497651783646
1220 => 0.00079285552309183
1221 => 0.00080076273782349
1222 => 0.00080757349636725
1223 => 0.00080381299581727
1224 => 0.00079818334448367
1225 => 0.00082800574187246
1226 => 0.00082632304533686
1227 => 0.00085409434739926
1228 => 0.00087574406330176
1229 => 0.00091454422454867
1230 => 0.00087405423358937
1231 => 0.00087257861738567
]
'min_raw' => 0.00073869824883605
'max_raw' => 0.0021357938776954
'avg_raw' => 0.0014372460632657
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.000738'
'max' => '$0.002135'
'avg' => '$0.001437'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.0001298913142141
'max_diff' => -0.00072147226274404
'year' => 2030
]
5 => [
'items' => [
101 => 0.00088700300247307
102 => 0.00087379094337993
103 => 0.00088214050866202
104 => 0.00091319898049795
105 => 0.00091385519706654
106 => 0.0009028627240553
107 => 0.00090219383107357
108 => 0.00090430505575985
109 => 0.00091667056469035
110 => 0.00091234967591632
111 => 0.00091734991779714
112 => 0.00092360279683553
113 => 0.00094946735570407
114 => 0.00095570321328322
115 => 0.00094055331228734
116 => 0.00094192117872102
117 => 0.00093625469987448
118 => 0.00093078095230949
119 => 0.00094308513745895
120 => 0.00096557127765894
121 => 0.00096543139254779
122 => 0.00097064774000608
123 => 0.00097389748125804
124 => 0.00095994721284864
125 => 0.0009508661010797
126 => 0.00095434837717807
127 => 0.00095991661249346
128 => 0.00095254267351209
129 => 0.00090702730617823
130 => 0.0009208337610944
131 => 0.00091853569189519
201 => 0.00091526296190076
202 => 0.00092914545908113
203 => 0.00092780645836151
204 => 0.00088769818827581
205 => 0.00089026578959573
206 => 0.00088785433261624
207 => 0.00089564624345467
208 => 0.00087337015462378
209 => 0.00088022212951642
210 => 0.0008845196239358
211 => 0.00088705088116373
212 => 0.00089619551797032
213 => 0.00089512250038807
214 => 0.00089612881769082
215 => 0.00090968789998039
216 => 0.00097826508528589
217 => 0.00098199759017504
218 => 0.00096361737100135
219 => 0.00097095990602744
220 => 0.00095686384441323
221 => 0.00096632662501026
222 => 0.00097280081916617
223 => 0.00094354518069153
224 => 0.00094181285164858
225 => 0.00092765861057384
226 => 0.00093526429799021
227 => 0.00092316310244248
228 => 0.00092613231254805
301 => 0.00091783014224181
302 => 0.00093277239584741
303 => 0.00094948015716995
304 => 0.0009537011974895
305 => 0.00094259745768086
306 => 0.00093455761828729
307 => 0.00092044230879991
308 => 0.0009439163830576
309 => 0.00095078091773
310 => 0.00094388032657929
311 => 0.00094228130882878
312 => 0.00093925117308091
313 => 0.00094292416645206
314 => 0.00095074353199994
315 => 0.00094705606360857
316 => 0.0009494917014459
317 => 0.00094020956162882
318 => 0.00095995183096795
319 => 0.00099130730591434
320 => 0.00099140811889343
321 => 0.00098772063062523
322 => 0.00098621178987393
323 => 0.0009899953766126
324 => 0.00099204781720748
325 => 0.0010042832429292
326 => 0.0010174123422095
327 => 0.0010786801198757
328 => 0.001061476373074
329 => 0.0011158367902559
330 => 0.00115882882243
331 => 0.0011717202530653
401 => 0.0011598607434695
402 => 0.0011192900017804
403 => 0.0011172994076402
404 => 0.001177929224249
405 => 0.0011607985240355
406 => 0.0011587608817546
407 => 0.0011370838105361
408 => 0.0011498976443837
409 => 0.0011470950709536
410 => 0.0011426710716877
411 => 0.0011671189740495
412 => 0.0012128832647916
413 => 0.0012057504709046
414 => 0.0012004261711488
415 => 0.0011770966394991
416 => 0.0011911462283918
417 => 0.0011861434388893
418 => 0.0012076385974408
419 => 0.0011949053416909
420 => 0.0011606687421329
421 => 0.0011661210334578
422 => 0.0011652969305925
423 => 0.0011822569091633
424 => 0.0011771659445689
425 => 0.0011643028380484
426 => 0.001212726847421
427 => 0.0012095824616009
428 => 0.0012140404817872
429 => 0.0012160030401421
430 => 0.0012454778813204
501 => 0.0012575527806615
502 => 0.0012602939942128
503 => 0.0012717642146806
504 => 0.0012600086046784
505 => 0.0013070394262949
506 => 0.0013383121783453
507 => 0.001374637089133
508 => 0.0014277175470093
509 => 0.0014476762901925
510 => 0.0014440709218802
511 => 0.0014843159192432
512 => 0.0015566352849084
513 => 0.001458688733371
514 => 0.0015618266899727
515 => 0.0015291744036976
516 => 0.0014517564203288
517 => 0.0014467716148979
518 => 0.0014991999720765
519 => 0.0016154810222563
520 => 0.001586353938035
521 => 0.0016155286637316
522 => 0.0015814947964997
523 => 0.0015798047281317
524 => 0.0016138757147651
525 => 0.001693484432147
526 => 0.001655665314607
527 => 0.0016014423359854
528 => 0.0016414797395966
529 => 0.0016067956353018
530 => 0.0015286426408561
531 => 0.0015863316651026
601 => 0.0015477566574778
602 => 0.0015590148954629
603 => 0.001640093823891
604 => 0.0016303381927143
605 => 0.0016429628828041
606 => 0.0016206806352413
607 => 0.0015998655024297
608 => 0.0015610125112848
609 => 0.0015495100560362
610 => 0.0015526889208519
611 => 0.0015495084807486
612 => 0.0015277705892805
613 => 0.0015230762936876
614 => 0.0015152522620377
615 => 0.0015176772566054
616 => 0.0015029657881024
617 => 0.0015307293687121
618 => 0.001535882533925
619 => 0.0015560865526023
620 => 0.0015581842008456
621 => 0.0016144521052756
622 => 0.0015834606890593
623 => 0.0016042524067273
624 => 0.0016023925997998
625 => 0.0014534343027802
626 => 0.0014739594418393
627 => 0.0015058901170719
628 => 0.0014915053911606
629 => 0.0014711687542296
630 => 0.0014547458295263
701 => 0.0014298634192705
702 => 0.0014648849338812
703 => 0.0015109345014713
704 => 0.0015593520938731
705 => 0.0016175226586975
706 => 0.0016045396658087
707 => 0.0015582646356263
708 => 0.0015603404996763
709 => 0.0015731726744114
710 => 0.0015565538422035
711 => 0.0015516526241472
712 => 0.0015724993223138
713 => 0.0015726428820669
714 => 0.0015535209071588
715 => 0.0015322703313328
716 => 0.0015321812906442
717 => 0.0015283999559322
718 => 0.0015821674875447
719 => 0.001611734193421
720 => 0.0016151239686006
721 => 0.0016115060345431
722 => 0.0016128984337712
723 => 0.0015956942190797
724 => 0.0016350179521131
725 => 0.0016711052982587
726 => 0.0016614331185979
727 => 0.0016469331463052
728 => 0.0016353832199607
729 => 0.0016587123230131
730 => 0.0016576735147776
731 => 0.001670790106772
801 => 0.001670195062394
802 => 0.0016657844458463
803 => 0.0016614332761149
804 => 0.0016786851722658
805 => 0.0016737169032313
806 => 0.0016687409171028
807 => 0.0016587608151366
808 => 0.0016601172767457
809 => 0.0016456198080776
810 => 0.0016389126157127
811 => 0.0015380525353493
812 => 0.001511099426178
813 => 0.0015195794230044
814 => 0.0015223712581427
815 => 0.00151064123049
816 => 0.0015274590769471
817 => 0.0015248380333913
818 => 0.0015350349806078
819 => 0.0015286643706869
820 => 0.0015289258227402
821 => 0.0015476604281604
822 => 0.0015530991638166
823 => 0.0015503329789659
824 => 0.001552270320016
825 => 0.0015969155268167
826 => 0.001590568406083
827 => 0.001587196624696
828 => 0.0015881306311834
829 => 0.001599538438725
830 => 0.0016027320019934
831 => 0.0015892006500173
901 => 0.0015955821138331
902 => 0.0016227535768322
903 => 0.0016322620511103
904 => 0.0016626085366794
905 => 0.0016497168102439
906 => 0.0016733801320571
907 => 0.0017461131158901
908 => 0.0018042172561156
909 => 0.0017507822875091
910 => 0.0018574831415155
911 => 0.001940565061688
912 => 0.0019373762392116
913 => 0.0019228889847101
914 => 0.0018283024274409
915 => 0.0017412624672356
916 => 0.0018140750898592
917 => 0.0018142607042084
918 => 0.0018080060353507
919 => 0.001769158824253
920 => 0.0018066542366107
921 => 0.0018096304862803
922 => 0.001807964577914
923 => 0.0017781805122475
924 => 0.0017327057489903
925 => 0.0017415914088795
926 => 0.0017561463010407
927 => 0.001728590853711
928 => 0.0017197852186458
929 => 0.0017361565695727
930 => 0.0017889084733657
1001 => 0.0017789360315246
1002 => 0.0017786756107663
1003 => 0.001821341945936
1004 => 0.001790802057926
1005 => 0.0017417034855065
1006 => 0.00172930544844
1007 => 0.0016853007691724
1008 => 0.0017156949578819
1009 => 0.0017167887906238
1010 => 0.0017001422040887
1011 => 0.0017430542642593
1012 => 0.0017426588220703
1013 => 0.001783397436585
1014 => 0.0018612743668123
1015 => 0.0018382423264531
1016 => 0.0018114585693942
1017 => 0.0018143707064195
1018 => 0.0018463096618207
1019 => 0.0018269986402897
1020 => 0.0018339430182735
1021 => 0.001846299150673
1022 => 0.001853753912135
1023 => 0.0018132980809674
1024 => 0.0018038658914961
1025 => 0.0017845709420866
1026 => 0.0017795372499429
1027 => 0.0017952525836347
1028 => 0.0017911121484378
1029 => 0.0017166968582174
1030 => 0.0017089200463465
1031 => 0.0017091585500639
1101 => 0.0016896033868475
1102 => 0.0016597770691656
1103 => 0.0017381588511968
1104 => 0.0017318636971473
1105 => 0.001724914334283
1106 => 0.0017257655915814
1107 => 0.001759788466556
1108 => 0.0017400534808743
1109 => 0.0017925221748096
1110 => 0.0017817361886898
1111 => 0.0017706735827253
1112 => 0.0017691443936058
1113 => 0.0017648862341267
1114 => 0.0017502834208813
1115 => 0.0017326496463945
1116 => 0.001721006301067
1117 => 0.0015875373406854
1118 => 0.001612308403379
1119 => 0.0016408052530546
1120 => 0.0016506422513686
1121 => 0.0016338153850529
1122 => 0.0017509478481244
1123 => 0.0017723490778441
1124 => 0.0017075233570555
1125 => 0.0016953971115127
1126 => 0.0017517428427634
1127 => 0.0017177594788338
1128 => 0.0017330621855305
1129 => 0.0016999861037852
1130 => 0.0017671941483058
1201 => 0.0017666821356108
1202 => 0.0017405366883298
1203 => 0.0017626346413354
1204 => 0.0017587945781968
1205 => 0.0017292764326099
1206 => 0.0017681299261715
1207 => 0.0017681491970195
1208 => 0.0017429847724626
1209 => 0.0017135982337809
1210 => 0.0017083446147437
1211 => 0.0017043867185236
1212 => 0.0017320887856838
1213 => 0.0017569263724774
1214 => 0.0018031429637405
1215 => 0.0018147629128632
1216 => 0.0018601163478727
1217 => 0.0018331105855432
1218 => 0.0018450818902007
1219 => 0.0018580784348509
1220 => 0.0018643094562882
1221 => 0.0018541563412311
1222 => 0.0019246088940195
1223 => 0.0019305572480853
1224 => 0.0019325516797505
1225 => 0.001908795475347
1226 => 0.0019298965450662
1227 => 0.0019200240533386
1228 => 0.0019457095341566
1229 => 0.0019497373455176
1230 => 0.0019463259325884
1231 => 0.001947604423489
]
'min_raw' => 0.00087337015462378
'max_raw' => 0.0019497373455176
'avg_raw' => 0.0014115537500707
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.000873'
'max' => '$0.001949'
'avg' => '$0.001411'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.00013467190578773
'max_diff' => -0.00018605653217781
'year' => 2031
]
6 => [
'items' => [
101 => 0.0018874855983661
102 => 0.0018843681201314
103 => 0.0018418610831952
104 => 0.0018591830149428
105 => 0.0018268004938024
106 => 0.0018370693248329
107 => 0.0018415957277062
108 => 0.0018392313917163
109 => 0.0018601623709742
