Regent Coin Geleceği Fiyat Tahmini - REGENT
$0.02412
-0.2196%
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)
0.025520
2026 yılına kadar Regent Coin fiyat tahmini $0.024877 olacak
| Yıl | Min. fiyat | Max. fiyat |
|---|---|---|
| 2026 | $0.008334 | $0.024877 |
| 2027 | $0.008023 | $0.021076 |
| 2028 | $0.014479 | $0.035464 |
| 2029 | $0.0318069 | $0.10463 |
| 2030 | $0.02705 | $0.07821 |
| 2031 | $0.031981 | $0.071397 |
| 2032 | $0.048818 | $0.132438 |
| 2033 | $0.113442 | $0.352768 |
| 2034 | $0.0912024 | $0.2043046 |
| 2035 | $0.107829 | $0.240721 |
Yatırım Kârı Hesaplayıcı
Bugün Regent Coin’de $10,000.00 tutarında short açıp Apr 06, 2026 tarihinde kapatırsanız, tahminimize göre yaklaşık $3,954.50 kazanç elde edebilir ve önümüzdeki 90 gün içinde 39.54% getiri sağlayabilirsiniz.
$
≈ $3,954.50
(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' => '$482.35K'
'current_supply' => '2.89M'
'max_supply' => '2.9M'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.02412'
'change_24h_pct' => '-0.2196%'
'ath_price' => '$1.21'
'ath_days' => 787
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '11 Kas 2023'
'ath_pct' => '-98.00%'
'fdv' => '$69.95K'
'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' => '$0.024328'
'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' => '$0.021319'
'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' => '$0.024877'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.02705'
'grand_prediction_max_price' => '$0.07821'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.024579170538291
107 => 0.024670940238842
108 => 0.024877702060061
109 => 0.023110944935689
110 => 0.023904167015268
111 => 0.024370110672163
112 => 0.022264960279136
113 => 0.024328498617467
114 => 0.023080189624833
115 => 0.022656494803761
116 => 0.023226944062787
117 => 0.023004639431764
118 => 0.022813514964177
119 => 0.022706864227329
120 => 0.02312573920497
121 => 0.023106198186599
122 => 0.022420837423049
123 => 0.021526812245876
124 => 0.021826876440711
125 => 0.021717860305611
126 => 0.021322771768645
127 => 0.021589013739388
128 => 0.020416618842215
129 => 0.018399574357412
130 => 0.019732095727816
131 => 0.01968079510456
201 => 0.019654927004016
202 => 0.020656279985689
203 => 0.020560023001645
204 => 0.020385315633055
205 => 0.021319563130814
206 => 0.02097855022673
207 => 0.022029471644373
208 => 0.022721676459368
209 => 0.022546110927805
210 => 0.023197132902024
211 => 0.021833789313716
212 => 0.022286637365901
213 => 0.022379968721836
214 => 0.021308034661711
215 => 0.020575771834665
216 => 0.020526938252509
217 => 0.019257295422444
218 => 0.019935528374066
219 => 0.020532345304306
220 => 0.020246516309586
221 => 0.020156031388756
222 => 0.020618299225492
223 => 0.020654221395463
224 => 0.01983519211327
225 => 0.020005494236322
226 => 0.020715682399821
227 => 0.019987599316757
228 => 0.018573052818059
301 => 0.018222225728747
302 => 0.018175418928006
303 => 0.017223948037343
304 => 0.018245669672399
305 => 0.01779966079826
306 => 0.01920859748766
307 => 0.018403820406954
308 => 0.018369128075492
309 => 0.018316685528229
310 => 0.017497715227868
311 => 0.017677017675369
312 => 0.018273046319397
313 => 0.01848571605433
314 => 0.018463532858625
315 => 0.018270125453879
316 => 0.018358666373366
317 => 0.018073445221999
318 => 0.017972727697087
319 => 0.017654835483925
320 => 0.017187621750544
321 => 0.017252590685759
322 => 0.016326918026806
323 => 0.015822562433042
324 => 0.015682963451988
325 => 0.01549628586028
326 => 0.015704049182702
327 => 0.016324295712468
328 => 0.015576146804928
329 => 0.014293497979495
330 => 0.014370587359431
331 => 0.014543784308104
401 => 0.014221032940064
402 => 0.013915575856683
403 => 0.014181146008166
404 => 0.01363767079197
405 => 0.014609460691498
406 => 0.014583176498125
407 => 0.014945399677585
408 => 0.01517190526527
409 => 0.014649883217712
410 => 0.014518596084449
411 => 0.014593383202224
412 => 0.013357318735781
413 => 0.014844386840035
414 => 0.014857247066753
415 => 0.014747129997928
416 => 0.015538947855367
417 => 0.017209930508745
418 => 0.016581239619423
419 => 0.016337791504794
420 => 0.015874996460926
421 => 0.01649164337883
422 => 0.016444294516725
423 => 0.016230165005766
424 => 0.016100658809413
425 => 0.01633927794707
426 => 0.016071091257576
427 => 0.016022917558865
428 => 0.015731037358181
429 => 0.015626849406239
430 => 0.015549712794464
501 => 0.015464792964186
502 => 0.015652104949076
503 => 0.015227631348371
504 => 0.014715757797582
505 => 0.014673201050383
506 => 0.014790703971028
507 => 0.014738717675706
508 => 0.014672952160001
509 => 0.014547387880348
510 => 0.014510135640831
511 => 0.014631187347043
512 => 0.014494527028483
513 => 0.014696176772792
514 => 0.014641339200129
515 => 0.01433502097696
516 => 0.01395323505736
517 => 0.013949836361853
518 => 0.01386758121173
519 => 0.013762816910903
520 => 0.013733673879095
521 => 0.014158780430744
522 => 0.015038738270287
523 => 0.014865981490778
524 => 0.0149908159688
525 => 0.015604878047445
526 => 0.015800069916755
527 => 0.015661527351291
528 => 0.015471881742752
529 => 0.01548022518706
530 => 0.01612830164107
531 => 0.016168721374559
601 => 0.016270849001188
602 => 0.01640211186267
603 => 0.015683881984198
604 => 0.015446396624373
605 => 0.015333862885701
606 => 0.014987302526631
607 => 0.015361038162049
608 => 0.015143278412247
609 => 0.015172661642227
610 => 0.015153525775155
611 => 0.015163975252538
612 => 0.014609189056416
613 => 0.014811323987579
614 => 0.014475235459806
615 => 0.014025250648826
616 => 0.014023742141954
617 => 0.014133875286949
618 => 0.014068363782795
619 => 0.013892074009574
620 => 0.013917115139796
621 => 0.013697728489538
622 => 0.013943752651261
623 => 0.013950807743903
624 => 0.013856075040612
625 => 0.014235109206539
626 => 0.014390399813582
627 => 0.014328044718905
628 => 0.014386024813913
629 => 0.014873160314917
630 => 0.014952584656792
701 => 0.014987859702976
702 => 0.014940595814138
703 => 0.014394928756624
704 => 0.014419131410981
705 => 0.014241548392028
706 => 0.014091509454251
707 => 0.014097510224911
708 => 0.014174649742625
709 => 0.014511522540656
710 => 0.015220451484376
711 => 0.01524735481957
712 => 0.01527996244665
713 => 0.015147330840033
714 => 0.015107327878364
715 => 0.015160102110446
716 => 0.015426338547994
717 => 0.016111170947856
718 => 0.015869105439327
719 => 0.015672302412918
720 => 0.015844951724793
721 => 0.0158183737165
722 => 0.015594028579344
723 => 0.015587731958549
724 => 0.015157141912867
725 => 0.01499796257704
726 => 0.014864940409655
727 => 0.014719683675503
728 => 0.014633570614448
729 => 0.014765879413915
730 => 0.014796140001785
731 => 0.014506844499388
801 => 0.014467414591395
802 => 0.01470365954353
803 => 0.014599696948195
804 => 0.014706625055645
805 => 0.014731433293786
806 => 0.014727438596063
807 => 0.014618889706505
808 => 0.014688075531735
809 => 0.01452443042978
810 => 0.014346490960104
811 => 0.014232976664471
812 => 0.014133920386045
813 => 0.0141888825665
814 => 0.013992952428874
815 => 0.013930270434553
816 => 0.014664636930877
817 => 0.015207121357482
818 => 0.015199233419072
819 => 0.015151217622613
820 => 0.015079875888723
821 => 0.0154211194558
822 => 0.015302237020411
823 => 0.015388733925116
824 => 0.015410751017628
825 => 0.015477390125535
826 => 0.015501207878787
827 => 0.015429214085966
828 => 0.015187594123958
829 => 0.01458550015117
830 => 0.014305223781516
831 => 0.014212727911158
901 => 0.014216089960371
902 => 0.014123349634232
903 => 0.014150665816609
904 => 0.014113850180766
905 => 0.014044130273139
906 => 0.01418457755867
907 => 0.01420076279997
908 => 0.014167980725307
909 => 0.014175702090619
910 => 0.013904280513816
911 => 0.013924916106804
912 => 0.013810014502805
913 => 0.013788471837214
914 => 0.013498010587931
915 => 0.012983416381795
916 => 0.013268551524863
917 => 0.012924148368105
918 => 0.012793717674082
919 => 0.013411156293454
920 => 0.013349182581151
921 => 0.013243110525012
922 => 0.01308620784663
923 => 0.013028011116967
924 => 0.01267442621038
925 => 0.012653534527796
926 => 0.012828780755097
927 => 0.012747910651052
928 => 0.01263433839707
929 => 0.012222991205782
930 => 0.0117605007704
1001 => 0.011774460449533
1002 => 0.011921570052087
1003 => 0.012349311061948
1004 => 0.012182185249401
1005 => 0.01206093355485
1006 => 0.012038226757273
1007 => 0.012322449868847
1008 => 0.012724685118308
1009 => 0.012913404897848
1010 => 0.012726389327828
1011 => 0.012511555910623
1012 => 0.012524631825286
1013 => 0.012611620027427
1014 => 0.012620761257525
1015 => 0.012480926788156
1016 => 0.012520289372199
1017 => 0.012460494007648
1018 => 0.012093529965778
1019 => 0.012086892749916
1020 => 0.011996833855947
1021 => 0.011994106908429
1022 => 0.011840894263543
1023 => 0.011819458755415
1024 => 0.011515245749651
1025 => 0.011715479671286
1026 => 0.011581173269406
1027 => 0.011378741842095
1028 => 0.011343842587725
1029 => 0.011342793473997
1030 => 0.011550645287007
1031 => 0.011713050801834
1101 => 0.011583509586768
1102 => 0.011554015563149
1103 => 0.011868934572748
1104 => 0.011828858258226
1105 => 0.011794152428314
1106 => 0.012688669363473
1107 => 0.011980589409268
1108 => 0.011671826133444
1109 => 0.011289672947055
1110 => 0.011414103951527
1111 => 0.011440323392441
1112 => 0.010521313867466
1113 => 0.010148471817639
1114 => 0.010020526476395
1115 => 0.0099468921236272
1116 => 0.0099804482228254
1117 => 0.0096448466479706
1118 => 0.0098703764566108
1119 => 0.0095797738604814
1120 => 0.0095310533895377
1121 => 0.010050686830171
1122 => 0.01012299078778
1123 => 0.009814519641539
1124 => 0.010012608054368
1125 => 0.0099407784422413
1126 => 0.009584755407912
1127 => 0.0095711579467288
1128 => 0.0093925181029172
1129 => 0.0091129813388419
1130 => 0.0089852255366867
1201 => 0.0089186892056976
1202 => 0.0089461433926309
1203 => 0.0089322617156055
1204 => 0.008841674383086
1205 => 0.0089374540754677
1206 => 0.0086927765403337
1207 => 0.0085953439743425
1208 => 0.0085513359447027
1209 => 0.0083341705491578
1210 => 0.0086797772673594
1211 => 0.0087478661446838
1212 => 0.0088160891781303
1213 => 0.0094099241064389
1214 => 0.0093802577915806
1215 => 0.0096484268298175
1216 => 0.0096380062741228
1217 => 0.0095615201203673
1218 => 0.0092388376190342
1219 => 0.0093674531128031
1220 => 0.0089715946142681
1221 => 0.0092681987171319
1222 => 0.0091328409910683
1223 => 0.0092224341337922
1224 => 0.0090613375848867
1225 => 0.0091504950665645
1226 => 0.0087640125434283
1227 => 0.0084031206012796
1228 => 0.0085483540538928
1229 => 0.0087062394263432
1230 => 0.0090485751422605
1231 => 0.0088446828140685
]
'min_raw' => 0.0083341705491578
'max_raw' => 0.024877702060061
'avg_raw' => 0.016605936304609
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.008334'
'max' => '$0.024877'
'avg' => '$0.0166059'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.015787899450842
'max_diff' => 0.0007556320600609
'year' => 2026
]
1 => [
'items' => [
101 => 0.0089180102053089
102 => 0.0086723757195107
103 => 0.008165561613287
104 => 0.0081684301260883
105 => 0.0080904678173913
106 => 0.0080230969999936
107 => 0.0088681023006648
108 => 0.0087630125339693
109 => 0.0085955657445488
110 => 0.0088196999262591
111 => 0.0088789645613911
112 => 0.0088806517422371
113 => 0.0090441742554724
114 => 0.0091314462500991
115 => 0.0091468283174105
116 => 0.009404134525124
117 => 0.0094903801719987
118 => 0.0098456137855344
119 => 0.0091240418310905
120 => 0.0091091815315323
121 => 0.0088228539538376
122 => 0.0086412604774037
123 => 0.008835287814529
124 => 0.0090071695478493
125 => 0.0088281947984103
126 => 0.0088515651223239
127 => 0.0086113061439764
128 => 0.0086971874234999
129 => 0.0087711599508833
130 => 0.0087303166691664
131 => 0.008669172299599
201 => 0.0089930772058305
202 => 0.0089748012216274
203 => 0.0092764289168518
204 => 0.0095115692748826
205 => 0.0099329828328406
206 => 0.0094932158163258
207 => 0.0094771889583284
208 => 0.0096338540660416
209 => 0.0094903561873869
210 => 0.0095810418933183
211 => 0.0099183719636195
212 => 0.0099254992164472
213 => 0.0098061085486366
214 => 0.0097988436156501
215 => 0.0098217738993939
216 => 0.0099560772874959
217 => 0.0099091475569668
218 => 0.0099634558292504
219 => 0.010031369155339
220 => 0.010312287466695
221 => 0.010380015920518
222 => 0.010215470890904
223 => 0.010230327464746
224 => 0.010168783106808
225 => 0.010109332028189
226 => 0.010242969370792
227 => 0.010487194241048
228 => 0.010485674930805
301 => 0.010542330353651
302 => 0.010577626212726
303 => 0.010426110547431
304 => 0.010327479420709
305 => 0.010365300870756
306 => 0.010425778193025
307 => 0.010345688890237
308 => 0.0098513406124589
309 => 0.010001294300847
310 => 0.0099763346747381
311 => 0.0099407891319654
312 => 0.010091568725197
313 => 0.0100770256656
314 => 0.0096414045687499
315 => 0.009669291618001
316 => 0.0096431004725796
317 => 0.0097277294216404
318 => 0.0094857859464091
319 => 0.0095602061298761
320 => 0.0096068817713007
321 => 0.009634374082679
322 => 0.0097336951630316
323 => 0.0097220409806119
324 => 0.0097329707226892
325 => 0.0098802376650592
326 => 0.010625063323654
327 => 0.010665602540887
328 => 0.010465972608713
329 => 0.01054572082909
330 => 0.010392621684985
331 => 0.010495398166098
401 => 0.010565715224236
402 => 0.010247965959704
403 => 0.010229150910434
404 => 0.010075419871701
405 => 0.010158026224145
406 => 0.010026593577799
407 => 0.010058842551894
408 => 0.0099686716089107
409 => 0.010130961353424
410 => 0.010312426505067
411 => 0.010358271768648
412 => 0.010237672617794
413 => 0.010150350884703
414 => 0.0099970426869643
415 => 0.010251997636501
416 => 0.010326554233356
417 => 0.010251606022437
418 => 0.010234238884316
419 => 0.010201328188959
420 => 0.010241221043915
421 => 0.010326148182118
422 => 0.010286098112099
423 => 0.010312551888938
424 => 0.010211737370646
425 => 0.01042616070542
426 => 0.010766716564829
427 => 0.010767811507603
428 => 0.0107277612217
429 => 0.010711373507604
430 => 0.010752467531395
501 => 0.010774759353537
502 => 0.010907649891123
503 => 0.011050246732545
504 => 0.011715683971586
505 => 0.011528831857654
506 => 0.01211924736317
507 => 0.012586189372175
508 => 0.012726204863776
509 => 0.012597397199741
510 => 0.01215675313913
511 => 0.012135133039313
512 => 0.012793641300989
513 => 0.012607582555476
514 => 0.012585451459732
515 => 0.012350013992084
516 => 0.012489186694962
517 => 0.012458747583302
518 => 0.012410697956415
519 => 0.01267622977865
520 => 0.013173281645685
521 => 0.013095811450885
522 => 0.013037983544206
523 => 0.012784598490586
524 => 0.012937192888466
525 => 0.012882856946134
526 => 0.013116318636832
527 => 0.012978021103072
528 => 0.012606172977485
529 => 0.012665391017112
530 => 0.012656440329553
531 => 0.012840644845275
601 => 0.012785351221892
602 => 0.012645643362157
603 => 0.01317158277644
604 => 0.013137431196305
605 => 0.013185850328799
606 => 0.013207165928333
607 => 0.013527295981716
608 => 0.013658443021567
609 => 0.013688215695666
610 => 0.013812795240249
611 => 0.013685116043107
612 => 0.014195923865398
613 => 0.014535581260759
614 => 0.014930110804081
615 => 0.015506624506417
616 => 0.015723398991546
617 => 0.01568424062108
618 => 0.016121346730532
619 => 0.016906816692894
620 => 0.015843006557919
621 => 0.01696320121318
622 => 0.016608560518594
