Predicción del precio de Lucha - Pronóstico de LUCHA
$0.01708
1.9348%
Add to portfolio
Add to favorites
Sentiment
Alcista 55.88%
Bajista 44.12%
SMA 50
$0.016675
SMA 200
$0.022022
RSI (14)
57.15
Momentum (10)
0
MACD (12, 26)
0
Hull Moving Average (9)
0.016922
Predicción de precio de Lucha hasta $0.017616 para el año 2026
| Año | Precio min. | Precio max. |
|---|---|---|
| 2026 | $0.0059017 | $0.017616 |
| 2027 | $0.005681 | $0.014925 |
| 2028 | $0.010253 | $0.025113 |
| 2029 | $0.022523 | $0.074092 |
| 2030 | $0.019155 | $0.055383 |
| 2031 | $0.022647 | $0.050559 |
| 2032 | $0.034569 | $0.093784 |
| 2033 | $0.080332 | $0.2498088 |
| 2034 | $0.064583 | $0.144675 |
| 2035 | $0.076358 | $0.170464 |
Calculadora de ganancias de inversión
Si abres una posición corta de $10,000.00 en Lucha hoy y la cierras el Apr 06, 2026, nuestra previsión indica que podrías obtener una ganancia de alrededor de $3,954.95, equivalente a un ROI del 39.55% en los próximos 90 días.
$
≈ $3,954.95
(39.55% ROI)
Predicción del precio a largo plazo de Lucha para 2027, 2028, 2029, 2030, 2031, 2032 y 2037
[
'name' => 'Lucha'
'name_with_ticker' => 'Lucha <small>LUCHA</small>'
'name_lang' => 'Lucha'
'name_lang_with_ticker' => 'Lucha <small>LUCHA</small>'
'name_with_lang' => 'Lucha'
'name_with_lang_with_ticker' => 'Lucha <small>LUCHA</small>'
'image' => '/uploads/coins/lucha.png?1717134784'
'price_for_sd' => 0.01708
'ticker' => 'LUCHA'
'marketcap' => '$211.22K'
'low24h' => '$0.01659'
'high24h' => '$0.01722'
'volume24h' => '$371.43'
'current_supply' => '12.37M'
'max_supply' => '12.37M'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.01708'
'change_24h_pct' => '1.9348%'
'ath_price' => '$0.8587'
'ath_days' => 1436
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '31 ene. 2022'
'ath_pct' => '-98.01%'
'fdv' => '$211.22K'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$0.842247'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.017227'
'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' => '$0.0150971'
'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' => '$0.0059017'
'current_year_max_price_prediction' => '$0.017616'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.019155'
'grand_prediction_max_price' => '$0.055383'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.017405440177499
107 => 0.017470425772947
108 => 0.017616841637739
109 => 0.016365734103881
110 => 0.016927444655996
111 => 0.017257396980202
112 => 0.01576666037567
113 => 0.017227929910614
114 => 0.016343955105179
115 => 0.016043920779359
116 => 0.01644787747256
117 => 0.016290455156359
118 => 0.016155112693037
119 => 0.016079589273026
120 => 0.016376210485439
121 => 0.016362372751341
122 => 0.015877042876136
123 => 0.015243949838509
124 => 0.015456436642507
125 => 0.01537923819454
126 => 0.015099461060309
127 => 0.015287997068361
128 => 0.014457779904793
129 => 0.013029434425807
130 => 0.01397304320063
131 => 0.013936715289248
201 => 0.01391839710899
202 => 0.014627493023839
203 => 0.014559329813252
204 => 0.014435612918582
205 => 0.015097188902519
206 => 0.014855704768929
207 => 0.015599901967835
208 => 0.016090078374692
209 => 0.015965753782367
210 => 0.016426767062244
211 => 0.015461331909308
212 => 0.015782010740578
213 => 0.015848102203261
214 => 0.015089025157571
215 => 0.014570482157493
216 => 0.014535901251211
217 => 0.013636819148702
218 => 0.014117101550725
219 => 0.014539730189069
220 => 0.014337323868609
221 => 0.014273248074269
222 => 0.014600597411211
223 => 0.014626035258249
224 => 0.014046049650003
225 => 0.014166647023713
226 => 0.014669558119728
227 => 0.01415397495443
228 => 0.013152281084288
301 => 0.012903847154992
302 => 0.012870701489278
303 => 0.012196928969483
304 => 0.012920448698081
305 => 0.012604612947424
306 => 0.013602334299454
307 => 0.013032441214062
308 => 0.013007874262181
309 => 0.012970737711226
310 => 0.012390793870246
311 => 0.012517764714066
312 => 0.012939835137132
313 => 0.013090434619046
314 => 0.013074725859257
315 => 0.0129377667618
316 => 0.013000465935272
317 => 0.012798490051678
318 => 0.012727168163417
319 => 0.012502056665433
320 => 0.012171204952036
321 => 0.012217211912015
322 => 0.011561708095715
323 => 0.011204554826373
324 => 0.011105699508624
325 => 0.010973506046282
326 => 0.011120631111949
327 => 0.011559851135763
328 => 0.011030058601317
329 => 0.010121766461636
330 => 0.010176356366886
331 => 0.010299003676092
401 => 0.010070451226778
402 => 0.0098541455144559
403 => 0.010042205781883
404 => 0.0096573504284966
405 => 0.010345511606881
406 => 0.010326898775555
407 => 0.010583402707255
408 => 0.010743799879738
409 => 0.010374136326367
410 => 0.01028116694237
411 => 0.010334126528718
412 => 0.009458822535335
413 => 0.010511871696947
414 => 0.010520978509825
415 => 0.010443000449054
416 => 0.011003716618367
417 => 0.012187002627376
418 => 0.011741802833217
419 => 0.011569408016684
420 => 0.011241685344435
421 => 0.01167835634696
422 => 0.011644826827095
423 => 0.011493193622572
424 => 0.011401485387352
425 => 0.011570460622673
426 => 0.01138054748573
427 => 0.011346433867871
428 => 0.011139742459627
429 => 0.011065963030744
430 => 0.011011339678843
501 => 0.01095120473558
502 => 0.011083847435725
503 => 0.010783261626595
504 => 0.010420784607575
505 => 0.010390648565499
506 => 0.010473856827259
507 => 0.010437043365557
508 => 0.010390472316808
509 => 0.010301555501876
510 => 0.010275175782293
511 => 0.010360897073317
512 => 0.010264122733612
513 => 0.010406918543418
514 => 0.010368085984404
515 => 0.010151170466431
516 => 0.0098808134186273
517 => 0.0098784066738087
518 => 0.0098201586913338
519 => 0.0097459711280091
520 => 0.0097253338450737
521 => 0.010026367870703
522 => 0.010649499294566
523 => 0.010527163685791
524 => 0.010615563700588
525 => 0.011050404280683
526 => 0.011188627024983
527 => 0.011090519795064
528 => 0.010956224567761
529 => 0.010962132876202
530 => 0.011421060321827
531 => 0.011449683063679
601 => 0.011522003498292
602 => 0.011614955694522
603 => 0.011106349956019
604 => 0.010938177591657
605 => 0.010858488195575
606 => 0.010613075699319
607 => 0.010877732036454
608 => 0.01072352812252
609 => 0.010744335498865
610 => 0.010730784667724
611 => 0.01073818433783
612 => 0.010345319251807
613 => 0.010488458640773
614 => 0.010250461644276
615 => 0.0099318103823833
616 => 0.0099307421516199
617 => 0.010008731596535
618 => 0.0099623404229723
619 => 0.0098375029677406
620 => 0.0098552355390401
621 => 0.0096998795553683
622 => 0.0098740985682688
623 => 0.0098790945461731
624 => 0.0098120107364327
625 => 0.010080419163397
626 => 0.010190386314924
627 => 0.010146230314279
628 => 0.010187288212208
629 => 0.010532247282647
630 => 0.010588490662748
701 => 0.01061347025696
702 => 0.010580000909879
703 => 0.010193593430766
704 => 0.010210732245596
705 => 0.010084978994154
706 => 0.0099787307482378
707 => 0.0099829801208758
708 => 0.010037605530582
709 => 0.010276157898508
710 => 0.010778177293377
711 => 0.01079722856244
712 => 0.010820319256311
713 => 0.010726397799888
714 => 0.010698070189923
715 => 0.010735441619443
716 => 0.01092397370923
717 => 0.011408929430125
718 => 0.011237513689257
719 => 0.011098150023687
720 => 0.011220409530566
721 => 0.011201588637784
722 => 0.011042721362023
723 => 0.011038262486716
724 => 0.01073334539159
725 => 0.010620624484149
726 => 0.010526426456877
727 => 0.010423564670197
728 => 0.010362584755096
729 => 0.010456277619568
730 => 0.010477706286214
731 => 0.010272845200575
801 => 0.01024492339159
802 => 0.010412217376356
803 => 0.010338597531009
804 => 0.010414317367633
805 => 0.010431885019243
806 => 0.010429056222716
807 => 0.010352188648988
808 => 0.010401181748258
809 => 0.010285298462938
810 => 0.01015929279526
811 => 0.010078909029711
812 => 0.010008763532911
813 => 0.010047684331416
814 => 0.0099089387914023
815 => 0.009864551300756
816 => 0.010384583988605
817 => 0.010768737726413
818 => 0.010763151978924
819 => 0.01072915017762
820 => 0.010678630397897
821 => 0.010920277872675
822 => 0.010836092724356
823 => 0.010897344453662
824 => 0.010912935589498
825 => 0.010960125261922
826 => 0.010976991513725
827 => 0.010926009986413
828 => 0.010754909753886
829 => 0.010328544242151
830 => 0.010130069945486
831 => 0.010064570121736
901 => 0.010066950915927
902 => 0.010001277983794
903 => 0.010020621605562
904 => 0.009994551061551
905 => 0.009945179758337
906 => 0.010044635792567
907 => 0.010056097174015
908 => 0.010032882947215
909 => 0.010038350737993
910 => 0.0098461468550122
911 => 0.0098607596987903
912 => 0.0097793935277231
913 => 0.0097641383515318
914 => 0.0095584517564369
915 => 0.0091940481384774
916 => 0.009395963116342
917 => 0.0091520782166239
918 => 0.0090597153096414
919 => 0.0094969469459176
920 => 0.0094530610165533
921 => 0.0093779473822365
922 => 0.0092668386620291
923 => 0.009225627356908
924 => 0.0089752405129059
925 => 0.0089604463224004
926 => 0.0090845448033013
927 => 0.0090272776243335
928 => 0.0089468528162861
929 => 0.0086555623140703
930 => 0.0083280553466089
1001 => 0.0083379407233212
1002 => 0.0084421145961869
1003 => 0.0087450141813048
1004 => 0.0086266660731832
1005 => 0.0085408031628529
1006 => 0.0085247236207777
1007 => 0.0087259927546509
1008 => 0.0090108307462688
1009 => 0.0091444703590451
1010 => 0.0090120375614792
1011 => 0.0088599058943237
1012 => 0.0088691654439932
1013 => 0.008930765079593
1014 => 0.0089372383303225
1015 => 0.0088382162543924
1016 => 0.0088660903887416
1017 => 0.0088237470298009
1018 => 0.0085638859141415
1019 => 0.0085591858505877
1020 => 0.0084954117419783
1021 => 0.0084934806873151
1022 => 0.0083849850193736
1023 => 0.0083698057254334
1024 => 0.0081543809915193
1025 => 0.0082961742037478
1026 => 0.0082010667614627
1027 => 0.0080577174123614
1028 => 0.0080330039305447
1029 => 0.0080322610134389
1030 => 0.008179448742638
1031 => 0.0082944542294352
1101 => 0.0082027211961402
1102 => 0.0081818353626291
1103 => 0.0084048414227316
1104 => 0.0083764618688382
1105 => 0.008351885358195
1106 => 0.0089853266282499
1107 => 0.0084839084349627
1108 => 0.0082652614827397
1109 => 0.0079946443594335
1110 => 0.008082758659352
1111 => 0.0081013256370132
1112 => 0.0074505402378647
1113 => 0.0071865166824804
1114 => 0.0070959137477902
1115 => 0.0070437704779386
1116 => 0.007067532820784
1117 => 0.0068298806540637
1118 => 0.0069895868405038
1119 => 0.0067838001523616
1120 => 0.0067492993444068
1121 => 0.0071172714348837
1122 => 0.0071684726016118
1123 => 0.0069500325173941
1124 => 0.0070903064136992
1125 => 0.007039441148946
1126 => 0.0067873277744862
1127 => 0.0067776988980023
1128 => 0.006651197268912
1129 => 0.0064532467149279
1130 => 0.0063627780000347
1201 => 0.006315661107833
1202 => 0.0063351024558453
1203 => 0.0063252723153752
1204 => 0.0062611239994444
1205 => 0.006328949221755
1206 => 0.0061556838060683
1207 => 0.0060866881214475
1208 => 0.006055524371392
1209 => 0.0059017413421848
1210 => 0.006146478529277
1211 => 0.006194694838252
1212 => 0.0062430061482504
1213 => 0.0066635231182548
1214 => 0.006642515278802
1215 => 0.0068324159162226
1216 => 0.0068250367266573
1217 => 0.0067708739886786
1218 => 0.0065423703064844
1219 => 0.0066334478015205
1220 => 0.0063531254283846
1221 => 0.0065631620104065
1222 => 0.0064673100857091
1223 => 0.006530754378248
1224 => 0.0064166758197219
1225 => 0.0064798116041985
1226 => 0.0062061287138171
1227 => 0.0059505674816012
1228 => 0.0060534127817423
1229 => 0.0061652173847824
1230 => 0.0064076382514564
1231 => 0.0062632543831941
]
'min_raw' => 0.0059017413421848
'max_raw' => 0.017616841637739
'avg_raw' => 0.011759291489962
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.0059017'
'max' => '$0.017616'
'avg' => '$0.011759'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.011180008657815
'max_diff' => 0.00053509163773861
'year' => 2026
]
1 => [
'items' => [
101 => 0.0063151802819797
102 => 0.0061412372133383
103 => 0.0057823429783499
104 => 0.0057843742807441
105 => 0.0057291662216271
106 => 0.0056814583980413
107 => 0.0062798386073161
108 => 0.0062054205693015
109 => 0.0060868451653173
110 => 0.0062455630555494
111 => 0.0062875305849184
112 => 0.0062887253414801
113 => 0.0064045218170918
114 => 0.0064663224168834
115 => 0.0064772150404558
116 => 0.0066594232967791
117 => 0.0067204971009137
118 => 0.0069720514566558
119 => 0.0064610790677678
120 => 0.0064505559276734
121 => 0.0062477965417547
122 => 0.006119203333706
123 => 0.0062566014287261
124 => 0.0063783173842036
125 => 0.0062515785957733
126 => 0.0062681280059405
127 => 0.0060979915374123
128 => 0.0061588073192462
129 => 0.0062111900633321
130 => 0.0061822673909633
131 => 0.0061389687505539
201 => 0.0063683380638849
202 => 0.0063553961483211
203 => 0.0065689901260726
204 => 0.0067355019059818
205 => 0.00703392078312
206 => 0.0067225051278984
207 => 0.006711155903657
208 => 0.0068220963910894
209 => 0.0067204801165031
210 => 0.0067846980943671
211 => 0.00702357427408
212 => 0.0070286213513412
213 => 0.0069440763044247
214 => 0.0069389317306363
215 => 0.0069551695317181
216 => 0.0070502748398327
217 => 0.0070170421228865
218 => 0.007055499864286
219 => 0.007103591858792
220 => 0.0073025207386517
221 => 0.0073504818181154
222 => 0.0072339612599874
223 => 0.007244481761761
224 => 0.0072008998744603
225 => 0.0071588003174072
226 => 0.0072534339735159
227 => 0.0074263788400836
228 => 0.0074253029590446
301 => 0.0074654228065205
302 => 0.0074904171391272
303 => 0.0073831231666094
304 => 0.0073132787358091
305 => 0.0073400615348945
306 => 0.0073828878138857
307 => 0.0073261735498159
308 => 0.0069761068393744
309 => 0.0070822947169743
310 => 0.0070646198618198
311 => 0.0070394487187439
312 => 0.0071462214507971
313 => 0.0071359229603168
314 => 0.0068274431875972
315 => 0.0068471910617865
316 => 0.0068286441212336
317 => 0.006888573080507
318 => 0.0067172437560323
319 => 0.0067699435023201
320 => 0.0068029962891624
321 => 0.006822464634536
322 => 0.0068927976475947
323 => 0.0068845448802929
324 => 0.0068922846439918
325 => 0.0069965699351309
326 => 0.0075240091513222
327 => 0.0075527165041304
328 => 0.0074113509996816
329 => 0.0074678237303976
330 => 0.0073594084366514
331 => 0.0074321883496626
401 => 0.0074819825177355
402 => 0.007256972247082
403 => 0.0072436485991585
404 => 0.0071347858369295
405 => 0.0071932825190493
406 => 0.0071002100917364
407 => 0.0071230468098637
408 => 0.0070591933551105
409 => 0.0071741168605702
410 => 0.0073026191969815
411 => 0.0073350839618701
412 => 0.0072496831424084
413 => 0.0071878473209299
414 => 0.0070792839883995
415 => 0.0072598272298892
416 => 0.0073126235756563
417 => 0.0072595499131609
418 => 0.0072472515858783
419 => 0.0072239462779004
420 => 0.0072521959171372
421 => 0.0073123360354187
422 => 0.0072839750662507
423 => 0.0073027079860421
424 => 0.0072313174131003
425 => 0.0073831586853788
426 => 0.0076243191683493
427 => 0.0076250945387358
428 => 0.0075967334166916
429 => 0.0075851286566
430 => 0.0076142288889141
501 => 0.0076300145711905
502 => 0.0077241193864243
503 => 0.0078250976024715
504 => 0.0082963188765162
505 => 0.0081640018283868
506 => 0.0085820973757983
507 => 0.0089127566708887
508 => 0.0090119069355077
509 => 0.0089206933574386
510 => 0.0086086566341251
511 => 0.0085933466238295
512 => 0.0090596612269664
513 => 0.0089279059930184
514 => 0.0089122341271819
515 => 0.0087455119527174
516 => 0.0088440654067689
517 => 0.0088225103206759
518 => 0.0087884845627672
519 => 0.0089765176878045
520 => 0.0093284989120413
521 => 0.009273639337385
522 => 0.0092326892097665
523 => 0.0090532576709451
524 => 0.0091613155348007
525 => 0.0091228381991937
526 => 0.0092881612512816
527 => 0.0091902275375788
528 => 0.0089269078175364
529 => 0.0089688423508663
530 => 0.008962504030514
531 => 0.009092946214225
601 => 0.009053790708449
602 => 0.0089548582895878
603 => 0.0093272958784822
604 => 0.0093031118530661
605 => 0.0093373992718682
606 => 0.0093524936539985
607 => 0.009579189851272
608 => 0.0096720600298258
609 => 0.0096931431862788
610 => 0.0097813626730675
611 => 0.0096909482050814
612 => 0.010052670541449
613 => 0.01029319478805
614 => 0.010572576077741
615 => 0.010980827232592
616 => 0.01113433344335
617 => 0.011106603920358
618 => 0.011416135286659
619 => 0.011972356271408
620 => 0.011219032084342
621 => 0.012012284282536
622 => 0.011761149795125
623 => 0.011165714443189
624 => 0.011127375426246
625 => 0.011530611159724
626 => 0.012424949206576
627 => 0.012200927669337
628 => 0.012425315625557
629 => 0.012163555155559
630 => 0.012150556541933
701 => 0.01241260250379
702 => 0.01302488717705
703 => 0.012734013679932
704 => 0.012316975196705
705 => 0.012624909922882
706 => 0.012358148365054
707 => 0.011757059913409
708 => 0.01220075636429
709 => 0.011904069183333
710 => 0.011990658275495
711 => 0.012614250600978
712 => 0.012539218322555
713 => 0.012636317038636
714 => 0.012464940346269
715 => 0.012304847491974
716 => 0.012006022290781
717 => 0.011917554880613
718 => 0.011942004090059
719 => 0.011917542764799
720 => 0.011750352811077
721 => 0.011714248156489
722 => 0.011654072150394
