Regent Coin Geleceği Fiyat Tahmini - REGENT
$0.02412
-0.214%
Add to portfolio
Add to favorites
Sentiment
Boğa 17.65%
Ayı 82.35%
SMA 50
$0.029335
SMA 200
$0.028874
RSI (14)
45.31
Momentum (10)
-0
MACD (12, 26)
0
Hull Moving Average (9)
0.025521
2026 yılına kadar Regent Coin fiyat tahmini $0.024879 olacak
| Yıl | Min. fiyat | Max. fiyat |
|---|---|---|
| 2026 | $0.008334 | $0.024879 |
| 2027 | $0.008023 | $0.021078 |
| 2028 | $0.01448 | $0.035466 |
| 2029 | $0.0318089 | $0.104637 |
| 2030 | $0.027052 | $0.078215 |
| 2031 | $0.031984 | $0.0714021 |
| 2032 | $0.048821 | $0.132447 |
| 2033 | $0.113449 | $0.352791 |
| 2034 | $0.0912083 | $0.204317 |
| 2035 | $0.107836 | $0.240737 |
Yatırım Kârı Hesaplayıcı
Bugün Regent Coin’de $10,000.00 tutarında short açıp Apr 06, 2026 tarihinde kapatırsanız, tahminimize göre yaklaşık $3,954.48 kazanç elde edebilir ve önümüzdeki 90 gün içinde 39.54% getiri sağlayabilirsiniz.
$
≈ $3,954.48
(39.54% ROI)
Regent Coin için uzun vadeli fiyat tahmini: 2027, 2028, 2029, 2030, 2031, 2032 ve 2037
[
'name' => 'Regent Coin'
'name_with_ticker' => 'Regent Coin <small>REGENT</small>'
'name_lang' => 'Regent Coin'
'name_lang_with_ticker' => 'Regent Coin <small>REGENT</small>'
'name_with_lang' => 'Regent Coin'
'name_with_lang_with_ticker' => 'Regent Coin <small>REGENT</small>'
'image' => '/uploads/coins/regent-coin.png?1717145471'
'price_for_sd' => 0.02412
'ticker' => 'REGENT'
'marketcap' => '$69.7K'
'low24h' => '$0.02126'
'high24h' => '$0.02752'
'volume24h' => '$482.19K'
'current_supply' => '2.89M'
'max_supply' => '2.9M'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.02412'
'change_24h_pct' => '-0.214%'
'ath_price' => '$1.21'
'ath_days' => 787
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '11 Kas 2023'
'ath_pct' => '-98.00%'
'fdv' => '$69.96K'
'new_prediction' => true
'change_24h_pct_is_increased' => false
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$1.18'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.02433'
'next_week_prediction_price_date' => '13 Ocak 2026'
'next_week_prediction_price_change_pct' => '0.86%'
'next_week_prediction_price_is_increased' => true
'next_month_prediction_price' => '$0.02132'
'next_month_prediction_price_date' => '5 Şubat 2026'
'next_month_prediction_price_change_pct' => '-11.62%'
'next_month_prediction_price_is_increased' => false
'current_year' => '2026'
'current_year_min_price_prediction' => '$0.008334'
'current_year_max_price_prediction' => '$0.024879'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.027052'
'grand_prediction_max_price' => '$0.078215'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.024580770288965
107 => 0.024672545962405
108 => 0.024879321240846
109 => 0.023112449125982
110 => 0.023905722832916
111 => 0.024371696816045
112 => 0.022266409407989
113 => 0.024330082053003
114 => 0.023081691813398
115 => 0.022657969415884
116 => 0.023228455802956
117 => 0.023006136703098
118 => 0.022814999796055
119 => 0.022708342117777
120 => 0.023127244358157
121 => 0.023107702067947
122 => 0.022422296697263
123 => 0.021528213331903
124 => 0.021828297056604
125 => 0.02171927382612
126 => 0.021324159574571
127 => 0.021590418873839
128 => 0.020417947670611
129 => 0.018400771905207
130 => 0.019733380003598
131 => 0.019682076041408
201 => 0.019656206257223
202 => 0.02065762441258
203 => 0.020561361163591
204 => 0.020386642424061
205 => 0.021320950727903
206 => 0.020979915628781
207 => 0.022030905446301
208 => 0.022723155313879
209 => 0.022547578355524
210 => 0.023198642701915
211 => 0.021835210379537
212 => 0.022288087905621
213 => 0.022381425336086
214 => 0.021309421508463
215 => 0.020577111021633
216 => 0.020528274261112
217 => 0.019258548795551
218 => 0.019936825890388
219 => 0.020533681664831
220 => 0.020247834066752
221 => 0.020157343256654
222 => 0.020619641180382
223 => 0.020655565688369
224 => 0.019836483099144
225 => 0.020006796306416
226 => 0.020717030692956
227 => 0.019988900222149
228 => 0.018574261656808
301 => 0.018223411733695
302 => 0.018176601886505
303 => 0.017225069068765
304 => 0.018246857203212
305 => 0.017800819300306
306 => 0.019209847691231
307 => 0.018405018231105
308 => 0.018370323641672
309 => 0.018317877681153
310 => 0.017498854077598
311 => 0.017678168195111
312 => 0.018274235632036
313 => 0.018486919208711
314 => 0.018464734569199
315 => 0.018271314576412
316 => 0.018359861258639
317 => 0.018074621543476
318 => 0.0179738974633
319 => 0.017655984559926
320 => 0.017188740417646
321 => 0.017253713581405
322 => 0.016327980674469
323 => 0.015823592254406
324 => 0.015683984187465
325 => 0.015497294445729
326 => 0.015705071290556
327 => 0.016325358189455
328 => 0.015577160588176
329 => 0.014294428280743
330 => 0.014371522678089
331 => 0.014544730899394
401 => 0.01422195852488
402 => 0.013916481560633
403 => 0.014182068996916
404 => 0.013638558408295
405 => 0.014610411557377
406 => 0.014584125653281
407 => 0.014946372408263
408 => 0.015172892738205
409 => 0.014650836714516
410 => 0.014519541036348
411 => 0.014594333021689
412 => 0.013358188105218
413 => 0.014845352996229
414 => 0.014858214059962
415 => 0.014748089824099
416 => 0.015539959217498
417 => 0.017211050627827
418 => 0.016582318819765
419 => 0.016338854860164
420 => 0.015876029694991
421 => 0.016492716747745
422 => 0.01644536480391
423 => 0.016231221356197
424 => 0.016101706730853
425 => 0.016340341399186
426 => 0.016072137254593
427 => 0.016023960420467
428 => 0.015732061222578
429 => 0.015627866489498
430 => 0.015550724857238
501 => 0.0154657994999
502 => 0.015653123676107
503 => 0.015228622448274
504 => 0.014716715581874
505 => 0.014674156064842
506 => 0.014791666633239
507 => 0.014739676954356
508 => 0.014673907158262
509 => 0.014548334706179
510 => 0.014511080042077
511 => 0.014632139627015
512 => 0.014495470413832
513 => 0.014697133282641
514 => 0.01464229214084
515 => 0.014335953980759
516 => 0.013954143212384
517 => 0.01395074429567
518 => 0.013868483791919
519 => 0.013763712672442
520 => 0.013734567743842
521 => 0.014159701963816
522 => 0.015039717075965
523 => 0.014866949052473
524 => 0.014991791655425
525 => 0.015605893700684
526 => 0.015801098274179
527 => 0.015662546691586
528 => 0.015472888739843
529 => 0.01548123272719
530 => 0.016129351361661
531 => 0.016169773725894
601 => 0.016271907999563
602 => 0.01640317940437
603 => 0.015684902779458
604 => 0.01544740196275
605 => 0.01533486089975
606 => 0.014988277984582
607 => 0.015362037944817
608 => 0.015144264021985
609 => 0.015173649164392
610 => 0.01515451205185
611 => 0.015164962209344
612 => 0.014610139904615
613 => 0.014812287991856
614 => 0.014476177589551
615 => 0.014026163491029
616 => 0.014024654885975
617 => 0.014134795199054
618 => 0.014069279431044
619 => 0.013892978183893
620 => 0.013918020943932
621 => 0.013698620014756
622 => 0.013944660189116
623 => 0.013951715740942
624 => 0.013856976871915
625 => 0.014236035707517
626 => 0.014391336421746
627 => 0.014328977268649
628 => 0.014386961137328
629 => 0.01487412834385
630 => 0.014953557855109
701 => 0.014988835197191
702 => 0.014941568232153
703 => 0.014395865659558
704 => 0.014420069889159
705 => 0.014242475312105
706 => 0.014092426608949
707 => 0.014098427770174
708 => 0.014175572308562
709 => 0.014512467032169
710 => 0.015221442116972
711 => 0.015248347203186
712 => 0.015280956952555
713 => 0.015148316713527
714 => 0.01510831114824
715 => 0.015161088815166
716 => 0.015427342580879
717 => 0.016112219553485
718 => 0.015870138289971
719 => 0.015673322454515
720 => 0.015845983003378
721 => 0.015819403265239
722 => 0.015595043526439
723 => 0.015588746495824
724 => 0.01515812842492
725 => 0.014998938728806
726 => 0.014865907903591
727 => 0.014720641715314
728 => 0.014634523049536
729 => 0.014766840460404
730 => 0.014797103017803
731 => 0.014507788686428
801 => 0.014468356212115
802 => 0.014704616540399
803 => 0.014600647178594
804 => 0.014707582245527
805 => 0.014732392098327
806 => 0.014728397140607
807 => 0.014619841186077
808 => 0.014689031514309
809 => 0.014525375761411
810 => 0.014347424710433
811 => 0.014233903026651
812 => 0.014134840301085
813 => 0.014189806058789
814 => 0.013993863168927
815 => 0.013931177094909
816 => 0.014665591387936
817 => 0.015208111122479
818 => 0.015200222670677
819 => 0.01515220374908
820 => 0.015080857371869
821 => 0.015422123148997
822 => 0.01530323297607
823 => 0.01538973551048
824 => 0.015411754035988
825 => 0.015478397481143
826 => 0.015502216784589
827 => 0.015430218306007
828 => 0.015188582618012
829 => 0.014586449457562
830 => 0.014306154845945
831 => 0.014213652955436
901 => 0.014217015223469
902 => 0.014124268861268
903 => 0.014151586821537
904 => 0.014114768789525
905 => 0.014045044344134
906 => 0.014185500770764
907 => 0.014201687065491
908 => 0.014168902857186
909 => 0.014176624725048
910 => 0.013905185482603
911 => 0.013925822418671
912 => 0.013810913336229
913 => 0.01378936926852
914 => 0.013498889114385
915 => 0.012984261415563
916 => 0.01326941511683
917 => 0.012924989544378
918 => 0.012794550361191
919 => 0.013412029166942
920 => 0.013350051421041
921 => 0.013243972461136
922 => 0.013087059570645
923 => 0.013028859053212
924 => 0.01267525113333
925 => 0.012654358090998
926 => 0.012829615724309
927 => 0.012748740356783
928 => 0.01263516071088
929 => 0.012223786746803
930 => 0.011761266209942
1001 => 0.011775226797649
1002 => 0.011922345974924
1003 => 0.012350114824575
1004 => 0.01218297813454
1005 => 0.012061718548247
1006 => 0.012039010272785
1007 => 0.012323251883197
1008 => 0.01272551331239
1009 => 0.012914245374875
1010 => 0.01272721763283
1011 => 0.012512370233058
1012 => 0.012525446998775
1013 => 0.012612440862597
1014 => 0.012621582687658
1015 => 0.012481739117076
1016 => 0.012521104263056
1017 => 0.012461305006688
1018 => 0.012094317080734
1019 => 0.012087679432884
1020 => 0.011997614677375
1021 => 0.011994887552373
1022 => 0.011841664935546
1023 => 0.011820228032274
1024 => 0.011515995226616
1025 => 0.011716242180602
1026 => 0.011581927037305
1027 => 0.011379482434618
1028 => 0.011344580908809
1029 => 0.011343531726798
1030 => 0.011551397067973
1031 => 0.011713813153065
1101 => 0.011584263506728
1102 => 0.011554767563472
1103 => 0.011869707069771
1104 => 0.011829628146857
1105 => 0.011794920058095
1106 => 0.012689495213448
1107 => 0.011981369173416
1108 => 0.011672585801541
1109 => 0.011290407742474
1110 => 0.011414846845615
1111 => 0.011441067993038
1112 => 0.010521998653754
1113 => 0.010149132337269
1114 => 0.010021178668622
1115 => 0.0099475395233169
1116 => 0.0099810978065349
1117 => 0.0096454743888418
1118 => 0.0098710188762305
1119 => 0.0095803973660496
1120 => 0.0095316737241036
1121 => 0.010051340985404
1122 => 0.010123649648961
1123 => 0.009815158425683
1124 => 0.01001325973122
1125 => 0.0099414254440183
1126 => 0.0095853792377073
1127 => 0.0095717808915249
1128 => 0.0093931294208273
1129 => 0.0091135744629271
1130 => 0.0089858103457057
1201 => 0.0089192696841579
1202 => 0.0089467256579641
1203 => 0.008932843077441
1204 => 0.0088422498489884
1205 => 0.0089380357752513
1206 => 0.008693342315127
1207 => 0.0085959034076764
1208 => 0.0085518925137464
1209 => 0.008334712983856
1210 => 0.0086803421960869
1211 => 0.0087484355050185
1212 => 0.0088166629788037
1213 => 0.0094105365572296
1214 => 0.0093808683115208
1215 => 0.0096490548037071
1216 => 0.009638633569784
1217 => 0.0095621424378794
1218 => 0.0092394389345541
1219 => 0.0093680627993427
1220 => 0.00897217853611
1221 => 0.0092688019436371
1222 => 0.0091334354077314
1223 => 0.0092230343816809
1224 => 0.0090619273477059
1225 => 0.0091510906322541
1226 => 0.0087645829546614
1227 => 0.0084036675236351
1228 => 0.0085489104288583
1229 => 0.0087068060773769
1230 => 0.0090491640744282
1231 => 0.0088452584757766
]
'min_raw' => 0.008334712983856
'max_raw' => 0.024879321240846
'avg_raw' => 0.016607017112351
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.008334'
'max' => '$0.024879'
'avg' => '$0.016607'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.015788927016144
'max_diff' => 0.00075568124084573
'year' => 2026
]
1 => [
'items' => [
101 => 0.008918590639576
102 => 0.0086729401665038
103 => 0.0081660930739673
104 => 0.0081689617734676
105 => 0.008090994390545
106 => 0.0080236191882756
107 => 0.0088686794866448
108 => 0.0087635828801162
109 => 0.0085961251923167
110 => 0.0088202739619403
111 => 0.0088795424543481
112 => 0.0088812297450053
113 => 0.0090447629012056
114 => 0.0091320405759846
115 => 0.0091474236444475
116 => 0.0094047465990963
117 => 0.0094909978593227
118 => 0.0098462545934602
119 => 0.0091246356750548
120 => 0.0091097744083047
121 => 0.0088234281948006
122 => 0.0086418228992418
123 => 0.0088358628647577
124 => 0.009007755785108
125 => 0.0088287693869856
126 => 0.0088521412319713
127 => 0.008611866616218
128 => 0.0086977534853783
129 => 0.0087717308273099
130 => 0.0087308848872825
131 => 0.0086697365380955
201 => 0.0089936625258803
202 => 0.0089753853521733
203 => 0.0092770326790247
204 => 0.0095121883413127
205 => 0.0099336293272355
206 => 0.0094938336882096
207 => 0.0094778057870941
208 => 0.0096344810914538
209 => 0.00949097387315
210 => 0.0095816654814172
211 => 0.0099190175070568
212 => 0.0099261452237662
213 => 0.0098067467853394
214 => 0.0097994813795102
215 => 0.0098224131556859
216 => 0.0099567252850077
217 => 0.0099097925000278
218 => 0.0099641043069993
219 => 0.010032022053269
220 => 0.010312958648368
221 => 0.010380691510341
222 => 0.010216135771211
223 => 0.010230993312002
224 => 0.010169444948411
225 => 0.010109990000382
226 => 0.010243636040855
227 => 0.010487876806638
228 => 0.010486357397511
301 => 0.01054301650781
302 => 0.010578314664138
303 => 0.010426789137351
304 => 0.010328151591161
305 => 0.01036597550284
306 => 0.010426456761313
307 => 0.010346362245864
308 => 0.0098519817931188
309 => 0.010001945241336
310 => 0.0099769839907146
311 => 0.0099414361344381
312 => 0.010092225541254
313 => 0.010077681535113
314 => 0.0096420320855912
315 => 0.0096699209498884
316 => 0.0096437280997999
317 => 0.0097283625569887
318 => 0.0094864033347152
319 => 0.0095608283618663
320 => 0.0096075070412042
321 => 0.0096350011419367
322 => 0.009734328686664
323 => 0.0097226737457244
324 => 0.0097336041991709
325 => 0.0098808807265018
326 => 0.010625754862541
327 => 0.010666296718293
328 => 0.010466653793081
329 => 0.010546407203921
330 => 0.010393298095262
331 => 0.010496081265646
401 => 0.010566402900414
402 => 0.010248632954972
403 => 0.010229816681113
404 => 0.010076075636699
405 => 0.010158687365629
406 => 0.010027246164908
407 => 0.010059497237947
408 => 0.0099693204261318
409 => 0.010131620733375
410 => 0.010313097695791
411 => 0.010358945943239
412 => 0.010238338943113
413 => 0.010151011526634
414 => 0.0099976933507348
415 => 0.010252664894173
416 => 0.010327226343592
417 => 0.010252273254621
418 => 0.010234904986149
419 => 0.010201992148779
420 => 0.010241887600187
421 => 0.010326820265925
422 => 0.010286767589223
423 => 0.010313223087822
424 => 0.010212402007954
425 => 0.010426839298605
426 => 0.010767417323305
427 => 0.010768512337344
428 => 0.010728459444743
429 => 0.010712070664042
430 => 0.010753167362464
501 => 0.010775460635483
502 => 0.010908359822332
503 => 0.011050965944759
504 => 0.011716446494199
505 => 0.01152958221888
506 => 0.012120036151958
507 => 0.012587008552175
508 => 0.012727033156772
509 => 0.01259821710921
510 => 0.012157544369005
511 => 0.01213592286203
512 => 0.012794473983128
513 => 0.012608403127866
514 => 0.012586270591705
515 => 0.012350817800463
516 => 0.012489999561482
517 => 0.012459558468674
518 => 0.012411505714447
519 => 0.012677054818987
520 => 0.013174139036953
521 => 0.013096663799957
522 => 0.013038832129512
523 => 0.012785430584168
524 => 0.012938034913749
525 => 0.012883695434929
526 => 0.013117172320627
527 => 0.012978865785686
528 => 0.012606993458131
529 => 0.012666215352002
530 => 0.012657264081881
531 => 0.012841480586669
601 => 0.012786183364466
602 => 0.012646466411757
603 => 0.013172440057136
604 => 0.013138286254224
605 => 0.013186708538107
606 => 0.013208025524981
607 => 0.013528176414228
608 => 0.013659331989867
609 => 0.013689106601738
610 => 0.013813694254659
611 => 0.013686006747437
612 => 0.014196847815974
613 => 0.014536527318149
614 => 0.014931082539672
615 => 0.015507633764763
616 => 0.015724422358795
617 => 0.015685261439682
618 => 0.016122395998458
619 => 0.016907917083623
620 => 0.015844037709902
621 => 0.016964305273732
622 => 0.016609641497134
623 => 0.01576874006295
624 => 0.015714595924165
625 => 0.016284064138461
626 => 0.017547089828485
627 => 0.017230716218253
628 => 0.017547607302373
629 => 0.017177937020086
630 => 0.017159579774744
701 => 0.017529653241882
702 => 0.018394350069505
703 => 0.017983565019377
704 => 0.017394603921393
705 => 0.017829483630895
706 => 0.017452750580307
707 => 0.016603865576391
708 => 0.017230474293315
709 => 0.016811478889097
710 => 0.016933764023069
711 => 0.017814430041873
712 => 0.017708465976537
713 => 0.01784559328909
714 => 0.017603567171681
715 => 0.017377476614005
716 => 0.016955461798398
717 => 0.016830524016576
718 => 0.016865052324681
719 => 0.016830506906061
720 => 0.016594393495245
721 => 0.01654340482666
722 => 0.016458421478487
723 => 0.016484761371637
724 => 0.016324967814315
725 => 0.016626531272014
726 => 0.016682504107131
727 => 0.016901956843339
728 => 0.016924741154419
729 => 0.017535913901044