623 => 0.015767713811443
624 => 0.015713573196434
625 => 0.016283004348948
626 => 0.017545947839505
627 => 0.017229594819307
628 => 0.017546465279716
629 => 0.017176819056083
630 => 0.017158463005457
701 => 0.0175285123877
702 => 0.018393152939652
703 => 0.017982394623986
704 => 0.017393471856408
705 => 0.017828323263334
706 => 0.017451614731056
707 => 0.016602784973756
708 => 0.017229352910114
709 => 0.016810384774699
710 => 0.016932661950184
711 => 0.017813270654021
712 => 0.017707313484974
713 => 0.017844431873091
714 => 0.017602421507077
715 => 0.017376345663689
716 => 0.016954358313392
717 => 0.016829428662695
718 => 0.016863954723649
719 => 0.016829411553293
720 => 0.016593313509066
721 => 0.016542328158895
722 => 0.016457350341556
723 => 0.016483688520469
724 => 0.016323905362734
725 => 0.016625449194264
726 => 0.016681418386591
727 => 0.01690085684051
728 => 0.016923639668755
729 => 0.017534772639409
730 => 0.017198170868845
731 => 0.017423992397338
801 => 0.017403792794315
802 => 0.015785937509257
803 => 0.01600886369308
804 => 0.016355666877019
805 => 0.016199432512735
806 => 0.015978553674849
807 => 0.015800182170482
808 => 0.015529931101943
809 => 0.015910304291199
810 => 0.016410454586892
811 => 0.016936324305628
812 => 0.01756812231634
813 => 0.017427112355289
814 => 0.016924513281287
815 => 0.016947059508598
816 => 0.01708643141422
817 => 0.016905932133167
818 => 0.016852699371419
819 => 0.017079118050201
820 => 0.017080677271204
821 => 0.016872991034285
822 => 0.01664218578813
823 => 0.016641218705721
824 => 0.016600149141482
825 => 0.017184125240325
826 => 0.017505253048046
827 => 0.017542069833677
828 => 0.017502774985032
829 => 0.017517898012719
830 => 0.017331040816974
831 => 0.017758140955666
901 => 0.018150090278755
902 => 0.018045039487391
903 => 0.017887553417287
904 => 0.017762108176892
905 => 0.018015488575461
906 => 0.018004205945171
907 => 0.018146666943347
908 => 0.018140204089575
909 => 0.018092299814117
910 => 0.018045041198204
911 => 0.01823241626843
912 => 0.018178455257356
913 => 0.018124410429928
914 => 0.018016015254672
915 => 0.018030747959242
916 => 0.017873289081328
917 => 0.017800441399577
918 => 0.016704987052071
919 => 0.016412245855414
920 => 0.016504348195178
921 => 0.016534670676865
922 => 0.016407269332922
923 => 0.016589930133417
924 => 0.016561462641145
925 => 0.016672213000647
926 => 0.016603020984252
927 => 0.01660586064874
928 => 0.016809339615665
929 => 0.016868410425425
930 => 0.016838366534821
1001 => 0.016859408245956
1002 => 0.017344305597901
1003 => 0.017275368700598
1004 => 0.01723874734787
1005 => 0.017248891712851
1006 => 0.017372793382589
1007 => 0.017407479085335
1008 => 0.017260513325478
1009 => 0.017329823227426
1010 => 0.017624935993183
1011 => 0.017728208759262
1012 => 0.018057805854846
1013 => 0.017917787150521
1014 => 0.018174797542178
1015 => 0.018964759864832
1016 => 0.019595836429403
1017 => 0.019015472340281
1018 => 0.020174364084
1019 => 0.021076727539633
1020 => 0.021042093327241
1021 => 0.020884745386708
1022 => 0.019857428583044
1023 => 0.018912076343882
1024 => 0.019702903633718
1025 => 0.019704919615115
1026 => 0.019636986849568
1027 => 0.01921506227711
1028 => 0.019622304789021
1029 => 0.019654630220729
1030 => 0.019636536574998
1031 => 0.019313047994549
1101 => 0.018819140722886
1102 => 0.018915649021522
1103 => 0.019073731583404
1104 => 0.018774448314285
1105 => 0.018678809175589
1106 => 0.018856620530516
1107 => 0.019429565764558
1108 => 0.019321253786908
1109 => 0.019318425323448
1110 => 0.019781829895261
1111 => 0.019450132230809
1112 => 0.018916866300231
1113 => 0.018782209619846
1114 => 0.01830426912009
1115 => 0.018634384325637
1116 => 0.018646264584192
1117 => 0.018465463859809
1118 => 0.018931537282565
1119 => 0.018927242333923
1120 => 0.019369709682955
1121 => 0.020215541071157
1122 => 0.019965387108831
1123 => 0.019674485267319
1124 => 0.019706114363325
1125 => 0.020053007479243
1126 => 0.019843267982559
1127 => 0.019918691767923
1128 => 0.020052893316311
1129 => 0.02013386044249
1130 => 0.019694464439881
1201 => 0.019592020212932
1202 => 0.019382455277633
1203 => 0.019327783697728
1204 => 0.019498469964813
1205 => 0.019453500163871
1206 => 0.018645266094463
1207 => 0.018560801137238
1208 => 0.018563391556888
1209 => 0.018351000405856
1210 => 0.018027052920815
1211 => 0.018878367569603
1212 => 0.018809995089165
1213 => 0.01873451716237
1214 => 0.018743762777731
1215 => 0.01911328961304
1216 => 0.018898945387009
1217 => 0.019468814642241
1218 => 0.019351666655203
1219 => 0.019231514264337
1220 => 0.019214905543988
1221 => 0.019168657124425
1222 => 0.019010054085465
1223 => 0.018818531385355
1224 => 0.01869207150933
1225 => 0.017242447908196
1226 => 0.017511489616494
1227 => 0.017820997577967
1228 => 0.017927838485993
1229 => 0.017745079719649
1230 => 0.019017270515488
1231 => 0.019249712033023
]
'min_raw' => 0.0080230969999936
'max_raw' => 0.021076727539633
'avg_raw' => 0.014549912269813
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.008023'
'max' => '$0.021076'
'avg' => '$0.014549'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.00031107354916414
'max_diff' => -0.0038009745204282
'year' => 2027
]
2 => [
'items' => [
101 => 0.018545631514624
102 => 0.01841392679705
103 => 0.019025905054846
104 => 0.018656807354095
105 => 0.018823012026143
106 => 0.018463768434271
107 => 0.019193723678131
108 => 0.019188162642182
109 => 0.018904193565534
110 => 0.019144202284581
111 => 0.019102494863322
112 => 0.018781894475171
113 => 0.01920388728228
114 => 0.019204096585447
115 => 0.018930782523193
116 => 0.018611611534622
117 => 0.018554551300348
118 => 0.018511564078786
119 => 0.018812439804803
120 => 0.019082204039936
121 => 0.019584168401294
122 => 0.019710374168118
123 => 0.020202963678027
124 => 0.019909650608624
125 => 0.02003967249325
126 => 0.02018082964173
127 => 0.020248505569594
128 => 0.02013823127683
129 => 0.02090342554365
130 => 0.020968031384716
131 => 0.020989693164387
201 => 0.020731673962933
202 => 0.02096085540397
203 => 0.0208536289974
204 => 0.021132602318942
205 => 0.021176348897869
206 => 0.021139297101847
207 => 0.021153182956492
208 => 0.02050022463928
209 => 0.020466365305903
210 => 0.02000469089276
211 => 0.020192826628641
212 => 0.019841115887992
213 => 0.019952646986873
214 => 0.020001808832553
215 => 0.01997612947428
216 => 0.020203463540871
217 => 0.020010183142987
218 => 0.019500084394734
219 => 0.018989846670418
220 => 0.01898344105142
221 => 0.018849104465051
222 => 0.01875200371808
223 => 0.018770708766781
224 => 0.01883662779814
225 => 0.018748172384143
226 => 0.018767048831522
227 => 0.019080523631134
228 => 0.019143388766596
229 => 0.018929748473302
301 => 0.018071951867578
302 => 0.017861446428913
303 => 0.018012753563721
304 => 0.01794043849871
305 => 0.014479334062275
306 => 0.015292469210327
307 => 0.014809331916815
308 => 0.015031983809743
309 => 0.014538825740863
310 => 0.014774186619962
311 => 0.014730724059595
312 => 0.016038221315246
313 => 0.016017806544002
314 => 0.016027578014671
315 => 0.015561160260231
316 => 0.016304176407676
317 => 0.016670212879904
318 => 0.01660246927064
319 => 0.016619518877613
320 => 0.016326550141766
321 => 0.016030414592432
322 => 0.015701954693286
323 => 0.016312192587028
324 => 0.016244344550353
325 => 0.016399963535534
326 => 0.016795746430331
327 => 0.016854026965023
328 => 0.016932356594672
329 => 0.016904280998326
330 => 0.017573155606791
331 => 0.017492150478329
401 => 0.017687349531157
402 => 0.017285810269703
403 => 0.016831430480912
404 => 0.016917793223967
405 => 0.016909475797325
406 => 0.016803585409881
407 => 0.016707992302775
408 => 0.016548856712636
409 => 0.017052385267474
410 => 0.017031942927698
411 => 0.01736288064704
412 => 0.017304384190589
413 => 0.016913730537897
414 => 0.016927682809528
415 => 0.017021518541476
416 => 0.017346285081148
417 => 0.017442697901914
418 => 0.017398035641949
419 => 0.017503747898507
420 => 0.017587298555854
421 => 0.017514240574701
422 => 0.018548587522185
423 => 0.018119054555172
424 => 0.018328405934623
425 => 0.018378335005052
426 => 0.018250442741043
427 => 0.018278177993628
428 => 0.01832018934389
429 => 0.018575274036017
430 => 0.019244690077506
501 => 0.019541169885413
502 => 0.020433144015556
503 => 0.019516551364565
504 => 0.019462164549892
505 => 0.019622836025769
506 => 0.020146519265214
507 => 0.020570915343718
508 => 0.020711712006955
509 => 0.020730320610302
510 => 0.02099446451052
511 => 0.021145866868132
512 => 0.020962390493359
513 => 0.020806913476515
514 => 0.0202500141007
515 => 0.020314476719837
516 => 0.02075856024119
517 => 0.021385854371489
518 => 0.021924137994116
519 => 0.02173564983055
520 => 0.02317368146665
521 => 0.023316256429537
522 => 0.023296557179667
523 => 0.023621364163122
524 => 0.022976688446755
525 => 0.022701077088004
526 => 0.020840529372296
527 => 0.021363267389655
528 => 0.022123097797213
529 => 0.022022531393555
530 => 0.021470722241261
531 => 0.021923719397392
601 => 0.021773944371044
602 => 0.021655810593592
603 => 0.022197004329459
604 => 0.02160193958586
605 => 0.022117161571195
606 => 0.021456384045714
607 => 0.021736510828604
608 => 0.021577497318428
609 => 0.021680398547475
610 => 0.021078840065084
611 => 0.021403426420176
612 => 0.021065336205572
613 => 0.021065175906789
614 => 0.021057712546563
615 => 0.021455474184723
616 => 0.021468445177463
617 => 0.021174498725879
618 => 0.021132136449899
619 => 0.021288771987164
620 => 0.021105392795939
621 => 0.021191194765338
622 => 0.021107991650184
623 => 0.021089260876437
624 => 0.020940010884443
625 => 0.020875709884178
626 => 0.020900923963214
627 => 0.020814855312714
628 => 0.020762995837548
629 => 0.021047396391669
630 => 0.020895452648288
701 => 0.021024108833816
702 => 0.020877488872701
703 => 0.020369240208203
704 => 0.020076941026618
705 => 0.019116906414058
706 => 0.019389171039261
707 => 0.019569682767449
708 => 0.019510023642359
709 => 0.019638194528068
710 => 0.019646063179489
711 => 0.019604393517998
712 => 0.019556145388205
713 => 0.019532660866911
714 => 0.01970769524813
715 => 0.019809308597814
716 => 0.019587799534308
717 => 0.019535903059969
718 => 0.019759860953025
719 => 0.019896475138413
720 => 0.020905157526437
721 => 0.020830431077131
722 => 0.021017979800564
723 => 0.020996864692475
724 => 0.021193445633488
725 => 0.021514772390739
726 => 0.020861425248873
727 => 0.020974823721656
728 => 0.020947021034883
729 => 0.021250563478819
730 => 0.021251511105196
731 => 0.021069522246987
801 => 0.021168181359454
802 => 0.021113112549446
803 => 0.021212629332127
804 => 0.020829433059842
805 => 0.021296124756003
806 => 0.021560708874778
807 => 0.021564382625524
808 => 0.021689793397954
809 => 0.021817218006045
810 => 0.02206179844493
811 => 0.02181039679035
812 => 0.021358149687218
813 => 0.021390800467315
814 => 0.02112564815622
815 => 0.021130105414473
816 => 0.021106312220596
817 => 0.021177717386489
818 => 0.020845102478295
819 => 0.020923166532427
820 => 0.020813876399499
821 => 0.020974586146251
822 => 0.020801689025019
823 => 0.020947007627586
824 => 0.021009722319065
825 => 0.021241140880777
826 => 0.020767508315294
827 => 0.019801739452168
828 => 0.020004755776013
829 => 0.019704478686458
830 => 0.019732270474332
831 => 0.019788414308867
901 => 0.019606433772019
902 => 0.019641149923584
903 => 0.019639909618356
904 => 0.019629221337971
905 => 0.019581881171915
906 => 0.019513228565167
907 => 0.019786719420292
908 => 0.019833190845897
909 => 0.019936491068424
910 => 0.020243842461457
911 => 0.020213130809448
912 => 0.020263222788088
913 => 0.02015387227997
914 => 0.019737342930779
915 => 0.019759962478423
916 => 0.019477896356846
917 => 0.019929278003525
918 => 0.019822384871644
919 => 0.01975347017414
920 => 0.019734666160436
921 => 0.020042779418123
922 => 0.020134971733907
923 => 0.020077523669507
924 => 0.019959696013394
925 => 0.020185959945749
926 => 0.020246498628739
927 => 0.020260051007279
928 => 0.020660947313607
929 => 0.020282456657401
930 => 0.020373563120223
1001 => 0.021084349735678
1002 => 0.020439764357309
1003 => 0.0207812156082
1004 => 0.020764503346295
1005 => 0.020939178252171
1006 => 0.020750174905635
1007 => 0.020752517828634
1008 => 0.020907617311549
1009 => 0.020689808060134
1010 => 0.020635875426426
1011 => 0.02056136787923
1012 => 0.020724052382728
1013 => 0.020821574384987
1014 => 0.02160753010118
1015 => 0.022115293337777
1016 => 0.022093249996546
1017 => 0.02229468487199
1018 => 0.022203936615671
1019 => 0.021910886557833
1020 => 0.022411087272914
1021 => 0.022252802837376
1022 => 0.022265851613926
1023 => 0.022265365937811
1024 => 0.022370611249979
1025 => 0.022296035300717
1026 => 0.022149038449657
1027 => 0.022246621819446
1028 => 0.022536409541027
1029 => 0.023435919520585
1030 => 0.023939297222068
1031 => 0.023405615550896
1101 => 0.023773742021388
1102 => 0.023552997315966
1103 => 0.023512881436405
1104 => 0.023744092064206
1105 => 0.023975707395604
1106 => 0.023960954500295
1107 => 0.023792813663279
1108 => 0.023697835170864
1109 => 0.024417044135557
1110 => 0.024946945049338
1111 => 0.024910809359519
1112 => 0.025070300542424
1113 => 0.025538571588311
1114 => 0.025581384424183
1115 => 0.025575990990905
1116 => 0.025469874910139
1117 => 0.025930948567494
1118 => 0.026315584324279
1119 => 0.02544531210343
1120 => 0.025776700372429
1121 => 0.025925471243046
1122 => 0.02614391101944
1123 => 0.026512455536974
1124 => 0.026912792634622
1125 => 0.026969404689702
1126 => 0.026929235727486
1127 => 0.026665202649949
1128 => 0.02710325627921
1129 => 0.027359857821609
1130 => 0.027512658167886
1201 => 0.027900134422491
1202 => 0.025926390001295
1203 => 0.024529275598511
1204 => 0.024311096009939
1205 => 0.024754772782788
1206 => 0.024871766809532
1207 => 0.024824606664049
1208 => 0.023252027383631
1209 => 0.024302816705481
1210 => 0.025433377662915
1211 => 0.025476807113645
1212 => 0.026042789567851
1213 => 0.026227096655346
1214 => 0.026682786715998
1215 => 0.026654283178633
1216 => 0.02676523645679
1217 => 0.026739730219585
1218 => 0.02758380010008
1219 => 0.028514934523857
1220 => 0.028482692299588
1221 => 0.028348830709487
1222 => 0.028547637997579
1223 => 0.029508668509346
1224 => 0.029420192220023
1225 => 0.029506139398708
1226 => 0.030639248533387
1227 => 0.032112451591365
1228 => 0.031428000863765
1229 => 0.032913061997264
1230 => 0.033847829261094
1231 => 0.035464412587149
]
'min_raw' => 0.014479334062275
'max_raw' => 0.035464412587149
'avg_raw' => 0.024971873324712
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.014479'
'max' => '$0.035464'
'avg' => '$0.024971'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.0064562370622809
'max_diff' => 0.014387685047516
'year' => 2028
]
3 => [
'items' => [
101 => 0.035262008392886
102 => 0.035891332418682
103 => 0.034899662642125
104 => 0.032622588385622
105 => 0.032262232668241
106 => 0.032983673940099
107 => 0.034757266909753
108 => 0.032927817185803
109 => 0.033297912482278
110 => 0.033191325011995
111 => 0.033185645418672
112 => 0.033402412395264
113 => 0.033087980589911
114 => 0.031806928849704
115 => 0.032394027312956
116 => 0.03216732040151
117 => 0.032418868621879
118 => 0.03377637062083
119 => 0.033176186628288
120 => 0.032543941547133
121 => 0.033336917185317
122 => 0.034346647668717
123 => 0.034283460549726
124 => 0.034160851128716