723 => 0.011672723210923
724 => 0.011559574714354
725 => 0.011773109305052
726 => 0.011812743206746
727 => 0.011968135874549
728 => 0.011984269256816
729 => 0.012417035624771
730 => 0.012178675181645
731 => 0.012338587945945
801 => 0.012324283843148
802 => 0.011178619332784
803 => 0.011336481794028
804 => 0.011582066243756
805 => 0.011471430782035
806 => 0.011315018123874
807 => 0.011188706516092
808 => 0.010997331514278
809 => 0.0112666881543
810 => 0.011620863493044
811 => 0.011993251727885
812 => 0.012440651792203
813 => 0.012340797306158
814 => 0.011984887894887
815 => 0.012000853731085
816 => 0.012099548248134
817 => 0.011971729881213
818 => 0.011934033749498
819 => 0.012094369378499
820 => 0.012095473521857
821 => 0.01194840304335
822 => 0.011784961120102
823 => 0.011784276292476
824 => 0.011755193380896
825 => 0.012168728940921
826 => 0.012396131685774
827 => 0.012422203043993
828 => 0.01239437687564
829 => 0.012405086063458
830 => 0.012272765416706
831 => 0.012575211176713
901 => 0.012852765314881
902 => 0.012778374876772
903 => 0.012666853034824
904 => 0.012578020516093
905 => 0.012757448758497
906 => 0.012749459101309
907 => 0.012850341121617
908 => 0.012845764530453
909 => 0.012811841701388
910 => 0.012778376088263
911 => 0.012911063461521
912 => 0.012872851628917
913 => 0.012834580442782
914 => 0.012757821719964
915 => 0.012768254505222
916 => 0.012656751919092
917 => 0.012605165720737
918 => 0.011829433070077
919 => 0.011622131958025
920 => 0.01168735310788
921 => 0.011708825603878
922 => 0.01161860789425
923 => 0.011747956914829
924 => 0.011727798006986
925 => 0.011806224524836
926 => 0.011757227041367
927 => 0.01175923791518
928 => 0.011903329066697
929 => 0.01194515934099
930 => 0.011923884125872
1001 => 0.011938784557269
1002 => 0.012282158709718
1003 => 0.012233341885727
1004 => 0.012207408920937
1005 => 0.012214592529413
1006 => 0.012302331987389
1007 => 0.012326894245225
1008 => 0.012222822232813
1009 => 0.0122719031955
1010 => 0.012480883705318
1011 => 0.012554015056482
1012 => 0.012787415224357
1013 => 0.012688262684687
1014 => 0.012870261462474
1015 => 0.013429663657434
1016 => 0.013876552838457
1017 => 0.013465575079112
1018 => 0.014286230149066
1019 => 0.014925227837002
1020 => 0.014900702041433
1021 => 0.014789278014258
1022 => 0.014061796135175
1023 => 0.013392356463899
1024 => 0.013952371174831
1025 => 0.013953798767497
1026 => 0.013905693007176
1027 => 0.013606912261345
1028 => 0.013895296084866
1029 => 0.013918186945521
1030 => 0.013905374150725
1031 => 0.013676299653425
1101 => 0.013326545236091
1102 => 0.013394886412045
1103 => 0.013506830652378
1104 => 0.013294896851412
1105 => 0.013227171160481
1106 => 0.013353086105261
1107 => 0.013758810292762
1108 => 0.013682110485315
1109 => 0.013680107543375
1110 => 0.014008261845413
1111 => 0.013773374185284
1112 => 0.013395748413132
1113 => 0.013300392925392
1114 => 0.012961945183067
1115 => 0.0131957122442
1116 => 0.013204125104563
1117 => 0.013076093274221
1118 => 0.013406137490541
1119 => 0.013403096074984
1120 => 0.01371642393778
1121 => 0.014315389130876
1122 => 0.014138245649991
1123 => 0.013932247054877
1124 => 0.013954644813887
1125 => 0.014200292947851
1126 => 0.014051768478455
1127 => 0.014105178913199
1128 => 0.014200212104761
1129 => 0.014257547988772
1130 => 0.013946395062527
1201 => 0.013873850431254
1202 => 0.013725449575377
1203 => 0.013686734562111
1204 => 0.013807603962738
1205 => 0.013775759146052
1206 => 0.013203418036226
1207 => 0.013143605205773
1208 => 0.01314543957989
1209 => 0.012995037373771
1210 => 0.012765637908775
1211 => 0.013368486006055
1212 => 0.013320068866989
1213 => 0.01326662009265
1214 => 0.013273167262532
1215 => 0.013534843189144
1216 => 0.013383057936758
1217 => 0.013786603907339
1218 => 0.01370364698749
1219 => 0.013618562535671
1220 => 0.013606801272694
1221 => 0.013574051017809
1222 => 0.013461738207973
1223 => 0.013326113741142
1224 => 0.01323656272055
1225 => 0.012210029427649
1226 => 0.012400548035742
1227 => 0.012619722328036
1228 => 0.01269538041545
1229 => 0.012565962021548
1230 => 0.013466848434978
1231 => 0.013631449063869
]
'min_raw' => 0.0056814583980413
'max_raw' => 0.014925227837002
'avg_raw' => 0.010303343117522
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.005681'
'max' => '$0.014925'
'avg' => '$0.0103033'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.00022028294414346
'max_diff' => -0.0026916138007362
'year' => 2027
]
2 => [
'items' => [
101 => 0.013132863022325
102 => 0.013039597931086
103 => 0.013472962878833
104 => 0.013211590838631
105 => 0.01332928665233
106 => 0.013074892679281
107 => 0.013591801592439
108 => 0.01358786361258
109 => 0.013386774370444
110 => 0.013556733620897
111 => 0.013527199018639
112 => 0.013300169759529
113 => 0.013598998824897
114 => 0.013599147040385
115 => 0.013405603016887
116 => 0.013179585969676
117 => 0.013139179459919
118 => 0.013108738582667
119 => 0.013321800062586
120 => 0.013512830319255
121 => 0.013868290266499
122 => 0.013957661342756
123 => 0.014306482603157
124 => 0.014098776526387
125 => 0.014190849939975
126 => 0.014290808655004
127 => 0.01433873253885
128 => 0.014260643141861
129 => 0.014802506139823
130 => 0.014848255979104
131 => 0.014863595504481
201 => 0.014680882350326
202 => 0.014843174395762
203 => 0.01476724332225
204 => 0.014964794881268
205 => 0.014995773488187
206 => 0.014969535710222
207 => 0.014979368809022
208 => 0.014516984331445
209 => 0.01449300725701
210 => 0.014166078145756
211 => 0.01429930417513
212 => 0.014050244498905
213 => 0.014129223887835
214 => 0.014164037249932
215 => 0.014145852725213
216 => 0.01430683657494
217 => 0.014169967415845
218 => 0.013808747201619
219 => 0.013447428573187
220 => 0.013442892512131
221 => 0.013347763695068
222 => 0.013279002984044
223 => 0.013292248736404
224 => 0.013338928495393
225 => 0.013276289871592
226 => 0.013289656997839
227 => 0.013511640358233
228 => 0.013556157538047
229 => 0.013404870767054
301 => 0.012797432550938
302 => 0.012648365689059
303 => 0.012755511993253
304 => 0.012704302960954
305 => 0.010253364019682
306 => 0.010829175768643
307 => 0.01048704798013
308 => 0.010644716205619
309 => 0.010295492327109
310 => 0.010462160266326
311 => 0.010431382783691
312 => 0.011357271036511
313 => 0.011342814564961
314 => 0.011349734112873
315 => 0.011019446062266
316 => 0.011545603895181
317 => 0.011804808163698
318 => 0.011756836352094
319 => 0.011768909823562
320 => 0.011561447582405
321 => 0.011351742800857
322 => 0.011119147924786
323 => 0.011551280454931
324 => 0.011503234694327
325 => 0.011613434382833
326 => 0.011893703218103
327 => 0.011934973868735
328 => 0.011990442041709
329 => 0.011970560650191
330 => 0.012444216055517
331 => 0.012386853260653
401 => 0.012525081091873
402 => 0.012240735955683
403 => 0.011918972443796
404 => 0.011980129168164
405 => 0.011974239283816
406 => 0.011899254295972
407 => 0.011831561201752
408 => 0.011718871272286
409 => 0.012075438884087
410 => 0.012060962890217
411 => 0.012295312404473
412 => 0.012253888851479
413 => 0.011977252226518
414 => 0.011987132357698
415 => 0.01205358098811
416 => 0.012283560456665
417 => 0.012351834021128
418 => 0.012320206985837
419 => 0.012395065832465
420 => 0.012454231212598
421 => 0.012402496093283
422 => 0.013134956283067
423 => 0.012830787745323
424 => 0.012979037374228
425 => 0.013014394037185
426 => 0.012923828688492
427 => 0.012943469069722
428 => 0.012973218895601
429 => 0.013153854012725
430 => 0.013627892827251
501 => 0.013837841391313
502 => 0.014469482004974
503 => 0.013820408085693
504 => 0.013781894725458
505 => 0.013895672273697
506 => 0.014266512179865
507 => 0.014567043092594
508 => 0.01466674653439
509 => 0.014679923990148
510 => 0.014866974275117
511 => 0.01497418801018
512 => 0.014844261450611
513 => 0.014734162295254
514 => 0.014339800786775
515 => 0.014385449205192
516 => 0.014699921540728
517 => 0.015144132237
518 => 0.015525311226648
519 => 0.015391835629902
520 => 0.016410160213985
521 => 0.016511122937014
522 => 0.016497173153207
523 => 0.016727181261534
524 => 0.016270662006841
525 => 0.016075491180815
526 => 0.01475796698232
527 => 0.015128137540984
528 => 0.015666202187356
529 => 0.01559498731377
530 => 0.015204230385065
531 => 0.015525014802477
601 => 0.015418953442225
602 => 0.015335298446903
603 => 0.015718538197789
604 => 0.015297150349069
605 => 0.01566199852122
606 => 0.015194076966565
607 => 0.015392445335185
608 => 0.015279841855158
609 => 0.015352710106899
610 => 0.014926723796165
611 => 0.015156575669204
612 => 0.014917161202564
613 => 0.014917047688934
614 => 0.014911762601313
615 => 0.015193432659589
616 => 0.015202617910077
617 => 0.014994463311431
618 => 0.014964464981781
619 => 0.015075384529261
620 => 0.014945526789037
621 => 0.015006286408373
622 => 0.01494736713601
623 => 0.014934103166771
624 => 0.0148284136032
625 => 0.014782879633218
626 => 0.014800734676113
627 => 0.014739786209805
628 => 0.014703062554252
629 => 0.014904457341903
630 => 0.014796860231103
701 => 0.014887966541513
702 => 0.014784139402268
703 => 0.014424229302314
704 => 0.014217241197851
705 => 0.013537404382722
706 => 0.013730205260158
707 => 0.013858032441364
708 => 0.013815785558738
709 => 0.013906548209993
710 => 0.013912120299636
711 => 0.013882612436497
712 => 0.013848446111174
713 => 0.013831815833523
714 => 0.013955764298203
715 => 0.014027720553863
716 => 0.013870861609106
717 => 0.013834111753039
718 => 0.013992704806608
719 => 0.014089446477669
720 => 0.014803732622334
721 => 0.014750815997623
722 => 0.014883626341283
723 => 0.014868673934728
724 => 0.015007880333231
725 => 0.01523542396177
726 => 0.014772764142751
727 => 0.01485306588976
728 => 0.014833377755832
729 => 0.015048327639556
730 => 0.015048998689631
731 => 0.014920125496795
801 => 0.01498998974536
802 => 0.014950993438436
803 => 0.015021465035714
804 => 0.014750109263838
805 => 0.015080591302938
806 => 0.015267953323315
807 => 0.01527055484515
808 => 0.015359362955812
809 => 0.015449597139663
810 => 0.015622793797825
811 => 0.01544476677887
812 => 0.01512451350235
813 => 0.015147634754503
814 => 0.014959870375656
815 => 0.014963026728787
816 => 0.014946177868407
817 => 0.014996742566731
818 => 0.014761205371621
819 => 0.014816485480528
820 => 0.014739093004338
821 => 0.014852897653631
822 => 0.014730462663574
823 => 0.014833368261617
824 => 0.014877778906358
825 => 0.015041655141545
826 => 0.014706258010393
827 => 0.014022360555585
828 => 0.014166124092041
829 => 0.013953486529241
830 => 0.013973166945247
831 => 0.014012924517692
901 => 0.013884057217527
902 => 0.013908641037323
903 => 0.013907762730286
904 => 0.013900193954743
905 => 0.013866670592879
906 => 0.01381805508578
907 => 0.014011724302996
908 => 0.014044632476893
909 => 0.014117783271007
910 => 0.014335430415631
911 => 0.01431368233341
912 => 0.014349154357832
913 => 0.014271719127686
914 => 0.013976758943483
915 => 0.013992776700582
916 => 0.013793035012897
917 => 0.014112675426972
918 => 0.014036980357872
919 => 0.013988179254397
920 => 0.013974863421175
921 => 0.014193050070973
922 => 0.01425833493625
923 => 0.014217653789314
924 => 0.01413421557009
925 => 0.014294441617295
926 => 0.014337311348133
927 => 0.014346908299893
928 => 0.014630798135243
929 => 0.014362774588066
930 => 0.014427290519797
1001 => 0.014930625402273
1002 => 0.014474170119333
1003 => 0.014715964662874
1004 => 0.014704130078206
1005 => 0.0148278239848
1006 => 0.01469398356751
1007 => 0.014695642679889
1008 => 0.014805474489194
1009 => 0.014651235521296
1010 => 0.014613043783777
1011 => 0.01456028217193
1012 => 0.014675485221155
1013 => 0.014744544238979
1014 => 0.015301109204386
1015 => 0.015660675554485
1016 => 0.015645065830938
1017 => 0.015787709483976
1018 => 0.015723447211816
1019 => 0.015515927383482
1020 => 0.015870138426101
1021 => 0.015758051231397
1022 => 0.015767291563542
1023 => 0.015766947637918
1024 => 0.015841475823564
1025 => 0.015788665773626
1026 => 0.015684571744358
1027 => 0.015753674218851
1028 => 0.015958883863509
1029 => 0.016595860897127
1030 => 0.016952321683962
1031 => 0.016574401510174
1101 => 0.0168350857855
1102 => 0.016678768111609
1103 => 0.016650360540215
1104 => 0.016814089529537
1105 => 0.01697810510478
1106 => 0.016967658021696
1107 => 0.016848591136362
1108 => 0.016781333274048
1109 => 0.017290632340531
1110 => 0.017665875217033
1111 => 0.017640286168515
1112 => 0.017753227906666
1113 => 0.018084828343033
1114 => 0.018115145731183
1115 => 0.018111326437113
1116 => 0.018036181627293
1117 => 0.018362685320654
1118 => 0.018635060445942
1119 => 0.018018787774961
1120 => 0.018253456340469
1121 => 0.018358806620075
1122 => 0.018513492086555
1123 => 0.018774472396801
1124 => 0.019057966235338
1125 => 0.019098055372458
1126 => 0.019069610211229
1127 => 0.018882638403991
1128 => 0.019192840744902
1129 => 0.019374550001068
1130 => 0.019482753704773
1201 => 0.019757140293987
1202 => 0.018359457227536
1203 => 0.017370107683746
1204 => 0.017215606466103
1205 => 0.017529790767641
1206 => 0.017612638662383
1207 => 0.017579242779895
1208 => 0.016465639920634
1209 => 0.017209743577514
1210 => 0.018010336546304
1211 => 0.018041090582753
1212 => 0.018441884162539
1213 => 0.018572398981201
1214 => 0.018895090346144
1215 => 0.018874905913407
1216 => 0.01895347612563
1217 => 0.018935414194486
1218 => 0.019533131997359
1219 => 0.020192503495881
1220 => 0.02016967155756
1221 => 0.020074879103318
1222 => 0.020215662062383
1223 => 0.020896204111402
1224 => 0.020833550704992
1225 => 0.020894413152515
1226 => 0.021696810581977
1227 => 0.022740041379981
1228 => 0.022255355935648
1229 => 0.02330698388537
1230 => 0.023968927935318
1231 => 0.02511369172341
]
'min_raw' => 0.010253364019682
'max_raw' => 0.02511369172341
'avg_raw' => 0.017683527871546
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.010253'
'max' => '$0.025113'
'avg' => '$0.017683'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.004571905621641
'max_diff' => 0.010188463886408
'year' => 2028
]
3 => [
'items' => [
101 => 0.024970361659061
102 => 0.0254160098011
103 => 0.024713770929988
104 => 0.023101288536021
105 => 0.022846107024842
106 => 0.023356986872449
107 => 0.024612935126864
108 => 0.023317432592377
109 => 0.023579511067837
110 => 0.023504032449274
111 => 0.023500010514454
112 => 0.023653511408134
113 => 0.023430850355783
114 => 0.022523689172547
115 => 0.02293943579689
116 => 0.022778896059438
117 => 0.022957026867171
118 => 0.02391832536977
119 => 0.023493312387277
120 => 0.023045595735471
121 => 0.023607131773114
122 => 0.024322160113751
123 => 0.024277414925223
124 => 0.024190590557442
125 => 0.024680014972649
126 => 0.025488400718674
127 => 0.025706904137467
128 => 0.025868198894115
129 => 0.025890438715959
130 => 0.026119522702929
131 => 0.024887680368393
201 => 0.026842645789257
202 => 0.02718021431261
203 => 0.027116765421001
204 => 0.027491958627653
205 => 0.027381567268523
206 => 0.027221627509017
207 => 0.027816388547445
208 => 0.027134543011629
209 => 0.026166749115504
210 => 0.025635798243297
211 => 0.026334997182404
212 => 0.026761973575837
213 => 0.027044177811097
214 => 0.027129572642174
215 => 0.024983304782218
216 => 0.023826585443174
217 => 0.024568029277687
218 => 0.025472641927512
219 => 0.024882655199448
220 => 0.024905781562196
221 => 0.024064615533761
222 => 0.025547066456222
223 => 0.025331085826194
224 => 0.026451593716842
225 => 0.026184175516101
226 => 0.027097906203059
227 => 0.026857290290733
228 => 0.027856073490143
301 => 0.028254515149364
302 => 0.028923560707687
303 => 0.029415713343895
304 => 0.029704714785256
305 => 0.029687364222734
306 => 0.030832531913354
307 => 0.030157266535307
308 => 0.029308974072651
309 => 0.02929363113833
310 => 0.029732973825137
311 => 0.030653715568904
312 => 0.030892450506815
313 => 0.031025870768288
314 => 0.030821532993449
315 => 0.030088580822286
316 => 0.029772095790929
317 => 0.030041750207099
318 => 0.029711986027791
319 => 0.030281251516763
320 => 0.031062974621669
321 => 0.030901551891774
322 => 0.031441163875965
323 => 0.031999605510766
324 => 0.032798202129714
325 => 0.033006984857854
326 => 0.033352094768174
327 => 0.033707326228593
328 => 0.033821416999923
329 => 0.03403925168268
330 => 0.034038103586376
331 => 0.034694563064828
401 => 0.035418658198419
402 => 0.035691987348509
403 => 0.036320492657683
404 => 0.035244199341176
405 => 0.036060580185313
406 => 0.036796976142063
407 => 0.035919014524384
408 => 0.037129080075534
409 => 0.037176064178818
410 => 0.037885468356304
411 => 0.037166351317026
412 => 0.036739341914605
413 => 0.03797210205956
414 => 0.038568595862123
415 => 0.038388927074363
416 => 0.037021638728171
417 => 0.036225818264931
418 => 0.03414300261033
419 => 0.036610187724146
420 => 0.037811881624309
421 => 0.037018526631278
422 => 0.037418648743059
423 => 0.039601585244905
424 => 0.040432706130136
425 => 0.040259838795982
426 => 0.040289050529815
427 => 0.040737508273575
428 => 0.042726216879596
429 => 0.041534536584964
430 => 0.042445531518802
501 => 0.042928719946873
502 => 0.043377532287249