110 => 0.0018423667626884
111 => 0.0017954012265534
112 => 0.0017484228946894
113 => 0.0017478331200006
114 => 0.0017354645544572
115 => 0.0017265243469852
116 => 0.0017282465481152
117 => 0.0017343158095276
118 => 0.0017261715904786
119 => 0.0017279095725351
120 => 0.0017567716547868
121 => 0.0017625597395474
122 => 0.0017428895659801
123 => 0.0016639109807148
124 => 0.0016445294377879
125 => 0.001658460506491
126 => 0.0016518023529266
127 => 0.0013331334166997
128 => 0.0014079999563831
129 => 0.0013635168007307
130 => 0.0013840166854269
131 => 0.0013386109023631
201 => 0.0013602809219621
202 => 0.0013562792606046
203 => 0.0014766624409535
204 => 0.001474782823174
205 => 0.0014756824967379
206 => 0.0014327387334466
207 => 0.0015011493144198
208 => 0.0015348508265722
209 => 0.0015286135736095
210 => 0.0015301833558039
211 => 0.0015032092967673
212 => 0.0014759436645917
213 => 0.0014457018823582
214 => 0.0015018873757508
215 => 0.0014956405080039
216 => 0.0015099685750632
217 => 0.0015464088837502
218 => 0.0015517748576277
219 => 0.0015589867809353
220 => 0.0015564018198092
221 => 0.0016179860810944
222 => 0.0016105278207068
223 => 0.0016285000823531
224 => 0.0015915297765878
225 => 0.0015496943663607
226 => 0.0015576459101422
227 => 0.0015568801125338
228 => 0.0015471306300368
229 => 0.0015383292331672
301 => 0.0015236773871577
302 => 0.0015700379959971
303 => 0.0015681558399426
304 => 0.0015986257586974
305 => 0.0015932399045885
306 => 0.0015572718527072
307 => 0.0015585564587167
308 => 0.001567196051491
309 => 0.0015970977807279
310 => 0.0016059746498304
311 => 0.0016018625303801
312 => 0.0016115956121065
313 => 0.0016192882430534
314 => 0.0016125616881156
315 => 0.0017077955209854
316 => 0.0016682477938982
317 => 0.0016875230809092
318 => 0.0016921201232847
319 => 0.0016803448959052
320 => 0.0016828985210845
321 => 0.00168676656741
322 => 0.0017102525872573
323 => 0.0017718866990712
324 => 0.0017991840276359
325 => 0.0018813093874495
326 => 0.0017969173644958
327 => 0.0017919098911026
328 => 0.0018067031483533
329 => 0.0018549194284161
330 => 0.0018939941946821
331 => 0.0019069575489299
401 => 0.0019086708701954
402 => 0.0019329909845517
403 => 0.0019469308205575
404 => 0.0019300378829863
405 => 0.0019157228871591
406 => 0.0018644483489486
407 => 0.0018703835163624
408 => 0.0019112709342211
409 => 0.0019690268202035
410 => 0.0020185873788521
411 => 0.0020012329985732
412 => 0.002133634669818
413 => 0.0021467617547096
414 => 0.002144948016027
415 => 0.0021748534689822
416 => 0.0021154972350057
417 => 0.0020901212950079
418 => 0.001918817951739
419 => 0.001966947203825
420 => 0.0020369058982639
421 => 0.0020276466027232
422 => 0.0019768407288205
423 => 0.0020185488380409
424 => 0.0020047588327994
425 => 0.0019938820835177
426 => 0.002043710580539
427 => 0.0019889221012222
428 => 0.0020363593412717
429 => 0.0019755205902329
430 => 0.0020013122719205
501 => 0.0019866716659913
502 => 0.0019961459323127
503 => 0.0019407595649891
504 => 0.0019706447043688
505 => 0.0019395162449377
506 => 0.0019395014859949
507 => 0.0019388143235276
508 => 0.0019754368180037
509 => 0.0019766310762337
510 => 0.0019495669974824
511 => 0.001945666640914
512 => 0.0019600883034071
513 => 0.0019432043136671
514 => 0.0019511042261999
515 => 0.0019434435939699
516 => 0.0019417190242974
517 => 0.001927977359735
518 => 0.0019220570728066
519 => 0.0019243785698583
520 => 0.0019164541036073
521 => 0.0019116793260507
522 => 0.0019378645000922
523 => 0.0019238748179087
524 => 0.0019357203806573
525 => 0.0019222208668761
526 => 0.0018754256706522
527 => 0.0018485132584536
528 => 0.0017601214707037
529 => 0.0017851892720599
530 => 0.0018018092502936
531 => 0.0017963163475865
601 => 0.0018081172280725
602 => 0.0018088417062916
603 => 0.0018050051197498
604 => 0.0018005628440317
605 => 0.0017984005898853
606 => 0.0018145162607906
607 => 0.0018238719501796
608 => 0.001803477287456
609 => 0.0017986991033315
610 => 0.0018193192333652
611 => 0.001831897500774
612 => 0.0019247683602022
613 => 0.0019178881869668
614 => 0.0019351560716218
615 => 0.0019332119728069
616 => 0.0019513114669151
617 => 0.001980896490365
618 => 0.0019207418655887
619 => 0.0019311826284594
620 => 0.0019286227945159
621 => 0.0019565703902864
622 => 0.0019566576396298
623 => 0.0019399016598794
624 => 0.0019489853483368
625 => 0.0019439150826379
626 => 0.0019530777380434
627 => 0.0019177962980586
628 => 0.001960765283564
629 => 0.0019851259294852
630 => 0.0019854641770775
701 => 0.0019970109299061
702 => 0.0020087430995228
703 => 0.0020312619774455
704 => 0.0020081150602397
705 => 0.0019664760094935
706 => 0.001969482214464
707 => 0.0019450692542466
708 => 0.0019454796405184
709 => 0.0019432889664369
710 => 0.0019498633442618
711 => 0.0019192390042818
712 => 0.0019264264756641
713 => 0.0019163639736392
714 => 0.0019311607545452
715 => 0.0019152418642858
716 => 0.0019286215600865
717 => 0.0019343957932501
718 => 0.0019557028379343
719 => 0.0019120947964617
720 => 0.0018231750478943
721 => 0.001841867057091
722 => 0.0018142201072635
723 => 0.0018167789377294
724 => 0.0018219481825054
725 => 0.0018051929689149
726 => 0.0018083893356505
727 => 0.0018082751389382
728 => 0.0018072910533658
729 => 0.0018029323751939
730 => 0.0017966114295064
731 => 0.0018217921316409
801 => 0.0018260708236117
802 => 0.0018355818258451
803 => 0.0018638801171172
804 => 0.0018610524504995
805 => 0.0018656644920718
806 => 0.0018555964312149
807 => 0.0018172459661967
808 => 0.0018193285809568
809 => 0.0017933583415262
810 => 0.0018349177084338
811 => 0.0018250759017932
812 => 0.0018187308250273
813 => 0.001816999512045
814 => 0.0018453679493077
815 => 0.0018538562303574
816 => 0.0018485669032346
817 => 0.0018377183389913
818 => 0.0018585507894285
819 => 0.001864124674315
820 => 0.0018653724615841
821 => 0.0019022835695328
822 => 0.0018674353824872
823 => 0.0018758236874703
824 => 0.0019412668484009
825 => 0.0018819189319757
826 => 0.0019133568469226
827 => 0.0019118181245809
828 => 0.0019279006980667
829 => 0.00191049888414
830 => 0.0019107146004795
831 => 0.001924994836207
901 => 0.0019049408205818
902 => 0.0018999751642927
903 => 0.0018931151456941
904 => 0.0019080937453354
905 => 0.0019170727383966
906 => 0.001989436828126
907 => 0.0020361873302945
908 => 0.0020341577676997
909 => 0.0020527041706344
910 => 0.0020443488462467
911 => 0.0020173672997759
912 => 0.0020634215095526
913 => 0.0020488480305892
914 => 0.0020500494504882
915 => 0.0020500047335796
916 => 0.0020596948230545
917 => 0.0020528285065779
918 => 0.0020392942919894
919 => 0.0020482789352486
920 => 0.0020749601136596
921 => 0.0021577793101258
922 => 0.0022041260296767
923 => 0.0021549891794142
924 => 0.0021888831207566
925 => 0.0021685588335973
926 => 0.0021648653060253
927 => 0.002186153205931
928 => 0.0022074783674873
929 => 0.0022061200468874
930 => 0.0021906390746566
1001 => 0.0021818942662586
1002 => 0.0022481128851743
1003 => 0.0022969016355866
1004 => 0.0022935745698924
1005 => 0.0023082591558468
1006 => 0.0023513735543861
1007 => 0.0023553153946613
1008 => 0.0023548188133888
1009 => 0.0023450485509782
1010 => 0.0023875002754523
1011 => 0.0024229142508756
1012 => 0.0023427870175202
1013 => 0.0023732984190394
1014 => 0.0023869959701974
1015 => 0.0024071080391776
1016 => 0.0024410404707212
1017 => 0.0024779000915106
1018 => 0.0024831124460354
1019 => 0.002479414031066
1020 => 0.0024551041203156
1021 => 0.00249543635721
1022 => 0.0025190620356755
1023 => 0.0025331305865376
1024 => 0.0025688060907404
1025 => 0.0023870805616101
1026 => 0.0022584461997469
1027 => 0.0022383580866393
1028 => 0.0022792080545697
1029 => 0.0022899798653406
1030 => 0.0022856377619255
1031 => 0.002140848092724
1101 => 0.0022375957989959
1102 => 0.0023416881961662
1103 => 0.0023456868090711
1104 => 0.002397797639564
1105 => 0.0024147670620676
1106 => 0.002456723110937
1107 => 0.0024540987486568
1108 => 0.00246431437889
1109 => 0.0024619659824094
1110 => 0.0025396807280517
1111 => 0.0026254116332464
1112 => 0.0026224430446071
1113 => 0.0026101182126633
1114 => 0.002628422689796
1115 => 0.0027169061714391
1116 => 0.0027087600303683
1117 => 0.002716673312532
1118 => 0.0028210003240997
1119 => 0.0029566402794821
1120 => 0.0028936219021781
1121 => 0.0030303536478782
1122 => 0.0031164190339581
1123 => 0.0032652602198561
1124 => 0.0032466245703234
1125 => 0.0033045673517464
1126 => 0.0032132628682824
1127 => 0.0030036093185683
1128 => 0.0029704308418046
1129 => 0.0030368549924985
1130 => 0.0032001522854058
1201 => 0.0030317121796191
1202 => 0.0030657873936429
1203 => 0.0030559737297117
1204 => 0.0030554508012662
1205 => 0.0030754088531275
1206 => 0.0030464586579607
1207 => 0.0029285103548103
1208 => 0.0029825653670704
1209 => 0.0029616921309019
1210 => 0.0029848525426337
1211 => 0.0031098397326699
1212 => 0.0030545799166324
1213 => 0.0029963681893799
1214 => 0.003069378613571
1215 => 0.0031623459726699
1216 => 0.0031565282424159
1217 => 0.0031452394141006
1218 => 0.0032088739482505
1219 => 0.003313979555497
1220 => 0.0033423891787872
1221 => 0.0033633605818909
1222 => 0.0033662521840641
1223 => 0.0033960374835692
1224 => 0.0032358744212685
1225 => 0.0034900573144188
1226 => 0.0035339476784051
1227 => 0.0035256981090449
1228 => 0.0035744804014269
1229 => 0.0035601274135208
1230 => 0.0035393321859597
1231 => 0.0036166624956762
]
'min_raw' => 0.0013331334166997
'max_raw' => 0.0036166624956762
'avg_raw' => 0.0024748979561879
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.001333'
'max' => '$0.003616'
'avg' => '$0.002474'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.00045976326207589
'max_diff' => 0.0016669251501587
'year' => 2032
]
7 => [
'items' => [
101 => 0.0035280095358204
102 => 0.0034021778204024
103 => 0.0033331440526549
104 => 0.00342405328682
105 => 0.0034795683838295
106 => 0.0035162603315295
107 => 0.0035273632927336
108 => 0.0032483074238692
109 => 0.0030979117876992
110 => 0.0031943136661947
111 => 0.0033119306112614
112 => 0.0032352210532001
113 => 0.0032382279226457
114 => 0.0031288602517675
115 => 0.0033216072233523
116 => 0.0032935256108496
117 => 0.0034392130661892
118 => 0.0034044435857575
119 => 0.0035232460500325
120 => 0.0034919613796848
121 => 0.0036218222971959
122 => 0.0036736273330351
123 => 0.0037606160510191
124 => 0.003824605306076
125 => 0.0038621810205647
126 => 0.0038599251156098
127 => 0.0040088188165609
128 => 0.0039210214030597
129 => 0.0038107271594407
130 => 0.0038087322845475
131 => 0.0038658552361993
201 => 0.0039855692719451
202 => 0.0040166093796456
203 => 0.0040339565652808
204 => 0.0040073887466206
205 => 0.0039120909467624
206 => 0.0038709418399544
207 => 0.0039060020711592
208 => 0.0038631264211557
209 => 0.0039371418218443
210 => 0.0040387807758262
211 => 0.0040177927337529
212 => 0.0040879526117008
213 => 0.0041605607043424
214 => 0.0042643935378534
215 => 0.0042915392854519
216 => 0.0043364101739718