125 => 0.034851994015326
126 => 0.03599355957814
127 => 0.036302120162587
128 => 0.036529893277782
129 => 0.036561299342109
130 => 0.036884801323438
131 => 0.035145249636835
201 => 0.037905962838331
202 => 0.038382661745066
203 => 0.038293062107745
204 => 0.038822892880025
205 => 0.038667003226311
206 => 0.038441143576416
207 => 0.039281038048717
208 => 0.038318166812213
209 => 0.036951492314114
210 => 0.036201707654701
211 => 0.03718908457762
212 => 0.03779204120974
213 => 0.038190557188328
214 => 0.038311147882659
215 => 0.035280286082397
216 => 0.033646819671358
217 => 0.034693852913104
218 => 0.035971305730408
219 => 0.035138153321934
220 => 0.03517081131898
221 => 0.033982954933099
222 => 0.036076404662968
223 => 0.035771406646009
224 => 0.037353736897521
225 => 0.036976101084004
226 => 0.038266429978405
227 => 0.037926643136879
228 => 0.039337079318828
301 => 0.039899740497842
302 => 0.040844536188627
303 => 0.041539531744779
304 => 0.041947646428498
305 => 0.041923144753687
306 => 0.043540298452509
307 => 0.042586719415361
308 => 0.041388799403379
309 => 0.041367132809751
310 => 0.041987552558614
311 => 0.043287782148386
312 => 0.043624912763443
313 => 0.043813322785055
314 => 0.043524766278356
315 => 0.042489724577156
316 => 0.042042798818359
317 => 0.04242359251354
318 => 0.041957914546308
319 => 0.04276180536391
320 => 0.04386571915829
321 => 0.043637765325099
322 => 0.044399780812709
323 => 0.045188386676018
324 => 0.046316128479056
325 => 0.046610961946528
326 => 0.047098310456746
327 => 0.047599952159407
328 => 0.047761065954679
329 => 0.048068682180528
330 => 0.048067060891174
331 => 0.048994083092728
401 => 0.05001661728853
402 => 0.050402600275724
403 => 0.051290146871552
404 => 0.04977025442954
405 => 0.050923110306072
406 => 0.051963015164558
407 => 0.050723197722026
408 => 0.052431997226141
409 => 0.052498346038663
410 => 0.053500134334805
411 => 0.05248462997725
412 => 0.051881626731338
413 => 0.053622474508048
414 => 0.054464815911006
415 => 0.054211095825234
416 => 0.052280273444797
417 => 0.051156452002515
418 => 0.048215194519096
419 => 0.051699241061073
420 => 0.053396218500639
421 => 0.052275878683188
422 => 0.052840912920835
423 => 0.05592355650847
424 => 0.057097227600251
425 => 0.056853112217741
426 => 0.056894363698904
427 => 0.057527655316391
428 => 0.060336019108394
429 => 0.058653182426863
430 => 0.059939648015206
501 => 0.060621984724566
502 => 0.061255777087258
503 => 0.05969938335662
504 => 0.057674537981025
505 => 0.057033184453347
506 => 0.052164482967827
507 => 0.051911045911807
508 => 0.051768784012334
509 => 0.050871842859502
510 => 0.050167092806236
511 => 0.049606649398186
512 => 0.048135878532896
513 => 0.048632220525
514 => 0.046288118739463
515 => 0.047787791991983
516 => 0.044046548941949
517 => 0.047162367325655
518 => 0.045466569038281
519 => 0.046605251979904
520 => 0.046601279222391
521 => 0.044504602907109
522 => 0.043295283764972
523 => 0.044065908989747
524 => 0.044892080403011
525 => 0.045026123935239
526 => 0.046097276737817
527 => 0.046396212460664
528 => 0.045490423264463
529 => 0.043969019995444
530 => 0.044322407275323
531 => 0.043288122383025
601 => 0.041475577892466
602 => 0.042777378989576
603 => 0.043221871120283
604 => 0.043418184167362
605 => 0.041635754833038
606 => 0.04107567683777
607 => 0.040777496012599
608 => 0.043738930751172
609 => 0.043901164831212
610 => 0.04307115234014
611 => 0.046822887504798
612 => 0.045973754290066
613 => 0.046922444133611
614 => 0.044290341083704
615 => 0.044390890964808
616 => 0.043144811199659
617 => 0.043842532605062
618 => 0.043349405604334
619 => 0.043786163610523
620 => 0.044047954558612
621 => 0.045293829854332
622 => 0.047176593220255
623 => 0.045107737631431
624 => 0.044206307624823
625 => 0.044765549731088
626 => 0.046254885156134
627 => 0.048511304562757
628 => 0.047175458859364
629 => 0.047768284498399
630 => 0.047897790527551
701 => 0.046912787361565
702 => 0.048547623034481
703 => 0.049423744752978
704 => 0.050322464348311
705 => 0.051102797391388
706 => 0.049963495978668
707 => 0.051182711802721
708 => 0.050200239069099
709 => 0.049318859460876
710 => 0.049320196149924
711 => 0.048767293846784
712 => 0.047695975964278
713 => 0.047498408509778
714 => 0.048526179358103
715 => 0.049350354248198
716 => 0.049418237239678
717 => 0.04987454280647
718 => 0.050144579740576
719 => 0.052791308792226
720 => 0.053855845111691
721 => 0.055157539972491
722 => 0.055664623480275
723 => 0.057190763039207
724 => 0.055958281398375
725 => 0.055691626242708
726 => 0.051989710869185
727 => 0.052595899304214
728 => 0.05356646547718
729 => 0.052005715147895
730 => 0.052995651996621
731 => 0.053191086500289
801 => 0.051952681448935
802 => 0.052614167095187
803 => 0.050857457335567
804 => 0.047214884692481
805 => 0.048551678259117
806 => 0.049536008284011
807 => 0.048131247971471
808 => 0.050649226459967
809 => 0.049178275408614
810 => 0.048712054543438
811 => 0.046893160728645
812 => 0.047751608593584
813 => 0.048912671622703
814 => 0.048195269658772
815 => 0.049683986452375
816 => 0.051792406458384
817 => 0.053294992113248
818 => 0.053410341982148
819 => 0.052444280071491
820 => 0.053992400448644
821 => 0.05400367681547
822 => 0.052257390705784
823 => 0.051187800186963
824 => 0.05094478697065
825 => 0.051551881630549
826 => 0.052289006623523
827 => 0.053451247289129
828 => 0.054153564981919
829 => 0.055984837044192
830 => 0.056480326757558
831 => 0.057024719729453
901 => 0.05775219662448
902 => 0.058625719158208
903 => 0.056714501584078
904 => 0.056790437821253
905 => 0.055010738478832
906 => 0.053108874496753
907 => 0.054552152188459
908 => 0.056439045779179
909 => 0.056006190304636
910 => 0.055957485221315
911 => 0.056039393661798
912 => 0.05571303476973
913 => 0.054236925596333
914 => 0.053495632810386
915 => 0.054452089628217
916 => 0.054960403859899
917 => 0.055748754903578
918 => 0.055651573997373
919 => 0.057682281623169
920 => 0.058471353201143
921 => 0.058269474925221
922 => 0.058306625386462
923 => 0.059735201787412
924 => 0.061324072554413
925 => 0.062812259697673
926 => 0.064326107578923
927 => 0.062501104871588
928 => 0.061574481047322
929 => 0.062530520306028
930 => 0.062023232418132
1001 => 0.064938259093343
1002 => 0.065140089215692
1003 => 0.068054905101296
1004 => 0.070821412466553
1005 => 0.069083818757563
1006 => 0.070722291362201
1007 => 0.072494433070749
1008 => 0.075913181946168
1009 => 0.074761867597963
1010 => 0.073879978850633
1011 => 0.073046598245662
1012 => 0.074780730989162
1013 => 0.077011665060226
1014 => 0.077492186891513
1015 => 0.078270815831664
1016 => 0.077452182707312
1017 => 0.078438136136114
1018 => 0.081918984989673
1019 => 0.080978428903139
1020 => 0.079642688058324
1021 => 0.082390483923932
1022 => 0.083384900565909
1023 => 0.090364237339346
1024 => 0.099175938317832
1025 => 0.095527836251991
1026 => 0.093263341576205
1027 => 0.093795551539547
1028 => 0.097013286441988
1029 => 0.098046720766851
1030 => 0.095237490025698
1031 => 0.096229757815302
1101 => 0.10169725089364
1102 => 0.10463038551198
1103 => 0.10064679472773
1104 => 0.089656225745487
1105 => 0.079522419209905
1106 => 0.082210361034397
1107 => 0.081905631848046
1108 => 0.087779771077064
1109 => 0.080955996951538
1110 => 0.081070891807267
1111 => 0.08706650201472
1112 => 0.085466976002153
1113 => 0.082875948713607
1114 => 0.079541336576514
1115 => 0.073376997626809
1116 => 0.067917070713746
1117 => 0.078625244736335
1118 => 0.07816348880093
1119 => 0.077494797778068
1120 => 0.078982897289521
1121 => 0.086208686112724
1122 => 0.086042108292753
1123 => 0.08498242519085
1124 => 0.085786185484025
1125 => 0.082735045648089
1126 => 0.083521393856973
1127 => 0.079520813963175
1128 => 0.081329243154146
1129 => 0.082870389532735
1130 => 0.083179797485299
1201 => 0.083876909401187
1202 => 0.077920164405323
1203 => 0.080594568027621
1204 => 0.08216552959799
1205 => 0.075067868070993
1206 => 0.082025231650323
1207 => 0.077816470727507
1208 => 0.076387954056835
1209 => 0.078311263561134
1210 => 0.077561747976829
1211 => 0.076917358490475
1212 => 0.076557778085073
1213 => 0.077970044317106
1214 => 0.077904160409359
1215 => 0.075593418744689
1216 => 0.072579150441007
1217 => 0.073590837823707
1218 => 0.073223282312952
1219 => 0.071891213726373
1220 => 0.072788867119153
1221 => 0.068836055869335
1222 => 0.062035449563274
1223 => 0.066528138397263
1224 => 0.066355174764259
1225 => 0.066267958657223
1226 => 0.069644090147166
1227 => 0.069319553005014
1228 => 0.068730514914131
1229 => 0.071880395579904
1230 => 0.070730646765023
1231 => 0.074273901697596
]
'min_raw' => 0.031806928849704
'max_raw' => 0.10463038551198
'avg_raw' => 0.068218657180844
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.0318069'
'max' => '$0.10463'
'avg' => '$0.068218'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.017327594787429
'max_diff' => 0.069165972924836
'year' => 2029
]
4 => [
'items' => [
101 => 0.07660771855955
102 => 0.076015787112292
103 => 0.078210753151275
104 => 0.073614145057683
105 => 0.075140953882467
106 => 0.075455627065189
107 => 0.071841526541432
108 => 0.069372651295089
109 => 0.069208005463396
110 => 0.064927316018202
111 => 0.067214025767307
112 => 0.06922623571604
113 => 0.068262543304397
114 => 0.067957467076362
115 => 0.069516035362429
116 => 0.069637149466491
117 => 0.066875735058779
118 => 0.067449920556764
119 => 0.069844369533756
120 => 0.067389586586067
121 => 0.062620344305224
122 => 0.061437506279642
123 => 0.061279693882999
124 => 0.058071743345553
125 => 0.061516549172472
126 => 0.060012799113965
127 => 0.064763127531095
128 => 0.062049765415753
129 => 0.061932797798088
130 => 0.06175598408857
131 => 0.058994768542222
201 => 0.05959929926247
202 => 0.061608851449202
203 => 0.062325882308653
204 => 0.062251090115552
205 => 0.061599003547179
206 => 0.061897525438957
207 => 0.06093588241362
208 => 0.060596306246505
209 => 0.059524510455306
210 => 0.057949266733388
211 => 0.058168314034452
212 => 0.055047344036391
213 => 0.053346873939033
214 => 0.05287620622792
215 => 0.052246809694062
216 => 0.05294729824118
217 => 0.055038502720516
218 => 0.052516066444657
219 => 0.048191526378029
220 => 0.048451438604691
221 => 0.049035384209368
222 => 0.047947205438239
223 => 0.046917335555287
224 => 0.047812723862529
225 => 0.045980359226894
226 => 0.049256816721359
227 => 0.049168197728299
228 => 0.050389458467463
301 => 0.051153137870456
302 => 0.049393104090701
303 => 0.04895046035473
304 => 0.049202610343775
305 => 0.045035132695899
306 => 0.050048886633172
307 => 0.050092245785422
308 => 0.049720978399751
309 => 0.052390647589063
310 => 0.058024482269212
311 => 0.055904807042065
312 => 0.05508400472659
313 => 0.053523658924871
314 => 0.055602727061496
315 => 0.055443087067118
316 => 0.054721134470874
317 => 0.054284495288035
318 => 0.055089016370503
319 => 0.054184806222677
320 => 0.054022385234094
321 => 0.053038290759062
322 => 0.052687013804921
323 => 0.052426942332813
324 => 0.052140629196118
325 => 0.052772164630879
326 => 0.051341022250304
327 => 0.049615204835948
328 => 0.049471721791548
329 => 0.049867891092296
330 => 0.04969261566805
331 => 0.04947088264025
401 => 0.049047533904781
402 => 0.048921935378382
403 => 0.049330069657436
404 => 0.048869309852091
405 => 0.049549186043764
406 => 0.049364297338894
407 => 0.048331524063025
408 => 0.047044306179653
409 => 0.04703284724046
410 => 0.046755518258948
411 => 0.046402298104301
412 => 0.04630404033786
413 => 0.047737316756734
414 => 0.050704156049449
415 => 0.050121694505842
416 => 0.050542582664158
417 => 0.052612935834753
418 => 0.053271038849993
419 => 0.0528039329178
420 => 0.052164529507975
421 => 0.05219266001298
422 => 0.054377695024928
423 => 0.054513972978405
424 => 0.054858303401906
425 => 0.055300865303872
426 => 0.052879303123396
427 => 0.052078604652047
428 => 0.051699189295261
429 => 0.050530736848585
430 => 0.051790812636784
501 => 0.051056620436825
502 => 0.051155688048177
503 => 0.05109117013632
504 => 0.051126401278876
505 => 0.049255900884714
506 => 0.04993741291774
507 => 0.048804266981402
508 => 0.047287111774246
509 => 0.047282025738008
510 => 0.047653347325607
511 => 0.047432470715488
512 => 0.046838097436914
513 => 0.046922525355773
514 => 0.04618284794734
515 => 0.047012335585448
516 => 0.04703612232286
517 => 0.046716724399691
518 => 0.047994664553433
519 => 0.048518237677121
520 => 0.048308003121925
521 => 0.048503487060286
522 => 0.050145898412635
523 => 0.050413683126499
524 => 0.050532615407532
525 => 0.050373261906456
526 => 0.04853350732479
527 => 0.048615108263728
528 => 0.048016374716879
529 => 0.047510507962778
530 => 0.04753073998002
531 => 0.047790821249703
601 => 0.048926611407972
602 => 0.051316814837562
603 => 0.051407521310498
604 => 0.051517460201793
605 => 0.05107028348004
606 => 0.050935410701854
607 => 0.051113342709899
608 => 0.052010977447127
609 => 0.054319937696731
610 => 0.053503796934251
611 => 0.052840261790367
612 => 0.053422360999343
613 => 0.053332751388766
614 => 0.052576356095567
615 => 0.052555126598939
616 => 0.051103362197087
617 => 0.050566677952798
618 => 0.05011818442815
619 => 0.049628441207455
620 => 0.049338105009886
621 => 0.049784193364795
622 => 0.049886219049524
623 => 0.048910839065227
624 => 0.04877789837752
625 => 0.049574414727737
626 => 0.049223897579129
627 => 0.049584413158879
628 => 0.049668055865826
629 => 0.049654587463553
630 => 0.049288607303768
701 => 0.04952187214393
702 => 0.048970131257353
703 => 0.048370195912002
704 => 0.047987474538961
705 => 0.047653499380359
706 => 0.047838808209101
707 => 0.04717821607069
708 => 0.046966879350519
709 => 0.049442847264708
710 => 0.05127187138406
711 => 0.051245276648992
712 => 0.051083388038873
713 => 0.050842854402142
714 => 0.051993380913408
715 => 0.051592560482387
716 => 0.051884190835623
717 => 0.051958423000209
718 => 0.052183101405112
719 => 0.052263404623104
720 => 0.052020672524162
721 => 0.051206033952885
722 => 0.049176032086772
723 => 0.048231060738211
724 => 0.047919204453443
725 => 0.047930539837095
726 => 0.047617859352595
727 => 0.047709957768636
728 => 0.047585831282006
729 => 0.047350765745751
730 => 0.047824293574635
731 => 0.047878863245697
801 => 0.047768336192199
802 => 0.047794369314435
803 => 0.046879252518197
804 => 0.046948826860686
805 => 0.046561428080628
806 => 0.04648879547953
807 => 0.045509485098215
808 => 0.043774494804406
809 => 0.044735847846759
810 => 0.04357466855829
811 => 0.04313491236701
812 => 0.045216649780412
813 => 0.045007701082514
814 => 0.044650071739529
815 => 0.044121063404768
816 => 0.043924849067543
817 => 0.042732712868475
818 => 0.042662275102034
819 => 0.043253129992678
820 => 0.042980470790721
821 => 0.042597554007059
822 => 0.041210668232288
823 => 0.039651349439346
824 => 0.039698415472176
825 => 0.040194405768054
826 => 0.041636564446722
827 => 0.041073088101368
828 => 0.040664279547667
829 => 0.040587721994299
830 => 0.041546000058795
831 => 0.042902164285518
901 => 0.043538446198233
902 => 0.042907910146902
903 => 0.042183584281605
904 => 0.042227670640823
905 => 0.042520957437661
906 => 0.042551777733157
907 => 0.042080316056751
908 => 0.042213029757057
909 => 0.042011425510697
910 => 0.040774180622921
911 => 0.040751802786247
912 => 0.040448162937518
913 => 0.040438968843572
914 => 0.039922401714374
915 => 0.039850130402139
916 => 0.038824455013732
