Predicción del precio de Obsidium - Pronóstico de OBS
$0.002528
0.0191%
Add to portfolio
Add to favorites
Sentiment
Alcista 42.86%
Bajista 57.14%
SMA 50
$0.002529
SMA 200
$0.00253
RSI (14)
52.15
Momentum (10)
0
MACD (12, 26)
0
Hull Moving Average (9)
0.002529
Predicción de precio de Obsidium hasta $0.0026081 para el año 2026
| Año | Precio min. | Precio max. |
|---|---|---|
| 2026 | $0.000873 | $0.0026081 |
| 2027 | $0.000841 | $0.0022096 |
| 2028 | $0.001517 | $0.003717 |
| 2029 | $0.003334 | $0.010969 |
| 2030 | $0.002835 | $0.008199 |
| 2031 | $0.003352 | $0.007485 |
| 2032 | $0.005117 | $0.013884 |
| 2033 | $0.011893 | $0.036983 |
| 2034 | $0.009561 | $0.021418 |
| 2035 | $0.0113045 | $0.025236 |
Calculadora de ganancias de inversión
Si abres una posición corta de $10,000.00 en Obsidium hoy y la cierras el Apr 06, 2026, nuestra previsión indica que podrías obtener una ganancia de alrededor de $3,957.82, equivalente a un ROI del 39.58% en los próximos 90 días.
$
≈ $3,957.82
(39.58% ROI)
Predicción del precio a largo plazo de Obsidium para 2027, 2028, 2029, 2030, 2031, 2032 y 2037
[
'name' => 'Obsidium'
'name_with_ticker' => 'Obsidium <small>OBS</small>'
'name_lang' => 'Obsidium'
'name_lang_with_ticker' => 'Obsidium <small>OBS</small>'
'name_with_lang' => 'Obsidium'
'name_with_lang_with_ticker' => 'Obsidium <small>OBS</small>'
'image' => '/uploads/coins/obsidium.png?1717106783'
'price_for_sd' => 0.002528
'ticker' => 'OBS'
'marketcap' => '$16.01K'
'low24h' => '$0.002528'
'high24h' => '$0.00253'
'volume24h' => '$8.38K'
'current_supply' => '6.33M'
'max_supply' => '14.5M'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.002528'
'change_24h_pct' => '0.0191%'
'ath_price' => '$0.3154'
'ath_days' => 1443
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '24 ene. 2022'
'ath_pct' => '-99.20%'
'fdv' => '$36.67K'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$0.124691'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.00255'
'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' => '$0.002235'
'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' => '$0.000873'
'current_year_max_price_prediction' => '$0.0026081'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.002835'
'grand_prediction_max_price' => '$0.008199'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.0025768111353039
107 => 0.0025864320127006
108 => 0.0026081083407298
109 => 0.002422886491019
110 => 0.0025060456637113
111 => 0.0025548938867073
112 => 0.0023341958380978
113 => 0.0025505313958846
114 => 0.0024196621906969
115 => 0.0023752432168667
116 => 0.0024350475133743
117 => 0.0024117417208637
118 => 0.0023917047690252
119 => 0.0023805238056207
120 => 0.0024244374806165
121 => 0.0024223888551898
122 => 0.0023505375596196
123 => 0.0022568104735818
124 => 0.0022882683601428
125 => 0.0022768394150359
126 => 0.0022354194436054
127 => 0.0022633315032832
128 => 0.0021404209184323
129 => 0.0019289596455328
130 => 0.0020686574396442
131 => 0.0020632792265328
201 => 0.0020605672875996
202 => 0.0021655463189109
203 => 0.0021554550073286
204 => 0.0021371391779924
205 => 0.0022350830590362
206 => 0.0021993322249241
207 => 0.0023095078717016
208 => 0.0023820766783833
209 => 0.0023636708816539
210 => 0.0024319221950935
211 => 0.0022889930863132
212 => 0.0023364684029295
213 => 0.0023462529998862
214 => 0.0022338744467475
215 => 0.0021571060707048
216 => 0.0021519864952463
217 => 0.0020188807105222
218 => 0.0020899847463295
219 => 0.0021525533553549
220 => 0.0021225878471519
221 => 0.002113101662449
222 => 0.002161564522794
223 => 0.0021653305020992
224 => 0.0020794657748413
225 => 0.0020973197706205
226 => 0.0021717739009996
227 => 0.0020954437175646
228 => 0.0019471466396151
301 => 0.0019103669139162
302 => 0.0019054598205231
303 => 0.0018057102873906
304 => 0.0019128247110565
305 => 0.0018660663946383
306 => 0.0020137753559528
307 => 0.001929404789429
308 => 0.0019257677429354
309 => 0.0019202698137218
310 => 0.0018344112699533
311 => 0.0018532088344435
312 => 0.0019156948017588
313 => 0.0019379904988516
314 => 0.0019356648749816
315 => 0.0019153885864298
316 => 0.0019246709674974
317 => 0.0018947691838827
318 => 0.0018842102417365
319 => 0.0018508833158574
320 => 0.0018019019416133
321 => 0.0018087131021222
322 => 0.0017116681830709
323 => 0.0016587929606081
324 => 0.0016441577959146
325 => 0.0016245870420409
326 => 0.0016463683646404
327 => 0.0017113932670083
328 => 0.0016329594389501
329 => 0.0014984901422376
330 => 0.0015065719760946
331 => 0.0015247294572531
401 => 0.0014908931112379
402 => 0.0014588698494037
403 => 0.0014867114774392
404 => 0.0014297350637447
405 => 0.0015316147846401
406 => 0.0015288592237045
407 => 0.0015668336834546
408 => 0.0015905798924507
409 => 0.0015358525686411
410 => 0.0015220887947014
411 => 0.0015299292658661
412 => 0.001400343742379
413 => 0.0015562437815617
414 => 0.0015575920115745
415 => 0.0015460476476712
416 => 0.0016290596056623
417 => 0.0018042407291024
418 => 0.0017383305438199
419 => 0.0017128081279326
420 => 0.0016642899966741
421 => 0.0017289375258545
422 => 0.001723973604272
423 => 0.0017015248683646
424 => 0.0016879478028434
425 => 0.0017129639623617
426 => 0.0016848480238375
427 => 0.0016797976287043
428 => 0.0016491977290809
429 => 0.001638274957122
430 => 0.0016301881716118
501 => 0.0016212854153561
502 => 0.0016409226772275
503 => 0.0015964220583301
504 => 0.0015427586743894
505 => 0.0015382971446606
506 => 0.0015506158205035
507 => 0.0015451657234606
508 => 0.0015382710516927
509 => 0.0015251072456358
510 => 0.0015212018255789
511 => 0.0015338925461233
512 => 0.0015195654625436
513 => 0.0015407058548021
514 => 0.001534956837859
515 => 0.0015028432965506
516 => 0.0014628179341246
517 => 0.0014624616244429
518 => 0.001453838225763
519 => 0.0014428550310074
520 => 0.0014397997574879
521 => 0.0014843667331826
522 => 0.0015766190390935
523 => 0.0015585077040326
524 => 0.0015715949997384
525 => 0.0016359715416381
526 => 0.0016564349084379
527 => 0.0016419104953848
528 => 0.001622028582971
529 => 0.0016229032862148
530 => 0.001690845799597
531 => 0.0016950832908167
601 => 0.0017057900640623
602 => 0.0017195512934166
603 => 0.0016442540922491
604 => 0.0016193567948112
605 => 0.0016075590740356
606 => 0.0015712266603394
607 => 0.001610408053605
608 => 0.0015875787336637
609 => 0.0015906591888844
610 => 0.0015886530383807
611 => 0.001589748532211
612 => 0.0015315863071818
613 => 0.0015527775650659
614 => 0.0015175429887215
615 => 0.0014703678462631
616 => 0.0014702096986439
617 => 0.0014817557479276
618 => 0.0014748877060167
619 => 0.0014564059818279
620 => 0.0014590312235177
621 => 0.0014360313439065
622 => 0.0014618238253287
623 => 0.001462563461406
624 => 0.0014526319511325
625 => 0.00149236882744
626 => 0.0015086490580853
627 => 0.0015021119252697
628 => 0.0015081903954203
629 => 0.0015592603117722
630 => 0.0015675869364742
701 => 0.0015712850731409
702 => 0.0015663300599167
703 => 0.0015091238597409
704 => 0.0015116611979782
705 => 0.0014930438935429
706 => 0.0014773142331384
707 => 0.0014779433370633
708 => 0.001486030427224
709 => 0.0015213472242573
710 => 0.0015956693415749
711 => 0.0015984898115983
712 => 0.0016019083035457
713 => 0.0015880035787995
714 => 0.0015838097807657
715 => 0.0015893424828834
716 => 0.0016172539624766
717 => 0.0016890498658831
718 => 0.0016636723985321
719 => 0.0016430401225519
720 => 0.0016611401910082
721 => 0.0016583538273424
722 => 0.0016348341139056
723 => 0.0016341739938842
724 => 0.0015890321440917
725 => 0.0015723442300536
726 => 0.0015583985600147
727 => 0.0015431702523931
728 => 0.0015341424011775
729 => 0.0015480132837296
730 => 0.0015511857186848
731 => 0.001520856791563
801 => 0.0015167230708655
802 => 0.0015414903274485
803 => 0.0015305911812428
804 => 0.0015418012234012
805 => 0.0015444020493399
806 => 0.0015439832564617
807 => 0.0015326032960639
808 => 0.0015398565434662
809 => 0.0015227004510627
810 => 0.0015040457773357
811 => 0.0014921452577251
812 => 0.00148176047599
813 => 0.0014875225564637
814 => 0.0014669817916893
815 => 0.0014604103876341
816 => 0.0015373993064495
817 => 0.0015942718485488
818 => 0.0015934448992627
819 => 0.0015884110581575
820 => 0.0015809317913526
821 => 0.0016167068075243
822 => 0.0016042435072341
823 => 0.0016133115995388
824 => 0.001615619809617
825 => 0.0016226060663353
826 => 0.001625103052623
827 => 0.001617555425793
828 => 0.0015922246682866
829 => 0.0015291028289568
830 => 0.0014997194423546
831 => 0.0014900224353568
901 => 0.001490374903144
902 => 0.0014806522680894
903 => 0.0014835160198509
904 => 0.0014796563720957
905 => 0.0014723471329964
906 => 0.0014870712315462
907 => 0.0014887680467396
908 => 0.0014853312661982
909 => 0.001486140752429
910 => 0.0014576856774143
911 => 0.0014598490549665
912 => 0.0014478030938472
913 => 0.0014455446213535
914 => 0.0014150934806057
915 => 0.0013611448708074
916 => 0.0013910376375539
917 => 0.0013549313788832
918 => 0.0013412573916255
919 => 0.0014059879205621
920 => 0.0013994907708023
921 => 0.0013883704746565
922 => 0.0013719212389842
923 => 0.0013658200574655
924 => 0.001328751209957
925 => 0.0013265609846916
926 => 0.0013449333064599
927 => 0.0013364551121168
928 => 0.0013245485163158
929 => 0.001281424033277
930 => 0.0012329378363157
1001 => 0.0012344013298286
1002 => 0.0012498238869642
1003 => 0.0012946670518512
1004 => 0.0012771460515352
1005 => 0.0012644343647757
1006 => 0.0012620538479575
1007 => 0.0012918509998864
1008 => 0.001334020212562
1009 => 0.0013538050636665
1010 => 0.0013341988770968
1011 => 0.0013116763456377
1012 => 0.0013130471877682
1013 => 0.0013221667863147
1014 => 0.0013231251271778
1015 => 0.0013084652745515
1016 => 0.0013125919371952
1017 => 0.0013063231592895
1018 => 0.0012678516808531
1019 => 0.0012671558538026
1020 => 0.0012577143325579
1021 => 0.0012574284470469
1022 => 0.0012413660641119
1023 => 0.0012391188257053
1024 => 0.0012072259894708
1025 => 0.0012282179508608
1026 => 0.0012141376452878
1027 => 0.0011929153035811
1028 => 0.0011892565638717
1029 => 0.001189146577738
1030 => 0.001210937177442
1031 => 0.0012279633150161
1101 => 0.0012143825782316
1102 => 0.0012112905077173
1103 => 0.001244305731294
1104 => 0.0012401042431534
1105 => 0.0012364657815204
1106 => 0.0013302444220829
1107 => 0.0012560113104391
1108 => 0.0012236414366845
1109 => 0.0011835775710409
1110 => 0.001196622567714
1111 => 0.0011993713401839
1112 => 0.0011030249653656
1113 => 0.001063937253101
1114 => 0.0010505238232411
1115 => 0.0010428042047187
1116 => 0.0010463221318163
1117 => 0.0010111386062467
1118 => 0.0010347825173113
1119 => 0.0010043165581574
1120 => 0.00099920884096049
1121 => 0.0010536857499356
1122 => 0.00106126589357
1123 => 0.0010289266458596
1124 => 0.0010496936781384
1125 => 0.0010421632635507
1126 => 0.0010048388095845
1127 => 0.0010034132899831
1128 => 0.00098468519100086
1129 => 0.00095537934256819
1130 => 0.00094198578345356
1201 => 0.00093501030157845
1202 => 0.00093788852134955
1203 => 0.00093643320535831
1204 => 0.00092693628410175
1205 => 0.00093697755776803
1206 => 0.00091132625289142
1207 => 0.00090111169660295
1208 => 0.00089649801850335
1209 => 0.00087373100899133
1210 => 0.00090996344566003
1211 => 0.00091710169212798
1212 => 0.00092425400314658
1213 => 0.00098650998747339
1214 => 0.00098339985443
1215 => 0.001011513942446
1216 => 0.0010104214806841
1217 => 0.001002402887364
1218 => 0.00096857376114071
1219 => 0.0009820574479071
1220 => 0.0009405567558703
1221 => 0.00097165189611703
1222 => 0.00095746137267252
1223 => 0.00096685406586606
1224 => 0.00094996515659908
1225 => 0.0009593121763134
1226 => 0.00091879443517701
1227 => 0.00088095953860385
1228 => 0.00089618540545438
1229 => 0.00091273766400997
1230 => 0.00094862717799555
1231 => 0.0009272516795478
]
'min_raw' => 0.00087373100899133
'max_raw' => 0.0026081083407298
'avg_raw' => 0.0017409196748606
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.000873'
'max' => '$0.0026081'
'avg' => '$0.00174'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.0016551589910087
'max_diff' => 7.9218340729772E-5
'year' => 2026
]
1 => [
'items' => [
101 => 0.0009349391170867
102 => 0.0009091874881929
103 => 0.00085605452219587
104 => 0.00085635524901319
105 => 0.00084818189975913
106 => 0.00084111893267509
107 => 0.00092970691267906
108 => 0.00091868959699685
109 => 0.00090113494636786
110 => 0.00092463254382884
111 => 0.00093084568155454
112 => 0.00093102256085095
113 => 0.0009481658013977
114 => 0.0009573151519506
115 => 0.0009589277646411
116 => 0.00098590302404565
117 => 0.00099494477518578
118 => 0.0010321864684955
119 => 0.00095653889347914
120 => 0.00095498098145295
121 => 0.00092496320321267
122 => 0.00090592545369039
123 => 0.00092626673420997
124 => 0.00094428633188862
125 => 0.00092552312234198
126 => 0.0009279732013958
127 => 0.00090278512558998
128 => 0.00091178867748144
129 => 0.00091954374927978
130 => 0.00091526185445479
131 => 0.00090885165065572
201 => 0.00094280893037176
202 => 0.00094089292757053
203 => 0.00097251472711659
204 => 0.00099716618115932
205 => 0.0010413459937784
206 => 0.00099524205616467
207 => 0.00099356184543147
208 => 0.0010099861748628
209 => 0.00099494226070652
210 => 0.001004449495155
211 => 0.0010398142313275
212 => 0.0010405614324758
213 => 0.0010280448505274
214 => 0.0010272832153783
215 => 0.0010296871618579
216 => 0.0010437671514748
217 => 0.0010388471704683
218 => 0.0010445406970477
219 => 0.0010516605392176
220 => 0.001081111225183
221 => 0.0010882116858644
222 => 0.0010709612475753
223 => 0.0010725187690078
224 => 0.0010660666315526
225 => 0.0010598339476159
226 => 0.0010738441108952
227 => 0.0010994479596586
228 => 0.0010992886794443
301 => 0.0011052282746897
302 => 0.0011089285933214
303 => 0.0010930441169556
304 => 0.0010827039069299
305 => 0.0010866690014184
306 => 0.0010930092738541
307 => 0.0010846129365196
308 => 0.0010327868529293
309 => 0.0010485075760276
310 => 0.0010458908789999
311 => 0.0010421643842314
312 => 0.0010579716928714
313 => 0.0010564470393909
314 => 0.0010107777483386
315 => 0.0010137013481781
316 => 0.0010109555421281
317 => 0.0010198278032147
318 => 0.00099446312949156
319 => 0.0010022651322951
320 => 0.0010071584753143
321 => 0.001010040691945
322 => 0.0010204532347696
323 => 0.0010192314430503
324 => 0.0010203772864809
325 => 0.0010358163386804
326 => 0.0011139017666625
327 => 0.0011181517842218
328 => 0.001097223143389
329 => 0.0011055837226025
330 => 0.0010895332387702
331 => 0.0011003080360957
401 => 0.0011076798787757
402 => 0.0010743679392289
403 => 0.0010723954223616
404 => 0.0010562786924731
405 => 0.001064938910217
406 => 0.0010511598810948
407 => 0.0010545407728714
408 => 0.0010450875047232
409 => 0.0010621015052631
410 => 0.001081125801575
411 => 0.0010859320901157
412 => 0.0010732888142026
413 => 0.001064134249209
414 => 0.0010480618487815
415 => 0.0010747906088893
416 => 0.001082606912889
417 => 0.0010747495531719
418 => 0.0010729288312387
419 => 0.0010694785664653
420 => 0.0010736608212208
421 => 0.0010825643436188
422 => 0.0010783656068781
423 => 0.0010811389464676
424 => 0.0010705698358081
425 => 0.0010930493753783
426 => 0.0011287522942115
427 => 0.0011288670849335
428 => 0.0011246683255602
429 => 0.0011229502836881
430 => 0.0011272584656072
501 => 0.0011295954775675
502 => 0.0011435273479084
503 => 0.0011584767998545
504 => 0.0012282393691298
505 => 0.0012086503188367
506 => 0.0012705478204916
507 => 0.001319500707916
508 => 0.0013341795384042
509 => 0.0013206757050474
510 => 0.0012744798205964
511 => 0.0012722132301161
512 => 0.0013412493848852
513 => 0.0013217435091068
514 => 0.0013194233472501
515 => 0.0012947407450705
516 => 0.0013093312199584
517 => 0.001306140069071
518 => 0.0013011026812789
519 => 0.0013289402909838
520 => 0.0013810498112706
521 => 0.0013729280538539
522 => 0.0013668655386999
523 => 0.0013403013620663
524 => 0.0013562989297234
525 => 0.0013506025022939
526 => 0.001375077969573
527 => 0.0013605792449549
528 => 0.0013215957329132
529 => 0.0013278039856971
530 => 0.0013268656207781
531 => 0.0013461771043184
601 => 0.0013403802763001
602 => 0.0013257336970718
603 => 0.0013808717065953
604 => 0.0013772913509506
605 => 0.0013823674766716
606 => 0.0013846021441984
607 => 0.0014181636789546
608 => 0.001431912765895
609 => 0.0014350340493421
610 => 0.0014480946185428
611 => 0.0014347090904824
612 => 0.0014882607464437
613 => 0.0015238694728322
614 => 0.0015652308409407
615 => 0.001625670916635
616 => 0.001648396944198
617 => 0.0016442916907315
618 => 0.0016901166663298
619 => 0.0017724631288481
620 => 0.0016609362651819
621 => 0.0017783743234308
622 => 0.0017411947900768
623 => 0.0016530427853257
624 => 0.0016473668354636
625 => 0.0017070643965468
626 => 0.0018394678413522
627 => 0.0018063022801359
628 => 0.0018395220883291
629 => 0.0018007694174977
630 => 0.0017988450207578
701 => 0.0018376399576044
702 => 0.0019282864421484
703 => 0.0018852236951742
704 => 0.0018234826879679
705 => 0.0018690712868926
706 => 0.0018295782234784
707 => 0.0017405892981938
708 => 0.0018062769190562
709 => 0.0017623534776612
710 => 0.0017751726729589
711 => 0.0018674932136524
712 => 0.0018563849619463
713 => 0.0018707600682504
714 => 0.0018453883818857
715 => 0.0018216872260733
716 => 0.0017774472586787
717 => 0.0017643499853371
718 => 0.0017679696004982
719 => 0.0017643481916356
720 => 0.0017395963364646
721 => 0.0017342511756971
722 => 0.001725342340241
723 => 0.0017281035608689
724 => 0.0017113523438397
725 => 0.0017429653513518
726 => 0.0017488330041189
727 => 0.0017718383146802
728 => 0.0017742268023399
729 => 0.001838296264793
730 => 0.0018030078815174