217 => 0.0043825970575779
218 => 0.0043974310398207
219 => 0.0044257537146367
220 => 0.00442560444016
221 => 0.0045109567270538
222 => 0.0046051029426379
223 => 0.0046406409595311
224 => 0.0047223586697991
225 => 0.0045824199546952
226 => 0.0046885650776016
227 => 0.0047843106354479
228 => 0.0046701588342575
301 => 0.00482749049824
302 => 0.0048335993302312
303 => 0.0049258354405593
304 => 0.0048323364724412
305 => 0.0047768170836319
306 => 0.0049370994788399
307 => 0.005014655081033
308 => 0.004991294702484
309 => 0.0048135210682822
310 => 0.0047100491881069
311 => 0.0044392433194531
312 => 0.0047600245688165
313 => 0.0049162677580641
314 => 0.0048131164361677
315 => 0.0048651399629782
316 => 0.0051489634565709
317 => 0.0052570250667208
318 => 0.0052345490072173
319 => 0.0052383470912859
320 => 0.0052966551746658
321 => 0.0055552253272202
322 => 0.0054002840982004
323 => 0.005518730862249
324 => 0.0055815545988088
325 => 0.0056399087865304
326 => 0.0054966093445165
327 => 0.0053101788759434
328 => 0.0052511285207277
329 => 0.0048028600700954
330 => 0.0047795257505088
331 => 0.0047664274898226
401 => 0.0046838448089818
402 => 0.0046189574431409
403 => 0.0045673566007108
404 => 0.0044319405808584
405 => 0.0044776395123796
406 => 0.0042618146402547
407 => 0.0043998917450764
408 => 0.0040554300378912
409 => 0.0043423079833699
410 => 0.0041861733603855
411 => 0.0042910135604923
412 => 0.0042906477829107
413 => 0.0040976037348983
414 => 0.0039862599567312
415 => 0.0040572125457439
416 => 0.0041332793533891
417 => 0.0041456209370101
418 => 0.0042442435386689
419 => 0.0042717669869061
420 => 0.0041883696538003
421 => 0.0040482918346491
422 => 0.004080828717203
423 => 0.0039856005978448
424 => 0.0038187169815661
425 => 0.0039385757082858
426 => 0.0039795007474042
427 => 0.0039975755761269
428 => 0.0038334647062296
429 => 0.0037818975078876
430 => 0.003754443564181
501 => 0.0040271071821614
502 => 0.0040420443106577
503 => 0.0039656238493736
504 => 0.0043110515808633
505 => 0.004232870646649
506 => 0.0043202179049603
507 => 0.0040778763361467
508 => 0.0040871341104316
509 => 0.0039724057280593
510 => 0.0040366459560345
511 => 0.0039912430334609
512 => 0.0040314559804484
513 => 0.0040555594550686
514 => 0.0041702690116422
515 => 0.0043436177822455
516 => 0.0041531352291167
517 => 0.0040701392529581
518 => 0.0041216294897798
519 => 0.0042587547757401
520 => 0.0044665066032842
521 => 0.0043435133399829
522 => 0.004398095661675
523 => 0.0044100194707662
524 => 0.004319328791866
525 => 0.0044698504979751
526 => 0.0045505163031151
527 => 0.0046332627277524
528 => 0.0047051091297627
529 => 0.0046002119861194
530 => 0.0047124669662326
531 => 0.0046220092679328
601 => 0.004540859361213
602 => 0.0045409824321242
603 => 0.0044900759102279
604 => 0.0043914381094191
605 => 0.0043732477855746
606 => 0.0044678761473984
607 => 0.0045437591322418
608 => 0.0045500092183285
609 => 0.0045920219377464
610 => 0.0046168846323324
611 => 0.0048605728384702
612 => 0.0049585862508733
613 => 0.005078435196261
614 => 0.0051251231148059
615 => 0.005265637011081
616 => 0.0051521606278582
617 => 0.005127609298548
618 => 0.0047867685479298
619 => 0.0048425812017493
620 => 0.0049319426456343
621 => 0.0047882420852256
622 => 0.0048793870154954
623 => 0.0048973809554442
624 => 0.0047833591951706
625 => 0.0048442631439222
626 => 0.0046825203128003
627 => 0.0043471433339718
628 => 0.0044702238684251
629 => 0.0045608525702427
630 => 0.0044315142383107
701 => 0.0046633481922141
702 => 0.0045279155823679
703 => 0.0044849899469584
704 => 0.0043175217391321
705 => 0.0043965602867836
706 => 0.0045034610542054
707 => 0.0044374088084869
708 => 0.0045744771361474
709 => 0.0047686024429025
710 => 0.0049069476968581
711 => 0.0049175681276169
712 => 0.0048286213977356
713 => 0.0049711591000208
714 => 0.00497219733157
715 => 0.0048114142211087
716 => 0.0047129354611953
717 => 0.0046905608797419
718 => 0.0047464569710076
719 => 0.0048143251447919
720 => 0.0049213343389235
721 => 0.0049859977537857
722 => 0.005154605644921
723 => 0.0052002261058952
724 => 0.0052503491612463
725 => 0.0053173290205731
726 => 0.0053977555149784
727 => 0.0052217869239025
728 => 0.0052287784840724
729 => 0.0050649189685135
730 => 0.0048898115763073
731 => 0.0050226962595472
801 => 0.0051964253059748
802 => 0.0051565716707708
803 => 0.0051520873226745
804 => 0.0051596287523181
805 => 0.0051295804128723
806 => 0.0049936728872024
807 => 0.0049254209786371
808 => 0.0050134833536052
809 => 0.0050602845866954
810 => 0.0051328692177218
811 => 0.0051239216298721
812 => 0.0053108918443759
813 => 0.0053835428160463
814 => 0.0053649555885827
815 => 0.0053683760857626
816 => 0.0054999071997091
817 => 0.0056461968498544
818 => 0.0057832164118349
819 => 0.0059225985954087
820 => 0.0057545679329313
821 => 0.0056692523252158
822 => 0.0057572762549059
823 => 0.0057105695187858
824 => 0.0059789602786496
825 => 0.0059975430725434
826 => 0.0062659144247004
827 => 0.0065206307949636
828 => 0.0063606480065191
829 => 0.0065115045702392
830 => 0.0066746682434186
831 => 0.0069894374413337
901 => 0.0068834342491898
902 => 0.0068022374652894
903 => 0.0067255068968435
904 => 0.0068851710291447
905 => 0.0070905763846533
906 => 0.0071348187308819
907 => 0.0072065082336491
908 => 0.0071311354872647
909 => 0.0072219136582491
910 => 0.0075424004917735
911 => 0.0074558021203397
912 => 0.0073328185115207
913 => 0.0075858120867056
914 => 0.0076773694780774
915 => 0.0083199671997028
916 => 0.0091312733676426
917 => 0.008795387286792
918 => 0.0085868919574319
919 => 0.0086358933054069
920 => 0.0089321548534915
921 => 0.0090273046598648
922 => 0.0087686546860371
923 => 0.0088600142294351
924 => 0.0093634142958299
925 => 0.009633472280443
926 => 0.0092666972637122
927 => 0.00825477953906
928 => 0.0073217451831394
929 => 0.0075692279094142
930 => 0.0075411710485377
1001 => 0.0080820116194418
1002 => 0.007453736777821
1003 => 0.0074643153148532
1004 => 0.0080163398960034
1005 => 0.0078690692018498
1006 => 0.0076305095383262
1007 => 0.0073234869326891
1008 => 0.006755927250015
1009 => 0.006253223811498
1010 => 0.0072391410201176
1011 => 0.0071966264773078
1012 => 0.007135059119017
1013 => 0.0072720706126093
1014 => 0.0079373595341022
1015 => 0.0079220224711317
1016 => 0.0078244559015517
1017 => 0.0078984592846658
1018 => 0.0076175363874652
1019 => 0.0076899366145693
1020 => 0.0073215973857304
1021 => 0.0074881021003706
1022 => 0.0076299976964309
1023 => 0.0076584853381402
1024 => 0.0077226694495263
1025 => 0.0071742232451228
1026 => 0.0074204594893654
1027 => 0.007565100213642
1028 => 0.0069116081592859
1029 => 0.0075521827768645
1030 => 0.0071646760168868
1031 => 0.0070331504023942
1101 => 0.0072102323151265
1102 => 0.0071412233215169
1103 => 0.0070818934411555
1104 => 0.007048786348497
1105 => 0.0071788157613901
1106 => 0.0071727497338599
1107 => 0.0069599963767454
1108 => 0.0066824682953257
1109 => 0.0067756158289989
1110 => 0.0067417744567526
1111 => 0.0066191289581083
1112 => 0.0067017772159206
1113 => 0.0063378361158414
1114 => 0.0057116943691675
1115 => 0.0061253427862607
1116 => 0.0061094177721655
1117 => 0.0061013876579168
1118 => 0.0064122330109598
1119 => 0.0063823524026872
1120 => 0.0063281188060806
1121 => 0.0066181329155762
1122 => 0.00651227386437
1123 => 0.006838506516658
1124 => 0.0070533844408599
1125 => 0.0069988844487096
1126 => 0.0072009781750166
1127 => 0.0067777617600431
1128 => 0.0069183372766019
1129 => 0.0069473096957354
1130 => 0.0066145541864827
1201 => 0.0063872412397403
1202 => 0.0063720820577499
1203 => 0.0059779527337522
1204 => 0.006188493437331
1205 => 0.0063737605437141
1206 => 0.0062850319770648
1207 => 0.0062569431635542
1208 => 0.0064004428200596
1209 => 0.0064115939723615
1210 => 0.0061573465181317
1211 => 0.0062102126148359
1212 => 0.0064306730263494
1213 => 0.0062046575781089
1214 => 0.0057655464815914
1215 => 0.0056566408584692
1216 => 0.0056421108408158
1217 => 0.0053467501534945
1218 => 0.0056639184529587
1219 => 0.0055254659906606
1220 => 0.0059628356601452
1221 => 0.0057130124505962
1222 => 0.0057022430713478
1223 => 0.0056859635750895
1224 => 0.0054317344303157
1225 => 0.0054873944559161
1226 => 0.0056724168582733
1227 => 0.0057384349358609
1228 => 0.0057315487094983
1229 => 0.0056715101475631
1230 => 0.0056989954937699
1231 => 0.0056104556171085
]
'min_raw' => 0.0030979117876992
'max_raw' => 0.009633472280443
'avg_raw' => 0.0063656920340711
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.003097'
'max' => '$0.009633'
'avg' => '$0.006365'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.0017647783709996
'max_diff' => 0.0060168097847667
'year' => 2033
]
8 => [
'items' => [
101 => 0.0055791903438612
102 => 0.0054805085413018
103 => 0.0053354735530832
104 => 0.0053556415577462
105 => 0.0050682892956162
106 => 0.0049117245322689
107 => 0.0048683894692647
108 => 0.0048104400119187
109 => 0.0048749350146696
110 => 0.0050674752627615
111 => 0.0048352308738704
112 => 0.0044370641591663
113 => 0.004460994657163
114 => 0.0045147593811332
115 => 0.0044145691737041
116 => 0.0043197475506991
117 => 0.0044021872587805
118 => 0.0042334787728213
119 => 0.004535146995647
120 => 0.004526987715635
121 => 0.0046394309740667
122 => 0.004709744051132
123 => 0.0045476951726255
124 => 0.0045069403179079
125 => 0.00453015613536
126 => 0.0041464503867505
127 => 0.0046080740282895
128 => 0.0046120661687109
129 => 0.0045778830387244
130 => 0.004823683376813
131 => 0.0053423987572279
201 => 0.005147237165838
202 => 0.0050716646988615
203 => 0.004928001383896
204 => 0.0051194242212039
205 => 0.0051047259339601
206 => 0.0050382547048837
207 => 0.0049980526981355
208 => 0.00507212612823
209 => 0.0049888741804124
210 => 0.0049739198429738
211 => 0.0048833128285757
212 => 0.0048509702467921
213 => 0.0048270250868347
214 => 0.0048006638185245
215 => 0.0048588102075981
216 => 0.0047270428401629
217 => 0.0045681443123505
218 => 0.0045549336190688
219 => 0.0045914095047156
220 => 0.0045752716406272
221 => 0.0045548563571842
222 => 0.0045158780213199
223 => 0.0045043139817093
224 => 0.0045418915003692
225 => 0.0044994686727076
226 => 0.0045620658658133
227 => 0.0045450428929492
228 => 0.0044499539503215
301 => 0.0043314379213718
302 => 0.0043303828801184
303 => 0.0043048487960864
304 => 0.0042723273009964
305 => 0.0042632805650534
306 => 0.0043952444165089
307 => 0.004668405639676
308 => 0.0046147775553742
309 => 0.0046535293423094
310 => 0.0048441497799773
311 => 0.0049047422849554
312 => 0.0048617351601341
313 => 0.0048028643551147
314 => 0.0048054543717612
315 => 0.0050066337339168
316 => 0.0050191810439629
317 => 0.0050508840485335
318 => 0.0050916313686748
319 => 0.0048686746049505
320 => 0.00479495312824
321 => 0.0047600198026627
322 => 0.0046524386807831
323 => 0.0047684556974219
324 => 0.0047008575501704
325 => 0.0047099788497162
326 => 0.0047040385914211
327 => 0.0047072823741287
328 => 0.0045350626732307