917 => 0.039499557660413
918 => 0.039046734249499
919 => 0.038364222559008
920 => 0.038246557286313
921 => 0.038243020126131
922 => 0.038943807025444
923 => 0.039491368557476
924 => 0.039054611306602
925 => 0.038955170146762
926 => 0.040016941574568
927 => 0.039881821482118
928 => 0.039764808353488
929 => 0.042780734653555
930 => 0.040393393651388
1001 => 0.039352376709783
1002 => 0.038063920560791
1003 => 0.038483448379862
1004 => 0.038571849055487
1005 => 0.035473344278838
1006 => 0.034216281276846
1007 => 0.033784904625983
1008 => 0.03353664126464
1009 => 0.033649777995899
1010 => 0.032518273855322
1011 => 0.033278663351141
1012 => 0.032298876409065
1013 => 0.032134611939724
1014 => 0.033886592364466
1015 => 0.034130370205648
1016 => 0.033090338199328
1017 => 0.033758207113273
1018 => 0.033516028561004
1019 => 0.032315672044028
1020 => 0.032269827254305
1021 => 0.031667530548658
1022 => 0.030725052831945
1023 => 0.030294315225353
1024 => 0.030069983340005
1025 => 0.030162547048041
1026 => 0.030115744004762
1027 => 0.029810322488567
1028 => 0.030133250408556
1029 => 0.029308303016012
1030 => 0.028979802317248
1031 => 0.028831426172775
1101 => 0.028099237879692
1102 => 0.029264475059599
1103 => 0.029494041463312
1104 => 0.029724060183757
1105 => 0.03172621610478
1106 => 0.031626194052999
1107 => 0.032530344688379
1108 => 0.032495211057315
1109 => 0.032237332649835
1110 => 0.031149386067618
1111 => 0.031583022184507
1112 => 0.030248357618738
1113 => 0.031248379059781
1114 => 0.030792011035983
1115 => 0.03109408057187
1116 => 0.030550932309833
1117 => 0.030851532984086
1118 => 0.029548480173984
1119 => 0.028331707794359
1120 => 0.02882137251972
1121 => 0.029353694076142
1122 => 0.030507902843474
1123 => 0.029820465623666
1124 => 0.030067694042788
1125 => 0.029239520224268
1126 => 0.027530761080503
1127 => 0.027540432471686
1128 => 0.02727757710476
1129 => 0.027050431690223
1130 => 0.029899426057822
1201 => 0.029545108572275
1202 => 0.028980550030982
1203 => 0.029736234073167
1204 => 0.02993604892824
1205 => 0.029941737376257
1206 => 0.030493064946407
1207 => 0.030787308569427
1208 => 0.030839170283309
1209 => 0.031706696127161
1210 => 0.031997479347078
1211 => 0.033195174276732
1212 => 0.03076234405378
1213 => 0.030712241516306
1214 => 0.029746868097356
1215 => 0.029134613013107
1216 => 0.029788789726781
1217 => 0.03036830099107
1218 => 0.029764875127718
1219 => 0.029843669806457
1220 => 0.029033619886612
1221 => 0.029323174616565
1222 => 0.029572578157235
1223 => 0.02943487218134
1224 => 0.02922871967038
1225 => 0.030320787676058
1226 => 0.030259168919328
1227 => 0.03127612775275
1228 => 0.032068919886827
1229 => 0.033489745119637
1230 => 0.032007039919905
1231 => 0.031953004249207
]
'min_raw' => 0.027050431690223
'max_raw' => 0.078210753151275
'avg_raw' => 0.052630592420749
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.02705'
'max' => '$0.07821'
'avg' => '$0.05263'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.0047564971594804
'max_diff' => -0.026419632360709
'year' => 2030
]
5 => [
'items' => [
101 => 0.032481211597871
102 => 0.031997398481285
103 => 0.032303151670306
104 => 0.03344048355396
105 => 0.033464513584478
106 => 0.033061979612364
107 => 0.033037485383579
108 => 0.033114796436162
109 => 0.033567609685911
110 => 0.033409382822903
111 => 0.03359248695459
112 => 0.033821461475054
113 => 0.03476859717488
114 => 0.034996948385595
115 => 0.034442173330085
116 => 0.034492263306045
117 => 0.034284762206369
118 => 0.034084318744062
119 => 0.03453488637491
120 => 0.035358307576212
121 => 0.035353185115655
122 => 0.035544202829336
123 => 0.035663205282483
124 => 0.035152359638455
125 => 0.034819817908508
126 => 0.03494733556795
127 => 0.035151239082371
128 => 0.034881212406366
129 => 0.033214482673543
130 => 0.033720062003374
131 => 0.033635908881324
201 => 0.033516064602155
202 => 0.03402442852783
203 => 0.033975395587036
204 => 0.032506668644911
205 => 0.032600691778473
206 => 0.032512386503077
207 => 0.03279771891344
208 => 0.031981989594744
209 => 0.032232902439154
210 => 0.032390272623006
211 => 0.03248296487027
212 => 0.032817832827056
213 => 0.032778539937358
214 => 0.032815390325862
215 => 0.033311911103912
216 => 0.035823142813933
217 => 0.035959823615189
218 => 0.03528675736115
219 => 0.035555634053994
220 => 0.035039449600603
221 => 0.0353859676823
222 => 0.035623046553191
223 => 0.034551732723276
224 => 0.034488296471038
225 => 0.03396998154079
226 => 0.034248494625447
227 => 0.033805360281959
228 => 0.03391408994967
301 => 0.033610072319868
302 => 0.034157243524204
303 => 0.034769065952461
304 => 0.034923636459438
305 => 0.034517028002368
306 => 0.034222616682646
307 => 0.033705727390332
308 => 0.034565325803079
309 => 0.034816698574753
310 => 0.034564005448922
311 => 0.034505450930213
312 => 0.034394490223065
313 => 0.03452899176878
314 => 0.034815329544654
315 => 0.03468029793738
316 => 0.034769488692935
317 => 0.034429585505867
318 => 0.03515252874962
319 => 0.036300736606466
320 => 0.036304428282476
321 => 0.036169395947332
322 => 0.036114143625103
323 => 0.036252694995409
324 => 0.036327853430125
325 => 0.036775903155716
326 => 0.037256678362365
327 => 0.039500246473137
328 => 0.038870261525415
329 => 0.040860888623757
330 => 0.042435216207967
331 => 0.04290728821347
401 => 0.042473004181111
402 => 0.040987341965976
403 => 0.040914448289976
404 => 0.043134654869796
405 => 0.042507344819093
406 => 0.042432728284646
407 => 0.041638934424754
408 => 0.042108164909233
409 => 0.042005537319081
410 => 0.041843534647314
411 => 0.04273879372482
412 => 0.044414638797582
413 => 0.044153442627017
414 => 0.043958471802231
415 => 0.043104166403175
416 => 0.043618649069425
417 => 0.04343545164624
418 => 0.044222584036203
419 => 0.043756304245506
420 => 0.042502592328483
421 => 0.042702250083557
422 => 0.042672072215533
423 => 0.043293130601038
424 => 0.043106704289326
425 => 0.042635669486136
426 => 0.044408910941311
427 => 0.044293766504499
428 => 0.044457014990216
429 => 0.044528882022255
430 => 0.045608222848
501 => 0.046050394249254
502 => 0.046150774898639
503 => 0.046570803531066
504 => 0.046140324203627
505 => 0.047862548439944
506 => 0.049007727062526
507 => 0.050337910963007
508 => 0.052281667161336
509 => 0.053012537472658
510 => 0.052880512292684
511 => 0.054354246058474
512 => 0.057002512876338
513 => 0.05341580273342
514 => 0.057192617223126
515 => 0.055996921361105
516 => 0.053161947981904
517 => 0.052979409118424
518 => 0.054899286005537
519 => 0.05915738815985
520 => 0.058090781865189
521 => 0.059159132745646
522 => 0.057912844694795
523 => 0.05785095598853
524 => 0.059098603316784
525 => 0.062013799304965
526 => 0.060628898965467
527 => 0.058643304737303
528 => 0.060109436616112
529 => 0.058839337498588
530 => 0.055977448708447
531 => 0.058089966251457
601 => 0.056677385931482
602 => 0.057089651965751
603 => 0.060058685692873
604 => 0.059701443699737
605 => 0.060163747918573
606 => 0.059347793072935
607 => 0.058585562582841
608 => 0.057162802769099
609 => 0.056741593729462
610 => 0.056858000754504
611 => 0.056741536043921
612 => 0.055945515003971
613 => 0.055773614336183
614 => 0.055487105692063
615 => 0.055575906701141
616 => 0.055037186629135
617 => 0.056053862710257
618 => 0.056242566749833
619 => 0.056982418817924
620 => 0.057059232713999
621 => 0.059119710192499
622 => 0.057984833822258
623 => 0.058746206871927
624 => 0.058678102500044
625 => 0.053223390451423
626 => 0.053975001644391
627 => 0.055144272792064
628 => 0.054617517724947
629 => 0.053872809301746
630 => 0.053271417321272
701 => 0.052360246975367
702 => 0.053642701739752
703 => 0.055328993381059
704 => 0.057101999852827
705 => 0.059232150956671
706 => 0.058756726027985
707 => 0.057062178159643
708 => 0.057138194339149
709 => 0.05760809644959
710 => 0.05699953052146
711 => 0.056820052548636
712 => 0.057583438932195
713 => 0.057588695954669
714 => 0.056888467306707
715 => 0.056110291304986
716 => 0.056107030719125
717 => 0.055968561815908
718 => 0.057937478005067
719 => 0.059020182829225
720 => 0.059144313192448
721 => 0.059011827866761
722 => 0.059062816210463
723 => 0.058432814129059
724 => 0.059872812065836
725 => 0.061194296573659
726 => 0.060840110496163
727 => 0.060309135215481
728 => 0.059886187829182
729 => 0.060740477533413
730 => 0.06070243735766
731 => 0.061182754559321
801 => 0.061160964596607
802 => 0.060999451987332
803 => 0.060840116264287
804 => 0.061471864395666
805 => 0.061289931079393
806 => 0.06110771517043
807 => 0.060742253269142
808 => 0.060791925611207
809 => 0.060261042010892
810 => 0.060015430965806
811 => 0.056322030151008
812 => 0.05533503276794
813 => 0.055645562236838
814 => 0.055747796600893
815 => 0.05531825407491
816 => 0.055934107716748
817 => 0.055838127579018
818 => 0.056211530148422
819 => 0.055978244434313
820 => 0.055987818561394
821 => 0.05667386210483
822 => 0.056873023464128
823 => 0.05677172838936
824 => 0.056842671987535
825 => 0.058477537264068
826 => 0.058245111701794
827 => 0.058121640254249
828 => 0.058155842689038
829 => 0.058573585819099
830 => 0.058690531087587
831 => 0.058195025767406
901 => 0.058428708940885
902 => 0.059423702234751
903 => 0.05977189357586
904 => 0.060883153195357
905 => 0.06041107035793
906 => 0.061277598837294
907 => 0.063941011961531
908 => 0.066068730659342
909 => 0.064111992613141
910 => 0.068019277038328
911 => 0.071061658429997
912 => 0.070944886764833
913 => 0.070414377197646
914 => 0.066950706869125
915 => 0.063763385792404
916 => 0.066429715213883
917 => 0.066436512235914
918 => 0.066207472173958
919 => 0.064784924020082
920 => 0.066157970581755
921 => 0.066266958031648
922 => 0.06620595404181
923 => 0.065115289707574
924 => 0.063450046857658
925 => 0.063775431324504
926 => 0.06430841771886
927 => 0.063299363281734
928 => 0.062976909248308
929 => 0.063576412645837
930 => 0.065508137504168
1001 => 0.065142956109421
1002 => 0.06513341974739
1003 => 0.066695820615131
1004 => 0.065577478781039
1005 => 0.063779535464656
1006 => 0.063325531065311
1007 => 0.061714121301643
1008 => 0.062827127765053
1009 => 0.062867182886224
1010 => 0.062257600620864
1011 => 0.06382899970589
1012 => 0.063814518986683
1013 => 0.065306328546027
1014 => 0.06815810812541
1015 => 0.067314696576236
1016 => 0.066333900707463
1017 => 0.066440540412918
1018 => 0.067610114772542
1019 => 0.066902963415927
1020 => 0.0671572599742
1021 => 0.067609729864244
1022 => 0.067882716183103
1023 => 0.066401261882655
1024 => 0.06605586401907
1025 => 0.065349301208352
1026 => 0.065164972159655
1027 => 0.065740452826068
1028 => 0.0655888340025
1029 => 0.06286381640839
1030 => 0.062579036907951
1031 => 0.062587770688658
1101 => 0.061871679094276
1102 => 0.06077946753117
1103 => 0.063649734306451
1104 => 0.063419211715038
1105 => 0.06316473261515
1106 => 0.063195904852848
1107 => 0.064441790377631
1108 => 0.06371911385453
1109 => 0.065640467835547
1110 => 0.065245495218237
1111 => 0.064840393043662
1112 => 0.064784395583421
1113 => 0.064628465807903
1114 => 0.064093724588737
1115 => 0.063447992433629
1116 => 0.063021624132465
1117 => 0.058134116951752
1118 => 0.059041209855171
1119 => 0.060084737556435
1120 => 0.060444959137236
1121 => 0.0598287751967
1122 => 0.064118055286395
1123 => 0.064901748091313
1124 => 0.062527891466198
1125 => 0.062083839815567
1126 => 0.064147167238684
1127 => 0.062902728571025
1128 => 0.063463099226874
1129 => 0.06225188437529
1130 => 0.064712979443813
1201 => 0.064694230022852
1202 => 0.063736808454844
1203 => 0.064546014607985
1204 => 0.064405395125291
1205 => 0.063324468533035
1206 => 0.064747246744801
1207 => 0.064747952425043
1208 => 0.063826454981975
1209 => 0.0627503477102
1210 => 0.062557965146526
1211 => 0.062413030727759
1212 => 0.063427454244498
1213 => 0.064336983197587
1214 => 0.066029391087935
1215 => 0.066454902642188
1216 => 0.068115702566347
1217 => 0.067126777074391
1218 => 0.067565154936246
1219 => 0.068041076117624
1220 => 0.068269250233399
1221 => 0.067897452756242
1222 => 0.070477358650982
1223 => 0.070695181754772
1224 => 0.07076821595731
1225 => 0.069898286205281
1226 => 0.070670987434677
1227 => 0.070309466118617
1228 => 0.071250044149489
1229 => 0.071397538794633
1230 => 0.071272616077471
1231 => 0.071319433205884
]
'min_raw' => 0.031981989594744
'max_raw' => 0.071397538794633
'avg_raw' => 0.051689764194689
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.031981'
'max' => '$0.071397'
'avg' => '$0.051689'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.0049315579045209
'max_diff' => -0.0068132143566414
'year' => 2031
]
6 => [
'items' => [
101 => 0.069117938651311
102 => 0.069003779544847
103 => 0.067447212027856
104 => 0.068081524796596
105 => 0.066895707478838
106 => 0.067271742365571
107 => 0.067437494960651
108 => 0.067350915211358
109 => 0.068117387888825
110 => 0.067465729532955
111 => 0.065745895989262
112 => 0.064025593878069
113 => 0.064003996886391
114 => 0.063551071706369
115 => 0.063223689758597
116 => 0.063286755136236
117 => 0.063509005752784
118 => 0.063210772148734
119 => 0.063274415408985
120 => 0.064331317581988
121 => 0.064543271775302
122 => 0.063822968610571
123 => 0.060930847464925
124 => 0.060221113681447
125 => 0.060731256250378
126 => 0.060487440959818
127 => 0.04881808570578
128 => 0.051559627628723
129 => 0.049930696512077
130 => 0.050681382914145
131 => 0.049018666053717
201 => 0.049812201689971
202 => 0.049665664633236
203 => 0.054073982917205
204 => 0.054005153090645
205 => 0.054038098286226
206 => 0.052465538262884
207 => 0.054970669079725
208 => 0.056204786601691
209 => 0.05597638429335
210 => 0.056033868233625
211 => 0.055046103686294
212 => 0.05404766200619
213 => 0.052940236523883
214 => 0.054997696188084
215 => 0.054768941795432
216 => 0.055293622068942
217 => 0.056628031731431
218 => 0.056824528623161
219 => 0.057088622438322
220 => 0.056993963605065
221 => 0.059249121046841
222 => 0.058976006600634
223 => 0.059634133835604
224 => 0.058280316181037
225 => 0.056748342999344
226 => 0.057039521017207
227 => 0.057011478232581
228 => 0.056654461398282
229 => 0.056332162563579
301 => 0.055795625810931
302 => 0.057493307488807
303 => 0.057424384713016
304 => 0.05854016433911
305 => 0.058342939452093
306 => 0.057025823387476
307 => 0.057072864445395
308 => 0.057389238167061
309 => 0.058484211230039
310 => 0.058809273786582
311 => 0.058658691858888
312 => 0.059015108112468
313 => 0.059296804987037
314 => 0.059050484902833
315 => 0.062537857852073
316 => 0.061089657464755
317 => 0.06179550025702
318 => 0.061963839603908
319 => 0.06153264190665
320 => 0.061626153247153
321 => 0.061767797447701
322 => 0.062627833296649
323 => 0.064884816217667
324 => 0.065884418589583
325 => 0.068891771645006
326 => 0.065801415527732
327 => 0.065618046584898
328 => 0.066159761683542
329 => 0.067925396287726
330 => 0.069356277296791
331 => 0.069830983077004
401 => 0.069893723282398
402 => 0.070784302883921
403 => 0.071294766503187
404 => 0.070676163095727
405 => 0.070151961478381
406 => 0.068274336351347
407 => 0.068491676572404
408 => 0.069988935169565
409 => 0.072103901126145
410 => 0.073918761941595
411 => 0.073283260938309
412 => 0.078131684999584
413 => 0.078612386441224
414 => 0.078545969044927
415 => 0.079641078466947
416 => 0.077467509279393
417 => 0.076538266340794
418 => 0.070265299817992
419 => 0.07202774753992
420 => 0.074589568808668