731 => 0.0018266823756711
801 => 0.001824564706081
802 => 0.0016549533065689
803 => 0.0016783242609276
804 => 0.0017146821317003
805 => 0.0016983029601991
806 => 0.0016751466438323
807 => 0.001656446676803
808 => 0.0016281143145838
809 => 0.0016679915703325
810 => 0.0017204259211687
811 => 0.0017755566240069
812 => 0.0018417925511604
813 => 0.0018270094632909
814 => 0.0017743183894216
815 => 0.0017766820725045
816 => 0.0017912934312481
817 => 0.0017723703940932
818 => 0.0017667896210146
819 => 0.0017905267187257
820 => 0.001790690183072
821 => 0.0017689169418998
822 => 0.001744719968798
823 => 0.0017446185825972
824 => 0.0017403129649488
825 => 0.0018015353773124
826 => 0.0018352015138283
827 => 0.0018390612821242
828 => 0.001834941720669
829 => 0.0018365271763735
830 => 0.0018169375933176
831 => 0.001861713571073
901 => 0.0019028044361467
902 => 0.0018917912065286
903 => 0.0018752808097084
904 => 0.0018621294833926
905 => 0.0018886931720038
906 => 0.0018875103327651
907 => 0.0019024455432871
908 => 0.0019017679958679
909 => 0.001896745846311
910 => 0.0018917913858854
911 => 0.0019114352614461
912 => 0.0019057781407556
913 => 0.0019001122329941
914 => 0.0018887483875715
915 => 0.0018902929228979
916 => 0.0018737853768304
917 => 0.0018661482306857
918 => 0.0017513038767449
919 => 0.0017206137127244
920 => 0.0017302694630811
921 => 0.00173344838681
922 => 0.0017200919880977
923 => 0.0017392416328738
924 => 0.0017362571810199
925 => 0.0017478679373373
926 => 0.0017406140408707
927 => 0.0017409117433119
928 => 0.0017622439061266
929 => 0.0017684367237452
930 => 0.0017652870067222
1001 => 0.0017674929605592
1002 => 0.0018183282356562
1003 => 0.001811101085158
1004 => 0.0018072618054982
1005 => 0.0018083253122021
1006 => 0.00182131481491
1007 => 0.0018249511664676
1008 => 0.001809543689396
1009 => 0.0018168099446525
1010 => 0.0018477487373098
1011 => 0.0018585755637559
1012 => 0.0018931295966002
1013 => 0.001878450429299
1014 => 0.0019053946761798
1015 => 0.0019882121051209
1016 => 0.0020543723978893
1017 => 0.0019935286584698
1018 => 0.0021150236106763
1019 => 0.0022096248583849
1020 => 0.0022059939049313
1021 => 0.002189497989227
1022 => 0.002081796983815
1023 => 0.0019826889129034
1024 => 0.002065597022572
1025 => 0.0020658083723937
1026 => 0.0020586864922456
1027 => 0.0020144531063031
1028 => 0.0020571472662963
1029 => 0.0020605361736741
1030 => 0.0020586392867257
1031 => 0.0020247256534342
1101 => 0.0019729458036852
1102 => 0.0019830634623827
1103 => 0.0019996363937239
1104 => 0.0019682603772194
1105 => 0.0019582338388063
1106 => 0.0019768750813432
1107 => 0.0020369410488541
1108 => 0.0020255859256346
1109 => 0.0020252893974777
1110 => 0.0020738714299323
1111 => 0.0020390971793536
1112 => 0.0019831910784601
1113 => 0.0019690740506736
1114 => 0.001918968112401
1115 => 0.0019535764624371
1116 => 0.0019548219553429
1117 => 0.0019358673157168
1118 => 0.0019847291430008
1119 => 0.0019842788726604
1120 => 0.0020306659055433
1121 => 0.0021193404902414
1122 => 0.0020931150521349
1123 => 0.0020626177209365
1124 => 0.002065933626437
1125 => 0.0021023009254257
1126 => 0.0020803124262725
1127 => 0.0020882196438772
1128 => 0.0021022889569048
1129 => 0.0021107773227758
1130 => 0.0020647122812167
1201 => 0.0020539723164837
1202 => 0.0020320021178552
1203 => 0.0020262705031263
1204 => 0.0020441647714859
1205 => 0.002039450263987
1206 => 0.0019547172764869
1207 => 0.0019458622078433
1208 => 0.0019461337801564
1209 => 0.0019238672890164
1210 => 0.0018899055454577
1211 => 0.0019791549797797
1212 => 0.0019719870011586
1213 => 0.0019640741075184
1214 => 0.001965043391839
1215 => 0.0020037835463342
1216 => 0.0019813123003023
1217 => 0.0020410557908429
1218 => 0.0020287743252414
1219 => 0.0020161778863895
1220 => 0.0020144366748433
1221 => 0.002009588120563
1222 => 0.0019929606238681
1223 => 0.0019728819224515
1224 => 0.0019596242245889
1225 => 0.0018076497618387
1226 => 0.0018358553381304
1227 => 0.0018683032826348
1228 => 0.0018795041830507
1229 => 0.0018603442678105
1230 => 0.0019937171741029
1231 => 0.0020180856892958
]
'min_raw' => 0.00084111893267509
'max_raw' => 0.0022096248583849
'avg_raw' => 0.00152537189553
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.000841'
'max' => '$0.0022096'
'avg' => '$0.001525'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -3.2612076316242E-5
'max_diff' => -0.00039848348234483
'year' => 2027
]
2 => [
'items' => [
101 => 0.0019442718672575
102 => 0.0019304643149527
103 => 0.0019946223949333
104 => 0.0019559272296987
105 => 0.0019733516602345
106 => 0.00193568957207
107 => 0.0020122160275793
108 => 0.0020116330242052
109 => 0.0019818625045837
110 => 0.002007024343908
111 => 0.002002651855123
112 => 0.0019690410117919
113 => 0.0020132815512634
114 => 0.0020133034940191
115 => 0.0019846500161503
116 => 0.0019511890270524
117 => 0.001945206992515
118 => 0.0019407003330643
119 => 0.0019722432982729
120 => 0.0020005246222465
121 => 0.0020531491546268
122 => 0.0020663802123952
123 => 0.0021180219117068
124 => 0.0020872717941554
125 => 0.0021009029229853
126 => 0.0021157014415709
127 => 0.0021227963955784
128 => 0.0021112355487594
129 => 0.0021914563643618
130 => 0.0021982294591009
131 => 0.0022005004191799
201 => 0.0021734504115161
202 => 0.0021974771494547
203 => 0.0021862358344552
204 => 0.0022154826131567
205 => 0.0022200688814987
206 => 0.0022161844753742
207 => 0.0022176402293353
208 => 0.0021491859151403
209 => 0.002145636197824
210 => 0.00209723555034
211 => 0.0021169591719493
212 => 0.0020800868067286
213 => 0.0020917794135675
214 => 0.0020969334032509
215 => 0.0020942412515266
216 => 0.002118074315922
217 => 0.0020978113424125
218 => 0.0020443340237798
219 => 0.0019908421352874
220 => 0.001990170588201
221 => 0.0019760871181712
222 => 0.0019659073488558
223 => 0.0019678683335727
224 => 0.0019747790994901
225 => 0.0019655056825776
226 => 0.0019674846362501
227 => 0.0020003484529122
228 => 0.0020069390569697
229 => 0.0019845416092669
301 => 0.0018946126248037
302 => 0.0018725438264466
303 => 0.0018884064410624
304 => 0.0018808251329593
305 => 0.0015179726746811
306 => 0.001603219477487
307 => 0.0015525687219676
308 => 0.0015759109204402
309 => 0.0015242096150045
310 => 0.001548884187856
311 => 0.0015443276952214
312 => 0.001681402031497
313 => 0.0016792618042756
314 => 0.0016802862177882
315 => 0.0016313882917385
316 => 0.001709284015659
317 => 0.0017476582503019
318 => 0.0017405562007667
319 => 0.001742343633627
320 => 0.0017116296150376
321 => 0.0016805835966256
322 => 0.0016461487842588
323 => 0.001710124409365
324 => 0.0017030114119535
325 => 0.0017193260688397
326 => 0.0017608188347932
327 => 0.0017669288021956
328 => 0.0017751406603455
329 => 0.0017721972937586
330 => 0.0018423202271803
331 => 0.0018338278772569
401 => 0.0018542919971564
402 => 0.0018121957499066
403 => 0.001764559850331
404 => 0.0017736138775054
405 => 0.0017727419018806
406 => 0.00176164065137
407 => 0.0017516189387795
408 => 0.0017349356109164
409 => 0.0017877241289434
410 => 0.0017855810115146
411 => 0.0018202755915845
412 => 0.001814142987552
413 => 0.0017731879569201
414 => 0.0017746506738512
415 => 0.0017844881481711
416 => 0.0018185357591145
417 => 0.0018286434081806
418 => 0.001823961142413
419 => 0.0018350437181823
420 => 0.0018438029341974
421 => 0.0018361437408546
422 => 0.0019445817667795
423 => 0.0018995507381427
424 => 0.0019214985481764
425 => 0.0019267329715454
426 => 0.0019133251061537
427 => 0.0019162327920575
428 => 0.0019206371439048
429 => 0.0019473795058609
430 => 0.0020175592015986
501 => 0.0020486413111114
502 => 0.0021421533711452
503 => 0.0020460603746003
504 => 0.0020403586138576
505 => 0.0020572029596634
506 => 0.00211210443816
507 => 0.0021565969298479
508 => 0.0021713576561742
509 => 0.0021733085298312
510 => 0.0022010006336939
511 => 0.0022168732312008
512 => 0.0021976380839103
513 => 0.0021813383105855
514 => 0.0021229545457384
515 => 0.0021297126254932
516 => 0.0021762690933383
517 => 0.0022420328463318
518 => 0.0022984649879525
519 => 0.0022787044188156
520 => 0.0024294636125423
521 => 0.0024444107708042
522 => 0.0024423455568319
523 => 0.0024763974077879
524 => 0.002408811418179
525 => 0.0023799170982044
526 => 0.0021848625065886
527 => 0.0022396648906592
528 => 0.0023193233743371
529 => 0.0023087802753183
530 => 0.0022509301551941
531 => 0.0022984211034488
601 => 0.0022827191107766
602 => 0.0022703342976797
603 => 0.0023270715273907
604 => 0.0022646866126865
605 => 0.0023187010370909
606 => 0.0022494269790846
607 => 0.0022787946834309
608 => 0.0022621241540879
609 => 0.0022729120296361
610 => 0.002209846329614
611 => 0.0022438750505126
612 => 0.0022084306229485
613 => 0.0022084138176749
614 => 0.0022076313799719
615 => 0.0022493315918163
616 => 0.0022506914342275
617 => 0.0022198749146689
618 => 0.002215433772756
619 => 0.0022318550021047
620 => 0.0022126300432642
621 => 0.0022216252805052
622 => 0.0022129024998366
623 => 0.0022109388181782
624 => 0.0021952918686314
625 => 0.0021885507325448
626 => 0.0021911941057021
627 => 0.0021821709103642
628 => 0.0021767341087899
629 => 0.0022065498632964
630 => 0.0021906205084277
701 => 0.0022041084612037
702 => 0.0021887372367001
703 => 0.0021354538756468
704 => 0.0021048100512437
705 => 0.0020041627215843
706 => 0.0020327061794231
707 => 0.0020516305215006
708 => 0.0020453760265568
709 => 0.0020588131018642
710 => 0.0020596380291566
711 => 0.0020552694989995
712 => 0.0020502113007208
713 => 0.0020477492495347
714 => 0.0020660993619554
715 => 0.0020767522198521
716 => 0.0020535298324031
717 => 0.0020480891519395
718 => 0.0020715682677936
719 => 0.0020858905149011
720 => 0.0021916379405677
721 => 0.0021838038297147
722 => 0.0022034659105893
723 => 0.002201252262022
724 => 0.0022218612551937
725 => 0.0022555482490191
726 => 0.0021870531715405
727 => 0.0021989415486092
728 => 0.0021960267930947
729 => 0.0022278493295123
730 => 0.0022279486759975
731 => 0.0022088694757615
801 => 0.0022192126197341
802 => 0.0022134393605179
803 => 0.0022238724202244
804 => 0.002183699200388
805 => 0.0022326258457176
806 => 0.0022603641008561
807 => 0.0022607492465556
808 => 0.0022738969593468
809 => 0.0022872557970069
810 => 0.0023128969225858
811 => 0.0022865406799312
812 => 0.0022391283651241
813 => 0.0022425513811123
814 => 0.0022147535582884
815 => 0.0022152208447122
816 => 0.0022127264331603
817 => 0.0022202123499981
818 => 0.0021853419381643
819 => 0.0021935259541237
820 => 0.002182068283855
821 => 0.0021989166418717
822 => 0.0021807905937791
823 => 0.0021960253875113
824 => 0.0022026002194447
825 => 0.0022268614908251
826 => 0.00217720718427
827 => 0.002075958691903
828 => 0.0020972423525179
829 => 0.0020657621466731
830 => 0.0020686757595776
831 => 0.0020745617213428
901 => 0.0020554833934949
902 => 0.0020591229372211
903 => 0.0020589929071081
904 => 0.0020578723778424
905 => 0.0020529093679292
906 => 0.0020457120216535
907 => 0.0020743840339897
908 => 0.0020792559675965
909 => 0.0020900856724994
910 => 0.0021223075284316
911 => 0.0021190878051802
912 => 0.0021243393073882
913 => 0.0021128753075542
914 => 0.0020692075416503
915 => 0.0020715789114309
916 => 0.0020420078922689
917 => 0.0020893294750547
918 => 0.0020781230996367
919 => 0.0020708982765029
920 => 0.0020689269165733
921 => 0.0021012286442539
922 => 0.0021108938274435
923 => 0.002104871133886
924 => 0.0020925184136897
925 => 0.0021162392882206
926 => 0.0021225859935417
927 => 0.0021240067868056
928 => 0.0021660356284477
929 => 0.0021263557321712
930 => 0.0021359070775892
1001 => 0.0022104239479886
1002 => 0.0021428474291615
1003 => 0.0021786442183204
1004 => 0.0021768921517686
1005 => 0.002195204577805
1006 => 0.002175389998334
1007 => 0.0021756356237941
1008 => 0.0021918958175232
1009 => 0.002169061307972
1010 => 0.0021634071622847
1011 => 0.0021555960005135
1012 => 0.0021726513864754
1013 => 0.0021828753190108
1014 => 0.002265272706595
1015 => 0.0023185051767518
1016 => 0.0023161942148317
1017 => 0.0023373120808425
1018 => 0.0023277982887871
1019 => 0.0022970757446288
1020 => 0.0023495153812919
1021 => 0.0023329212860841
1022 => 0.0023342892831312
1023 => 0.0023342383662128
1024 => 0.002345271988845
1025 => 0.0023374536559934
1026 => 0.0023220429194076
1027 => 0.0023322732855422
1028 => 0.0023626538155393
1029 => 0.0024569559128388
1030 => 0.0025097286158242
1031 => 0.0024537789298557
1101 => 0.0024923722740406
1102 => 0.0024692300197443
1103 => 0.0024650243837162
1104 => 0.0024892638558901
1105 => 0.0025135457560512
1106 => 0.0025119991039845
1107 => 0.0024943716913569
1108 => 0.0024844144132426
1109 => 0.0025598142590569
1110 => 0.0026153675810501
1111 => 0.0026115792169243
1112 => 0.0026282998241333
1113 => 0.0026773920440478
1114 => 0.0026818804213931
1115 => 0.0026813149890117
1116 => 0.0026701900774478
1117 => 0.0027185277433839
1118 => 0.0027588518747282
1119 => 0.0026676149818503
1120 => 0.0027023567962796
1121 => 0.0027179535160882
1122 => 0.0027408541281056
1123 => 0.0027794912991671
1124 => 0.0028214615149433
1125 => 0.0028273965636341
1126 => 0.0028231853625697
1127 => 0.0027955048770454
1128 => 0.0028414291879565
1129 => 0.0028683305722307
1130 => 0.0028843497309387
1201 => 0.0029249716520884
1202 => 0.00271804983612
1203 => 0.0025715802900961
1204 => 0.0025487069554385
1205 => 0.0025952207809141
1206 => 0.0026074861057512
1207 => 0.0026025419686887
1208 => 0.0024376771782102
1209 => 0.0025478389764362
1210 => 0.0026663638086603
1211 => 0.0026709168301736
1212 => 0.0027302528394223
1213 => 0.0027495750762989
1214 => 0.0027973483410927
1215 => 0.0027943601103725
1216 => 0.0028059921401112
1217 => 0.0028033181379129
1218 => 0.0028918080510956
1219 => 0.0029894255662154
1220 => 0.0029860453820714
1221 => 0.002972011709315
1222 => 0.0029928541064551
1223 => 0.0030936058433874
1224 => 0.0030843302379643
1225 => 0.0030933406985386
1226 => 0.0032121326745008
1227 => 0.0033665791412132
1228 => 0.0032948232512536
1229 => 0.0034505128852649
1230 => 0.0035485112571221
1231 => 0.0037179893080285
]
'min_raw' => 0.0015179726746811
'max_raw' => 0.0037179893080285
'avg_raw' => 0.0026179809913548
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.001517'
'max' => '$0.003717'
'avg' => '$0.002617'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.00067685374200604
'max_diff' => 0.0015083644496435
'year' => 2028
]
3 => [
'items' => [
101 => 0.003696769821358
102 => 0.0037627463828884
103 => 0.0036587825115773
104 => 0.0034200604484821
105 => 0.0033822817682059
106 => 0.0034579156428274
107 => 0.0036438541433386
108 => 0.0034520597777473
109 => 0.0034908595281129
110 => 0.0034796851973974
111 => 0.0034790897648015
112 => 0.0035018150051907
113 => 0.0034688508587373
114 => 0.0033345489959496
115 => 0.0033960987482194
116 => 0.0033723314330062
117 => 0.0033987030412059
118 => 0.0035410197341817
119 => 0.0034780981318109
120 => 0.0034118153350492
121 => 0.0034949486715185
122 => 0.0036008059765576
123 => 0.0035941816166522
124 => 0.0035813275896679
125 => 0.0036537850667633
126 => 0.003773463590876
127 => 0.0038058122150365
128 => 0.0038296913080532
129 => 0.0038329838315396
130 => 0.0038668988697417
131 => 0.0036845291616389
201 => 0.0039739545719843
202 => 0.0040239303451354
203 => 0.0040145369710665
204 => 0.0040700829396219
205 => 0.0040537399066077
206 => 0.0040300614159134
207 => 0.00411811359104
208 => 0.0040171688777015
209 => 0.0038738905657035
210 => 0.0037952852500178
211 => 0.0038987990706227
212 => 0.0039620113487317
213 => 0.0040037906435057
214 => 0.0040164330328606
215 => 0.0036986860029389
216 => 0.0035274379768693
217 => 0.0036372059982174
218 => 0.0037711305600461
219 => 0.0036837852039359
220 => 0.0036872089765288
221 => 0.0035626774526716
222 => 0.0037821488366518
223 => 0.0037501737020507
224 => 0.0039160607569239
225 => 0.0038764704799516
226 => 0.0040117449335024
227 => 0.0039761226363418
228 => 0.0041239888002394
301 => 0.0041829766163346
302 => 0.0042820263402791
303 => 0.0043548877204176
304 => 0.004397673316451
305 => 0.0043951046297499
306 => 0.0045646424769336
307 => 0.0044646719316506
308 => 0.0043390853655267
309 => 0.0043368139007661
310 => 0.004401856962937
311 => 0.0045381693775547
312 => 0.0045735132034001
313 => 0.0045932655803543
314 => 0.0045630141274638
315 => 0.0044545032655126
316 => 0.0044076488254847
317 => 0.0044475701658923
318 => 0.0043987497970536
319 => 0.0044830274502453
320 => 0.0045987586688128
321 => 0.0045748606298294
322 => 0.0046547481911566
323 => 0.0047374234127136
324 => 0.0048556526927166
325 => 0.004886562204527
326 => 0.0049376544521661
327 => 0.0049902451579157
328 => 0.0050071358752432
329 => 0.0050393854955033
330 => 0.0050392155240856
331 => 0.005136401925389
401 => 0.005243601535639
402 => 0.0052840669068317
403 => 0.0053771147966156
404 => 0.0052177735461475
405 => 0.0053386357150079
406 => 0.0054476564166963
407 => 0.0053176774417475
408 => 0.0054968231774975
409 => 0.0055037790004637
410 => 0.00560880366892
411 => 0.0055023410471476
412 => 0.0054391238821799
413 => 0.0056216294687254
414 => 0.0057099381731827
415 => 0.0056833388727201
416 => 0.0054809168828302
417 => 0.0053630986024267
418 => 0.0050547454371618
419 => 0.0054200030812835
420 => 0.0055979094250237
421 => 0.0054804561483789
422 => 0.0055396927492695
423 => 0.0058628684361958
424 => 0.0059859128137012
425 => 0.0059603204433252
426 => 0.0059646451326325
427 => 0.006031037645321
428 => 0.0063254586096063
429 => 0.006149034743182
430 => 0.0062839041785872
501 => 0.0063554384408182
502 => 0.0064218834502262
503 => 0.0062587155072812
504 => 0.006046436410923
505 => 0.0059791987102361
506 => 0.0054687777347677