329 => 0.004597810480637
330 => 0.0044934800806867
331 => 0.0043537933867904
401 => 0.004353325108012
402 => 0.0043875132284491
403 => 0.0043671767966318
404 => 0.0043124519815089
405 => 0.0043202253832033
406 => 0.0042521222048031
407 => 0.0043284943421089
408 => 0.0043306844217342
409 => 0.004301276988853
410 => 0.0044189388036968
411 => 0.0044671449452411
412 => 0.0044477883429505
413 => 0.0044657868344237
414 => 0.0046170060443933
415 => 0.004641661373775
416 => 0.0046526116424467
417 => 0.0046379397330592
418 => 0.0044685508439849
419 => 0.0044760639615125
420 => 0.0044209376901267
421 => 0.004374361799869
422 => 0.0043762245912209
423 => 0.0044001706532553
424 => 0.0045047445105773
425 => 0.004724814028346
426 => 0.0047331655056766
427 => 0.0047432877398311
428 => 0.0047021155264976
429 => 0.0046896975929912
430 => 0.0047060800526267
501 => 0.0047887265927951
502 => 0.0050013159324249
503 => 0.0049261726614351
504 => 0.0048650800124458
505 => 0.0049186747360693
506 => 0.0049104242484568
507 => 0.0048407818300099
508 => 0.0048388271992753
509 => 0.0047051611322476
510 => 0.0046557478306965
511 => 0.004614454377399
512 => 0.0045693630043909
513 => 0.0045426313269952
514 => 0.0045837033328051
515 => 0.0045930969864835
516 => 0.0045032923279644
517 => 0.0044910522848478
518 => 0.0045643887075627
519 => 0.0045321160821833
520 => 0.0045653092777086
521 => 0.0045730103837965
522 => 0.0045717703283448
523 => 0.0045380740009613
524 => 0.0045595510351966
525 => 0.004508751446618
526 => 0.0044535145238903
527 => 0.0044182768085719
528 => 0.004387527228352
529 => 0.0044045888826341
530 => 0.0043437672004533
531 => 0.004324309120225
601 => 0.0045522750992462
602 => 0.0047206760189965
603 => 0.0047182274029292
604 => 0.0047033220823528
605 => 0.00468117579941
606 => 0.0047871064542571
607 => 0.0047502023322587
608 => 0.0047770531644551
609 => 0.004783887828175
610 => 0.0048045742967861
611 => 0.0048119679312524
612 => 0.0047896192326857
613 => 0.0047146142706321
614 => 0.0045277090364522
615 => 0.0044407041454005
616 => 0.0044119910821723
617 => 0.0044130347474868
618 => 0.0043842457989865
619 => 0.00439272543455
620 => 0.0043812969277891
621 => 0.0043596541008367
622 => 0.0044032524990577
623 => 0.0044082768083055
624 => 0.0043981004211986
625 => 0.0044004973287529
626 => 0.0043162411899
627 => 0.0043226470011422
628 => 0.0042869786301341
629 => 0.0042802912405587
630 => 0.0041901247046506
701 => 0.004030381616441
702 => 0.0041188947939459
703 => 0.0040119833223562
704 => 0.003971494328092
705 => 0.0041631629296081
706 => 0.0041439247180754
707 => 0.0041109972625808
708 => 0.0040622906932214
709 => 0.004044224952859
710 => 0.0039344632333351
711 => 0.0039279779253896
712 => 0.0039823787974014
713 => 0.0039572746667877
714 => 0.0039220189597283
715 => 0.0037943263625728
716 => 0.0036507576058041
717 => 0.0036550910441299
718 => 0.0037007575944664
719 => 0.003833539248543
720 => 0.0037816591591493
721 => 0.0037440195590388
722 => 0.0037369707933803
723 => 0.0038252008531866
724 => 0.0039500648725815
725 => 0.0040086482768066
726 => 0.003950593902424
727 => 0.0038839041630027
728 => 0.0038879632584308
729 => 0.003914966601807
730 => 0.0039178042713891
731 => 0.0038743961068418
801 => 0.0038866152508971
802 => 0.0038680532537352
803 => 0.0037541383114152
804 => 0.0037520779513368
805 => 0.0037241213873649
806 => 0.0037232748737185
807 => 0.0036757137843106
808 => 0.0036690596591281
809 => 0.0035746242293569
810 => 0.0036367819152091
811 => 0.0035950898029644
812 => 0.0035322499556366
813 => 0.0035214163422716
814 => 0.0035210906707718
815 => 0.0035856131432447
816 => 0.0036360279325515
817 => 0.0035958150551069
818 => 0.0035866593624066
819 => 0.0036844182072
820 => 0.0036719775031084
821 => 0.003661203933599
822 => 0.0039388846691653
823 => 0.0037190786992665
824 => 0.0036232307503046
825 => 0.0035046007124323
826 => 0.003543227250948
827 => 0.0035513664301552
828 => 0.0032660825737439
829 => 0.0031503429487277
830 => 0.0031106254709779
831 => 0.0030877675010102
901 => 0.0030981841649568
902 => 0.0029940049275382
903 => 0.003064015098049
904 => 0.0029738046844962
905 => 0.002958680615094
906 => 0.0031199880094522
907 => 0.003142432991033
908 => 0.0030466757265001
909 => 0.0031081673920232
910 => 0.0030858696593064
911 => 0.002975351083117
912 => 0.0029711300864262
913 => 0.0029156757498101
914 => 0.0028289004510815
915 => 0.0027892418110704
916 => 0.0027685872470205
917 => 0.0027771097226969
918 => 0.0027728004982029
919 => 0.0027446798935074
920 => 0.0027744123383472
921 => 0.002698458228076
922 => 0.0026682126893621
923 => 0.0026545514812163
924 => 0.0025871378365951
925 => 0.0026944229241712
926 => 0.0027155594379656
927 => 0.0027367375972216
928 => 0.0029210790146017
929 => 0.0029118698383328
930 => 0.0029951163067526
1001 => 0.0029918815020703
1002 => 0.0029681382607736
1003 => 0.0028679694313163
1004 => 0.0029078949414003
1005 => 0.0027850104271638
1006 => 0.0028770838605645
1007 => 0.0028350653906389
1008 => 0.0028628773736159
1009 => 0.0028128689205179
1010 => 0.0028405456632607
1011 => 0.0027205716894993
1012 => 0.0026085416808802
1013 => 0.0026536258267083
1014 => 0.002702637449221
1015 => 0.0028089071347576
1016 => 0.0027456137867579
1017 => 0.002768376468085
1018 => 0.0026921252960658
1019 => 0.0025347973481198
1020 => 0.0025356878072194
1021 => 0.0025114863300035
1022 => 0.0024905727202155
1023 => 0.002752883789157
1024 => 0.0027202612612097
1025 => 0.0026682815324567
1026 => 0.0027378584649849
1027 => 0.0027562557102798
1028 => 0.0027567794539899
1029 => 0.0028075409879219
1030 => 0.0028346324276809
1031 => 0.0028394074113594
1101 => 0.002919281781777
1102 => 0.0029460546171725
1103 => 0.0030563281371332
1104 => 0.0028323339082947
1105 => 0.0028277208945552
1106 => 0.0027388375551101
1107 => 0.002682466336044
1108 => 0.0027426973407072
1109 => 0.0027960537884868
1110 => 0.0027404954886731
1111 => 0.0027477502297291
1112 => 0.002673167751509
1113 => 0.0026998274780409
1114 => 0.0027227904259832
1115 => 0.0027101116358292
1116 => 0.0026911308733082
1117 => 0.0027916791682378
1118 => 0.0027860058393859
1119 => 0.0028796387232197
1120 => 0.0029526322519199
1121 => 0.0030834497045046
1122 => 0.0029469348730644
1123 => 0.0029419597300094
1124 => 0.00299059255141
1125 => 0.0029460471717409
1126 => 0.0029741983140375
1127 => 0.0030789141202656
1128 => 0.0030811266002422
1129 => 0.0030440647100148
1130 => 0.0030418094906263
1201 => 0.0030489276320571
1202 => 0.0030906188087486
1203 => 0.0030760506305721
1204 => 0.0030929092951791
1205 => 0.003113991313419
1206 => 0.0032011954794502
1207 => 0.0032222201086519
1208 => 0.003171141159712
1209 => 0.0031757530168946
1210 => 0.0031566480878425
1211 => 0.0031381929657623
1212 => 0.0031796773850445
1213 => 0.0032554909766609
1214 => 0.0032550193442422
1215 => 0.0032726066238916
1216 => 0.0032835633534123
1217 => 0.0032365290494933
1218 => 0.0032059114471414
1219 => 0.0032176521841318
1220 => 0.0032364258782594
1221 => 0.0032115641281517
1222 => 0.0030581058894042
1223 => 0.0031046553160899
1224 => 0.0030969072153387
1225 => 0.0030858729776678
1226 => 0.0031326787861564
1227 => 0.0031281642517442
1228 => 0.0029929364188802
1229 => 0.0030015932659946
1230 => 0.0029934628704256
1231 => 0.0030197338418312
]
'min_raw' => 0.0024905727202155
'max_raw' => 0.0055791903438612
'avg_raw' => 0.0040348815320384
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.00249'
'max' => '$0.005579'
'avg' => '$0.004034'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.00060733906748372
'max_diff' => -0.0040542819365818
'year' => 2034
]
9 => [
'items' => [
101 => 0.0029446284530711
102 => 0.0029677303648112
103 => 0.0029822196672876
104 => 0.0029907539777583
105 => 0.0030215857592099
106 => 0.0030179680055156
107 => 0.0030213608745607
108 => 0.0030670762671649
109 => 0.0032982890353285
110 => 0.0033108734361575
111 => 0.0032489032439475
112 => 0.0032736591134274
113 => 0.0032261332575395
114 => 0.0032580376829926
115 => 0.003279865880603
116 => 0.0031812284529223
117 => 0.0031753877846067
118 => 0.0031276657726056
119 => 0.0031533088787421
120 => 0.0031125088530744
121 => 0.0031225197522489
122 => 0.0030945284054224
123 => 0.0031449072566886
124 => 0.0032012386404861
125 => 0.0032154701726271
126 => 0.0031780331386239
127 => 0.0031509262587849
128 => 0.0031033355073487
129 => 0.0031824799876161
130 => 0.0032056242455306
131 => 0.0031823584206821
201 => 0.0031769672206963
202 => 0.0031667509064651
203 => 0.0031791346600561
204 => 0.0032054981969315
205 => 0.0031930656397992
206 => 0.0032012775628185
207 => 0.0031699821803669
208 => 0.003236544619805
209 => 0.0033422617927561
210 => 0.0033426016907537
211 => 0.0033301690666052
212 => 0.0033250819046683
213 => 0.0033378385315193
214 => 0.0033447584782818
215 => 0.0033860110703527
216 => 0.0034302767452206
217 => 0.0036368453352019
218 => 0.0035788417017327
219 => 0.0037621216435845
220 => 0.0039070722816675
221 => 0.0039505366401053
222 => 0.0039105514754986
223 => 0.0037737643873351
224 => 0.0037670529602125
225 => 0.0039714706199478
226 => 0.0039137132681506
227 => 0.0039068432149367
228 => 0.0038337574558789
301 => 0.0038769601913294
302 => 0.0038675111193405
303 => 0.0038525952969416
304 => 0.0039350231066526
305 => 0.0040893206080502
306 => 0.0040652718954646
307 => 0.0040473206471071
308 => 0.0039686635023344
309 => 0.0040160326721969
310 => 0.0039991654181055
311 => 0.0040716378459059
312 => 0.0040287067851378
313 => 0.0039132756994048
314 => 0.0039316584802737
315 => 0.0039288799599263
316 => 0.0039860617117857
317 => 0.0039688971692158
318 => 0.0039255283075085
319 => 0.0040887932359647
320 => 0.004078191719638
321 => 0.0040932222459452
322 => 0.0040998391484601
323 => 0.0041992156333607
324 => 0.0042399269995316
325 => 0.0042491691924052
326 => 0.0042878418415375
327 => 0.0042482069816648
328 => 0.0044067746803318
329 => 0.0045122129472636
330 => 0.0046346849201085
331 => 0.0048136493897978
401 => 0.0048809416859149
402 => 0.0048687859349314
403 => 0.0050044747533566
404 => 0.0052483045438737
405 => 0.0049180709069554
406 => 0.0052658077285002
407 => 0.0051557182656138
408 => 0.0048946981295349
409 => 0.0048778915099967
410 => 0.0050546573766554
411 => 0.0054467070558203
412 => 0.0053485030577801
413 => 0.0054468676823804
414 => 0.0053321201228395
415 => 0.0053264219393399
416 => 0.0054412946495349
417 => 0.0057097009982908
418 => 0.0055821912030584
419 => 0.0053993746449082
420 => 0.0055343635465056
421 => 0.0054174236673089
422 => 0.0051539253900673
423 => 0.0053484279630336
424 => 0.0052183696316054
425 => 0.0052563275669973
426 => 0.0055296908349426
427 => 0.005496799043314
428 => 0.0055393640673794
429 => 0.0054642379140246
430 => 0.0053940582404842
501 => 0.00526306266821
502 => 0.0052242813372633
503 => 0.0052349991019309
504 => 0.0052242760260714
505 => 0.0051509852072955
506 => 0.0051351580619589