503 => 0.042275391027882
504 => 0.040841521443117
505 => 0.040387354755871
506 => 0.036939643112539
507 => 0.03676017474885
508 => 0.036659433717864
509 => 0.036024275767598
510 => 0.035525215603094
511 => 0.035128344431364
512 => 0.03408683596098
513 => 0.034438314495933
514 => 0.032778367373854
515 => 0.033840342717646
516 => 0.031191027029983
517 => 0.033397455859509
518 => 0.032196596961607
519 => 0.033002941414552
520 => 0.033000128154718
521 => 0.031515392365104
522 => 0.0306590277473
523 => 0.031204736611974
524 => 0.031789779833329
525 => 0.031884701127672
526 => 0.032643224935348
527 => 0.032854912625656
528 => 0.03221348904127
529 => 0.031136125851022
530 => 0.031386372748079
531 => 0.030653956501918
601 => 0.029370425202506
602 => 0.030292279790051
603 => 0.030607041477323
604 => 0.030746058170001
605 => 0.029483852551595
606 => 0.029087240142474
607 => 0.028876087023759
608 => 0.030973190955786
609 => 0.031088075043127
610 => 0.030500311809318
611 => 0.033157057360131
612 => 0.032555754018802
613 => 0.033227557173961
614 => 0.031363665465135
615 => 0.031434868638475
616 => 0.030552472433327
617 => 0.031046555346474
618 => 0.030697353468497
619 => 0.031006638329714
620 => 0.031192022400298
621 => 0.032074273812912
622 => 0.033407529753462
623 => 0.03194249487236
624 => 0.031304158194978
625 => 0.031700178679484
626 => 0.032754833416693
627 => 0.034352689330347
628 => 0.033406726469616
629 => 0.033826528723717
630 => 0.033918236840536
701 => 0.033220718848482
702 => 0.034378407813643
703 => 0.034998822735121
704 => 0.035635240067779
705 => 0.036187823405717
706 => 0.035381040989998
707 => 0.036244413822534
708 => 0.035548687725331
709 => 0.034924549493299
710 => 0.034925496053364
711 => 0.034533965023205
712 => 0.033775324316188
713 => 0.033635419330178
714 => 0.034363222735457
715 => 0.034946852143251
716 => 0.034994922656674
717 => 0.035318049884791
718 => 0.035509273249915
719 => 0.037383522183693
720 => 0.038137360609459
721 => 0.039059139967055
722 => 0.039418224975476
723 => 0.040498942111725
724 => 0.03962617525265
725 => 0.039437346652728
726 => 0.036815880380071
727 => 0.037245145335361
728 => 0.037932439946688
729 => 0.036827213615065
730 => 0.037528225334446
731 => 0.03766661989731
801 => 0.036789658447237
802 => 0.037258081448989
803 => 0.036014088834077
804 => 0.033434645393027
805 => 0.034381279471566
806 => 0.035078320786956
807 => 0.03408355688532
808 => 0.035866632676323
809 => 0.034824996609374
810 => 0.034494847983501
811 => 0.033206820487484
812 => 0.033814719884879
813 => 0.034636912524137
814 => 0.034128893063229
815 => 0.035183109724118
816 => 0.036676161665251
817 => 0.037740199391282
818 => 0.037821882995678
819 => 0.037137778022831
820 => 0.038234060607718
821 => 0.03824204582951
822 => 0.037005434595311
823 => 0.036248017099845
824 => 0.036075930251255
825 => 0.036505836938647
826 => 0.037027823022293
827 => 0.037850849590482
828 => 0.038348187308547
829 => 0.039644980309717
830 => 0.039995855313865
831 => 0.040381360564769
901 => 0.040896514465393
902 => 0.041515088805841
903 => 0.040161683364397
904 => 0.040215456685649
905 => 0.03895518427775
906 => 0.037608402468565
907 => 0.038630441983014
908 => 0.039966622691937
909 => 0.039660101360962
910 => 0.039625611449564
911 => 0.039683613913831
912 => 0.039452506840326
913 => 0.038407218112093
914 => 0.037882280656627
915 => 0.038559583900005
916 => 0.038919540430561
917 => 0.039477801617946
918 => 0.039408984143136
919 => 0.040847005008964
920 => 0.04140577643393
921 => 0.041262818792247
922 => 0.041289126438784
923 => 0.042300755413284
924 => 0.043425894890295
925 => 0.044479736485746
926 => 0.045551749420189
927 => 0.044259395986341
928 => 0.043603218613912
929 => 0.044280226167882
930 => 0.043920996430175
1001 => 0.045985237057504
1002 => 0.046128160599822
1003 => 0.048192251959059
1004 => 0.050151320446402
1005 => 0.048920864629859
1006 => 0.050081129043912
1007 => 0.051336049605455
1008 => 0.053756994972196
1009 => 0.052941705742563
1010 => 0.052317206969875
1011 => 0.05172705864724
1012 => 0.052955063623234
1013 => 0.054534872406991
1014 => 0.054875148087792
1015 => 0.055426524686005
1016 => 0.054846819612107
1017 => 0.055545010521197
1018 => 0.058009931230916
1019 => 0.057343887896693
1020 => 0.056397999290288
1021 => 0.05834381745711
1022 => 0.059048001487506
1023 => 0.063990333796866
1024 => 0.070230232494999
1025 => 0.067646873460588
1026 => 0.066043299143454
1027 => 0.066420177145272
1028 => 0.068698776915929
1029 => 0.069430590843122
1030 => 0.067441268317622
1031 => 0.068143930664389
1101 => 0.072015669279311
1102 => 0.074092732825969
1103 => 0.071271801542755
1104 => 0.063488964012125
1105 => 0.056312832370472
1106 => 0.058216265627258
1107 => 0.058000475366349
1108 => 0.062160175498854
1109 => 0.057328002983447
1110 => 0.05740936437581
1111 => 0.061655082701855
1112 => 0.060522397842506
1113 => 0.058687593433675
1114 => 0.056326228473173
1115 => 0.051961026943862
1116 => 0.048094646216702
1117 => 0.055677509196967
1118 => 0.055350522356716
1119 => 0.054876996955299
1120 => 0.055930776495354
1121 => 0.061047630821319
1122 => 0.060929670767465
1123 => 0.06017926908859
1124 => 0.060748442148279
1125 => 0.0585878146444
1126 => 0.059144657548724
1127 => 0.056311695634556
1128 => 0.0575923127347
1129 => 0.058683656767466
1130 => 0.058902760239669
1201 => 0.059396411550241
1202 => 0.055178215150301
1203 => 0.057072061494135
1204 => 0.058184518791732
1205 => 0.053158396249645
1206 => 0.058085168509291
1207 => 0.055104785735618
1208 => 0.054093199058387
1209 => 0.055455167252868
1210 => 0.054924406922921
1211 => 0.054468090358525
1212 => 0.054213457875079
1213 => 0.055213537002161
1214 => 0.05516688211553
1215 => 0.053530558556628
1216 => 0.051396041179122
1217 => 0.052112455274158
1218 => 0.051852175317013
1219 => 0.050908887175539
1220 => 0.051544549489848
1221 => 0.048745414358967
1222 => 0.04392964785267
1223 => 0.047111090717647
1224 => 0.04698860862809
1225 => 0.046926847604414
1226 => 0.049317613988822
1227 => 0.049087796965326
1228 => 0.048670676817307
1229 => 0.050901226436911
1230 => 0.05008704582063
1231 => 0.052596158634931
]
'min_raw' => 0.022523689172547
'max_raw' => 0.074092732825969
'avg_raw' => 0.048308210999258
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.022523'
'max' => '$0.074092'
'avg' => '$0.0483082'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.012270325152865
'max_diff' => 0.048979041102559
'year' => 2029
]
4 => [
'items' => [
101 => 0.054248822613672
102 => 0.053829653570584
103 => 0.055383992030609
104 => 0.052128960007954
105 => 0.053210151076662
106 => 0.053432983057457
107 => 0.050873701800845
108 => 0.049125397872566
109 => 0.049008805932673
110 => 0.045977487852159
111 => 0.047596793502825
112 => 0.04902171546399
113 => 0.048339288423003
114 => 0.048123252408755
115 => 0.049226933553056
116 => 0.049312699030358
117 => 0.047357237058855
118 => 0.047763839524158
119 => 0.049459439396504
120 => 0.047721114757836
121 => 0.04434383393862
122 => 0.043506221600894
123 => 0.043394468674783
124 => 0.041122797582998
125 => 0.0435621948625
126 => 0.042497332578215
127 => 0.045861219775263
128 => 0.043939785449198
129 => 0.043856956255723
130 => 0.043731747781386
131 => 0.041776426631135
201 => 0.042204517695898
202 => 0.043627557595281
203 => 0.044135314263073
204 => 0.044082351082694
205 => 0.043620583923437
206 => 0.043831978564315
207 => 0.043151002771273
208 => 0.042910536045465
209 => 0.04215155691323
210 => 0.041036067262181
211 => 0.041191182939855
212 => 0.038981106057383
213 => 0.037776938874155
214 => 0.037443641268505
215 => 0.036997941780765
216 => 0.037493984211607
217 => 0.038974845187257
218 => 0.037188612668441
219 => 0.034126242304574
220 => 0.034310295981467
221 => 0.03472380994742
222 => 0.033953229407536
223 => 0.033223939596458
224 => 0.033857997918037
225 => 0.032560431224352
226 => 0.034880614683154
227 => 0.034817860222832
228 => 0.035682681137091
301 => 0.036223471402689
302 => 0.034977124923414
303 => 0.034663672154355
304 => 0.034842229097245
305 => 0.031891080571782
306 => 0.035441509341702
307 => 0.035472213597139
308 => 0.035209305120993
309 => 0.037099798833785
310 => 0.041089330227551
311 => 0.039588308038688
312 => 0.039007066878524
313 => 0.037902127008168
314 => 0.039374393780579
315 => 0.039261346663398
316 => 0.038750104727656
317 => 0.038440904009747
318 => 0.039010615813105
319 => 0.038370310412589
320 => 0.038255293968241
321 => 0.037558419454615
322 => 0.037309666959021
323 => 0.037125500514406
324 => 0.036922751354705
325 => 0.037369965479062
326 => 0.036356519437351
327 => 0.035134402860387
328 => 0.035032797090497
329 => 0.035313339554434
330 => 0.035189220398072
331 => 0.035032202855728
401 => 0.034732413606212
402 => 0.034643472539864
403 => 0.034932487857423
404 => 0.034606206414539
405 => 0.035087652456985
406 => 0.034956725773064
407 => 0.034225379959663
408 => 0.033313852297265
409 => 0.033305737789076
410 => 0.033109350649417
411 => 0.032859222100058
412 => 0.032789642059792
413 => 0.033804599294726
414 => 0.035905530395927
415 => 0.035493067349741
416 => 0.035791114171523
417 => 0.037257209546912
418 => 0.037723237179722
419 => 0.037392461804423
420 => 0.036939676069377
421 => 0.036959596343793
422 => 0.038506902268008
423 => 0.038603405840538
424 => 0.038847239235087
425 => 0.039160634054391
426 => 0.037445834297308
427 => 0.036878829429444
428 => 0.036610151066817
429 => 0.035782725701538
430 => 0.036675033019902
501 => 0.0361551237579
502 => 0.036225277279974
503 => 0.036179589706691
504 => 0.036204538211084
505 => 0.034879966144592
506 => 0.035362570588163
507 => 0.034560147098054
508 => 0.033485792121062
509 => 0.033482190506462
510 => 0.033745137365043
511 => 0.033588726284448
512 => 0.033167828088261
513 => 0.033227614690446
514 => 0.032703821144888
515 => 0.033291212710465
516 => 0.033308056998778
517 => 0.033081879250596
518 => 0.033986837001783
519 => 0.03435759893082
520 => 0.03420872389177
521 => 0.03434715346121
522 => 0.035510207051469
523 => 0.035699835534267
524 => 0.035784055980171
525 => 0.03567121173973
526 => 0.034368411945792
527 => 0.034426196656586
528 => 0.03400221078954
529 => 0.033643987410416
530 => 0.033658314466947
531 => 0.033842487849596
601 => 0.034646783813251
602 => 0.036339377252927
603 => 0.036403609936693
604 => 0.036481461823217
605 => 0.036164799075501
606 => 0.036069290560735
607 => 0.03619529094455
608 => 0.036830940048157
609 => 0.038466002119683
610 => 0.037888061981482
611 => 0.03741818765295
612 => 0.037830394116282
613 => 0.037766938162233
614 => 0.037231306050245
615 => 0.03721627264084
616 => 0.036188223365991
617 => 0.035808176956629
618 => 0.035490581730986
619 => 0.035143776035616
620 => 0.034938177994369
621 => 0.035254070028363
622 => 0.035326318274062
623 => 0.034635614820886
624 => 0.034541474492454
625 => 0.035105517842188
626 => 0.034857303393626
627 => 0.035112598109394
628 => 0.03517182867333
629 => 0.035162291188341
630 => 0.034903126796794
701 => 0.035068310451573
702 => 0.034677601864404
703 => 0.03425276495839
704 => 0.033981745480628
705 => 0.033745245040763
706 => 0.033876469230286
707 => 0.033408678955227
708 => 0.033259023431477
709 => 0.035012349946084
710 => 0.03630755109386
711 => 0.036288718356215
712 => 0.036174078909191
713 => 0.036003747944674
714 => 0.036818479277177
715 => 0.036534643172
716 => 0.036741157653816
717 => 0.036793724256824
718 => 0.036952827532081
719 => 0.037009693277596
720 => 0.036837805498848
721 => 0.036260929119047
722 => 0.034823408028341
723 => 0.034154238080104
724 => 0.033933400851279
725 => 0.033941427865117
726 => 0.033720006989292
727 => 0.03378522536061
728 => 0.033697326701291
729 => 0.033530867905511
730 => 0.033866190868715
731 => 0.033904833716475
801 => 0.033826565330052
802 => 0.033845000368412
803 => 0.033196971557694
804 => 0.033246239780729
805 => 0.032971908054171
806 => 0.03292047416256
807 => 0.032226987446617
808 => 0.030998375206819
809 => 0.031679145651943
810 => 0.030856870685044
811 => 0.03054546269558
812 => 0.032019619683823
813 => 0.031871655208953
814 => 0.031618404346588
815 => 0.031243793539045
816 => 0.031104846746548
817 => 0.030260650020544
818 => 0.030210770374357
819 => 0.030629177066994
820 => 0.030436096774837
821 => 0.030164938919425
822 => 0.029182832653951
823 => 0.028078620047348
824 => 0.028111949285109
825 => 0.028463178770663
826 => 0.029484425869662
827 => 0.029085406960329
828 => 0.028795914163393
829 => 0.028741700864649
830 => 0.029420293801665
831 => 0.030380644977158
901 => 0.030831220262053
902 => 0.030384713838897
903 => 0.029871791301588
904 => 0.02990301051978
905 => 0.030110697991954
906 => 0.030132523008737
907 => 0.029798663166237
908 => 0.029892642756306
909 => 0.029749879165318
910 => 0.028873739270949
911 => 0.028857892678529
912 => 0.028642873818787
913 => 0.028636363133168
914 => 0.028270562413777
915 => 0.028219384364474
916 => 0.027493064833607
917 => 0.027971130548322
918 => 0.027650469166468
919 => 0.027167156827641
920 => 0.027083833598256
921 => 0.027081328801365
922 => 0.027577582506678
923 => 0.027965331534842
924 => 0.027656047208492
925 => 0.027585629162607
926 => 0.028337509664029
927 => 0.02824182601668
928 => 0.028158964595169
929 => 0.030294656062616
930 => 0.028604089616048
1001 => 0.027866906151186
1002 => 0.026954501626075
1003 => 0.027251585140194
1004 => 0.027314185001683
1005 => 0.025120016592069
1006 => 0.024229842741554
1007 => 0.023924368621552
1008 => 0.02374856394672
1009 => 0.023828680344657
1010 => 0.023027419472216
1011 => 0.023565880030128
1012 => 0.022872055843489
1013 => 0.0227557339607
1014 => 0.023996377554734
1015 => 0.024169005863109
1016 => 0.023432519868169
1017 => 0.023905463103172
1018 => 0.023733967311758
1019 => 0.022883949467773
1020 => 0.022851485038441
1021 => 0.022424975963901
1022 => 0.021757571850677
1023 => 0.021452550262091
1024 => 0.021293692370436
1025 => 0.021359240232612
1026 => 0.021326097227698
1027 => 0.021109816701845
1028 => 0.021338494174271
1029 => 0.020754317728278
1030 => 0.020521693960454
1031 => 0.020416623201359
1101 => 0.019898132981598
1102 => 0.020723281494884
1103 => 0.020885846146949
1104 => 0.021048731101596
1105 => 0.022466533425524
1106 => 0.022395704028088
1107 => 0.02303596728559
1108 => 0.023011087832772
1109 => 0.022828474380156
1110 => 0.02205805826202
1111 => 0.022365132395362
1112 => 0.021420005942851
1113 => 0.022128158943424
1114 => 0.021804987487139
1115 => 0.022018894348973
1116 => 0.021634270524192
1117 => 0.021847137229554
1118 => 0.020924396256704
1119 => 0.020062753719573
1120 => 0.020409503829428
1121 => 0.020786460854526
1122 => 0.021603799731802
1123 => 0.021116999439396
1124 => 0.021292071232502
1125 => 0.02070561003226
1126 => 0.019495573061801
1127 => 0.019502421739644
1128 => 0.019316283913828
1129 => 0.019155433655755
1130 => 0.021172914308896
1201 => 0.020922008698029
1202 => 0.020522223444826
1203 => 0.021057351893072
1204 => 0.021198848348419
1205 => 0.021202876553583
1206 => 0.021593292455759
1207 => 0.021801657492736
1208 => 0.021838382733609
1209 => 0.022452710591178
1210 => 0.022658625185854
1211 => 0.023506758259203
1212 => 0.021783979175114
1213 => 0.021748499673584
1214 => 0.021064882247751
1215 => 0.020631321268723
1216 => 0.021094568538912
1217 => 0.021504942380741
1218 => 0.021077633706929
1219 => 0.02113343119875
1220 => 0.020559804216559
1221 => 0.020764848871034
1222 => 0.020941460949966
1223 => 0.020843946140758
1224 => 0.020697961751604
1225 => 0.021471296405553
1226 => 0.021427661833654
1227 => 0.022147808842298
1228 => 0.022709214933743
1229 => 0.023715355012956
1230 => 0.022665395389029
1231 => 0.022627130687122
]
'min_raw' => 0.019155433655755
'max_raw' => 0.055383992030609
'avg_raw' => 0.037269712843182
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.019155'
'max' => '$0.055383'
'avg' => '$0.037269'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.0033682555167925
'max_diff' => -0.018708740795361
'year' => 2030
]
5 => [
'items' => [
101 => 0.023001174286118
102 => 0.022658567921728
103 => 0.022875083317653
104 => 0.023680471035357
105 => 0.023697487608719
106 => 0.023412438080293
107 => 0.023395092790583
108 => 0.023449839670617
109 => 0.023770493856966
110 => 0.023658447431548
111 => 0.02378811039171
112 => 0.023950255908863
113 => 0.024620958516081
114 => 0.024782662644028
115 => 0.024389805447094
116 => 0.024425276053342
117 => 0.024278336677517
118 => 0.024136395081616
119 => 0.024455459060297
120 => 0.025038554752555
121 => 0.025034927344516
122 => 0.025170194211359
123 => 0.025254464348792
124 => 0.024892715229422
125 => 0.024657229854596
126 => 0.024747529931628
127 => 0.024891921721282
128 => 0.024700705620307
129 => 0.023520431265177
130 => 0.023878451108306
131 => 0.023818859100133
201 => 0.02373399283386
202 => 0.024093984554611
203 => 0.024059262474939
204 => 0.023019201383845
205 => 0.023085782720427
206 => 0.023023250415447
207 => 0.023225305085743
208 => 0.022647656306445
209 => 0.022825337180434
210 => 0.022936776958944