507 => 0.0054422081063486
508 => 0.0054272937687748
509 => 0.0053332609800472
510 => 0.0052593769658558
511 => 0.0052006216546332
512 => 0.0050464301721641
513 => 0.005098465271159
514 => 0.0048527162303666
515 => 0.0050099377578543
516 => 0.0046177163549316
517 => 0.0049443699942076
518 => 0.0047665872694681
519 => 0.0048859635876796
520 => 0.0048855470949513
521 => 0.0046657374448278
522 => 0.004538955825947
523 => 0.0046197460079123
524 => 0.0047063594961117
525 => 0.0047204122431693
526 => 0.0048327088914632
527 => 0.0048640484721937
528 => 0.0047690880794753
529 => 0.0046095884381514
530 => 0.0046466365670314
531 => 0.0045382050467977
601 => 0.0043481829783463
602 => 0.0044846601453751
603 => 0.0045312594506762
604 => 0.004551840358601
605 => 0.0043649754784611
606 => 0.0043062584760872
607 => 0.0042749980367067
608 => 0.004585466528674
609 => 0.004602474693507
610 => 0.0045154585175093
611 => 0.0049087798842309
612 => 0.0048197591453223
613 => 0.0049192171212938
614 => 0.0046432748376557
615 => 0.0046538162044962
616 => 0.0045231807052507
617 => 0.004596327855761
618 => 0.004544629807423
619 => 0.004590418288854
620 => 0.0046178637158307
621 => 0.0047484777790762
622 => 0.0049458613970016
623 => 0.0047289683936225
624 => 0.0046344650060853
625 => 0.0046930943762062
626 => 0.0048492321149261
627 => 0.0050857887816307
628 => 0.004945742473795
629 => 0.005007892647072
630 => 0.0050214696950642
701 => 0.0049182047324623
702 => 0.0050895963080975
703 => 0.005181446445863
704 => 0.0052756656815025
705 => 0.0053574736038452
706 => 0.0052380324468627
707 => 0.0053658516060513
708 => 0.0052628519268642
709 => 0.0051704505667223
710 => 0.005170590701444
711 => 0.0051126259784585
712 => 0.005000312023649
713 => 0.0049795996071769
714 => 0.0050873482133546
715 => 0.0051737523916781
716 => 0.0051808690536529
717 => 0.0052287068463798
718 => 0.0052570167593471
719 => 0.0055344923918873
720 => 0.0056460953866937
721 => 0.0057825614162065
722 => 0.0058357226255057
723 => 0.005995718806148
724 => 0.0058665088960249
725 => 0.0058385535192013
726 => 0.0054504551193149
727 => 0.0055140062105546
728 => 0.0056157576393977
729 => 0.0054521329628992
730 => 0.0055559151589286
731 => 0.0055764039628322
801 => 0.0054465730590035
802 => 0.0055159213544006
803 => 0.0053317528421625
804 => 0.0049498757672939
805 => 0.0050900214464471
806 => 0.0051932158388294
807 => 0.0050459447171231
808 => 0.0053099225026023
809 => 0.0051557121299329
810 => 0.0051068348452
811 => 0.004916147131447
812 => 0.0050061443920952
813 => 0.0051278669757586
814 => 0.0050526565708238
815 => 0.0052087294539626
816 => 0.0054297702796046
817 => 0.0055872971351659
818 => 0.0055993900911172
819 => 0.0054981108764709
820 => 0.0056604114642968
821 => 0.0056615936468916
822 => 0.0054785179208066
823 => 0.0053663850579494
824 => 0.0053409082355787
825 => 0.005404554332886
826 => 0.0054818324447347
827 => 0.0056036784884965
828 => 0.005677307500854
829 => 0.0058692929152716
830 => 0.0059212386637598
831 => 0.0059783112923815
901 => 0.0060545779247669
902 => 0.0061461555713088
903 => 0.0059457888941935
904 => 0.0059537498358055
905 => 0.0057671711603413
906 => 0.0055677850875192
907 => 0.0057190942629663
908 => 0.0059169108820474
909 => 0.0058715315310623
910 => 0.0058664254270604
911 => 0.0058750124776764
912 => 0.0058407979289846
913 => 0.0056860467933022
914 => 0.0056083317417559
915 => 0.0057086039854748
916 => 0.0057618942204073
917 => 0.0058445427273907
918 => 0.0058343545544067
919 => 0.0060472482325943
920 => 0.0061299722783674
921 => 0.0061088079274972
922 => 0.0061127026774058
923 => 0.0062624706108625
924 => 0.0064290433549911
925 => 0.006585060711077
926 => 0.006743768266789
927 => 0.0065524401139169
928 => 0.0064552954773684
929 => 0.0065555239453625
930 => 0.006502341309427
1001 => 0.006807944510507
1002 => 0.0068291038130919
1003 => 0.0071346849155821
1004 => 0.0074247177697661
1005 => 0.0072425533305314
1006 => 0.0074143261918632
1007 => 0.0076001125462403
1008 => 0.0079585245665835
1009 => 0.0078378240072188
1010 => 0.0077453692703644
1011 => 0.007657999990775
1012 => 0.007839801592118
1013 => 0.0080736864478942
1014 => 0.0081240630057071
1015 => 0.0082056922746903
1016 => 0.0081198690795066
1017 => 0.0082232336649905
1018 => 0.0085881560724488
1019 => 0.0084895508166944
1020 => 0.0083495155019372
1021 => 0.008637586695105
1022 => 0.008741838540064
1023 => 0.0094735325851015
1024 => 0.010397326541735
1025 => 0.01001486977773
1026 => 0.0097774665225103
1027 => 0.0098332619187675
1028 => 0.010170600199331
1029 => 0.010278942548466
1030 => 0.0099844306956695
1031 => 0.010088457260987
1101 => 0.010661653863554
1102 => 0.010969155450482
1103 => 0.01055152699246
1104 => 0.0093993066401642
1105 => 0.0083369068540029
1106 => 0.0086187031177787
1107 => 0.0085867561666227
1108 => 0.0092025844083479
1109 => 0.0084871991139556
1110 => 0.0084992443676053
1111 => 0.0091278072851959
1112 => 0.0089601174750792
1113 => 0.0086884814587784
1114 => 0.0083388900975323
1115 => 0.007692638132982
1116 => 0.0071202347459105
1117 => 0.0082428496045849
1118 => 0.0081944404105362
1119 => 0.0081243367237131
1120 => 0.0082803448927268
1121 => 0.0090378762777658
1122 => 0.0090204127274509
1123 => 0.0089093185303288
1124 => 0.0089935824997066
1125 => 0.0086737095775361
1126 => 0.0087561481129505
1127 => 0.0083367385644488
1128 => 0.0085263291964615
1129 => 0.0086878986498853
1130 => 0.0087203361097368
1201 => 0.0087934193630799
1202 => 0.0081689309650033
1203 => 0.0084493079217236
1204 => 0.0086140031160287
1205 => 0.007869904236496
1206 => 0.0085992946736406
1207 => 0.0081580600113541
1208 => 0.0080082983398519
1209 => 0.0082099327009298
1210 => 0.0081313555943218
1211 => 0.0080637996122629
1212 => 0.0080261022135149
1213 => 0.0081741602347181
1214 => 0.0081672531510614
1215 => 0.0079250014915493
1216 => 0.0076089940771567
1217 => 0.0077150565380166
1218 => 0.0076765230516453
1219 => 0.0075368727261171
1220 => 0.0076309801840785
1221 => 0.0072165785659109
1222 => 0.0065036221205754
1223 => 0.0069746229868106
1224 => 0.0069564899658109
1225 => 0.0069473464743558
1226 => 0.0073012906078237
1227 => 0.0072672670462713
1228 => 0.0072055139488939
1229 => 0.0075357385820564
1230 => 0.007415202148804
1231 => 0.0077866670341324
]
'min_raw' => 0.0033345489959496
'max_raw' => 0.010969155450482
'avg_raw' => 0.0071518522232157
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.003334'
'max' => '$0.010969'
'avg' => '$0.007151'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.0018165763212685
'max_diff' => 0.0072511661424533
'year' => 2029
]
4 => [
'items' => [
101 => 0.0080313378324522
102 => 0.0079692814037271
103 => 0.0081993954721434
104 => 0.0077175000028988
105 => 0.0078775663474914
106 => 0.0079105557992695
107 => 0.0075316636613426
108 => 0.0072728337217178
109 => 0.0072555727156221
110 => 0.0068067972692755
111 => 0.007046529490325
112 => 0.0072574839240553
113 => 0.0071564531210238
114 => 0.0071244697869935
115 => 0.0072878657042158
116 => 0.0073005629663754
117 => 0.0070110640435417
118 => 0.0070712600368374
119 => 0.0073222873356317
120 => 0.0070649347929775
121 => 0.0065649408408996
122 => 0.006440935427827
123 => 0.00642439081985
124 => 0.0060880783046039
125 => 0.0064492220624835
126 => 0.0062915731341181
127 => 0.0067895842099003
128 => 0.0065051229543005
129 => 0.0064928603981171
130 => 0.00647432374592
131 => 0.0061848456711526
201 => 0.0062482229722353
202 => 0.0064588987736696
203 => 0.0065340702730541
204 => 0.0065262292698064
205 => 0.0064578663473088
206 => 0.0064891625431534
207 => 0.0063883465920205
208 => 0.0063527463813729
209 => 0.0062403823239597
210 => 0.0060752382009254
211 => 0.0060982025041211
212 => 0.0057710087840799
213 => 0.0055927362799163
214 => 0.0055433928003577
215 => 0.005477408637286
216 => 0.0055508458871538
217 => 0.0057700818853807
218 => 0.0055056367580074
219 => 0.0050522641357948
220 => 0.0050795126028992
221 => 0.0051407318183401
222 => 0.0050266502153716
223 => 0.004918681552305
224 => 0.0050125515450669
225 => 0.0048204515883297
226 => 0.0051639461803434
227 => 0.0051546556142619
228 => 0.0052826891566016
301 => 0.0053627511581393
302 => 0.0051782341649756
303 => 0.0051318286401819
304 => 0.0051582633361179
305 => 0.0047213566963089
306 => 0.0052469845630065
307 => 0.0052515302146249
308 => 0.0052126075857232
309 => 0.0054924881978
310 => 0.006083123586234
311 => 0.0058609027948516
312 => 0.0057748521877694
313 => 0.0056112699208035
314 => 0.0058292335789817
315 => 0.0058124973707963
316 => 0.0057368098903638
317 => 0.0056910338660389
318 => 0.0057753775944271
319 => 0.0056805827447008
320 => 0.0056635549849017
321 => 0.0055603852869046
322 => 0.0055235583986418
323 => 0.0054962932366927
324 => 0.0054662769724062
325 => 0.0055324853718352
326 => 0.0053824484282888
327 => 0.0052015185826748
328 => 0.0051864762237
329 => 0.005228009499367
330 => 0.0052096341166731
331 => 0.0051863882494372
401 => 0.0051420055582486
402 => 0.0051288381618591
403 => 0.0051716258122124
404 => 0.0051233210496386
405 => 0.0051945973581129
406 => 0.0051752141461059
407 => 0.0050669410994887
408 => 0.0049319927955877
409 => 0.0049307914726194
410 => 0.0049017170819035
411 => 0.0048646864739629
412 => 0.0048543854059793
413 => 0.0050046460761012
414 => 0.0053156811663299
415 => 0.0052546175356791
416 => 0.0052987422668769
417 => 0.0055157922725184
418 => 0.0055847859423905
419 => 0.0055358158697199
420 => 0.0054687826139059
421 => 0.0054717317369622
422 => 0.0057008046644251
423 => 0.0057150916619244
424 => 0.0057511902954451
425 => 0.0057975872409917
426 => 0.0055437174701726
427 => 0.0054597744935868
428 => 0.0054199976543014
429 => 0.0052975003848765
430 => 0.0054296031878291
501 => 0.0053526325417546
502 => 0.0053630185116018
503 => 0.0053562546351138
504 => 0.0053599481690475
505 => 0.0051638501666045
506 => 0.0052352979720872
507 => 0.0051165021379425
508 => 0.0049574478514809
509 => 0.0049569146457411
510 => 0.0049958429570205
511 => 0.0049726868742065
512 => 0.0049103744507515
513 => 0.0049192256363969
514 => 0.0048416799364876
515 => 0.0049286410883761
516 => 0.0049311348230503
517 => 0.0048976500427673
518 => 0.005031625695578
519 => 0.0050865156298483
520 => 0.0050644752301525
521 => 0.0050849692166505
522 => 0.0052571550052184
523 => 0.0052852288017476
524 => 0.005297697327715
525 => 0.0052809911546819
526 => 0.0050881164567796
527 => 0.0050966712697981
528 => 0.0050339017280759
529 => 0.004980868079812
530 => 0.0049829891476177
531 => 0.005010255336717
601 => 0.0051293283836547
602 => 0.0053799105911956
603 => 0.0053894200027985
604 => 0.0054009456870704
605 => 0.0053540649367918
606 => 0.0053399252539194
607 => 0.0053585791453899
608 => 0.0054526846475557
609 => 0.0056947495485208
610 => 0.0056091876455486
611 => 0.0055396244865818
612 => 0.0056006501310887
613 => 0.0055912557114516
614 => 0.0055119573555055
615 => 0.0055097317147654
616 => 0.0053575328164868
617 => 0.0053012683491944
618 => 0.0052542495490024
619 => 0.0052029062466497
620 => 0.005172468215972
621 => 0.0052192348649306
622 => 0.0052299309508741
623 => 0.005127674855585
624 => 0.0051137377276464
625 => 0.0051972422624106
626 => 0.0051604950300237
627 => 0.0051982904698211
628 => 0.0052070593360574
629 => 0.0052056473466292
630 => 0.0051672790156246
701 => 0.0051917338456468
702 => 0.0051338908823085
703 => 0.0050709953474102
704 => 0.0050308719146753
705 => 0.0049958588980131
706 => 0.0050152861546258
707 => 0.0049460315320786
708 => 0.0049238755845056
709 => 0.0051834490994864
710 => 0.0053751988458883
711 => 0.0053724107286343
712 => 0.0053554387818967
713 => 0.0053302219116782
714 => 0.0054508398764331
715 => 0.0054088189893448
716 => 0.0054393926956641
717 => 0.0054471749870968
718 => 0.0054707296393873
719 => 0.0054791484029904
720 => 0.0054537010521746
721 => 0.0053682966347047
722 => 0.005155476946378
723 => 0.0050564088069662
724 => 0.0050237146708499
725 => 0.0050249030406027
726 => 0.0049921224977037
727 => 0.0050017778367083
728 => 0.0049887647648296
729 => 0.0049641211548915
730 => 0.005013764481156
731 => 0.0050194854120484
801 => 0.0050078980665047
802 => 0.0050106273058482
803 => 0.0049146890337663
804 => 0.0049219830122257
805 => 0.0048813692132898
806 => 0.0048737546155959
807 => 0.0047710864685338
808 => 0.0045891949640273
809 => 0.0046899805141594
810 => 0.0045682457421927
811 => 0.0045221429394661
812 => 0.004740386437117
813 => 0.0047184808430852
814 => 0.0046809879882356
815 => 0.0046255282417174
816 => 0.0046049576822561
817 => 0.0044799774748169
818 => 0.0044725929774179
819 => 0.0045345365429743
820 => 0.004505951718818
821 => 0.004465807799783
822 => 0.0043204105943624
823 => 0.0041569359961092
824 => 0.0041618702666658
825 => 0.0042138684948171
826 => 0.0043650603560835
827 => 0.004305987080241
828 => 0.0042631287408295
829 => 0.0042551026621746
830 => 0.0043555658402735
831 => 0.0044977422849699
901 => 0.0045644482918028
902 => 0.004498344664923
903 => 0.0044224083776354
904 => 0.0044270302675877
905 => 0.0044577776307973
906 => 0.0044610087439264
907 => 0.0044115820272786
908 => 0.0044254953584963
909 => 0.004404359736115
910 => 0.004274650460574
911 => 0.004272304431092
912 => 0.0042404716830297
913 => 0.0042395078000695
914 => 0.0041853523545642
915 => 0.0041777756333791
916 => 0.0040702467093279
917 => 0.004141022572766
918 => 0.0040935498394713
919 => 0.0040219972327106
920 => 0.0040096615363352
921 => 0.0040092907104064
922 => 0.0040827592386796
923 => 0.0041401640502376
924 => 0.0040943756479918
925 => 0.0040839505163713
926 => 0.0041952636477097
927 => 0.0041810980371052
928 => 0.0041688307096801
929 => 0.0044850119437523
930 => 0.0042347298250547
1001 => 0.0041255925356987
1002 => 0.0039905144155115
1003 => 0.0040344965325675
1004 => 0.0040437642108629
1005 => 0.0037189256814739
1006 => 0.0035871387305569
1007 => 0.0035419144152886
1008 => 0.0035158871824738
1009 => 0.0035277481192969
1010 => 0.003409124406404
1011 => 0.0034888415033232
1012 => 0.0033861233949707
1013 => 0.0033689023698318
1014 => 0.0035525750718978
1015 => 0.00357813205539
1016 => 0.0034690980238801
1017 => 0.0035391155231157
1018 => 0.0035137262045769
1019 => 0.0033878842021196
1020 => 0.0033830779632568
1021 => 0.003319934869984
1022 => 0.0032211281559243
1023 => 0.0031759708362609
1024 => 0.0031524525121064
1025 => 0.0031621566310155
1026 => 0.0031572499315441
1027 => 0.0031252303984738
1028 => 0.003159085253699
1029 => 0.0030726000883906
1030 => 0.0030381609987064
1031 => 0.0030226056608769
1101 => 0.0029458450987653
1102 => 0.0030680052886618
1103 => 0.0030920723850049
1104 => 0.0031161869009625
1105 => 0.0033260872986944
1106 => 0.0033156012679961
1107 => 0.0034103898786048
1108 => 0.0034067065675016
1109 => 0.0033796713202823
1110 => 0.0032656140593464
1111 => 0.0033110752506803
1112 => 0.0031711527699924
1113 => 0.0032759922063276
1114 => 0.0032281478657838
1115 => 0.0032598159866626
1116 => 0.0032028738499231
1117 => 0.0032343879794779
1118 => 0.0030977795863783
1119 => 0.0029702165910337
1120 => 0.0030215516641564
1121 => 0.0030773587595183
1122 => 0.0031983627616466
1123 => 0.0031262937762403
1124 => 0.0031522125086225
1125 => 0.0030653890938857
1126 => 0.0028862475894015
1127 => 0.0028872615108622
1128 => 0.0028597044932071
1129 => 0.0028358912065626
1130 => 0.0031345717661613
1201 => 0.0030974261171343
1202 => 0.0030382393869121
1203 => 0.0031174631773016
1204 => 0.0031384112049313
1205 => 0.0031390075658284
1206 => 0.0031968071982346
1207 => 0.003227654872411
1208 => 0.003233091908686
1209 => 0.0033240408791209
1210 => 0.0033545257743648
1211 => 0.0034800887434903
1212 => 0.0032250376627778
1213 => 0.0032197850536116
1214 => 0.0031185780185001
1215 => 0.0030543909168125
1216 => 0.0031229729642671
1217 => 0.0031837272959289
1218 => 0.0031204658249369
1219 => 0.0031287264375259
1220 => 0.0030438030813713
1221 => 0.0030741591851813
1222 => 0.0031003059511912
1223 => 0.0030858692438364
1224 => 0.0030642567941817
1225 => 0.0031787461335659
1226 => 0.0031722861963505
1227 => 0.0032789013012836
1228 => 0.0033620153996982
1229 => 0.0035109707224795
1230 => 0.0033555280779406
1231 => 0.0033498631301451
]
'min_raw' => 0.0028358912065626
'max_raw' => 0.0081993954721434
'avg_raw' => 0.005517643339353
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.002835'
'max' => '$0.008199'
'avg' => '$0.005517'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.00049865778938699
'max_diff' => -0.0027697599783383
'year' => 2030
]
5 => [
'items' => [
101 => 0.0034052389035328
102 => 0.0033545172966224
103 => 0.0033865716013394
104 => 0.0035058062784319
105 => 0.0035083255192713
106 => 0.0034661249893525
107 => 0.0034635570832718
108 => 0.0034716621566659
109 => 0.0035191338246926
110 => 0.0035025457652271
111 => 0.0035217418875989
112 => 0.0035457469325663
113 => 0.0036450419764797
114 => 0.0036689816754054
115 => 0.0036108206183267
116 => 0.0036160719105792
117 => 0.003594318078675
118 => 0.0035733041496303
119 => 0.0036205403932849
120 => 0.0037068655569944
121 => 0.0037063285326312
122 => 0.0037263542926905
123 => 0.003738830175305
124 => 0.0036852745542192
125 => 0.0036504118141871
126 => 0.0036637804070892
127 => 0.0036851570782697
128 => 0.0036568482407329
129 => 0.0034821129815267
130 => 0.0035351164970383
131 => 0.0035262941203176
201 => 0.0035137299830298
202 => 0.0035670254277408
203 => 0.0035618849520833
204 => 0.0034079077487724
205 => 0.0034177648697505
206 => 0.0034085071929468
207 => 0.003438420640642
208 => 0.0033529018722793
209 => 0.00337920686945
210 => 0.0033957051170814
211 => 0.0034054227116818