507 => 0.0051087787929948
508 => 0.0051169548314874
509 => 0.0050673540883075
510 => 0.0051609609387244
511 => 0.0051783351950225
512 => 0.0052464544545924
513 => 0.0052535268220979
514 => 0.0054432379903831
515 => 0.0053387482668583
516 => 0.0054088489946074
517 => 0.0054025785257039
518 => 0.004900355227366
519 => 0.0049695571667233
520 => 0.0050772136675984
521 => 0.0050287145598791
522 => 0.0049601481686075
523 => 0.0049047771313583
524 => 0.0048208843479466
525 => 0.0049389618295804
526 => 0.0050942211617885
527 => 0.0052574644549796
528 => 0.0054535905756244
529 => 0.0054098175086562
530 => 0.0052537980135766
531 => 0.0052607969341536
601 => 0.0053040615071866
602 => 0.0052480299541079
603 => 0.0052315051552391
604 => 0.0053017912535776
605 => 0.0053022752753083
606 => 0.0052378042018518
607 => 0.0051661564017869
608 => 0.0051658561948885
609 => 0.0051531071609026
610 => 0.0053343881476635
611 => 0.0054340743608069
612 => 0.0054455032244914
613 => 0.0054333051072205
614 => 0.0054379996784321
615 => 0.0053799944674398
616 => 0.0055125771788573
617 => 0.0056342481859252
618 => 0.005601637756909
619 => 0.0055527500879682
620 => 0.0055138087049077
621 => 0.0055924644046349
622 => 0.0055889619901416
623 => 0.0056331854958219
624 => 0.0056311792621569
625 => 0.0056163085605268
626 => 0.0056016382879886
627 => 0.0056598042603501
628 => 0.0056430533944269
629 => 0.0056262765097823
630 => 0.0055926278992149
701 => 0.0055972013042352
702 => 0.0055483220764397
703 => 0.0055257083091002
704 => 0.005185651506329
705 => 0.005094777216952
706 => 0.0051233681183067
707 => 0.0051327809853951
708 => 0.0050932323781997
709 => 0.0051499349217143
710 => 0.0051410978903704
711 => 0.0051754776098392
712 => 0.005153998653709
713 => 0.0051548801575607
714 => 0.0052180451877432
715 => 0.0052363822647285
716 => 0.0052270558793754
717 => 0.0052335877599869
718 => 0.0053841121917443
719 => 0.0053627124310487
720 => 0.0053513442346923
721 => 0.0053544933027747
722 => 0.0053929555223689
723 => 0.0054037228438959
724 => 0.0053581009459796
725 => 0.005379616496774
726 => 0.0054712269813266
727 => 0.0055032854662156
728 => 0.0056056007610357
729 => 0.0055621354052868
730 => 0.0056419179469005
731 => 0.0058871422799482
801 => 0.0060830444454199
802 => 0.0059028847180528
803 => 0.0062626340969512
804 => 0.006542750591407
805 => 0.0065319992537914
806 => 0.0064831544637718
807 => 0.0061642492821161
808 => 0.0058707879793482
809 => 0.0061162808201386
810 => 0.0061169066318759
811 => 0.0060958185791351
812 => 0.0059648424946937
813 => 0.0060912608953037
814 => 0.0061012955288599
815 => 0.0060956788024929
816 => 0.0059952597456413
817 => 0.0058419384063729
818 => 0.0058718970290665
819 => 0.005920969864178
820 => 0.0058280647496461
821 => 0.0057983759362338
822 => 0.0058535730888952
823 => 0.0060314298155537
824 => 0.0059978070316327
825 => 0.0059969290048642
826 => 0.0061407815327573
827 => 0.0060378141681044
828 => 0.0058722749032395
829 => 0.0058304740556664
830 => 0.0056821092072071
831 => 0.0057845853364954
901 => 0.0057882732699538
902 => 0.0057321481412232
903 => 0.0058768291481127
904 => 0.0058754958871636
905 => 0.0060128489702792
906 => 0.0062754164777341
907 => 0.0061977623456174
908 => 0.0061074590387111
909 => 0.006117277512011
910 => 0.0062249619300528
911 => 0.0061598534727085
912 => 0.0061832669279218
913 => 0.0062249264909842
914 => 0.0062500607397284
915 => 0.0061136610804108
916 => 0.0060818597950739
917 => 0.0060168055260092
918 => 0.0059998340815056
919 => 0.006052819426257
920 => 0.0060388596599149
921 => 0.005787963313427
922 => 0.0057617432492449
923 => 0.0057625473811797
924 => 0.0056966157830978
925 => 0.0055960542706262
926 => 0.0058603239211856
927 => 0.0058390993697943
928 => 0.0058156691077081
929 => 0.0058185391811225
930 => 0.0059332496795008
1001 => 0.0058667117974223
1002 => 0.0060436136622724
1003 => 0.006007247957016
1004 => 0.0059699496086402
1005 => 0.0059647938407592
1006 => 0.00595043715878
1007 => 0.0059012027543875
1008 => 0.0058417492525545
1009 => 0.0058024929008702
1010 => 0.0053524929824385
1011 => 0.0054360103497703
1012 => 0.005532089468038
1013 => 0.0055652555946511
1014 => 0.0055085226400533
1015 => 0.0059034429172264
1016 => 0.0059755986574125
1017 => 0.0057570342137866
1018 => 0.0057161497303116
1019 => 0.0059061232971566
1020 => 0.005791546013025
1021 => 0.0058431401570538
1022 => 0.0057316218381515
1023 => 0.0059582184525684
1024 => 0.0059564921660197
1025 => 0.0058683409650949
1026 => 0.0059428457564831
1027 => 0.0059298987155065
1028 => 0.0058303762267693
1029 => 0.0059613734929764
1030 => 0.0059614384659861
1031 => 0.0058765948516683
1101 => 0.0057775160848006
1102 => 0.0057598031414207
1103 => 0.005746458817983
1104 => 0.00583985827151
1105 => 0.0059235999294898
1106 => 0.0060794223936726
1107 => 0.0061185998634186
1108 => 0.006271512136029
1109 => 0.0061804603228529
1110 => 0.0062208224123155
1111 => 0.0062646411699933
1112 => 0.0062856494938055
1113 => 0.0062514175575223
1114 => 0.0064889532580888
1115 => 0.0065090085491224
1116 => 0.0065157329147284
1117 => 0.0064356372129769
1118 => 0.0065067809427646
1119 => 0.0064734951476296
1120 => 0.0065600955395106
1121 => 0.0065736755867269
1122 => 0.0065621737698589
1123 => 0.0065664842911918
1124 => 0.0063637894749274
1125 => 0.0063532786794037
1126 => 0.0062099632366268
1127 => 0.0062683653388927
1128 => 0.0061591854079922
1129 => 0.0061938074887587
1130 => 0.0062090685720692
1201 => 0.0062010970482066
1202 => 0.006271667306129
1203 => 0.0062116681703438
1204 => 0.0060533205862354
1205 => 0.0058949298604337
1206 => 0.0058929413938935
1207 => 0.0058512399116185
1208 => 0.005821097377941
1209 => 0.0058269038992911
1210 => 0.0058473668378854
1211 => 0.0058199080347503
1212 => 0.0058257677625959
1213 => 0.0059230782879938
1214 => 0.0059425932198755
1215 => 0.0058762738563655
1216 => 0.0056099920420347
1217 => 0.0055446458168806
1218 => 0.0055916153876494
1219 => 0.0055691669580497
1220 => 0.0044947523908058
1221 => 0.0047471701563632
1222 => 0.0045971920913664
1223 => 0.0046663088838759
1224 => 0.0045132201161458
1225 => 0.0045862821001764
1226 => 0.0045727902195224
1227 => 0.004978670516954
1228 => 0.0049723332543797
1229 => 0.0049753665666135
1230 => 0.0048305786704392
1231 => 0.0050612297204647
]
'min_raw' => 0.0029446284530711
'max_raw' => 0.0065736755867269
'avg_raw' => 0.004759152019899
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.002944'
'max' => '$0.006573'
'avg' => '$0.004759'
'bar_min_pct' => 61.631153054957
'bar_max_pct' => 60.119598047091
'min_diff' => 0.00045405573285555
'max_diff' => 0.00099448524286569
'year' => 2035
]
10 => [
'items' => [
101 => 0.0051748567216508
102 => 0.005153827387816
103 => 0.005159120018083
104 => 0.0050681750947727
105 => 0.0049762471122669
106 => 0.004874284832053
107 => 0.0050637181457718
108 => 0.0050426563950208
109 => 0.0050909644734649
110 => 0.0052138255183844
111 => 0.0052319172739525
112 => 0.0052562327769046
113 => 0.0052475173999916
114 => 0.0054551530365907
115 => 0.0054300069909745
116 => 0.0054906017258985
117 => 0.0053659537588263
118 => 0.0052249027523905
119 => 0.0052517119374091
120 => 0.005249129997306
121 => 0.0052162589363801
122 => 0.0051865844123406
123 => 0.0051371846905602
124 => 0.0052934927200567
125 => 0.0052871468995111
126 => 0.0053898783579346
127 => 0.0053717195747781
128 => 0.005250450776651
129 => 0.0052547819155003
130 => 0.0052839109057359
131 => 0.0053847266735305
201 => 0.0054146556574728
202 => 0.0054007913596469
203 => 0.0054336071242296
204 => 0.0054595433665493
205 => 0.0054368643169436
206 => 0.0057579518334779
207 => 0.0056246139104693
208 => 0.0056896018863844
209 => 0.0057051011357088
210 => 0.0056654001344785
211 => 0.0056740098600591
212 => 0.0056870512483039
213 => 0.0057662360039605
214 => 0.0059740397150973
215 => 0.006066074564192
216 => 0.0063429659486131
217 => 0.0060584323511617
218 => 0.006041549305006
219 => 0.0060914258046589
220 => 0.0062539903592438
221 => 0.0063857336618227
222 => 0.0064294405157415
223 => 0.0064352170980084
224 => 0.0065172140615369
225 => 0.0065642131918786
226 => 0.0065072574734303
227 => 0.0064589934655577
228 => 0.0062861177801071
229 => 0.0063061286114228
301 => 0.0064439833954019
302 => 0.0066387113973786
303 => 0.0068058082810701
304 => 0.0067472967763157
305 => 0.0071936982549069
306 => 0.0072379571381227
307 => 0.0072318419915233
308 => 0.0073326703140939
309 => 0.0071325466271222
310 => 0.007046989873728
311 => 0.0064694286918795
312 => 0.0066316998255645
313 => 0.0068675704482251
314 => 0.0068363520868465
315 => 0.0066650565358305
316 => 0.0068056783380342
317 => 0.0067591843725753
318 => 0.0067225126529815
319 => 0.0068905129096033
320 => 0.0067057897263775
321 => 0.0068657276931665
322 => 0.0066606055964132
323 => 0.0067475640519407
324 => 0.0066982022268761
325 => 0.0067301453772506
326 => 0.0065434063728666
327 => 0.0066441662067992
328 => 0.0065392144325074
329 => 0.0065391646717013
330 => 0.0065368478554668
331 => 0.0066603231524937
401 => 0.0066643496774968
402 => 0.0065731012464331
403 => 0.0065599509219485
404 => 0.0066085745639324
405 => 0.0065516490137213
406 => 0.0065782841203799
407 => 0.0065524557639683
408 => 0.0065466412569117
409 => 0.0065003102754274
410 => 0.0064803496147071
411 => 0.0064881767040984
412 => 0.0064614588128648
413 => 0.0064453603169682
414 => 0.0065336454594397
415 => 0.0064864782692297
416 => 0.0065264164110673
417 => 0.006480901857848
418 => 0.0063231285866429
419 => 0.0062323915099508
420 => 0.0059343724262343
421 => 0.0060188902686848
422 => 0.0060749256856695
423 => 0.0060564059806903
424 => 0.00609619347316
425 => 0.006098636102057
426 => 0.0060857007826697
427 => 0.0060707233399361
428 => 0.006063433149118
429 => 0.0061177682587352
430 => 0.0061493116187036
501 => 0.0060805495894211
502 => 0.0060644396080432
503 => 0.0061339618161035
504 => 0.0061763703228587
505 => 0.0064894909094572
506 => 0.0064662939250358
507 => 0.0065245138037552
508 => 0.0065179591388683
509 => 0.0065789828469202
510 => 0.0066787308190419
511 => 0.0064759153017469
512 => 0.0065111170627164
513 => 0.006502486403854
514 => 0.0065967136742328
515 => 0.0065970078414857
516 => 0.0065405138858924
517 => 0.0065711401757293
518 => 0.0065540454209306
519 => 0.0065849379533464
520 => 0.0064659841151663
521 => 0.0066108570497964
522 => 0.0066929906683259
523 => 0.0066941310936988
524 => 0.0067330617770291
525 => 0.0067726176060058
526 => 0.00684854157514
527 => 0.0067705001277145
528 => 0.0066301111609778
529 => 0.0066402467909226
530 => 0.0065579367910912
531 => 0.0065593204370589
601 => 0.0065519344264451
602 => 0.00657410040029
603 => 0.0064708482999244
604 => 0.0064950813615029
605 => 0.0064611549333845
606 => 0.0065110433132873
607 => 0.0064573716633565
608 => 0.006502482241889
609 => 0.0065219504721443
610 => 0.0065937886609073
611 => 0.0064467611044663
612 => 0.0061469619639928