730 => 0.017199290222544
731 => 0.017425126448772
801 => 0.017404925531045
802 => 0.015786964946865
803 => 0.016009905639978
804 => 0.016356731395818
805 => 0.016200486862923
806 => 0.015979593649
807 => 0.015801210535212
808 => 0.015530941877214
809 => 0.015911339823297
810 => 0.016411522671584
811 => 0.016937426616879
812 => 0.017569265748559
813 => 0.017428246609786
814 => 0.01692561482381
815 => 0.016948162518556
816 => 0.017087543495286
817 => 0.016907032466324
818 => 0.016853796239889
819 => 0.017080229655272
820 => 0.017081788977758
821 => 0.016874089223451
822 => 0.016643268955191
823 => 0.01664230180984
824 => 0.016601229572562
825 => 0.017185243679855
826 => 0.017506392388379
827 => 0.017543211570255
828 => 0.017503914164079
829 => 0.017519038176058
830 => 0.017332168818596
831 => 0.017759296755367
901 => 0.018151271588723
902 => 0.018046213960063
903 => 0.017888717639879
904 => 0.017763264234802
905 => 0.018016661124793
906 => 0.018005377760165
907 => 0.018147848030505
908 => 0.018141384756094
909 => 0.018093477362757
910 => 0.018046215670986
911 => 0.018233602936637
912 => 0.018179638413477
913 => 0.018125590068507
914 => 0.018017187838283
915 => 0.018031921501741
916 => 0.017874452375517
917 => 0.017801599952429
918 => 0.016706074306592
919 => 0.016413314056691
920 => 0.016505422390994
921 => 0.016535746846239
922 => 0.0164083372103
923 => 0.016591009899386
924 => 0.016562540554291
925 => 0.016673298122049
926 => 0.016604101602248
927 => 0.016606941451557
928 => 0.016810433662038
929 => 0.016869508316459
930 => 0.01683946247043
1001 => 0.016860505551077
1002 => 0.017345434462869
1003 => 0.017276493078766
1004 => 0.017239869342514
1005 => 0.017250014367747
1006 => 0.017373924101703
1007 => 0.01740861206199
1008 => 0.017261636736774
1009 => 0.0173309511498
1010 => 0.017626083123156
1011 => 0.017729362610807
1012 => 0.018058981158425
1013 => 0.017918953340894
1014 => 0.018175980460233
1015 => 0.018965994198079
1016 => 0.019597111836663
1017 => 0.019016709974181
1018 => 0.020175677145094
1019 => 0.021078099331616
1020 => 0.021043462865034
1021 => 0.020886104683413
1022 => 0.019858721016193
1023 => 0.01891330724819
1024 => 0.019704186009513
1025 => 0.019706202122122
1026 => 0.019638264935128
1027 => 0.019216312901446
1028 => 0.01962358191899
1029 => 0.019655909454619
1030 => 0.019637814631252
1031 => 0.019314304996347
1101 => 0.018820365578421
1102 => 0.018916880158359
1103 => 0.019074973009143
1104 => 0.018775670260986
1105 => 0.018680024897556
1106 => 0.018857847825447
1107 => 0.019430830349987
1108 => 0.019322511322784
1109 => 0.019319682675233
1110 => 0.019783117408022
1111 => 0.01945139815482
1112 => 0.018918097516295
1113 => 0.018783432071696
1114 => 0.018305460464884
1115 => 0.018635597156186
1116 => 0.018647478187975
1117 => 0.018466665696064
1118 => 0.018932769453499
1119 => 0.018928474225318
1120 => 0.019370970372614
1121 => 0.02021685681228
1122 => 0.019966686568527
1123 => 0.019675765793487
1124 => 0.019707396948092
1125 => 0.020054312641766
1126 => 0.019844559494056
1127 => 0.019919988188424
1128 => 0.020054198471403
1129 => 0.020135170867379
1130 => 0.019695746266406
1201 => 0.019593295371811
1202 => 0.019383716796847
1203 => 0.019329041658608
1204 => 0.019499739034916
1205 => 0.019454766307086
1206 => 0.018646479633258
1207 => 0.018562009178579
1208 => 0.018564599766828
1209 => 0.018352194792185
1210 => 0.018028226222819
1211 => 0.018879596279954
1212 => 0.01881121934945
1213 => 0.018735736510127
1214 => 0.018744982727245
1215 => 0.019114533613438
1216 => 0.018900175436679
1217 => 0.019470081782208
1218 => 0.01935292617052
1219 => 0.019232765959461
1220 => 0.019216156158123
1221 => 0.019169904728453
1222 => 0.019011291366715
1223 => 0.01881975620123
1224 => 0.018693288094485
1225 => 0.017243570143693
1226 => 0.017512629362738
1227 => 0.017822157468731
1228 => 0.017929005330564
1229 => 0.017746234669252
1230 => 0.019018508266423
1231 => 0.01925096491256
]
'min_raw' => 0.0080236191882756
'max_raw' => 0.021078099331616
'avg_raw' => 0.014550859259946
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.008023'
'max' => '$0.021078'
'avg' => '$0.01455'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.00031109379558049
'max_diff' => -0.0038012219092302
'year' => 2027
]
2 => [
'items' => [
101 => 0.01854683856864
102 => 0.018415125278982
103 => 0.019027143367766
104 => 0.018658021644061
105 => 0.018824237133643
106 => 0.018464970160177
107 => 0.019194972913631
108 => 0.019189411515739
109 => 0.018905423956785
110 => 0.01914544829695
111 => 0.019103738161137
112 => 0.018783116906509
113 => 0.019205137179284
114 => 0.019205346496075
115 => 0.018932014645004
116 => 0.018612822882989
117 => 0.018555758934914
118 => 0.018512768915502
119 => 0.018813664224204
120 => 0.019083446017111
121 => 0.019585443049132
122 => 0.019711657030138
123 => 0.020204278600543
124 => 0.019910946440675
125 => 0.020040976787857
126 => 0.020182143123638
127 => 0.020249823456232
128 => 0.020139541986198
129 => 0.020904786056164
130 => 0.020969396102142
131 => 0.020991059291683
201 => 0.020733023296888
202 => 0.020962219654343
203 => 0.020854986268875
204 => 0.021133977747569
205 => 0.021177727173771
206 => 0.021140672966209
207 => 0.021154559724623
208 => 0.020501558909211
209 => 0.020467697372079
210 => 0.020005992910567
211 => 0.02019414089138
212 => 0.019842407259418
213 => 0.019953945617371
214 => 0.02000311066278
215 => 0.01997742963315
216 => 0.020204778495921
217 => 0.020011485518262
218 => 0.019501353569913
219 => 0.018991082636455
220 => 0.018984676600543
221 => 0.018850331270794
222 => 0.01875322420396
223 => 0.018771930470091
224 => 0.018837853791831
225 => 0.018749392620658
226 => 0.018768270296623
227 => 0.019081765498938
228 => 0.019144634726017
229 => 0.018930980527811
301 => 0.018073128091858
302 => 0.017862608952316
303 => 0.018013925935043
304 => 0.017941606163361
305 => 0.01448027645878
306 => 0.015293464530242
307 => 0.014810295791437
308 => 0.015032962175803
309 => 0.014539772009422
310 => 0.01477514820713
311 => 0.014731682817976
312 => 0.016039265172902
313 => 0.016018849072951
314 => 0.016028621179602
315 => 0.015562173068071
316 => 0.016305237575186
317 => 0.016671297871126
318 => 0.016603549852727
319 => 0.016620600569384
320 => 0.016327612765484
321 => 0.016031457941983
322 => 0.01570297666482
323 => 0.016313254276277
324 => 0.016245401823669
325 => 0.016401030937409
326 => 0.016796839591983
327 => 0.0168551239199
328 => 0.016933458647682
329 => 0.016905381224018
330 => 0.017574299366606
331 => 0.017493288965874
401 => 0.017688500723354
402 => 0.017286935327467
403 => 0.016832525965083
404 => 0.016918894329111
405 => 0.016910576361124
406 => 0.016804679081738
407 => 0.016709079752895
408 => 0.016549933805316
409 => 0.017053495132625
410 => 0.017033051462347
411 => 0.017364010720977
412 => 0.017305510457247
413 => 0.016914831378619
414 => 0.016928784558342
415 => 0.017022626397647
416 => 0.017347414074952
417 => 0.017443833170807
418 => 0.017399168003971
419 => 0.017504887140877
420 => 0.017588443236171
421 => 0.017515380499994
422 => 0.018549794768595
423 => 0.018120233845161
424 => 0.018329598850377
425 => 0.018379531170471
426 => 0.018251630582514
427 => 0.018279367640265
428 => 0.018321381724862
429 => 0.018576483019335
430 => 0.019245942630186
501 => 0.019542441734666
502 => 0.020434473919503
503 => 0.019517821611506
504 => 0.019463431257034
505 => 0.019624113190314
506 => 0.02014783051401
507 => 0.020572254214598
508 => 0.020713060041674
509 => 0.020731669856173
510 => 0.020995830948362
511 => 0.021147243160092
512 => 0.020963754843644
513 => 0.020808267707481
514 => 0.020251332085522
515 => 0.020315798900249
516 => 0.020759911325055
517 => 0.021387246283185
518 => 0.021925564940338
519 => 0.021737064508902
520 => 0.02317518974019
521 => 0.023317773982657
522 => 0.023298073450649
523 => 0.02362290157437
524 => 0.022978183898881
525 => 0.022702554601792
526 => 0.020841885791174
527 => 0.021364657831263
528 => 0.022124537692858
529 => 0.022023964743773
530 => 0.021472119676636
531 => 0.021925146316369
601 => 0.02177536154182
602 => 0.021657220075558
603 => 0.022198449035357
604 => 0.021603345561597
605 => 0.022118601080477
606 => 0.021457780547878
607 => 0.021737925562995
608 => 0.021578901703325
609 => 0.021681809629762
610 => 0.021080211994562
611 => 0.021404819475559
612 => 0.021066707256143
613 => 0.021066546946927
614 => 0.021059083100944
615 => 0.021456870627668
616 => 0.021469842464634
617 => 0.02117587688136
618 => 0.021133511848205
619 => 0.021290157580193
620 => 0.021106766453618
621 => 0.021192574007492
622 => 0.021109365477011
623 => 0.02109063348416
624 => 0.020941373778137
625 => 0.020877068592801
626 => 0.020902284312912
627 => 0.020816210060579
628 => 0.020764347210107
629 => 0.021048766274616
630 => 0.020896812641881
701 => 0.021025477201077
702 => 0.020878847697111
703 => 0.020370565952931
704 => 0.020078247746871
705 => 0.019118150649858
706 => 0.019390432995574
707 => 0.019570956472481
708 => 0.01951129346444
709 => 0.01963947269223
710 => 0.019647341855788
711 => 0.019605669482201
712 => 0.019557418212149
713 => 0.01953393216235
714 => 0.019708977935791
715 => 0.019810597899043
716 => 0.019589074418481
717 => 0.019537174566428
718 => 0.019761147035923
719 => 0.019897770112931
720 => 0.020906518151678
721 => 0.020831786838755
722 => 0.021019347768914
723 => 0.020998231286535
724 => 0.021194825022141
725 => 0.021516172693145
726 => 0.020862783027772
727 => 0.020976188881166
728 => 0.020948384384837
729 => 0.021251946585022
730 => 0.021252894273076
731 => 0.021070893570009
801 => 0.021169559103766
802 => 0.02111448670957
803 => 0.021214009969363
804 => 0.020830788756509
805 => 0.021297510827591
806 => 0.021562112166988
807 => 0.021565786156843
808 => 0.021691205091711
809 => 0.021818637993312
810 => 0.022063234350869
811 => 0.021811816333655
812 => 0.021359539795737
813 => 0.021392192700931
814 => 0.021127023132231
815 => 0.021131480680588
816 => 0.021107685938116
817 => 0.021179095751459
818 => 0.020846459194816
819 => 0.020924528329795
820 => 0.020815231083652
821 => 0.020975951290298
822 => 0.020803042915948
823 => 0.020948370976667
824 => 0.021011089749972
825 => 0.021242523373705
826 => 0.02076885998155
827 => 0.019803028260755
828 => 0.020006057798043
829 => 0.019705761164767
830 => 0.019733554761487
831 => 0.019789702250179
901 => 0.019607709869013
902 => 0.019642428280101
903 => 0.019641187894147
904 => 0.019630498918108
905 => 0.019583155670888
906 => 0.019514498595843
907 => 0.01978800725129
908 => 0.019834481701517
909 => 0.019937788647404
910 => 0.020245160044594
911 => 0.020214446393698
912 => 0.020264541632606
913 => 0.020155184007342
914 => 0.019738627548078
915 => 0.019761248567929
916 => 0.019479164087902
917 => 0.019930575113037
918 => 0.019823675023951
919 => 0.019754755841091
920 => 0.019735950603516
921 => 0.020044083914946
922 => 0.020136282231124
923 => 0.020078830427681
924 => 0.019960995102682
925 => 0.020187273761567
926 => 0.020247816384754
927 => 0.02026136964536
928 => 0.020662292044274
929 => 0.020283776753767
930 => 0.020374889146311
1001 => 0.021085722023756
1002 => 0.020441094692145
1003 => 0.020782568166604
1004 => 0.020765854816972
1005 => 0.020940541091673
1006 => 0.020751525443736
1007 => 0.020753868519225
1008 => 0.020908978096887
1009 => 0.020691154669221
1010 => 0.020637218525273
1011 => 0.020562706128707
1012 => 0.020725401220627
1013 => 0.020822929570167
1014 => 0.02160893644078
1015 => 0.022116732725464
1016 => 0.022094687949528
1017 => 0.022296135935487
1018 => 0.022205381772761
1019 => 0.021912312641577
1020 => 0.022412545912534
1021 => 0.022254251174954
1022 => 0.022267300800792
1023 => 0.022266815093067
1024 => 0.022372067255191
1025 => 0.022297486452107
1026 => 0.022150480033666
1027 => 0.022248069754729
1028 => 0.022537876337325
1029 => 0.023437444862052
1030 => 0.023940855326187
1031 => 0.02340713892001
1101 => 0.023775289350244
1102 => 0.023554530277515
1103 => 0.023514411786986
1104 => 0.023745637463276
1105 => 0.023977267869503
1106 => 0.023962514013992
1107 => 0.023794362233424
1108 => 0.023699377559275
1109 => 0.024418633334133
1110 => 0.024948568736846
1111 => 0.024912430695113
1112 => 0.025071932258602
1113 => 0.025540233782202
1114 => 0.025583049404575
1115 => 0.025577655620262
1116 => 0.025471532632864
1117 => 0.025932636299486
1118 => 0.026317297090529
1119 => 0.025446968227469
1120 => 0.025778378065081
1121 => 0.025927158618543
1122 => 0.026145612612226
1123 => 0.026514181116711
1124 => 0.026914544270548
1125 => 0.02697116001026
1126 => 0.026930988433622
1127 => 0.026666938171327
1128 => 0.027105020311582
1129 => 0.027361638555053
1130 => 0.027514448846436
1201 => 0.027901950320175
1202 => 0.02592807743659
1203 => 0.024530872101741
1204 => 0.024312678312815
1205 => 0.024756383962644
1206 => 0.024873385604017
1207 => 0.024826222389087
1208 => 0.023253540756363
1209 => 0.024304398469493
1210 => 0.025435033010194
1211 => 0.025478465287556
1212 => 0.026044484579085
1213 => 0.026228803662321
1214 => 0.026684523381846
1215 => 0.026656017989311
1216 => 0.02676697848893
1217 => 0.026741470591636
1218 => 0.027585595408947
1219 => 0.02851679043619
1220 => 0.028484546113415
1221 => 0.028350675810849
1222 => 0.028549496038438
1223 => 0.029510589099476
1224 => 0.029422107051618
1225 => 0.029508059824229
1226 => 0.030641242708024
1227 => 0.032114541650344
1228 => 0.031430046374841
1229 => 0.032915204164472
1230 => 0.033850032268213
1231 => 0.035466720810604
]
'min_raw' => 0.01448027645878
'max_raw' => 0.035466720810604
'avg_raw' => 0.024973498634692
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.01448'
'max' => '$0.035466'
'avg' => '$0.024973'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.0064566572705046
'max_diff' => 0.014388621478988
'year' => 2028
]
3 => [
'items' => [
101 => 0.035264303442738
102 => 0.035893668428482
103 => 0.034901934108478
104 => 0.032624711647174
105 => 0.032264332475815
106 => 0.032985820703129
107 => 0.03475952910819
108 => 0.032929960313361
109 => 0.03330007969772
110 => 0.033193485290125
111 => 0.033187805327142
112 => 0.033404586412148
113 => 0.033090134141805
114 => 0.031808999023544
115 => 0.032396135698466
116 => 0.03216941403166
117 => 0.032420978624202
118 => 0.033778568977019
119 => 0.033178345921127
120 => 0.032546059689906
121 => 0.033339086939404
122 => 0.034348883141744
123 => 0.03428569191018
124 => 0.03416307450906
125 => 0.034854262379136
126 => 0.035995902241458
127 => 0.036304482908763
128 => 0.036532270848714
129 => 0.036563678957124
130 => 0.036887201993782
131 => 0.03514753708737
201 => 0.03790842997161
202 => 0.038385159904591
203 => 0.038295554435622
204 => 0.038825419692268
205 => 0.038669519892379
206 => 0.038443645542268
207 => 0.039283594679625
208 => 0.038320660774045
209 => 0.036953897325083
210 => 0.036204063865466
211 => 0.037191505052429
212 => 0.037794500928359
213 => 0.038193042844608
214 => 0.038313641387659
215 => 0.035282582321864
216 => 0.033649009595643
217 => 0.034696110984201
218 => 0.03597364694532
219 => 0.035140440310601
220 => 0.035173100433214
221 => 0.033985166734957
222 => 0.03607875271831
223 => 0.035773734850365
224 => 0.03735616808883
225 => 0.03697850769665
226 => 0.038268920572913
227 => 0.037929111616148
228 => 0.039339639597217
301 => 0.039902337397386
302 => 0.040847194580789
303 => 0.041542235371161
304 => 0.041950376617279
305 => 0.041925873347761
306 => 0.043543132300043
307 => 0.042589491198606
308 => 0.041391493219252
309 => 0.041369825215441
310 => 0.041990285344711
311 => 0.043290599560738
312 => 0.043627752118151
313 => 0.043816174402547
314 => 0.043527599114968
315 => 0.042492490047432
316 => 0.042045535200192
317 => 0.042426353679569
318 => 0.041960645403396
319 => 0.042764588542734
320 => 0.043868574186034
321 => 0.043640605516325
322 => 0.044402670600189
323 => 0.045191327790404
324 => 0.046319142993221
325 => 0.046613995650114
326 => 0.047101375879715
327 => 0.047603050232039
328 => 0.047764174513503
329 => 0.048071810760746
330 => 0.048070189365869
331 => 0.048997271903243
401 => 0.050019872651322
402 => 0.05040588076046
403 => 0.051293485122812
404 => 0.049773493757651
405 => 0.050926424668528
406 => 0.051966397209872
407 => 0.050726499073047
408 => 0.052435409795446
409 => 0.052501762926322
410 => 0.053503616424481
411 => 0.05248804597219
412 => 0.051885003479435
413 => 0.05362596456031
414 => 0.054468360787585
415 => 0.054214624188282
416 => 0.052283676139064
417 => 0.051159781552161
418 => 0.048218332635162
419 => 0.051702605938485
420 => 0.053399693826888
421 => 0.052279281091419
422 => 0.052844352104673
423 => 0.055927196328093
424 => 0.057100943808989
425 => 0.056856812538077
426 => 0.056898066704119
427 => 0.057531399539787
428 => 0.060339946115902
429 => 0.058656999905894
430 => 0.059943549224654
501 => 0.060625930344325
502 => 0.061259763957789
503 => 0.059703268928293
504 => 0.05767829176437
505 => 0.057036896493798
506 => 0.052167878125799
507 => 0.051914424574669
508 => 0.051772153415992
509 => 0.050875153885185
510 => 0.050170357962821
511 => 0.049609878077962
512 => 0.04813901148663
513 => 0.048635385783463
514 => 0.046291131430596
515 => 0.047790902290287
516 => 0.044049415739112
517 => 0.047165436917804
518 => 0.04546952825834
519 => 0.046608285311853
520 => 0.04660431229577
521 => 0.044507499517
522 => 0.043298101665572