212 => 0.0034405293267955
213 => 0.0034364099707109
214 => 0.0034402732618374
215 => 0.0034923271042482
216 => 0.0037555975764405
217 => 0.0037699268073683
218 => 0.0036993644336095
219 => 0.0037275527101449
220 => 0.0036734373832954
221 => 0.0037097653647506
222 => 0.0037346200470316
223 => 0.0036223065170844
224 => 0.0036156560387497
225 => 0.0035613173586964
226 => 0.0035905158874569
227 => 0.0035440589287504
228 => 0.0035554578414216
301 => 0.0035235854878537
302 => 0.0035809493785535
303 => 0.0036450911218033
304 => 0.0036612958591824
305 => 0.0036186681717161
306 => 0.003587802916689
307 => 0.0035336136965085
308 => 0.0036237315773542
309 => 0.0036500847920062
310 => 0.0036235931551366
311 => 0.0036174544640202
312 => 0.003605821655447
313 => 0.0036199224193508
314 => 0.0036499412667395
315 => 0.0036357849326721
316 => 0.0036451354407261
317 => 0.0036095009462261
318 => 0.0036852922833582
319 => 0.0038056671669026
320 => 0.0038060541918364
321 => 0.0037918977814611
322 => 0.0037861052833396
323 => 0.0038006306194675
324 => 0.0038085100184564
325 => 0.0038554822920031
326 => 0.0039058854129766
327 => 0.0041410947859555
328 => 0.0040750489352285
329 => 0.0042837406836036
330 => 0.0044487887613362
331 => 0.0044982794631705
401 => 0.0044527503462004
402 => 0.0042969976964803
403 => 0.0042893557284278
404 => 0.0045221159441822
405 => 0.0044563505221383
406 => 0.00444852793445
407 => 0.0043653088179172
408 => 0.0044145016226762
409 => 0.0044037424346605
410 => 0.0043867585300202
411 => 0.0044806149746999
412 => 0.0046563058605177
413 => 0.0046289227883443
414 => 0.004608482595231
415 => 0.0045189196190594
416 => 0.0045728565353297
417 => 0.0045536506325394
418 => 0.0046361713792934
419 => 0.0045872879169747
420 => 0.0044558522843843
421 => 0.0044767838420918
422 => 0.0044736200792527
423 => 0.0045387300942936
424 => 0.0045191856839083
425 => 0.0044698037194484
426 => 0.00465570536817
427 => 0.0046436339491413
428 => 0.0046607484614134
429 => 0.0046682827989994
430 => 0.0047814378566218
501 => 0.0048277938631716
502 => 0.0048383174882346
503 => 0.0048823521091548
504 => 0.0048372218667515
505 => 0.0050177750136821
506 => 0.0051378323208228
507 => 0.0052772850611593
508 => 0.0054810629961538
509 => 0.005557685384763
510 => 0.0055438442360811
511 => 0.0056983463407085
512 => 0.0059759831883351
513 => 0.0055999625809277
514 => 0.0059959131935771
515 => 0.005870559801082
516 => 0.0055733491624872
517 => 0.005554212301245
518 => 0.0057554867963878
519 => 0.0062018942546623
520 => 0.006090074249476
521 => 0.0062020771521324
522 => 0.0060714198167993
523 => 0.0060649315788335
524 => 0.0061957314169879
525 => 0.0065013523683636
526 => 0.006356163310395
527 => 0.0061479991939796
528 => 0.0063017043381484
529 => 0.0061685507175298
530 => 0.0058685183429244
531 => 0.0060899887428254
601 => 0.0059418977935254
602 => 0.0059851186054791
603 => 0.0062963837540414
604 => 0.006258931507861
605 => 0.0063073981824031
606 => 0.00622185577043
607 => 0.0061419456688468
608 => 0.0059927875300398
609 => 0.0059486291585464
610 => 0.0059608329437754
611 => 0.0059486231109566
612 => 0.0058651705031281
613 => 0.0058471489204131
614 => 0.0058171121596779
615 => 0.0058264218078071
616 => 0.0057699439100605
617 => 0.0058765293720374
618 => 0.0058963125730082
619 => 0.0059738765837451
620 => 0.0059819295366485
621 => 0.0061979442024962
622 => 0.0060789669545263
623 => 0.0061587871644659
624 => 0.006151647293592
625 => 0.005579790618247
626 => 0.0056585874225754
627 => 0.005781170522311
628 => 0.0057259470020376
629 => 0.0056478738646846
630 => 0.0055848256202553
701 => 0.0054893010829309
702 => 0.0056237500348287
703 => 0.0058005361095223
704 => 0.0059864131232442
705 => 0.0062097321760867
706 => 0.0061598899632126
707 => 0.0059822383288888
708 => 0.00599020765143
709 => 0.0060394708675666
710 => 0.0059756705266345
711 => 0.005956854560563
712 => 0.0060368858427672
713 => 0.0060374369742233
714 => 0.0059640269714522
715 => 0.0058824451872607
716 => 0.0058821033566062
717 => 0.0058675866660958
718 => 0.0060740023037921
719 => 0.0061875100335501
720 => 0.00620052351184
721 => 0.0061866341227752
722 => 0.0061919795973761
723 => 0.0061259319504021
724 => 0.0062768972855635
725 => 0.0064154380060318
726 => 0.0063783061334555
727 => 0.0063226401778569
728 => 0.0062782995629869
729 => 0.0063678608937571
730 => 0.0063638728686806
731 => 0.0064142279736988
801 => 0.00641194357527
802 => 0.0063950110474036
803 => 0.0063783067381694
804 => 0.0064445374361137
805 => 0.0064254640587382
806 => 0.0064063610551394
807 => 0.0063680470568986
808 => 0.0063732545655876
809 => 0.0063175982215011
810 => 0.0062918490500657
811 => 0.0059046432925774
812 => 0.0058011692618634
813 => 0.0058337242983341
814 => 0.0058444422616314
815 => 0.0057994102308591
816 => 0.0058639745952071
817 => 0.005853912307414
818 => 0.0058930587829753
819 => 0.005868601764587
820 => 0.0058696054891526
821 => 0.0059415283654464
822 => 0.0059624078824163
823 => 0.005951788391567
824 => 0.005959225918943
825 => 0.0061306205981381
826 => 0.0061062537556499
827 => 0.0060933093562272
828 => 0.0060968950433309
829 => 0.0061406900586086
830 => 0.0061529502717672
831 => 0.0061010028871044
901 => 0.0061255015740156
902 => 0.0062298138735373
903 => 0.0062663172748051
904 => 0.0063828186090252
905 => 0.0063333267716024
906 => 0.0064241711811484
907 => 0.0067033959249516
908 => 0.0069264599711842
909 => 0.0067213210557571
910 => 0.0071309497696282
911 => 0.007449904481126
912 => 0.0074376624680518
913 => 0.0073820453365468
914 => 0.0070189238773563
915 => 0.0066847740967734
916 => 0.0069643045769802
917 => 0.0069650171576602
918 => 0.0069410052415071
919 => 0.0067918692925253
920 => 0.0069358156337534
921 => 0.0069472415715838
922 => 0.0069408460848009
923 => 0.0068265039023843
924 => 0.0066519245238018
925 => 0.0066860369164928
926 => 0.0067419137115947
927 => 0.0066361272813463
928 => 0.0066023221070561
929 => 0.0066651723577592
930 => 0.0068676889608942
1001 => 0.0068294043701703
1002 => 0.0068284046047863
1003 => 0.0069922023190962
1004 => 0.0068749585054095
1005 => 0.0066864671830077
1006 => 0.0066388706382061
1007 => 0.0064699349690351
1008 => 0.0065866194374597
1009 => 0.006590818703749
1010 => 0.0065269118128792
1011 => 0.0066916528749908
1012 => 0.0066901347571013
1013 => 0.0068465318771052
1014 => 0.0071455044304767
1015 => 0.0070570835348989
1016 => 0.006954259653508
1017 => 0.0069654394604121
1018 => 0.0070880543480362
1019 => 0.0070139185879531
1020 => 0.0070405783241718
1021 => 0.0070880139953324
1022 => 0.0071166331135051
1023 => 0.0069613216097303
1024 => 0.0069251110687924
1025 => 0.0068510370102064
1026 => 0.0068317124709791
1027 => 0.0068920442460915
1028 => 0.0068761489549024
1029 => 0.0065904657716777
1030 => 0.0065606102895045
1031 => 0.006561525914519
1101 => 0.0064864528850436
1102 => 0.0063719484955022
1103 => 0.0066728591945152
1104 => 0.006648691854142
1105 => 0.0066220129807734
1106 => 0.0066252809905336
1107 => 0.0067558961261653
1108 => 0.0066801327512764
1109 => 0.0068815621007914
1110 => 0.0068401542820516
1111 => 0.0067976845090071
1112 => 0.0067918138927115
1113 => 0.0067754666534401
1114 => 0.0067194058874388
1115 => 0.0066517091437625
1116 => 0.0066070098897959
1117 => 0.0060946173781154
1118 => 0.0061897144478331
1119 => 0.0062991149581728
1120 => 0.006336879575947
1121 => 0.0062722805840122
1122 => 0.0067219566493759
1123 => 0.0068041167997042
1124 => 0.0065552483451857
1125 => 0.0065086952185774
1126 => 0.0067250086646061
1127 => 0.0065945452134075
1128 => 0.0066532928974938
1129 => 0.0065263125377642
1130 => 0.0067843268254202
1201 => 0.0067823611888404
1202 => 0.0066819878034253
1203 => 0.0067668227014508
1204 => 0.0067520805502346
1205 => 0.0066387592453096
1206 => 0.0067879193129138
1207 => 0.0067879932944464
1208 => 0.00669138609329
1209 => 0.0065785700323749
1210 => 0.0065584011852797
1211 => 0.0065432066682968
1212 => 0.0066495559777569
1213 => 0.0067449084360731
1214 => 0.0069223357211205
1215 => 0.0069669451561497
1216 => 0.007141058750887
1217 => 0.007037382582658
1218 => 0.0070833408852028
1219 => 0.007133235123814
1220 => 0.007157156256604
1221 => 0.0071181780544014
1222 => 0.0073886481350432
1223 => 0.0074114840968385
1224 => 0.0074191407972982
1225 => 0.0073279398078885
1226 => 0.0074089476323417
1227 => 0.0073710467539772
1228 => 0.0074696543103143
1229 => 0.0074851172342324
1230 => 0.0074720206877832
1231 => 0.0074769288639005
]
'min_raw' => 0.0033529018722793
'max_raw' => 0.0074851172342324
'avg_raw' => 0.0054190095532558
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.003352'
'max' => '$0.007485'
'avg' => '$0.005419'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.00051701066571666
'max_diff' => -0.00071427823791105
'year' => 2031
]
6 => [
'items' => [
101 => 0.0072461303642645
102 => 0.0072341622444993
103 => 0.0070709760822817
104 => 0.0071374756495965
105 => 0.0070131578959086
106 => 0.0070525803362178
107 => 0.0070699573722753
108 => 0.007060880594777
109 => 0.0071412354353574
110 => 0.0070729174054546
111 => 0.0068926148920173
112 => 0.0067122632552808
113 => 0.0067099990873928
114 => 0.0066625156849109
115 => 0.0066281938819354
116 => 0.0066348054788199
117 => 0.0066581056086048
118 => 0.006626839636035
119 => 0.0066335118165078
120 => 0.0067443144688625
121 => 0.0067665351505839
122 => 0.0066910205919139
123 => 0.006387818742155
124 => 0.0063134122476999
125 => 0.0063668941603693
126 => 0.0063413332507896
127 => 0.0051179508541552
128 => 0.0054053664015568
129 => 0.0052345938430005
130 => 0.0053132936948509
131 => 0.0051389791339046
201 => 0.0052221711789971
202 => 0.0052068086459555
203 => 0.0056689643409331
204 => 0.0056617484154304
205 => 0.0056652022971102
206 => 0.0055003395254895
207 => 0.0057629703971934
208 => 0.0058923518084953
209 => 0.0058684067526381
210 => 0.0058744332073214
211 => 0.0057708787492629
212 => 0.0056662049306231
213 => 0.0055501055565663
214 => 0.0057658038432474
215 => 0.005741821875861
216 => 0.0057968278806059
217 => 0.0059367236379505
218 => 0.0059573238196318
219 => 0.0059850106727179
220 => 0.005975086906771
221 => 0.006211511272629
222 => 0.0061828787219454
223 => 0.0062518749309459
224 => 0.006109944494277
225 => 0.0059493367330254
226 => 0.005979863017776
227 => 0.0059769230910777
228 => 0.0059394944499167
229 => 0.0059057055462242
301 => 0.0058494565415408
302 => 0.0060274367156455
303 => 0.0060202110456068
304 => 0.0061371862446105
305 => 0.0061165097419501
306 => 0.0059784269967857
307 => 0.0059833586490428
308 => 0.0060165263805428
309 => 0.0061313202779668
310 => 0.0061653989224868
311 => 0.0061496123365459
312 => 0.0061869780145129
313 => 0.0062165103228565
314 => 0.0061906868177534
315 => 0.0065562931930605
316 => 0.0064044679360455
317 => 0.0064784665099213
318 => 0.0064961147337657
319 => 0.0064509091794903
320 => 0.0064607126455231
321 => 0.0064755622252782
322 => 0.0065657259657054
323 => 0.0068023417096748
324 => 0.006907137211981
325 => 0.0072224196511883
326 => 0.0068984354043383
327 => 0.0068792115199103
328 => 0.0069360034078291
329 => 0.0071211075756793
330 => 0.0072711171177715
331 => 0.0073208839371416
401 => 0.007327461443882
402 => 0.0074208273054559
403 => 0.0074743428761398
404 => 0.0074094902340949
405 => 0.0073545344103165
406 => 0.0071576894709101
407 => 0.0071804748086374
408 => 0.007337443190446
409 => 0.0075591702751421
410 => 0.0077494351805827
411 => 0.0076828110420989
412 => 0.008191106189419
413 => 0.0082415015770763
414 => 0.0082345385639801
415 => 0.0083493467569026
416 => 0.0081214758742332
417 => 0.0080240566571016
418 => 0.0073664164831925
419 => 0.0075511865472668
420 => 0.0078197606865643
421 => 0.007784213892127
422 => 0.0075891681731618
423 => 0.0077492872209147
424 => 0.007696346856342
425 => 0.0076545905943058
426 => 0.0078458841255434
427 => 0.0076355490300425
428 => 0.0078176624330888
429 => 0.0075841001099601
430 => 0.0076831153755515
501 => 0.0076269095219723
502 => 0.0076632815975683
503 => 0.0074506511868373
504 => 0.0075653813951563
505 => 0.0074458780329733
506 => 0.0074458213728198
507 => 0.0074431833294762
508 => 0.0075837785051254
509 => 0.0075883633087558
510 => 0.0074844632615235
511 => 0.0074694896414935
512 => 0.0075248549627362
513 => 0.0074600366717616
514 => 0.0074903647421472
515 => 0.0074609552781179
516 => 0.0074543345883068
517 => 0.0074015798054747
518 => 0.0073788515945076
519 => 0.0073877639116616
520 => 0.0073573415786005
521 => 0.0073390110225073
522 => 0.0074395369204958
523 => 0.0073858299884037
524 => 0.0074313055628869
525 => 0.0073794804062883
526 => 0.0071998318343717
527 => 0.0070965140409133
528 => 0.0067571745419943
529 => 0.0068534108029384
530 => 0.0069172155435079
531 => 0.0068961280771303
601 => 0.0069414321146756
602 => 0.0069442134146367
603 => 0.0069294846102108
604 => 0.0069124305415622
605 => 0.0069041295640932
606 => 0.0069659982492837
607 => 0.007001915103441
608 => 0.0069236192028214
609 => 0.0069052755687823
610 => 0.0069844370471438
611 => 0.0070327255032143
612 => 0.0073892603318988
613 => 0.0073628470801975
614 => 0.0074291391586289
615 => 0.0074216756879324
616 => 0.0074911603472847
617 => 0.0076047383989177
618 => 0.0073738024630251
619 => 0.0074138849563322
620 => 0.0074040576546133
621 => 0.007511349557924
622 => 0.0075116845115348
623 => 0.007447357655872
624 => 0.0074822302879108
625 => 0.0074627653413874
626 => 0.0074979411306006
627 => 0.0073624943151177
628 => 0.0075274539157956
629 => 0.0076209753796182
630 => 0.0076222739252341
701 => 0.0076666023568537
702 => 0.0077116426107089
703 => 0.0077980934558046
704 => 0.0077092315435605
705 => 0.0075493776139661
706 => 0.0075609185513578
707 => 0.0074671962509249
708 => 0.0074687717397275
709 => 0.007460361657026
710 => 0.0074856009482947
711 => 0.0073680329202227
712 => 0.0073956259014196
713 => 0.0073569955661597
714 => 0.0074138009815277
715 => 0.0073526877448632
716 => 0.0074040529155908
717 => 0.0074262204204945
718 => 0.0075080189908212
719 => 0.0073406060295176
720 => 0.0069992396685585
721 => 0.0070709990162991
722 => 0.0069648613044156
723 => 0.0069746847537452
724 => 0.0069945296847813
725 => 0.0069302057704358
726 => 0.0069424767462134
727 => 0.0069420383406091
728 => 0.0069382603979571
729 => 0.0069215272635284
730 => 0.006897260908057
731 => 0.0069939305994646
801 => 0.0070103566637674
802 => 0.0070468697699535
803 => 0.0071555080068868
804 => 0.0071446524851512
805 => 0.0071623582914933
806 => 0.0071237066156622
807 => 0.0069764776941313
808 => 0.0069844729329101
809 => 0.006884772177223
810 => 0.0070443201974727
811 => 0.0070065371203466
812 => 0.0069821781247299
813 => 0.0069755315470914
814 => 0.0070844390772011
815 => 0.0071170259171263
816 => 0.0070967199853064
817 => 0.0070550719267251
818 => 0.0071350485113444
819 => 0.0071564468714473
820 => 0.0071612371751332
821 => 0.0073029403490896
822 => 0.0071691568084315
823 => 0.0072013598363619
824 => 0.0074525986675155
825 => 0.007224759716248
826 => 0.0073454510901493
827 => 0.0073395438754444
828 => 0.0074012854983589
829 => 0.0073344792602625
830 => 0.0073353074036503
831 => 0.0073901297820585
901 => 0.0073131416388522
902 => 0.0072940782919076
903 => 0.0072677424146379
904 => 0.0073252458391775
905 => 0.0073597165415327
906 => 0.0076375250865749
907 => 0.007817002076281
908 => 0.007809210506821
909 => 0.0078804108664788
910 => 0.0078483344523324
911 => 0.0077447512497232
912 => 0.0079215551459512
913 => 0.0078656069953954
914 => 0.0078702192929503
915 => 0.0078700476230049
916 => 0.0079072482520523
917 => 0.0078808881969846
918 => 0.0078289298226422
919 => 0.0078634222163265
920 => 0.0079658522943126
921 => 0.00828379839932
922 => 0.0084617252519077
923 => 0.0082730869793827
924 => 0.0084032071338034
925 => 0.0083251814077026
926 => 0.0083110018122058
927 => 0.0083927268849859
928 => 0.0084745950066872
929 => 0.0084693803612604
930 => 0.0084099483088798
1001 => 0.0083763766505225
1002 => 0.0086305924949347
1003 => 0.0088178943986437
1004 => 0.0088051216644986
1005 => 0.0088614963590993
1006 => 0.0090270142060504
1007 => 0.0090421470836384
1008 => 0.0090402406888875
1009 => 0.0090027322728331
1010 => 0.0091657060883649
1011 => 0.009301661712533
1012 => 0.0089940501582389
1013 => 0.0091111846111831
1014 => 0.0091637700409462
1015 => 0.0092409810532323
1016 => 0.0093712489730272
1017 => 0.0095127544857837
1018 => 0.0095327649168165
1019 => 0.0095185665584115
1020 => 0.0094252398688762
1021 => 0.0095800768894462
1022 => 0.0096707767847212
1023 => 0.0097247864967273
1024 => 0.0098617461400155
1025 => 0.0091640947906582
1026 => 0.0086702624900612
1027 => 0.0085931434452982
1028 => 0.0087499680553805
1029 => 0.0087913214544064
1030 => 0.0087746519511118
1031 => 0.0082187987995215
1101 => 0.0085902169934915
1102 => 0.0089898317404745
1103 => 0.0090051825703884
1104 => 0.0092052380682784
1105 => 0.0092703843389433
1106 => 0.0094314552366183
1107 => 0.0094213802081138
1108 => 0.0094605984084999
1109 => 0.0094515828233957
1110 => 0.0097499327438595
1111 => 0.010079057011523
1112 => 0.010067660484685
1113 => 0.010020344977187
1114 => 0.010090616574314
1115 => 0.010430308089643
1116 => 0.010399034738357
1117 => 0.010429414135274
1118 => 0.010829929576021
1119 => 0.01135065662165
1120 => 0.011108726628815
1121 => 0.011633645099787
1122 => 0.011964053452532
1123 => 0.012535460533742
1124 => 0.012463917552935
1125 => 0.012686362136472
1126 => 0.012335840685821
1127 => 0.011530972583053
1128 => 0.011403599124878
1129 => 0.011658604013753
1130 => 0.012285508650038
1201 => 0.011638860555792
1202 => 0.011769676623062
1203 => 0.011732001586888