421 => 0.074250502157413
422 => 0.072390039074369
423 => 0.073917350613514
424 => 0.073412373655225
425 => 0.073014077376709
426 => 0.074838749842123
427 => 0.072832447512987
428 => 0.074569554408194
429 => 0.072341696847021
430 => 0.073286163853362
501 => 0.072750038701834
502 => 0.0730969773799
503 => 0.071068780957049
504 => 0.072163146515134
505 => 0.071023251751893
506 => 0.071022711293356
507 => 0.070997548053279
508 => 0.072338629187166
509 => 0.072382361794795
510 => 0.071391300810592
511 => 0.071248473439486
512 => 0.07177658108932
513 => 0.071158305342977
514 => 0.07144759267331
515 => 0.071167067561511
516 => 0.071103915450082
517 => 0.070600708681772
518 => 0.070383913370026
519 => 0.070468924397888
520 => 0.070178737933604
521 => 0.07000389009237
522 => 0.070962766416801
523 => 0.070450477477618
524 => 0.070884250789614
525 => 0.070389911354038
526 => 0.068676315496895
527 => 0.067690808398504
528 => 0.06445398467478
529 => 0.065371943867561
530 => 0.065980551762072
531 => 0.065779406856566
601 => 0.066211543946337
602 => 0.066238073653977
603 => 0.066097581480976
604 => 0.065934909542804
605 => 0.065855729839624
606 => 0.066445870476414
607 => 0.066788466979291
608 => 0.066041633706409
609 => 0.065866661119881
610 => 0.06662175079256
611 => 0.067082355056693
612 => 0.070483198151871
613 => 0.070231252710802
614 => 0.07086358632609
615 => 0.070792395264959
616 => 0.071455181632426
617 => 0.072538557228816
618 => 0.070335751724774
619 => 0.070718082592992
620 => 0.070624343893414
621 => 0.0716477584358
622 => 0.071650953424292
623 => 0.071037365282784
624 => 0.071370001368626
625 => 0.071184333030903
626 => 0.07151986081175
627 => 0.070227887825833
628 => 0.071801371462814
629 => 0.072693435291937
630 => 0.07270582159907
701 => 0.073128652774217
702 => 0.073558273736898
703 => 0.074382893762663
704 => 0.073535275531942
705 => 0.072010492848848
706 => 0.07212057723355
707 => 0.071226597704348
708 => 0.071241625661744
709 => 0.0711614052474
710 => 0.071402152749559
711 => 0.07028071836415
712 => 0.070543916772915
713 => 0.070175437459357
714 => 0.070717281590927
715 => 0.070134346875401
716 => 0.070624298689775
717 => 0.070835745650699
718 => 0.071615989488636
719 => 0.070019104226141
720 => 0.066762947076284
721 => 0.067447430786273
722 => 0.066435025614164
723 => 0.066528727567341
724 => 0.066718020425314
725 => 0.066104460339855
726 => 0.06622150826866
727 => 0.06621732649299
728 => 0.066181290209439
729 => 0.066021679534396
730 => 0.065790212477575
731 => 0.066712305990149
801 => 0.066868987646107
802 => 0.06721727155855
803 => 0.068253528238747
804 => 0.06814998175978
805 => 0.068318870363077
806 => 0.067950187490348
807 => 0.066545829708399
808 => 0.066622093092528
809 => 0.065671087470402
810 => 0.06719295220664
811 => 0.066832554549466
812 => 0.06660020383536
813 => 0.066536804790302
814 => 0.067575630150375
815 => 0.067886462979701
816 => 0.06769277281968
817 => 0.067295508650633
818 => 0.068058373295812
819 => 0.068262483692187
820 => 0.068308176482633
821 => 0.069659826369104
822 => 0.06838371869633
823 => 0.068690890496586
824 => 0.071087357196127
825 => 0.068914092589442
826 => 0.070065319321187
827 => 0.070008972763363
828 => 0.070597901403936
829 => 0.069960663425297
830 => 0.069968562753765
831 => 0.070491491489112
901 => 0.069757132391012
902 => 0.069575294751007
903 => 0.069324087353687
904 => 0.069872589515498
905 => 0.070201391754884
906 => 0.072851296325707
907 => 0.074563255528787
908 => 0.074488934864811
909 => 0.075168086611106
910 => 0.074862122529083
911 => 0.073874083798983
912 => 0.075560545432777
913 => 0.075026878407293
914 => 0.075070873268468
915 => 0.075069235777538
916 => 0.075424077695504
917 => 0.075172639675841
918 => 0.074677029529502
919 => 0.075006038673799
920 => 0.075983078209439
921 => 0.079015838907301
922 => 0.08071301197256
923 => 0.078913666957739
924 => 0.080154831054772
925 => 0.079410574868539
926 => 0.079275321379797
927 => 0.08005486415404
928 => 0.080835771414715
929 => 0.080786030998165
930 => 0.080219132426946
1001 => 0.079898905808584
1002 => 0.082323769046613
1003 => 0.084110366973926
1004 => 0.083988532972787
1005 => 0.084526268631272
1006 => 0.08610507715612
1007 => 0.08624942362136
1008 => 0.086231239284505
1009 => 0.085873461509413
1010 => 0.08742800353632
1011 => 0.088724829844731
1012 => 0.085790646291673
1013 => 0.086907944977394
1014 => 0.08740953635453
1015 => 0.08814602131162
1016 => 0.089388594883443
1017 => 0.090738359358805
1018 => 0.090929230855036
1019 => 0.090793798394418
1020 => 0.0899035924393
1021 => 0.091380520834281
1022 => 0.092245670849827
1023 => 0.092760847885479
1024 => 0.094067251130608
1025 => 0.087412634012113
1026 => 0.082702165259711
1027 => 0.08196655754403
1028 => 0.083462444760212
1029 => 0.083856898289642
1030 => 0.083697894566532
1031 => 0.078395833728621
1101 => 0.081938643291006
1102 => 0.085750408492242
1103 => 0.085896833917524
1104 => 0.087805083277515
1105 => 0.088426487490912
1106 => 0.089962878345666
1107 => 0.089866776679387
1108 => 0.090240863403202
1109 => 0.090154867343676
1110 => 0.093000707876843
1111 => 0.096140092596336
1112 => 0.096031385686132
1113 => 0.095580061989191
1114 => 0.096250354641275
1115 => 0.099490536108704
1116 => 0.099192232122033
1117 => 0.09948200903561
1118 => 0.10330236559433
1119 => 0.10826937256006
1120 => 0.10596169914513
1121 => 0.11096868644038
1122 => 0.11412031953375
1123 => 0.11957074308379
1124 => 0.11888832321142
1125 => 0.1210101331024
1126 => 0.11766664921456
1127 => 0.10998933437851
1128 => 0.10877436991813
1129 => 0.11120675953562
1130 => 0.11718655206111
1201 => 0.11101843458872
1202 => 0.11226623672001
1203 => 0.11190686962225
1204 => 0.11188772047682
1205 => 0.11261856547259
1206 => 0.11155843668792
1207 => 0.10723928130563
1208 => 0.10921872476439
1209 => 0.10845436658428
1210 => 0.10930247897179
1211 => 0.11387939173902
1212 => 0.11185582950466
1213 => 0.1097241710716
1214 => 0.11239774379953
1215 => 0.11580212062144
1216 => 0.11558908083818
1217 => 0.11517569461493
1218 => 0.11750593111119
1219 => 0.12135479910778
1220 => 0.12239513266125
1221 => 0.12316308562175
1222 => 0.12326897336033
1223 => 0.12435968287656
1224 => 0.11849466291356
1225 => 0.12780260021924
1226 => 0.12940982386536
1227 => 0.12910773243248
1228 => 0.13089409387283
1229 => 0.13036850102146
1230 => 0.12960699944282
1231 => 0.13243876229575
]
'min_raw' => 0.04881808570578
'max_raw' => 0.13243876229575
'avg_raw' => 0.090628424000763
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.048818'
'max' => '$0.132438'
'avg' => '$0.090628'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.016836096111036
'max_diff' => 0.061041223501112
'year' => 2032
]
7 => [
'items' => [
101 => 0.12919237469635
102 => 0.12458453620784
103 => 0.12205658488034
104 => 0.12538559511241
105 => 0.1274185054947
106 => 0.12876212994
107 => 0.12916870988531
108 => 0.11894994771772
109 => 0.11344260166792
110 => 0.11697274734399
111 => 0.12127976870644
112 => 0.11847073719242
113 => 0.11858084590957
114 => 0.11457590517109
115 => 0.12163411709533
116 => 0.12060579498688
117 => 0.12594073190462
118 => 0.12466750639366
119 => 0.12901794034902
120 => 0.12787232528965
121 => 0.1326277093506
122 => 0.1345247607994
123 => 0.13771020543441
124 => 0.14005343147501
125 => 0.14142941862483
126 => 0.14134680951755
127 => 0.1467991561192
128 => 0.14358409781869
129 => 0.13954522686219
130 => 0.13947217642906
131 => 0.14156396492867
201 => 0.14594777976972
202 => 0.14708443917609
203 => 0.14771967671832
204 => 0.14674678830962
205 => 0.14325707294972
206 => 0.14175023155057
207 => 0.14303410408004
208 => 0.14146403830092
209 => 0.14417441231833
210 => 0.14789633474889
211 => 0.14712777248505
212 => 0.14969696090375
213 => 0.1523558006306
214 => 0.15615806085596
215 => 0.15715211247616
216 => 0.15879524200395
217 => 0.16048656202797
218 => 0.16102976843734
219 => 0.16206691801987
220 => 0.16206145172962
221 => 0.16518697180478
222 => 0.16863451723698
223 => 0.16993588582678
224 => 0.17292831114114
225 => 0.16780388765739
226 => 0.17169082173495
227 => 0.17519693356917
228 => 0.17101680250038
301 => 0.17677813933308
302 => 0.17700183898682
303 => 0.18037943816989
304 => 0.17695559432815
305 => 0.17492252678421
306 => 0.1807919166055
307 => 0.18363192945597
308 => 0.18277649447262
309 => 0.17626659201126
310 => 0.1724775495559
311 => 0.16256089459852
312 => 0.17430760076315
313 => 0.18002907867983
314 => 0.17625177476567
315 => 0.17815682714732
316 => 0.18855017522634
317 => 0.19250728925537
318 => 0.19168423719965
319 => 0.19182331944848
320 => 0.19395850635184
321 => 0.20342710095028
322 => 0.19775329958659
323 => 0.20209070813585
324 => 0.20439125399069
325 => 0.20652812919147
326 => 0.20128063906469
327 => 0.19445373151068
328 => 0.19229136331424
329 => 0.17587619633392
330 => 0.17502171560514
331 => 0.17454206967866
401 => 0.17151796995946
402 => 0.16914185595079
403 => 0.16725228187164
404 => 0.16229347521337
405 => 0.16396692689324
406 => 0.15606362406335
407 => 0.16111987713806
408 => 0.14850601498962
409 => 0.15901121420978
410 => 0.15329371188705
411 => 0.15713286092503
412 => 0.15711946649571
413 => 0.15005037591347
414 => 0.14597307199379
415 => 0.14857128874245
416 => 0.15135678334372
417 => 0.15180872047124
418 => 0.15542018693064
419 => 0.15642806959124
420 => 0.15337413807607
421 => 0.14824462073358
422 => 0.14943609062041
423 => 0.14594892689456
424 => 0.13983780659682
425 => 0.14422691988458
426 => 0.14572555613671
427 => 0.14638743928107
428 => 0.14037785433516
429 => 0.13848951227072
430 => 0.13748417480033
501 => 0.1474688587822
502 => 0.14801584230988
503 => 0.14521739724661
504 => 0.15786663429204
505 => 0.15500372237398
506 => 0.1582022964169
507 => 0.14932797721658
508 => 0.14966698816088
509 => 0.14546574323418
510 => 0.14781815966584
511 => 0.14615554755386
512 => 0.1476281076652
513 => 0.14851075412434
514 => 0.1527113096681
515 => 0.15905917780664
516 => 0.15208388674604
517 => 0.14904465254293
518 => 0.15093017634924
519 => 0.15595157471686
520 => 0.16355925028446
521 => 0.1590553532297
522 => 0.16105410626147
523 => 0.16149074488058
524 => 0.15816973793573
525 => 0.16368170054755
526 => 0.16663560609033
527 => 0.1696657019526
528 => 0.17229664928844
529 => 0.16845541503197
530 => 0.1725660863057
531 => 0.16925361089023
601 => 0.16628197800515
602 => 0.1662864847456
603 => 0.16442233602816
604 => 0.16081031299026
605 => 0.1601442005237
606 => 0.1636094016955
607 => 0.16638816487951
608 => 0.16661703712472
609 => 0.16815550320139
610 => 0.16906595157811
611 => 0.17798958336447
612 => 0.1815787418891
613 => 0.18596749699372
614 => 0.18767716444365
615 => 0.19282265051825
616 => 0.18866725261706
617 => 0.18776820614247
618 => 0.17528694000116
619 => 0.17733074663258
620 => 0.1806030782475
621 => 0.17534089954421
622 => 0.17867854074487
623 => 0.17933746181879
624 => 0.17516209272547
625 => 0.17739233776526
626 => 0.17146946816115
627 => 0.15918828017868
628 => 0.16369537302054
629 => 0.1670141104232
630 => 0.16227786295224
701 => 0.17076740322585
702 => 0.16580798905769
703 => 0.16423609286024
704 => 0.15810356537256
705 => 0.16099788228411
706 => 0.16491248734962
707 => 0.16249371654082
708 => 0.16751302914934
709 => 0.17462171440479
710 => 0.17968778684734
711 => 0.18007669698381
712 => 0.17681955180374
713 => 0.18203914774162
714 => 0.18207716679967
715 => 0.17618944125906
716 => 0.17258324214843
717 => 0.17176390612299
718 => 0.17381076815483
719 => 0.17629603653307
720 => 0.18021461208221
721 => 0.18258252521771
722 => 0.18875678683099
723 => 0.1904273649936
724 => 0.19226282390664
725 => 0.19471556304904
726 => 0.1976607052589
727 => 0.19121690177077
728 => 0.19147292609611
729 => 0.18547254550849
730 => 0.17906027830901
731 => 0.18392638981303
801 => 0.19028818329285
802 => 0.18882878083942
803 => 0.18866456825052
804 => 0.18894072827627
805 => 0.18784038648602
806 => 0.18286358134926
807 => 0.18036426096603
808 => 0.18358902190503
809 => 0.18530283882651
810 => 0.18796081941119
811 => 0.18763316720096
812 => 0.19447983974081
813 => 0.19714024965717
814 => 0.19645960295521
815 => 0.19658485832904
816 => 0.20140140340487
817 => 0.20675839212722
818 => 0.21177591898263
819 => 0.21687996280775
820 => 0.21072683876235
821 => 0.20760266184403
822 => 0.21082601495328
823 => 0.20911565842153
824 => 0.21894387437767
825 => 0.2196243587265
826 => 0.22945186399076
827 => 0.2387793367241
828 => 0.23292091821932
829 => 0.23844514300036
830 => 0.24442004249772
831 => 0.25594659302062
901 => 0.25206485631344
902 => 0.24909150683031
903 => 0.24628170593588
904 => 0.25212845555387
905 => 0.25965020553331
906 => 0.26127031843645
907 => 0.26389552027031
908 => 0.26113544153641
909 => 0.26445965235869
910 => 0.27619557729357
911 => 0.27302442678029
912 => 0.26852088326355
913 => 0.27778526886943
914 => 0.28113801400581
915 => 0.30466933521918
916 => 0.33437860028147
917 => 0.32207876946413
918 => 0.31444386756275
919 => 0.31623825061187
920 => 0.32708706849052
921 => 0.33057136446888
922 => 0.32109984689086
923 => 0.32444534702143
924 => 0.34287938166321
925 => 0.35276864981389
926 => 0.33933769535936
927 => 0.3022822246987
928 => 0.26811538844421
929 => 0.27717797197158
930 => 0.27615055624429
1001 => 0.29595562677423
1002 => 0.27294879588932
1003 => 0.27333617191711
1004 => 0.29355079033168
1005 => 0.28815787670497
1006 => 0.27942204730189
1007 => 0.2681791696665
1008 => 0.24739567051716
1009 => 0.22898714572985
1010 => 0.26509050206784
1011 => 0.26353365969285
1012 => 0.26127912122276
1013 => 0.26629635262141
1014 => 0.29065860412731
1015 => 0.29009697537718
1016 => 0.2865241798144
1017 => 0.2892341137596
1018 => 0.27894698277896
1019 => 0.28159821066629
1020 => 0.26810997624278
1021 => 0.27420722152063
1022 => 0.27940330413545
1023 => 0.28044649464969
1024 => 0.28279685614491
1025 => 0.2627132745047
1026 => 0.27173021303817
1027 => 0.27702681965371
1028 => 0.25309655827253
1029 => 0.27655379532786
1030 => 0.26236366403028
1031 => 0.25754732033926
1101 => 0.26403189261419
1102 => 0.26150484849219
1103 => 0.25933224434912
1104 => 0.2581198939072
1105 => 0.26288144810978
1106 => 0.26265931591494
1107 => 0.25486848906168
1108 => 0.24470567302632
1109 => 0.24811664767085
1110 => 0.24687740860443
1111 => 0.24238624636272
1112 => 0.24541274744864
1113 => 0.23208556834341
1114 => 0.20915684937936
1115 => 0.22430426345267
1116 => 0.22372110448806
1117 => 0.22342704929395
1118 => 0.23480991232627
1119 => 0.23371571269304
1120 => 0.2317297296443
1121 => 0.24234977222661
1122 => 0.23847331382434
1123 => 0.25041964521166
1124 => 0.25828827170363
1125 => 0.25629253350187
1126 => 0.26369301474993
1127 => 0.24819522963746
1128 => 0.25334297218861
1129 => 0.25440391479393
1130 => 0.24221872254965
1201 => 0.23389473728523
1202 => 0.23333962236848
1203 => 0.21890697903581
1204 => 0.2266167806079
1205 => 0.23340108693806
1206 => 0.23015193068935
1207 => 0.22912334488679
1208 => 0.23437816667903
1209 => 0.23478651133679
1210 => 0.22547620986539
1211 => 0.2274121163602
1212 => 0.23548516826122
1213 => 0.22720869616561
1214 => 0.21112886283789
1215 => 0.20714084185152
1216 => 0.20660876633813
1217 => 0.19579293712918
1218 => 0.2074073404833
1219 => 0.20233734217257
1220 => 0.21835340608826
1221 => 0.20920511627549
1222 => 0.20881075178611
1223 => 0.20821461201973
1224 => 0.19890498102331