523 => 0.04406877704697
524 => 0.044895002232118
525 => 0.045029054488653
526 => 0.04610027700788
527 => 0.046399232187145
528 => 0.045493384037089
529 => 0.043971881746587
530 => 0.044325292026898
531 => 0.043290939817521
601 => 0.041478277356371
602 => 0.042780163182019
603 => 0.043224684242775
604 => 0.04342101006701
605 => 0.04163846472216
606 => 0.041078350273865
607 => 0.040780150041409
608 => 0.043741777526813
609 => 0.043904022165959
610 => 0.043073955653006
611 => 0.046825935001692
612 => 0.045976746520593
613 => 0.046925498110209
614 => 0.044293223748231
615 => 0.044393780173686
616 => 0.043147619306658
617 => 0.043845386123694
618 => 0.043352227027487
619 => 0.043789013460344
620 => 0.04405082144726
621 => 0.045296777831553
622 => 0.047179663738305
623 => 0.045110673496723
624 => 0.04420918481998
625 => 0.044768463324867
626 => 0.04625789568424
627 => 0.04851446195133
628 => 0.047178529303584
629 => 0.047771393527046
630 => 0.047900907985179
701 => 0.046915840709646
702 => 0.048550782786864
703 => 0.04942696152829
704 => 0.05032573961735
705 => 0.051106123448891
706 => 0.049966747884026
707 => 0.051186043061503
708 => 0.050203506383029
709 => 0.049322069409664
710 => 0.049323406185711
711 => 0.048770467896579
712 => 0.047699080286679
713 => 0.047501499973378
714 => 0.048529337714811
715 => 0.049353566246844
716 => 0.049421453656531
717 => 0.049877788922255
718 => 0.050147843431884
719 => 0.052794744747548
720 => 0.053859350353025
721 => 0.055161129935448
722 => 0.05566824644708
723 => 0.057194485335758
724 => 0.055961923478088
725 => 0.055695250967004
726 => 0.051993094652005
727 => 0.052599322541188
728 => 0.053569951884059
729 => 0.052009099972364
730 => 0.052999101251749
731 => 0.053194548475394
801 => 0.051956062821672
802 => 0.052617591521131
803 => 0.050860767424959
804 => 0.047217957702756
805 => 0.048554838275437
806 => 0.049539232366066
807 => 0.048134380623823
808 => 0.050652522996523
809 => 0.049181476207401
810 => 0.048715224997948
811 => 0.046896212799315
812 => 0.047754716536869
813 => 0.048915855134501
814 => 0.048198406478015
815 => 0.049687220165681
816 => 0.051795777399524
817 => 0.053298460851114
818 => 0.053413818227633
819 => 0.052447693440232
820 => 0.053995914577767
821 => 0.054007191678523
822 => 0.052260791910714
823 => 0.051191131776926
824 => 0.050948102743945
825 => 0.05155523691698
826 => 0.052292409886195
827 => 0.053454726196961
828 => 0.054157089600536
829 => 0.055988480852296
830 => 0.05648400281492
831 => 0.057028431218972
901 => 0.057755955462287
902 => 0.058629534849775
903 => 0.056718192882855
904 => 0.056794134062388
905 => 0.055014318887123
906 => 0.053112331121037
907 => 0.054555702749374
908 => 0.056442719149743
909 => 0.056009835502531
910 => 0.055961127249209
911 => 0.056043041020753
912 => 0.055716660887413
913 => 0.054240455640529
914 => 0.053499114607077
915 => 0.054455633676498
916 => 0.05496398099213
917 => 0.055752383346129
918 => 0.055655196114844
919 => 0.057686035910515
920 => 0.058475158845705
921 => 0.058273267430409
922 => 0.058310420309612
923 => 0.059739089690349
924 => 0.061328063869997
925 => 0.062816347872848
926 => 0.064330294283832
927 => 0.062505172795056
928 => 0.0615784886609
929 => 0.062534590144017
930 => 0.062027269238972
1001 => 0.064942485640517
1002 => 0.065144328899105
1003 => 0.068059334497322
1004 => 0.07082602192244
1005 => 0.069088315121077
1006 => 0.070726894366729
1007 => 0.072499151416228
1008 => 0.075918122803054
1009 => 0.074766733520835
1010 => 0.073884787375225
1011 => 0.073051352529156
1012 => 0.074785598139769
1013 => 0.077016677412572
1014 => 0.077497230518922
1015 => 0.078275910136625
1016 => 0.077457223731024
1017 => 0.078443241331221
1018 => 0.081924316738003
1019 => 0.080983699434788
1020 => 0.079647871652445
1021 => 0.082395846360064
1022 => 0.08339032772427
1023 => 0.090370118752203
1024 => 0.099182393245753
1025 => 0.095534053740909
1026 => 0.093269411679073
1027 => 0.093801656281632
1028 => 0.09701960061236
1029 => 0.098053102198942
1030 => 0.095243688617251
1031 => 0.096236020989224
1101 => 0.10170386992276
1102 => 0.10463719544601
1103 => 0.10065334538726
1104 => 0.089662061076966
1105 => 0.079527594976254
1106 => 0.082215711747119
1107 => 0.081910962727278
1108 => 0.087785484278319
1109 => 0.080961266023189
1110 => 0.081076168356922
1111 => 0.087072168792412
1112 => 0.085472538673695
1113 => 0.082881342746519
1114 => 0.079546513574111
1115 => 0.073381773414553
1116 => 0.067921491138735
1117 => 0.078630362109522
1118 => 0.078168576120443
1119 => 0.077499841575408
1120 => 0.078988037940748
1121 => 0.086214297058932
1122 => 0.08604770839714
1123 => 0.084987956325099
1124 => 0.085791768931516
1125 => 0.082740430510237
1126 => 0.083526829899085
1127 => 0.079525989625045
1128 => 0.08133453651876
1129 => 0.082875783203824
1130 => 0.083185211294398
1201 => 0.083882368582251
1202 => 0.077925235887916
1203 => 0.080599813575445
1204 => 0.08217087739283
1205 => 0.075072753910096
1206 => 0.082030570313783
1207 => 0.077821535461132
1208 => 0.07639292581456
1209 => 0.07831636049866
1210 => 0.077566796131665
1211 => 0.076922364704819
1212 => 0.076562760895901
1213 => 0.077975119046165
1214 => 0.077909230850322
1215 => 0.075598338789587
1216 => 0.072583874300369
1217 => 0.073595627529374
1218 => 0.073228048096039
1219 => 0.071895892810943
1220 => 0.072793604628055
1221 => 0.068840536107048
1222 => 0.062039487179275
1223 => 0.066532468422724
1224 => 0.066359493532275
1225 => 0.066272271748723
1226 => 0.069648622976294
1227 => 0.069324064711439
1228 => 0.068734988282644
1229 => 0.071885073960369
1230 => 0.070735250313368
1231 => 0.074278735860902
]
'min_raw' => 0.031808999023544
'max_raw' => 0.10463719544601
'avg_raw' => 0.068223097234777
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.0318089'
'max' => '$0.104637'
'avg' => '$0.068223'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072434
'min_diff' => 0.017328722564764
'max_diff' => 0.069170474635406
'year' => 2029
]
4 => [
'items' => [
101 => 0.076612704620785
102 => 0.076020734647299
103 => 0.078215843547018
104 => 0.073618936280316
105 => 0.075145844478406
106 => 0.075460538141829
107 => 0.071846202392081
108 => 0.069377166457449
109 => 0.06921250990968
110 => 0.064931541853139
111 => 0.067218400434176
112 => 0.069230741348851
113 => 0.068266986214685
114 => 0.067961890130574
115 => 0.069520559857031
116 => 0.06964168184388
117 => 0.066880087707787
118 => 0.067454310576993
119 => 0.069848915398193
120 => 0.067393972679422
121 => 0.062624419989465
122 => 0.061441504978131
123 => 0.06128368231017
124 => 0.058075522981258
125 => 0.061520553015516
126 => 0.060016705084498
127 => 0.064767342679721
128 => 0.06205380396351
129 => 0.061936828732935
130 => 0.061760003515386
131 => 0.058998608253599
201 => 0.059603178320106
202 => 0.061612861299798
203 => 0.062329938827651
204 => 0.062255141766653
205 => 0.061603012756819
206 => 0.06190155407808
207 => 0.060939848463606
208 => 0.060600250194964
209 => 0.059528384645266
210 => 0.057953038397626
211 => 0.05817209995552
212 => 0.055050926827177
213 => 0.05335034605366
214 => 0.052879647708845
215 => 0.05225021021032
216 => 0.052950744349173
217 => 0.055042084935859
218 => 0.052519484485659
219 => 0.048194662953638
220 => 0.04845459209685
221 => 0.049038575707991
222 => 0.047950326112067
223 => 0.04692038919939
224 => 0.04781583578354
225 => 0.045983351887308
226 => 0.049260022632056
227 => 0.049171397871174
228 => 0.050392738096856
301 => 0.0511564672044
302 => 0.049396318871747
303 => 0.048953646326031
304 => 0.049205812726416
305 => 0.045038063835653
306 => 0.050052144096234
307 => 0.050095506070542
308 => 0.049724214520701
309 => 0.0523940574671
310 => 0.0580282588289
311 => 0.055908445641366
312 => 0.05508758990346
313 => 0.053527142545659
314 => 0.055606345999733
315 => 0.055446695615087
316 => 0.054724696030106
317 => 0.054288028428334
318 => 0.055092601873559
319 => 0.05418833287465
320 => 0.054025901314796
321 => 0.05304174278936
322 => 0.052690442972139
323 => 0.052430354573117
324 => 0.052144022801552
325 => 0.052775599340192
326 => 0.051344363812821
327 => 0.04961843407256
328 => 0.049474941689476
329 => 0.04987113677515
330 => 0.049695849942994
331 => 0.049474102483561
401 => 0.049050726194175
402 => 0.048925119493118
403 => 0.049333280335847
404 => 0.048872490541661
405 => 0.049552410983501
406 => 0.049367510245035
407 => 0.048334669750472
408 => 0.047047368087719
409 => 0.047035908402714
410 => 0.046758561371072
411 => 0.04640531822687
412 => 0.046307054065261
413 => 0.047740423769826
414 => 0.050707456161131
415 => 0.05012495670765
416 => 0.050545872259735
417 => 0.05261636018056
418 => 0.053274506028846
419 => 0.052807369694771
420 => 0.052167924668976
421 => 0.052196057004872
422 => 0.054381234231189
423 => 0.054517521054402
424 => 0.054861873888864
425 => 0.055304464595248
426 => 0.052882744805885
427 => 0.052081994220575
428 => 0.051702554169304
429 => 0.050534025673169
430 => 0.051794183474189
501 => 0.051059943488872
502 => 0.051159017548101
503 => 0.051094495437056
504 => 0.051129728872652
505 => 0.049259106735804
506 => 0.049940663125466
507 => 0.048807443437617
508 => 0.047290189485465
509 => 0.0472851031182
510 => 0.047656448873497
511 => 0.047435557887485
512 => 0.046841145923755
513 => 0.046925579337658
514 => 0.046185853786859
515 => 0.047015395412688
516 => 0.047039183698274
517 => 0.046719764986892
518 => 0.047997788316168
519 => 0.04852139551694
520 => 0.048311147278496
521 => 0.048506643940052
522 => 0.05014916218977
523 => 0.050416964332569
524 => 0.050535904354384
525 => 0.050376540481685
526 => 0.048536666158443
527 => 0.048618272408429
528 => 0.048019499892633
529 => 0.047513600213878
530 => 0.047533833547934
531 => 0.047793931745169
601 => 0.04892979582705
602 => 0.051320154824523
603 => 0.051410867201148
604 => 0.051520813247883
605 => 0.051073607421354
606 => 0.05093872586489
607 => 0.05111666945375
608 => 0.052014362614096
609 => 0.054323473143821
610 => 0.053507279262309
611 => 0.052843700931826
612 => 0.053425838027093
613 => 0.053336222584218
614 => 0.052579778060558
615 => 0.052558547182196
616 => 0.05110668829135
617 => 0.050569969116632
618 => 0.050121446401503
619 => 0.049631671305565
620 => 0.049341316211282
621 => 0.04978743360013
622 => 0.049889465925265
623 => 0.048914022457752
624 => 0.048781073117518
625 => 0.049577641309499
626 => 0.049227101347263
627 => 0.049587640391395
628 => 0.04967128854228
629 => 0.049657819263407
630 => 0.049291815283575
701 => 0.049525095305925
702 => 0.048973318508947
703 => 0.048373344116429
704 => 0.047990597833729
705 => 0.047656600938145
706 => 0.047841921827828
707 => 0.047181286694365
708 => 0.046969936219212
709 => 0.049446065283319
710 => 0.051275208445849
711 => 0.051248611979846
712 => 0.051086712833106
713 => 0.050846163541093
714 => 0.051996764935096
715 => 0.051595918416427
716 => 0.051887567750606
717 => 0.051961804746639
718 => 0.052186497774877
719 => 0.052266806219454
720 => 0.052024058322142
721 => 0.051209366729603
722 => 0.049179232739551
723 => 0.048234199886939
724 => 0.04792232330481
725 => 0.047933659426232
726 => 0.047620958590727
727 => 0.047713063001052
728 => 0.047588928435572
729 => 0.047353847599929
730 => 0.047827406248668
731 => 0.047881979471431
801 => 0.047771445224211
802 => 0.047797480040829
803 => 0.046882303683642
804 => 0.046951882554421
805 => 0.046564458560272
806 => 0.046491821231834
807 => 0.045512447111491
808 => 0.043777343894755
809 => 0.044738759507371
810 => 0.043577504642823
811 => 0.043137719829736
812 => 0.045219592734319
813 => 0.045010630436865
814 => 0.04465297781735
815 => 0.044123935051752
816 => 0.043927707943794
817 => 0.042735494153796
818 => 0.042665051802869
819 => 0.043255945149673
820 => 0.042983268201521
821 => 0.042600326495481
822 => 0.041213350454383
823 => 0.039653930172202
824 => 0.039700999268355
825 => 0.040197021846071
826 => 0.041639274388538
827 => 0.041075761368974
828 => 0.040666926207713
829 => 0.040590363671549
830 => 0.041548704106171
831 => 0.042904956599691
901 => 0.043541279925211
902 => 0.042910702835047
903 => 0.042186329826549
904 => 0.042230419055155
905 => 0.042523724940748
906 => 0.042554547242202
907 => 0.042083054880418
908 => 0.042215777218478
909 => 0.04201415985058
910 => 0.040776834435947
911 => 0.040754455142797
912 => 0.040450795531479
913 => 0.04044160083913
914 => 0.039925000088837
915 => 0.039852724072779
916 => 0.038826981927648
917 => 0.039502128513807
918 => 0.039049275630598
919 => 0.038366719518407
920 => 0.038249046587395
921 => 0.038245509196994
922 => 0.03894634170746
923 => 0.039493938877877
924 => 0.039057153200385
925 => 0.038957705568354
926 => 0.040019546102217
927 => 0.039884417215392
928 => 0.039767396470889
929 => 0.042783519064404
930 => 0.040396022680656
1001 => 0.039354937983812
1002 => 0.038066397974847
1003 => 0.038485953099149
1004 => 0.038574359528386
1005 => 0.035475653083618
1006 => 0.034218508264895
1007 => 0.033787103537613
1008 => 0.033538824017894
1009 => 0.033651968112728
1010 => 0.032520390327497
1011 => 0.033280829313741
1012 => 0.03230097860162
1013 => 0.032136703441023
1014 => 0.033888797894506
1015 => 0.034132591602121
1016 => 0.033092491904668
1017 => 0.033760404287278
1018 => 0.033518209972667
1019 => 0.032317775329737
1020 => 0.032271927556177
1021 => 0.031669591649673
1022 => 0.030727052591208
1023 => 0.030296286949791
1024 => 0.030071940463662
1025 => 0.030164510196264
1026 => 0.03011770410678
1027 => 0.029812262712035
1028 => 0.03013521164999
1029 => 0.029310210565229
1030 => 0.028981688485792
1031 => 0.028833302684164
1101 => 0.028101066736148
1102 => 0.029266379756246
1103 => 0.029495961101432
1104 => 0.029725994792789
1105 => 0.031728281025381
1106 => 0.031628252463603
1107 => 0.032532461946192
1108 => 0.032497326028433
1109 => 0.032239430836776
1110 => 0.031151413444876
1111 => 0.031585077785242
1112 => 0.030250326351996
1113 => 0.031250412880059
1114 => 0.030794015153263
1115 => 0.031096104349535
1116 => 0.030552920736354
1117 => 0.03085354097539
1118 => 0.029550403355282
1119 => 0.028333551781266
1120 => 0.028823248376762
1121 => 0.029355604579664
1122 => 0.030509888469395
1123 => 0.029822406507306
1124 => 0.030069651017444
1125 => 0.029241423296713
1126 => 0.027532552937292
1127 => 0.027542224957944
1128 => 0.027279352482911
1129 => 0.027052192284474
1130 => 0.029901372080651
1201 => 0.029547031534129
1202 => 0.028982436248191
1203 => 0.029738169474544
1204 => 0.029937997334691
1205 => 0.029943686152945
1206 => 0.030495049606595
1207 => 0.030789312380645
1208 => 0.030841177469979
1209 => 0.031708759777292
1210 => 0.031999561923016
1211 => 0.033197334805394
1212 => 0.030764346240166
1213 => 0.030714240441738
1214 => 0.029748804190855
1215 => 0.029136509257601
1216 => 0.029790728548776
1217 => 0.030370277530917
1218 => 0.029766812393216
1219 => 0.029845612200356
1220 => 0.029035509557905
1221 => 0.029325083133709
1222 => 0.029574502906965
1223 => 0.02943678796839
1224 => 0.029230622039864
1225 => 0.030322761123471
1226 => 0.030261138356246
1227 => 0.03127816337907
1228 => 0.032071007112518
1229 => 0.033491924820626
1230 => 0.0320091231181
1231 => 0.031955083930457
]
'min_raw' => 0.027052192284474
'max_raw' => 0.078215843547018
'avg_raw' => 0.052634017915746
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.027052'
'max' => '$0.078215'
'avg' => '$0.052634'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.0047568067390704
'max_diff' => -0.026421351898991
'year' => 2030
]
5 => [
'items' => [
101 => 0.032483325657826
102 => 0.03199948105196
103 => 0.032305254141119
104 => 0.033442660048729
105 => 0.033466691643256
106 => 0.033064131471968
107 => 0.03303963564896
108 => 0.033116951733382
109 => 0.033569794454764
110 => 0.033411557293462
111 => 0.033594673342595
112 => 0.033823662766009
113 => 0.034770860110754
114 => 0.03499922618385
115 => 0.03444441502046
116 => 0.034494508256557
117 => 0.034286993651542
118 => 0.034086537143247
119 => 0.034537134099571
120 => 0.035360608893757
121 => 0.0353554860998
122 => 0.035546516245989
123 => 0.035665526444485
124 => 0.035154647551749
125 => 0.034822084178116
126 => 0.034949610137124
127 => 0.035153526922733
128 => 0.034883482671873
129 => 0.033216644458903
130 => 0.033722256694681
131 => 0.033638098095472
201 => 0.033518246016164
202 => 0.034026643029022
203 => 0.033977606896889
204 => 0.032508784361753
205 => 0.03260281361487
206 => 0.03251450259207
207 => 0.032799853573471
208 => 0.031984071162523
209 => 0.032235000337752
210 => 0.032392380764141
211 => 0.032485079044338
212 => 0.032819968796213
213 => 0.032780673349114
214 => 0.032817526136048
215 => 0.033314079230463
216 => 0.035825474385569
217 => 0.035962164082781
218 => 0.035289054021804
219 => 0.035557948214655
220 => 0.035041730165076
221 => 0.035388270800119
222 => 0.035625365101437
223 => 0.034553981544392
224 => 0.034490541163365
225 => 0.033972192498267
226 => 0.034250723710122
227 => 0.033807560524958
228 => 0.033916297269407
301 => 0.033612259852428
302 => 0.034159466669744
303 => 0.034771328918846
304 => 0.034925909486141
305 => 0.034519274564705
306 => 0.034224844083038
307 => 0.033707921148662
308 => 0.034567575508909
309 => 0.034818964641337
310 => 0.034566255068816
311 => 0.03450769673905
312 => 0.034396728809955
313 => 0.034531239109786
314 => 0.034817595522134
315 => 0.034682555126243