211 => 0.023002415844608
212 => 0.023239548508629
213 => 0.023211723727481
214 => 0.023237818881166
215 => 0.023589424021208
216 => 0.025367722163226
217 => 0.025464511007503
218 => 0.024987887339429
219 => 0.025178289093838
220 => 0.024812759361659
221 => 0.025058141919707
222 => 0.025226026433883
223 => 0.024467388596659
224 => 0.024422466987458
225 => 0.024055428584048
226 => 0.024252654231922
227 => 0.023938854045127
228 => 0.024015849634702
301 => 0.023800563253896
302 => 0.024188035876257
303 => 0.024621290475214
304 => 0.024730747696653
305 => 0.024442812871343
306 => 0.024234329081989
307 => 0.023868300226713
308 => 0.024477014370522
309 => 0.024655020936399
310 => 0.024476079377811
311 => 0.024434614708736
312 => 0.024356039235764
313 => 0.024451284866778
314 => 0.024654051474413
315 => 0.024558430486763
316 => 0.024621589833731
317 => 0.024380891532727
318 => 0.024892834983433
319 => 0.025705924389055
320 => 0.025708538604448
321 => 0.025612917101365
322 => 0.025573790842498
323 => 0.025671904307459
324 => 0.025725126837375
325 => 0.026042407792124
326 => 0.026382862897601
327 => 0.027971618322661
328 => 0.027525502156812
329 => 0.028935140485408
330 => 0.0300499813847
331 => 0.030384273424314
401 => 0.030076740477525
402 => 0.029024686879165
403 => 0.028973068110543
404 => 0.030545280352065
405 => 0.030101058381953
406 => 0.03004821959211
407 => 0.029486104140733
408 => 0.02981838399185
409 => 0.029745709514159
410 => 0.029630989295767
411 => 0.030264956104884
412 => 0.031451685376943
413 => 0.031266722490816
414 => 0.031128656276504
415 => 0.030523690315857
416 => 0.030888014948205
417 => 0.030758285924805
418 => 0.031315684137406
419 => 0.030985493784143
420 => 0.030097692963625
421 => 0.030239078170522
422 => 0.030217708080927
423 => 0.030657503010491
424 => 0.030525487489017
425 => 0.030191929931586
426 => 0.031447629265305
427 => 0.03136609113514
428 => 0.031481693561502
429 => 0.031532585324711
430 => 0.032296907381242
501 => 0.032610025672224
502 => 0.032681109006185
503 => 0.032978547165181
504 => 0.032673708473829
505 => 0.033893280585539
506 => 0.034704224875821
507 => 0.035646178399795
508 => 0.037022625671559
509 => 0.037540182578592
510 => 0.037446690555808
511 => 0.038490297168085
512 => 0.040365635052273
513 => 0.037825749960165
514 => 0.040500255129478
515 => 0.03965353767152
516 => 0.0376459858105
517 => 0.037516723138132
518 => 0.038876260566571
519 => 0.041891583732222
520 => 0.041136279478738
521 => 0.0418928191394
522 => 0.041010275439268
523 => 0.040966449705894
524 => 0.041849955961759
525 => 0.043914316486005
526 => 0.042933616182333
527 => 0.041527541819439
528 => 0.04256576524806
529 => 0.041666360031146
530 => 0.039639748349769
531 => 0.04113570191181
601 => 0.040135400367178
602 => 0.040427341536857
603 => 0.042529826600049
604 => 0.04227685003476
605 => 0.042604225135243
606 => 0.042026416651789
607 => 0.041486652416208
608 => 0.040479142387078
609 => 0.040180868337097
610 => 0.040263300553735
611 => 0.040180827487784
612 => 0.039617134885981
613 => 0.039495405522291
614 => 0.039292517916389
615 => 0.039355401269137
616 => 0.038973913213179
617 => 0.039693859994227
618 => 0.039827488460939
619 => 0.040351405689606
620 => 0.040405800514315
621 => 0.041864902538659
622 => 0.041061253662864
623 => 0.041600410712453
624 => 0.041552183431195
625 => 0.037689495546758
626 => 0.03822173985645
627 => 0.039049744974864
628 => 0.038676729791353
629 => 0.038149373593978
630 => 0.037723505189548
701 => 0.037078271009555
702 => 0.03798642572727
703 => 0.039180552609577
704 => 0.04043608554266
705 => 0.041944526095982
706 => 0.041607859724664
707 => 0.040407886295765
708 => 0.040461716227204
709 => 0.040794471682064
710 => 0.040363523133999
711 => 0.04023642799406
712 => 0.040777010761515
713 => 0.040780733457936
714 => 0.040284875071515
715 => 0.039733819216135
716 => 0.03973151027198
717 => 0.039633455205083
718 => 0.041027719217839
719 => 0.041794423448863
720 => 0.041882324853344
721 => 0.041788506983979
722 => 0.0418246137584
723 => 0.041378485459542
724 => 0.042398202455494
725 => 0.043333995610538
726 => 0.043083183054681
727 => 0.042707179378347
728 => 0.042407674339355
729 => 0.043012629185902
730 => 0.042985691498873
731 => 0.043325822273697
801 => 0.04331039197706
802 => 0.043196018790452
803 => 0.043083187139308
804 => 0.043530551882184
805 => 0.043401718020693
806 => 0.043272684044631
807 => 0.043013886651526
808 => 0.043049061515418
809 => 0.04267312276142
810 => 0.042499196292033
811 => 0.039883759500407
812 => 0.039184829327821
813 => 0.039404726988152
814 => 0.039477123007574
815 => 0.039172947700761
816 => 0.039609056954505
817 => 0.039541089789263
818 => 0.039805510269758
819 => 0.039640311833347
820 => 0.039647091634801
821 => 0.040132905012264
822 => 0.040273938702539
823 => 0.040202207829384
824 => 0.040252445674151
825 => 0.041410155602753
826 => 0.041245566272385
827 => 0.041158131471014
828 => 0.041182351508534
829 => 0.041478171216873
830 => 0.04156098458405
831 => 0.041210098528127
901 => 0.041375578420549
902 => 0.042080170799954
903 => 0.042326738256271
904 => 0.043113663217742
905 => 0.042779363507633
906 => 0.04339298509369
907 => 0.045279048650215
908 => 0.046785766724838
909 => 0.045400126515656
910 => 0.048167022380312
911 => 0.050321447698584
912 => 0.050238757266486
913 => 0.04986308337949
914 => 0.047410327432997
915 => 0.045153264842503
916 => 0.047041393539391
917 => 0.047046206767737
918 => 0.046884014838175
919 => 0.045876654693401
920 => 0.046848960888717
921 => 0.046926139023604
922 => 0.04688293979139
923 => 0.046110599130272
924 => 0.044931377693158
925 => 0.045161794739313
926 => 0.045539222561295
927 => 0.044824672954591
928 => 0.044596331059162
929 => 0.045020862086588
930 => 0.046388789511507
1001 => 0.04613019075569
1002 => 0.046123437697096
1003 => 0.047229832837419
1004 => 0.046437892691963
1005 => 0.045164701036163
1006 => 0.044843203351738
1007 => 0.043702103158822
1008 => 0.044490265126529
1009 => 0.044518629672609
1010 => 0.044086961417716
1011 => 0.045199728535988
1012 => 0.045189474191094
1013 => 0.046245880956365
1014 => 0.0482653339233
1015 => 0.047668082309732
1016 => 0.046973543663943
1017 => 0.047049059272208
1018 => 0.047877279106472
1019 => 0.047376518488256
1020 => 0.047556595497994
1021 => 0.047877006538351
1022 => 0.048070318474356
1023 => 0.047021244659519
1024 => 0.046776655370279
1025 => 0.04627631152367
1026 => 0.046145781153449
1027 => 0.046553300776496
1028 => 0.046445933753704
1029 => 0.044516245742344
1030 => 0.044314582608474
1031 => 0.044320767328881
1101 => 0.043813675790206
1102 => 0.043040239477812
1103 => 0.0450727839273
1104 => 0.044909542162565
1105 => 0.044729335888206
1106 => 0.044751410128573
1107 => 0.045633668784772
1108 => 0.045121914209046
1109 => 0.046482497623539
1110 => 0.046202802576401
1111 => 0.045915934406689
1112 => 0.045876280487417
1113 => 0.04576586071652
1114 => 0.045387190236727
1115 => 0.04492992287781
1116 => 0.044627995359633
1117 => 0.041166966692352
1118 => 0.041809313481122
1119 => 0.042548274909849
1120 => 0.042803361433844
1121 => 0.042367018283101
1122 => 0.045404419723862
1123 => 0.045959382236217
1124 => 0.044278364586983
1125 => 0.04396391482031
1126 => 0.045425034998215
1127 => 0.044543800916261
1128 => 0.044940620569406
1129 => 0.044082913528051
1130 => 0.04582570801819
1201 => 0.045812430844155
1202 => 0.045134444424692
1203 => 0.045707473903771
1204 => 0.045607895930218
1205 => 0.044842450932452
1206 => 0.045849973989919
1207 => 0.045850473708785
1208 => 0.045197926520748
1209 => 0.044435894266069
1210 => 0.044299660897331
1211 => 0.044197027354364
1212 => 0.044915379009387
1213 => 0.045559450857052
1214 => 0.046757908886606
1215 => 0.047059229709896
1216 => 0.048235304943261
1217 => 0.047535009403856
1218 => 0.047845441346129
1219 => 0.048182459132746
1220 => 0.048344037853068
1221 => 0.048080753999095
1222 => 0.049907682928389
1223 => 0.050061931705678
1224 => 0.050113649986456
1225 => 0.049497619830597
1226 => 0.050044798792653
1227 => 0.04978879187697
1228 => 0.050454850750808
1229 => 0.050559297286892
1230 => 0.050470834786622
1231 => 0.050503987765752
]
'min_raw' => 0.022647656306445
'max_raw' => 0.050559297286892
'avg_raw' => 0.036603476796669
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.022647'
'max' => '$0.050559'
'avg' => '$0.0366034'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.0034922226506909
'max_diff' => -0.0048246947437164
'year' => 2031
]
6 => [
'items' => [
101 => 0.048945026216947
102 => 0.048864185836464
103 => 0.047761921512408
104 => 0.048211102371987
105 => 0.047371380284803
106 => 0.047637664808745
107 => 0.047755040489647
108 => 0.047693730094955
109 => 0.048236498383843
110 => 0.047775034458053
111 => 0.046557155286199
112 => 0.04533894430398
113 => 0.045323650657432
114 => 0.045002917209023
115 => 0.044771085671085
116 => 0.044815744649958
117 => 0.044973128716467
118 => 0.044761938223031
119 => 0.044807006422435
120 => 0.045555438820388
121 => 0.045705531600222
122 => 0.045195457689312
123 => 0.043147437333694
124 => 0.042644848001355
125 => 0.043006099246661
126 => 0.042833444418964
127 => 0.034569932659374
128 => 0.036511322172887
129 => 0.035357814447316
130 => 0.035889403877598
131 => 0.034711971189168
201 => 0.035273903782621
202 => 0.035170135351103
203 => 0.03829183223894
204 => 0.03824309123579
205 => 0.038266420974682
206 => 0.037152831752085
207 => 0.038926809620924
208 => 0.039800734909294
209 => 0.039638994597185
210 => 0.039679701149185
211 => 0.038980227718572
212 => 0.038273193406463
213 => 0.037488983542533
214 => 0.038945948538446
215 => 0.038783958902123
216 => 0.039155504845818
217 => 0.040100450791676
218 => 0.040239597671704
219 => 0.040426612489551
220 => 0.040359580989974
221 => 0.041956543258596
222 => 0.041763140590769
223 => 0.042229185374486
224 => 0.041270495895478
225 => 0.04018564775034
226 => 0.040391841916373
227 => 0.040371983760075
228 => 0.040119166638274
229 => 0.039890934644929
301 => 0.039510992679976
302 => 0.040713185277919
303 => 0.040664378453904
304 => 0.04145450420298
305 => 0.041314841801959
306 => 0.040382142106752
307 => 0.040415453658833
308 => 0.040639489855564
309 => 0.041414881690449
310 => 0.041645070779744
311 => 0.041538438022134
312 => 0.041790829850015
313 => 0.041990310059929
314 => 0.041815881493129
315 => 0.044285422161724
316 => 0.043259896700348
317 => 0.043759730674662
318 => 0.043878938132344
319 => 0.043573590736156
320 => 0.043639809652719
321 => 0.043740113267736
322 => 0.044349137176661
323 => 0.045947392136169
324 => 0.046655248378046
325 => 0.048784868806743
326 => 0.046596470770993
327 => 0.046466620288043
328 => 0.046850229235627
329 => 0.048100541870489
330 => 0.04911380282515
331 => 0.049449959940238
401 => 0.049494388652346
402 => 0.050125041747554
403 => 0.050486520340743
404 => 0.050048463873972
405 => 0.049677256884808
406 => 0.04834763952553
407 => 0.048501546355295
408 => 0.049561811790311
409 => 0.051059499166594
410 => 0.052344670743259
411 => 0.051894648449862
412 => 0.055328000882248
413 => 0.055668403751932
414 => 0.055621371081884
415 => 0.056396859477763
416 => 0.054857672937409
417 => 0.054199640871072
418 => 0.049757516049244
419 => 0.051005571932261
420 => 0.052819694453978
421 => 0.052579588535618
422 => 0.051262124268713
423 => 0.052343671328472
424 => 0.051986078047412
425 => 0.051704029390082
426 => 0.052996148967136
427 => 0.051575410414818
428 => 0.05280552150011
429 => 0.051227891309353
430 => 0.051896704113791
501 => 0.051517053619157
502 => 0.0517627340174
503 => 0.050326491429345
504 => 0.051101453067042
505 => 0.05029425047738
506 => 0.050293867758251
507 => 0.050276048716345
508 => 0.051225718983398
509 => 0.051256687696713
510 => 0.050554879934488
511 => 0.050453738471654
512 => 0.050827711470139
513 => 0.050389887032597
514 => 0.050594742331289
515 => 0.050396091890905
516 => 0.050351371492556
517 => 0.049995031749964
518 => 0.04984151079109
519 => 0.049901710314812
520 => 0.049696218305367
521 => 0.049572401936705
522 => 0.050251418524206
523 => 0.049888647352955
524 => 0.050195818639341
525 => 0.049845758190398
526 => 0.048632296160283
527 => 0.047934421314636
528 => 0.04564230402774
529 => 0.046292345646941
530 => 0.046723323912988
531 => 0.04658088559863
601 => 0.046886898214181
602 => 0.046905684903444
603 => 0.046806197082699
604 => 0.046691002931456
605 => 0.046634932789267
606 => 0.047052833691739
607 => 0.047295439231521
608 => 0.046766578347731
609 => 0.046642673642209
610 => 0.047177381194931
611 => 0.047503552493201
612 => 0.049911818099804
613 => 0.049733406005071
614 => 0.050181185351244
615 => 0.050130772268599
616 => 0.050600116360233
617 => 0.051367295590442
618 => 0.049807405708741
619 => 0.050078148655271
620 => 0.050011768737149
621 => 0.050736487277449
622 => 0.050738749769626
623 => 0.05030424480234
624 => 0.050539796994144
625 => 0.050408318222716
626 => 0.050645918133108
627 => 0.049731023202773
628 => 0.050845266471116
629 => 0.051476970604017
630 => 0.051485741816515
701 => 0.051785164561996
702 => 0.0520893954128
703 => 0.052673340037997
704 => 0.05207310951414
705 => 0.050993353232986
706 => 0.051071308148894
707 => 0.05043824743632
708 => 0.05044888930127
709 => 0.050392082192149
710 => 0.050562564602863
711 => 0.049768434504867
712 => 0.049954815251582
713 => 0.049693881114737
714 => 0.050077581435417
715 => 0.049664783318301
716 => 0.050011736726743
717 => 0.050161470316139
718 => 0.050713990484544
719 => 0.049583175640187
720 => 0.047277367623107
721 => 0.047762076423517
722 => 0.047045154034656
723 => 0.047111507931261
724 => 0.047245553362547
725 => 0.046811068262811
726 => 0.046893954327642
727 => 0.046890993054146
728 => 0.046865474398967
729 => 0.046752448043915
730 => 0.046588537467506
731 => 0.047241506754902
801 => 0.047352458960772
802 => 0.047599091970352
803 => 0.048332904514091
804 => 0.04825957933648
805 => 0.048379175743396
806 => 0.048118097458603
807 => 0.047123618604102
808 => 0.047177623590483
809 => 0.046504180544934
810 => 0.04758187051757
811 => 0.047326659307238
812 => 0.047162122979689
813 => 0.047117227718299
814 => 0.047852859241398
815 => 0.048072971722721
816 => 0.04793581239556
817 => 0.047654494613976
818 => 0.048194707918754
819 => 0.048339246209343
820 => 0.048371603002239
821 => 0.049328757402679
822 => 0.048425097300564
823 => 0.048642617268752
824 => 0.050339645966741
825 => 0.048800675111618
826 => 0.049615902296722
827 => 0.049576001168249
828 => 0.049993043810364
829 => 0.049541791499033
830 => 0.049547385312253
831 => 0.049917690925536
901 => 0.049397663476649
902 => 0.049268897367142
903 => 0.049091007909099
904 => 0.049479423032781
905 => 0.049712260332923
906 => 0.051588757971917
907 => 0.052801061025396
908 => 0.052748431752622
909 => 0.0532293647879
910 => 0.053012700050666
911 => 0.052313032460866
912 => 0.053507279721282
913 => 0.053129369918658
914 => 0.053160524343626
915 => 0.053159364774373
916 => 0.053410641755669
917 => 0.053232588985224
918 => 0.052881628697934
919 => 0.053114612515267
920 => 0.05380649115951
921 => 0.055954103700669
922 => 0.057155936130783
923 => 0.05588175187931
924 => 0.056760667113969
925 => 0.056233631162693
926 => 0.056137853052385
927 => 0.056689876771076
928 => 0.057242866734211
929 => 0.057207643664201
930 => 0.056806201347313
1001 => 0.056579436768726
1002 => 0.0582965741295
1003 => 0.059561731686246
1004 => 0.0594754564226
1005 => 0.059856247378116
1006 => 0.060974261400931
1007 => 0.061076478591769
1008 => 0.061063601575159
1009 => 0.060810245602405
1010 => 0.061911075600333
1011 => 0.062829407351866
1012 => 0.060751601014871
1013 => 0.061542802467516
1014 => 0.061897998290528
1015 => 0.06241953114056
1016 => 0.06329944447762
1017 => 0.064255263747152
1018 => 0.064390427071889
1019 => 0.064294522224828
1020 => 0.06366413372277
1021 => 0.064710002572788
1022 => 0.065322648016486
1023 => 0.065687464358066
1024 => 0.066612577900664
1025 => 0.061900191859007
1026 => 0.05856453079794
1027 => 0.058043619155725
1028 => 0.059102913464008
1029 => 0.059382240925389
1030 => 0.059269644375953
1031 => 0.055515054586686
1101 => 0.058023852017515
1102 => 0.060723107107406
1103 => 0.060826796488472
1104 => 0.062178100025234
1105 => 0.062618139848607
1106 => 0.063706116315104
1107 => 0.0636380630909
1108 => 0.063902968047006
1109 => 0.063842070985111
1110 => 0.065857318288823
1111 => 0.068080435331937
1112 => 0.068003455857814
1113 => 0.067683856480139
1114 => 0.068158516055778
1115 => 0.070453011087972
1116 => 0.070241770753942
1117 => 0.070446972745044
1118 => 0.073152311700075
1119 => 0.076669637171594
1120 => 0.075035486356369
1121 => 0.078581123411176
1122 => 0.080812913991033
1123 => 0.084672565027441
1124 => 0.084189317708501
1125 => 0.085691851533547
1126 => 0.083324204150839
1127 => 0.077887607179656
1128 => 0.077027244898509
1129 => 0.078749711973208
1130 => 0.082984229200476
1201 => 0.078616351956354
1202 => 0.079499967834104
1203 => 0.079245486401868
1204 => 0.079231926167821
1205 => 0.079749465147953