613 => 0.0062099833780335
614 => 0.006116769756442
615 => 0.0061253970320096
616 => 0.0061428255016768
617 => 0.0060863341292449
618 => 0.0060971109028571
619 => 0.0060967258806687
620 => 0.0060934079674547
621 => 0.0060787123796849
622 => 0.0060574008699851
623 => 0.0061422993652921
624 => 0.0061567252740005
625 => 0.0061887922820674
626 => 0.0062842019468149
627 => 0.0062746682713918
628 => 0.0062902180915552
629 => 0.0062562729214469
630 => 0.0061269716510938
701 => 0.0061339933321612
702 => 0.0060464328567365
703 => 0.006186553163848
704 => 0.0061533708256263
705 => 0.0061319779563109
706 => 0.0061261407137146
707 => 0.0062217868805667
708 => 0.0062504057127589
709 => 0.0062325723770751
710 => 0.0061959956853062
711 => 0.0062662337464307
712 => 0.0062850264884817
713 => 0.0062892334903773
714 => 0.0064136818678774
715 => 0.0062961887722305
716 => 0.0063244705281336
717 => 0.0065451167143067
718 => 0.0063450210705401
719 => 0.0064510161957086
720 => 0.0064458282859036
721 => 0.0065000518052604
722 => 0.0064413803746504
723 => 0.0064421076773499
724 => 0.0064902544891194
725 => 0.0064226409753125
726 => 0.0064058989184429
727 => 0.0063827698867865
728 => 0.0064332712812496
729 => 0.0064635445832486
730 => 0.0067075251640705
731 => 0.0068651477461477
801 => 0.0068583049341597
802 => 0.0069208354265224
803 => 0.0068926648669993
804 => 0.0068016946992813
805 => 0.0069569696829458
806 => 0.0069078341811331
807 => 0.0069118848522029
808 => 0.0069117340860234
809 => 0.0069444048992287
810 => 0.0069212546338367
811 => 0.006875623084423
812 => 0.0069059154364591
813 => 0.0069958728922921
814 => 0.0072751035954297
815 => 0.0074313647962203
816 => 0.0072656964749348
817 => 0.0073799722645703
818 => 0.0073114475114162
819 => 0.0072989945253333
820 => 0.0073707681661389
821 => 0.0074426674372015
822 => 0.0074380877644639
823 => 0.0073858925857409
824 => 0.0073564088536839
825 => 0.0075796695505944
826 => 0.0077441642289313
827 => 0.0077329467946551
828 => 0.0077824569014454
829 => 0.0079278201062719
830 => 0.0079411102959702
831 => 0.0079394360375398
901 => 0.0079064949156846
902 => 0.0080496238686337
903 => 0.0081690245592982
904 => 0.0078988699977356
905 => 0.0080017413181957
906 => 0.0080479235682572
907 => 0.0081157328130037
908 => 0.0082301383750399
909 => 0.0083544131599879
910 => 0.0083719869771832
911 => 0.0083595175128985
912 => 0.0082775549515398
913 => 0.0084135379041364
914 => 0.0084931935285749
915 => 0.0085406266300414
916 => 0.0086609090832451
917 => 0.0080482087741113
918 => 0.0076145090421252
919 => 0.0075467805662755
920 => 0.0076845090852066
921 => 0.0077208269972844
922 => 0.0077061872924646
923 => 0.0072180188138597
924 => 0.0075442104602644
925 => 0.0078951652448233
926 => 0.0079086468474066
927 => 0.0080843421506752
928 => 0.0081415557434133
929 => 0.0082830134914544
930 => 0.0082741652707996
1001 => 0.0083086079813633
1002 => 0.0083006901986693
1003 => 0.0085627108894723
1004 => 0.0088517586218771
1005 => 0.0088417498180194
1006 => 0.0088001957866287
1007 => 0.0088619106092592
1008 => 0.0091602388453384
1009 => 0.0091327735619728
1010 => 0.0091594537452752
1011 => 0.0095111995486552
1012 => 0.0099685191283064
1013 => 0.0097560482694233
1014 => 0.010217048896357
1015 => 0.010507224354418
1016 => 0.011009052804433
1017 => 0.010946221410934
1018 => 0.011141579543938
1019 => 0.010833740103263
1020 => 0.010126878522859
1021 => 0.010015014972003
1022 => 0.010238968633653
1023 => 0.010789536857743
1024 => 0.010221629280971
1025 => 0.010336516244108
1026 => 0.010303428790995
1027 => 0.010301665701232
1028 => 0.010368955666509
1029 => 0.010271348062266
1030 => 0.0098736771233067
1031 => 0.010055927371142
1101 => 0.0099855517980771
1102 => 0.010063638743239
1103 => 0.010485041780773
1104 => 0.010298729452886
1105 => 0.010102464550241
1106 => 0.010348624292826
1107 => 0.010662070234802
1108 => 0.01064245535107
1109 => 0.010604394278243
1110 => 0.010818942552951
1111 => 0.011173313446022
1112 => 0.011269098474442
1113 => 0.011339805024182
1114 => 0.011349554262794
1115 => 0.011449977479619
1116 => 0.010909976532844
1117 => 0.011766971903583
1118 => 0.011914951330091
1119 => 0.011887137331026
1120 => 0.012051610235663
1121 => 0.012003218134844
1122 => 0.011933105573245
1123 => 0.012193830111484
1124 => 0.011894930467778
1125 => 0.011470680053957
1126 => 0.011237927886212
1127 => 0.01154443471628
1128 => 0.011731607741788
1129 => 0.011855317205208
1130 => 0.011892751614092
1201 => 0.010951895269157
1202 => 0.010444825881522
1203 => 0.010769851545434
1204 => 0.011166405287479
1205 => 0.010907773656785
1206 => 0.010917911527054
1207 => 0.010549170788881
1208 => 0.011199030660743
1209 => 0.011104351543594
1210 => 0.011595546970845
1211 => 0.011478319240042
1212 => 0.011878870042869
1213 => 0.011773391592565
1214 => 0.012211226742554
1215 => 0.012385891037798
1216 => 0.012679179573839
1217 => 0.01289492381485
1218 => 0.013021612959702
1219 => 0.013014007018644
1220 => 0.013516012526827
1221 => 0.013219997417388
1222 => 0.012848132674528
1223 => 0.012841406814548
1224 => 0.013034000834239
1225 => 0.013437625063923
1226 => 0.013542278954187
1227 => 0.013600766201698
1228 => 0.013511190946179
1229 => 0.013189887760477
1230 => 0.013051150673935
1231 => 0.013169358691269
]
'min_raw' => 0.004874284832053
'max_raw' => 0.013600766201698
'avg_raw' => 0.0092375255168753
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.004874'
'max' => '$0.01360076'
'avg' => '$0.009237'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.0019296563789819
'max_diff' => 0.0070270906149707
'year' => 2036
]
11 => [
'items' => [
101 => 0.0130248004438
102 => 0.013274348534812
103 => 0.013617031364367
104 => 0.013546268715179
105 => 0.013782817642086
106 => 0.014027620895763
107 => 0.014377700543322
108 => 0.014469224326606
109 => 0.014620509660036
110 => 0.014776231962779
111 => 0.014826245769587
112 => 0.014921737645155
113 => 0.014921234355834
114 => 0.015209005550203
115 => 0.015526426089124
116 => 0.015646244994264
117 => 0.015921761959781
118 => 0.015449948811599
119 => 0.015807824504294
120 => 0.016130637337314
121 => 0.015745766569777
122 => 0.01627622125944
123 => 0.016296817613003
124 => 0.016607798098694
125 => 0.016292559799794
126 => 0.016105372304184
127 => 0.016645775590187
128 => 0.01690725971774
129 => 0.016828498570493
130 => 0.016229122351023
131 => 0.015880259682836
201 => 0.014967218789607
202 => 0.016048755168068
203 => 0.016575539989167
204 => 0.016227758105598
205 => 0.016403159058406
206 => 0.017360089782978
207 => 0.017724427046218
208 => 0.017648647442374
209 => 0.017661452947985
210 => 0.017858042722041
211 => 0.01872983004417
212 => 0.018207434872878
213 => 0.018606786407557
214 => 0.018818601021581
215 => 0.019015346239644
216 => 0.018532202166047
217 => 0.017903638825093
218 => 0.017704546429719
219 => 0.016193178051309
220 => 0.016114504763672
221 => 0.016070343063277
222 => 0.015791909789084
223 => 0.01557313750486
224 => 0.015399161661951
225 => 0.014942597096574
226 => 0.015096674234796
227 => 0.014369005610015
228 => 0.014834542209157
301 => 0.013673165513834
302 => 0.014640394536194
303 => 0.01411397575383
304 => 0.0144674518082
305 => 0.014466218563545
306 => 0.013815357077767
307 => 0.013439953755902
308 => 0.01367917536351
309 => 0.013935639916301
310 => 0.01397725042714
311 => 0.014309763414243
312 => 0.014402560641601
313 => 0.014121380710419
314 => 0.013649098563229
315 => 0.013758798934413
316 => 0.013437730681381
317 => 0.012875070917656
318 => 0.01327918298306
319 => 0.013417164609743
320 => 0.013478105156726
321 => 0.012924793901012
322 => 0.012750931491495
323 => 0.012658368603515
324 => 0.013577673028302
325 => 0.013628034599904
326 => 0.013370377679179
327 => 0.01453501139289
328 => 0.014271418914768
329 => 0.014565916294556
330 => 0.013748844775553
331 => 0.013780058007911
401 => 0.013393243256663
402 => 0.013609833670391
403 => 0.013456754547003
404 => 0.01359233530535
405 => 0.013673601852883
406 => 0.014060353131636
407 => 0.01464481061455
408 => 0.014002585387609
409 => 0.013722758659396
410 => 0.013896361587774
411 => 0.014358689063171
412 => 0.015059138854505
413 => 0.01464445848017
414 => 0.014828486588571
415 => 0.014868688543415
416 => 0.014562918587682
417 => 0.015070413028919
418 => 0.015342383422855
419 => 0.015621368770691
420 => 0.015863603931224
421 => 0.015509935887746
422 => 0.01588841139059
423 => 0.015583426945218
424 => 0.015309824369006
425 => 0.015310239311176
426 => 0.015138604418422
427 => 0.014806040186325
428 => 0.014744710239475
429 => 0.015063756368105
430 => 0.015319601149485
501 => 0.015340673751094
502 => 0.015482322567845
503 => 0.0155661488785
504 => 0.016387760679261
505 => 0.016718219742256
506 => 0.017122298829217
507 => 0.017279710406237
508 => 0.017753462817896
509 => 0.017370869269192
510 => 0.017288092748304
511 => 0.016138924360853
512 => 0.01632710061992
513 => 0.016628388966996
514 => 0.016143892494725
515 => 0.016451193990665
516 => 0.0165118618155
517 => 0.016127429489992
518 => 0.016332771405386
519 => 0.015787444157735
520 => 0.014656697258341
521 => 0.015071671873459
522 => 0.015377232869131
523 => 0.014941159652908
524 => 0.015722804014623
525 => 0.015266183514924
526 => 0.015121456738169
527 => 0.014556825983225
528 => 0.014823309964928
529 => 0.015183733365864
530 => 0.014961033607803
531 => 0.015423169044316
601 => 0.016077676069437
602 => 0.016544116752105
603 => 0.016579924275903
604 => 0.016280034166046
605 => 0.016760609980965
606 => 0.01676411045112
607 => 0.016222018968682
608 => 0.015889990954066
609 => 0.015814553490553
610 => 0.016003011064795
611 => 0.016231833351114
612 => 0.016592622320272
613 => 0.016810639538135
614 => 0.017379112814925
615 => 0.017532925384218
616 => 0.017701918764814
617 => 0.017927746036919
618 => 0.018198909578005
619 => 0.017605619187458
620 => 0.017629191720706
621 => 0.017076727923693
622 => 0.016486341125262
623 => 0.016934371112518
624 => 0.017520110721923
625 => 0.017385741408341
626 => 0.017370622115647
627 => 0.017396048572216
628 => 0.017294738497867
629 => 0.01683651678631
630 => 0.016606400711386
701 => 0.01690330915691
702 => 0.017061102781831
703 => 0.017305826933034
704 => 0.017275659515898
705 => 0.017906042647941
706 => 0.018150990471257
707 => 0.018088322336144
708 => 0.018099854781198
709 => 0.018543321115078
710 => 0.01903654688416
711 => 0.019498517903777
712 => 0.01996845466705
713 => 0.019401927556981
714 => 0.019114280029023
715 => 0.019411058853607
716 => 0.019253583831818
717 => 0.020158482017143
718 => 0.020221135204166
719 => 0.021125967955052
720 => 0.021984761981124
721 => 0.021445368840242
722 => 0.021953992277293
723 => 0.022504109993141
724 => 0.023565376320395
725 => 0.023207979157176
726 => 0.022934218531277
727 => 0.022675516062605
728 => 0.023213834832052
729 => 0.023906373329093
730 => 0.024055539488305
731 => 0.024297245652086
801 => 0.024043121175293