316 => 0.034771751686834
317 => 0.034431826376955
318 => 0.035154816673921
319 => 0.036303099262592
320 => 0.036306791178878
321 => 0.03617175005507
322 => 0.036116494136709
323 => 0.036255054524717
324 => 0.036330217851167
325 => 0.036778296738355
326 => 0.037259103236558
327 => 0.039502817371363
328 => 0.038872791420677
329 => 0.040863548080227
330 => 0.042437978130532
331 => 0.042910080861136
401 => 0.04247576856313
402 => 0.040990009652741
403 => 0.04091711123241
404 => 0.043137462315764
405 => 0.042510111436194
406 => 0.042435490045283
407 => 0.041641644520822
408 => 0.042110905545459
409 => 0.042008271275727
410 => 0.041846258059915
411 => 0.042741575405917
412 => 0.044417529552103
413 => 0.044156316381422
414 => 0.043961332866838
415 => 0.043106971864781
416 => 0.043621488016458
417 => 0.043438278669753
418 => 0.044225462290719
419 => 0.043759152151911
420 => 0.042505358636265
421 => 0.042705029386189
422 => 0.04267484955402
423 => 0.043295948361497
424 => 0.043109509916112
425 => 0.042638444455328
426 => 0.044411801323031
427 => 0.044296649391972
428 => 0.044459908502818
429 => 0.044531780212368
430 => 0.045611191287685
501 => 0.046053391467941
502 => 0.046153778650663
503 => 0.046573834620917
504 => 0.046143327275461
505 => 0.047865663603819
506 => 0.049010916761067
507 => 0.050341187237398
508 => 0.052285069946314
509 => 0.053015987826787
510 => 0.052883954053872
511 => 0.054357783738545
512 => 0.05700622292051
513 => 0.053419279334321
514 => 0.057196339640358
515 => 0.056000565955725
516 => 0.05316540806051
517 => 0.052982857316374
518 => 0.054902859159873
519 => 0.059161238455426
520 => 0.058094562740028
521 => 0.05916298315477
522 => 0.057916613988482
523 => 0.057854721254152
524 => 0.059102449786312
525 => 0.062017835511845
526 => 0.060632845035244
527 => 0.058647121573439
528 => 0.060113348876357
529 => 0.058843167093638
530 => 0.055981092035677
531 => 0.058093747073211
601 => 0.056681074814564
602 => 0.057093367681425
603 => 0.060062594649963
604 => 0.059705329405508
605 => 0.060167663713703
606 => 0.059351655761134
607 => 0.058589375660792
608 => 0.057166523245839
609 => 0.056745286791548
610 => 0.056861701393014
611 => 0.056745229102253
612 => 0.055949156252775
613 => 0.055777244396725
614 => 0.055490717105011
615 => 0.055579523893759
616 => 0.05504076875882
617 => 0.05605751101094
618 => 0.056246227332436
619 => 0.056986127554262
620 => 0.057062946449816
621 => 0.059123558035781
622 => 0.057988607801403
623 => 0.058750030405512
624 => 0.058681921601013
625 => 0.05322685452905
626 => 0.053978514641102
627 => 0.055147861891518
628 => 0.054621072540219
629 => 0.053876315647205
630 => 0.053274884524758
701 => 0.052363654874761
702 => 0.053646193108516
703 => 0.055332594503168
704 => 0.057105716372171
705 => 0.05923600611823
706 => 0.058760550246216
707 => 0.057065892087167
708 => 0.057141913214233
709 => 0.057611845908547
710 => 0.057003240371523
711 => 0.056823750717264
712 => 0.057587186786303
713 => 0.057592444150933
714 => 0.056892169928151
715 => 0.056113943278359
716 => 0.056110682480281
717 => 0.055972204564728
718 => 0.057941248902028
719 => 0.059024024194706
720 => 0.059148162637032
721 => 0.059015668688454
722 => 0.059066660350765
723 => 0.058436617265281
724 => 0.059876708925224
725 => 0.061198279442692
726 => 0.060844070312774
727 => 0.060313060473234
728 => 0.05989008555914
729 => 0.06074443086535
730 => 0.060706388213729
731 => 0.061186736677135
801 => 0.061164945296207
802 => 0.061003422174784
803 => 0.060844076081274
804 => 0.061475865330374
805 => 0.061293920172858
806 => 0.061111692404258
807 => 0.060746206716655
808 => 0.060795882291674
809 => 0.060264964138469
810 => 0.060019337107634
811 => 0.056325695905536
812 => 0.055338634283127
813 => 0.055649183963029
814 => 0.055751424981072
815 => 0.055321854498046
816 => 0.055937748223102
817 => 0.055841761838445
818 => 0.056215188710989
819 => 0.055981887813334
820 => 0.055991462563552
821 => 0.056677550758561
822 => 0.0568767250804
823 => 0.056775423412779
824 => 0.056846371628363
825 => 0.058481343311124
826 => 0.058248902621287
827 => 0.058125423137525
828 => 0.058159627798401
829 => 0.058577398117535
830 => 0.058694350997479
831 => 0.058198813427024
901 => 0.058432511809919
902 => 0.059427569863545
903 => 0.059775783866906
904 => 0.060887115813429
905 => 0.060415002250196
906 => 0.061281587128107
907 => 0.063945173602252
908 => 0.066073030783963
909 => 0.064116165382244
910 => 0.068023704115479
911 => 0.071066283522442
912 => 0.070949504257122
913 => 0.070418960161388
914 => 0.066955064397719
915 => 0.063767535872215
916 => 0.06643403883341
917 => 0.066440836297829
918 => 0.066211781328658
919 => 0.064789140587347
920 => 0.066162276514613
921 => 0.066271271058022
922 => 0.066210263097701
923 => 0.065119527776896
924 => 0.063454176543609
925 => 0.063779582188305
926 => 0.064312603272414
927 => 0.06330348316035
928 => 0.062981008139801
929 => 0.063580550556383
930 => 0.065512401142234
1001 => 0.065147195979428
1002 => 0.065137658996717
1003 => 0.066700161554295
1004 => 0.065581746932226
1005 => 0.063783686595578
1006 => 0.063329652647072
1007 => 0.061718138003793
1008 => 0.062831216907924
1009 => 0.062871274636108
1010 => 0.062261652695706
1011 => 0.063833154056223
1012 => 0.063818672394529
1013 => 0.065310579049231
1014 => 0.06816254423847
1015 => 0.067319077795328
1016 => 0.066338218090843
1017 => 0.06644486473701
1018 => 0.067614515219112
1019 => 0.066907317837109
1020 => 0.067161630946433
1021 => 0.067614130285762
1022 => 0.067887134372106
1023 => 0.066405583650279
1024 => 0.066060163306258
1025 => 0.065353554508458
1026 => 0.06516921346259
1027 => 0.065744731584522
1028 => 0.065593102892748
1029 => 0.062867907939165
1030 => 0.062583109903674
1031 => 0.062591844252825
1101 => 0.061875706051174
1102 => 0.060783423400795
1103 => 0.063653876989183
1104 => 0.063423339394063
1105 => 0.063168843731244
1106 => 0.063200017997807
1107 => 0.064445984611828
1108 => 0.063723261052874
1109 => 0.065644740086415
1110 => 0.065249741762066
1111 => 0.064844613221162
1112 => 0.064788612116292
1113 => 0.064632672191987
1114 => 0.064097896168854
1115 => 0.063452121985865
1116 => 0.063025725934254
1117 => 0.058137900647082
1118 => 0.059045052589209
1119 => 0.060088648209126
1120 => 0.060448893235174
1121 => 0.059832669189922
1122 => 0.064122228450091
1123 => 0.064905972262145
1124 => 0.062531961133088
1125 => 0.062087880581078
1126 => 0.064151342297149
1127 => 0.062906822634422
1128 => 0.063467229762345
1129 => 0.062255936078086
1130 => 0.064717191328519
1201 => 0.064698440687241
1202 => 0.063740956804852
1203 => 0.064550215625681
1204 => 0.06440958699068
1205 => 0.063328590045641
1206 => 0.064751460859816
1207 => 0.064752166585988
1208 => 0.063830609166683
1209 => 0.062754431855794
1210 => 0.062562036770781
1211 => 0.062417092918866
1212 => 0.063431582459994
1213 => 0.064341170610343
1214 => 0.066033688652116
1215 => 0.066459227901055
1216 => 0.068120135919415
1217 => 0.067131146062625
1218 => 0.067569552456577
1219 => 0.068045504613583
1220 => 0.068273693580212
1221 => 0.067901871904385
1222 => 0.070481945713911
1223 => 0.070699782994854
1224 => 0.070772821950869
1225 => 0.069902835578919
1226 => 0.070675587100057
1227 => 0.070314042254157
1228 => 0.071254681503138
1229 => 0.071402185748062
1230 => 0.071277254900227
1231 => 0.071324075075762
]
'min_raw' => 0.031984071162523
'max_raw' => 0.071402185748062
'avg_raw' => 0.051693128455293
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.031984'
'max' => '$0.0714021'
'avg' => '$0.051693'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.0049318788780489
'max_diff' => -0.0068136577989553
'year' => 2031
]
6 => [
'items' => [
101 => 0.06912243723554
102 => 0.06900827069896
103 => 0.067451601871799
104 => 0.068085955925182
105 => 0.066900061427763
106 => 0.067276120788962
107 => 0.067441884172153
108 => 0.067355298787763
109 => 0.068121821351583
110 => 0.067470120582122
111 => 0.065750175101987
112 => 0.064029761023857
113 => 0.064008162626525
114 => 0.063555207967584
115 => 0.063227804711954
116 => 0.063290874194243
117 => 0.063513139276111
118 => 0.06321488626134
119 => 0.063278533663853
120 => 0.064335504625994
121 => 0.064547472614479
122 => 0.063827122568367
123 => 0.060934813187208
124 => 0.060225033210263
125 => 0.060735208982143
126 => 0.060491377822712
127 => 0.048821263061395
128 => 0.051562983419308
129 => 0.049933946282662
130 => 0.050684681543623
131 => 0.049021856464229
201 => 0.049815443748245
202 => 0.049668897154055
203 => 0.054077502356175
204 => 0.054008668049782
205 => 0.054041615389622
206 => 0.052468953015228
207 => 0.054974246880074
208 => 0.05620844472535
209 => 0.055980027551301
210 => 0.056037515232955
211 => 0.055049686396351
212 => 0.054051179732047
213 => 0.05294368217226
214 => 0.055001275747509
215 => 0.054772506466235
216 => 0.055297220888888
217 => 0.056631717402263
218 => 0.056828227083117
219 => 0.057092338086989
220 => 0.056997673092802
221 => 0.05925297731291
222 => 0.058979845090878
223 => 0.059638015160471
224 => 0.058284109391836
225 => 0.05675203650071
226 => 0.057043233470077
227 => 0.057015188860269
228 => 0.056658148789306
229 => 0.056335828977582
301 => 0.055799257304104
302 => 0.057497049476653
303 => 0.05742812221498
304 => 0.058543974462288
305 => 0.058346736738766
306 => 0.057029534948827
307 => 0.057076579068443
308 => 0.05739297338149
309 => 0.058488017711474
310 => 0.058813101424917
311 => 0.058662509696504
312 => 0.059018949147659
313 => 0.059300664356644
314 => 0.059054328240544
315 => 0.062541928167632
316 => 0.061093633523286
317 => 0.061799522255771
318 => 0.061967872559131
319 => 0.0615366467971
320 => 0.061630164223848
321 => 0.061771817643397
322 => 0.062631909468316
323 => 0.064889039286477
324 => 0.065888706718139
325 => 0.068896255509015
326 => 0.065805698253982
327 => 0.065622317376465
328 => 0.066164067732974
329 => 0.06792981725459
330 => 0.069360791393441
331 => 0.069835528070176
401 => 0.069898272359055
402 => 0.070788909924507
403 => 0.071299406767618
404 => 0.070680763097968
405 => 0.070156527362632
406 => 0.068278780029193
407 => 0.068496134395975
408 => 0.069993490443147
409 => 0.072108594053608
410 => 0.073923572990408
411 => 0.073288030625143
412 => 0.078136770249128
413 => 0.07861750297752
414 => 0.078551081258407
415 => 0.079646261956308
416 => 0.077472551300645
417 => 0.076543247881688
418 => 0.07026987307894
419 => 0.072032435510879
420 => 0.074594423517366
421 => 0.074255334797745
422 => 0.072394750625299
423 => 0.07392216157047
424 => 0.07341715174544
425 => 0.073018829543562
426 => 0.074843620768924
427 => 0.072837187858347
428 => 0.074574407814241
429 => 0.072346405251567
430 => 0.073290933729133
501 => 0.072754773683565
502 => 0.073101734942351
503 => 0.071073406513069
504 => 0.07216784329862
505 => 0.071027874344616
506 => 0.071027333850903
507 => 0.071002168973061
508 => 0.072343337392051
509 => 0.072387072846045
510 => 0.071395947358018
511 => 0.071253110690903
512 => 0.071781252712954
513 => 0.071162936725747
514 => 0.071452242884527
515 => 0.071171699514576
516 => 0.071108543292853
517 => 0.070605303773015
518 => 0.070388494351011
519 => 0.070473510911869
520 => 0.070183305560618
521 => 0.070008446339302
522 => 0.070967385072799
523 => 0.07045506279097
524 => 0.070888864335372
525 => 0.070394492725406
526 => 0.068680785337805
527 => 0.067695214097069
528 => 0.06445817970265
529 => 0.065376198641379
530 => 0.065984846147515
531 => 0.065783688150368
601 => 0.066215853366051
602 => 0.066242384800394
603 => 0.066101883483372
604 => 0.065939200957594
605 => 0.065860016100954
606 => 0.066450195147416
607 => 0.066792813948401
608 => 0.066045932067409
609 => 0.06587094809268
610 => 0.066626086910842
611 => 0.067086721153692
612 => 0.070487785594869
613 => 0.070235823755773
614 => 0.07086819852689
615 => 0.070797002832244
616 => 0.071459832337575
617 => 0.072543278446143
618 => 0.070340329571128
619 => 0.07072268532359
620 => 0.07062894052297
621 => 0.071652421674931
622 => 0.071655616871371
623 => 0.071041988794095
624 => 0.071374646529765
625 => 0.071188966107702
626 => 0.071524515726584
627 => 0.070232458651798
628 => 0.071806044699945
629 => 0.072698166589599
630 => 0.072710553702903
701 => 0.073133412398282
702 => 0.073563061323111
703 => 0.074387735019785
704 => 0.073540061621303
705 => 0.072015179696775
706 => 0.072125271246387
707 => 0.071231233531969
708 => 0.07124626246747
709 => 0.071166036831929
710 => 0.07140680000329
711 => 0.070285292628624
712 => 0.070548508167821
713 => 0.070180004871557
714 => 0.070721884269391
715 => 0.070138911613195
716 => 0.070628895316389
717 => 0.070840356039471
718 => 0.071620650660066
719 => 0.070023661463295
720 => 0.066767292384415
721 => 0.067451820644454
722 => 0.066439349579322
723 => 0.066533057631149
724 => 0.066722362809366
725 => 0.066108762789965
726 => 0.066225818336908
727 => 0.066221636289064
728 => 0.066185597660069
729 => 0.066025976596666
730 => 0.065794494474667
731 => 0.066716648002273
801 => 0.066873339855954
802 => 0.067221646436674
803 => 0.068257970562284
804 => 0.06815441734393
805 => 0.068323316939448
806 => 0.067954610070764
807 => 0.066550160885311
808 => 0.06662642923309
809 => 0.065675361714168
810 => 0.067197325501924
811 => 0.066836904388043
812 => 0.066604538551246
813 => 0.066541135379821
814 => 0.067580028352491
815 => 0.067890881412567
816 => 0.067697178646101
817 => 0.067299888620867
818 => 0.068062802917568
819 => 0.068266926598595
820 => 0.068312622362986
821 => 0.069664360222434
822 => 0.068388169493394
823 => 0.068695361286119
824 => 0.071091983961193
825 => 0.068918577906223
826 => 0.07006987956628
827 => 0.070013529341105
828 => 0.070602496312466
829 => 0.069965216858795
830 => 0.069973116701396
831 => 0.070496079471886
901 => 0.069761672577566
902 => 0.069579823102544
903 => 0.069328599355233
904 => 0.06987713721665
905 => 0.070205960856336
906 => 0.072856037897853
907 => 0.074568108524869
908 => 0.074493783023685
909 => 0.075172978972997
910 => 0.07486699497711
911 => 0.073878891939892
912 => 0.075565463338095
913 => 0.075031761578559
914 => 0.075075759303167
915 => 0.07507412170566
916 => 0.075428986718734
917 => 0.07517753233407
918 => 0.074681889930635
919 => 0.075010920488698
920 => 0.075988023615567
921 => 0.079020981702554
922 => 0.080718265229382
923 => 0.078918803103067
924 => 0.080160047982041
925 => 0.079415743355429
926 => 0.079280481063629
927 => 0.0800600745749
928 => 0.080841032661412
929 => 0.080791289007476
930 => 0.08022435353931
1001 => 0.079904106078798
1002 => 0.082329127140566
1003 => 0.084115841349721
1004 => 0.083993999418941
1005 => 0.084531770076287
1006 => 0.086110681358875
1007 => 0.086255037218994
1008 => 0.0862368516986
1009 => 0.085879050637318
1010 => 0.087433693842565
1011 => 0.088730604555726
1012 => 0.085796230029498
1013 => 0.086913601435302
1014 => 0.087415225458826
1015 => 0.088151758350501
1016 => 0.089394412796001
1017 => 0.090744265121627
1018 => 0.090935149040848
1019 => 0.090799707765524
1020 => 0.089909443870796
1021 => 0.091386468392584
1022 => 0.09225167471696
1023 => 0.092766885283231
1024 => 0.094073373556431
1025 => 0.087418323318022
1026 => 0.082707547981818
1027 => 0.08197189238865
1028 => 0.083467876965586
1029 => 0.08386235616827
1030 => 0.083703342096303
1031 => 0.078400936170449
1101 => 0.081943976318808
1102 => 0.085755989611165
1103 => 0.085902424566637
1104 => 0.08781079812623
1105 => 0.088432242784109
1106 => 0.089968733635822
1107 => 0.089872625714706
1108 => 0.090246736786188
1109 => 0.090160735129555
1110 => 0.093006760886032
1111 => 0.096146349934342
1112 => 0.09603763594888
1113 => 0.095586282877254
1114 => 0.096256619155754
1115 => 0.099497011512419
1116 => 0.099198688110446
1117 => 0.099488483884336
1118 => 0.10330908909335
1119 => 0.10827641933983
1120 => 0.10596859572854
1121 => 0.11097590890669
1122 => 0.11412774712606
1123 => 0.11957852542032
1124 => 0.11889606113223
1125 => 0.12101800912253
1126 => 0.11767430762196
1127 => 0.10999649310307
1128 => 0.10878144956597
1129 => 0.11121399749706
1130 => 0.11719417922109
1201 => 0.11102566029291
1202 => 0.11227354363818
1203 => 0.11191415315079
1204 => 0.11189500275903
1205 => 0.1126258953223
1206 => 0.11156569753849
1207 => 0.10724626104127
1208 => 0.10922583333335
1209 => 0.10846142540451
1210 => 0.10930959299194
1211 => 0.1138868036504
1212 => 0.11186310971122
1213 => 0.10973131253784
1214 => 0.11240505927692
1215 => 0.11580965767483
1216 => 0.11559660402574
1217 => 0.11518319089699
1218 => 0.11751357905815
1219 => 0.12136269756072
1220 => 0.12240309882495
1221 => 0.12317110176814
1222 => 0.12327699639849
1223 => 0.12436777690424
1224 => 0.11850237521274
1225 => 0.12781091833134
1226 => 0.12941824658461
1227 => 0.12911613548993
1228 => 0.13090261319672
1229 => 0.13037698613682
1230 => 0.12961543499538
1231 => 0.13244738215535
]
'min_raw' => 0.048821263061395
'max_raw' => 0.13244738215535
'avg_raw' => 0.090634322608373
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.048821'
'max' => '$0.132447'
'avg' => '$0.090634'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.016837191898873
'max_diff' => 0.061045196407289
'year' => 2032
]
7 => [
'items' => [
101 => 0.12920078326279
102 => 0.12459264487024
103 => 0.12206452900944
104 => 0.12539375591223
105 => 0.12742679860775
106 => 0.12877051050369
107 => 0.12917711691151
108 => 0.1189576896494