1225 => 0.20094319855361
1226 => 0.20771854405363
1227 => 0.21013606365777
1228 => 0.2098838965569
1229 => 0.2076853411644
1230 => 0.20869182856466
1231 => 0.20544958196497
]
'min_raw' => 0.11344260166792
'max_raw' => 0.35276864981389
'avg_raw' => 0.2331056257409
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.113442'
'max' => '$0.352768'
'avg' => '$0.2331056'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.064624515962135
'max_diff' => 0.22032988751815
'year' => 2033
]
8 => [
'items' => [
101 => 0.20430467720909
102 => 0.20069104286867
103 => 0.19537999868022
104 => 0.19611853194915
105 => 0.18559596370152
106 => 0.17986271004525
107 => 0.17827582099626
108 => 0.1761537666393
109 => 0.17851551268245
110 => 0.18556615458777
111 => 0.17706158457283
112 => 0.16248109580845
113 => 0.16335740802713
114 => 0.16532622140308
115 => 0.161657350702
116 => 0.15818507248841
117 => 0.16120393668029
118 => 0.15502599137964
119 => 0.16607279657718
120 => 0.1657740114549
121 => 0.1698915773027
122 => 0.17246637572828
123 => 0.1665322989582
124 => 0.16503989469798
125 => 0.16589003599059
126 => 0.15183909413678
127 => 0.16874331558542
128 => 0.16888950399447
129 => 0.16763775008262
130 => 0.17663872614473
131 => 0.19563359311063
201 => 0.18848696009131
202 => 0.1857195677781
203 => 0.18045875296773
204 => 0.18746847634627
205 => 0.18693023895951
206 => 0.18449612537615
207 => 0.18302396588604
208 => 0.18573646488545
209 => 0.18268785724212
210 => 0.18214024353924
211 => 0.17882230030938
212 => 0.17763794553312
213 => 0.1767610964073
214 => 0.17579577167719
215 => 0.17792503748789
216 => 0.17309984103261
217 => 0.16728112712738
218 => 0.16679736402552
219 => 0.16813307648265
220 => 0.16754212315247
221 => 0.16679453476833
222 => 0.16536718494943
223 => 0.16494372074867
224 => 0.16631977396553
225 => 0.16476629011258
226 => 0.16705854016025
227 => 0.16643517498326
228 => 0.16295310777774
301 => 0.15861316281327
302 => 0.15857452819974
303 => 0.15763949417608
304 => 0.15644858776365
305 => 0.15611730484395
306 => 0.16094969635835
307 => 0.17095260217185
308 => 0.16898879241141
309 => 0.17040784622264
310 => 0.17738818648475
311 => 0.17960702674791
312 => 0.17803214648523
313 => 0.17587635324728
314 => 0.17597119720892
315 => 0.18333819530597
316 => 0.18379766594074
317 => 0.18495860000396
318 => 0.18645072835512
319 => 0.17828626239558
320 => 0.17558665159644
321 => 0.1743074262311
322 => 0.17036790722839
323 => 0.17461634072398
324 => 0.17214096046216
325 => 0.17247497383051
326 => 0.17225744718619
327 => 0.17237623144308
328 => 0.16606970877
329 => 0.16836747417099
330 => 0.16454699353291
331 => 0.15943179882758
401 => 0.15941465090131
402 => 0.16066658755875
403 => 0.15992188664662
404 => 0.15791791564009
405 => 0.15820257026309
406 => 0.15570869623793
407 => 0.15850537172279
408 => 0.15858557036871
409 => 0.1575086979711
410 => 0.16181736242237
411 => 0.16358262576359
412 => 0.16287380528264
413 => 0.16353289302908
414 => 0.16907039757302
415 => 0.16997325243195
416 => 0.17037424092104
417 => 0.16983696946645
418 => 0.1636341084468
419 => 0.16390923170963
420 => 0.16189055975418
421 => 0.16018499467424
422 => 0.16025320833293
423 => 0.16113009049196
424 => 0.1649594863089
425 => 0.17301822405044
426 => 0.17332404725687
427 => 0.17369471390455
428 => 0.17218702636628
429 => 0.17173229337811
430 => 0.17233220356605
501 => 0.17535864175347
502 => 0.18314346244147
503 => 0.18039178687964
504 => 0.17815463181549
505 => 0.18011721993942
506 => 0.17981509488102
507 => 0.17726485534016
508 => 0.17719327861009
509 => 0.17229855357029
510 => 0.17048908517057
511 => 0.1689769579394
512 => 0.16732575447805
513 => 0.16634686571732
514 => 0.16785088375079
515 => 0.16819487047006
516 => 0.16490630875415
517 => 0.16445808994392
518 => 0.16714360042967
519 => 0.16596180739081
520 => 0.16717731083834
521 => 0.16745931806456
522 => 0.16741390840596
523 => 0.16617998074532
524 => 0.16696644943996
525 => 0.16510621651955
526 => 0.16308349261655
527 => 0.16179312078659
528 => 0.16066710022196
529 => 0.16129188187591
530 => 0.15906464936019
531 => 0.15835211285308
601 => 0.16670001154232
602 => 0.1728666940591
603 => 0.17277702805304
604 => 0.17223120930132
605 => 0.17142023335156
606 => 0.17529931381149
607 => 0.17394791974391
608 => 0.17493117184083
609 => 0.17518145076645
610 => 0.17593896969513
611 => 0.17620971760118
612 => 0.17539132938259
613 => 0.17264471856327
614 => 0.16580042554147
615 => 0.162614388664
616 => 0.1615629434268
617 => 0.16160116146419
618 => 0.16054693738005
619 => 0.16085745361984
620 => 0.16043895250393
621 => 0.15964641263669
622 => 0.16124294477243
623 => 0.16142693022835
624 => 0.16105428055073
625 => 0.16114205303992
626 => 0.15805667286999
627 => 0.15829124762322
628 => 0.15698510558894
629 => 0.15674021970328
630 => 0.15343840637941
701 => 0.14758876547068
702 => 0.1508300343725
703 => 0.14691503733048
704 => 0.14543236862878
705 => 0.15245109166033
706 => 0.15174660653704
707 => 0.15054083423828
708 => 0.14875724570345
709 => 0.14809569536625
710 => 0.1440763249388
711 => 0.14383883909144
712 => 0.14583094760741
713 => 0.14491165807156
714 => 0.14362062740105
715 => 0.13894464518213
716 => 0.13368729300357
717 => 0.1338459794193
718 => 0.13551824533079
719 => 0.14038058400422
720 => 0.1384807841652
721 => 0.13710245758429
722 => 0.13684433844804
723 => 0.14007523984732
724 => 0.14464764222208
725 => 0.14679291111458
726 => 0.1446670147949
727 => 0.14222489956923
728 => 0.14237353980735
729 => 0.14336237671952
730 => 0.14346628949759
731 => 0.14187672353918
801 => 0.14232417704554
802 => 0.14164445425338
803 => 0.13747299673256
804 => 0.13739754829384
805 => 0.1363738053444
806 => 0.13634280681475
807 => 0.13460116467309
808 => 0.13435749689807
809 => 0.13089936071569
810 => 0.13317551642313
811 => 0.13164879067811
812 => 0.12934765486218
813 => 0.12895093818016
814 => 0.12893901239765
815 => 0.13130176435606
816 => 0.13314790629084
817 => 0.1316753487261
818 => 0.13134007591294
819 => 0.1349199124123
820 => 0.13446434558682
821 => 0.13406982765405
822 => 0.14423823373997
823 => 0.13618914687234
824 => 0.13267928557224
825 => 0.12833516570877
826 => 0.12974963304127
827 => 0.13004768209108
828 => 0.11960085690591
829 => 0.11536258122936
830 => 0.11390816473322
831 => 0.11307112747725
901 => 0.11345257586565
902 => 0.1096376306566
903 => 0.11220133693045
904 => 0.1088979168487
905 => 0.10834408772174
906 => 0.11425101204312
907 => 0.11507292605469
908 => 0.11156638553267
909 => 0.11381815220515
910 => 0.11300163030781
911 => 0.10895454450461
912 => 0.10879997559528
913 => 0.10676929020118
914 => 0.10359166077759
915 => 0.10213939886382
916 => 0.10138304825002
917 => 0.10169513325426
918 => 0.10153733352616
919 => 0.10050758356046
920 => 0.10159635758881
921 => 0.098814989858857
922 => 0.097707426817788
923 => 0.097207166287405
924 => 0.09473854233752
925 => 0.09866722084384
926 => 0.099441220001772
927 => 0.10021674417715
928 => 0.10696715265094
929 => 0.10662992132004
930 => 0.10967832831301
1001 => 0.10955987282292
1002 => 0.10869041776761
1003 => 0.10502232990766
1004 => 0.10648436435126
1005 => 0.10198444958446
1006 => 0.10535609169221
1007 => 0.10381741503737
1008 => 0.10483586356744
1009 => 0.10300460128058
1010 => 0.10401809744109
1011 => 0.099624763915594
1012 => 0.095522330885353
1013 => 0.097173269694208
1014 => 0.098968028987187
1015 => 0.10285952443053
1016 => 0.10054178184861
1017 => 0.10137532972462
1018 => 0.098583083874229
1019 => 0.092821883119274
1020 => 0.092854490889883
1021 => 0.091968255668314
1022 => 0.091202419044417
1023 => 0.10080800246521
1024 => 0.099613396325034
1025 => 0.097709947786846
1026 => 0.10025778929525
1027 => 0.10093147902975
1028 => 0.1009506580294
1029 => 0.10280949742462
1030 => 0.10380156034307
1031 => 0.10397641573229
1101 => 0.10690133968356
1102 => 0.10788173561134
1103 => 0.11191984768706
1104 => 0.10371739073559
1105 => 0.10354846653245
1106 => 0.10029364265024
1107 => 0.098229381887413
1108 => 0.10043498435073
1109 => 0.10238884703846
1110 => 0.10035435461032
1111 => 0.10062001637096
1112 => 0.09788887651032
1113 => 0.098865130498423
1114 => 0.099706011948592
1115 => 0.099241726636536
1116 => 0.098546669052725
1117 => 0.10222865257962
1118 => 0.10202090063922
1119 => 0.10544964834791
1120 => 0.10812260237892
1121 => 0.11291301385019
1122 => 0.10791396975013
1123 => 0.10773178471372
1124 => 0.109512672668
1125 => 0.10788146296667
1126 => 0.10891233119047
1127 => 0.11274692504218
1128 => 0.11282794396779
1129 => 0.11147077257679
1130 => 0.11138818857431
1201 => 0.11164884818578
1202 => 0.11317553967172
1203 => 0.11264206675604
1204 => 0.11325941511994
1205 => 0.11403141870218
1206 => 0.11722475284104
1207 => 0.11799465489094
1208 => 0.11612419205813
1209 => 0.11629307390925
1210 => 0.11559346946443
1211 => 0.11491766033675
1212 => 0.11643678056178
1213 => 0.1192130026314
1214 => 0.11919573189799
1215 => 0.1198397614561
1216 => 0.12024098653537
1217 => 0.11851863478043
1218 => 0.11739744712059
1219 => 0.1178273818124
1220 => 0.11851485674735
1221 => 0.11760444295654
1222 => 0.11198494729498
1223 => 0.11368954330392
1224 => 0.11340581517755
1225 => 0.11300175182307
1226 => 0.11471573629132
1227 => 0.11455041830806
1228 => 0.10959850287945
1229 => 0.10991550843874
1230 => 0.10961778103746
1231 => 0.11057979918027
]
'min_raw' => 0.091202419044417
'max_raw' => 0.20430467720909
'avg_raw' => 0.14775354812675
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.0912024'
'max' => '$0.2043046'
'avg' => '$0.147753'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.022240182623498
'max_diff' => -0.1484639726048
'year' => 2034
]
9 => [
'items' => [
101 => 0.10782951082989
102 => 0.10867548100299
103 => 0.10920606556508
104 => 0.1095185839483
105 => 0.11064761464434
106 => 0.11051513592338
107 => 0.11063937958103
108 => 0.1123134340502
109 => 0.12078022708914
110 => 0.12124105595332
111 => 0.11897176608584
112 => 0.11987830262814
113 => 0.11813795070468
114 => 0.11930626061024
115 => 0.12010558857577
116 => 0.11649357920147
117 => 0.11627969944807
118 => 0.11453216447315
119 => 0.11547119078323
120 => 0.11397713240551
121 => 0.11434372207146
122 => 0.11331870540675
123 => 0.11516353132444
124 => 0.11722633335739
125 => 0.11774747861343
126 => 0.11637656981192
127 => 0.11538394149234
128 => 0.11364121315524
129 => 0.11653940921906
130 => 0.11738693006905
131 => 0.11653495755284
201 => 0.11633753690487
202 => 0.11596342513369
203 => 0.11641690648566
204 => 0.11738231428849
205 => 0.11692704579696
206 => 0.11722775865641
207 => 0.11608175132993
208 => 0.11851920495053
209 => 0.12239046790519
210 => 0.12240291464861
211 => 0.12194764370301
212 => 0.12176135664102
213 => 0.12222849225936
214 => 0.1224818941694
215 => 0.12399252510106
216 => 0.12561349227693
217 => 0.13317783880332
218 => 0.13105380056793
219 => 0.13776533881114
220 => 0.14307329417734
221 => 0.14466491790291
222 => 0.14320069896707
223 => 0.13819168508312
224 => 0.13794591896521
225 => 0.14543150045895
226 => 0.14331648082562
227 => 0.14306490597017
228 => 0.14038857455062
301 => 0.14197061788967
302 => 0.14162460180424
303 => 0.14107839848571
304 => 0.14409682697052
305 => 0.1497470556371
306 => 0.14886641451191
307 => 0.14820905676372
308 => 0.1453287064651
309 => 0.1470633206944
310 => 0.14644565779169
311 => 0.14909952960028
312 => 0.14752743473133
313 => 0.14330045747171
314 => 0.14397361753261
315 => 0.14387187074361
316 => 0.14596581245125
317 => 0.14533726312545
318 => 0.14374913639989
319 => 0.14972774376978
320 => 0.14933952626194
321 => 0.14988992992918
322 => 0.1501322346453
323 => 0.15377130759647
324 => 0.15526211934722
325 => 0.15560055971497
326 => 0.15701671557466
327 => 0.15556532446709
328 => 0.16137192372169
329 => 0.16523297340154
330 => 0.16971778129249
331 => 0.17627129102388
401 => 0.17873547130624
402 => 0.17829033919425
403 => 0.18325913547842
404 => 0.19218795195093
405 => 0.18009510828798
406 => 0.19282890202879
407 => 0.18879752994917
408 => 0.17923921926967
409 => 0.17862377674699
410 => 0.18509677571341
411 => 0.19945326441788
412 => 0.19585712682736
413 => 0.1994591464107
414 => 0.1952571992342
415 => 0.19504853714009
416 => 0.19925506721526
417 => 0.20908385402189
418 => 0.20441456583662
419 => 0.19771999626661
420 => 0.20266316225807
421 => 0.19838093440785
422 => 0.18873187654119
423 => 0.19585437692872
424 => 0.19109176375671
425 => 0.19248174747474
426 => 0.20249205197705
427 => 0.20128758565535
428 => 0.20284627660621
429 => 0.20009522787599
430 => 0.19752531456141
501 => 0.19272838051546
502 => 0.19130824483045
503 => 0.19170071924265
504 => 0.19130805033962
505 => 0.18862420982701
506 => 0.18804463472384
507 => 0.1870786508268
508 => 0.18737804962879
509 => 0.18556171729379
510 => 0.18898951168335
511 => 0.18962574052768
512 => 0.19212020343007
513 => 0.19237918684366
514 => 0.19932623052036
515 => 0.19549991560356
516 => 0.19806693799789
517 => 0.19783731935319
518 => 0.17944637684543
519 => 0.18198048645834
520 => 0.18592276576862
521 => 0.18414677428297
522 => 0.18163593784027
523 => 0.17960830279025
524 => 0.17653622835315
525 => 0.18086011412941
526 => 0.1865455641312
527 => 0.19252337923812
528 => 0.19970533240713
529 => 0.19810240406696
530 => 0.19238911761929
531 => 0.19264541147578
601 => 0.19422971924865
602 => 0.19217789673324
603 => 0.19157277421711
604 => 0.19414658470722
605 => 0.19416430912552
606 => 0.19180343935051
607 => 0.1891797646302
608 => 0.18916877133732
609 => 0.18870191376253
610 => 0.19534025215962
611 => 0.19899066706631
612 => 0.19940918125242
613 => 0.19896249772704
614 => 0.19913440848772
615 => 0.19701031248492
616 => 0.20186536606621
617 => 0.20632084334744
618 => 0.20512668025868
619 => 0.20333646002835
620 => 0.2019104633862
621 => 0.20479076076862
622 => 0.20466250566019
623 => 0.20628192864026
624 => 0.20620846225965
625 => 0.20566391122103
626 => 0.20512669970632
627 => 0.2072566826385
628 => 0.20664328176051
629 => 0.20602892810153
630 => 0.20479674778561
701 => 0.20496422155489
702 => 0.20317431043132
703 => 0.2023462156448
704 => 0.18989365693269
705 => 0.18656592634573
706 => 0.18761289813059
707 => 0.18795758842678
708 => 0.18650935581072
709 => 0.18858574936171
710 => 0.18826214562623
711 => 0.18952109845911
712 => 0.18873455938651
713 => 0.1887668392244
714 => 0.19107988292913
715 => 0.191751369357
716 => 0.19140984594023
717 => 0.1916490372346
718 => 0.19716109965708
719 => 0.19637746064644
720 => 0.19596116804054
721 => 0.19607648393737
722 => 0.19748493406626
723 => 0.19787922320383
724 => 0.19620859242176
725 => 0.19699647155638
726 => 0.20035116091486
727 => 0.20152511233136
728 => 0.20527180172416
729 => 0.203680141478
730 => 0.20660170274527
731 => 0.2155815860472
801 => 0.22275533818944
802 => 0.21615805925159
803 => 0.22933174148899
804 => 0.23958934276329
805 => 0.23919563894145
806 => 0.23740698889669
807 => 0.22572898255834
808 => 0.21498270701652
809 => 0.22397242281821
810 => 0.22399533945254
811 => 0.22322311489259
812 => 0.21842689447266
813 => 0.22305621681839
814 => 0.22342367561496
815 => 0.22321799640406
816 => 0.21954074545344
817 => 0.2139262629214
818 => 0.21502331936899
819 => 0.21682032020948
820 => 0.21341822272478
821 => 0.21233104643806
822 => 0.21435231399882
823 => 0.22086525922741
824 => 0.21963402465887
825 => 0.21960187214847