802 => 0.024349186116697
803 => 0.025429729851601
804 => 0.025137757396206
805 => 0.024723109572632
806 => 0.025576095074815
807 => 0.025884787212158
808 => 0.028051350295358
809 => 0.030786725684155
810 => 0.02965426231175
811 => 0.028951305752133
812 => 0.029116517217996
813 => 0.030115383711684
814 => 0.030436187927019
815 => 0.029564131481894
816 => 0.02987215656098
817 => 0.0315694050311
818 => 0.03247992438107
819 => 0.031243316804748
820 => 0.027831565546244
821 => 0.024685775072879
822 => 0.025520180363207
823 => 0.025425584697894
824 => 0.02724906644298
825 => 0.025130793949707
826 => 0.025166460225881
827 => 0.027027649642354
828 => 0.026531116214904
829 => 0.02572679565363
830 => 0.024691647503091
831 => 0.022778080407204
901 => 0.02108318066661
902 => 0.024407269370013
903 => 0.024263928620659
904 => 0.024056349973686
905 => 0.024518293790169
906 => 0.026761361837972
907 => 0.026709651859367
908 => 0.026380699358147
909 => 0.026630206931068
910 => 0.025683055769746
911 => 0.02592715819025
912 => 0.024685276763596
913 => 0.025246659033993
914 => 0.025725069942945
915 => 0.025821118015911
916 => 0.026037519228641
917 => 0.024188394559203
918 => 0.025018597248333
919 => 0.025506263548724
920 => 0.023302969462104
921 => 0.025462711508762
922 => 0.02415620541264
923 => 0.023712757620552
924 => 0.024309801652794
925 => 0.024077133012785
926 => 0.023877098178866
927 => 0.023765475304505
928 => 0.024203878548438
929 => 0.024183426513103
930 => 0.023466113715626
1001 => 0.022530408412728
1002 => 0.02284446182586
1003 => 0.022730363276603
1004 => 0.022316855415088
1005 => 0.02259550978662
1006 => 0.021368456958146
1007 => 0.019257376343414
1008 => 0.020652020861654
1009 => 0.020598328564784
1010 => 0.020571254473949
1011 => 0.021619291284263
1012 => 0.021518546727275
1013 => 0.021335694369847
1014 => 0.02231349718815
1015 => 0.021956586006165
1016 => 0.023056502170191
1017 => 0.023780978093935
1018 => 0.023597227565332
1019 => 0.02427860067331
1020 => 0.0228516969822
1021 => 0.023325657150947
1022 => 0.023423339684846
1023 => 0.022301431253152
1024 => 0.021535029782727
1025 => 0.021483919542266
1026 => 0.020155085009177
1027 => 0.020864937690776
1028 => 0.021489578674883
1029 => 0.021190424117594
1030 => 0.021095720721745
1031 => 0.021579539832479
1101 => 0.021617136721013
1102 => 0.020759923678087
1103 => 0.020938165414118
1104 => 0.02168146308359
1105 => 0.020919436219953
1106 => 0.019438942500286
1107 => 0.019071759588382
1108 => 0.01902277061941
1109 => 0.018026941440681
1110 => 0.019096296506309
1111 => 0.018629494363228
1112 => 0.020104116740071
1113 => 0.019261820346977
1114 => 0.019225510632947
1115 => 0.019170623174714
1116 => 0.018313471863397
1117 => 0.018501133525768
1118 => 0.019124949473167
1119 => 0.019347534030988
1120 => 0.019324316638026
1121 => 0.019121892434703
1122 => 0.019214561198404
1123 => 0.018916042822584
1124 => 0.018810629770959
1125 => 0.018477917183886
1126 => 0.017988921595088
1127 => 0.018056919430894
1128 => 0.017088091216829
1129 => 0.0165602221862
1130 => 0.016414114995725
1201 => 0.01621873435438
1202 => 0.016436183759052
1203 => 0.017085346648225
1204 => 0.016302318476293
1205 => 0.014959871598556
1206 => 0.015040554943326
1207 => 0.015221826463925
1208 => 0.01488402818452
1209 => 0.014564330462325
1210 => 0.014842281693878
1211 => 0.014273469254616
1212 => 0.015290564729676
1213 => 0.015263055147453
1214 => 0.015642165443793
1215 => 0.015879230892221
1216 => 0.015332871784445
1217 => 0.015195463946351
1218 => 0.015273737695767
1219 => 0.01398004697485
1220 => 0.015536443311833
1221 => 0.015549903091986
1222 => 0.015434652282646
1223 => 0.016263385283744
1224 => 0.018012270404364
1225 => 0.017354269473246
1226 => 0.017099471624533
1227 => 0.016615100727875
1228 => 0.017260496188574
1229 => 0.01721093988693
1230 => 0.016986827497226
1231 => 0.01685128362466
]
'min_raw' => 0.012658368603515
'max_raw' => 0.03247992438107
'avg_raw' => 0.022569146492292
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$0.012658'
'max' => '$0.032479'
'avg' => '$0.022569'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.0077840837714622
'max_diff' => 0.018879158179372
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.00039733172607052
]
1 => [
'year' => 2028
'avg' => 0.00068193658816127
]
2 => [
'year' => 2029
'avg' => 0.0018629278517448
]
3 => [
'year' => 2030
'avg' => 0.0014372460632657
]
4 => [
'year' => 2031
'avg' => 0.0014115537500707
]
5 => [
'year' => 2032
'avg' => 0.0024748979561879
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.00039733172607052
'min' => '$0.000397'
'max_raw' => 0.0024748979561879
'max' => '$0.002474'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.0024748979561879
]
1 => [
'year' => 2033
'avg' => 0.0063656920340711
]
2 => [
'year' => 2034
'avg' => 0.0040348815320384
]
3 => [
'year' => 2035
'avg' => 0.004759152019899
]
4 => [
'year' => 2036
'avg' => 0.0092375255168753
]
5 => [
'year' => 2037
'avg' => 0.022569146492292
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.0024748979561879
'min' => '$0.002474'
'max_raw' => 0.022569146492292
'max' => '$0.022569'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 0.022569146492292
]
]
]
]
'prediction_2025_max_price' => '$0.000679'
'last_price' => 0.00065873
'sma_50day_nextmonth' => '$0.000586'
'sma_200day_nextmonth' => '$0.0005044'
'sma_50day_ts_nextmonth' => 1770163200
'sma_200day_ts_nextmonth' => 1770163200
'sma_200day_direction' => 'increase'
'sma_200day_direction_label' => 'aumentar'
'sma_200day_date_nextmonth' => '4 feb. 2026'
'sma_50day_date_nextmonth' => '4 feb. 2026'
'daily_sma3' => '$0.000621'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.0006058'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.000593'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.000546'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.000443'
'daily_sma50_action' => 'BUY'
'daily_sma100' => '$0.00057'
'daily_sma100_action' => 'BUY'
'daily_sma200' => '$0.000442'
'daily_sma200_action' => 'BUY'
'daily_ema3' => '$0.000629'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.000615'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.000594'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.000552'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$0.00052'
'daily_ema50_action' => 'BUY'
'daily_ema100' => '$0.0005098'
'daily_ema100_action' => 'BUY'
'daily_ema200' => '$0.000461'
'daily_ema200_action' => 'BUY'
'weekly_sma21' => '$0.000531'
'weekly_sma21_action' => 'BUY'
'weekly_sma50' => '$0.00035'
'weekly_sma50_action' => 'BUY'
'weekly_sma100' => '$0.000372'
'weekly_sma100_action' => 'BUY'
'weekly_sma200' => '$0.001698'
'weekly_sma200_action' => 'SELL'
'weekly_ema3' => '$0.000615'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$0.000587'
'weekly_ema5_action' => 'BUY'
'weekly_ema10' => '$0.000559'
'weekly_ema10_action' => 'BUY'
'weekly_ema21' => '$0.00051'
'weekly_ema21_action' => 'BUY'
'weekly_ema50' => '$0.000444'
'weekly_ema50_action' => 'BUY'
'weekly_ema100' => '$0.000728'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$0.002373'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '68.70'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 58.41
'stoch_rsi_14_action' => 'NEUTRAL'
'momentum_10' => 0
'momentum_10_action' => 'BUY'
'vwma_10' => '0.000593'
'vwma_10_action' => 'BUY'
'hma_9' => '0.000626'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 100
'stochastic_fast_14_action' => 'SELL'
'cci_20' => 95.6
'cci_20_action' => 'NEUTRAL'
'adx_14' => 28.02
'adx_14_action' => 'BUY'
'ao_5_34' => '0.000129'
'ao_5_34_action' => 'BUY'
'macd_12_26' => 0
'macd_12_26_action' => 'BUY'
'williams_percent_r_14' => -0
'williams_percent_r_14_action' => 'SELL'
'ultimate_oscillator' => 67.6
'ultimate_oscillator_action' => 'NEUTRAL'
'ichimoku_cloud' => '-0.000162'
'ichimoku_cloud_action' => 'NEUTRAL'
'sell_signals' => 3
'buy_signals' => 31
'sell_pct' => 8.82
'buy_pct' => 91.18
'overall_action' => 'bullish'
'overall_action_label' => 'Alcista'
'overall_action_dir' => 1
'last_updated' => 1767695713
'last_updated_date' => '6 de enero de 2026'
]
Predicción de precio de Ternio para 2026
La previsión del precio de Ternio para 2026 sugiere que el precio medio podría oscilar entre $0.000227 en el extremo inferior y $0.000679 en el extremo superior. En el mercado de criptomonedas, en comparación con el precio medio de hoy, Ternio podría potencialmente ganar 3.13% para 2026 si TERN alcanza el objetivo de precio previsto.
Predicción de precio de Ternio 2027-2032
La predicción del precio de TERN para 2027-2032 está actualmente dentro de un rango de precios de $0.000397 en el extremo inferior y $0.002474 en el extremo superior. Considerando la volatilidad de precios en el mercado, si Ternio alcanza el objetivo de precio superior, podría ganar 275.71% para 2032 en comparación con el precio de hoy.
| Predicción de Precio de Ternio | Potencial Mínimo ($) | Precio Medio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2027 | $0.000219 | $0.000397 | $0.000575 |
| 2028 | $0.000395 | $0.000681 | $0.000968 |
| 2029 | $0.000868 | $0.001862 | $0.002857 |
| 2030 | $0.000738 | $0.001437 | $0.002135 |
| 2031 | $0.000873 | $0.001411 | $0.001949 |
| 2032 | $0.001333 | $0.002474 | $0.003616 |
Predicción de precio de Ternio 2032-2037
La predicción de precio de Ternio para 2032-2037 se estima actualmente entre $0.002474 en el extremo inferior y $0.022569 en el extremo superior. Comparado con el precio actual, Ternio podría potencialmente ganar 3326.16% para 2037 si alcanza el objetivo de precio superior. Tenga en cuenta que esta información es solo para fines generales y no debe considerarse como consejo de inversión a largo plazo.
| Predicción de Precio de Ternio | Potencial Mínimo ($) | Precio Medio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2032 | $0.001333 | $0.002474 | $0.003616 |
| 2033 | $0.003097 | $0.006365 | $0.009633 |
| 2034 | $0.00249 | $0.004034 | $0.005579 |
| 2035 | $0.002944 | $0.004759 | $0.006573 |
| 2036 | $0.004874 | $0.009237 | $0.01360076 |
| 2037 | $0.012658 | $0.022569 | $0.032479 |
Ternio Histograma de precios potenciales
Pronóstico de precio de Ternio basado en análisis técnico
Indicador de Sentimiento del Mercado
Alcista 91.18%
Bajista 8.82%
A fecha de 6 de enero de 2026, el sentimiento general de predicción de precio para Ternio es Alcista, con 31 indicadores técnicos mostrando señales alcistas y 3 indicando señales bajistas. La predicción de precio de TERN 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 Ternio
Según nuestros indicadores técnicos, se proyecta que el SMA de 200 días de Ternio aumentar durante el próximo mes, alcanzando $0.0005044 para el 4 feb. 2026. Se espera que el SMA de 50 días a corto plazo para Ternio alcance $0.000586 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 68.70, lo que sugiere que el mercado de TERN está en un estado NEUTRAL.