109 => 0.11344998515054
110 => 0.11698036058835
111 => 0.12128766227597
112 => 0.11847844793439
113 => 0.11858856381803
114 => 0.11458336241548
115 => 0.12164203372786
116 => 0.12061364469041
117 => 0.12594892883586
118 => 0.12467562045622
119 => 0.12902633756229
120 => 0.12788064793985
121 => 0.13263634150794
122 => 0.13453351642752
123 => 0.13771916838918
124 => 0.14006254694012
125 => 0.14143862364692
126 => 0.14135600916298
127 => 0.14680871063401
128 => 0.14359344307942
129 => 0.13955430925048
130 => 0.13948125406282
131 => 0.1415731787078
201 => 0.14595727887217
202 => 0.14709401225873
203 => 0.1477292911458
204 => 0.14675633941604
205 => 0.14326639692583
206 => 0.14175945745297
207 => 0.14304341354409
208 => 0.14147324557626
209 => 0.14418379600006
210 => 0.14790596067426
211 => 0.14713734838807
212 => 0.149706704024
213 => 0.1523657168031
214 => 0.15616822450094
215 => 0.15716234081961
216 => 0.15880557729151
217 => 0.16049700739615
218 => 0.16104024916045
219 => 0.1620774662465
220 => 0.16207199960047
221 => 0.16519772310207
222 => 0.16864549291992
223 => 0.1699469462101
224 => 0.17293956628833
225 => 0.16781480927828
226 => 0.17170199633937
227 => 0.17520833637107
228 => 0.17102793323584
301 => 0.17678964504875
302 => 0.17701335926213
303 => 0.18039117827835
304 => 0.17696711159358
305 => 0.17493391172618
306 => 0.18080368356037
307 => 0.18364388125485
308 => 0.18278839059498
309 => 0.17627806443255
310 => 0.172488775365
311 => 0.16257147497593
312 => 0.17431894568227
313 => 0.18004079598492
314 => 0.17626324622257
315 => 0.17816842259575
316 => 0.18856244713232
317 => 0.1925198187126
318 => 0.19169671308801
319 => 0.1918358043891
320 => 0.19397113026244
321 => 0.20344034113027
322 => 0.19776617048368
323 => 0.20210386133588
324 => 0.20440455692318
325 => 0.20654157120382
326 => 0.20129373954086
327 => 0.19446638765331
328 => 0.19230387871779
329 => 0.17588764334607
330 => 0.17503310700288
331 => 0.17455342985834
401 => 0.17152913331372
402 => 0.16915286465419
403 => 0.16726316759093
404 => 0.16230403818563
405 => 0.16397759878315
406 => 0.15607378156184
407 => 0.16113036372595
408 => 0.14851568059641
409 => 0.15902156355402
410 => 0.15330368910408
411 => 0.15714308801548
412 => 0.15712969271437
413 => 0.15006014203595
414 => 0.1459825727424
415 => 0.14858095859762
416 => 0.15136663449455
417 => 0.15181860103668
418 => 0.15543030255063
419 => 0.1564382508099
420 => 0.15338412052769
421 => 0.14825426932736
422 => 0.14944581676175
423 => 0.14595842607167
424 => 0.13984690802785
425 => 0.14423630698379
426 => 0.1457350407756
427 => 0.14639696699904
428 => 0.14038699091553
429 => 0.13849852594717
430 => 0.13749312304376
501 => 0.14747845688503
502 => 0.14802547601347
503 => 0.14522684881166
504 => 0.15787690914058
505 => 0.15501381088811
506 => 0.15821259311223
507 => 0.14933769632129
508 => 0.14967672933034
509 => 0.14547521096298
510 => 0.14782778050314
511 => 0.14616506017901
512 => 0.14763771613284
513 => 0.14852042003958
514 => 0.15272124897912
515 => 0.15906953027263
516 => 0.15209378522085
517 => 0.14905435320728
518 => 0.15093999973408
519 => 0.15596172492256
520 => 0.16356989564048
521 => 0.15906570544676
522 => 0.16106458856862
523 => 0.16150125560663
524 => 0.15818003251197
525 => 0.16369235387332
526 => 0.16664645167289
527 => 0.16967674475083
528 => 0.17230786332353
529 => 0.16846637905793
530 => 0.17257731787726
531 => 0.16926462686727
601 => 0.1662928005716
602 => 0.16629730760538
603 => 0.16443303755865
604 => 0.16082077942998
605 => 0.16015462360907
606 => 0.16362005031565
607 => 0.16639899435719
608 => 0.1666278814987
609 => 0.1681664477074
610 => 0.16907695534122
611 => 0.17800116792773
612 => 0.18159056005498
613 => 0.18597960080447
614 => 0.18768937952918
615 => 0.19283520050096
616 => 0.1886795321431
617 => 0.1877804271535
618 => 0.17529834866118
619 => 0.17734228831504
620 => 0.18061483291171
621 => 0.17535231171623
622 => 0.17869017014936
623 => 0.17934913410956
624 => 0.17517349325974
625 => 0.17740388345642
626 => 0.17148062835863
627 => 0.15919864104737
628 => 0.16370602723619
629 => 0.16702498064094
630 => 0.16228842490835
701 => 0.170778517729
702 => 0.16581878077427
703 => 0.16424678226898
704 => 0.15811385564191
705 => 0.16100836093189
706 => 0.16492322078192
707 => 0.16250429254591
708 => 0.16752393183953
709 => 0.17463307976819
710 => 0.17969948193924
711 => 0.18008841738816
712 => 0.17683106021476
713 => 0.18205099587331
714 => 0.18208901740585
715 => 0.17620090865895
716 => 0.17259447483659
717 => 0.17177508548415
718 => 0.17382208073729
719 => 0.17630751087078
720 => 0.18022634146286
721 => 0.18259440871546
722 => 0.18876907218442
723 => 0.19043975907765
724 => 0.19227533745268
725 => 0.19472823623314
726 => 0.19767357012942
727 => 0.19122934724232
728 => 0.19148538823116
729 => 0.18548461710502
730 => 0.17907193255912
731 => 0.18393836077705
801 => 0.19030056831817
802 => 0.18884107087862
803 => 0.18867684760184
804 => 0.18895302560164
805 => 0.18785261219495
806 => 0.18287548313972
807 => 0.18037600008666
808 => 0.18360097091125
809 => 0.18531489937757
810 => 0.18797305295858
811 => 0.1876453794229
812 => 0.19449249758271
813 => 0.19715308065351
814 => 0.19647238965123
815 => 0.1965976531774
816 => 0.20141451174106
817 => 0.20677184912638
818 => 0.21178970255066
819 => 0.21689407857566
820 => 0.21074055405034
821 => 0.20761617379301
822 => 0.21083973669621
823 => 0.20912926884484
824 => 0.21895812447656
825 => 0.21963865311513
826 => 0.22946679800871
827 => 0.23879487782645
828 => 0.23293607802284
829 => 0.2384606623515
830 => 0.24443595072892
831 => 0.25596325146457
901 => 0.25208126211213
902 => 0.2491077191067
903 => 0.24629773533461
904 => 0.25214486549195
905 => 0.25966710502919
906 => 0.2612873233784
907 => 0.26391269607516
908 => 0.26115243769981
909 => 0.26447686488043
910 => 0.27621355365532
911 => 0.27304219674573
912 => 0.26853836011304
913 => 0.27780334869724
914 => 0.28115631204914
915 => 0.30468916481326
916 => 0.33440036352162
917 => 0.32209973216211
918 => 0.31446433333837
919 => 0.31625883317603
920 => 0.32710835715678
921 => 0.33059287991271
922 => 0.32112074587505
923 => 0.32446646374959
924 => 0.34290169818204
925 => 0.35279160998191
926 => 0.33935978136532
927 => 0.30230189892619
928 => 0.26813283890181
929 => 0.2771960122731
930 => 0.27616852967581
1001 => 0.29597488923114
1002 => 0.27296656093227
1003 => 0.27335396217267
1004 => 0.29356989626831
1005 => 0.28817663164045
1006 => 0.27944023366045
1007 => 0.26819662427534
1008 => 0.24741177241898
1009 => 0.22900204950132
1010 => 0.26510775564883
1011 => 0.26355081194578
1012 => 0.26129612673764
1013 => 0.26631368468593
1014 => 0.29067752182419
1015 => 0.29011585652011
1016 => 0.2865428284197
1017 => 0.28925293874264
1018 => 0.27896513821765
1019 => 0.2816165386618
1020 => 0.26812742634813
1021 => 0.274225068469
1022 => 0.2794214892741
1023 => 0.28046474768505
1024 => 0.28281526215501
1025 => 0.26273037336234
1026 => 0.2717478987689
1027 => 0.27704485011738
1028 => 0.25311303122019
1029 => 0.27657179500445
1030 => 0.26238074013331
1031 => 0.25756408296755
1101 => 0.26404907729491
1102 => 0.26152186869868
1103 => 0.2593491231503
1104 => 0.2581366938018
1105 => 0.26289855791311
1106 => 0.26267641126066
1107 => 0.25488507733656
1108 => 0.24472159984797
1109 => 0.24813279649791
1110 => 0.24689347677485
1111 => 0.24240202222304
1112 => 0.24542872029067
1113 => 0.23210067377766
1114 => 0.2091704624836
1115 => 0.22431886243582
1116 => 0.22373566551595
1117 => 0.22344159118308
1118 => 0.23482519507615
1119 => 0.23373092422625
1120 => 0.23174481191857
1121 => 0.24236554571298
1122 => 0.23848883500899
1123 => 0.25043594393076
1124 => 0.2583050825572
1125 => 0.25630921446157
1126 => 0.26371017737458
1127 => 0.24821138357908
1128 => 0.25335946117427
1129 => 0.25442047283171
1130 => 0.24223448750657
1201 => 0.23390996047037
1202 => 0.23335480942362
1203 => 0.21892122673334
1204 => 0.22663153010268
1205 => 0.23341627799366
1206 => 0.23016691027158
1207 => 0.22913825752288
1208 => 0.23439342132847
1209 => 0.2348017925636
1210 => 0.22549088512541
1211 => 0.2274269176199
1212 => 0.23550049496055
1213 => 0.22722348418559
1214 => 0.21114260429186
1215 => 0.20715432374266
1216 => 0.2066222135988
1217 => 0.19580568043484
1218 => 0.20742083971966
1219 => 0.20235051142492
1220 => 0.21836761775614
1221 => 0.20921873252122
1222 => 0.20882434236438
1223 => 0.20822816379787
1224 => 0.1989179268783
1225 => 0.20095627706726
1226 => 0.20773206354488
1227 => 0.21014974049479
1228 => 0.20989755698147
1229 => 0.20769885849462
1230 => 0.20870541140274
1231 => 0.2054629537794
]
'min_raw' => 0.11344998515054
'max_raw' => 0.35279160998191
'avg_raw' => 0.23312079756622
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.113449'
'max' => '$0.352791'
'avg' => '$0.23312'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.064628722089141
'max_diff' => 0.22034422782656
'year' => 2033
]
8 => [
'items' => [
101 => 0.20431797450668
102 => 0.20070410497061
103 => 0.19539271510953
104 => 0.19613129644636
105 => 0.1856080433308
106 => 0.17987441652213
107 => 0.17828742418948
108 => 0.17616523171728
109 => 0.17852713147615
110 => 0.1855782322769
111 => 0.17707310873671
112 => 0.16249167099211
113 => 0.16336804024612
114 => 0.16533698176352
115 => 0.1616678722717
116 => 0.15819536806271
117 => 0.16121442873925
118 => 0.15503608134316
119 => 0.16608360552893
120 => 0.16578480096003
121 => 0.16990263480217
122 => 0.17247760081012
123 => 0.16654313781695
124 => 0.16505063642266
125 => 0.16590083304725
126 => 0.15184897667911
127 => 0.16875429834956
128 => 0.16890049627338
129 => 0.16764866089034
130 => 0.17665022278661
131 => 0.19564632604529
201 => 0.18849922788289
202 => 0.18573165545222
203 => 0.18047049823844
204 => 0.1874806778492
205 => 0.18694240543093
206 => 0.18450813342177
207 => 0.18303587811523
208 => 0.18574855365933
209 => 0.18269974759547
210 => 0.18215209825081
211 => 0.17883393907055
212 => 0.17764950720982
213 => 0.17677260101372
214 => 0.17580721345485
215 => 0.17793661785014
216 => 0.17311110734393
217 => 0.16729201472408
218 => 0.16680822013619
219 => 0.168144019529
220 => 0.16755302773625
221 => 0.16680539069486
222 => 0.165377947976
223 => 0.16495445621381
224 => 0.16633059899195
225 => 0.16477701402954
226 => 0.16706941326973
227 => 0.16644600752063
228 => 0.16296371368259
301 => 0.15862348625009
302 => 0.15858484912201
303 => 0.15764975424107
304 => 0.15645877031775
305 => 0.1561274658363
306 => 0.16096017186992
307 => 0.17096372872879
308 => 0.16899979115256
309 => 0.1704189373238
310 => 0.17739973190572
311 => 0.17961871658349
312 => 0.17804373381874
313 => 0.17588780026964
314 => 0.17598265040425
315 => 0.18335012798698
316 => 0.18380962852669
317 => 0.18497063815002
318 => 0.18646286361729
319 => 0.17829786626838
320 => 0.17559807976339
321 => 0.17431877113887
322 => 0.1703789957301
323 => 0.17462770573764
324 => 0.17215216436415
325 => 0.17248619947197
326 => 0.17226865866979
327 => 0.17238745065782
328 => 0.16608051752077
329 => 0.16837843247326
330 => 0.16455770317681
331 => 0.15944217554584
401 => 0.15942502650349
402 => 0.160677044644
403 => 0.15993229526255
404 => 0.15792819382632
405 => 0.15821286697624
406 => 0.15571883063573
407 => 0.15851568814396
408 => 0.15859589200966
409 => 0.15751894952314
410 => 0.16182789440653
411 => 0.16359327264102
412 => 0.16288440602604
413 => 0.16354353666962
414 => 0.1690814016255
415 => 0.1699843152473
416 => 0.17038532983498
417 => 0.16984802341174
418 => 0.16364475867501
419 => 0.1639198998444
420 => 0.16190109650243
421 => 0.16019542041472
422 => 0.16026363851314
423 => 0.16114057774459
424 => 0.16497022280015
425 => 0.17302948504967
426 => 0.17333532816079
427 => 0.17370601893355
428 => 0.17219823326649
429 => 0.17174347068175
430 => 0.17234341991521
501 => 0.17537005508025
502 => 0.18315538244817
503 => 0.18040352779182
504 => 0.17816622712103
505 => 0.18012894298124
506 => 0.17982679825884
507 => 0.17727639273405
508 => 0.17720481134536
509 => 0.17230976772932
510 => 0.17050018155922
511 => 0.16898795591031
512 => 0.16733664497935
513 => 0.16635769250703
514 => 0.16786180843045
515 => 0.16820581753831
516 => 0.1649170417843
517 => 0.16446879380148
518 => 0.16715447907536
519 => 0.16597260911876
520 => 0.16718819167808
521 => 0.16747021725892
522 => 0.1674248046448
523 => 0.16619079667322
524 => 0.16697731655566
525 => 0.16511696256083
526 => 0.16309410700758
527 => 0.16180365119296
528 => 0.16067755734058
529 => 0.16130237965884
530 => 0.15907500218229
531 => 0.1583624192993
601 => 0.16671086131675
602 => 0.17287794519591
603 => 0.17278827335388
604 => 0.17224241907721
605 => 0.17143139034457
606 => 0.17531072327687
607 => 0.17395924125297
608 => 0.17494255734546
609 => 0.17519285256065
610 => 0.17595042079292
611 => 0.17622118632077
612 => 0.17540274483686
613 => 0.17265595525267
614 => 0.16581121676578
615 => 0.16262497252311
616 => 0.16157345885194
617 => 0.16161167937677
618 => 0.16055738667779
619 => 0.16086792312773
620 => 0.16044939477341
621 => 0.15965680332322
622 => 0.16125343937025
623 => 0.16143743680098
624 => 0.16106476286922
625 => 0.16115254107115
626 => 0.15806696008732
627 => 0.15830155010799
628 => 0.15699532306263
629 => 0.15675042123843
630 => 0.15344839301398
701 => 0.14759837137771
702 => 0.15083985123954
703 => 0.14692459938749
704 => 0.14544183418538
705 => 0.1524610140349
706 => 0.15175648305975
707 => 0.15055063228255
708 => 0.14876692766175
709 => 0.14810533426713
710 => 0.14408570223644
711 => 0.14384820093217
712 => 0.14584043910577
713 => 0.14492108973738
714 => 0.14362997503933
715 => 0.13895368848119
716 => 0.13369599412457
717 => 0.13385469086851
718 => 0.13552706562047
719 => 0.14038972076226
720 => 0.13848979727357
721 => 0.13711138098342
722 => 0.13685324504732
723 => 0.14008435673184
724 => 0.14465705670427
725 => 0.14680246522294
726 => 0.14467643053796
727 => 0.1422341563657
728 => 0.14238280627816
729 => 0.1433717075494
730 => 0.14347562709069
731 => 0.14188595767439
801 => 0.14233344030354
802 => 0.1416536732712
803 => 0.13748194424846
804 => 0.13740649089913
805 => 0.13638268131874
806 => 0.13635168077153
807 => 0.13460992527401
808 => 0.13436624163972
809 => 0.13090788038238
810 => 0.13318418423484
811 => 0.13165735912192
812 => 0.12935607353513
813 => 0.12895933103256
814 => 0.12894740447385
815 => 0.13131031021345
816 => 0.13315657230552
817 => 0.13168391889845
818 => 0.13134862426385
819 => 0.13492869375911
820 => 0.13447309728278
821 => 0.13407855367256
822 => 0.14424762157555
823 => 0.13619801082807
824 => 0.13268792108645
825 => 0.12834351848323
826 => 0.12975807787722
827 => 0.13005614632573
828 => 0.11960864120242
829 => 0.11537008967505
830 => 0.1139155785173
831 => 0.11307848678225
901 => 0.11345995999745
902 => 0.1096447664903
903 => 0.11220863962458
904 => 0.10890500453767
905 => 0.10835113936439
906 => 0.11425844814164
907 => 0.115080415648
908 => 0.11157364690059
909 => 0.11382556013072
910 => 0.11300898508954
911 => 0.10896163587923
912 => 0.10880705690968
913 => 0.10677623934715
914 => 0.10359840310556
915 => 0.10214604667043
916 => 0.10138964682907
917 => 0.10170175214555
918 => 0.10154394214696
919 => 0.10051412515934
920 => 0.10160297005123
921 => 0.098821421294223
922 => 0.097713786166721
923 => 0.097213493076568
924 => 0.094744708454751
925 => 0.098673642661566
926 => 0.099447692195718
927 => 0.10022326684657
928 => 0.10697411467491
929 => 0.10663686139511
930 => 0.10968546679555
1001 => 0.10956700359571
1002 => 0.10869749195137
1003 => 0.10502916535163
1004 => 0.10649129495265
1005 => 0.1019910873061
1006 => 0.10536294885927
1007 => 0.10382417205871
1008 => 0.10484268687513
1009 => 0.10301130539942
1010 => 0.10402486752397
1011 => 0.09963124805561
1012 => 0.095528548015952
1013 => 0.097179594277191
1014 => 0.0989744703832
1015 => 0.10286621910695
1016 => 0.10054832567332
1017 => 0.10138192780131
1018 => 0.098589500215848
1019 => 0.092827924489542
1020 => 0.092860534382448
1021 => 0.091974241479706
1022 => 0.091208355010854
1023 => 0.10081456361705
1024 => 0.099619879725183
1025 => 0.097716307299857
1026 => 0.10026431463612
1027 => 0.10093804821814
1028 => 0.10095722846606
1029 => 0.10281618884501
1030 => 0.10380831633249
1031 => 0.10398318310228
1101 => 0.10690829742405
1102 => 0.10788875716152
1103 => 0.11192713206029
1104 => 0.10372414124678
1105 => 0.10355520604911
1106 => 0.10030017032465
1107 => 0.098235775208118
1108 => 0.10044152122444
1109 => 0.10239551108055
1110 => 0.1003608862362
1111 => 0.1006265652876
1112 => 0.09789524766902
1113 => 0.098871565197224
1114 => 0.099712501376687
1115 => 0.099248185846331
1116 => 0.098553083024263
1117 => 0.10223530619536
1118 => 0.1020275407333
1119 => 0.10545651160416
1120 => 0.10812963960607
1121 => 0.11292036286426
1122 => 0.10792099339828
1123 => 0.10773879650425
1124 => 0.10951980036873
1125 => 0.10788848449911
1126 => 0.1089194198176
1127 => 0.11275426324625
1128 => 0.11283528744503
1129 => 0.11147802772168
1130 => 0.11139543834417
1201 => 0.11165611492083
1202 => 0.11318290577244
1203 => 0.11264939813534
1204 => 0.11326678667975
1205 => 0.11403884050832
1206 => 0.11723238248734
1207 => 0.11800233464679
1208 => 0.11613175007374
1209 => 0.11630064291664
1210 => 0.11560099293762
1211 => 0.11492513982448
1212 => 0.1164443589224
1213 => 0.11922076168418
1214 => 0.11920348982669