1204 => 0.011729994044319
1205 => 0.011806613778916
1206 => 0.011695472857666
1207 => 0.011242664750621
1208 => 0.011450184037664
1209 => 0.011370050875042
1210 => 0.011458964593295
1211 => 0.011938795259896
1212 => 0.011726650684457
1213 => 0.011503173607458
1214 => 0.011783463455549
1215 => 0.012140368750209
1216 => 0.01211803425829
1217 => 0.012074696008873
1218 => 0.012318991451719
1219 => 0.012722495951453
1220 => 0.012831561596319
1221 => 0.01291207162561
1222 => 0.012923172598421
1223 => 0.013037519517592
1224 => 0.012422647314077
1225 => 0.013398465292093
1226 => 0.013566962100469
1227 => 0.013535291683972
1228 => 0.013722568795052
1229 => 0.01366746711821
1230 => 0.013587633433655
1231 => 0.013884507489701
]
'min_raw' => 0.0051179508541552
'max_raw' => 0.013884507489701
'avg_raw' => 0.009501229171928
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.005117'
'max' => '$0.013884'
'avg' => '$0.0095012'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.0017650489818759
'max_diff' => 0.0063993902554684
'year' => 2032
]
7 => [
'items' => [
101 => 0.013544165340945
102 => 0.013061092508672
103 => 0.012796069198789
104 => 0.013145073272063
105 => 0.013358197881048
106 => 0.013499059690316
107 => 0.013541684388689
108 => 0.012470378092919
109 => 0.01189300341687
110 => 0.012263093964603
111 => 0.012714629975123
112 => 0.01242013900874
113 => 0.012431682497077
114 => 0.012011815769879
115 => 0.012751778863971
116 => 0.012643972465231
117 => 0.0132032722526
118 => 0.013069790869683
119 => 0.01352587813439
120 => 0.013405775072444
121 => 0.01390431616771
122 => 0.014103197708073
123 => 0.014437150767783
124 => 0.014682807997939
125 => 0.014827062622161
126 => 0.014818402115608
127 => 0.015390010804142
128 => 0.015052953131
129 => 0.014629529255139
130 => 0.01462187085311
131 => 0.014841168078381
201 => 0.015300754901294
202 => 0.015419919077759
203 => 0.015486515595726
204 => 0.015384520710217
205 => 0.015018668763162
206 => 0.014860695747335
207 => 0.014995293333739
208 => 0.01483069205167
209 => 0.015114840043483
210 => 0.015505035926979
211 => 0.015424462020039
212 => 0.015693808510625
213 => 0.015972553792304
214 => 0.016371172064339
215 => 0.016475385641441
216 => 0.016647646721503
217 => 0.016824959957704
218 => 0.016881908190446
219 => 0.016990640036749
220 => 0.016990066966247
221 => 0.01731773770358
222 => 0.017679168673975
223 => 0.017815600498153
224 => 0.018129317954956
225 => 0.017592087804152
226 => 0.017999583044792
227 => 0.018367153952117
228 => 0.017928920763235
301 => 0.018532923118871
302 => 0.018556375161642
303 => 0.018910473163931
304 => 0.018551527001642
305 => 0.018338385916272
306 => 0.018953716243443
307 => 0.019251455206038
308 => 0.019161773807425
309 => 0.018479293935859
310 => 0.018082061377669
311 => 0.017042427152448
312 => 0.018273918801078
313 => 0.018873742460023
314 => 0.018477740537489
315 => 0.018677460873159
316 => 0.019767070265037
317 => 0.02018192297448
318 => 0.020095636510956
319 => 0.020110217502895
320 => 0.020334064494802
321 => 0.021326725331705
322 => 0.020731899948534
323 => 0.021186621666286
324 => 0.021427804425761
325 => 0.021651828414022
326 => 0.021101696302361
327 => 0.020385982508136
328 => 0.020159285905884
329 => 0.018438365950638
330 => 0.018348784593391
331 => 0.018298499862975
401 => 0.01798146175062
402 => 0.017732356638357
403 => 0.017534259004405
404 => 0.017014391655955
405 => 0.01718983162519
406 => 0.016361271576509
407 => 0.01689135493329
408 => 0.015568953089312
409 => 0.01667028864036
410 => 0.016070881771508
411 => 0.016473367362946
412 => 0.016471963128634
413 => 0.015730859546623
414 => 0.015303406466956
415 => 0.015575796206043
416 => 0.015867819628668
417 => 0.015915199446504
418 => 0.016293815436528
419 => 0.016399479021021
420 => 0.016079313427048
421 => 0.015541549250415
422 => 0.015666459603552
423 => 0.015300875162637
424 => 0.014660202491936
425 => 0.015120344789105
426 => 0.015277457600387
427 => 0.015346847568369
428 => 0.014716819578487
429 => 0.014518851105494
430 => 0.014413454351588
501 => 0.015460220548474
502 => 0.01551756476368
503 => 0.015224183651029
504 => 0.016550294099752
505 => 0.016250154463292
506 => 0.016585483973214
507 => 0.015655125298253
508 => 0.01569066625253
509 => 0.015250219546145
510 => 0.015496840271061
511 => 0.015322536691647
512 => 0.015476915753642
513 => 0.015569449926872
514 => 0.016009824360287
515 => 0.016675317009006
516 => 0.015944047105128
517 => 0.01562542233603
518 => 0.015823095350765
519 => 0.016349524638048
520 => 0.017147091955702
521 => 0.016674916051113
522 => 0.016884459699502
523 => 0.016930235664728
524 => 0.016582070633586
525 => 0.017159929297017
526 => 0.017469608449266
527 => 0.017787275180401
528 => 0.018063096302226
529 => 0.017660392102345
530 => 0.018091343321598
531 => 0.017744072712011
601 => 0.017432535075035
602 => 0.017433007549033
603 => 0.01723757543852
604 => 0.01685890109837
605 => 0.016789067740139
606 => 0.017152349688635
607 => 0.0174436674084
608 => 0.017467661731117
609 => 0.017628950189224
610 => 0.017724399037328
611 => 0.018659927505167
612 => 0.01903620479403
613 => 0.019496309540286
614 => 0.019675546269035
615 => 0.020214984562647
616 => 0.019779344329519
617 => 0.019685090824777
618 => 0.018376589973395
619 => 0.018590856914505
620 => 0.018933918960907
621 => 0.018382246940182
622 => 0.018732155859937
623 => 0.018801235292781
624 => 0.018363501336018
625 => 0.018597313955693
626 => 0.017976376958447
627 => 0.016688851738721
628 => 0.017161362680645
629 => 0.017509289779365
630 => 0.01701275491039
701 => 0.017902774444474
702 => 0.017382843406395
703 => 0.017218050228415
704 => 0.016575133288105
705 => 0.016878565335789
706 => 0.01728896152501
707 => 0.017035384393749
708 => 0.017561595015912
709 => 0.018306849592142
710 => 0.018837962383841
711 => 0.018878734629134
712 => 0.018537264685865
713 => 0.019084472449185
714 => 0.01908845826034
715 => 0.018471205667906
716 => 0.018093141891917
717 => 0.018007245006559
718 => 0.018221832267259
719 => 0.018482380816742
720 => 0.018893193260304
721 => 0.019141438616081
722 => 0.019788730844784
723 => 0.019963869562548
724 => 0.02015629391463
725 => 0.020413432190483
726 => 0.020722192619546
727 => 0.020046642378498
728 => 0.020073483248958
729 => 0.019444420218123
730 => 0.018772176152912
731 => 0.019282325602001
801 => 0.019949278144349
802 => 0.019796278494217
803 => 0.019779062908078
804 => 0.019808014748758
805 => 0.019692658009061
806 => 0.019170903750728
807 => 0.018908882028548
808 => 0.019246956899031
809 => 0.019426628646711
810 => 0.01970528385834
811 => 0.019670933721809
812 => 0.020388719621581
813 => 0.020667629517513
814 => 0.020596272430906
815 => 0.020609403852146
816 => 0.021114356896259
817 => 0.021675968532826
818 => 0.022201991941653
819 => 0.022737085546344
820 => 0.02209200932083
821 => 0.021764479396285
822 => 0.022102406673856
823 => 0.021923097703706
824 => 0.022953460232681
825 => 0.023024800298642
826 => 0.024055088320679
827 => 0.025032954338007
828 => 0.024418774212813
829 => 0.024997918407591
830 => 0.025624310072562
831 => 0.026832721222677
901 => 0.026425770859735
902 => 0.026114053259447
903 => 0.025819481633383
904 => 0.026432438425294
905 => 0.027220997545862
906 => 0.027390845627708
907 => 0.027666064407258
908 => 0.027376705512712
909 => 0.027725206429356
910 => 0.02895556780417
911 => 0.028623113299995
912 => 0.028150974459338
913 => 0.029122226599592
914 => 0.029473718973502
915 => 0.031940676531593
916 => 0.035055312353616
917 => 0.033765832671497
918 => 0.032965411021557
919 => 0.033153529095548
920 => 0.034290888660675
921 => 0.034656172455005
922 => 0.03366320518114
923 => 0.034013938009011
924 => 0.035946510373873
925 => 0.036983273443276
926 => 0.035575209939169
927 => 0.031690418575947
928 => 0.02810846352252
929 => 0.029058559300227
930 => 0.028950847923939
1001 => 0.031027155836671
1002 => 0.028615184370021
1003 => 0.028655795783673
1004 => 0.030775039545192
1005 => 0.030209661642655
1006 => 0.029293821848675
1007 => 0.028115150166545
1008 => 0.025936266548192
1009 => 0.024006368564752
1010 => 0.02779134293924
1011 => 0.027628127961682
1012 => 0.027391768487075
1013 => 0.027917760921047
1014 => 0.030471830874859
1015 => 0.030412951295706
1016 => 0.030038389453759
1017 => 0.030322491309639
1018 => 0.029244017419727
1019 => 0.029521964697552
1020 => 0.028107896122539
1021 => 0.028747114175165
1022 => 0.029291856867802
1023 => 0.029401222028402
1024 => 0.029647627319558
1025 => 0.027542121085056
1026 => 0.028487431569932
1027 => 0.029042712916183
1028 => 0.026533931592514
1029 => 0.028993122375761
1030 => 0.027505468905842
1031 => 0.027000536974346
1101 => 0.027680361300381
1102 => 0.027415433099374
1103 => 0.027187663389255
1104 => 0.027060563977427
1105 => 0.027559751932995
1106 => 0.027536464218209
1107 => 0.026719695834693
1108 => 0.025654254774135
1109 => 0.026011851765969
1110 => 0.025881933426346
1111 => 0.025411092603754
1112 => 0.025728382468643
1113 => 0.024331198480394
1114 => 0.021927416047916
1115 => 0.023515428352659
1116 => 0.023454291606351
1117 => 0.023423463686532
1118 => 0.024616811044109
1119 => 0.024502098230886
1120 => 0.024293893351615
1121 => 0.02540726875787
1122 => 0.025000871757574
1123 => 0.026253291553309
1124 => 0.027078216232214
1125 => 0.026868988650126
1126 => 0.027644834297842
1127 => 0.026020090078417
1128 => 0.026559764934686
1129 => 0.026670991174606
1130 => 0.025393529878181
1201 => 0.024520866665807
1202 => 0.02446266997863
1203 => 0.022949592228771
1204 => 0.023757866149609
1205 => 0.024469113751299
1206 => 0.024128481345133
1207 => 0.024020647301445
1208 => 0.024571548044298
1209 => 0.024614357750164
1210 => 0.023638291919661
1211 => 0.023841246913807
1212 => 0.024687602977859
1213 => 0.023819920912519
1214 => 0.022134156394626
1215 => 0.02171606348667
1216 => 0.021660282185768
1217 => 0.020526381060026
1218 => 0.021744002453969
1219 => 0.021212478085288
1220 => 0.022891557197311
1221 => 0.021932476213605
1222 => 0.021891132149289
1223 => 0.021828634532218
1224 => 0.020852638992426
1225 => 0.021066319987888
1226 => 0.021776628161339
1227 => 0.02203007411982
1228 => 0.022003637629929
1229 => 0.021773147263782
1230 => 0.021878664573102
1231 => 0.021538756555113
]
'min_raw' => 0.01189300341687
'max_raw' => 0.036983273443276
'avg_raw' => 0.024438138430073
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.011893'
'max' => '$0.036983'
'avg' => '$0.024438'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.0067750525627148
'max_diff' => 0.023098765953576
'year' => 2033
]
8 => [
'items' => [
101 => 0.021418727959387
102 => 0.021039884694811
103 => 0.020483089754006
104 => 0.020560515505547
105 => 0.019457359034492
106 => 0.018856300840116
107 => 0.018689935853732
108 => 0.018467465641069
109 => 0.018715064456223
110 => 0.019454233930814
111 => 0.018562638720905
112 => 0.01703406127165
113 => 0.017125931380919
114 => 0.017332336239968
115 => 0.016947702150636
116 => 0.016583678264976
117 => 0.016900167499366
118 => 0.016252489083236
119 => 0.017410605082237
120 => 0.017379281290046
121 => 0.017810955317061
122 => 0.018080889944996
123 => 0.017458778019979
124 => 0.017302318553207
125 => 0.017391444976167
126 => 0.015918383736204
127 => 0.01769057478694
128 => 0.017705900768739
129 => 0.017574670407906
130 => 0.018518307432163
131 => 0.020509675881114
201 => 0.019760442968008
202 => 0.019470317338369
203 => 0.018918788304344
204 => 0.019653667995629
205 => 0.019597240701247
206 => 0.019342055076637
207 => 0.019187718014646
208 => 0.019472088783598
209 => 0.019152481329381
210 => 0.019095071048378
211 => 0.018747227208502
212 => 0.018623062783553
213 => 0.018531136386449
214 => 0.018429934455738
215 => 0.018653160696936
216 => 0.018147300666524
217 => 0.017537283059918
218 => 0.017486566696411
219 => 0.017626599035083
220 => 0.017564645149402
221 => 0.017486270085042
222 => 0.017336630742999
223 => 0.017292235946753
224 => 0.017436497497258
225 => 0.017273634617709
226 => 0.017513947668083
227 => 0.017448595815509
228 => 0.017083545679457
301 => 0.016628558051065
302 => 0.016624507706803
303 => 0.016526481368596
304 => 0.016401630088529
305 => 0.016366899318625
306 => 0.016873513658806
307 => 0.017922190181289
308 => 0.017716309887223
309 => 0.017865079499147
310 => 0.018596878747115
311 => 0.018829495722072
312 => 0.018664389703082
313 => 0.018438382400993
314 => 0.018448325575278
315 => 0.019220660943581
316 => 0.019268830553136
317 => 0.019390539616377
318 => 0.019546970157619
319 => 0.018691030500681
320 => 0.01840801089441
321 => 0.018273900503629
322 => 0.017860892407277
323 => 0.018306286230555
324 => 0.018046774323396
325 => 0.018081791345861
326 => 0.018058986464043
327 => 0.018071439471575
328 => 0.017410281365213
329 => 0.017651172629724
330 => 0.017250644180845
331 => 0.016714381549224
401 => 0.016712583808845
402 => 0.016843833328211
403 => 0.016765760978298
404 => 0.016555670292105
405 => 0.016585512682478
406 => 0.016324061941166
407 => 0.016617257536192
408 => 0.016625665336753
409 => 0.016512769062196
410 => 0.016964477329529
411 => 0.017149542575214
412 => 0.017075231828828
413 => 0.017144328735151
414 => 0.017724865142935
415 => 0.017819517907983
416 => 0.017861556413807
417 => 0.017805230385038
418 => 0.017154939874979
419 => 0.017183783024349
420 => 0.016972151132003
421 => 0.01679334448419
422 => 0.016800495812385
423 => 0.016892425672598
424 => 0.017293888763763
425 => 0.018138744171579
426 => 0.018170805816724
427 => 0.018209665465944
428 => 0.01805160374327
429 => 0.018003930815265
430 => 0.018066823712731
501 => 0.018384106983519
502 => 0.019200245697554
503 => 0.018911767767942
504 => 0.018677230720741
505 => 0.018882982941871
506 => 0.018851309000167
507 => 0.01858394905666
508 => 0.018576445153516
509 => 0.018063295941781
510 => 0.017873596362045
511 => 0.017715069194451
512 => 0.017541961665894
513 => 0.017439337720348
514 => 0.017597014742455
515 => 0.017633077342991
516 => 0.017288313778431
517 => 0.017241323778527
518 => 0.017522865147584
519 => 0.017398969287982
520 => 0.017526399252053
521 => 0.017555964096791
522 => 0.017551203475852
523 => 0.017421841969078
524 => 0.01750429313588
525 => 0.017309271546518
526 => 0.017097214859382
527 => 0.016961935904588
528 => 0.016843887074381
529 => 0.016909387426418
530 => 0.016675890631297
531 => 0.016601190307176
601 => 0.017476360535778
602 => 0.018122858193311
603 => 0.01811345786133
604 => 0.01805623575796
605 => 0.017971215319433
606 => 0.018377887208881
607 => 0.018236210854258
608 => 0.018339292239702
609 => 0.01836553077861
610 => 0.01844494693334
611 => 0.018473331382607
612 => 0.018387533862655
613 => 0.018099586906409
614 => 0.017382050468619
615 => 0.017048035319876
616 => 0.016937804757328
617 => 0.016941811428919
618 => 0.016831289539871
619 => 0.016863843189439
620 => 0.016819968709056
621 => 0.016736881057588
622 => 0.016904256998075
623 => 0.016923545516001
624 => 0.016884477971498
625 => 0.016893679792494
626 => 0.016570217209974
627 => 0.016594809367599
628 => 0.016457877108922
629 => 0.016432203961163
630 => 0.016086051135281
701 => 0.015472791228578
702 => 0.015812596747471
703 => 0.015402159464535
704 => 0.015246720646348
705 => 0.015982543835952
706 => 0.015908687596274
707 => 0.015782277818481
708 => 0.015595291411019
709 => 0.015525936333605
710 => 0.015104556838384
711 => 0.015079659489834
712 => 0.015288506545869
713 => 0.015192130815497
714 => 0.015056782789712
715 => 0.014566565960328
716 => 0.014015399938885
717 => 0.014032036176567
718 => 0.014207351833179
719 => 0.014717105749317
720 => 0.01451793607545
721 => 0.01437343619185
722 => 0.014346375707303
723 => 0.014685094326378
724 => 0.015164452136114
725 => 0.015389356095416
726 => 0.015166483102183
727 => 0.014910458607891
728 => 0.014926041632555
729 => 0.015029708514329
730 => 0.015040602437832
731 => 0.014873956811791
801 => 0.014920866579389
802 => 0.014849606352889
803 => 0.01441228247439
804 => 0.014404372672197
805 => 0.014297046339613
806 => 0.014293796540917
807 => 0.014111207675383
808 => 0.014085662230918
809 => 0.013723120956049
810 => 0.013961746721044
811 => 0.013801689086301
812 => 0.013560444476963
813 => 0.013518853815383
814 => 0.013517603549873
815 => 0.013765307822355
816 => 0.013958852152399
817 => 0.013804473357383
818 => 0.013769324298266
819 => 0.014144624292208
820 => 0.014096863947043
821 => 0.014055503796152
822 => 0.015121530901895
823 => 0.014277687264567
824 => 0.013909723273781
825 => 0.013454297960717
826 => 0.013602586739104
827 => 0.013633833363526
828 => 0.012538617582189
829 => 0.012094288676101
830 => 0.011941811739713
831 => 0.011854059107115
901 => 0.011894049083718
902 => 0.011494100953656
903 => 0.011762872711589
904 => 0.01141655143773
905 => 0.01135848954914
906 => 0.011977754887774
907 => 0.01206392204195
908 => 0.011696306192201
909 => 0.01193237507934
910 => 0.01184677321926
911 => 0.011422488121968
912 => 0.011406283552081
913 => 0.011193392204602
914 => 0.010860258469685
915 => 0.010708007413656
916 => 0.010628713741772
917 => 0.010661431856195
918 => 0.010644888576352
919 => 0.010536932485073
920 => 0.010651076493135
921 => 0.010359485720096
922 => 0.010243371924766
923 => 0.010190926017235
924 => 0.0099321224228241
925 => 0.010343994032012
926 => 0.010425137927644
927 => 0.010506441701817
928 => 0.011214135547548
929 => 0.011178781162937
930 => 0.011498367581534
1001 => 0.011485949040989
1002 => 0.011394797817448
1003 => 0.011010245798979
1004 => 0.01116352137956
1005 => 0.010691762966846
1006 => 0.011045236446105
1007 => 0.010883925911577
1008 => 0.010990697192117