826 => 0.22486961575741
827 => 0.22109904818363
828 => 0.21503715676405
829 => 0.21350644923409
830 => 0.20807346871084
831 => 0.21182604770986
901 => 0.21196109634745
902 => 0.20990584718011
903 => 0.21520392890686
904 => 0.21515510615104
905 => 0.22018484623518
906 => 0.22979982019197
907 => 0.22695619926881
908 => 0.22364937752026
909 => 0.22400892073255
910 => 0.2279522223431
911 => 0.22556801217254
912 => 0.22642539077318
913 => 0.2279509245979
914 => 0.22887131703123
915 => 0.22387649042543
916 => 0.22271195741344
917 => 0.22032973156647
918 => 0.21970825330934
919 => 0.22164852655493
920 => 0.22113733310559
921 => 0.21194974603239
922 => 0.21098959206399
923 => 0.21101903861542
924 => 0.20860468580904
925 => 0.20492221826825
926 => 0.21459952309674
927 => 0.21382230008522
928 => 0.21296430603278
929 => 0.21306940540856
930 => 0.21726999544031
1001 => 0.21483344108701
1002 => 0.22131142017866
1003 => 0.21997974242329
1004 => 0.21861391215838
1005 => 0.21842511281156
1006 => 0.21789938468673
1007 => 0.21609646733188
1008 => 0.21391933628735
1009 => 0.21248180579189
1010 => 0.19600323409726
1011 => 0.19906156115234
1012 => 0.20257988765393
1013 => 0.20379439986347
1014 => 0.20171689268737
1015 => 0.21617849997775
1016 => 0.21882077498521
1017 => 0.21081715163626
1018 => 0.20932000049346
1019 => 0.21627665295742
1020 => 0.21208094110547
1021 => 0.2139702698955
1022 => 0.20988657445906
1023 => 0.21818432831076
1024 => 0.21812111332895
1025 => 0.21489309966737
1026 => 0.21762139470965
1027 => 0.21714728630601
1028 => 0.21350286683233
1029 => 0.21829986290851
1030 => 0.21830224215871
1031 => 0.21519534919251
1101 => 0.21156717839431
1102 => 0.21091854714916
1103 => 0.21042989063729
1104 => 0.21385009034877
1105 => 0.21691663071539
1106 => 0.22262270207784
1107 => 0.22405734399128
1108 => 0.22965684688892
1109 => 0.22632261554822
1110 => 0.22780063711603
1111 => 0.2294052386068
1112 => 0.23017454356875
1113 => 0.22892100241644
1114 => 0.23761933526383
1115 => 0.23835374106618
1116 => 0.23859998097913
1117 => 0.23566695208361
1118 => 0.23827216822679
1119 => 0.23705327386908
1120 => 0.24022449836923
1121 => 0.24072178686308
1122 => 0.24030060120034
1123 => 0.24045844841745
1124 => 0.23303595582327
1125 => 0.23265106042549
1126 => 0.22740298436588
1127 => 0.22954161415199
1128 => 0.22554354827405
1129 => 0.22681137614859
1130 => 0.22737022259538
1201 => 0.22707831292583
1202 => 0.22966252907132
1203 => 0.22746541742718
1204 => 0.22166687855967
1205 => 0.21586675988413
1206 => 0.21579394411883
1207 => 0.21426687525216
1208 => 0.21316308415817
1209 => 0.21337571348196
1210 => 0.2141250469527
1211 => 0.21311953153463
1212 => 0.21333410923
1213 => 0.21689752869684
1214 => 0.21761214705776
1215 => 0.21518359464791
1216 => 0.20543260628392
1217 => 0.20303968928089
1218 => 0.20475967056906
1219 => 0.20393763029429
1220 => 0.16459358432694
1221 => 0.17383688432849
1222 => 0.16834482934038
1223 => 0.1708758209562
1224 => 0.16526985497408
1225 => 0.1679453157746
1226 => 0.16745125585693
1227 => 0.18231420873028
1228 => 0.18208214416449
1229 => 0.18219322119155
1230 => 0.17689122528022
1231 => 0.18533744873185
]
'min_raw' => 0.10782951082989
'max_raw' => 0.24072178686308
'avg_raw' => 0.17427564884648
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.107829'
'max' => '$0.240721'
'avg' => '$0.174275'
'bar_min_pct' => 61.631153054958
'bar_max_pct' => 60.119598047091
'min_diff' => 0.01662709178547
'max_diff' => 0.03641710965399
'year' => 2035
]
10 => [
'items' => [
101 => 0.18949836212049
102 => 0.18872828779138
103 => 0.18892209890942
104 => 0.18559178177457
105 => 0.18222546594113
106 => 0.17849170360955
107 => 0.18542857251465
108 => 0.18465731110871
109 => 0.18642630728285
110 => 0.19092536262544
111 => 0.19158786561488
112 => 0.19247827635114
113 => 0.19215912748594
114 => 0.19976254825096
115 => 0.19884172382733
116 => 0.20106064574901
117 => 0.1964961550061
118 => 0.19133100046507
119 => 0.1923127274817
120 => 0.19221817927545
121 => 0.19101447209249
122 => 0.1899278190691
123 => 0.18811884794775
124 => 0.19384270025306
125 => 0.19361032230244
126 => 0.19737225121306
127 => 0.19670729373668
128 => 0.19226654496672
129 => 0.1924251471778
130 => 0.1934918232689
131 => 0.19718360139931
201 => 0.19827957250384
202 => 0.19777187502132
203 => 0.19897355730446
204 => 0.19992331798451
205 => 0.1990928326231
206 => 0.21085075400207
207 => 0.2059680452861
208 => 0.2083478435406
209 => 0.20891541140171
210 => 0.20746159826014
211 => 0.2077768782734
212 => 0.20825444158483
213 => 0.21115411249534
214 => 0.21876368799107
215 => 0.22213391717799
216 => 0.23227341797104
217 => 0.22185406655987
218 => 0.2212358253667
219 => 0.22306225564311
220 => 0.22901521598379
221 => 0.23383953120678
222 => 0.23544003488767
223 => 0.23565156787053
224 => 0.23865421917535
225 => 0.24037528290714
226 => 0.23828961832937
227 => 0.2365222359779
228 => 0.23019169177051
229 => 0.23092446950001
301 => 0.2359725813956
302 => 0.24310333678042
303 => 0.24922226672924
304 => 0.2470796307274
305 => 0.26342643095615
306 => 0.26504714942814
307 => 0.26482321853941
308 => 0.26851545641385
309 => 0.26118711614425
310 => 0.2580541086991
311 => 0.23690436410293
312 => 0.24284657964758
313 => 0.25148393891582
314 => 0.25034075202823
315 => 0.24406807085037
316 => 0.24921750833808
317 => 0.24751494326684
318 => 0.24617205955567
319 => 0.25232407016737
320 => 0.24555968178914
321 => 0.25141645896726
322 => 0.24390508165572
323 => 0.24708941810817
324 => 0.24528183472874
325 => 0.24645156270432
326 => 0.23961335686053
327 => 0.24330308674577
328 => 0.23945985196659
329 => 0.2394580297729
330 => 0.23937319015214
331 => 0.24389473882634
401 => 0.24404218636627
402 => 0.24070075506436
403 => 0.24021920261079
404 => 0.2419997544235
405 => 0.23991519457807
406 => 0.24089054700969
407 => 0.23994473700962
408 => 0.2397318152568
409 => 0.23803521850467
410 => 0.23730427797495
411 => 0.23759089859067
412 => 0.23661251466616
413 => 0.23602300296195
414 => 0.23925592143638
415 => 0.23752870351105
416 => 0.23899120051753
417 => 0.23732450059681
418 => 0.23154699252501
419 => 0.22822428653688
420 => 0.21731110936453
421 => 0.22040607287285
422 => 0.22245803688084
423 => 0.22177986278844
424 => 0.22323684315745
425 => 0.223326289919
426 => 0.22285261074888
427 => 0.22230415095194
428 => 0.22203719105452
429 => 0.22402689141376
430 => 0.22518197944254
501 => 0.22266397892078
502 => 0.2220740466291
503 => 0.22461988417922
504 => 0.22617284361411
505 => 0.23763902354878
506 => 0.23678957190395
507 => 0.23892152883602
508 => 0.23868150320301
509 => 0.24091613371519
510 => 0.24456881017729
511 => 0.23714189762544
512 => 0.23843095284113
513 => 0.23811490627088
514 => 0.24156541985305
515 => 0.24157619197982
516 => 0.23950743672137
517 => 0.24062894250869
518 => 0.24000294874511
519 => 0.24113420408404
520 => 0.23677822695935
521 => 0.24208333689855
522 => 0.24509099238034
523 => 0.24513275367963
524 => 0.24655835850777
525 => 0.24800685557862
526 => 0.25078711956862
527 => 0.24792931552493
528 => 0.24278840425195
529 => 0.24315956144082
530 => 0.24014544704246
531 => 0.24019611485004
601 => 0.23992564612226
602 => 0.24073734313425
603 => 0.23695634880779
604 => 0.23784374061887
605 => 0.2366013868868
606 => 0.23842825220674
607 => 0.23646284711414
608 => 0.23811475386365
609 => 0.23882766205516
610 => 0.24145830862965
611 => 0.23607429847618
612 => 0.2250959373078
613 => 0.22740372192516
614 => 0.22399032720352
615 => 0.22430624988072
616 => 0.22494446396738
617 => 0.22287580330186
618 => 0.22327043856585
619 => 0.22325633941721
620 => 0.22313484057125
621 => 0.22259670203668
622 => 0.22181629469409
623 => 0.22492519735025
624 => 0.22545346049248
625 => 0.22662772401969
626 => 0.2301215357661
627 => 0.22977242158288
628 => 0.23034184130032
629 => 0.2290988012543
630 => 0.22436391094333
701 => 0.22462103826746
702 => 0.22141465641537
703 => 0.2265457296268
704 => 0.22533062376348
705 => 0.22454723710866
706 => 0.22433348280187
707 => 0.22783595503182
708 => 0.22888394961755
709 => 0.22823090972002
710 => 0.22689150583798
711 => 0.22946355725071
712 => 0.23015172970262
713 => 0.23030578613578
714 => 0.2348629680972
715 => 0.23056048198345
716 => 0.23159613315406
717 => 0.23967598794753
718 => 0.2323486745936
719 => 0.23623011589576
720 => 0.23604013954207
721 => 0.23802575357144
722 => 0.23587726123593
723 => 0.23590389437337
724 => 0.23766698511431
725 => 0.23519104214375
726 => 0.23457796384498
727 => 0.23373100056617
728 => 0.23558031389992
729 => 0.23668889360625
730 => 0.2456232318772
731 => 0.25139522185556
801 => 0.25114464454806
802 => 0.25343445207756
803 => 0.25240287281329
804 => 0.2490716312521
805 => 0.25475765439542
806 => 0.25295835875956
807 => 0.25310669050564
808 => 0.25310116959064
809 => 0.25429754389133
810 => 0.2534498030532
811 => 0.25177881884242
812 => 0.2528880961431
813 => 0.25618225315224
814 => 0.26640741758567
815 => 0.27212955506803
816 => 0.2660629377243
817 => 0.27024760913276
818 => 0.26773829743857
819 => 0.26728228085817
820 => 0.26991056374747
821 => 0.27254344709804
822 => 0.27237574381088
823 => 0.27046440569842
824 => 0.2693847392971
825 => 0.27756033500267
826 => 0.28358397465088
827 => 0.28317320280987
828 => 0.28498621612595
829 => 0.29030927929637
830 => 0.29079595348187
831 => 0.29073464372058
901 => 0.28952837097261
902 => 0.29476961795098
903 => 0.29914195839131
904 => 0.28924915368402
905 => 0.29301620421024
906 => 0.29470735455824
907 => 0.29719046501081
908 => 0.30137988856193
909 => 0.30593071372816
910 => 0.30657425030392
911 => 0.30611763030735
912 => 0.30311623877748
913 => 0.308095805977
914 => 0.31101271965726
915 => 0.31274967500148
916 => 0.31715430475259
917 => 0.29471779852705
918 => 0.27883612425391
919 => 0.276355971482
920 => 0.28139945967086
921 => 0.2827293872852
922 => 0.28219329513145
923 => 0.26431702683837
924 => 0.27626185662901
925 => 0.28911348913393
926 => 0.28960717267836
927 => 0.29604096862529
928 => 0.29813607631582
929 => 0.30331612535
930 => 0.30299211187254
1001 => 0.30425337137978
1002 => 0.30396342966103
1003 => 0.31355837970885
1004 => 0.32414303447546
1005 => 0.32377652153804
1006 => 0.32225485218338
1007 => 0.32451479065822
1008 => 0.33543928869791
1009 => 0.33443353597993
1010 => 0.33541053907563
1011 => 0.34829113794215
1012 => 0.36503774871244
1013 => 0.35725726667741
1014 => 0.37413867392003
1015 => 0.38476462493432
1016 => 0.40314110846968
1017 => 0.40084028222497
1018 => 0.40799411241242
1019 => 0.39672132304999
1020 => 0.37083672006725
1021 => 0.36674038256296
1022 => 0.37494135398235
1023 => 0.39510264197784
1024 => 0.37430640327544
1025 => 0.37851345527985
1026 => 0.37730182401956
1027 => 0.3772372613388
1028 => 0.379701356268
1029 => 0.37612705805465
1030 => 0.36156472412946
1031 => 0.368238555951
1101 => 0.36566146898098
1102 => 0.36852093910878
1103 => 0.38395232005334
1104 => 0.37712973869957
1105 => 0.36994270346488
1106 => 0.37895684057998
1107 => 0.39043493472106
1108 => 0.38971665621783
1109 => 0.38832289570444
1110 => 0.3961794507435
1111 => 0.40915617791339
1112 => 0.41266373512269
1113 => 0.41525294214575
1114 => 0.41560995004922
1115 => 0.41928735333413
1116 => 0.39951302904624
1117 => 0.43089538953178
1118 => 0.43631425626742
1119 => 0.43529573391014
1120 => 0.44131857622603
1121 => 0.43954650323193
1122 => 0.43697904749322
1123 => 0.44652653365921
1124 => 0.43558111121231
1125 => 0.4200454620393
1126 => 0.41152229764268
1127 => 0.4227462880642
1128 => 0.42960038735134
1129 => 0.43413051097755
1130 => 0.43550132364966
1201 => 0.40104805355043
1202 => 0.3824796518329
1203 => 0.39438178444668
1204 => 0.4089032076768
1205 => 0.39943236180699
1206 => 0.39980360103441
1207 => 0.38630066371858
1208 => 0.41009791800979
1209 => 0.40663085822597
1210 => 0.42461797051753
1211 => 0.42032520181356
1212 => 0.43499299363165
1213 => 0.43113047247471
1214 => 0.44716358184652
1215 => 0.45355962325403
1216 => 0.46429957224162
1217 => 0.47219992243634
1218 => 0.47683915918029
1219 => 0.47656063680753
1220 => 0.49494360404566
1221 => 0.48410381051729
1222 => 0.47048647510248
1223 => 0.47024018046697
1224 => 0.47729279143743
1225 => 0.4920731292422
1226 => 0.4959054557898
1227 => 0.49804720351431
1228 => 0.49476704231945
1229 => 0.48300122333941
1230 => 0.47792080235788
1231 => 0.48224946822811
]
'min_raw' => 0.17849170360955
'max_raw' => 0.49804720351431
'avg_raw' => 0.33826945356193
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.178491'
'max' => '$0.498047'
'avg' => '$0.338269'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.070662192779664
'max_diff' => 0.25732541665123
'year' => 2036
]
11 => [
'items' => [
101 => 0.47695588183532
102 => 0.48609409706728
103 => 0.49864281839822
104 => 0.4960515570664
105 => 0.50471375519506
106 => 0.51367821896839
107 => 0.52649780478352
108 => 0.52984931922348
109 => 0.53538924514607
110 => 0.54109164869126
111 => 0.5429231070259
112 => 0.54641992925486
113 => 0.54640149927563
114 => 0.55693940842589
115 => 0.5685630485505
116 => 0.57295070360966
117 => 0.58303987448147
118 => 0.5657625229302
119 => 0.57886759254975
120 => 0.59068869338775
121 => 0.5765950896419
122 => 0.59601983901703
123 => 0.59677405801784
124 => 0.60816186948
125 => 0.59661814092241
126 => 0.58976351175379
127 => 0.60955256932397
128 => 0.61912787093271
129 => 0.61624371216177
130 => 0.59429512150643
131 => 0.58152010032568
201 => 0.54808540577812
202 => 0.58769024574103
203 => 0.60698060799794
204 => 0.59424516412839
205 => 0.60066818123966
206 => 0.63571007992845
207 => 0.64905176615422
208 => 0.64627678868469
209 => 0.64674571419702
210 => 0.65394464591572
211 => 0.68586867368051
212 => 0.66673905625068
213 => 0.68136293200269
214 => 0.68911938297126
215 => 0.69632400690257
216 => 0.67863172757205
217 => 0.65561433211424
218 => 0.64832375676822
219 => 0.59297887522373
220 => 0.5900979337887
221 => 0.58848077405976
222 => 0.57828481072057
223 => 0.57027357644537
224 => 0.56390274551167
225 => 0.54718378265049
226 => 0.55282594182584
227 => 0.52617940454385
228 => 0.54322691480157
301 => 0.50069839789638
302 => 0.53611741051672
303 => 0.51684045225236
304 => 0.52978441127475
305 => 0.52973925102111
306 => 0.50590531857495
307 => 0.49215840374148
308 => 0.5009184729113
309 => 0.5103099624365
310 => 0.5118337000152
311 => 0.52401001132757
312 => 0.52740815808592
313 => 0.51711161476382
314 => 0.49981708891218
315 => 0.50383421282138
316 => 0.49207699685368
317 => 0.47147292810507
318 => 0.48627112999285
319 => 0.49132388674835
320 => 0.49355547198077
321 => 0.4732937367598
322 => 0.4669270596497
323 => 0.46353749417788
324 => 0.49720155333112
325 => 0.49904574648386
326 => 0.48961059357185
327 => 0.53225837941204
328 => 0.52260587199818
329 => 0.5333900877012
330 => 0.50346970093212
331 => 0.50461269999984
401 => 0.49044790940789
402 => 0.49837924564773
403 => 0.49277363283231
404 => 0.49773847205855
405 => 0.50071437621995
406 => 0.51487684250915
407 => 0.53627912313226
408 => 0.51276144232217
409 => 0.50251445201382
410 => 0.50887162716986
411 => 0.52580162234914
412 => 0.55145143167625
413 => 0.53626622830408
414 => 0.54300516369917
415 => 0.54447732128863
416 => 0.53328031450878
417 => 0.55186428128747
418 => 0.56182358006004
419 => 0.57203975981421
420 => 0.58091018244389
421 => 0.56795919296179
422 => 0.58181860815905