1215 => 0.11984756130186
1216 => 0.12024881249512
1217 => 0.11852634863984
1218 => 0.1174050880068
1219 => 0.11783505068117
1220 => 0.11852257036087
1221 => 0.11761209731521
1222 => 0.11199223590525
1223 => 0.11369694285889
1224 => 0.1134131962659
1225 => 0.1130091066127
1226 => 0.1147232026367
1227 => 0.11455787389362
1228 => 0.1096056361665
1229 => 0.10992266235829
1230 => 0.10962491557924
1231 => 0.11058699633561
]
'min_raw' => 0.091208355010854
'max_raw' => 0.20431797450668
'avg_raw' => 0.14776316475877
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.0912083'
'max' => '$0.204317'
'avg' => '$0.147763'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.022241630139682
'max_diff' => -0.14847363547523
'year' => 2034
]
9 => [
'items' => [
101 => 0.10783652898098
102 => 0.10868255421459
103 => 0.10921317331011
104 => 0.10952571203378
105 => 0.11065481621348
106 => 0.11052232887006
107 => 0.11064658061419
108 => 0.11232074404024
109 => 0.12078808814569
110 => 0.12124894700321
111 => 0.11897950943759
112 => 0.11988610498238
113 => 0.11814563978703
114 => 0.11931402573277
115 => 0.12011340572306
116 => 0.11650116125887
117 => 0.11628726758497
118 => 0.11453961887064
119 => 0.11547870629784
120 => 0.1139845506784
121 => 0.11435116420406
122 => 0.11332608082551
123 => 0.11517102681484
124 => 0.11723396310655
125 => 0.11775514228166
126 => 0.11638414425369
127 => 0.11539145132827
128 => 0.11364860956461
129 => 0.11654699425934
130 => 0.11739457027075
131 => 0.11654254230338
201 => 0.11634510880616
202 => 0.11597097268568
203 => 0.11642448355277
204 => 0.11738995418977
205 => 0.1169346560668
206 => 0.11723538849834
207 => 0.11608930658325
208 => 0.11852691884704
209 => 0.12239843376528
210 => 0.1224108813188
211 => 0.12195558074161
212 => 0.12176928155501
213 => 0.12223644757716
214 => 0.12248986598002
215 => 0.12400059523204
216 => 0.12562166790957
217 => 0.13318650676619
218 => 0.13106233028644
219 => 0.13777430535431
220 => 0.1430826061921
221 => 0.1446743335095
222 => 0.14321001927405
223 => 0.1382006793753
224 => 0.13795489726155
225 => 0.14544096595904
226 => 0.14332580866833
227 => 0.14307421743898
228 => 0.14039771182873
301 => 0.14197985813605
302 => 0.14163381952996
303 => 0.14108758066144
304 => 0.14410620560255
305 => 0.1497568020178
306 => 0.14887610357552
307 => 0.14821870304279
308 => 0.14533816527478
309 => 0.14707289240252
310 => 0.14645518929884
311 => 0.14910923383634
312 => 0.14753703664661
313 => 0.14330978427154
314 => 0.14398298814547
315 => 0.14388123473423
316 => 0.14597531272737
317 => 0.14534672249204
318 => 0.14375849240227
319 => 0.14973748889355
320 => 0.14934924611833
321 => 0.14989968560894
322 => 0.15014200609561
323 => 0.15378131589811
324 => 0.15527222467928
325 => 0.15561068707463
326 => 0.15702693510572
327 => 0.15557544953345
328 => 0.16138242671419
329 => 0.16524372769287
330 => 0.16972882748034
331 => 0.17628276375101
401 => 0.17874710441608
402 => 0.17830194333239
403 => 0.18327106301377
404 => 0.19220046062389
405 => 0.18010682989065
406 => 0.19284145241838
407 => 0.18880981795438
408 => 0.17925088516627
409 => 0.17863540258713
410 => 0.18510882285273
411 => 0.19946624595823
412 => 0.19586987431085
413 => 0.19947212833388
414 => 0.19526990767103
415 => 0.19506123199602
416 => 0.19926803585582
417 => 0.20909746237519
418 => 0.20442787028638
419 => 0.19773286499612
420 => 0.20267635271663
421 => 0.19839384615493
422 => 0.18874416027332
423 => 0.19586712423323
424 => 0.19110420108357
425 => 0.19249427526956
426 => 0.2025052312988
427 => 0.20130068658365
428 => 0.20285947898288
429 => 0.20010825119894
430 => 0.19753817061994
501 => 0.19274092436254
502 => 0.19132069624711
503 => 0.19171319620376
504 => 0.19132050174362
505 => 0.18863648655158
506 => 0.18805687372641
507 => 0.18709082695769
508 => 0.18739024524625
509 => 0.18557379469412
510 => 0.18900181218382
511 => 0.1896380824375
512 => 0.19213270769357
513 => 0.19239170796325
514 => 0.19933920379264
515 => 0.19551263983774
516 => 0.19807982930832
517 => 0.19785019571875
518 => 0.179458056225
519 => 0.18199233077202
520 => 0.18593486666802
521 => 0.18415875959085
522 => 0.18164775972879
523 => 0.17961999270888
524 => 0.17654771832389
525 => 0.18087188552296
526 => 0.18655770556581
527 => 0.19253590974257
528 => 0.19971833035349
529 => 0.19811529768573
530 => 0.19240163938524
531 => 0.19265794992277
601 => 0.1942423608113
602 => 0.19219040475174
603 => 0.19158524285084
604 => 0.19415922085901
605 => 0.19417694643092
606 => 0.19181592299722
607 => 0.1891920775134
608 => 0.18918108350502
609 => 0.18871419554451
610 => 0.195352966002
611 => 0.19900361849822
612 => 0.1994221599236
613 => 0.19897544732553
614 => 0.19914736927514
615 => 0.19702313502423
616 => 0.20187850459971
617 => 0.20633427186846
618 => 0.20514003105685
619 => 0.20334969430892
620 => 0.20192360485489
621 => 0.20480408970326
622 => 0.20467582624726
623 => 0.2062953546285
624 => 0.20622188346627
625 => 0.20567729698521
626 => 0.20514005050575
627 => 0.20727017206921
628 => 0.20665673126764
629 => 0.20604233762307
630 => 0.20481007710992
701 => 0.20497756177933
702 => 0.20318753415828
703 => 0.20235938547469
704 => 0.18990601628002
705 => 0.18657806910563
706 => 0.1876251090333
707 => 0.18796982176388
708 => 0.1865214948887
709 => 0.18859802358305
710 => 0.18827439878563
711 => 0.18953343355824
712 => 0.18874684329325
713 => 0.1887791252321
714 => 0.19109231948272
715 => 0.1917638496147
716 => 0.19142230396966
717 => 0.19166151083195
718 => 0.19717393201046
719 => 0.19639024199618
720 => 0.19597392229562
721 => 0.19608924569785
722 => 0.1974977874966
723 => 0.19789210229672
724 => 0.19622136278061
725 => 0.19700929319484
726 => 0.20036420089537
727 => 0.20153822871923
728 => 0.20528516196765
729 => 0.20369339812729
730 => 0.2066151495462
731 => 0.21559561730944
801 => 0.22276983635983
802 => 0.21617212803395
803 => 0.2293466676887
804 => 0.23960493658538
805 => 0.23921120713909
806 => 0.23742244067892
807 => 0.22574367427023
808 => 0.21499669930035
809 => 0.22398700020331
810 => 0.22400991832919
811 => 0.22323764350852
812 => 0.21844111092359
813 => 0.22307073457165
814 => 0.22343821728451
815 => 0.22323252468685
816 => 0.21955503440005
817 => 0.21394018644591
818 => 0.2150373142961
819 => 0.21683443209552
820 => 0.21343211318317
821 => 0.21234486613691
822 => 0.21436626525313
823 => 0.22087963438083
824 => 0.21964831967662
825 => 0.21961616507355
826 => 0.22488425153687
827 => 0.22111343855335
828 => 0.21505115259178
829 => 0.21352034543476
830 => 0.20808701130258
831 => 0.21183983454055
901 => 0.21197489196786
902 => 0.20991950903335
903 => 0.21521793558905
904 => 0.21516910965557
905 => 0.2201991771035
906 => 0.22981477685687
907 => 0.22697097085487
908 => 0.22366393387976
909 => 0.22402350049314
910 => 0.22796705875594
911 => 0.22558269340757
912 => 0.22644012781123
913 => 0.22796576092627
914 => 0.22888621326392
915 => 0.22389106156671
916 => 0.22272645276037
917 => 0.22034407186473
918 => 0.21972255315831
919 => 0.22166295268779
920 => 0.2211517259671
921 => 0.21196354091406
922 => 0.21100332445344
923 => 0.21103277292141
924 => 0.20861826297538
925 => 0.20493555575888
926 => 0.2146134904408
927 => 0.21383621684324
928 => 0.21297816694772
929 => 0.21308327316396
930 => 0.21728413659374
1001 => 0.21484742365578
1002 => 0.22132582437074
1003 => 0.2199940599423
1004 => 0.21862814078147
1005 => 0.21843932914653
1006 => 0.21791356680435
1007 => 0.21611053210549
1008 => 0.21393325936103
1009 => 0.212495635303
1010 => 0.19601599109024
1011 => 0.19907451719845
1012 => 0.20259307269251
1013 => 0.20380766394934
1014 => 0.20173002155738
1015 => 0.21619257009051
1016 => 0.2188350170721
1017 => 0.21083087280232
1018 => 0.2093336242165
1019 => 0.21629072945853
1020 => 0.21209474452606
1021 => 0.21398419628423
1022 => 0.20990023505792
1023 => 0.21819852897411
1024 => 0.21813530987791
1025 => 0.21490708611905
1026 => 0.21763555873412
1027 => 0.21716141947284
1028 => 0.21351676279984
1029 => 0.2183140710915
1030 => 0.21831645049656
1031 => 0.21520935531629
1101 => 0.21158094837633
1102 => 0.21093227491461
1103 => 0.21044358659822
1104 => 0.21386400891553
1105 => 0.21693074886985
1106 => 0.22263719161553
1107 => 0.22407192690353
1108 => 0.22967179424832
1109 => 0.22633734589709
1110 => 0.22781546366285
1111 => 0.22942016959012
1112 => 0.23018952462275
1113 => 0.22893590188294
1114 => 0.23763480086676
1115 => 0.23836925446837
1116 => 0.23861551040799
1117 => 0.23568229061445
1118 => 0.23828767631976
1119 => 0.23706870262955
1120 => 0.24024013353083
1121 => 0.24073745439101
1122 => 0.24031624131514
1123 => 0.24047409880583
1124 => 0.23305112311408
1125 => 0.23266620266515
1126 => 0.22741778503123
1127 => 0.22955655401139
1128 => 0.22555822791684
1129 => 0.22682613830874
1130 => 0.2273850211284
1201 => 0.22709309245973
1202 => 0.22967747680055
1203 => 0.22748022215601
1204 => 0.22168130588698
1205 => 0.21588080970709
1206 => 0.21580798920253
1207 => 0.21428082094563
1208 => 0.21317695801071
1209 => 0.21338960117362
1210 => 0.21413898341519
1211 => 0.21313340255253
1212 => 0.21334799421382
1213 => 0.21691164560803
1214 => 0.21762631048034
1215 => 0.21519760000664
1216 => 0.20544597699347
1217 => 0.20305290424595
1218 => 0.20477299748017
1219 => 0.2039509037024
1220 => 0.16460429700323
1221 => 0.17384819861074
1222 => 0.16835578616879
1223 => 0.17088694251579
1224 => 0.16528061166587
1225 => 0.16795624660043
1226 => 0.16746215452656
1227 => 0.18232607476449
1228 => 0.18209399509463
1229 => 0.18220507935121
1230 => 0.17690273835616
1231 => 0.18534951153552
]
'min_raw' => 0.10783652898098
'max_raw' => 0.24073745439101
'avg_raw' => 0.174286991686
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.107836'
'max' => '$0.240737'
'avg' => '$0.174286'
'bar_min_pct' => 61.631153054958
'bar_max_pct' => 60.119598047091
'min_diff' => 0.016628173970129
'max_diff' => 0.036419479884329
'year' => 2035
]
10 => [
'items' => [
101 => 0.18951069573981
102 => 0.18874057128993
103 => 0.18893439502228
104 => 0.18560386113167
105 => 0.18223732619946
106 => 0.17850332085362
107 => 0.18544064124917
108 => 0.18466932964519
109 => 0.18643844095556
110 => 0.19093778912198
111 => 0.19160033523084
112 => 0.19249080392004
113 => 0.19217163428284
114 => 0.19977554992124
115 => 0.19885466556518
116 => 0.20107373190678
117 => 0.19650894408115
118 => 0.1913434533628
119 => 0.19232524427574
120 => 0.19223068991576
121 => 0.19102690438877
122 => 0.18994018063989
123 => 0.18813109178052
124 => 0.19385531662634
125 => 0.19362292355126
126 => 0.19738509730937
127 => 0.19672009655382
128 => 0.19227905875495
129 => 0.19243767128875
130 => 0.19350441680514
131 => 0.19719643521723
201 => 0.19829247765372
202 => 0.1977847471274
203 => 0.19898650762278
204 => 0.1999363301186
205 => 0.19910579070453
206 => 0.21086447735516
207 => 0.20598145084504
208 => 0.20836140399019
209 => 0.20892900879181
210 => 0.2074751010279
211 => 0.20779040156136
212 => 0.2082679959553
213 => 0.2111678555927
214 => 0.21877792636241
215 => 0.22214837490281
216 => 0.23228853563159
217 => 0.22186850607043
218 => 0.22125022463864
219 => 0.22307677378942
220 => 0.22903012158224
221 => 0.2338547507988
222 => 0.23545535864947
223 => 0.23566690540009
224 => 0.23866975213434
225 => 0.24039092788264
226 => 0.23830512755809
227 => 0.23653763017544
228 => 0.23020667394062
229 => 0.23093949936342
301 => 0.23598793981852
302 => 0.24311915931301
303 => 0.24923848751621
304 => 0.24709571205957
305 => 0.26344357623002
306 => 0.26506440018749
307 => 0.26484045472408
308 => 0.26853293291013
309 => 0.26120411567093
310 => 0.25807090431202
311 => 0.23691978317151
312 => 0.24286238546898
313 => 0.25150030690514
314 => 0.25035704561252
315 => 0.24408395617328
316 => 0.24923372881535
317 => 0.2475310529316
318 => 0.246188081818
319 => 0.25234049283716
320 => 0.24557566419448
321 => 0.2514328225646
322 => 0.24392095637037
323 => 0.24710550007736
324 => 0.24529779905023
325 => 0.24646760315829
326 => 0.23962895224559
327 => 0.24331892227922
328 => 0.2394754373607
329 => 0.23947361504841
330 => 0.23938876990581
331 => 0.24391061286782
401 => 0.24405807000448
402 => 0.24071642122342
403 => 0.24023483742771
404 => 0.24201550512875
405 => 0.23993080960844
406 => 0.24090622552147
407 => 0.23996035396277
408 => 0.23974741835181
409 => 0.23805071117561
410 => 0.23731972307217
411 => 0.23760636234278
412 => 0.23662791473954
413 => 0.23603836466659
414 => 0.23927149355754
415 => 0.23754416321516
416 => 0.23900675540917
417 => 0.23733994701024
418 => 0.23156206290572
419 => 0.22823914065719
420 => 0.21732525319388
421 => 0.22042041813984
422 => 0.22247251570119
423 => 0.2217942974694
424 => 0.22325137266689
425 => 0.22334082525014
426 => 0.22286711525032
427 => 0.22231861975653
428 => 0.22205164248385
429 => 0.22404147234399
430 => 0.22519663555239
501 => 0.22267847114499
502 => 0.22208850045721
503 => 0.22463450370475
504 => 0.22618756421497
505 => 0.23765449043313
506 => 0.23680498350121
507 => 0.23893707919303
508 => 0.2386970379378
509 => 0.24093181389231
510 => 0.24458472809113
511 => 0.23715733215404
512 => 0.23844647126869
513 => 0.23813040412835
514 => 0.24158114228936
515 => 0.24159191511724
516 => 0.23952302521256
517 => 0.24064460399379
518 => 0.24001856948701
519 => 0.2411498984544
520 => 0.23679363781821
521 => 0.24209909304381
522 => 0.24510694428074
523 => 0.24514870829808
524 => 0.24657440591261
525 => 0.2480229972598
526 => 0.25080344220501
527 => 0.24794545215936
528 => 0.24280420628696
529 => 0.24317538763283
530 => 0.24016107705895
531 => 0.24021174816427
601 => 0.23994126183287
602 => 0.24075301167466
603 => 0.23697177125983
604 => 0.23785922082736
605 => 0.23661678623592
606 => 0.23844377045854
607 => 0.23647823744632
608 => 0.23813025171121
609 => 0.23884320630279
610 => 0.24147402409456
611 => 0.23608966351942
612 => 0.22511058781755
613 => 0.22741852263851
614 => 0.22400490575394
615 => 0.22432084899316
616 => 0.22495910461839
617 => 0.22289030931279
618 => 0.22328497026187
619 => 0.22327087019558
620 => 0.22314936344179
621 => 0.22261118988214
622 => 0.22183073174625
623 => 0.22493983674728
624 => 0.22546813427184
625 => 0.22664247422673
626 => 0.23013651337006
627 => 0.22978737646453
628 => 0.23035683324301
629 => 0.22911371229295
630 => 0.22437851380868
701 => 0.2246356578681
702 => 0.22142906732665
703 => 0.22656047449718
704 => 0.22534528954793
705 => 0.22456185190591
706 => 0.22434808368678
707 => 0.22785078387733
708 => 0.22889884667244
709 => 0.22824576427141
710 => 0.22690627321343
711 => 0.22947849202973
712 => 0.23016670927177
713 => 0.23032077573179
714 => 0.23487825430025
715 => 0.2305754881565
716 => 0.23161120673312
717 => 0.23969158740898
718 => 0.23236379715228
719 => 0.23624549108048
720 => 0.23605550236205
721 => 0.23804124562636
722 => 0.23589261345488
723 => 0.23591924832576
724 => 0.23768245381856
725 => 0.2352063496997
726 => 0.23459323149835
727 => 0.2337462130944
728 => 0.23559564679186
729 => 0.2367042986508
730 => 0.24563921841874
731 => 0.25141158407068
801 => 0.2511609904542
802 => 0.25345094701725
803 => 0.252419300612
804 => 0.24908784223486
805 => 0.25477423545656
806 => 0.25297482271242
807 => 0.25312316411276
808 => 0.25311764283843
809 => 0.25431409500589
810 => 0.25346629899201
811 => 0.25179520602418
812 => 0.25290455552287
813 => 0.25619892693427
814 => 0.26642475687892
815 => 0.27214726679017
816 => 0.26608025459687
817 => 0.27026519836728
818 => 0.26775572335297
819 => 0.26729967709245
820 => 0.26992813104519
821 => 0.27256118575861
822 => 0.27239347155638
823 => 0.27048200904328
824 => 0.2694022723712
825 => 0.27757840019052
826 => 0.28360243189109
827 => 0.28319163331473
828 => 0.28500476463192
829 => 0.29032817425723
830 => 0.29081488011823
831 => 0.29075356636655
901 => 0.28954721510756
902 => 0.29478880321577
903 => 0.29916142823261
904 => 0.28926797964595
905 => 0.293035275353
906 => 0.29472653577058
907 => 0.29720980783794
908 => 0.30139950406031
909 => 0.30595062541984
910 => 0.30659420388058
911 => 0.30613755416462
912 => 0.3031359672873
913 => 0.30811585858507
914 => 0.31103296211448
915 => 0.31277003050952
916 => 0.31717494693871
917 => 0.29473698041914
918 => 0.2788542724773
919 => 0.2763739582831
920 => 0.28141777473055
921 => 0.28274778890406
922 => 0.28221166185841
923 => 0.26433423007724
924 => 0.27627983730459
925 => 0.28913230626604
926 => 0.28962602194218
927 => 0.29606023663673
928 => 0.29815548068865
929 => 0.30333586686957
930 => 0.30301183230348
1001 => 0.30427317390059
1002 => 0.3039832133108
1003 => 0.31357878785194
1004 => 0.32416413152742
1005 => 0.32379759473527
1006 => 0.32227582634182
1007 => 0.32453591190617
1008 => 0.33546112097363
1009 => 0.33445530279561
1010 => 0.33543236948017
1011 => 0.34831380668851
1012 => 0.36506150742243
1013 => 0.35728051898986
1014 => 0.37416302496943
1015 => 0.38478966758038
1016 => 0.40316734716066
1017 => 0.40086637116523
1018 => 0.40802066696419
1019 => 0.39674714390522
1020 => 0.37086085620692
1021 => 0.36676425208994
1022 => 0.37496575727468
1023 => 0.39512835748019
1024 => 0.3743307652416
1025 => 0.37853809106463
1026 => 0.37732638094456
1027 => 0.37726181406169
1028 => 0.37972606936805
1029 => 0.37615153851926
1030 => 0.36158825679548
1031 => 0.36826252298753
1101 => 0.36568526828619
1102 => 0.3685449245244
1103 => 0.38397730983002
1104 => 0.37715428442429