1009 => 0.010798712802527
1010 => 0.010904964890567
1011 => 0.010444380155538
1012 => 0.01001429261057
1013 => 0.010187372393704
1014 => 0.010375529912044
1015 => 0.010783503353448
1016 => 0.010540517737455
1017 => 0.01062790455327
1018 => 0.010335173348668
1019 => 0.0097311852590388
1020 => 0.0097346037660331
1021 => 0.0096416933570395
1022 => 0.0095614051985272
1023 => 0.010568427558425
1024 => 0.010443188409304
1025 => 0.010243636216074
1026 => 0.010510744756601
1027 => 0.010581372494299
1028 => 0.0105833831667
1029 => 0.010778258662799
1030 => 0.010882263750001
1031 => 0.010900595097404
1101 => 0.011207235901079
1102 => 0.011310017853781
1103 => 0.011733362170715
1104 => 0.010873439644995
1105 => 0.010855730106465
1106 => 0.010514503521537
1107 => 0.010298092226797
1108 => 0.010529321388036
1109 => 0.010734158858966
1110 => 0.010520868392741
1111 => 0.010548719624823
1112 => 0.010262394600388
1113 => 0.010364742323779
1114 => 0.01045289797089
1115 => 0.010404223604105
1116 => 0.010331355721161
1117 => 0.010717364522285
1118 => 0.010695584392945
1119 => 0.011055044662856
1120 => 0.011335269648502
1121 => 0.011837482918987
1122 => 0.011313397190266
1123 => 0.011294297423259
1124 => 0.011481000709449
1125 => 0.011309989270481
1126 => 0.011418062596794
1127 => 0.011820070635311
1128 => 0.011828564431689
1129 => 0.011686282398721
1130 => 0.011677624524084
1201 => 0.011704951344911
1202 => 0.011865005388029
1203 => 0.011809077587399
1204 => 0.011873798654206
1205 => 0.011954733339293
1206 => 0.012289513512405
1207 => 0.01237022787875
1208 => 0.012174133814133
1209 => 0.012191838912596
1210 => 0.012118494349527
1211 => 0.012047644420607
1212 => 0.012206904714018
1213 => 0.012497956030495
1214 => 0.012496145415361
1215 => 0.012563663663554
1216 => 0.012605726972828
1217 => 0.012425160457203
1218 => 0.012307618295146
1219 => 0.012352691439481
1220 => 0.012424764378837
1221 => 0.012329319156622
1222 => 0.011740187030582
1223 => 0.011918892083717
1224 => 0.011889146824644
1225 => 0.011846785958578
1226 => 0.012026475271391
1227 => 0.012009143798815
1228 => 0.011489998907507
1229 => 0.011523232879087
1230 => 0.011492019975393
1231 => 0.011592875252787
]
'min_raw' => 0.0095614051985272
'max_raw' => 0.021418727959387
'avg_raw' => 0.015490066578957
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.009561'
'max' => '$0.021418'
'avg' => '$0.01549'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.0023315982183428
'max_diff' => -0.015564545483889
'year' => 2034
]
9 => [
'items' => [
101 => 0.011304542754523
102 => 0.01139323188904
103 => 0.0114488568828
104 => 0.011481620431456
105 => 0.011599984835378
106 => 0.011586096138734
107 => 0.011599121494494
108 => 0.011774624658465
109 => 0.012662259436419
110 => 0.012710571438927
111 => 0.012472665469291
112 => 0.012567704211673
113 => 0.012385250608988
114 => 0.012507732934803
115 => 0.012591532231412
116 => 0.012212859323715
117 => 0.012190436771688
118 => 0.012007230118083
119 => 0.012105674996375
120 => 0.011949042116575
121 => 0.011987474346492
122 => 0.011880014481182
123 => 0.012073420843695
124 => 0.012289679209295
125 => 0.012344314612747
126 => 0.012200592388285
127 => 0.012096528026017
128 => 0.011913825286808
129 => 0.012217664013909
130 => 0.012306515717031
131 => 0.012217197313738
201 => 0.012196500288049
202 => 0.012157279461768
203 => 0.012204821171754
204 => 0.012306031811574
205 => 0.012258302742902
206 => 0.012289828633638
207 => 0.01216968444751
208 => 0.012425220232233
209 => 0.012831072556409
210 => 0.012832377437994
211 => 0.012784648112045
212 => 0.012765118300209
213 => 0.012814091485091
214 => 0.012840657428904
215 => 0.012999027728666
216 => 0.013168965370062
217 => 0.013961990192854
218 => 0.013739311995954
219 => 0.014442930795993
220 => 0.014999401913358
221 => 0.015166263269922
222 => 0.015012758673316
223 => 0.014487627740482
224 => 0.014461862311648
225 => 0.015246629629863
226 => 0.015024896917847
227 => 0.0149985225173
228 => 0.014717943455737
301 => 0.014883800431514
302 => 0.014847525077936
303 => 0.014790262657663
304 => 0.015106706213749
305 => 0.015699060301629
306 => 0.015606736361971
307 => 0.015537820823801
308 => 0.015235852996551
309 => 0.015417705075512
310 => 0.015352951033341
311 => 0.015631175492437
312 => 0.015466361486295
313 => 0.015023217074473
314 => 0.015093789282679
315 => 0.01508312243538
316 => 0.015302645396927
317 => 0.015236750052765
318 => 0.01507025531185
319 => 0.015697035699754
320 => 0.015656336067699
321 => 0.015714038840721
322 => 0.015739441385923
323 => 0.016120951562931
324 => 0.016277244075487
325 => 0.016312725212123
326 => 0.016461191010954
327 => 0.016309031247798
328 => 0.016917778788493
329 => 0.017322560381652
330 => 0.017792735031975
331 => 0.01847978656713
401 => 0.018738124299931
402 => 0.018691457900792
403 => 0.019212372533536
404 => 0.020148444549294
405 => 0.0188806648185
406 => 0.020215639953436
407 => 0.019793002238744
408 => 0.018790935820138
409 => 0.018726414556367
410 => 0.019405025569277
411 => 0.020910119482023
412 => 0.020533110527514
413 => 0.020910736133613
414 => 0.020470215805334
415 => 0.020448340258038
416 => 0.020889341044529
417 => 0.021919763419865
418 => 0.021430248374148
419 => 0.020728408522099
420 => 0.021246636147014
421 => 0.02079769941861
422 => 0.019786119320036
423 => 0.020532822235872
424 => 0.020033523260927
425 => 0.02017924524601
426 => 0.021228697426226
427 => 0.021102424563397
428 => 0.021265833340451
429 => 0.020977421126103
430 => 0.02070799863947
501 => 0.020205101560593
502 => 0.020056218528064
503 => 0.020097364442005
504 => 0.020056198138193
505 => 0.019774831844424
506 => 0.019714070820074
507 => 0.019612799784155
508 => 0.019644187912802
509 => 0.019453768737388
510 => 0.019813129064003
511 => 0.019879829507295
512 => 0.020141341984841
513 => 0.020168493077794
514 => 0.020896801605362
515 => 0.020495661507105
516 => 0.020764780917785
517 => 0.020740708344644
518 => 0.01881265363796
519 => 0.019078322565171
520 => 0.019491620044408
521 => 0.019305430090223
522 => 0.019042201056745
523 => 0.018829629498764
524 => 0.018507561851864
525 => 0.018960865880114
526 => 0.019556912473753
527 => 0.020183609803035
528 => 0.020936545581332
529 => 0.020768499080755
530 => 0.020169534192391
531 => 0.020196403319739
601 => 0.020362497692392
602 => 0.020147390388541
603 => 0.020083951045243
604 => 0.0203537821008
605 => 0.020355640278983
606 => 0.020108133329317
607 => 0.019833074648057
608 => 0.01983192214214
609 => 0.019782978106561
610 => 0.020478922840533
611 => 0.020861622076269
612 => 0.020905497926896
613 => 0.020858668881938
614 => 0.020876691522764
615 => 0.020654007269691
616 => 0.021162997437251
617 => 0.021630097148914
618 => 0.021504904448059
619 => 0.021317222792285
620 => 0.021167725313488
621 => 0.021469687593152
622 => 0.021456241688172
623 => 0.021626017440422
624 => 0.021618315431627
625 => 0.021561226231735
626 => 0.021504906486894
627 => 0.021728207909093
628 => 0.021663900685611
629 => 0.021599493575248
630 => 0.021470315255181
701 => 0.021487872734303
702 => 0.021300223484413
703 => 0.021213408355169
704 => 0.019907917109955
705 => 0.019559047191076
706 => 0.019668808769457
707 => 0.019704945131019
708 => 0.019553116495234
709 => 0.019770799757373
710 => 0.019736874051552
711 => 0.019868859127026
712 => 0.019786400581996
713 => 0.019789784709447
714 => 0.020032277708366
715 => 0.020102674457591
716 => 0.020066870102764
717 => 0.020091946245584
718 => 0.020669815372884
719 => 0.020587660862197
720 => 0.020544017915794
721 => 0.020556107310209
722 => 0.020703765261888
723 => 0.020745101426533
724 => 0.020569957192292
725 => 0.020652556225656
726 => 0.021004252426346
727 => 0.021127326192306
728 => 0.021520118574493
729 => 0.021353253389212
730 => 0.021659541658551
731 => 0.022600967377132
801 => 0.02335304338284
802 => 0.022661403207136
803 => 0.024042495015316
804 => 0.025117873093837
805 => 0.025076598292048
806 => 0.024889081250114
807 => 0.023664791898123
808 => 0.022538182583295
809 => 0.023480639113507
810 => 0.02348304162902
811 => 0.023402083777252
812 => 0.02289926151292
813 => 0.023384586652383
814 => 0.023423109999512
815 => 0.023401547169305
816 => 0.023016034518171
817 => 0.022427427954537
818 => 0.022542440268146
819 => 0.022730832784026
820 => 0.02237416644867
821 => 0.022260189943349
822 => 0.022472093951659
823 => 0.023154892818386
824 => 0.023025813647816
825 => 0.023022442869022
826 => 0.023574698298809
827 => 0.023179402595263
828 => 0.022543890941741
829 => 0.022383415867858
830 => 0.021813837464536
831 => 0.022207247296479
901 => 0.022221405415957
902 => 0.022005938871553
903 => 0.022561374864316
904 => 0.02255625642386
905 => 0.023083560233251
906 => 0.02409156707054
907 => 0.02379344984775
908 => 0.023446771952706
909 => 0.023484465452233
910 => 0.023897870106555
911 => 0.023647916215442
912 => 0.023737801377427
913 => 0.023897734054597
914 => 0.023994225409639
915 => 0.02347058183116
916 => 0.023348495464249
917 => 0.02309874960404
918 => 0.023033595570839
919 => 0.02323700836286
920 => 0.023183416278843
921 => 0.022220215480838
922 => 0.022119555638248
923 => 0.022122642731911
924 => 0.021869528771603
925 => 0.021483469227823
926 => 0.02249801065846
927 => 0.022416528783081
928 => 0.02232657909886
929 => 0.022337597421931
930 => 0.022777975470971
1001 => 0.022522533962903
1002 => 0.023201667078141
1003 => 0.023062057726258
1004 => 0.022918867921294
1005 => 0.02289907472858
1006 => 0.022843958870049
1007 => 0.022654946083438
1008 => 0.022426701785697
1009 => 0.022275995130147
1010 => 0.020548428002913
1011 => 0.020869054412932
1012 => 0.021237905871642
1013 => 0.021365231917109
1014 => 0.021147431905643
1015 => 0.022663546155397
1016 => 0.022940554838468
1017 => 0.022101477468618
1018 => 0.021944520352022
1019 => 0.022673836237831
1020 => 0.022233969603447
1021 => 0.022432041521977
1022 => 0.022003918373663
1023 => 0.022873831558477
1024 => 0.022867204277512
1025 => 0.022528788400739
1026 => 0.022814815182416
1027 => 0.022765110990326
1028 => 0.02238304029893
1029 => 0.022885943880881
1030 => 0.022886193314784
1031 => 0.022560475391185
1101 => 0.022180108165244
1102 => 0.022112107489119
1103 => 0.022060878114264
1104 => 0.02241944223618
1105 => 0.022740929706689
1106 => 0.023339138185804
1107 => 0.023489542010536
1108 => 0.024076578151416
1109 => 0.023727026711793
1110 => 0.023881978337529
1111 => 0.024050200246511
1112 => 0.024130852015833
1113 => 0.023999434285736
1114 => 0.024911343046238
1115 => 0.024988336085786
1116 => 0.02501415118596
1117 => 0.024706660682715
1118 => 0.024979784218645
1119 => 0.024851998761084
1120 => 0.025184461021835
1121 => 0.025236595349411
1122 => 0.025192439428686
1123 => 0.025208987687144
1124 => 0.024430834431784
1125 => 0.024390483080408
1126 => 0.023840289541198
1127 => 0.024064497475251
1128 => 0.023645351489104
1129 => 0.023778266998993
1130 => 0.023836854889287
1201 => 0.023806251900231
1202 => 0.024077173855444
1203 => 0.023846834847814
1204 => 0.023238932335441
1205 => 0.022630864200434
1206 => 0.022623230400321
1207 => 0.022463136793668
1208 => 0.022347418438664
1209 => 0.022369709899167
1210 => 0.0224482679135
1211 => 0.022342852504061
1212 => 0.022365348226361
1213 => 0.022738927104769
1214 => 0.022813845684591
1215 => 0.022559243077777
1216 => 0.021536976872438
1217 => 0.021286110181487
1218 => 0.02146642818404
1219 => 0.021380247792786
1220 => 0.017255528628702
1221 => 0.01822457021348
1222 => 0.017648798609348
1223 => 0.017914140654509
1224 => 0.017326426942025
1225 => 0.017606914730337
1226 => 0.01755511887761
1227 => 0.019113309069907
1228 => 0.019088980073275
1229 => 0.019100625076501
1230 => 0.01854477873163
1231 => 0.019430257051882
]
'min_raw' => 0.011304542754523
'max_raw' => 0.025236595349411
'avg_raw' => 0.018270569051967
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.0113045'
'max' => '$0.025236'
'avg' => '$0.01827'
'bar_min_pct' => 61.631153054957
'bar_max_pct' => 60.119598047091
'min_diff' => 0.0017431375559957
'max_diff' => 0.0038178673900241
'year' => 2035
]
10 => [
'items' => [
101 => 0.019866475513208
102 => 0.019785743085595
103 => 0.019806061698313
104 => 0.019456920613028
105 => 0.019104005525391
106 => 0.018712568379959
107 => 0.019439810213078
108 => 0.019358953335667
109 => 0.019544409921061
110 => 0.020016078234158
111 => 0.020085533184956
112 => 0.02017888134317
113 => 0.020145422673424
114 => 0.020942543929537
115 => 0.020846007285846
116 => 0.021078632821653
117 => 0.020600104445157
118 => 0.020058604164821
119 => 0.020161525665135
120 => 0.020151613497013
121 => 0.020025420220154
122 => 0.019911498572289
123 => 0.019721851125819
124 => 0.020321923708992
125 => 0.020297561857976
126 => 0.020691951908365
127 => 0.020622239636058
128 => 0.020156684020107
129 => 0.020173311430008
130 => 0.020285138752458
131 => 0.020672174392277
201 => 0.020787072921571
202 => 0.020733847344887
203 => 0.020859828336941
204 => 0.020959398576401
205 => 0.020872332826007
206 => 0.022105000246177
207 => 0.021593110792049
208 => 0.021842602150287
209 => 0.021902104369138
210 => 0.021749690686748
211 => 0.021782743756934
212 => 0.021832810151842
213 => 0.022136803497724
214 => 0.022934569998501
215 => 0.023287895351114
216 => 0.024350892107219
217 => 0.023258556599106
218 => 0.023193741930588
219 => 0.02338521974579
220 => 0.024009311371257
221 => 0.024515079015753
222 => 0.024682871321867
223 => 0.024705047845069
224 => 0.025019837365962
225 => 0.02520026884886
226 => 0.024981613638339
227 => 0.024796326241577
228 => 0.024132649785094
229 => 0.024209472142063
301 => 0.024738702000513
302 => 0.025486270347057
303 => 0.026127761759621
304 => 0.025903133825174
305 => 0.027616886402398
306 => 0.027786797970378
307 => 0.027763321685582
308 => 0.028150405523673
309 => 0.027382122933316
310 => 0.027053667241164
311 => 0.024836387479858
312 => 0.025459352651119
313 => 0.026364869113008
314 => 0.026245020613765
315 => 0.025587410354616
316 => 0.02612726290327
317 => 0.025948770767935
318 => 0.025807986615151
319 => 0.026452946111406
320 => 0.025743786651798
321 => 0.02635779470492
322 => 0.025570323025691
323 => 0.025904159906657
324 => 0.025714657947148
325 => 0.025837288939437
326 => 0.025120390664276
327 => 0.025507211571831
328 => 0.025104297642773
329 => 0.025104106609109
330 => 0.025095212261794
331 => 0.025569238712537
401 => 0.025584696698078
402 => 0.025234390434764
403 => 0.025183905829409
404 => 0.025370573875462
405 => 0.025152034481972
406 => 0.025254287688715
407 => 0.025155131627437
408 => 0.025132809509498
409 => 0.024954943075958
410 => 0.024878313325849
411 => 0.024908361825372
412 => 0.024805790805437
413 => 0.02474398805577
414 => 0.025082918139333
415 => 0.024901841468086
416 => 0.025055165542459
417 => 0.02488043340867
418 => 0.02427473570579
419 => 0.023926392551727
420 => 0.022782285739195
421 => 0.023106753011969
422 => 0.023321875149504
423 => 0.023250777284332
424 => 0.023403523009943
425 => 0.023412900356946
426 => 0.023363241164491
427 => 0.023305742181366
428 => 0.023277754856273
429 => 0.023486349447927
430 => 0.023607445629353
501 => 0.023343465533968
502 => 0.023281618691094
503 => 0.023548517142268
504 => 0.023711325043302
505 => 0.024913407110678
506 => 0.024824352988453
507 => 0.02504786135925
508 => 0.025022697746714
509 => 0.025256970126984
510 => 0.025639906457831
511 => 0.024861289826537
512 => 0.024996430751192
513 => 0.024963297317326
514 => 0.02532503946022
515 => 0.025326168779704
516 => 0.02510928629468
517 => 0.025226861808328
518 => 0.025161234382125
519 => 0.025279832011353
520 => 0.024823163616357
521 => 0.025379336427155
522 => 0.025694650571892
523 => 0.025699028709098
524 => 0.025848485111216
525 => 0.026000341471699
526 => 0.026291816531744
527 => 0.025992212390472
528 => 0.0254532537062
529 => 0.025492164782379
530 => 0.025176173502987
531 => 0.025181485373482
601 => 0.025153130192481
602 => 0.025238226225144
603 => 0.024841837410162
604 => 0.024934869072748
605 => 0.024804624200335
606 => 0.024996147624276
607 => 0.024790100080072
608 => 0.024963281339381
609 => 0.02503802062985
610 => 0.0253138102207
611 => 0.024749365733265
612 => 0.023598425213853
613 => 0.023840366864839
614 => 0.023482516158925
615 => 0.023515636604191
616 => 0.023582545174708
617 => 0.02336567260654
618 => 0.023407045058106
619 => 0.023405566943003
620 => 0.023392829345584
621 => 0.023336412414588
622 => 0.023254596702893
623 => 0.023580525316736
624 => 0.023635906939364
625 => 0.023759013426134
626 => 0.024125294826834
627 => 0.024088694677394
628 => 0.024148391039657
629 => 0.024018074216018
630 => 0.023521681627882
701 => 0.023548638133634
702 => 0.023212490074951
703 => 0.02375041736451
704 => 0.023623029082049
705 => 0.023540901027637
706 => 0.023518491627079
707 => 0.023885680968525
708 => 0.023995549774473
709 => 0.023927086907628
710 => 0.023786667570346
711 => 0.024056314209177
712 => 0.02412846027425
713 => 0.024144611117575
714 => 0.024622373261968
715 => 0.024171312714171
716 => 0.024279887471182
717 => 0.025126956731351
718 => 0.024358781799946
719 => 0.024765701193456
720 => 0.02474578460665
721 => 0.024953950798969
722 => 0.024728708902964
723 => 0.024731501046215
724 => 0.024916338522595
725 => 0.024656767622634
726 => 0.02459249421745
727 => 0.024503700968523
728 => 0.024697577779119
729 => 0.024813798158778
730 => 0.025750449064361
731 => 0.026355568265838
801 => 0.026329298445413
802 => 0.02656935542905
803 => 0.026461207559252
804 => 0.026111969559707
805 => 0.026708076239893
806 => 0.026519443144119
807 => 0.026534993827346
808 => 0.026534415030139
809 => 0.026659839548238