1206 => 0.078998747864253
1207 => 0.075940190599003
1208 => 0.077341909369476
1209 => 0.076800638436132
1210 => 0.077401218891098
1211 => 0.08064230390833
1212 => 0.079209342964395
1213 => 0.077699835014254
1214 => 0.079593092970361
1215 => 0.082003860942502
1216 => 0.081852999415372
1217 => 0.081560264997514
1218 => 0.083210393583908
1219 => 0.085935922566319
1220 => 0.086672622098202
1221 => 0.087216438631479
1222 => 0.087291421743563
1223 => 0.088063794399765
1224 => 0.083910551964392
1225 => 0.09050185437216
1226 => 0.091639990216927
1227 => 0.091426067849009
1228 => 0.09269105794039
1229 => 0.092318865765804
1230 => 0.091779617699993
1231 => 0.09378489606594
]
'min_raw' => 0.034569932659374
'max_raw' => 0.09378489606594
'avg_raw' => 0.064177414362657
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.034569'
'max' => '$0.093784'
'avg' => '$0.064177'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.011922276352929
'max_diff' => 0.043225598779048
'year' => 2032
]
7 => [
'items' => [
101 => 0.091486006237001
102 => 0.088223021547004
103 => 0.086432883611552
104 => 0.088790281651263
105 => 0.090229862372261
106 => 0.09118133365431
107 => 0.091469248289364
108 => 0.084232956351885
109 => 0.080332996340733
110 => 0.082832825994749
111 => 0.085882790701675
112 => 0.083893609256448
113 => 0.083971581403083
114 => 0.081135531409878
115 => 0.086133718196375
116 => 0.08540552442295
117 => 0.089183395007631
118 => 0.088281775873292
119 => 0.091362482679008
120 => 0.090551229331335
121 => 0.093918696620962
122 => 0.095262070493332
123 => 0.097517804304489
124 => 0.099177131278464
125 => 0.10015151981545
126 => 0.10009302118253
127 => 0.10395403400451
128 => 0.1016773296369
129 => 0.098817252373165
130 => 0.098765522598893
131 => 0.10024679714139
201 => 0.10335114221464
202 => 0.10415605372575
203 => 0.10460588945241
204 => 0.10391695037813
205 => 0.10144575095996
206 => 0.10037869958047
207 => 0.10128785827125
208 => 0.10017603531732
209 => 0.10209535365823
210 => 0.10473098768459
211 => 0.10418673968057
212 => 0.10600607915978
213 => 0.10788890412066
214 => 0.11058142837768
215 => 0.11128535392235
216 => 0.11244891607979
217 => 0.11364660375007
218 => 0.11403126875117
219 => 0.11476571359282
220 => 0.11476184270597
221 => 0.11697514167011
222 => 0.11941647896772
223 => 0.12033802728048
224 => 0.1224570768112
225 => 0.11882827875019
226 => 0.12158076376409
227 => 0.1240635741458
228 => 0.12110346525447
301 => 0.12518328574425
302 => 0.1253416959288
303 => 0.12773350164221
304 => 0.12530894833714
305 => 0.12386925632403
306 => 0.12802559322131
307 => 0.13003671372252
308 => 0.12943094786051
309 => 0.1248210397403
310 => 0.12213787548608
311 => 0.11511551708905
312 => 0.12343380395364
313 => 0.12748539883763
314 => 0.12481054708835
315 => 0.12615958672385
316 => 0.13351950954758
317 => 0.13632169163915
318 => 0.13573885735284
319 => 0.13583734675295
320 => 0.13734935334636
321 => 0.14405442325876
322 => 0.14003658994495
323 => 0.14310807296802
324 => 0.1447371764884
325 => 0.14625037862905
326 => 0.14253443242405
327 => 0.13770004100944
328 => 0.13616878631448
329 => 0.12454458579745
330 => 0.12393949567919
331 => 0.12359984025971
401 => 0.12145836088507
402 => 0.11977574469718
403 => 0.11843766583303
404 => 0.11492614730933
405 => 0.11611118172937
406 => 0.11051455411348
407 => 0.11409507812982
408 => 0.10516272531955
409 => 0.11260185416624
410 => 0.10855307455067
411 => 0.11127172117095
412 => 0.111262236069
413 => 0.10625634569338
414 => 0.10336905259498
415 => 0.10520894813241
416 => 0.10718146219962
417 => 0.10750149597069
418 => 0.11005891194671
419 => 0.11077263177415
420 => 0.10861002737662
421 => 0.10497762216161
422 => 0.10582134704672
423 => 0.10335195453712
424 => 0.099024439147855
425 => 0.10213253625159
426 => 0.10319377725619
427 => 0.10366248174139
428 => 0.099406867374551
429 => 0.098069660946607
430 => 0.097357743464619
501 => 0.10442827578657
502 => 0.10481561550799
503 => 0.10283393072888
504 => 0.1117913338415
505 => 0.10976399764455
506 => 0.11202902888597
507 => 0.1057447878569
508 => 0.10598485432706
509 => 0.10300979391447
510 => 0.10467562895191
511 => 0.10349827043982
512 => 0.10454104594299
513 => 0.10516608128007
514 => 0.10814065351452
515 => 0.11263581900304
516 => 0.10769635161593
517 => 0.1055441549409
518 => 0.10687936565368
519 => 0.11043520773382
520 => 0.11582249050544
521 => 0.11263311067547
522 => 0.11404850328483
523 => 0.11435770360354
524 => 0.11200597299418
525 => 0.11590920216748
526 => 0.11800097439123
527 => 0.12014669986153
528 => 0.12200977316552
529 => 0.11928964992318
530 => 0.12220057170684
531 => 0.11985488259607
601 => 0.11775055697084
602 => 0.11775374836418
603 => 0.11643367416018
604 => 0.11387586404987
605 => 0.11340416462168
606 => 0.11585800461619
607 => 0.11782575191227
608 => 0.11798782500445
609 => 0.11907727101407
610 => 0.11972199394038
611 => 0.12604115507649
612 => 0.12858277396028
613 => 0.13169061742099
614 => 0.1329012975974
615 => 0.13654501087552
616 => 0.13360241647552
617 => 0.13296576766729
618 => 0.12412731110409
619 => 0.12557460787118
620 => 0.12789186963864
621 => 0.12416552189714
622 => 0.12652903185211
623 => 0.1269956387832
624 => 0.12403890202679
625 => 0.12561822288144
626 => 0.12142401492748
627 => 0.11272724127499
628 => 0.11591888416266
629 => 0.11826900762337
630 => 0.11491509167681
701 => 0.12092685619655
702 => 0.11741490747212
703 => 0.11630178832975
704 => 0.11195911369972
705 => 0.11400868896022
706 => 0.11678076884713
707 => 0.1150679457659
708 => 0.11862231084114
709 => 0.12365623970223
710 => 0.12724371718429
711 => 0.12751911915947
712 => 0.12521261148084
713 => 0.12890880475579
714 => 0.12893572748857
715 => 0.12476640637503
716 => 0.12221272040786
717 => 0.12163251758312
718 => 0.12308197799479
719 => 0.12484189051971
720 => 0.12761678205624
721 => 0.1292935908957
722 => 0.13366581903835
723 => 0.13484881861214
724 => 0.13614857648068
725 => 0.13788545382353
726 => 0.13997102039983
727 => 0.13540791946225
728 => 0.13558921996919
729 => 0.13134012355655
730 => 0.12679935465758
731 => 0.13024523223706
801 => 0.13475025878635
802 => 0.13371680071833
803 => 0.13360051557405
804 => 0.13379607493193
805 => 0.13301688129823
806 => 0.12949261737126
807 => 0.12772275409019
808 => 0.13000632926304
809 => 0.13121994783718
810 => 0.13310216440699
811 => 0.13287014148599
812 => 0.13771852923454
813 => 0.13960246610599
814 => 0.13912047443607
815 => 0.13920917250311
816 => 0.14261995022032
817 => 0.14641343652179
818 => 0.14996653703773
819 => 0.15358090349175
820 => 0.1492236436603
821 => 0.14701129583631
822 => 0.14929387407168
823 => 0.14808270593038
824 => 0.1550424373261
825 => 0.15552431402763
826 => 0.16248354215555
827 => 0.16908867833842
828 => 0.16494011064527
829 => 0.16885202312432
830 => 0.17308307541332
831 => 0.18124546174229
901 => 0.17849665718291
902 => 0.17639111596968
903 => 0.17440138969708
904 => 0.17854169421021
905 => 0.18386812982337
906 => 0.18501539303848
907 => 0.18687439773524
908 => 0.18491988160488
909 => 0.18727388100101
910 => 0.1955845332691
911 => 0.1933389216661
912 => 0.19014979218977
913 => 0.1967102539919
914 => 0.19908445961494
915 => 0.21574787805857
916 => 0.23678613217514
917 => 0.22807615682625
918 => 0.22266959405805
919 => 0.22394026455396
920 => 0.23162272276749
921 => 0.23409008451664
922 => 0.22738294473185
923 => 0.2297520198923
924 => 0.24280585694866
925 => 0.24980882171217
926 => 0.24029785493968
927 => 0.2140574748248
928 => 0.18986264597345
929 => 0.19628020409217
930 => 0.19555265216152
1001 => 0.20957737157925
1002 => 0.19328536457204
1003 => 0.19355968018687
1004 => 0.20787441594972
1005 => 0.20405548986489
1006 => 0.19786931869856
1007 => 0.18990781186899
1008 => 0.17519023014428
1009 => 0.16215445758058
1010 => 0.18772060953713
1011 => 0.18661815057573
1012 => 0.18502162662437
1013 => 0.1885745179162
1014 => 0.20582634952355
1015 => 0.20542863896627
1016 => 0.20289860731457
1017 => 0.20481761402371
1018 => 0.19753290754419
1019 => 0.19941034227365
1020 => 0.18985881338895
1021 => 0.19417650335191
1022 => 0.19785604595359
1023 => 0.19859476860744
1024 => 0.20025914846666
1025 => 0.1860372047992
1026 => 0.19242243997156
1027 => 0.1961731674197
1028 => 0.17922724435638
1029 => 0.19583820100603
1030 => 0.18578963240092
1031 => 0.18237899729191
1101 => 0.18697096814918
1102 => 0.18518147264026
1103 => 0.1836429694844
1104 => 0.18278445828858
1105 => 0.18615629488884
1106 => 0.18599899468122
1107 => 0.18048201555792
1108 => 0.17328534119242
1109 => 0.17570078133226
1110 => 0.17482322928458
1111 => 0.17164286745733
1112 => 0.17378604733055
1113 => 0.16434856780741
1114 => 0.14811187480535
1115 => 0.15883833154587
1116 => 0.1584253746295
1117 => 0.15821714302616
1118 => 0.16627777880917
1119 => 0.16550293466914
1120 => 0.16409658496769
1121 => 0.17161703874219
1122 => 0.16887197195012
1123 => 0.1773316209842
1124 => 0.18290369297384
1125 => 0.18149043527962
1126 => 0.18673099591804
1127 => 0.17575642819458
1128 => 0.17940173936908
1129 => 0.18015303294996
1130 => 0.17152423750998
1201 => 0.16562970875311
1202 => 0.16523661088757
1203 => 0.15501631033925
1204 => 0.16047591239678
1205 => 0.16528013627372
1206 => 0.1629792858595
1207 => 0.16225090535431
1208 => 0.16597204338887
1209 => 0.16626120768355
1210 => 0.15966823112064
1211 => 0.16103911972048
1212 => 0.1667559530731
1213 => 0.16089507018788
1214 => 0.14950833211167
1215 => 0.14668426363481
1216 => 0.14630748084208
1217 => 0.13864838315312
1218 => 0.14687298139424
1219 => 0.14328272385646
1220 => 0.15462430440041
1221 => 0.14814605441982
1222 => 0.14786679001107
1223 => 0.14744464089807
1224 => 0.14085213912384
1225 => 0.14229547803705
1226 => 0.14709335641129
1227 => 0.14880529346719
1228 => 0.14862672440677
1229 => 0.14706984418978
1230 => 0.1477825759806
1231 => 0.14548661855015
]
'min_raw' => 0.080332996340733
'max_raw' => 0.24980882171217
'avg_raw' => 0.16507090902645
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.080332'
'max' => '$0.2498088'
'avg' => '$0.16507'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.045763063681359
'max_diff' => 0.15602392564623
'year' => 2033
]
8 => [
'items' => [
101 => 0.14467586819524
102 => 0.14211691706068
103 => 0.13835596582117
104 => 0.13887894915828
105 => 0.13142752064638
106 => 0.12736758691586
107 => 0.12624385076832
108 => 0.12474114382766
109 => 0.12641358551581
110 => 0.13140641168563
111 => 0.12538400403767
112 => 0.11505900854802
113 => 0.11567955836989
114 => 0.11707374957672
115 => 0.11447568348628
116 => 0.11201683197084
117 => 0.11415460387059
118 => 0.10977976716961
119 => 0.117602427691
120 => 0.11739084664665
121 => 0.12030665073894
122 => 0.12212996287618
123 => 0.11792781870417
124 => 0.11687099080871
125 => 0.11747300800811
126 => 0.10752300471191
127 => 0.11949352319271
128 => 0.11959704473362
129 => 0.11871063045061
130 => 0.12508456199334
131 => 0.13853554562761
201 => 0.13347474451984
202 => 0.13151504936738
203 => 0.12778966745004
204 => 0.13275351766361
205 => 0.13237237141533
206 => 0.13064868353521
207 => 0.12960619172707
208 => 0.1315270148481
209 => 0.12936818048557
210 => 0.12898039451326
211 => 0.12663083343634
212 => 0.1257921470301
213 => 0.12517121700399
214 => 0.12448763405656
215 => 0.12599544770033
216 => 0.12257854361416
217 => 0.11845809224947
218 => 0.1181155213024
219 => 0.11906138980641
220 => 0.11864291340501
221 => 0.11811351779839
222 => 0.11710275741302
223 => 0.11680288639816
224 => 0.11777732171972
225 => 0.11667724105479
226 => 0.11830047000039
227 => 0.11785904154454
228 => 0.11539325807372
301 => 0.11231997891912
302 => 0.11229262028822
303 => 0.11163048733555
304 => 0.11078716146797
305 => 0.11055256750429
306 => 0.11397456668392
307 => 0.12105800257395
308 => 0.11966735461648
309 => 0.12067224028508
310 => 0.12561528320272
311 => 0.12718652790375
312 => 0.12607129563193
313 => 0.12454469691373
314 => 0.12461185950971
315 => 0.12982870946265
316 => 0.1301540779951
317 => 0.13097617930873
318 => 0.13203281182254
319 => 0.12625124471804
320 => 0.12433954821902
321 => 0.1234336803609
322 => 0.12064395797287
323 => 0.12365243439563
324 => 0.12189952401989
325 => 0.12213605151752
326 => 0.1219820126744
327 => 0.12206612829881
328 => 0.11760024109796
329 => 0.11922737567383
330 => 0.11652194885351
331 => 0.11289968603951
401 => 0.11288754294443
402 => 0.1137740866365
403 => 0.113246735758
404 => 0.11182764810338
405 => 0.11202922280681
406 => 0.11026321629787
407 => 0.11224364797158
408 => 0.11230043966566
409 => 0.11153786559644
410 => 0.1145889938367
411 => 0.11583904356621
412 => 0.11533710097793
413 => 0.11580382593614
414 => 0.11972514231751
415 => 0.1203644879867
416 => 0.12064844310015
417 => 0.12026798086497
418 => 0.11587550040113
419 => 0.11607032558797
420 => 0.11464082763548
421 => 0.11343305250241
422 => 0.11348135717379
423 => 0.11410231059196
424 => 0.11681405058758
425 => 0.12252074754254
426 => 0.12273731252044
427 => 0.1229997955913
428 => 0.12193214502869
429 => 0.12161013140297
430 => 0.12203495049407
501 => 0.12417808582648
502 => 0.12969081175702
503 => 0.12774224623058
504 => 0.12615803212636
505 => 0.12754781499682
506 => 0.12733386881739
507 => 0.12552794775518
508 => 0.12547726156577
509 => 0.12201112165951
510 => 0.12072976865635
511 => 0.11965897417931
512 => 0.11848969456417
513 => 0.1177965064137
514 => 0.11886155846119
515 => 0.11910514846578
516 => 0.11677639355002
517 => 0.11645899286005
518 => 0.11836070439392
519 => 0.11752383205082
520 => 0.11838457600914
521 => 0.11858427599079
522 => 0.11855211969427
523 => 0.11767832885389
524 => 0.11823525707873
525 => 0.11691795579868
526 => 0.11548558850889
527 => 0.11457182741764
528 => 0.1137744496727
529 => 0.11421688118946
530 => 0.11263969361702
531 => 0.11213511957009
601 => 0.11804658232743
602 => 0.12241344342522
603 => 0.12234994753539
604 => 0.12196343263587
605 => 0.12138914989688
606 => 0.12413607346714
607 => 0.12317910022173
608 => 0.12387537821555
609 => 0.12405261018768
610 => 0.12458903798844
611 => 0.12478076481969
612 => 0.12420123317282
613 => 0.12225625418209
614 => 0.11740955146026
615 => 0.11515339825982
616 => 0.11440883012448
617 => 0.11443589376206
618 => 0.1136893578201
619 => 0.1139092461124
620 => 0.11361288964562
621 => 0.11305166219387
622 => 0.11418222697581
623 => 0.11431251403499
624 => 0.11404862670564
625 => 0.11411078172457
626 => 0.11192590734531
627 => 0.11209201859906
628 => 0.11116709002974
629 => 0.11099367707318
630 => 0.10865553819268
701 => 0.10451318624723
702 => 0.10680845133285
703 => 0.10403609387254
704 => 0.10298616009425
705 => 0.10795638330247
706 => 0.10745751074489
707 => 0.10660365778102
708 => 0.1053406312889
709 => 0.10487216247704
710 => 0.10202589427538
711 => 0.10185772156578
712 => 0.10326840894222
713 => 0.10261742525678
714 => 0.10170319761562
715 => 0.098391957773106
716 => 0.094669027876284
717 => 0.094781399728366
718 => 0.095965594460972
719 => 0.099408800356441
720 => 0.098063480245015
721 => 0.097087435068405
722 => 0.096904651146636
723 => 0.099192574611631
724 => 0.10243046564938
725 => 0.10394961168057
726 => 0.10244418410082
727 => 0.10071482995517
728 => 0.10082008772896
729 => 0.10152032054167
730 => 0.10159390510953
731 => 0.10046827334119
801 => 0.10078513209055
802 => 0.1003037946761
803 => 0.097349827852104
804 => 0.097296399959388
805 => 0.096571448861628
806 => 0.096549497630502
807 => 0.095316174965687
808 => 0.095143624599322
809 => 0.092694787590997
810 => 0.094306619525638
811 => 0.093225487288855
812 => 0.091595965994711
813 => 0.091315035909397
814 => 0.091306590811799
815 => 0.092979744826591
816 => 0.094287067746817
817 => 0.093244294046987
818 => 0.093006874688855
819 => 0.095541892294017
820 => 0.095219288196562
821 => 0.094939915128739
822 => 0.10214054802045
823 => 0.09644068521427
824 => 0.093955219693979
825 => 0.090878984135518
826 => 0.091880621945079
827 => 0.092091681748674
828 => 0.084693889763712
829 => 0.081692606476749
830 => 0.080662679153638
831 => 0.080069941418153
901 => 0.080340059447346
902 => 0.077638552473661
903 => 0.079454009838779
904 => 0.077114733152268
905 => 0.076722545803109
906 => 0.080905462299364
907 => 0.081487490693575
908 => 0.079004376741826
909 => 0.080598937878481
910 => 0.080020727844272
911 => 0.077154833336927
912 => 0.077045377246839
913 => 0.075607372124116
914 => 0.073357172559715
915 => 0.072328770977869
916 => 0.071793170505052
917 => 0.072014169698781
918 => 0.071902425743745
919 => 0.071173220850607
920 => 0.071944222914643
921 => 0.069974631241081
922 => 0.06919032396659
923 => 0.068836070566493
924 => 0.067087944590739
925 => 0.069869990413313
926 => 0.070418088487649
927 => 0.070967266484509
928 => 0.075747486007426
929 => 0.075508679748821
930 => 0.077667372023244
1001 => 0.07758348921104
1002 => 0.076967795205879
1003 => 0.07437028347485
1004 => 0.075405605354643
1005 => 0.072219045533382
1006 => 0.074606632816476
1007 => 0.073517037688501
1008 => 0.074238239607674
1009 => 0.072941453528845
1010 => 0.073659148487854