1105 => 0.36996678141692
1106 => 0.37898150522276
1107 => 0.39046034642278
1108 => 0.38974202116994
1109 => 0.38834816994278
1110 => 0.39620523633063
1111 => 0.40918280809891
1112 => 0.41269059359977
1113 => 0.41527996914299
1114 => 0.41563700028254
1115 => 0.41931464291354
1116 => 0.3995390316014
1117 => 0.43092343462748
1118 => 0.43634265405345
1119 => 0.435324065405
1120 => 0.44134729972135
1121 => 0.43957511139077
1122 => 0.4370074885476
1123 => 0.44655559611769
1124 => 0.43560946128113
1125 => 0.42007280096068
1126 => 0.41154908182859
1127 => 0.42277380277054
1128 => 0.42962834816101
1129 => 0.43415876663315
1130 => 0.43552966852546
1201 => 0.40107415601361
1202 => 0.38250454576005
1203 => 0.39440745303157
1204 => 0.4089298213976
1205 => 0.39945835911187
1206 => 0.39982962250162
1207 => 0.38632580633868
1208 => 0.41012460948906
1209 => 0.40665732404949
1210 => 0.42464560704349
1211 => 0.42035255894198
1212 => 0.43502130542248
1213 => 0.43115853287093
1214 => 0.44719268576768
1215 => 0.45358914346555
1216 => 0.46432979146942
1217 => 0.47223065586337
1218 => 0.47687019455495
1219 => 0.47659165405438
1220 => 0.49497581775942
1221 => 0.48413531871632
1222 => 0.47051709700872
1223 => 0.47027078634297
1224 => 0.47732385633703
1225 => 0.49210515612931
1226 => 0.49593773210629
1227 => 0.49807961922779
1228 => 0.49479924454159
1229 => 0.48303265977586
1230 => 0.47795190813196
1231 => 0.48228085573611
]
'min_raw' => 0.17850332085362
'max_raw' => 0.49807961922779
'avg_raw' => 0.3382914700407
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.1785033'
'max' => '$0.498079'
'avg' => '$0.338291'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.070666791872639
'max_diff' => 0.25734216483678
'year' => 2036
]
11 => [
'items' => [
101 => 0.47698692480694
102 => 0.48612573480536
103 => 0.49867527287766
104 => 0.49608384289198
105 => 0.50474660480521
106 => 0.51371165203628
107 => 0.52653207222216
108 => 0.52988380479754
109 => 0.53542409128966
110 => 0.54112686597935
111 => 0.5429584435156
112 => 0.54645549333742
113 => 0.54643706215867
114 => 0.55697565717532
115 => 0.56860005383182
116 => 0.57298799446425
117 => 0.58307782199605
118 => 0.56579934593756
119 => 0.57890526850875
120 => 0.59072713873049
121 => 0.57663261769363
122 => 0.59605863134072
123 => 0.59681289943034
124 => 0.60820145207532
125 => 0.59665697218694
126 => 0.58980189688051
127 => 0.60959224243386
128 => 0.61916816725709
129 => 0.61628382076887
130 => 0.59433380157579
131 => 0.58155794892481
201 => 0.54812107825926
202 => 0.58772849592792
203 => 0.60702011371012
204 => 0.59428384094625
205 => 0.6007072761036
206 => 0.63575145551627
207 => 0.64909401009402
208 => 0.64631885201335
209 => 0.64678780804599
210 => 0.65398720831165
211 => 0.68591331387174
212 => 0.6667824513788
213 => 0.68140727893492
214 => 0.68916423473694
215 => 0.6963693275857
216 => 0.67867589674212
217 => 0.65565700318274
218 => 0.64836595332507
219 => 0.59301746962438
220 => 0.59013634068148
221 => 0.58851907569869
222 => 0.57832244874885
223 => 0.57031069305746
224 => 0.56393944747425
225 => 0.54721939644892
226 => 0.55286192284773
227 => 0.52621365125921
228 => 0.54326227106479
301 => 0.5007309861645
302 => 0.53615230405341
303 => 0.51687409113617
304 => 0.52981889262423
305 => 0.52977372943131
306 => 0.50593824573876
307 => 0.49219043617875
308 => 0.50095107550314
309 => 0.5103431762793
310 => 0.51186701303141
311 => 0.52404411684662
312 => 0.52744248477547
313 => 0.51714527129642
314 => 0.49984961981975
315 => 0.50386700518597
316 => 0.49210902399253
317 => 0.47150361421523
318 => 0.48630277925322
319 => 0.49135586487055
320 => 0.4935875953471
321 => 0.47332454137843
322 => 0.46695744988917
323 => 0.46356766380536
324 => 0.49723391400493
325 => 0.49907822718813
326 => 0.48964246018329
327 => 0.53229302178128
328 => 0.52263988612794
329 => 0.53342480372838
330 => 0.50350246957223
331 => 0.50464554303276
401 => 0.49047983051656
402 => 0.49841168297238
403 => 0.49280570531215
404 => 0.49777086767804
405 => 0.50074696552803
406 => 0.51491035359019
407 => 0.53631402719412
408 => 0.51279481572108
409 => 0.50254715848096
410 => 0.50890474739772
411 => 0.52583584447631
412 => 0.55148732323729
413 => 0.53630113152667
414 => 0.54304050552958
415 => 0.54451275893534
416 => 0.5333150233913
417 => 0.55190019971908
418 => 0.56186014669884
419 => 0.57207699137945
420 => 0.58094799134613
421 => 0.56799615894079
422 => 0.58185647618675
423 => 0.57068750716186
424 => 0.56066778731973
425 => 0.56068298309877
426 => 0.55439746647706
427 => 0.54221848599643
428 => 0.53997249513671
429 => 0.55165642322632
430 => 0.56102582708207
501 => 0.56179753606005
502 => 0.56698491945194
503 => 0.57005475950897
504 => 0.60014336531302
505 => 0.61224525147341
506 => 0.62704320879335
507 => 0.63280784713665
508 => 0.65015734181274
509 => 0.63614621580473
510 => 0.63311482055878
511 => 0.59103062145105
512 => 0.59792190669734
513 => 0.60895551928677
514 => 0.59121256165872
515 => 0.60246638440784
516 => 0.60468812740707
517 => 0.59060966274794
518 => 0.59812957901693
519 => 0.57815891090628
520 => 0.53674933318539
521 => 0.55194630041664
522 => 0.5631363835427
523 => 0.54716675519452
524 => 0.57579169589867
525 => 0.55906959647802
526 => 0.553769493764
527 => 0.53309190345358
528 => 0.54285093012666
529 => 0.5560501534378
530 => 0.54789456800592
531 => 0.56481863234438
601 => 0.58878762093073
602 => 0.60586934957531
603 => 0.60718067259598
604 => 0.59619826546445
605 => 0.61379764298151
606 => 0.61392583523304
607 => 0.59407366549823
608 => 0.581914322073
609 => 0.57915169366331
610 => 0.58605328107592
611 => 0.59443308229815
612 => 0.60764569324336
613 => 0.61562979731868
614 => 0.63644810630552
615 => 0.64208094380967
616 => 0.6482697244571
617 => 0.65653984395134
618 => 0.66647024281929
619 => 0.64474309543414
620 => 0.64560635550422
621 => 0.625374336692
622 => 0.60375352302615
623 => 0.62016102552606
624 => 0.6416116524461
625 => 0.63669085492981
626 => 0.63613716468645
627 => 0.63706831809491
628 => 0.63335819746584
629 => 0.61657745936408
630 => 0.60815027774236
701 => 0.6190234920377
702 => 0.62480212152459
703 => 0.6337642719093
704 => 0.63265949770634
705 => 0.65574503463267
706 => 0.66471537621184
707 => 0.66242037897333
708 => 0.66284271369741
709 => 0.67908308864714
710 => 0.69714572567909
711 => 0.71406376883439
712 => 0.73127352897883
713 => 0.71052649141634
714 => 0.69999242524149
715 => 0.71086089263163
716 => 0.70509393084967
717 => 0.73823260384079
718 => 0.74052705365873
719 => 0.77366333034661
720 => 0.80511360271783
721 => 0.78536025013162
722 => 0.80398677190988
723 => 0.82413287385566
724 => 0.86299797309632
725 => 0.84990957496275
726 => 0.83988406711377
727 => 0.83041001063939
728 => 0.85012401819846
729 => 0.87548577398425
730 => 0.88094845326863
731 => 0.88980008061342
801 => 0.88049367678587
802 => 0.8917022151294
803 => 0.93127328076339
804 => 0.92058082952563
805 => 0.9053958298707
806 => 0.93663338574319
807 => 0.94793813578052
808 => 1.0272807918861
809 => 1.127454172701
810 => 1.0859817352697
811 => 1.0602384550489
812 => 1.0662887365396
813 => 1.1028686641303
814 => 1.1146169758835
815 => 1.0826810146523
816 => 1.0939613360568
817 => 1.1561170160528
818 => 1.1894615441777
819 => 1.1441751962165
820 => 1.0192319582742
821 => 0.90402858679445
822 => 0.93458570858632
823 => 0.93112147927301
824 => 0.99790000334967
825 => 0.92032581809984
826 => 0.92163196842935
827 => 0.98979140166424
828 => 0.97160763342568
829 => 0.9421522576803
830 => 0.90424364363466
831 => 0.83416606444891
901 => 0.77209639830623
902 => 0.89382930740244
903 => 0.88857996300528
904 => 0.88097813440894
905 => 0.89789518134633
906 => 0.98003955928675
907 => 0.97814586549982
908 => 0.96609915179843
909 => 0.97523647796607
910 => 0.94055044022478
911 => 0.94948982193711
912 => 0.90401033799181
913 => 0.92456896412611
914 => 0.94208905967303
915 => 0.94560647824352
916 => 0.95353140188668
917 => 0.88581379704003
918 => 0.91621701353175
919 => 0.9340760548245
920 => 0.85338825654638
921 => 0.93248111648359
922 => 0.88463498419772
923 => 0.86839528827511
924 => 0.89025989941766
925 => 0.88173923919138
926 => 0.87441367587878
927 => 0.87032588568119
928 => 0.88638084299521
929 => 0.88563186004668
930 => 0.85936283374802
1001 => 0.8250959598039
1002 => 0.83659704747134
1003 => 0.83241859449849
1004 => 0.81727534189371
1005 => 0.82748006574604
1006 => 0.78254362639294
1007 => 0.7052328180788
1008 => 0.75630670614522
1009 => 0.75434041701236
1010 => 0.75334892486746
1011 => 0.7917295401708
1012 => 0.78804012960083
1013 => 0.78134381328953
1014 => 0.81715235879334
1015 => 0.80408175799155
1016 => 0.84436226984181
1017 => 0.87089362012656
1018 => 0.86416441149508
1019 => 0.88911727467503
1020 => 0.83686200930227
1021 => 0.85421911234174
1022 => 0.85779638722227
1023 => 0.81671048690024
1024 => 0.78864376279779
1025 => 0.78677203228424
1026 => 0.73810820052342
1027 => 0.76410402664932
1028 => 0.78697927785974
1029 => 0.77602380772115
1030 => 0.77255563316064
1031 => 0.79027378483502
1101 => 0.79165063696583
1102 => 0.76025826247119
1103 => 0.76678573119583
1104 => 0.794006360879
1105 => 0.76609984116876
1106 => 0.71188203187589
1107 => 0.6984352655514
1108 => 0.69664121905064
1109 => 0.66017252230213
1110 => 0.69933384277542
1111 => 0.68223887693069
1112 => 0.73624166920505
1113 => 0.70539556388072
1114 => 0.70406584993151
1115 => 0.70205579227067
1116 => 0.67066567847634
1117 => 0.67753811845149
1118 => 0.70038315563108
1119 => 0.70853452226452
1120 => 0.70768426794247
1121 => 0.70027120248583
1122 => 0.70366486589084
1123 => 0.69273269363259
1124 => 0.68887231607471
1125 => 0.67668790262154
1126 => 0.6587801808755
1127 => 0.66127035941873
1128 => 0.62579047682956
1129 => 0.60645915373508
1130 => 0.60110849828528
1201 => 0.59395337819851
1202 => 0.60191668813812
1203 => 0.62568996677999
1204 => 0.59701434895548
1205 => 0.54785201355607
1206 => 0.55080675368212
1207 => 0.55744517747513
1208 => 0.54507451865442
1209 => 0.53336672827131
1210 => 0.54354570212637
1211 => 0.52271497252202
1212 => 0.55996247162783
1213 => 0.55895503116193
1214 => 0.57283859545868
1215 => 0.58152027313286
1216 => 0.5615118168204
1217 => 0.55647974416643
1218 => 0.55934624144508
1219 => 0.51196942663061
1220 => 0.56896689893441
1221 => 0.56945981544176
1222 => 0.5652391650475
1223 => 0.59558855944975
1224 => 0.65963524785198
1225 => 0.63553830740299
1226 => 0.62620724372726
1227 => 0.60846888485873
1228 => 0.63210419485151
1229 => 0.63028937181234
1230 => 0.622082053778
1231 => 0.61711824222244
]
'min_raw' => 0.46356766380536
'max_raw' => 1.1894615441777
'avg_raw' => 0.82651460399151
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$0.463567'
'max' => '$1.18'
'avg' => '$0.826514'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.28506434295173
'max_diff' => 0.69138192494987
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.014550859259946
]
1 => [
'year' => 2028
'avg' => 0.024973498634692
]
2 => [
'year' => 2029
'avg' => 0.068223097234777
]
3 => [
'year' => 2030
'avg' => 0.052634017915746
]
4 => [
'year' => 2031
'avg' => 0.051693128455293
]
5 => [
'year' => 2032
'avg' => 0.090634322608373
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.014550859259946
'min' => '$0.01455'
'max_raw' => 0.090634322608373
'max' => '$0.090634'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.090634322608373
]
1 => [
'year' => 2033
'avg' => 0.23312079756622
]
2 => [
'year' => 2034
'avg' => 0.14776316475877
]
3 => [
'year' => 2035
'avg' => 0.174286991686
]
4 => [
'year' => 2036
'avg' => 0.3382914700407
]
5 => [
'year' => 2037
'avg' => 0.82651460399151
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.090634322608373
'min' => '$0.090634'
'max_raw' => 0.82651460399151
'max' => '$0.826514'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 0.82651460399151
]
]
]
]
'prediction_2025_max_price' => '$0.024879'
'last_price' => 0.02412364
'sma_50day_nextmonth' => '$0.023571'
'sma_200day_nextmonth' => '$0.0210022'
'sma_50day_ts_nextmonth' => 1770163200
'sma_200day_ts_nextmonth' => 1770163200
'sma_200day_direction' => 'increase'
'sma_200day_direction_label' => 'artmak'
'sma_200day_date_nextmonth' => '4 Şub 2026'
'sma_50day_date_nextmonth' => '4 Şub 2026'
'daily_sma3' => '$0.0246032'
'daily_sma3_action' => 'SELL'
'daily_sma5' => '$0.024996'
'daily_sma5_action' => 'SELL'
'daily_sma10' => '$0.023673'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.02581'
'daily_sma21_action' => 'SELL'
'daily_sma50' => '$0.029335'
'daily_sma50_action' => 'SELL'
'daily_sma100' => '$0.023494'
'daily_sma100_action' => 'BUY'
'daily_sma200' => '$0.028874'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.024363'
'daily_ema3_action' => 'SELL'
'daily_ema5' => '$0.024356'
'daily_ema5_action' => 'SELL'
'daily_ema10' => '$0.024595'
'daily_ema10_action' => 'SELL'
'daily_ema21' => '$0.025776'
'daily_ema21_action' => 'SELL'
'daily_ema50' => '$0.026673'
'daily_ema50_action' => 'SELL'
'daily_ema100' => '$0.027029'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.038429'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.02196'
'weekly_sma21_action' => 'BUY'
'weekly_sma50' => '$0.059115'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '$0.173026'
'weekly_sma100_action' => 'SELL'
'weekly_sma200' => '—'
'weekly_sma200_action' => '—'
'weekly_ema3' => '$0.025082'
'weekly_ema3_action' => 'SELL'
'weekly_ema5' => '$0.025879'
'weekly_ema5_action' => 'SELL'
'weekly_ema10' => '$0.0262066'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.03051'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.070461'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.183392'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$0.149465'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '45.31'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 83.29
'stoch_rsi_14_action' => 'SELL'
'momentum_10' => -0
'momentum_10_action' => 'BUY'
'vwma_10' => '0.023793'
'vwma_10_action' => 'BUY'
'hma_9' => '0.025521'
'hma_9_action' => 'SELL'
'stochastic_fast_14' => 60.24
'stochastic_fast_14_action' => 'NEUTRAL'
'cci_20' => -49.93
'cci_20_action' => 'NEUTRAL'
'adx_14' => 10.78
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '-0.002721'
'ao_5_34_action' => 'SELL'
'macd_12_26' => 0
'macd_12_26_action' => 'BUY'
'williams_percent_r_14' => -39.76
'williams_percent_r_14_action' => 'NEUTRAL'
'ultimate_oscillator' => 47.45
'ultimate_oscillator_action' => 'NEUTRAL'
'ichimoku_cloud' => '0.004435'
'ichimoku_cloud_action' => 'NEUTRAL'
'sell_signals' => 28
'buy_signals' => 6
'sell_pct' => 82.35
'buy_pct' => 17.65
'overall_action' => 'bearish'
'overall_action_label' => 'Ayı'
'overall_action_dir' => -1
'last_updated' => 1767679149
'last_updated_date' => '6 Ocak 2026'
]
Regent Coin için 2026 fiyat tahmini
Regent Coin için 2026 fiyat tahmini, ortalama fiyatın alt sınırda $0.008334 ile üst sınırda $0.024879 arasında olabileceğini gösteriyor. Kripto piyasasında, bugünün ortalama fiyatına kıyasla, Regent Coin 3.13% artabilir ve eğer REGENT tahmin edilen fiyat hedefine ulaşırsa 2026 yılına kadar bu gerçekleşebilir.
Regent Coin fiyat tahmini 2027-2032
REGENT için 2027-2032 fiyat tahmini, şu anda alt sınırda $0.01455 ve üst sınırda $0.090634 fiyat aralığında bulunuyor. Piyasadaki fiyat dalgalanmaları göz önüne alındığında, Regent Coin üst fiyat hedefine ulaşırsa, bugünün fiyatına kıyasla 2032 yılına kadar 275.71% artış gösterebilir.
| Regent Coin Fiyat Tahmini | Potansiyel Düşük ($) | Ortalama Fiyat ($) | Potansiyel Yüksek ($) |
|---|---|---|---|
| 2027 | $0.008023 | $0.01455 | $0.021078 |
| 2028 | $0.01448 | $0.024973 | $0.035466 |
| 2029 | $0.0318089 | $0.068223 | $0.104637 |
| 2030 | $0.027052 | $0.052634 | $0.078215 |
| 2031 | $0.031984 | $0.051693 | $0.0714021 |
| 2032 | $0.048821 | $0.090634 | $0.132447 |
Regent Coin fiyat tahmini 2032-2037
Regent Coin için 2032-2037 fiyat tahmini, şu anda alt sınırda $0.090634 ve üst sınırda $0.826514 olarak tahmin edilmektedir. Mevcut fiyata kıyasla, Regent Coin üst fiyat hedefine ulaşırsa, 2037 yılına kadar potansiyel olarak 3326.16% artış gösterebilir. Lütfen bu bilgilerin sadece genel amaçlar için olduğunu ve uzun vadeli yatırım tavsiyesi olarak değerlendirilmemesi gerektiğini unutmayın.
| Regent Coin Fiyat Tahmini | Potansiyel Düşük ($) | Ortalama Fiyat ($) | Potansiyel Yüksek ($) |
|---|---|---|---|
| 2032 | $0.048821 | $0.090634 | $0.132447 |
| 2033 | $0.113449 | $0.23312 | $0.352791 |
| 2034 | $0.0912083 | $0.147763 | $0.204317 |
| 2035 | $0.107836 | $0.174286 | $0.240737 |
| 2036 | $0.1785033 | $0.338291 | $0.498079 |
| 2037 | $0.463567 | $0.826514 | $1.18 |
Regent Coin Potansiyel fiyat histogramı
Teknik Analize Dayalı Regent Coin Fiyat Tahmini
Piyasa Duyarlılık Göstergesi
Boğa 17.65%
Ayı 82.35%
6 Ocak 2026 itibariyle, Regent Coin için genel fiyat tahmini duyarlılığı Ayı, 6 teknik gösterge yükseliş sinyalleri gösterirken 28 düşüş sinyalleri gösteriyor. REGENT fiyat tahmini en son 6 Ocak 2026 tarihinde güncellendi.
Regent Coin'ın 50 Günlük, 200 Günlük Basit Hareketli Ortalamaları ve 14 Günlük Göreceli Güç Endeksi - RSI (14)
Teknik göstergelerimize göre, Regent Coin'ın 200 günlük SMA'sının önümüzdeki ay içinde artmak ve 4 Şub 2026 tarihinde $0.0210022 seviyesine ulaşması bekleniyor. Regent Coin için kısa vadeli 50 günlük SMA'nın 4 Şub 2026 tarihinde $0.023571 seviyesine ulaşması öngörülüyor.