Promedios Móviles y Osciladores Populares de TERN 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 | $0.000621 | BUY |
| SMA 5 | $0.0006058 | BUY |
| SMA 10 | $0.000593 | BUY |
| SMA 21 | $0.000546 | BUY |
| SMA 50 | $0.000443 | BUY |
| SMA 100 | $0.00057 | BUY |
| SMA 200 | $0.000442 | BUY |
Promedio Móvil Exponencial Diario (EMA)
| Período | Valor | Acción |
|---|---|---|
| EMA 3 | $0.000629 | BUY |
| EMA 5 | $0.000615 | BUY |
| EMA 10 | $0.000594 | BUY |
| EMA 21 | $0.000552 | BUY |
| EMA 50 | $0.00052 | BUY |
| EMA 100 | $0.0005098 | BUY |
| EMA 200 | $0.000461 | BUY |
Promedio Móvil Simple Semanal (SMA)
| Período | Valor | Acción |
|---|---|---|
| SMA 21 | $0.000531 | BUY |
| SMA 50 | $0.00035 | BUY |
| SMA 100 | $0.000372 | BUY |
| SMA 200 | $0.001698 | SELL |
Promedio Móvil Exponencial Semanal (EMA)
| Período | Valor | Acción |
|---|---|---|
| EMA 21 | $0.00051 | BUY |
| EMA 50 | $0.000444 | BUY |
| EMA 100 | $0.000728 | SELL |
| EMA 200 | $0.002373 | SELL |
Osciladores de Ternio
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) | 68.70 | NEUTRAL |
| Stoch RSI (14) | 58.41 | NEUTRAL |
| Estocástico Rápido (14) | 100 | SELL |
| Índice de Canal de Materias Primas (20) | 95.6 | NEUTRAL |
| Índice Direccional Medio (14) | 28.02 | BUY |
| Oscilador Asombroso (5, 34) | 0.000129 | BUY |
| Momentum (10) | 0 | BUY |
| MACD (12, 26) | 0 | BUY |
| Rango Percentil de Williams (14) | -0 | SELL |
| Oscilador Ultimate (7, 14, 28) | 67.6 | NEUTRAL |
| VWMA (10) | 0.000593 | BUY |
| Promedio Móvil de Hull (9) | 0.000626 | BUY |
| Nube Ichimoku B/L (9, 26, 52, 26) | -0.000162 | NEUTRAL |
Predicción de precios de Ternio basada en flujos de dinero globales
Definiciones de flujos de dinero globales utilizadas para la predicción de precios de Ternio
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 Ternio por parte de empresas de Internet o nichos tecnológicos
| Comparación | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook acción | $0.000925 | $0.00130065 | $0.001827 | $0.002568 | $0.0036086 | $0.00507 |
| Amazon.com acción | $0.001374 | $0.002867 | $0.005984 | $0.012486 | $0.026053 | $0.054361 |
| Apple acción | $0.000934 | $0.001325 | $0.001879 | $0.002666 | $0.003782 | $0.005364 |
| Netflix acción | $0.001039 | $0.001639 | $0.002587 | $0.004082 | $0.006442 | $0.010164 |
| Google acción | $0.000853 | $0.0011046 | $0.00143 | $0.001852 | $0.002399 | $0.0031068 |
| Tesla acción | $0.001493 | $0.003385 | $0.007673 | $0.017396 | $0.039435 | $0.089398 |
| Kodak acción | $0.000493 | $0.00037 | $0.000277 | $0.0002083 | $0.000156 | $0.000117 |
| Nokia acción | $0.000436 | $0.000289 | $0.000191 | $0.000126 | $0.000084 | $0.000055 |
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 Ternio
Podría preguntarse cosas como: "¿Debo invertir en Ternio ahora?", "¿Debería comprar TERN hoy?", "¿Será Ternio una buena o mala inversión a corto plazo?, ¿Lo será a largo plazo?".
Actualizamos el pronóstico de Ternio regularmente con valores actualizados. Aquí hay algunas predicciones similares. Hacemos un pronóstico de precios futuros para una gran cantidad de monedas digitales, como Ternio, 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 Ternio a fin de tomar una decisión responsable sobre la inversión por sus propios medios.
El precio de Ternio es de $0.0006587 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 Ternio basada en el patrón de crecimiento del Bitcoin
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Si Ternio ofrece un 1 % del crecimiento medio anterior anual del Bitcoin | $0.000675 | $0.000693 | $0.000711 | $0.000729 |
| Si Ternio ofrece un 2 % del crecimiento medio anterior anual del Bitcoin | $0.000692 | $0.000729 | $0.000766 | $0.0008067 |
| Si Ternio ofrece un 5 % del crecimiento medio anterior anual del Bitcoin | $0.000744 | $0.000841 | $0.00095 | $0.001073 |
| Si Ternio ofrece un 10 % del crecimiento medio anterior anual del Bitcoin | $0.000829 | $0.001045 | $0.001317 | $0.001659 |
| Si Ternio ofrece un 20 % del crecimiento medio anterior anual del Bitcoin | $0.0010011 | $0.001521 | $0.002312 | $0.003515 |
| Si Ternio ofrece un 50 % del crecimiento medio anterior anual del Bitcoin | $0.001514 | $0.003483 | $0.008011 | $0.018423 |
| Si Ternio ofrece un 100 % del crecimiento medio anterior anual del Bitcoin | $0.00237 | $0.008533 | $0.030716 | $0.110557 |
Cuadro de preguntas
¿Es TERN una buena inversión?
La decisión de adquirir Ternio depende completamente de su tolerancia individual al riesgo. Como puede discernir, el valor de Ternio ha experimentado un aumento de 6.104% durante las últimas 24 horas, y Ternio ha sufrido un declive de durante el período previo de 30 días. Por lo tanto, la determinación de si invertir o no en Ternio dependerá de si dicha inversión se alinea con sus aspiraciones comerciales.
¿Puede Ternio subir?
Parece que el valor medio de Ternio podría potencialmente aumentar hasta $0.000679 para el final de este año. Mirando las perspectivas de Ternio en un horizonte de cinco años más extendido, la moneda digital podría potencialmente crecer hasta $0.002135. 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 Ternio la próxima semana?
Basado en nuestro nuevo pronóstico experimental de Ternio, el precio de Ternio aumentará en un 0.86% durante la próxima semana y alcanzará $0.000664 para el 13 de enero de 2026.
¿Cuál será el precio de Ternio el próximo mes?
Basado en nuestro nuevo pronóstico experimental de Ternio, el precio de Ternio disminuirá en un -11.62% durante el próximo mes y alcanzará $0.000582 para el 5 de febrero de 2026.
¿Hasta qué punto puede subir el precio de Ternio este año en 2026?
Según nuestra predicción más reciente sobre el valor de Ternio en 2026, se anticipa que TERN fluctúe dentro del rango de $0.000227 y $0.000679. Sin embargo, es crucial tener en cuenta que el mercado de criptomonedas es excepcionalmente inestable, y esta predicción de precios proyectada de Ternio no considera fluctuaciones de precios repentinas y extremas.
¿Dónde estará Ternio en 5 años?
El futuro de Ternio parece estar en una tendencia alcista, con un precio máximo de $0.002135 proyectada después de un período de cinco años. Basado en el pronóstico de Ternio para 2030, el valor de Ternio podría potencialmente alcanzar su punto más alto de aproximadamente $0.002135, mientras que su punto más bajo se anticipa que esté alrededor de $0.000738.
¿Cuánto será Ternio en 2026?
Basado en nuestra nueva simulación experimental de predicción de precios de Ternio, se espera que el valor de TERN en 2026 crezca en un 3.13% hasta $0.000679 si ocurre lo mejor. El precio estará entre $0.000679 y $0.000227 durante 2026.
¿Cuánto será Ternio en 2027?
Según nuestra última simulación experimental para la predicción de precios de Ternio, el valor de TERN podría disminuir en un -12.62% hasta $0.000575 en 2027, asumiendo las condiciones más favorables. Se proyecta que el precio fluctúe entre $0.000575 y $0.000219 a lo largo del año.
¿Cuánto será Ternio en 2028?
Nuestro nuevo modelo experimental de predicción de precios de Ternio sugiere que el valor de TERN en 2028 podría aumentar en un 47.02% , alcanzando $0.000968 en el mejor escenario. Se espera que el precio oscile entre $0.000968 y $0.000395 durante el año.
¿Cuánto será Ternio en 2029?
Basado en nuestro modelo de pronóstico experimental, el valor de Ternio podría experimentar un 333.75% crecimiento en 2029, potencialmente alcanzando $0.002857 bajo condiciones óptimas. El rango de precios previsto para 2029 se encuentra entre $0.002857 y $0.000868.
¿Cuánto será Ternio en 2030?
Usando nuestra nueva simulación experimental para las predicciones de precios de Ternio, se espera que el valor de TERN en 2030 aumente en un 224.23% , alcanzando $0.002135 en el mejor escenario. Se pronostica que el precio oscile entre $0.002135 y $0.000738 durante el transcurso de 2030.
¿Cuánto será Ternio en 2031?
Nuestra simulación experimental indica que el precio de Ternio podría crecer en un 195.98% en 2031, potencialmente alcanzando $0.001949 bajo condiciones ideales. Es probable que el precio fluctúe entre $0.001949 y $0.000873 durante el año.
¿Cuánto será Ternio en 2032?
Basado en los hallazgos de nuestra última predicción experimental de precios de Ternio, TERN podría experimentar un 449.04% aumento en valor, alcanzando $0.003616 si se desarrolla el escenario más positivo en 2032. Se espera que el precio se mantenga dentro de un rango de $0.003616 y $0.001333 a lo largo del año.
¿Cuánto será Ternio en 2033?
Según nuestra predicción experimental de precios de Ternio, se anticipa que el valor de TERN aumente en un 1362.43% en 2033, con el precio potencial más alto siendo $0.009633. A lo largo del año, el precio de TERN podría oscilar entre $0.009633 y $0.003097.
¿Cuánto será Ternio en 2034?
Los resultados de nuestra nueva simulación de predicción de precios de Ternio sugieren que TERN podría aumentar en un 746.96% en 2034, alcanzando potencialmente $0.005579 bajo las mejores circunstancias. El rango de precios previsto para el año está entre $0.005579 y $0.00249.
¿Cuánto será Ternio en 2035?
Basado en nuestra predicción experimental para el precio de Ternio, TERN podría crecer en un 897.93% , con el valor potencialmente alcanzando $0.006573 en 2035. El rango de precios esperado para el año está entre $0.006573 y $0.002944.
¿Cuánto será Ternio en 2036?
Nuestra reciente simulación de predicción de precios de Ternio sugiere que el valor de TERN podría aumentar en un 1964.7% en 2036, posiblemente alcanzando $0.01360076 si las condiciones son óptimas. El rango de precios esperado para 2036 está entre $0.01360076 y $0.004874.
¿Cuánto será Ternio en 2037?
Según la simulación experimental, el valor de Ternio podría aumentar en un 4830.69% en 2037, con un máximo de $0.032479 bajo condiciones favorables. Se espera que el precio caiga entre $0.032479 y $0.012658 durante el transcurso del año.
Predicciones relacionadas
Predicción de precios de DeCats- Predicción de precios de Tael
- Predicción de precios de Parachute
- Predicción de precios de SolChicks
- Predicción de precios de The DAOX Index
- Predicción de precios de NASDEX Token
- Predicción de precios de DragonKing
- Predicción de precios de Fufu
- Predicción de precios de BOMB
- Predicción de precios de Aurum
- Predicción de precios de ZrCoin
- Predicción de precios de Sway Social
- Predicción de precios de MemeDAO
- Predicción de precios de Pine
- Predicción de precios de Sator
- Predicción de precios de Formation FI
- Predicción de precios de XNF
- Predicción de precios de Value Liquidity
- Predicción de precios de NeoCortexAI
- Predicción de precios de One Cash
- Predicción de precios de APY.Finance
- Predicción de precios de Blind Boxes
- Predicción de precios de Merge
- Predicción de precios de SWAPZ.app
- Predicción de precios de Bee Token
Predicción de precios de DeCats
Predicción de precios de Tael
Predicción de precios de Parachute
Predicción de precios de SolChicks
Predicción de precios de The DAOX Index
Predicción de precios de NASDEX Token
Predicción de precios de DragonKing
Predicción de precios de Fufu
Predicción de precios de BOMB
Predicción de precios de Aurum
Predicción de precios de ZrCoin
Predicción de precios de Sway Social
Predicción de precios de MemeDAO
Predicción de precios de Pine
Predicción de precios de Sator
Predicción de precios de Formation FI
Predicción de precios de XNF
Predicción de precios de Value Liquidity
Predicción de precios de NeoCortexAI
Predicción de precios de One Cash
Predicción de precios de APY.Finance
Predicción de precios de Blind Boxes
Predicción de precios de Merge
Predicción de precios de SWAPZ.app
Predicción de precios de Bee Token¿Cómo leer y predecir los movimientos de precio de Ternio?
Los traders de Ternio 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 Ternio
Las medias móviles son herramientas populares para la predicción de precios de Ternio. Una media móvil simple (SMA) calcula el precio de cierre promedio de TERN 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 TERN 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 TERN.
¿Cómo leer gráficos de Ternio 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 Ternio 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 TERN 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 Ternio?
La acción del precio de Ternio 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 TERN. La capitalización de mercado de Ternio puede cambiar rápidamente.
Los traders a menudo monitorean la actividad de las "ballenas" de TERN, grandes poseedores de Ternio, ya que sus acciones pueden influir significativamente en los movimientos de precios en el relativamente pequeño mercado de Ternio.
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