1011 => 0.070548062874173
1012 => 0.067642974902273
1013 => 0.06881206710697
1014 => 0.070083004035387
1015 => 0.0728387191249
1016 => 0.071197437951742
1017 => 0.071787704725322
1018 => 0.069810409843293
1019 => 0.065730685715308
1020 => 0.065753776510816
1021 => 0.065126199835346
1022 => 0.064583881960046
1023 => 0.071385958838115
1024 => 0.070540013053405
1025 => 0.069192109160116
1026 => 0.070996332084855
1027 => 0.071473397263024
1028 => 0.071486978637972
1029 => 0.072803293110127
1030 => 0.073505810379879
1031 => 0.073629632093557
1101 => 0.07570088135635
1102 => 0.0763951367888
1103 => 0.079254676660355
1104 => 0.073446206697756
1105 => 0.073326585081246
1106 => 0.071021721201405
1107 => 0.069559940090354
1108 => 0.071121810604687
1109 => 0.0725054146638
1110 => 0.071064713636303
1111 => 0.071252838775635
1112 => 0.06931881535582
1113 => 0.070010137724144
1114 => 0.070605597678924
1115 => 0.070276819691413
1116 => 0.069784623131074
1117 => 0.072391974909365
1118 => 0.07224485790374
1119 => 0.074672883822443
1120 => 0.076565703655871
1121 => 0.079957975179392
1122 => 0.076417963001484
1123 => 0.076288950887447
1124 => 0.077550064996352
1125 => 0.076394943718801
1126 => 0.077124940492782
1127 => 0.079840361413397
1128 => 0.079897733978546
1129 => 0.078936669591936
1130 => 0.078878188736669
1201 => 0.07906277166501
1202 => 0.080143879641645
1203 => 0.079766107295516
1204 => 0.080203275018482
1205 => 0.0807499599502
1206 => 0.083011280617396
1207 => 0.083556477374592
1208 => 0.082231931906716
1209 => 0.082351523532158
1210 => 0.081856107167586
1211 => 0.081377541166958
1212 => 0.082453287647418
1213 => 0.084419235484307
1214 => 0.084407005424847
1215 => 0.08486306711044
1216 => 0.085147189762346
1217 => 0.083927527349874
1218 => 0.083133571967585
1219 => 0.083438024981848
1220 => 0.083924851981779
1221 => 0.083280153547061
1222 => 0.079300776154614
1223 => 0.080507865051871
1224 => 0.080306946435736
1225 => 0.080020813893821
1226 => 0.081234551114155
1227 => 0.081117483198322
1228 => 0.077610844614952
1229 => 0.077835328239798
1230 => 0.077624496207692
1231 => 0.078305737635603
]
'min_raw' => 0.064583881960046
'max_raw' => 0.14467586819524
'avg_raw' => 0.10462987507764
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.064583'
'max' => '$0.144675'
'avg' => '$0.104629'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.015749114380687
'max_diff' => -0.10513295351693
'year' => 2034
]
9 => [
'items' => [
101 => 0.07635815444605
102 => 0.076957217917983
103 => 0.077332944911709
104 => 0.077554250997484
105 => 0.078353760330307
106 => 0.078259947138003
107 => 0.078347928770554
108 => 0.079533390048492
109 => 0.085529046391121
110 => 0.08585537673718
111 => 0.084248406763468
112 => 0.084890359571885
113 => 0.083657950559371
114 => 0.084485274985894
115 => 0.085051309346759
116 => 0.082493508912157
117 => 0.082342052570408
118 => 0.081104556967507
119 => 0.081769517009172
120 => 0.080711517770564
121 => 0.080971113776476
122 => 0.080245260712773
123 => 0.081551651711536
124 => 0.08301239984079
125 => 0.083381442504932
126 => 0.082410650138432
127 => 0.081707732486752
128 => 0.08047364064587
129 => 0.082525962880787
130 => 0.083126124445663
131 => 0.082522810487583
201 => 0.082383009460825
202 => 0.082118086767735
203 => 0.082439214062535
204 => 0.083122855836889
205 => 0.082800463000985
206 => 0.083013409148931
207 => 0.082201878022077
208 => 0.083927931108883
209 => 0.086669318808027
210 => 0.086678132817742
211 => 0.08635573824402
212 => 0.086223821330541
213 => 0.086554617727719
214 => 0.086734061203209
215 => 0.087803796093995
216 => 0.088951664251926
217 => 0.094308264090879
218 => 0.092804152290882
219 => 0.097556846333551
220 => 0.10131561026122
221 => 0.1024426992123
222 => 0.10140583041094
223 => 0.097858758252032
224 => 0.097684721969714
225 => 0.10298554531036
226 => 0.10148781992354
227 => 0.1013096702545
228 => 0.09941445876453
301 => 0.10053476348161
302 => 0.10028973640611
303 => 0.099902949180288
304 => 0.10204041253937
305 => 0.10604155313491
306 => 0.10541793785064
307 => 0.10495243796961
308 => 0.10291275299592
309 => 0.10414109893021
310 => 0.10370370847043
311 => 0.10558301546051
312 => 0.10446975563133
313 => 0.10147647318068
314 => 0.10195316327693
315 => 0.10188111252785
316 => 0.10336391183838
317 => 0.1029188122907
318 => 0.10179419969757
319 => 0.10602787767134
320 => 0.10575296617268
321 => 0.10614272782426
322 => 0.10631431295707
323 => 0.10889127813392
324 => 0.10994697831319
325 => 0.11018664073652
326 => 0.11118947425604
327 => 0.11016168932499
328 => 0.11427356184743
329 => 0.11700771714044
330 => 0.12018357921161
331 => 0.12482436728884
401 => 0.12656934653557
402 => 0.12625413165335
403 => 0.12977272420893
404 => 0.13609555681738
405 => 0.12753215690022
406 => 0.13654943780655
407 => 0.13369467078112
408 => 0.1269260695189
409 => 0.12649025139418
410 => 0.13107402675403
411 => 0.14124039933016
412 => 0.13869383830588
413 => 0.14124456459172
414 => 0.13826900688949
415 => 0.1381212453696
416 => 0.14110004839569
417 => 0.14806018403224
418 => 0.14475368448809
419 => 0.14001300660462
420 => 0.14351344938066
421 => 0.14048104189737
422 => 0.1336481791201
423 => 0.13869189099866
424 => 0.13531930450211
425 => 0.13630360453836
426 => 0.14339227971973
427 => 0.1425393515676
428 => 0.14364311957548
429 => 0.14169499793222
430 => 0.13987514512682
501 => 0.1364782547215
502 => 0.13547260293716
503 => 0.13575052891079
504 => 0.13547246521085
505 => 0.13357193624811
506 => 0.13316151719956
507 => 0.1324774674711
508 => 0.13268948308527
509 => 0.13140326946996
510 => 0.13383062030734
511 => 0.1342811580125
512 => 0.13604758152769
513 => 0.13623097747692
514 => 0.14115044182324
515 => 0.13844088352953
516 => 0.14025868916496
517 => 0.14009608751908
518 => 0.12707276563244
519 => 0.12886726448268
520 => 0.13165894154889
521 => 0.13040129481459
522 => 0.12862327657631
523 => 0.12718743151759
524 => 0.12501197943093
525 => 0.12807388646704
526 => 0.13209996862202
527 => 0.13633308556442
528 => 0.1414188982059
529 => 0.1402838040297
530 => 0.1362380098347
531 => 0.13641950120683
601 => 0.13754140945514
602 => 0.13608843633747
603 => 0.13565992619967
604 => 0.13748253874243
605 => 0.13749509007332
606 => 0.13582326890377
607 => 0.13396534561387
608 => 0.13395756084744
609 => 0.13362696134341
610 => 0.13832781980683
611 => 0.1409128166513
612 => 0.14120918237359
613 => 0.14089286887687
614 => 0.14101460538773
615 => 0.13951045268044
616 => 0.14294849972666
617 => 0.14610359168389
618 => 0.14525795964064
619 => 0.14399023699414
620 => 0.14298043484441
621 => 0.14502008234614
622 => 0.14492926005359
623 => 0.14607603470808
624 => 0.14602401038566
625 => 0.14563839320173
626 => 0.14525797341225
627 => 0.14676629487686
628 => 0.14633192251795
629 => 0.1458968754588
630 => 0.14502432197928
701 => 0.14514291648873
702 => 0.14387541273241
703 => 0.14328900749772
704 => 0.13447087975079
705 => 0.13211438787617
706 => 0.13285578819074
707 => 0.13309987642475
708 => 0.13207432814099
709 => 0.13354470093816
710 => 0.13331554489523
711 => 0.13420705700647
712 => 0.13365007894432
713 => 0.13367293751827
714 => 0.1353108912388
715 => 0.13578639617222
716 => 0.13554455052528
717 => 0.13571393092641
718 => 0.13961723077942
719 => 0.13906230636082
720 => 0.1387675138235
721 => 0.13884917337099
722 => 0.13984655017112
723 => 0.14012576122041
724 => 0.13894272438478
725 => 0.13950065139552
726 => 0.14187623379575
727 => 0.14270755318951
728 => 0.14536072563846
729 => 0.14423361082577
730 => 0.14630247884485
731 => 0.15266147380642
801 => 0.15774147899071
802 => 0.15306969628315
803 => 0.16239847886933
804 => 0.16966227424706
805 => 0.16938347768198
806 => 0.16811686694326
807 => 0.15984722902371
808 => 0.15223738491678
809 => 0.15860334264327
810 => 0.15861957077869
811 => 0.15807272936429
812 => 0.15467634430455
813 => 0.15795454252631
814 => 0.15821475399648
815 => 0.158069104769
816 => 0.15546510430694
817 => 0.1514892769011
818 => 0.15226614405941
819 => 0.15353866831239
820 => 0.15112951442513
821 => 0.15035964378237
822 => 0.15179097978115
823 => 0.1564030425999
824 => 0.15553115883988
825 => 0.15550839043134
826 => 0.15923867889299
827 => 0.15656859740108
828 => 0.15227594284215
829 => 0.15119199095286
830 => 0.14734469198338
831 => 0.15000203508521
901 => 0.15009766813267
902 => 0.14864226847318
903 => 0.15239404050335
904 => 0.15235946726361
905 => 0.15592121642868
906 => 0.16272994310041
907 => 0.16071626758649
908 => 0.15837458205107
909 => 0.15862918819667
910 => 0.16142158919235
911 => 0.15973323980605
912 => 0.16034038201695
913 => 0.1614206702099
914 => 0.16207243489875
915 => 0.15853540928803
916 => 0.15771075942268
917 => 0.15602381521095
918 => 0.15558372295441
919 => 0.15695770381562
920 => 0.15659570840215
921 => 0.15008963054534
922 => 0.14940970920983
923 => 0.14943056142648
924 => 0.14772086689984
925 => 0.145113172373
926 => 0.15196603789217
927 => 0.15141565688519
928 => 0.15080807884959
929 => 0.15088250369216
930 => 0.15385710034887
1001 => 0.15213168406725
1002 => 0.15671898604211
1003 => 0.155775974663
1004 => 0.15480877860032
1005 => 0.15467508264295
1006 => 0.1543027946761
1007 => 0.15302608071556
1008 => 0.15148437188958
1009 => 0.15046640218214
1010 => 0.13879730238909
1011 => 0.14096301943465
1012 => 0.14345447948425
1013 => 0.14431452150947
1014 => 0.14284336011223
1015 => 0.15308417113435
1016 => 0.154955265991
1017 => 0.14928759762171
1018 => 0.14822740827919
1019 => 0.15315367697115
1020 => 0.15018253473804
1021 => 0.15152043990368
1022 => 0.14862862073056
1023 => 0.15450457403209
1024 => 0.15445980911285
1025 => 0.15217393056413
1026 => 0.15410593946048
1027 => 0.15377020537034
1028 => 0.15118945411871
1029 => 0.15458638844997
1030 => 0.15458807328702
1031 => 0.15238796488316
1101 => 0.14981871993312
1102 => 0.14935939961891
1103 => 0.14901336346315
1104 => 0.15143533622177
1105 => 0.15360686942383
1106 => 0.15764755434414
1107 => 0.15866347853741
1108 => 0.16262869829765
1109 => 0.16026760299348
1110 => 0.16131424596052
1111 => 0.16245052495792
1112 => 0.16299529889456
1113 => 0.16210761899899
1114 => 0.16826723743621
1115 => 0.16878729795815
1116 => 0.16896166975265
1117 => 0.16688468107232
1118 => 0.1687295331457
1119 => 0.16786638795564
1120 => 0.17011205195154
1121 => 0.17046420074017
1122 => 0.17016594324425
1123 => 0.17027772082806
1124 => 0.16502157312304
1125 => 0.16474901413615
1126 => 0.16103265300996
1127 => 0.16254709763883
1128 => 0.15971591599437
1129 => 0.16061371285823
1130 => 0.1610094531613
1201 => 0.16080274088504
1202 => 0.1626327220659
1203 => 0.16107686422171
1204 => 0.1569706995642
1205 => 0.15286341618487
1206 => 0.15281185258777
1207 => 0.15173047737356
1208 => 0.15094884115744
1209 => 0.1510994120227
1210 => 0.15163004339114
1211 => 0.15091799989768
1212 => 0.15106995047853
1213 => 0.15359334256211
1214 => 0.15409939084846
1215 => 0.15237964104561
1216 => 0.14547459742842
1217 => 0.14378008240478
1218 => 0.14499806620008
1219 => 0.14441594839413
1220 => 0.1165549415567
1221 => 0.123100471845
1222 => 0.1192113400129
1223 => 0.12100363089148
1224 => 0.11703383437671
1225 => 0.11892842934842
1226 => 0.11857856683668
1227 => 0.12910358584394
1228 => 0.12893925214883
1229 => 0.12901790999233
1230 => 0.12526336618003
1231 => 0.13124445642
]
'min_raw' => 0.07635815444605
'max_raw' => 0.17046420074017
'avg_raw' => 0.12341117759311
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.076358'
'max' => '$0.170464'
'avg' => '$0.123411'
'bar_min_pct' => 61.631153054958
'bar_max_pct' => 60.119598047091
'min_diff' => 0.011774272486004
'max_diff' => 0.025788332544928
'year' => 2035
]
10 => [
'items' => [
101 => 0.13419095654526
102 => 0.13364563779064
103 => 0.13378288277274
104 => 0.13142455926576
105 => 0.12904074371892
106 => 0.1263967254109
107 => 0.13130898461667
108 => 0.13076282524805
109 => 0.13201551833772
110 => 0.1352014695682
111 => 0.13567061298914
112 => 0.13630114650447
113 => 0.13607514512366
114 => 0.14145941490866
115 => 0.14080734431114
116 => 0.14237864683765
117 => 0.13914635832561
118 => 0.1354887170626
119 => 0.1361839150894
120 => 0.13611696192899
121 => 0.13526457135171
122 => 0.1344950712515
123 => 0.13321407038996
124 => 0.13726734666833
125 => 0.13710279105358
126 => 0.13976675518141
127 => 0.13929587364545
128 => 0.13615121150404
129 => 0.13626352372762
130 => 0.13701887740661
131 => 0.13963316511405
201 => 0.1404092636999
202 => 0.14004974391275
203 => 0.14090070058189
204 => 0.14157326203688
205 => 0.1409851639457
206 => 0.14931139272769
207 => 0.14585376203476
208 => 0.14753898717646
209 => 0.14794090344283
210 => 0.14691140337791
211 => 0.14713466507835
212 => 0.14747284571936
213 => 0.14952621234899
214 => 0.15491484053157
215 => 0.157301427272
216 => 0.16448159123271
217 => 0.1571032544661
218 => 0.15666545449696
219 => 0.15795881884647
220 => 0.16217433518894
221 => 0.1655906152412
222 => 0.16672399242446
223 => 0.16687378692925
224 => 0.16900007787053
225 => 0.1702188281851
226 => 0.16874189022326
227 => 0.16749033994245
228 => 0.16300744218472
229 => 0.16352634980671
301 => 0.16710110874623
302 => 0.17215066630056
303 => 0.1764837119991
304 => 0.17496643041736
305 => 0.18654221785216
306 => 0.18768990989347
307 => 0.18753133596269
308 => 0.19014594923227
309 => 0.18495647434889
310 => 0.1827378732949
311 => 0.16776093931886
312 => 0.17196884686493
313 => 0.17808528760489
314 => 0.17727575373748
315 => 0.17283383097919
316 => 0.17648034240237
317 => 0.17527469168891
318 => 0.17432374494871
319 => 0.17868021631566
320 => 0.17389009709372
321 => 0.1780375025014
322 => 0.17271841216664
323 => 0.17497336123182
324 => 0.17369334308281
325 => 0.17452167169834
326 => 0.16967927953746
327 => 0.17229211680505
328 => 0.16957057691692
329 => 0.16956928655266
330 => 0.16950920840879
331 => 0.17271108801802
401 => 0.17281550119712
402 => 0.17044930732813
403 => 0.17010830182471
404 => 0.17136917789906
405 => 0.16989302223997
406 => 0.17058370618204
407 => 0.16991394235296
408 => 0.16976316440765
409 => 0.16856174008665
410 => 0.16804413345532
411 => 0.16824710035255
412 => 0.16755426969571
413 => 0.16713681416418
414 => 0.16942616599636
415 => 0.16820305766462
416 => 0.16923870710268
417 => 0.16805845385863
418 => 0.16396718190288
419 => 0.16161424813672
420 => 0.15388621467343
421 => 0.15607787537702
422 => 0.15753094869094
423 => 0.15705070796936
424 => 0.15808245086781
425 => 0.1581457915023
426 => 0.15781036136864
427 => 0.15742197624513
428 => 0.15723293184604
429 => 0.15864191391564
430 => 0.15945987543119
501 => 0.15767678403761
502 => 0.15725903067219
503 => 0.15906183451828
504 => 0.16016154382295
505 => 0.16828117945535
506 => 0.16767965062162
507 => 0.1691893699502
508 => 0.16901939872233
509 => 0.17060182509583
510 => 0.17318842343323
511 => 0.16792914578904
512 => 0.16884197453593
513 => 0.16861817000749
514 => 0.17106160916434
515 => 0.17106923731468
516 => 0.16960427348131
517 => 0.1703984541417
518 => 0.16995516428428
519 => 0.17075624897086
520 => 0.16767161683731
521 => 0.17142836581051
522 => 0.17355820039876
523 => 0.17358777315408
524 => 0.1745972978455
525 => 0.17562303339971
526 => 0.17759184347327
527 => 0.17556812435533
528 => 0.17192765066724
529 => 0.17219048110886
530 => 0.17005607271754
531 => 0.17009195250821
601 => 0.16990042337366
602 => 0.17047521672408
603 => 0.16779775165429
604 => 0.16842614735453
605 => 0.16754638969432
606 => 0.16884006211459
607 => 0.16744828444209
608 => 0.16861806208217
609 => 0.16912289933288
610 => 0.17098575965639
611 => 0.16717313845766
612 => 0.1593989457417
613 => 0.16103317530357
614 => 0.15861602141561
615 => 0.15883973821069
616 => 0.15929168174103
617 => 0.15782678489249
618 => 0.15810624104698
619 => 0.15809625690664
620 => 0.15801021897905
621 => 0.15762914273174
622 => 0.15707650677951
623 => 0.15927803832083
624 => 0.15965212142935
625 => 0.16048366184052
626 => 0.16295776206489
627 => 0.16271054110917
628 => 0.16311376874504
629 => 0.16223352507996
630 => 0.15888057018971
701 => 0.15906265177181
702 => 0.15679209152545
703 => 0.1604255985101
704 => 0.15956513609619
705 => 0.1590103903803
706 => 0.15885902287203
707 => 0.16133925591232
708 => 0.16208138051086
709 => 0.16161893826318
710 => 0.16067045572158
711 => 0.16249182259513
712 => 0.16297914353319
713 => 0.16308823671952
714 => 0.16631534960699
715 => 0.16326859648118
716 => 0.16400198024068
717 => 0.16972363097871
718 => 0.16453488329315
719 => 0.16728347866508
720 => 0.16714894922462
721 => 0.1685550376095
722 => 0.16703360893641
723 => 0.16705246886823
724 => 0.16830098009733
725 => 0.16654767124625
726 => 0.16611352731789
727 => 0.16551376059025
728 => 0.16682332929802
729 => 0.16760835651163
730 => 0.17393509931438
731 => 0.17802246369948
801 => 0.17784502043186
802 => 0.17946651973798
803 => 0.17873601944934
804 => 0.1763770413211
805 => 0.18040352933927
806 => 0.17912938005491
807 => 0.17923441937382
808 => 0.17923050980512
809 => 0.18007770769116
810 => 0.17947739034436
811 => 0.1782941032325