Göreceli Güç Endeksi (RSI) momentum osilatörü, bir kripto paranın aşırı satılmış (30'un altında) veya aşırı satın alınmış (70'in üzerinde) olup olmadığını belirlemek için yaygın olarak kullanılan bir araçtır. Şu anda, RSI 45.31 seviyesinde olup, REGENT piyasasının NEUTRAL durumda olduğunu gösteriyor.
19 Ekim 2024 Cumartesi için Popüler REGENT Hareketli Ortalamaları ve Osilatörleri
Hareketli ortalamalar (MA), belirli bir dönem boyunca fiyat hareketlerini düzleştirmek için tasarlanmış, finansal piyasalar genelinde yaygın olarak kullanılan göstergelerdir. Gecikmeli göstergeler olarak, geçmiş fiyat verilerine dayanırlar. Aşağıdaki tablo iki türü vurgulamaktadır: basit hareketli ortalama (SMA) ve üstel hareketli ortalama (EMA).
Günlük Basit Hareketli Ortalama (SMA)
| Dönem | Değer | İşlem |
|---|---|---|
| SMA 3 | $0.0246032 | SELL |
| SMA 5 | $0.024996 | SELL |
| SMA 10 | $0.023673 | BUY |
| SMA 21 | $0.02581 | SELL |
| SMA 50 | $0.029335 | SELL |
| SMA 100 | $0.023494 | BUY |
| SMA 200 | $0.028874 | SELL |
Günlük Üstel Hareketli Ortalama (EMA)
| Dönem | Değer | İşlem |
|---|---|---|
| EMA 3 | $0.024363 | SELL |
| EMA 5 | $0.024356 | SELL |
| EMA 10 | $0.024595 | SELL |
| EMA 21 | $0.025776 | SELL |
| EMA 50 | $0.026673 | SELL |
| EMA 100 | $0.027029 | SELL |
| EMA 200 | $0.038429 | SELL |
Haftalık Basit Hareketli Ortalama (SMA)
| Dönem | Değer | İşlem |
|---|---|---|
| SMA 21 | $0.02196 | BUY |
| SMA 50 | $0.059115 | SELL |
| SMA 100 | $0.173026 | SELL |
| SMA 200 | — | — |
Haftalık Üstel Hareketli Ortalama (EMA)
| Dönem | Değer | İşlem |
|---|---|---|
| EMA 21 | $0.03051 | SELL |
| EMA 50 | $0.070461 | SELL |
| EMA 100 | $0.183392 | SELL |
| EMA 200 | $0.149465 | SELL |
Regent Coin Osilatörleri
Osilatör, iki uç değer arasında yüksek ve düşük sınırlar belirleyerek, bu sınırlar içinde dalgalanan bir trend göstergesi oluşturan bir teknik analiz aracıdır. Tüccarlar, kısa vadeli aşırı alım veya aşırı satım koşullarını belirlemek için bu göstergeden faydalanırlar.
| Dönem | Değer | İşlem |
|---|---|---|
| RSI (14) | 45.31 | NEUTRAL |
| Stoch RSI (14) | 83.29 | SELL |
| Hızlı Stokastik (14) | 60.24 | NEUTRAL |
| Emtia Kanal Endeksi (20) | -49.93 | NEUTRAL |
| Ortalama Yön Endeksi (14) | 10.78 | NEUTRAL |
| Harika Osilatör (5, 34) | -0.002721 | SELL |
| Momentum (10) | -0 | BUY |
| MACD (12, 26) | 0 | BUY |
| Williams Yüzde Aralığı (14) | -39.76 | NEUTRAL |
| Ultimate Osilatör (7, 14, 28) | 47.45 | NEUTRAL |
| VWMA (10) | 0.023793 | BUY |
| Hull Hareketli Ortalaması (9) | 0.025521 | SELL |
| Ichimoku Bulutu B/L (9, 26, 52, 26) | 0.004435 | NEUTRAL |
Dünya genelinde para akışlarına göre Regent Coin fiyat tahmini
Regent Coin fiyat tahmini için kullanılan dünya genelinde para akışlarıyla ilgili tanımlamalar
M0: Tüm fiziksel para ve fiziksel parayla alım-satım yapılabilen merkez bankalarındaki hesapların toplamı.
M1: M0 ve "mevduat" veya "mevcut" hesaplar dahil olmak üzere vadesiz hesaplarının tümü.
M2: M1 ve çoğu tasarruf hesabı, para piyasası hesapları ve 100.000 $ altındaki para yatırma (CD) hesaplarının tümü.
İnternet şirketleri veya teknoloji nişlerine göre Regent Coin fiyat tahminleri
| Karşılaştırma | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook hisseleri | $0.033897 | $0.047631 | $0.06693 | $0.094049 | $0.132154 | $0.185699 |
| Amazon.com hisseleri | $0.050335 | $0.105027 | $0.219146 | $0.457262 | $0.954106 | $1.99 |
| Apple hisseleri | $0.034217 | $0.048534 | $0.068843 | $0.097648 | $0.1385073 | $0.196462 |
| Netflix hisseleri | $0.038063 | $0.060057 | $0.094762 | $0.149519 | $0.235918 | $0.372242 |
| Google hisseleri | $0.03124 | $0.040455 | $0.052389 | $0.067844 | $0.087858 | $0.113776 |
| Tesla hisseleri | $0.054686 | $0.12397 | $0.28103 | $0.637075 | $1.44 | $3.27 |
| Kodak hisseleri | $0.01809 | $0.013565 | $0.010172 | $0.007628 | $0.00572 | $0.004289 |
| Nokia hisseleri | $0.01598 | $0.010586 | $0.007013 | $0.004645 | $0.003077 | $0.002038 |
Bu hesaplama, piyasa değeri belirli internet şirketlerinin veya teknoloji nişlerinin piyasa değerine benzer şekilde davrandığını varsayarsak kripto para biriminin ne kadar olabileceğini gösterir. Verilerden çıkarım yaparak 2024, 2025, 2026, 2027, 2028, 2029 ve 2030 için gelecek fiyatların olası tahminlerine erişebilirsiniz.
Regent Coin öngörü ve tahminlerine genel bakış
Şöyle sorularınız olabilir: "Regent Coin için şimdi mi yatırım yapmalıyım?", "Bugün mü REGENT satın almalıyım?", "Regent Coin kısa ve uzun vade için iyi veya kötü bir yatırım mı?".
Regent Coin öngörülerini gerçek zamanlı verilerle düzenli olarak güncelliyoruz. Benzer tahminlerimizi inceleyin. Teknik analiz yöntemleriyle Regent Coin gibi büyük miktarlardaki dijital paralar için gelecek fiyatlara dair tahminlerde bulunuyoruz.
İyi yatırım getirisi sağlayacak kripto para birimleri bulmaya çalışıyorsanız yatırım hakkında sağduyulu karar vermek için Regent Coin hakkında olabildiğince çok bilgi kaynağını kendiniz keşfetmelisiniz.
Regent Coin fiyatı bugün $0.02412 USD'ye tekabül ediyor, ancak kripto para birimleri yüksek riskli varlıklar olduğu için fiyat düşebilir ya da yükselebilir ve yatırımınızı kaybedebilirsiniz
Bitcoin'in büyüme paternine göre Regent Coin fiyat tahmini
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Regent Coin, Bitcoin'in geçmiş yıllık ortama büyümesine göre %1 oranında büyüme gösterirse | $0.02475 | $0.025394 | $0.026054 | $0.026731 |
| Regent Coin, Bitcoin'in geçmiş yıllık ortama büyümesine göre %2 oranında büyüme gösterirse | $0.025377 | $0.026697 | $0.028084 | $0.029544 |
| Regent Coin, Bitcoin'in geçmiş yıllık ortama büyümesine göre %5 oranında büyüme gösterirse | $0.027258 | $0.0308016 | $0.0348047 | $0.039328 |
| Regent Coin, Bitcoin'in geçmiş yıllık ortama büyümesine göre %10 oranında büyüme gösterirse | $0.030394 | $0.038294 | $0.048248 | $0.060789 |
| Regent Coin, Bitcoin'in geçmiş yıllık ortama büyümesine göre %20 oranında büyüme gösterirse | $0.036664 | $0.055725 | $0.084694 | $0.128724 |
| Regent Coin, Bitcoin'in geçmiş yıllık ortama büyümesine göre %50 oranında büyüme gösterirse | $0.055476 | $0.127576 | $0.293382 | $0.67468 |
| Regent Coin, Bitcoin'in geçmiş yıllık ortama büyümesine göre %100 oranında büyüme gösterirse | $0.086828 | $0.312524 | $1.12 | $4.04 |
Soru Kutusu
REGENT iyi bir yatırım mı?
Regent Coin satın alma kararı tamamen bireysel risk toleransınıza bağlıdır. Gördüğünüz gibi, Regent Coin değeri son 24 saat içinde -0.214% oranında düşmüştür, ve Regent Coin son 30 günlük sürede oranında azalmıştır. Bu nedenle, Regent Coin'a yatırım yapma kararı, bu yatırımın ticaret hedeflerinize uyup uymadığına bağlı olacaktır.
Regent Coin yükselebilir mi?
Regent Coin ortalama değeri yıl sonuna kadar $0.024879 seviyesine kadar yükselebilir gibi görünmektedir. Regent Coin'ın uzun vadeli beş yıllık görünümüne bakıldığında, dijital para birimi $0.078215 seviyesine kadar büyüyebilir. Ancak piyasanın öngörülemezliği göz önüne alındığında, herhangi bir projeye, ağa veya varlığa yatırım yapmadan önce detaylı bir araştırma yapmanız önemlidir.
Önümüzdeki hafta Regent Coin fiyatı ne olacak?
Yeni deneysel Regent Coin tahminimize göre, Regent Coin fiyatı önümüzdeki hafta 0.86% oranında artacak ve $0.02433 seviyesine ulaşacaktır 13 Ocak 2026 itibariyle.
Önümüzdeki ay Regent Coin fiyatı ne olacak?
Yeni deneysel Regent Coin tahminimize göre, Regent Coin fiyatı önümüzdeki ay -11.62% oranında düşecek ve $0.02132 seviyesine ulaşacaktır 5 Şubat 2026 itibariyle.
2026 yılında Regent Coin fiyatı ne kadar yükselebilir?
Son Regent Coin değer tahminimize göre, REGENT fiyatı $0.008334 ve $0.024879 aralığında dalgalanması beklenmektedir. Ancak, kripto para piyasasının son derece dalgalı olduğunu ve bu Regent Coin fiyat tahmininin ani ve aşırı fiyat dalgalanmalarını dikkate almadığını unutmamak önemlidir.
5 yıl içinde Regent Coin nerede olacak?
Regent Coin'ın geleceği $0.078215 seviyesine kadar artış gösteren bir eğilimde görünmektedir. Regent Coin'ın 2030 tahminine dayanarak, Regent Coin değeri yaklaşık olarak $0.078215 seviyesine ulaşabilirken, en düşük zirve yaklaşık $0.027052 seviyesinde beklenmektedir.
2026 yılında Regent Coin ne kadar olacak?
Yeni deneysel Regent Coin fiyat tahmin simülasyonumuza göre, 2026 yılında REGENT'ın değeri 3.13% oranında artacaktır ve en iyi durumda $0.024879 seviyesine ulaşacaktır. Fiyat, 2026 yılı boyunca $0.024879 ve $0.008334 arasında olacaktır.
2027 yılında Regent Coin ne kadar olacak?
Son deneysel simülasyonumuza göre, 2027 yılında REGENT'ın değeri -12.62% oranında düşecektir ve en iyi durumda $0.021078 seviyesine ulaşacaktır. Fiyat, 2027 yılı boyunca $0.021078 ve $0.008023 arasında olacaktır.
2028 yılında Regent Coin ne kadar olacak?
Yeni deneysel Regent Coin fiyat tahmin modelimize göre, REGENT'ın değeri 2028 yılında 47.02% oranında artacaktır, en iyi durumda $0.035466 seviyesine ulaşacaktır. Fiyat, yıl boyunca $0.035466 ve $0.01448 arasında olacaktır.
2029 yılında Regent Coin ne kadar olacak?
Deneysel tahmin modelimize göre, Regent Coin değeri 333.75% oranında artacaktır ve 2029 yılında en iyi durumda $0.104637 seviyesine ulaşacaktır. Fiyat aralığı $0.104637 ve $0.0318089 arasında olacaktır.
2030 yılında Regent Coin ne kadar olacak?
Yeni deneysel simülasyona göre, REGENT'ın değeri 224.23% oranında artacaktır, $0.078215 seviyesine ulaşacaktır. Fiyat 2030 yılı boyunca $0.078215 ve $0.027052 arasında olacaktır.
2031 yılında Regent Coin ne kadar olacak?
Regent Coin'ın değeri 2031 yılında 195.98% oranında artacaktır, ve en iyi durumda $0.0714021 seviyesine ulaşacaktır. Yıl boyunca fiyat $0.0714021 ve $0.031984 arasında olacaktır.
2032 yılında Regent Coin ne kadar olacak?
Regent Coin fiyatı 449.04% oranında artacaktır, 2032 yılında $0.132447 seviyesine ulaşabilir. Fiyat $0.132447 ve $0.048821 arasında olacaktır.
2033 yılında Regent Coin ne kadar olacak?
REGENT'ın değeri 1362.43% oranında artacaktır, ve 2033 yılı için $0.352791 seviyesine ulaşacaktır. Fiyat aralığı $0.352791 ve $0.113449 arasında olacaktır.
2034 yılında Regent Coin ne kadar olacak?
Yeni simülasyon sonuçlarına göre, REGENT'ın değeri 746.96% oranında artacaktır, ve $0.204317 seviyesine ulaşacaktır. Yıl boyunca fiyat aralığı $0.204317 ve $0.0912083 arasında olacaktır.
2035 yılında Regent Coin ne kadar olacak?
Deneysel tahminimize göre, 2035 yılında REGENT'ın değeri 897.93% oranında artacaktır, ve en iyi durumda $0.240737 seviyesine ulaşacaktır. Yıl boyunca fiyat $0.240737 ve $0.107836 arasında olacaktır.
2036 yılında Regent Coin ne kadar olacak?
REGENT'ın değeri 2036 yılında 1964.7% oranında artacaktır, ve $0.498079 seviyesine ulaşacaktır. Fiyat $0.498079 ve $0.1785033 arasında olacaktır.
2037 yılında Regent Coin ne kadar olacak?
Deneysel simülasyonumuza göre, 2037 yılında Regent Coin'ın değeri 4830.69% oranında artacaktır, ve en iyi durumda $1.18 seviyesine ulaşacaktır. Fiyat 2037 yılı boyunca $1.18 ve $0.463567 arasında olacaktır.
İlgili Tahminler
Voxel X Network Fiyat Tahmini- Shib Original Vision Fiyat Tahmini
- Bob's Repair Fiyat Tahmini
- ShredN Fiyat Tahmini
- Voltage Finance Fiyat Tahmini
- Sheesha Finance Polygon Fiyat Tahmini
- GAX Liquidity Token Reward Fiyat Tahmini
- All Your Base Fiyat Tahmini
- Sentre Fiyat Tahmini
- Autobahn Network Fiyat Tahmini
- The HUSL Fiyat Tahmini
- SocialGood Fiyat Tahmini
- KittenFinance Fiyat Tahmini
- MAD Bucks Fiyat Tahmini
- CrocBot Fiyat Tahmini
- Zyberswap Fiyat Tahmini
- Solarbeam Fiyat Tahmini
- Dev Protocol Fiyat Tahmini
- Shard Coin Fiyat Tahmini
- Douglas Adams Fiyat Tahmini
- Propel Fiyat Tahmini
- EquityPay Fiyat Tahmini
- KCAL Fiyat Tahmini
- Town Star Fiyat Tahmini
- MyBit Token Fiyat Tahmini
Voxel X Network Fiyat Tahmini
Shib Original Vision Fiyat Tahmini
Bob's Repair Fiyat Tahmini
ShredN Fiyat Tahmini
Voltage Finance Fiyat Tahmini
Sheesha Finance Polygon Fiyat Tahmini
GAX Liquidity Token Reward Fiyat Tahmini
All Your Base Fiyat Tahmini
Sentre Fiyat Tahmini
Autobahn Network Fiyat Tahmini
The HUSL Fiyat Tahmini
SocialGood Fiyat Tahmini
KittenFinance Fiyat Tahmini
MAD Bucks Fiyat Tahmini
CrocBot Fiyat Tahmini
Zyberswap Fiyat Tahmini
Solarbeam Fiyat Tahmini
Dev Protocol Fiyat Tahmini
Shard Coin Fiyat Tahmini
Douglas Adams Fiyat Tahmini
Propel Fiyat Tahmini
EquityPay Fiyat Tahmini
KCAL Fiyat Tahmini
Town Star Fiyat Tahmini
MyBit Token Fiyat TahminiRegent Coin fiyat hareketlerini nasıl okumalı ve tahmin etmeli?
Regent Coin tüccarları, piyasa yönünü tahmin etmek için göstergeler ve grafik desenleri kullanır. Ayrıca, bir düşüş trendinin ne zaman yavaşlayabileceğini veya bir yükseliş trendinin ne zaman durabileceğini ölçmek için önemli destek ve direnç seviyelerini belirlerler.
Regent Coin Fiyat Tahmin Göstergeleri
Hareketli ortalamalar, Regent Coin fiyat tahmini için popüler araçlardır. Basit bir hareketli ortalama (SMA), REGENT'ın belirli bir dönem boyunca ortalama kapanış fiyatını hesaplar, örneğin 12 günlük SMA. Üssel hareketli ortalama (EMA), yakın fiyatlara daha fazla ağırlık verir ve fiyat değişikliklerine daha hızlı tepki verir.
Kripto piyasasında yaygın olarak kullanılan hareketli ortalamalar arasında 50 günlük, 100 günlük ve 200 günlük ortalamalar bulunur ve bunlar önemli direnç ve destek seviyelerini belirlemeye yardımcı olur. REGENT'ın bu ortalamaların üzerinde bir fiyat hareketi yükseliş olarak görülürken, aşağı düşüş zayıflık belirtir.
Tüccarlar ayrıca REGENT'ın gelecekteki yönünü ölçmek için RSI ve Fibonacci geri çekilme seviyelerini kullanır.
Regent Coin grafiklerini nasıl okumalı ve fiyat hareketlerini tahmin etmeli?
Çoğu tüccar, daha ayrıntılı bilgi sağladığı için basit çizgi grafiklere kıyasla mum grafiklerini tercih eder. Mumlar, Regent Coin'ın fiyat hareketini 5 dakikalık kısa vadeli trendler ve haftalık uzun vadeli trendler gibi farklı zaman dilimlerinde temsil edebilir. Popüler seçenekler arasında 1 saatlik, 4 saatlik ve 1 günlük grafikler bulunur.
Örneğin, 1 saatlik bir mum grafiği, her saat içinde REGENT'ın açılış, kapanış, en yüksek ve en düşük fiyatlarını gösterir. Mumun rengi önemlidir: yeşil, fiyatın açılıştan daha yüksek kapandığını gösterirken, kırmızı bunun tersini ifade eder. Bazı grafikler aynı bilgiyi iletmek için boş ve dolu mumlar kullanır.
Regent Coin fiyatını ne etkiler?
Regent Coin'ın fiyat hareketi, blok ödülü yarılanmaları, hard fork'lar ve protokol güncellemeleri gibi faktörlerden etkilenen arz ve talep tarafından yönlendirilir. Düzenlemeler, şirketler ve hükümetler tarafından benimsenme ve kripto para borsası hackleri gibi gerçek dünya olayları da REGENT'ın fiyatını etkiler. Regent Coin'ın piyasa değeri hızla değişebilir.
Tüccarlar genellikle Regent Coin'ın büyük sahipleri olan REGENT "balinalarının" aktivitelerini izlerler, çünkü onların eylemleri nispeten küçük olan Regent Coin pazarında fiyat hareketlerini önemli ölçüde etkileyebilir.
Yükseliş ve düşüş fiyat tahmin desenleri
Tüccarlar genellikle kripto para fiyat tahminlerinde avantaj elde etmek için mum desenlerini tanımlarlar. Belirli oluşumlar yükseliş trendlerini gösterirken, diğerleri düşüş hareketlerini önerir.
Genellikle takip edilen yükseliş mum desenleri:
- Çekiç
- Yutan Boğa
- Delici Çizgi
- Sabah Yıldızı
- Üç Beyaz Asker
Yaygın düşüş mum desenleri:
- Ayı Harami
- Karanlık Bulut Örtüsü
- Akşam Yıldızı
- Kayan Yıldız
- Asılan Adam