810 => 0.026570964782177
811 => 0.026395783495463
812 => 0.026512077008952
813 => 0.026857427168322
814 => 0.027929404659642
815 => 0.028529297465598
816 => 0.027893290359476
817 => 0.028331999544805
818 => 0.028068930361674
819 => 0.028021122865468
820 => 0.028296664654209
821 => 0.028572688742375
822 => 0.028555107201243
823 => 0.028354727887229
824 => 0.028241538697179
825 => 0.029098645165398
826 => 0.029730146610754
827 => 0.02968708244582
828 => 0.029877153664622
829 => 0.030435208641704
830 => 0.030486230195036
831 => 0.030479802652033
901 => 0.030353340408552
902 => 0.030902818006086
903 => 0.031361201885087
904 => 0.030324068053032
905 => 0.0307189950392
906 => 0.030896290487043
907 => 0.031156612805667
908 => 0.031595820192271
909 => 0.032072915908129
910 => 0.03214038247344
911 => 0.032092511716779
912 => 0.03177785426715
913 => 0.032299898092377
914 => 0.032605699121761
915 => 0.032787796636627
916 => 0.03324956563619
917 => 0.030897385403371
918 => 0.029232395323638
919 => 0.028972383079939
920 => 0.029501128201977
921 => 0.029640554073995
922 => 0.029584351679809
923 => 0.027710253970795
924 => 0.028962516343355
925 => 0.030309845363018
926 => 0.030361601757834
927 => 0.031036102836399
928 => 0.031255748036313
929 => 0.031798809813435
930 => 0.031764841151416
1001 => 0.031897068052145
1002 => 0.031866671377518
1003 => 0.032872578964489
1004 => 0.033982244411639
1005 => 0.033943820225724
1006 => 0.03378429268873
1007 => 0.034021218284653
1008 => 0.035166511945088
1009 => 0.035061071657792
1010 => 0.035163497915518
1011 => 0.036513863687093
1012 => 0.038269531277432
1013 => 0.037453847415575
1014 => 0.039223646689096
1015 => 0.040337641518748
1016 => 0.042264180387417
1017 => 0.042022968232656
1018 => 0.042772955676633
1019 => 0.041591148133137
1020 => 0.038877479130559
1021 => 0.038448030623393
1022 => 0.039307797410107
1023 => 0.041421450160427
1024 => 0.039241230963148
1025 => 0.039682286467234
1026 => 0.039555262452386
1027 => 0.039548493882452
1028 => 0.039806822667067
1029 => 0.039432103291459
1030 => 0.037905429144504
1031 => 0.038605094909306
1101 => 0.038334920356807
1102 => 0.038634699165652
1103 => 0.040252481758808
1104 => 0.039537221511254
1105 => 0.038783752943479
1106 => 0.039728769735529
1107 => 0.040932100854809
1108 => 0.040856798555958
1109 => 0.040710680622269
1110 => 0.041534339763989
1111 => 0.042894783356627
1112 => 0.043262505793012
1113 => 0.043533950977797
1114 => 0.043571378682674
1115 => 0.043956907304106
1116 => 0.041883822740948
1117 => 0.045173861183266
1118 => 0.045741959936777
1119 => 0.045635180916398
1120 => 0.046266598771675
1121 => 0.046080819621127
1122 => 0.04581165477984
1123 => 0.046812586386883
1124 => 0.045665099070424
1125 => 0.044036385289345
1126 => 0.04314284069674
1127 => 0.044319532296469
1128 => 0.045038096795546
1129 => 0.04551302222015
1130 => 0.045656734366677
1201 => 0.042044750394271
1202 => 0.040098091362959
1203 => 0.041345877483539
1204 => 0.042868262668244
1205 => 0.04187536581438
1206 => 0.041914285491249
1207 => 0.040498675506342
1208 => 0.042993512740647
1209 => 0.042630035940492
1210 => 0.044515754222672
1211 => 0.044065712420795
1212 => 0.045603442476751
1213 => 0.045198506618072
1214 => 0.04687937272779
1215 => 0.04754991572659
1216 => 0.048675861783259
1217 => 0.04950411228597
1218 => 0.049990476823069
1219 => 0.04996127732057
1220 => 0.051888495922407
1221 => 0.050752082444793
1222 => 0.049324479284817
1223 => 0.049298658447684
1224 => 0.050038034353528
1225 => 0.051587563414305
1226 => 0.051989333755033
1227 => 0.052213868564983
1228 => 0.051869985687432
1229 => 0.05063649030497
1230 => 0.050103873252786
1231 => 0.050557678412648
]
'min_raw' => 0.018712568379959
'max_raw' => 0.052213868564983
'avg_raw' => 0.035463218472471
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.018712'
'max' => '$0.052213'
'avg' => '$0.035463'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.0074080256254362
'max_diff' => 0.026977273215571
'year' => 2036
]
11 => [
'items' => [
101 => 0.050002713698058
102 => 0.050960738491037
103 => 0.05227631115485
104 => 0.052004650602111
105 => 0.052912771100292
106 => 0.053852580278848
107 => 0.055196549613653
108 => 0.055547912964811
109 => 0.056128703223125
110 => 0.05672652717859
111 => 0.056918532121278
112 => 0.057285129132505
113 => 0.057283196985299
114 => 0.058387961753455
115 => 0.059606551504448
116 => 0.06006654092503
117 => 0.061124261233694
118 => 0.059312952272047
119 => 0.060686850926274
120 => 0.061926141903301
121 => 0.060448608110519
122 => 0.062485044222647
123 => 0.062564114422218
124 => 0.063757980559267
125 => 0.062547768512291
126 => 0.06182914846193
127 => 0.06390377762098
128 => 0.064907625320838
129 => 0.064605258224057
130 => 0.06230422968785
131 => 0.060964932384021
201 => 0.057459733008744
202 => 0.061611793082104
203 => 0.063634140426585
204 => 0.062298992296791
205 => 0.06297236335253
206 => 0.066646057491346
207 => 0.068044762365326
208 => 0.067753841529223
209 => 0.06780300236156
210 => 0.068557718123271
211 => 0.071904543440257
212 => 0.069899048131515
213 => 0.071432174150573
214 => 0.072245338662984
215 => 0.073000651180261
216 => 0.071145842356799
217 => 0.068732763330029
218 => 0.067968439908084
219 => 0.062166238128177
220 => 0.061864208327847
221 => 0.061694669848483
222 => 0.060625753717784
223 => 0.059785878439824
224 => 0.059117978436221
225 => 0.057365209374942
226 => 0.057956717480048
227 => 0.055163169427703
228 => 0.056950382474329
301 => 0.05249181233021
302 => 0.05620504203336
303 => 0.054184099925772
304 => 0.055541108197953
305 => 0.05553637372393
306 => 0.05303769125498
307 => 0.051596503353062
308 => 0.052514884376037
309 => 0.053499461733841
310 => 0.053659206097629
311 => 0.054935736342121
312 => 0.055291988494433
313 => 0.054212527841105
314 => 0.052399418374092
315 => 0.052820562350655
316 => 0.051587968883819
317 => 0.049427896244213
318 => 0.050979298125228
319 => 0.051509014937732
320 => 0.051742968059435
321 => 0.049618784704402
322 => 0.048951320175986
323 => 0.048595967661627
324 => 0.052125212977309
325 => 0.052318553002523
326 => 0.051329398098004
327 => 0.055800472061947
328 => 0.054788530322542
329 => 0.055919117177203
330 => 0.052782347949004
331 => 0.052902176757741
401 => 0.051417179936155
402 => 0.05224867892872
403 => 0.051661002241239
404 => 0.052181502027154
405 => 0.05249348745273
406 => 0.05397824060095
407 => 0.05622199552932
408 => 0.05375646799276
409 => 0.052682202338076
410 => 0.053348670708343
411 => 0.055123563804537
412 => 0.057812617700378
413 => 0.056220643671787
414 => 0.056927134712204
415 => 0.057081471574936
416 => 0.055907608864335
417 => 0.057855899692898
418 => 0.058900004575812
419 => 0.059971040138618
420 => 0.060900990308068
421 => 0.059543244982256
422 => 0.060996227106022
423 => 0.059825380000139
424 => 0.058775009106213
425 => 0.058776602085285
426 => 0.058117689080055
427 => 0.05684096210404
428 => 0.056605514061157
429 => 0.057830344514045
430 => 0.058812542545386
501 => 0.058893441079659
502 => 0.059437236376966
503 => 0.059759048832375
504 => 0.062913248378207
505 => 0.064181893528447
506 => 0.065733168803938
507 => 0.066337477948825
508 => 0.068156231818117
509 => 0.066687440356697
510 => 0.066369658084887
511 => 0.06195795610784
512 => 0.062680372059434
513 => 0.063837029700706
514 => 0.061977028966321
515 => 0.063156771319135
516 => 0.06338967744994
517 => 0.061913826853105
518 => 0.062702142424614
519 => 0.060608609985963
520 => 0.056267628815519
521 => 0.057860732445876
522 => 0.059033792950703
523 => 0.057359690972998
524 => 0.06036045397134
525 => 0.058607470176031
526 => 0.058051858470979
527 => 0.055884219119698
528 => 0.056907261453413
529 => 0.058290940858317
530 => 0.057435987856082
531 => 0.059210143707558
601 => 0.061722821543329
602 => 0.063513505401652
603 => 0.063650971873284
604 => 0.062499682118884
605 => 0.064344631297744
606 => 0.064358069738335
607 => 0.062276959527742
608 => 0.061002291111424
609 => 0.060712683765311
610 => 0.061436179696766
611 => 0.062314637322268
612 => 0.063699720157746
613 => 0.064536696706684
614 => 0.066719087648256
615 => 0.067309580062993
616 => 0.067958352200676
617 => 0.068825311850537
618 => 0.069866319194088
619 => 0.067588654390981
620 => 0.067679150259706
621 => 0.065558220331469
622 => 0.063291702531028
623 => 0.06501170701613
624 => 0.067260384077793
625 => 0.06674453507528
626 => 0.066686491524659
627 => 0.066784104676866
628 => 0.066395171375025
629 => 0.064636040465337
630 => 0.063752615935235
701 => 0.064892458964701
702 => 0.065498234806286
703 => 0.06643774030738
704 => 0.066321926423815
705 => 0.068741991699106
706 => 0.069682355886109
707 => 0.069441770486621
708 => 0.069486043990138
709 => 0.071188528433059
710 => 0.073082041276217
711 => 0.074855565924861
712 => 0.076659671372117
713 => 0.074484751840015
714 => 0.073380461832002
715 => 0.07451980724166
716 => 0.073915254529848
717 => 0.077389193733903
718 => 0.077629721747093
719 => 0.081103409745803
720 => 0.084400353295651
721 => 0.08232960212287
722 => 0.084282227210121
723 => 0.086394150441842
724 => 0.090468393003028
725 => 0.089096331442002
726 => 0.088045353789202
727 => 0.087052184985593
728 => 0.089118811604796
729 => 0.091777493735233
730 => 0.092350148401589
731 => 0.093278067732004
801 => 0.09230247401665
802 => 0.093477469188671
803 => 0.097625718464947
804 => 0.096504824892888
805 => 0.094912975827931
806 => 0.098187620229455
807 => 0.099372701308509
808 => 0.10769022095309
809 => 0.11819143308397
810 => 0.11384386230711
811 => 0.11114518483068
812 => 0.11177943805112
813 => 0.11561412523286
814 => 0.11684570504874
815 => 0.11349784655815
816 => 0.1146803667747
817 => 0.12119616943072
818 => 0.1246916885037
819 => 0.11994430409175
820 => 0.10684645878317
821 => 0.094769647236429
822 => 0.097972961484538
823 => 0.097609805059216
824 => 0.10461022215018
825 => 0.096478091951898
826 => 0.096615016168427
827 => 0.10376019447126
828 => 0.10185398339943
829 => 0.098766165592138
830 => 0.094792191723606
831 => 0.087445933479533
901 => 0.080939147687192
902 => 0.093700453049248
903 => 0.093150162357108
904 => 0.092353259886378
905 => 0.094126680101134
906 => 0.10273790526988
907 => 0.10253938865792
908 => 0.10127652725673
909 => 0.10223439649919
910 => 0.098598246482705
911 => 0.099535365135549
912 => 0.094767734207778
913 => 0.096922902500986
914 => 0.098759540521933
915 => 0.099128272796529
916 => 0.099959045439129
917 => 0.092860184167753
918 => 0.096047364466984
919 => 0.097919534294374
920 => 0.089461002904105
921 => 0.09775233632504
922 => 0.092736608786559
923 => 0.091034195526299
924 => 0.093326270705347
925 => 0.092433046778956
926 => 0.091665105298913
927 => 0.09123658075814
928 => 0.092919627802527
929 => 0.09284111164623
930 => 0.090087320016259
1001 => 0.086495111093868
1002 => 0.087700774318461
1003 => 0.087262745565814
1004 => 0.085675272859385
1005 => 0.086745037791333
1006 => 0.08203433442668
1007 => 0.07392981412885
1008 => 0.079283908485767
1009 => 0.07907778167716
1010 => 0.078973843193153
1011 => 0.082997297126077
1012 => 0.082610534867302
1013 => 0.081908557580438
1014 => 0.085662380496015
1015 => 0.084292184635786
1016 => 0.088514805418264
1017 => 0.091296096567593
1018 => 0.09059067116678
1019 => 0.093206488935871
1020 => 0.087728550364058
1021 => 0.089548101820865
1022 => 0.089923108854324
1023 => 0.085616058903927
1024 => 0.082673813956007
1025 => 0.082477599762029
1026 => 0.077376152488665
1027 => 0.080101304444653
1028 => 0.082499325391471
1029 => 0.081350859451888
1030 => 0.08098728944486
1031 => 0.082844689762053
1101 => 0.082989025674256
1102 => 0.079698151579976
1103 => 0.080382428512606
1104 => 0.083235977073248
1105 => 0.080310526410329
1106 => 0.07462685364193
1107 => 0.073217224212444
1108 => 0.073029153661925
1109 => 0.069206126850037
1110 => 0.073311422391327
1111 => 0.071519350872474
1112 => 0.077180483328219
1113 => 0.07394687483076
1114 => 0.073807480431365
1115 => 0.073596765351969
1116 => 0.070306128247728
1117 => 0.071026568642659
1118 => 0.07342142224158
1119 => 0.074275932985632
1120 => 0.074186800514227
1121 => 0.073409686152438
1122 => 0.073765445127796
1123 => 0.072619421513524
1124 => 0.072214736722906
1125 => 0.070937440206394
1126 => 0.06906016718929
1127 => 0.069321213516303
1128 => 0.065601844454216
1129 => 0.063575334787334
1130 => 0.063014423620509
1201 => 0.062264349766139
1202 => 0.06309914645823
1203 => 0.065591307948977
1204 => 0.062585232449582
1205 => 0.057431526857547
1206 => 0.057741273345116
1207 => 0.058437181738124
1208 => 0.057140361051648
1209 => 0.055913029105808
1210 => 0.056980094656127
1211 => 0.054796401656682
1212 => 0.05870107060439
1213 => 0.058595460252063
1214 => 0.060050879372661
1215 => 0.060960982816978
1216 => 0.058863489027317
1217 => 0.058335975011443
1218 => 0.05863647096906
1219 => 0.053669942152672
1220 => 0.059645008010658
1221 => 0.059696680628318
1222 => 0.059254228304558
1223 => 0.062435766414474
1224 => 0.069149804173018
1225 => 0.066623713096711
1226 => 0.065645534280458
1227 => 0.063786015635716
1228 => 0.066263713822542
1229 => 0.066073465259907
1230 => 0.065213089110045
1231 => 0.064692730930071
]
'min_raw' => 0.048595967661627
'max_raw' => 0.1246916885037
'avg_raw' => 0.086643828082664
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$0.048595'
'max' => '$0.124691'
'avg' => '$0.086643'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.029883399281668
'max_diff' => 0.072477819938719
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.00152537189553
]
1 => [
'year' => 2028
'avg' => 0.0026179809913548
]
2 => [
'year' => 2029
'avg' => 0.0071518522232157
]
3 => [
'year' => 2030
'avg' => 0.005517643339353
]
4 => [
'year' => 2031
'avg' => 0.0054190095532558
]
5 => [
'year' => 2032
'avg' => 0.009501229171928
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.00152537189553
'min' => '$0.001525'
'max_raw' => 0.009501229171928
'max' => '$0.0095012'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.009501229171928
]
1 => [
'year' => 2033
'avg' => 0.024438138430073
]
2 => [
'year' => 2034
'avg' => 0.015490066578957
]
3 => [
'year' => 2035
'avg' => 0.018270569051967
]
4 => [
'year' => 2036
'avg' => 0.035463218472471
]
5 => [
'year' => 2037
'avg' => 0.086643828082664
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.009501229171928
'min' => '$0.0095012'
'max_raw' => 0.086643828082664
'max' => '$0.086643'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 0.086643828082664
]
]
]
]
'prediction_2025_max_price' => '$0.0026081'
'last_price' => 0.00252889
'sma_50day_nextmonth' => '$0.0024069'
'sma_200day_nextmonth' => '$0.002499'
'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' => '$0.002528'
'daily_sma3_action' => 'SELL'
'daily_sma5' => '$0.002528'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.002528'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.002528'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.002529'
'daily_sma50_action' => 'SELL'
'daily_sma100' => '$0.002529'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.00253'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.002528'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.002528'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.002528'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.002528'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$0.002529'
'daily_ema50_action' => 'SELL'
'daily_ema100' => '$0.002529'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.002529'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.00253'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.00253'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '$0.00252'
'weekly_sma100_action' => 'BUY'
'weekly_sma200' => '$0.004744'
'weekly_sma200_action' => 'SELL'
'weekly_ema3' => '$0.002528'
'weekly_ema3_action' => 'SELL'
'weekly_ema5' => '$0.002529'
'weekly_ema5_action' => 'SELL'
'weekly_ema10' => '$0.002529'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.002529'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.00256'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.003345'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$0.00578'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '52.15'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 96.5
'stoch_rsi_14_action' => 'SELL'
'momentum_10' => 0
'momentum_10_action' => 'BUY'
'vwma_10' => '0.002528'
'vwma_10_action' => 'BUY'
'hma_9' => '0.002529'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 95.36
'stochastic_fast_14_action' => 'SELL'
'cci_20' => 55.8
'cci_20_action' => 'NEUTRAL'
'adx_14' => 17.64
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '-0.00000057'
'ao_5_34_action' => 'SELL'
'macd_12_26' => 0
'macd_12_26_action' => 'BUY'
'williams_percent_r_14' => -4.64
'williams_percent_r_14_action' => 'SELL'
'ultimate_oscillator' => 63.05
'ultimate_oscillator_action' => 'NEUTRAL'
'ichimoku_cloud' => '0.00000036'
'ichimoku_cloud_action' => 'NEUTRAL'
'sell_signals' => 20
'buy_signals' => 15
'sell_pct' => 57.14
'buy_pct' => 42.86
'overall_action' => 'bearish'
'overall_action_label' => 'Bajista'
'overall_action_dir' => -1
'last_updated' => 1767691126
'last_updated_date' => '6 de enero de 2026'
]
Predicción de precio de Obsidium para 2026
La previsión del precio de Obsidium para 2026 sugiere que el precio medio podría oscilar entre $0.000873 en el extremo inferior y $0.0026081 en el extremo superior. En el mercado de criptomonedas, en comparación con el precio medio de hoy, Obsidium podría potencialmente ganar 3.13% para 2026 si OBS alcanza el objetivo de precio previsto.