812 => 0.17907962443905
813 => 0.18141234159354
814 => 0.18865316721757
815 => 0.19270522916496
816 => 0.18840922800042
817 => 0.19137255207797
818 => 0.18959561357177
819 => 0.18927269098585
820 => 0.19113387749449
821 => 0.19299832176372
822 => 0.19287956472398
823 => 0.19152607392479
824 => 0.19076152131589
825 => 0.19655096981444
826 => 0.20081653684749
827 => 0.20052565377256
828 => 0.20180951706506
829 => 0.20557897940022
830 => 0.20592361179571
831 => 0.20588019603516
901 => 0.20502598868428
902 => 0.20873751387979
903 => 0.21183373349596
904 => 0.20482826436297
905 => 0.20749585530049
906 => 0.20869342281675
907 => 0.21045180723289
908 => 0.21341849648238
909 => 0.21664110788278
910 => 0.21709682046893
911 => 0.2167734705812
912 => 0.21464807173419
913 => 0.21817429158226
914 => 0.22023986846923
915 => 0.22146987223553
916 => 0.22458895713376
917 => 0.20870081858603
918 => 0.19745440443022
919 => 0.1956981144596
920 => 0.19926959917755
921 => 0.20021137121561
922 => 0.19983174408795
923 => 0.18717288247635
924 => 0.19563146817303
925 => 0.20473219516457
926 => 0.2050817911522
927 => 0.20963780537139
928 => 0.21112143035849
929 => 0.21478961897538
930 => 0.21456017277865
1001 => 0.21545331833323
1002 => 0.21524799963736
1003 => 0.2220425466219
1004 => 0.22953794094583
1005 => 0.22927839927429
1006 => 0.22820084765874
1007 => 0.22980119555768
1008 => 0.23753724575525
1009 => 0.23682503422074
1010 => 0.23751688706049
1011 => 0.24663812622811
1012 => 0.25849703462716
1013 => 0.25298738106086
1014 => 0.26494174393962
1015 => 0.27246638169824
1016 => 0.28547946463973
1017 => 0.28385016256467
1018 => 0.28891606025937
1019 => 0.28093337180471
1020 => 0.26260350554529
1021 => 0.25970273404582
1022 => 0.26551015204698
1023 => 0.27978712252327
1024 => 0.26506051943926
1025 => 0.26803969206319
1026 => 0.26718169014708
1027 => 0.26713597087124
1028 => 0.26888088967617
1029 => 0.26634979394077
1030 => 0.25603765457933
1031 => 0.26076364727886
1101 => 0.25893871453676
1102 => 0.26096361347187
1103 => 0.2718911578928
1104 => 0.26705983002418
1105 => 0.2619704185798
1106 => 0.26835366996187
1107 => 0.27648174249439
1108 => 0.27597310232285
1109 => 0.27498612779498
1110 => 0.2805496515323
1111 => 0.28973896278686
1112 => 0.29222279669332
1113 => 0.29405631210332
1114 => 0.29430912290087
1115 => 0.29691323123659
1116 => 0.2829102843956
1117 => 0.30513332065343
1118 => 0.30897062511617
1119 => 0.30824937091715
1120 => 0.31251437332903
1121 => 0.31125950142679
1122 => 0.30944138892381
1123 => 0.31620232493866
1124 => 0.30845145737703
1125 => 0.29745007668039
1126 => 0.29141450164757
1127 => 0.29936263372674
1128 => 0.3042162806359
1129 => 0.30742423249293
1130 => 0.30839495678657
1201 => 0.28399729329759
1202 => 0.27084830583348
1203 => 0.27927665604453
1204 => 0.28955982499566
1205 => 0.28285316087287
1206 => 0.28311604940909
1207 => 0.27355410885031
1208 => 0.29040584456324
1209 => 0.28795068841527
1210 => 0.30068804285403
1211 => 0.29764817099356
1212 => 0.30803498907712
1213 => 0.30529979177554
1214 => 0.31665344285158
1215 => 0.32118272165364
1216 => 0.32878808568826
1217 => 0.33438262243153
1218 => 0.33766784141361
1219 => 0.33747060918847
1220 => 0.35048828348508
1221 => 0.34281221575527
1222 => 0.33316926557637
1223 => 0.33299485503075
1224 => 0.33798907557006
1225 => 0.34845559172297
1226 => 0.3511694070798
1227 => 0.35268605963877
1228 => 0.35036325344965
1229 => 0.34203143207767
1230 => 0.33843379385255
1231 => 0.34149908585397
]
'min_raw' => 0.1263967254109
'max_raw' => 0.35268605963877
'avg_raw' => 0.23954139252483
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.126396'
'max' => '$0.352686'
'avg' => '$0.239541'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.050038570964848
'max_diff' => 0.1822218588986
'year' => 2036
]
11 => [
'items' => [
101 => 0.33775049713978
102 => 0.3442216129287
103 => 0.35310783706265
104 => 0.35127286691893
105 => 0.35740689699529
106 => 0.36375497280554
107 => 0.37283300632412
108 => 0.37520634044449
109 => 0.37912937149564
110 => 0.38316745909584
111 => 0.38446438400351
112 => 0.38694061606442
113 => 0.38692756509916
114 => 0.39438985708436
115 => 0.40262099623198
116 => 0.4057280607089
117 => 0.41287258414903
118 => 0.40063783813176
119 => 0.40991803352849
120 => 0.4182890020747
121 => 0.40830878827939
122 => 0.42206418790465
123 => 0.4225982789017
124 => 0.43066241885501
125 => 0.42248786811005
126 => 0.41763384597177
127 => 0.43164722600713
128 => 0.4384278591889
129 => 0.43638547729193
130 => 0.42084285021113
131 => 0.41179637459547
201 => 0.38812000297447
202 => 0.41616568790269
203 => 0.42982592292737
204 => 0.42080747350249
205 => 0.42535585482053
206 => 0.45017034847415
207 => 0.45961810103797
208 => 0.45765303454947
209 => 0.45798509843828
210 => 0.46308293423287
211 => 0.48568954557557
212 => 0.47214314004188
213 => 0.48249885949825
214 => 0.48799149575759
215 => 0.49309336242321
216 => 0.48056479035397
217 => 0.46426530217317
218 => 0.45910257006034
219 => 0.41991076644139
220 => 0.41787066286165
221 => 0.41672549090088
222 => 0.40950534367598
223 => 0.40383228572198
224 => 0.39932085940983
225 => 0.38748152954079
226 => 0.39147695582442
227 => 0.37260753507335
228 => 0.38467952177867
301 => 0.35456347064188
302 => 0.37964501293189
303 => 0.36599426978123
304 => 0.37516037667134
305 => 0.3751283969879
306 => 0.35825068808637
307 => 0.34851597782077
308 => 0.3547193140826
309 => 0.36136978297674
310 => 0.36244879917994
311 => 0.37107130569618
312 => 0.37347766192471
313 => 0.36618629021025
314 => 0.35393938242139
315 => 0.35678405977852
316 => 0.34845833052492
317 => 0.33386781025255
318 => 0.34434697663821
319 => 0.3479250247787
320 => 0.34950529467444
321 => 0.33515719371914
322 => 0.33064870888656
323 => 0.32824842939155
324 => 0.3520872227638
325 => 0.35339316567776
326 => 0.3467117770882
327 => 0.3769122870683
328 => 0.3700769815362
329 => 0.37771369250607
330 => 0.35652593512485
331 => 0.35733533598992
401 => 0.34730471209677
402 => 0.3529211912304
403 => 0.34895164480633
404 => 0.35246743521953
405 => 0.35457478549706
406 => 0.36460376346353
407 => 0.3797595277505
408 => 0.36310576859228
409 => 0.35584948724082
410 => 0.36035124338039
411 => 0.37234001321455
412 => 0.39050361320715
413 => 0.37975039643502
414 => 0.38452249143703
415 => 0.38556498189924
416 => 0.37763595795719
417 => 0.39079596762974
418 => 0.39784852372498
419 => 0.40508298695785
420 => 0.41136446867789
421 => 0.40219338325339
422 => 0.41200775928106
423 => 0.40409910467334
424 => 0.39700422390853
425 => 0.39701498391401
426 => 0.39256426157058
427 => 0.38394042620307
428 => 0.38235005864793
429 => 0.39062335151105
430 => 0.39725774890353
501 => 0.39780418964939
502 => 0.40147733293351
503 => 0.40365106129267
504 => 0.42495655425282
505 => 0.43352579976968
506 => 0.44400411098018
507 => 0.44808600372192
508 => 0.46037103743505
509 => 0.45044987497005
510 => 0.4483033690637
511 => 0.41850389567957
512 => 0.42338355777682
513 => 0.43119636761189
514 => 0.41863272603611
515 => 0.42660146486428
516 => 0.42817466270993
517 => 0.4182058183029
518 => 0.42353060882903
519 => 0.40938954388199
520 => 0.38006776432328
521 => 0.39082861115246
522 => 0.39875221648062
523 => 0.38744425470384
524 => 0.40771333851015
525 => 0.39587255818933
526 => 0.39211959928532
527 => 0.37747796857432
528 => 0.38438825466186
529 => 0.39373451554103
530 => 0.38795961293715
531 => 0.39994340294618
601 => 0.41691564555902
602 => 0.42901107635946
603 => 0.42993961334675
604 => 0.422163061673
605 => 0.43462503535948
606 => 0.43471580723274
607 => 0.42065865000573
608 => 0.41204871947477
609 => 0.41009252514269
610 => 0.41497948211872
611 => 0.42091315006965
612 => 0.4302688906218
613 => 0.43592236869512
614 => 0.45066364113725
615 => 0.45465220679469
616 => 0.45903443119467
617 => 0.464890434421
618 => 0.47192206774261
619 => 0.45653725434603
620 => 0.45714852166315
621 => 0.4428223964455
622 => 0.42751287707626
623 => 0.43913089391898
624 => 0.45431990546083
625 => 0.45083552943076
626 => 0.45044346594804
627 => 0.45110280797664
628 => 0.44847570223905
629 => 0.43659340035303
630 => 0.43062618273301
701 => 0.43832541586241
702 => 0.44241721561724
703 => 0.44876324019454
704 => 0.44798095871706
705 => 0.46432763651491
706 => 0.47067946120928
707 => 0.46905439264256
708 => 0.46935344436829
709 => 0.48085311957475
710 => 0.49364312349292
711 => 0.50562264995195
712 => 0.51780873879871
713 => 0.5031179330628
714 => 0.49565884791304
715 => 0.5033547197981
716 => 0.49927118184864
717 => 0.52273640216225
718 => 0.524361083105
719 => 0.54782460661609
720 => 0.57009428441252
721 => 0.5561070987913
722 => 0.56929638483543
723 => 0.58356167303043
724 => 0.61108172841818
725 => 0.60181394193081
726 => 0.59471496272621
727 => 0.58800646167989
728 => 0.60196578741274
729 => 0.61992423696239
730 => 0.62379231499149
731 => 0.63006007911817
801 => 0.6234702915247
802 => 0.63140696483974
803 => 0.65942690919281
804 => 0.65185567288972
805 => 0.64110330020236
806 => 0.66322235520504
807 => 0.67122715522487
808 => 0.72740903391029
809 => 0.7983409765083
810 => 0.76897468650848
811 => 0.75074608266133
812 => 0.75503023695368
813 => 0.78093218119268
814 => 0.78925106359563
815 => 0.76663747353368
816 => 0.77462497584066
817 => 0.81863689886599
818 => 0.84224788349754
819 => 0.8101809949896
820 => 0.72170972138744
821 => 0.64013516668612
822 => 0.66177241194298
823 => 0.65931941981275
824 => 0.70660474050426
825 => 0.65167510140786
826 => 0.65259997565533
827 => 0.70086310670272
828 => 0.68798733077881
829 => 0.66713022278687
830 => 0.64028744665632
831 => 0.59066609232272
901 => 0.54671507499562
902 => 0.63291314128886
903 => 0.62919612392928
904 => 0.6238133319615
905 => 0.63579215300687
906 => 0.69395790775548
907 => 0.69261699884435
908 => 0.68408682048948
909 => 0.69055688559011
910 => 0.66599598909243
911 => 0.6723258913611
912 => 0.64012224485988
913 => 0.65467963802151
914 => 0.66708547280052
915 => 0.66957612780394
916 => 0.67518770070262
917 => 0.62723742468336
918 => 0.64876569086987
919 => 0.66141153032869
920 => 0.60427716759416
921 => 0.66028216767841
922 => 0.6264027170576
923 => 0.61490352266463
924 => 0.6303856730111
925 => 0.6243522639642
926 => 0.61916509315933
927 => 0.61627056272331
928 => 0.62763894523518
929 => 0.62710859660285
930 => 0.60850771630546
1001 => 0.5842436262264
1002 => 0.59238745129854
1003 => 0.58942872330106
1004 => 0.57870591135471
1005 => 0.5859317919293
1006 => 0.55411267081326
1007 => 0.4993695267471
1008 => 0.53553452454505
1009 => 0.53414221146978
1010 => 0.53344014408086
1011 => 0.5606171403989
1012 => 0.5580046992829
1013 => 0.55326309307627
1014 => 0.57861882803831
1015 => 0.5693636436944
1016 => 0.59788594104664
1017 => 0.61667257078935
1018 => 0.61190767380279
1019 => 0.62957658987947
1020 => 0.59257506857999
1021 => 0.60486548971231
1022 => 0.60739852847389
1023 => 0.57830594220474
1024 => 0.55843212695808
1025 => 0.55710677005921
1026 => 0.52264831320194
1027 => 0.54105574271615
1028 => 0.55725351893746
1029 => 0.54949604112566
1030 => 0.54704025539851
1031 => 0.55958633208362
1101 => 0.56056126969193
1102 => 0.53833258890313
1103 => 0.54295463552989
1104 => 0.56222933831481
1105 => 0.54246896247351
1106 => 0.50407778005292
1107 => 0.49455623601299
1108 => 0.49328588652119
1109 => 0.46746270392173
1110 => 0.49519251111478
1111 => 0.48308770716238
1112 => 0.52132663781018
1113 => 0.49948476570366
1114 => 0.49854320625194
1115 => 0.49711990104393
1116 => 0.47489282103833
1117 => 0.47975913895493
1118 => 0.49593552087086
1119 => 0.50170743617845
1120 => 0.50110537812396
1121 => 0.49585624777448
1122 => 0.49825927276857
1123 => 0.49051829199318
1124 => 0.48778479056681
1125 => 0.47915710815637
1126 => 0.46647679847113
1127 => 0.46824007330572
1128 => 0.44311706183574
1129 => 0.42942871180776
1130 => 0.42563995692957
1201 => 0.42057347556349
1202 => 0.42621222948126
1203 => 0.44304589150079
1204 => 0.42274092364462
1205 => 0.3879294804831
1206 => 0.39002170753292
1207 => 0.39472232052608
1208 => 0.38596275931099
1209 => 0.37767256975516
1210 => 0.38488021696962
1211 => 0.37013014959094
1212 => 0.39650479569951
1213 => 0.39579143543637
1214 => 0.40562227250847
1215 => 0.41176969667874
1216 => 0.39760187421848
1217 => 0.39403870518358
1218 => 0.39606844820286
1219 => 0.36252131740265
1220 => 0.40288075621559
1221 => 0.40322978631841
1222 => 0.40024117867578
1223 => 0.42173133388579
1224 => 0.46708226432642
1225 => 0.45001942005771
1226 => 0.44341217102966
1227 => 0.43085178579748
1228 => 0.44758775335748
1229 => 0.44630269217064
1230 => 0.44049115813875
1231 => 0.43697632422317
]
'min_raw' => 0.32824842939155
'max_raw' => 0.84224788349754
'avg_raw' => 0.58524815644454
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$0.328248'
'max' => '$0.842247'
'avg' => '$0.585248'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.20185170398065
'max_diff' => 0.48956182385877
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.010303343117522
]
1 => [
'year' => 2028
'avg' => 0.017683527871546
]
2 => [
'year' => 2029
'avg' => 0.048308210999258
]
3 => [
'year' => 2030
'avg' => 0.037269712843182
]
4 => [
'year' => 2031
'avg' => 0.036603476796669
]
5 => [
'year' => 2032
'avg' => 0.064177414362657
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.010303343117522
'min' => '$0.0103033'
'max_raw' => 0.064177414362657
'max' => '$0.064177'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.064177414362657
]
1 => [
'year' => 2033
'avg' => 0.16507090902645
]
2 => [
'year' => 2034
'avg' => 0.10462987507764
]
3 => [
'year' => 2035
'avg' => 0.12341117759311
]
4 => [
'year' => 2036
'avg' => 0.23954139252483
]
5 => [
'year' => 2037
'avg' => 0.58524815644454
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.064177414362657
'min' => '$0.064177'
'max_raw' => 0.58524815644454
'max' => '$0.585248'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 0.58524815644454
]
]
]
]
'prediction_2025_max_price' => '$0.017616'
'last_price' => 0.01708175
'sma_50day_nextmonth' => '$0.01590045'
'sma_200day_nextmonth' => '$0.021522'
'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' => '$0.016732'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.016615'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.016263'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.016183'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.016675'
'daily_sma50_action' => 'BUY'
'daily_sma100' => '$0.019741'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.022022'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.016795'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.016636'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.01644'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.016441'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$0.017293'
'daily_ema50_action' => 'SELL'
'daily_ema100' => '$0.018987'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.020453'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.021518'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.019595'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '$0.023022'
'weekly_sma100_action' => 'SELL'
'weekly_sma200' => '$0.035086'
'weekly_sma200_action' => 'SELL'
'weekly_ema3' => '$0.016777'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$0.016855'
'weekly_ema5_action' => 'BUY'
'weekly_ema10' => '$0.017799'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.01945'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.021012'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.02872'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$0.050173'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '57.15'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 98.18
'stoch_rsi_14_action' => 'SELL'
'momentum_10' => 0
'momentum_10_action' => 'BUY'
'vwma_10' => '0.016334'
'vwma_10_action' => 'BUY'
'hma_9' => '0.016922'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 100
'stochastic_fast_14_action' => 'SELL'
'cci_20' => 188.12
'cci_20_action' => 'SELL'
'adx_14' => 14.1
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '-0.000036'
'ao_5_34_action' => 'NEUTRAL'
'macd_12_26' => 0
'macd_12_26_action' => 'BUY'
'williams_percent_r_14' => -0
'williams_percent_r_14_action' => 'SELL'
'ultimate_oscillator' => 72.49
'ultimate_oscillator_action' => 'SELL'
'ichimoku_cloud' => '-0.002473'
'ichimoku_cloud_action' => 'SELL'
'sell_signals' => 15
'buy_signals' => 19
'sell_pct' => 44.12
'buy_pct' => 55.88
'overall_action' => 'bullish'
'overall_action_label' => 'Alcista'
'overall_action_dir' => 1
'last_updated' => 1767685705
'last_updated_date' => '6 de enero de 2026'
]
Predicción de precio de Lucha para 2026
La previsión del precio de Lucha para 2026 sugiere que el precio medio podría oscilar entre $0.0059017 en el extremo inferior y $0.017616 en el extremo superior. En el mercado de criptomonedas, en comparación con el precio medio de hoy, Lucha podría potencialmente ganar 3.13% para 2026 si LUCHA alcanza el objetivo de precio previsto.