423 => 0.57065036602618
424 => 0.56063129828134
425 => 0.56064649307142
426 => 0.55436138551986
427 => 0.54218319766419
428 => 0.53993735297668
429 => 0.55162052066001
430 => 0.56098931474195
501 => 0.56176097349604
502 => 0.56694801928582
503 => 0.57001765955339
504 => 0.60010430714918
505 => 0.612205405702
506 => 0.62700239995033
507 => 0.63276666312295
508 => 0.65011502866983
509 => 0.63610481452537
510 => 0.63307361656683
511 => 0.59099215635723
512 => 0.59788299310911
513 => 0.60891588761571
514 => 0.59117408472398
515 => 0.60242717505868
516 => 0.6046487734638
517 => 0.5905712250507
518 => 0.5980906519131
519 => 0.57812128352127
520 => 0.53671440079322
521 => 0.55191037898473
522 => 0.56309973384463
523 => 0.54713114482205
524 => 0.5757542225753
525 => 0.55903321145211
526 => 0.55373345367614
527 => 0.53305720909201
528 => 0.54281560063408
529 => 0.55601396492143
530 => 0.54785891026639
531 => 0.56478187316323
601 => 0.58874930181451
602 => 0.60582991875646
603 => 0.6071411564344
604 => 0.59615946405318
605 => 0.61375769617831
606 => 0.61388588008691
607 => 0.59403500235888
608 => 0.58187645028061
609 => 0.57911400166662
610 => 0.58601513991433
611 => 0.59439439576745
612 => 0.60760614681759
613 => 0.61558973127633
614 => 0.63640668537871
615 => 0.64203915628996
616 => 0.64822753416295
617 => 0.65649711542633
618 => 0.66642686801012
619 => 0.64470113465791
620 => 0.64556433854582
621 => 0.62533363646149
622 => 0.60371422990823
623 => 0.62012066458509
624 => 0.64156989546853
625 => 0.63664941820457
626 => 0.63609576399615
627 => 0.63702685680385
628 => 0.63331697763459
629 => 0.61653733164657
630 => 0.60811069847753
701 => 0.61898320512899
702 => 0.62476145853464
703 => 0.63372302565016
704 => 0.63261832334744
705 => 0.65570235783496
706 => 0.66467211561184
707 => 0.66237726773494
708 => 0.66279957497288
709 => 0.67903889297645
710 => 0.69710035446689
711 => 0.71401729657245
712 => 0.73122593668179
713 => 0.71048024936532
714 => 0.69994686876214
715 => 0.71081462881731
716 => 0.70504804235724
717 => 0.73818455863749
718 => 0.74047885912945
719 => 0.77361297926241
720 => 0.80506120480623
721 => 0.78530913779564
722 => 0.80393444733398
723 => 0.82407923814347
724 => 0.86294180798949
725 => 0.84985426166704
726 => 0.83982940629205
727 => 0.83035596640242
728 => 0.8500686909465
729 => 0.87542879615398
730 => 0.88089111991961
731 => 0.8897421711882
801 => 0.88043637303433
802 => 0.89164418191062
803 => 0.93121267220469
804 => 0.92052091684651
805 => 0.90533690545245
806 => 0.93657242834141
807 => 0.94787644264991
808 => 1.0272139350252
809 => 1.1273807964173
810 => 1.0859110580699
811 => 1.0601694532576
812 => 1.0662193409875
813 => 1.1027968879057
814 => 1.1145444350625
815 => 1.0826105522679
816 => 1.0938901395335
817 => 1.1560417743515
818 => 1.1893841323681
819 => 1.1441007317054
820 => 1.0191656252426
821 => 0.90396975135828
822 => 0.93452488445022
823 => 0.93106088059376
824 => 0.99783505863132
825 => 0.92026592201722
826 => 0.92157198734066
827 => 0.98972698466495
828 => 0.97154439985129
829 => 0.94209094110267
830 => 0.90418479420229
831 => 0.83411177576274
901 => 0.77204614920015
902 => 0.89377113574954
903 => 0.88852213298701
904 => 0.88092079912823
905 => 0.89783674508071
906 => 0.97997577695091
907 => 0.9780822064082
908 => 0.96603627672367
909 => 0.97517300822144
910 => 0.94048922789566
911 => 0.94942802782061
912 => 0.9039515037433
913 => 0.92450879189366
914 => 0.94202774720842
915 => 0.94554493686042
916 => 0.95346934473854
917 => 0.88575614704768
918 => 0.91615738485584
919 => 0.93401526385737
920 => 0.85333271685325
921 => 0.93242042931727
922 => 0.88457741092415
923 => 0.86833877190351
924 => 0.89020196006679
925 => 0.88168185437691
926 => 0.87435676782215
927 => 0.87026924366362
928 => 0.88632315609872
929 => 0.88557422189505
930 => 0.8593069052211
1001 => 0.82504226141274
1002 => 0.83654260057342
1003 => 0.83236441954009
1004 => 0.81722215247923
1005 => 0.82742621219395
1006 => 0.78249269736674
1007 => 0.7051869205474
1008 => 0.75625748465424
1009 => 0.75429132349021
1010 => 0.753299895873
1011 => 0.79167801331257
1012 => 0.78798884285457
1013 => 0.78129296234884
1014 => 0.81709917738276
1015 => 0.80402942723383
1016 => 0.84430731757243
1017 => 0.87083694116005
1018 => 0.86410817047481
1019 => 0.88905940968777
1020 => 0.83680754516026
1021 => 0.85416351857536
1022 => 0.85774056064187
1023 => 0.8166573342473
1024 => 0.78859243676624
1025 => 0.78672082806751
1026 => 0.73806016341646
1027 => 0.76405429769789
1028 => 0.78692806015518
1029 => 0.77597330301381
1030 => 0.77250535416691
1031 => 0.79022235271938
1101 => 0.79159911524274
1102 => 0.76020878380743
1103 => 0.76673582771535
1104 => 0.79395468584212
1105 => 0.76604998232695
1106 => 0.71183570160442
1107 => 0.69838981041415
1108 => 0.69659588067243
1109 => 0.66012955735736
1110 => 0.69928832915752
1111 => 0.68219447587691
1112 => 0.73619375357454
1113 => 0.70534965575759
1114 => 0.70402002834802
1115 => 0.70201010150452
1116 => 0.67062203062239
1117 => 0.67749402332961
1118 => 0.70033757372244
1119 => 0.70848840985362
1120 => 0.70763821086731
1121 => 0.70022562786326
1122 => 0.70361907040395
1123 => 0.69268760962665
1124 => 0.6888274833075
1125 => 0.67664386283288
1126 => 0.65873730654626
1127 => 0.6612273230252
1128 => 0.62574974951607
1129 => 0.60641968453096
1130 => 0.60106937730924
1201 => 0.59391472288763
1202 => 0.60187751456397
1203 => 0.62564924600784
1204 => 0.59697549443237
1205 => 0.54781635858603
1206 => 0.55077090641349
1207 => 0.55740889816866
1208 => 0.54503904444761
1209 => 0.53333201602376
1210 => 0.54351032741706
1211 => 0.52268095350553
1212 => 0.55992602849236
1213 => 0.55891865359208
1214 => 0.57280131432719
1215 => 0.58148242698572
1216 => 0.56147527285139
1217 => 0.55644352769171
1218 => 0.55930983841473
1219 => 0.51193610694917
1220 => 0.5689298697783
1221 => 0.56942275420597
1222 => 0.5652023784975
1223 => 0.59554979771899
1224 => 0.65959231787378
1225 => 0.63549694568715
1226 => 0.62616648929
1227 => 0.60842928485851
1228 => 0.63206305663249
1229 => 0.63024835170452
1230 => 0.62204156781383
1231 => 0.61707807931002
]
'min_raw' => 0.46353749417788
'max_raw' => 1.1893841323681
'avg_raw' => 0.82646081327301
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$0.463537'
'max' => '$1.18'
'avg' => '$0.82646'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.28504579056833
'max_diff' => 0.69133692885384
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.014549912269813
]
1 => [
'year' => 2028
'avg' => 0.024971873324712
]
2 => [
'year' => 2029
'avg' => 0.068218657180844
]
3 => [
'year' => 2030
'avg' => 0.052630592420749
]
4 => [
'year' => 2031
'avg' => 0.051689764194689
]
5 => [
'year' => 2032
'avg' => 0.090628424000763
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.014549912269813
'min' => '$0.014549'
'max_raw' => 0.090628424000763
'max' => '$0.090628'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.090628424000763
]
1 => [
'year' => 2033
'avg' => 0.2331056257409
]
2 => [
'year' => 2034
'avg' => 0.14775354812675
]
3 => [
'year' => 2035
'avg' => 0.17427564884648
]
4 => [
'year' => 2036
'avg' => 0.33826945356193
]
5 => [
'year' => 2037
'avg' => 0.82646081327301
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.090628424000763
'min' => '$0.090628'
'max_raw' => 0.82646081327301
'max' => '$0.82646'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 0.82646081327301
]
]
]
]
'prediction_2025_max_price' => '$0.024877'
'last_price' => 0.02412207
'sma_50day_nextmonth' => '$0.02357'
'sma_200day_nextmonth' => '$0.0210019'
'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' => '$0.0246027'
'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' => '$0.024355'
'daily_ema5_action' => 'SELL'
'daily_ema10' => '$0.024594'
'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' => '$0.025081'
'weekly_ema3_action' => 'SELL'
'weekly_ema5' => '$0.025879'
'weekly_ema5_action' => 'SELL'
'weekly_ema10' => '$0.0262063'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.0305099'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.07046'
'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' => 83.28
'stoch_rsi_14_action' => 'SELL'
'momentum_10' => -0
'momentum_10_action' => 'BUY'
'vwma_10' => '0.023793'
'vwma_10_action' => 'BUY'
'hma_9' => '0.025520'
'hma_9_action' => 'SELL'
'stochastic_fast_14' => 60.22
'stochastic_fast_14_action' => 'NEUTRAL'
'cci_20' => -49.98
'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' => -39.78
'williams_percent_r_14_action' => 'NEUTRAL'
'ultimate_oscillator' => 47.44
'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' => 1767679596
'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 $0.024877 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 $0.014549 ve üst sınırda $0.090628 fiyat aralığında bulunuyor. Piyasadaki fiyat dalgalanmaları göz önüne alındığında, Regent Coin üst fiyat hedefine ulaşırsa, bugünün fiyatına kıyasla 2032 yılına kadar 275.71% artış gösterebilir.
| Regent Coin Fiyat Tahmini | Potansiyel Düşük ($) | Ortalama Fiyat ($) | Potansiyel Yüksek ($) |
|---|---|---|---|
| 2027 | $0.008023 | $0.014549 | $0.021076 |
| 2028 | $0.014479 | $0.024971 | $0.035464 |
| 2029 | $0.0318069 | $0.068218 | $0.10463 |
| 2030 | $0.02705 | $0.05263 | $0.07821 |
| 2031 | $0.031981 | $0.051689 | $0.071397 |
| 2032 | $0.048818 | $0.090628 | $0.132438 |
Regent Coin fiyat tahmini 2032-2037
Regent Coin için 2032-2037 fiyat tahmini, şu anda alt sınırda $0.090628 ve üst sınırda $0.82646 olarak tahmin edilmektedir. Mevcut fiyata kıyasla, Regent Coin üst fiyat hedefine ulaşırsa, 2037 yılına kadar potansiyel olarak 3326.16% artış gösterebilir. Lütfen bu bilgilerin sadece genel amaçlar için olduğunu ve uzun vadeli yatırım tavsiyesi olarak değerlendirilmemesi gerektiğini unutmayın.
| Regent Coin Fiyat Tahmini | Potansiyel Düşük ($) | Ortalama Fiyat ($) | Potansiyel Yüksek ($) |
|---|---|---|---|
| 2032 | $0.048818 | $0.090628 | $0.132438 |
| 2033 | $0.113442 | $0.2331056 | $0.352768 |
| 2034 | $0.0912024 | $0.147753 | $0.2043046 |
| 2035 | $0.107829 | $0.174275 | $0.240721 |
| 2036 | $0.178491 | $0.338269 | $0.498047 |
| 2037 | $0.463537 | $0.82646 | $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 $0.0210019 seviyesine ulaşması bekleniyor. Regent Coin için kısa vadeli 50 günlük SMA'nın 4 Şub 2026 tarihinde $0.02357 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 | $0.0246027 | 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 | $0.024355 | SELL |
| EMA 10 | $0.024594 | 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 | $0.0305099 | SELL |
| EMA 50 | $0.07046 | 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) | 83.28 | SELL |
| Hızlı Stokastik (14) | 60.22 | NEUTRAL |
| Emtia Kanal Endeksi (20) | -49.98 | 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) | -39.78 | NEUTRAL |
| Ultimate Osilatör (7, 14, 28) | 47.44 | NEUTRAL |
| VWMA (10) | 0.023793 | BUY |
| Hull Hareketli Ortalaması (9) | 0.025520 | 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 | $0.033895 | $0.047628 | $0.066926 | $0.094042 | $0.132146 | $0.185687 |
| Amazon.com hisseleri | $0.050332 | $0.10502 | $0.219132 | $0.457233 | $0.954043 | $1.99 |
| Apple hisseleri | $0.034215 | $0.048531 | $0.068838 | $0.097642 | $0.138498 | $0.196449 |
| Netflix hisseleri | $0.03806 | $0.060054 | $0.094755 | $0.1495099 | $0.2359032 | $0.372218 |
| Google hisseleri | $0.031237 | $0.040453 | $0.052386 | $0.06784 | $0.087852 | $0.113769 |
| Tesla hisseleri | $0.054682 | $0.123962 | $0.281012 | $0.637034 | $1.44 | $3.27 |
| Kodak hisseleri | $0.018088 | $0.013564 | $0.010172 | $0.007628 | $0.00572 | $0.004289 |
| Nokia hisseleri | $0.015979 | $0.010585 | $0.007012 | $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 | $0.024749 | $0.025392 | $0.026052 | $0.026729 |
| Regent Coin, Bitcoin'in geçmiş yıllık ortama büyümesine göre %2 oranında büyüme gösterirse | $0.025376 | $0.026695 | $0.028083 | $0.029543 |
| Regent Coin, Bitcoin'in geçmiş yıllık ortama büyümesine göre %5 oranında büyüme gösterirse | $0.027257 | $0.030799 | $0.0348025 | $0.039325 |
| Regent Coin, Bitcoin'in geçmiş yıllık ortama büyümesine göre %10 oranında büyüme gösterirse | $0.030392 | $0.038292 | $0.048245 | $0.060785 |
| Regent Coin, Bitcoin'in geçmiş yıllık ortama büyümesine göre %20 oranında büyüme gösterirse | $0.036662 | $0.055721 | $0.084689 | $0.128716 |
| Regent Coin, Bitcoin'in geçmiş yıllık ortama büyümesine göre %50 oranında büyüme gösterirse | $0.055472 | $0.127568 | $0.293363 | $0.674636 |
| Regent Coin, Bitcoin'in geçmiş yıllık ortama büyümesine göre %100 oranında büyüme gösterirse | $0.086823 | $0.3125041 | $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 -0.2196% 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 $0.024877 seviyesine kadar yükselebilir gibi görünmektedir. Regent Coin'ın uzun vadeli beş yıllık görünümüne bakıldığında, dijital para birimi $0.07821 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 $0.024328 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 $0.021319 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 $0.024877 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 $0.07821 seviyesine kadar artış gösteren bir eğilimde görünmektedir. Regent Coin'ın 2030 tahminine dayanarak, Regent Coin değeri yaklaşık olarak $0.07821 seviyesine ulaşabilirken, en düşük zirve yaklaşık $0.02705 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 $0.024877 seviyesine ulaşacaktır. Fiyat, 2026 yılı boyunca $0.024877 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 $0.021076 seviyesine ulaşacaktır. Fiyat, 2027 yılı boyunca $0.021076 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 $0.035464 seviyesine ulaşacaktır. Fiyat, yıl boyunca $0.035464 ve $0.014479 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 $0.10463 seviyesine ulaşacaktır. Fiyat aralığı $0.10463 ve $0.0318069 arasında olacaktır.
2030 yılında Regent Coin ne kadar olacak?
Yeni deneysel simülasyona göre, REGENT'ın değeri 224.23% oranında artacaktır, $0.07821 seviyesine ulaşacaktır. Fiyat 2030 yılı boyunca $0.07821 ve $0.02705 arasında olacaktır.
2031 yılında Regent Coin ne kadar olacak?
Regent Coin'ın değeri 2031 yılında 195.98% oranında artacaktır, ve en iyi durumda $0.071397 seviyesine ulaşacaktır. Yıl boyunca fiyat $0.071397 ve $0.031981 arasında olacaktır.
2032 yılında Regent Coin ne kadar olacak?
Regent Coin fiyatı 449.04% oranında artacaktır, 2032 yılında $0.132438 seviyesine ulaşabilir. Fiyat $0.132438 ve $0.048818 arasında olacaktır.
2033 yılında Regent Coin ne kadar olacak?
REGENT'ın değeri 1362.43% oranında artacaktır, ve 2033 yılı için $0.352768 seviyesine ulaşacaktır. Fiyat aralığı $0.352768 ve $0.113442 arasında olacaktır.
2034 yılında Regent Coin ne kadar olacak?
Yeni simülasyon sonuçlarına göre, REGENT'ın değeri 746.96% oranında artacaktır, ve $0.2043046 seviyesine ulaşacaktır. Yıl boyunca fiyat aralığı $0.2043046 ve $0.0912024 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 $0.240721 seviyesine ulaşacaktır. Yıl boyunca fiyat $0.240721 ve $0.107829 arasında olacaktır.
2036 yılında Regent Coin ne kadar olacak?
REGENT'ın değeri 2036 yılında 1964.7% oranında artacaktır, ve $0.498047 seviyesine ulaşacaktır. Fiyat $0.498047 ve $0.178491 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 $0.463537 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