Predicción de precio de Obsidium 2027-2032
La predicción del precio de OBS para 2027-2032 está actualmente dentro de un rango de precios de $0.001525 en el extremo inferior y $0.0095012 en el extremo superior. Considerando la volatilidad de precios en el mercado, si Obsidium alcanza el objetivo de precio superior, podría ganar 275.71% para 2032 en comparación con el precio de hoy.
| Predicción de Precio de Obsidium | Potencial Mínimo ($) | Precio Medio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2027 | $0.000841 | $0.001525 | $0.0022096 |
| 2028 | $0.001517 | $0.002617 | $0.003717 |
| 2029 | $0.003334 | $0.007151 | $0.010969 |
| 2030 | $0.002835 | $0.005517 | $0.008199 |
| 2031 | $0.003352 | $0.005419 | $0.007485 |
| 2032 | $0.005117 | $0.0095012 | $0.013884 |
Predicción de precio de Obsidium 2032-2037
La predicción de precio de Obsidium para 2032-2037 se estima actualmente entre $0.0095012 en el extremo inferior y $0.086643 en el extremo superior. Comparado con el precio actual, Obsidium podría potencialmente ganar 3326.16% para 2037 si alcanza el objetivo de precio superior. Tenga en cuenta que esta información es solo para fines generales y no debe considerarse como consejo de inversión a largo plazo.
| Predicción de Precio de Obsidium | Potencial Mínimo ($) | Precio Medio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2032 | $0.005117 | $0.0095012 | $0.013884 |
| 2033 | $0.011893 | $0.024438 | $0.036983 |
| 2034 | $0.009561 | $0.01549 | $0.021418 |
| 2035 | $0.0113045 | $0.01827 | $0.025236 |
| 2036 | $0.018712 | $0.035463 | $0.052213 |
| 2037 | $0.048595 | $0.086643 | $0.124691 |
Obsidium Histograma de precios potenciales
Pronóstico de precio de Obsidium basado en análisis técnico
Indicador de Sentimiento del Mercado
Alcista 42.86%
Bajista 57.14%
A fecha de 6 de enero de 2026, el sentimiento general de predicción de precio para Obsidium es Bajista, con 15 indicadores técnicos mostrando señales alcistas y 20 indicando señales bajistas. La predicción de precio de OBS 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 Obsidium
Según nuestros indicadores técnicos, se proyecta que el SMA de 200 días de Obsidium aumentar durante el próximo mes, alcanzando $0.002499 para el 4 feb. 2026. Se espera que el SMA de 50 días a corto plazo para Obsidium alcance $0.0024069 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 52.15, lo que sugiere que el mercado de OBS está en un estado NEUTRAL.
Promedios Móviles y Osciladores Populares de OBS 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 | $0.002528 | SELL |
| SMA 5 | $0.002528 | BUY |
| SMA 10 | $0.002528 | BUY |
| SMA 21 | $0.002528 | BUY |
| SMA 50 | $0.002529 | SELL |
| SMA 100 | $0.002529 | SELL |
| SMA 200 | $0.00253 | SELL |
Promedio Móvil Exponencial Diario (EMA)
| Período | Valor | Acción |
|---|---|---|
| EMA 3 | $0.002528 | BUY |
| EMA 5 | $0.002528 | BUY |
| EMA 10 | $0.002528 | BUY |
| EMA 21 | $0.002528 | BUY |
| EMA 50 | $0.002529 | SELL |
| EMA 100 | $0.002529 | SELL |
| EMA 200 | $0.002529 | SELL |
Promedio Móvil Simple Semanal (SMA)
| Período | Valor | Acción |
|---|---|---|
| SMA 21 | $0.00253 | SELL |
| SMA 50 | $0.00253 | SELL |
| SMA 100 | $0.00252 | BUY |
| SMA 200 | $0.004744 | SELL |
Promedio Móvil Exponencial Semanal (EMA)
| Período | Valor | Acción |
|---|---|---|
| EMA 21 | $0.002529 | SELL |
| EMA 50 | $0.00256 | SELL |
| EMA 100 | $0.003345 | SELL |
| EMA 200 | $0.00578 | SELL |
Osciladores de Obsidium
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) | 52.15 | NEUTRAL |
| Stoch RSI (14) | 96.5 | SELL |
| Estocástico Rápido (14) | 95.36 | SELL |
| Índice de Canal de Materias Primas (20) | 55.8 | NEUTRAL |
| Índice Direccional Medio (14) | 17.64 | NEUTRAL |
| Oscilador Asombroso (5, 34) | -0.00000057 | SELL |
| Momentum (10) | 0 | BUY |
| MACD (12, 26) | 0 | BUY |
| Rango Percentil de Williams (14) | -4.64 | SELL |
| Oscilador Ultimate (7, 14, 28) | 63.05 | NEUTRAL |
| VWMA (10) | 0.002528 | BUY |
| Promedio Móvil de Hull (9) | 0.002529 | BUY |
| Nube Ichimoku B/L (9, 26, 52, 26) | 0.00000036 | NEUTRAL |
Predicción de precios de Obsidium basada en flujos de dinero globales
Definiciones de flujos de dinero globales utilizadas para la predicción de precios de Obsidium
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 Obsidium por parte de empresas de Internet o nichos tecnológicos
| Comparación | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook acción | $0.003553 | $0.004993 | $0.007016 | $0.009859 | $0.013853 | $0.019466 |
| Amazon.com acción | $0.005276 | $0.01101 | $0.022973 | $0.047935 | $0.100019 | $0.208696 |
| Apple acción | $0.003587 | $0.005087 | $0.007216 | $0.010236 | $0.014519 | $0.020595 |
| Netflix acción | $0.00399 | $0.006295 | $0.009933 | $0.015674 | $0.024731 | $0.039022 |
| Google acción | $0.003274 | $0.00424 | $0.005492 | $0.007112 | $0.00921 | $0.011927 |
| Tesla acción | $0.005732 | $0.012995 | $0.02946 | $0.066784 | $0.151396 | $0.3432038 |
| Kodak acción | $0.001896 | $0.001422 | $0.001066 | $0.000799 | $0.000599 | $0.000449 |
| Nokia acción | $0.001675 | $0.0011098 | $0.000735 | $0.000487 | $0.000322 | $0.000213 |
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 Obsidium
Podría preguntarse cosas como: "¿Debo invertir en Obsidium ahora?", "¿Debería comprar OBS hoy?", "¿Será Obsidium una buena o mala inversión a corto plazo?, ¿Lo será a largo plazo?".
Actualizamos el pronóstico de Obsidium regularmente con valores actualizados. Aquí hay algunas predicciones similares. Hacemos un pronóstico de precios futuros para una gran cantidad de monedas digitales, como Obsidium, 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 Obsidium a fin de tomar una decisión responsable sobre la inversión por sus propios medios.
El precio de Obsidium es de $0.002528 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 Obsidium basada en el patrón de crecimiento del Bitcoin
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Si Obsidium ofrece un 1 % del crecimiento medio anterior anual del Bitcoin | $0.002594 | $0.002662 | $0.002731 | $0.0028022 |
| Si Obsidium ofrece un 2 % del crecimiento medio anterior anual del Bitcoin | $0.00266 | $0.002798 | $0.002944 | $0.003097 |
| Si Obsidium ofrece un 5 % del crecimiento medio anterior anual del Bitcoin | $0.002857 | $0.003228 | $0.003648 | $0.004122 |
| Si Obsidium ofrece un 10 % del crecimiento medio anterior anual del Bitcoin | $0.003186 | $0.004014 | $0.005057 | $0.006372 |
| Si Obsidium ofrece un 20 % del crecimiento medio anterior anual del Bitcoin | $0.003843 | $0.005841 | $0.008878 | $0.013494 |
| Si Obsidium ofrece un 50 % del crecimiento medio anterior anual del Bitcoin | $0.005815 | $0.013373 | $0.030755 | $0.070726 |
| Si Obsidium ofrece un 100 % del crecimiento medio anterior anual del Bitcoin | $0.0091022 | $0.032762 | $0.117921 | $0.424436 |
Cuadro de preguntas
¿Es OBS una buena inversión?
La decisión de adquirir Obsidium depende completamente de su tolerancia individual al riesgo. Como puede discernir, el valor de Obsidium ha experimentado un aumento de 0.0191% durante las últimas 24 horas, y Obsidium ha sufrido un declive de durante el período previo de 30 días. Por lo tanto, la determinación de si invertir o no en Obsidium dependerá de si dicha inversión se alinea con sus aspiraciones comerciales.
¿Puede Obsidium subir?
Parece que el valor medio de Obsidium podría potencialmente aumentar hasta $0.0026081 para el final de este año. Mirando las perspectivas de Obsidium en un horizonte de cinco años más extendido, la moneda digital podría potencialmente crecer hasta $0.008199. 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 Obsidium la próxima semana?
Basado en nuestro nuevo pronóstico experimental de Obsidium, el precio de Obsidium aumentará en un 0.86% durante la próxima semana y alcanzará $0.00255 para el 13 de enero de 2026.
¿Cuál será el precio de Obsidium el próximo mes?
Basado en nuestro nuevo pronóstico experimental de Obsidium, el precio de Obsidium disminuirá en un -11.62% durante el próximo mes y alcanzará $0.002235 para el 5 de febrero de 2026.
¿Hasta qué punto puede subir el precio de Obsidium este año en 2026?
Según nuestra predicción más reciente sobre el valor de Obsidium en 2026, se anticipa que OBS fluctúe dentro del rango de $0.000873 y $0.0026081. Sin embargo, es crucial tener en cuenta que el mercado de criptomonedas es excepcionalmente inestable, y esta predicción de precios proyectada de Obsidium no considera fluctuaciones de precios repentinas y extremas.
¿Dónde estará Obsidium en 5 años?
El futuro de Obsidium parece estar en una tendencia alcista, con un precio máximo de $0.008199 proyectada después de un período de cinco años. Basado en el pronóstico de Obsidium para 2030, el valor de Obsidium podría potencialmente alcanzar su punto más alto de aproximadamente $0.008199, mientras que su punto más bajo se anticipa que esté alrededor de $0.002835.
¿Cuánto será Obsidium en 2026?
Basado en nuestra nueva simulación experimental de predicción de precios de Obsidium, se espera que el valor de OBS en 2026 crezca en un 3.13% hasta $0.0026081 si ocurre lo mejor. El precio estará entre $0.0026081 y $0.000873 durante 2026.
¿Cuánto será Obsidium en 2027?
Según nuestra última simulación experimental para la predicción de precios de Obsidium, el valor de OBS podría disminuir en un -12.62% hasta $0.0022096 en 2027, asumiendo las condiciones más favorables. Se proyecta que el precio fluctúe entre $0.0022096 y $0.000841 a lo largo del año.
¿Cuánto será Obsidium en 2028?
Nuestro nuevo modelo experimental de predicción de precios de Obsidium sugiere que el valor de OBS en 2028 podría aumentar en un 47.02% , alcanzando $0.003717 en el mejor escenario. Se espera que el precio oscile entre $0.003717 y $0.001517 durante el año.
¿Cuánto será Obsidium en 2029?
Basado en nuestro modelo de pronóstico experimental, el valor de Obsidium podría experimentar un 333.75% crecimiento en 2029, potencialmente alcanzando $0.010969 bajo condiciones óptimas. El rango de precios previsto para 2029 se encuentra entre $0.010969 y $0.003334.
¿Cuánto será Obsidium en 2030?
Usando nuestra nueva simulación experimental para las predicciones de precios de Obsidium, se espera que el valor de OBS en 2030 aumente en un 224.23% , alcanzando $0.008199 en el mejor escenario. Se pronostica que el precio oscile entre $0.008199 y $0.002835 durante el transcurso de 2030.
¿Cuánto será Obsidium en 2031?
Nuestra simulación experimental indica que el precio de Obsidium podría crecer en un 195.98% en 2031, potencialmente alcanzando $0.007485 bajo condiciones ideales. Es probable que el precio fluctúe entre $0.007485 y $0.003352 durante el año.
¿Cuánto será Obsidium en 2032?
Basado en los hallazgos de nuestra última predicción experimental de precios de Obsidium, OBS podría experimentar un 449.04% aumento en valor, alcanzando $0.013884 si se desarrolla el escenario más positivo en 2032. Se espera que el precio se mantenga dentro de un rango de $0.013884 y $0.005117 a lo largo del año.
¿Cuánto será Obsidium en 2033?
Según nuestra predicción experimental de precios de Obsidium, se anticipa que el valor de OBS aumente en un 1362.43% en 2033, con el precio potencial más alto siendo $0.036983. A lo largo del año, el precio de OBS podría oscilar entre $0.036983 y $0.011893.
¿Cuánto será Obsidium en 2034?
Los resultados de nuestra nueva simulación de predicción de precios de Obsidium sugieren que OBS podría aumentar en un 746.96% en 2034, alcanzando potencialmente $0.021418 bajo las mejores circunstancias. El rango de precios previsto para el año está entre $0.021418 y $0.009561.
¿Cuánto será Obsidium en 2035?
Basado en nuestra predicción experimental para el precio de Obsidium, OBS podría crecer en un 897.93% , con el valor potencialmente alcanzando $0.025236 en 2035. El rango de precios esperado para el año está entre $0.025236 y $0.0113045.
¿Cuánto será Obsidium en 2036?
Nuestra reciente simulación de predicción de precios de Obsidium sugiere que el valor de OBS podría aumentar en un 1964.7% en 2036, posiblemente alcanzando $0.052213 si las condiciones son óptimas. El rango de precios esperado para 2036 está entre $0.052213 y $0.018712.
¿Cuánto será Obsidium en 2037?
Según la simulación experimental, el valor de Obsidium podría aumentar en un 4830.69% en 2037, con un máximo de $0.124691 bajo condiciones favorables. Se espera que el precio caiga entre $0.124691 y $0.048595 durante el transcurso del año.
Predicciones relacionadas
Predicción de precios de Welltrado- Predicción de precios de Imperium Empires
- Predicción de precios de Operon Origins
- Predicción de precios de Flame
- Predicción de precios de AllSafe
- Predicción de precios de Pontoon
- Predicción de precios de Rigel Protocol
- Predicción de precios de Pear
- Predicción de precios de BSClaunch
- Predicción de precios de zzz.finance
- Predicción de precios de FLOOF
- Predicción de precios de Apollon Network
- Predicción de precios de Water Token
- Predicción de precios de UMI
- Predicción de precios de Crystl Finance
- Predicción de precios de Run
- Predicción de precios de Tourist Token
- Predicción de precios de Kurobi
- Predicción de precios de Fire Protocol
- Predicción de precios de Instadapp WBTC
- Predicción de precios de HERMES
- Predicción de precios de Ormeus Ecosystem
- Predicción de precios de Orbis Token
- Predicción de precios de Educoin
- Predicción de precios de Particle
Predicción de precios de Welltrado
Predicción de precios de Imperium Empires
Predicción de precios de Operon Origins
Predicción de precios de Flame
Predicción de precios de AllSafe
Predicción de precios de Pontoon
Predicción de precios de Rigel Protocol
Predicción de precios de Pear
Predicción de precios de BSClaunch
Predicción de precios de zzz.finance
Predicción de precios de FLOOF
Predicción de precios de Apollon Network
Predicción de precios de Water Token
Predicción de precios de UMI
Predicción de precios de Crystl Finance
Predicción de precios de Run
Predicción de precios de Tourist Token
Predicción de precios de Kurobi
Predicción de precios de Fire Protocol
Predicción de precios de Instadapp WBTC
Predicción de precios de HERMES
Predicción de precios de Ormeus Ecosystem
Predicción de precios de Orbis Token
Predicción de precios de Educoin
Predicción de precios de Particle¿Cómo leer y predecir los movimientos de precio de Obsidium?
Los traders de Obsidium 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 Obsidium
Las medias móviles son herramientas populares para la predicción de precios de Obsidium. Una media móvil simple (SMA) calcula el precio de cierre promedio de OBS 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 OBS 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 OBS.
¿Cómo leer gráficos de Obsidium 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 Obsidium 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 OBS 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 Obsidium?
La acción del precio de Obsidium 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 OBS. La capitalización de mercado de Obsidium puede cambiar rápidamente.
Los traders a menudo monitorean la actividad de las "ballenas" de OBS, grandes poseedores de Obsidium, ya que sus acciones pueden influir significativamente en los movimientos de precios en el relativamente pequeño mercado de Obsidium.
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