Predicción de precio de Lucha 2027-2032
La predicción del precio de LUCHA para 2027-2032 está actualmente dentro de un rango de precios de $0.0103033 en el extremo inferior y $0.064177 en el extremo superior. Considerando la volatilidad de precios en el mercado, si Lucha alcanza el objetivo de precio superior, podría ganar 275.71% para 2032 en comparación con el precio de hoy.
| Predicción de Precio de Lucha | Potencial Mínimo ($) | Precio Medio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2027 | $0.005681 | $0.0103033 | $0.014925 |
| 2028 | $0.010253 | $0.017683 | $0.025113 |
| 2029 | $0.022523 | $0.0483082 | $0.074092 |
| 2030 | $0.019155 | $0.037269 | $0.055383 |
| 2031 | $0.022647 | $0.0366034 | $0.050559 |
| 2032 | $0.034569 | $0.064177 | $0.093784 |
Predicción de precio de Lucha 2032-2037
La predicción de precio de Lucha para 2032-2037 se estima actualmente entre $0.064177 en el extremo inferior y $0.585248 en el extremo superior. Comparado con el precio actual, Lucha podría potencialmente ganar 3326.16% para 2037 si alcanza el objetivo de precio superior. Tenga en cuenta que esta información es solo para fines generales y no debe considerarse como consejo de inversión a largo plazo.
| Predicción de Precio de Lucha | Potencial Mínimo ($) | Precio Medio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2032 | $0.034569 | $0.064177 | $0.093784 |
| 2033 | $0.080332 | $0.16507 | $0.2498088 |
| 2034 | $0.064583 | $0.104629 | $0.144675 |
| 2035 | $0.076358 | $0.123411 | $0.170464 |
| 2036 | $0.126396 | $0.239541 | $0.352686 |
| 2037 | $0.328248 | $0.585248 | $0.842247 |
Lucha Histograma de precios potenciales
Pronóstico de precio de Lucha basado en análisis técnico
Indicador de Sentimiento del Mercado
Alcista 55.88%
Bajista 44.12%
A fecha de 6 de enero de 2026, el sentimiento general de predicción de precio para Lucha es Alcista, con 19 indicadores técnicos mostrando señales alcistas y 15 indicando señales bajistas. La predicción de precio de LUCHA 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 Lucha
Según nuestros indicadores técnicos, se proyecta que el SMA de 200 días de Lucha aumentar durante el próximo mes, alcanzando $0.021522 para el 4 feb. 2026. Se espera que el SMA de 50 días a corto plazo para Lucha alcance $0.01590045 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 57.15, lo que sugiere que el mercado de LUCHA está en un estado NEUTRAL.
Promedios Móviles y Osciladores Populares de LUCHA 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 | $0.016732 | BUY |
| SMA 5 | $0.016615 | BUY |
| SMA 10 | $0.016263 | BUY |
| SMA 21 | $0.016183 | BUY |
| SMA 50 | $0.016675 | BUY |
| SMA 100 | $0.019741 | SELL |
| SMA 200 | $0.022022 | SELL |
Promedio Móvil Exponencial Diario (EMA)
| Período | Valor | Acción |
|---|---|---|
| EMA 3 | $0.016795 | BUY |
| EMA 5 | $0.016636 | BUY |
| EMA 10 | $0.01644 | BUY |
| EMA 21 | $0.016441 | BUY |
| EMA 50 | $0.017293 | SELL |
| EMA 100 | $0.018987 | SELL |
| EMA 200 | $0.020453 | SELL |
Promedio Móvil Simple Semanal (SMA)
| Período | Valor | Acción |
|---|---|---|
| SMA 21 | $0.021518 | SELL |
| SMA 50 | $0.019595 | SELL |
| SMA 100 | $0.023022 | SELL |
| SMA 200 | $0.035086 | SELL |
Promedio Móvil Exponencial Semanal (EMA)
| Período | Valor | Acción |
|---|---|---|
| EMA 21 | $0.01945 | SELL |
| EMA 50 | $0.021012 | SELL |
| EMA 100 | $0.02872 | SELL |
| EMA 200 | $0.050173 | SELL |
Osciladores de Lucha
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) | 57.15 | NEUTRAL |
| Stoch RSI (14) | 98.18 | SELL |
| Estocástico Rápido (14) | 100 | SELL |
| Índice de Canal de Materias Primas (20) | 188.12 | SELL |
| Índice Direccional Medio (14) | 14.1 | NEUTRAL |
| Oscilador Asombroso (5, 34) | -0.000036 | NEUTRAL |
| Momentum (10) | 0 | BUY |
| MACD (12, 26) | 0 | BUY |
| Rango Percentil de Williams (14) | -0 | SELL |
| Oscilador Ultimate (7, 14, 28) | 72.49 | SELL |
| VWMA (10) | 0.016334 | BUY |
| Promedio Móvil de Hull (9) | 0.016922 | BUY |
| Nube Ichimoku B/L (9, 26, 52, 26) | -0.002473 | SELL |
Predicción de precios de Lucha basada en flujos de dinero globales
Definiciones de flujos de dinero globales utilizadas para la predicción de precios de Lucha
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 Lucha por parte de empresas de Internet o nichos tecnológicos
| Comparación | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook acción | $0.0240027 | $0.033727 | $0.047393 | $0.066595 | $0.093577 | $0.131492 |
| Amazon.com acción | $0.035642 | $0.074369 | $0.155176 | $0.323784 | $0.675594 | $1.40 |
| Apple acción | $0.024229 | $0.034367 | $0.048747 | $0.069144 | $0.098075 | $0.139113 |
| Netflix acción | $0.026952 | $0.042526 | $0.06710021 | $0.105873 | $0.167051 | $0.263581 |
| Google acción | $0.02212 | $0.028646 | $0.037096 | $0.04804 | $0.062211 | $0.080564 |
| Tesla acción | $0.038723 | $0.087782 | $0.198995 | $0.4511079 | $1.02 | $2.31 |
| Kodak acción | $0.0128094 | $0.0096057 | $0.0072032 | $0.0054017 | $0.00405 | $0.003037 |
| Nokia acción | $0.011315 | $0.007496 | $0.004966 | $0.003289 | $0.002179 | $0.001443 |
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 Lucha
Podría preguntarse cosas como: "¿Debo invertir en Lucha ahora?", "¿Debería comprar LUCHA hoy?", "¿Será Lucha una buena o mala inversión a corto plazo?, ¿Lo será a largo plazo?".
Actualizamos el pronóstico de Lucha regularmente con valores actualizados. Aquí hay algunas predicciones similares. Hacemos un pronóstico de precios futuros para una gran cantidad de monedas digitales, como Lucha, 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 Lucha a fin de tomar una decisión responsable sobre la inversión por sus propios medios.
El precio de Lucha es de $0.01708 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 Lucha basada en el patrón de crecimiento del Bitcoin
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Si Lucha ofrece un 1 % del crecimiento medio anterior anual del Bitcoin | $0.017525 | $0.017981 | $0.018448 | $0.018928 |
| Si Lucha ofrece un 2 % del crecimiento medio anterior anual del Bitcoin | $0.017969 | $0.0189039 | $0.019886 | $0.02092 |
| Si Lucha ofrece un 5 % del crecimiento medio anterior anual del Bitcoin | $0.0193017 | $0.02181 | $0.024644 | $0.027847 |
| Si Lucha ofrece un 10 % del crecimiento medio anterior anual del Bitcoin | $0.021521 | $0.027116 | $0.034164 | $0.043044 |
| Si Lucha ofrece un 20 % del crecimiento medio anterior anual del Bitcoin | $0.025961 | $0.039458 | $0.059971 | $0.091148 |
| Si Lucha ofrece un 50 % del crecimiento medio anterior anual del Bitcoin | $0.039282 | $0.090335 | $0.207741 | $0.477735 |
| Si Lucha ofrece un 100 % del crecimiento medio anterior anual del Bitcoin | $0.061482 | $0.221296 | $0.796515 | $2.86 |
Cuadro de preguntas
¿Es LUCHA una buena inversión?
La decisión de adquirir Lucha depende completamente de su tolerancia individual al riesgo. Como puede discernir, el valor de Lucha ha experimentado un aumento de 1.9348% durante las últimas 24 horas, y Lucha ha sufrido un declive de durante el período previo de 30 días. Por lo tanto, la determinación de si invertir o no en Lucha dependerá de si dicha inversión se alinea con sus aspiraciones comerciales.
¿Puede Lucha subir?
Parece que el valor medio de Lucha podría potencialmente aumentar hasta $0.017616 para el final de este año. Mirando las perspectivas de Lucha en un horizonte de cinco años más extendido, la moneda digital podría potencialmente crecer hasta $0.055383. 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 Lucha la próxima semana?
Basado en nuestro nuevo pronóstico experimental de Lucha, el precio de Lucha aumentará en un 0.86% durante la próxima semana y alcanzará $0.017227 para el 13 de enero de 2026.
¿Cuál será el precio de Lucha el próximo mes?
Basado en nuestro nuevo pronóstico experimental de Lucha, el precio de Lucha disminuirá en un -11.62% durante el próximo mes y alcanzará $0.0150971 para el 5 de febrero de 2026.
¿Hasta qué punto puede subir el precio de Lucha este año en 2026?
Según nuestra predicción más reciente sobre el valor de Lucha en 2026, se anticipa que LUCHA fluctúe dentro del rango de $0.0059017 y $0.017616. Sin embargo, es crucial tener en cuenta que el mercado de criptomonedas es excepcionalmente inestable, y esta predicción de precios proyectada de Lucha no considera fluctuaciones de precios repentinas y extremas.
¿Dónde estará Lucha en 5 años?
El futuro de Lucha parece estar en una tendencia alcista, con un precio máximo de $0.055383 proyectada después de un período de cinco años. Basado en el pronóstico de Lucha para 2030, el valor de Lucha podría potencialmente alcanzar su punto más alto de aproximadamente $0.055383, mientras que su punto más bajo se anticipa que esté alrededor de $0.019155.
¿Cuánto será Lucha en 2026?
Basado en nuestra nueva simulación experimental de predicción de precios de Lucha, se espera que el valor de LUCHA en 2026 crezca en un 3.13% hasta $0.017616 si ocurre lo mejor. El precio estará entre $0.017616 y $0.0059017 durante 2026.
¿Cuánto será Lucha en 2027?
Según nuestra última simulación experimental para la predicción de precios de Lucha, el valor de LUCHA podría disminuir en un -12.62% hasta $0.014925 en 2027, asumiendo las condiciones más favorables. Se proyecta que el precio fluctúe entre $0.014925 y $0.005681 a lo largo del año.
¿Cuánto será Lucha en 2028?
Nuestro nuevo modelo experimental de predicción de precios de Lucha sugiere que el valor de LUCHA en 2028 podría aumentar en un 47.02% , alcanzando $0.025113 en el mejor escenario. Se espera que el precio oscile entre $0.025113 y $0.010253 durante el año.
¿Cuánto será Lucha en 2029?
Basado en nuestro modelo de pronóstico experimental, el valor de Lucha podría experimentar un 333.75% crecimiento en 2029, potencialmente alcanzando $0.074092 bajo condiciones óptimas. El rango de precios previsto para 2029 se encuentra entre $0.074092 y $0.022523.
¿Cuánto será Lucha en 2030?
Usando nuestra nueva simulación experimental para las predicciones de precios de Lucha, se espera que el valor de LUCHA en 2030 aumente en un 224.23% , alcanzando $0.055383 en el mejor escenario. Se pronostica que el precio oscile entre $0.055383 y $0.019155 durante el transcurso de 2030.
¿Cuánto será Lucha en 2031?
Nuestra simulación experimental indica que el precio de Lucha podría crecer en un 195.98% en 2031, potencialmente alcanzando $0.050559 bajo condiciones ideales. Es probable que el precio fluctúe entre $0.050559 y $0.022647 durante el año.
¿Cuánto será Lucha en 2032?
Basado en los hallazgos de nuestra última predicción experimental de precios de Lucha, LUCHA podría experimentar un 449.04% aumento en valor, alcanzando $0.093784 si se desarrolla el escenario más positivo en 2032. Se espera que el precio se mantenga dentro de un rango de $0.093784 y $0.034569 a lo largo del año.
¿Cuánto será Lucha en 2033?
Según nuestra predicción experimental de precios de Lucha, se anticipa que el valor de LUCHA aumente en un 1362.43% en 2033, con el precio potencial más alto siendo $0.2498088. A lo largo del año, el precio de LUCHA podría oscilar entre $0.2498088 y $0.080332.
¿Cuánto será Lucha en 2034?
Los resultados de nuestra nueva simulación de predicción de precios de Lucha sugieren que LUCHA podría aumentar en un 746.96% en 2034, alcanzando potencialmente $0.144675 bajo las mejores circunstancias. El rango de precios previsto para el año está entre $0.144675 y $0.064583.
¿Cuánto será Lucha en 2035?
Basado en nuestra predicción experimental para el precio de Lucha, LUCHA podría crecer en un 897.93% , con el valor potencialmente alcanzando $0.170464 en 2035. El rango de precios esperado para el año está entre $0.170464 y $0.076358.
¿Cuánto será Lucha en 2036?
Nuestra reciente simulación de predicción de precios de Lucha sugiere que el valor de LUCHA podría aumentar en un 1964.7% en 2036, posiblemente alcanzando $0.352686 si las condiciones son óptimas. El rango de precios esperado para 2036 está entre $0.352686 y $0.126396.
¿Cuánto será Lucha en 2037?
Según la simulación experimental, el valor de Lucha podría aumentar en un 4830.69% en 2037, con un máximo de $0.842247 bajo condiciones favorables. Se espera que el precio caiga entre $0.842247 y $0.328248 durante el transcurso del año.
Predicciones relacionadas
Predicción de precios de Starcoin- Predicción de precios de Bao Finance V2
- Predicción de precios de Composite
- Predicción de precios de MotaCoin
- Predicción de precios de Yellow Duckies
- Predicción de precios de Smart MFG
- Predicción de precios de Ara Token
- Predicción de precios de DOS Network
- Predicción de precios de FLUX
- Predicción de precios de AstroSwap
- Predicción de precios de DYOR
- Predicción de precios de Sky Hause
- Predicción de precios de Neblio
- Predicción de precios de Dexsport
- Predicción de precios de Switch
- Predicción de precios de Bezoge Earth
- Predicción de precios de Sheesha Finance (ERC20)
- Predicción de precios de Noah Platinum
- Predicción de precios de Froyo Games
- Predicción de precios de Basis Cash
- Predicción de precios de $REKT (OLD)
- Predicción de precios de Open Predict Token
- Predicción de precios de Nyzo
- Predicción de precios de BNSD Finance
- Predicción de precios de DeHive
Predicción de precios de Starcoin
Predicción de precios de Bao Finance V2
Predicción de precios de Composite
Predicción de precios de MotaCoin
Predicción de precios de Yellow Duckies
Predicción de precios de Smart MFG
Predicción de precios de Ara Token
Predicción de precios de DOS Network
Predicción de precios de FLUX
Predicción de precios de AstroSwap
Predicción de precios de DYOR
Predicción de precios de Sky Hause
Predicción de precios de Neblio
Predicción de precios de Dexsport
Predicción de precios de Switch
Predicción de precios de Bezoge Earth
Predicción de precios de Sheesha Finance (ERC20)
Predicción de precios de Noah Platinum
Predicción de precios de Froyo Games
Predicción de precios de Basis Cash
Predicción de precios de $REKT (OLD)
Predicción de precios de Open Predict Token
Predicción de precios de Nyzo
Predicción de precios de BNSD Finance
Predicción de precios de DeHive¿Cómo leer y predecir los movimientos de precio de Lucha?
Los traders de Lucha 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 Lucha
Las medias móviles son herramientas populares para la predicción de precios de Lucha. Una media móvil simple (SMA) calcula el precio de cierre promedio de LUCHA 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 LUCHA 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 LUCHA.
¿Cómo leer gráficos de Lucha 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 Lucha 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 LUCHA 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 Lucha?
La acción del precio de Lucha 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 LUCHA. La capitalización de mercado de Lucha puede cambiar rápidamente.
Los traders a menudo monitorean la actividad de las "ballenas" de LUCHA, grandes poseedores de Lucha, ya que sus acciones pueden influir significativamente en los movimientos de precios en el relativamente pequeño mercado de Lucha.
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