Edcoin Geleceği Fiyat Tahmini - EDC
$0.02253
1.0821%
Add to portfolio
Add to favorites
Sentiment
Boğa 15.15%
Ayı 84.85%
SMA 50
$0.023395
SMA 200
$0.0282052
RSI (14)
45.39
Momentum (10)
0
MACD (12, 26)
0
Hull Moving Average (9)
0.022838
2026 yılına kadar Edcoin fiyat tahmini $0.023244 olacak
| Yıl | Min. fiyat | Max. fiyat |
|---|---|---|
| 2026 | $0.007787 | $0.023244 |
| 2027 | $0.007496 | $0.019693 |
| 2028 | $0.013528 | $0.033136 |
| 2029 | $0.029719 | $0.097762 |
| 2030 | $0.025274 | $0.073076 |
| 2031 | $0.029882 | $0.06671 |
| 2032 | $0.045613 | $0.123745 |
| 2033 | $0.105995 | $0.329611 |
| 2034 | $0.085215 | $0.190893 |
| 2035 | $0.100751 | $0.22492 |
Yatırım Kârı Hesaplayıcı
Bugün Edcoin’de $10,000.00 tutarında short açıp Apr 06, 2026 tarihinde kapatırsanız, tahminimize göre yaklaşık $3,954.82 kazanç elde edebilir ve önümüzdeki 90 gün içinde 39.55% getiri sağlayabilirsiniz.
$
≈ $3,954.82
(39.55% ROI)
Edcoin için uzun vadeli fiyat tahmini: 2027, 2028, 2029, 2030, 2031, 2032 ve 2037
[
'name' => 'Edcoin'
'name_with_ticker' => 'Edcoin <small>EDC</small>'
'name_lang' => 'Edcoin'
'name_lang_with_ticker' => 'Edcoin <small>EDC</small>'
'name_with_lang' => 'Edcoin'
'name_with_lang_with_ticker' => 'Edcoin <small>EDC</small>'
'image' => '/uploads/coins/aga-rewards.png?1717133797'
'price_for_sd' => 0.02253
'ticker' => 'EDC'
'marketcap' => '$0'
'low24h' => '$0.02226'
'high24h' => '$0.02253'
'volume24h' => '$179.32'
'current_supply' => '0'
'max_supply' => '800M'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.02253'
'change_24h_pct' => '1.0821%'
'ath_price' => '$0.1894'
'ath_days' => 1753
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '20 Mar 2021'
'ath_pct' => '-88.10%'
'fdv' => '$18.03M'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$1.11'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.022731'
'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' => '$0.01992'
'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' => '$0.007787'
'current_year_max_price_prediction' => '$0.023244'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.025274'
'grand_prediction_max_price' => '$0.073076'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.022965725183181
107 => 0.023051470864456
108 => 0.023244660262654
109 => 0.021593878006981
110 => 0.022335030775358
111 => 0.022770388590155
112 => 0.020803426144445
113 => 0.02273150806687
114 => 0.021565141560569
115 => 0.021169259250093
116 => 0.02170226262762
117 => 0.021494550693035
118 => 0.021315972168933
119 => 0.021216322284116
120 => 0.021607701139135
121 => 0.02158944284775
122 => 0.020949071077575
123 => 0.020113732208275
124 => 0.020394099351876
125 => 0.02029223934015
126 => 0.019923085517451
127 => 0.020171850622148
128 => 0.019076414998203
129 => 0.017191774942996
130 => 0.018436825891552
131 => 0.018388892784388
201 => 0.018364722738162
202 => 0.019300344115321
203 => 0.019210405708365
204 => 0.01904716661906
205 => 0.019920087503563
206 => 0.019601459638276
207 => 0.020583395640922
208 => 0.021230162199902
209 => 0.021066121279838
210 => 0.021674408354654
211 => 0.020400558444602
212 => 0.020823680286734
213 => 0.020910885111976
214 => 0.019909315795348
215 => 0.01922512074403
216 => 0.019179492734502
217 => 0.017993192803402
218 => 0.018626904651117
219 => 0.019184544852328
220 => 0.018917478470576
221 => 0.018832933232494
222 => 0.019264856518228
223 => 0.019298420656702
224 => 0.01853315474252
225 => 0.018692277758899
226 => 0.019355847189196
227 => 0.018675557511799
228 => 0.017353865793304
301 => 0.0170260679733
302 => 0.016982333701599
303 => 0.016093320015774
304 => 0.017047972991059
305 => 0.016631241384238
306 => 0.017947691536974
307 => 0.017195742269995
308 => 0.017163327239997
309 => 0.017114327167905
310 => 0.016349116363823
311 => 0.016516648898233
312 => 0.017073552558539
313 => 0.017272262058505
314 => 0.01725153502968
315 => 0.017070823426786
316 => 0.017153552273198
317 => 0.016887053834265
318 => 0.016792947688792
319 => 0.016495922807747
320 => 0.016059378287828
321 => 0.016120082480805
322 => 0.015255173558758
323 => 0.014783925273836
324 => 0.014653489959522
325 => 0.014479066405954
326 => 0.014673191564021
327 => 0.015252723380452
328 => 0.014553685055302
329 => 0.01335523287867
330 => 0.013427261896549
331 => 0.013589089714115
401 => 0.013287524646679
402 => 0.013002118618788
403 => 0.013250256004316
404 => 0.012742456018161
405 => 0.013650454916399
406 => 0.013625896090839
407 => 0.013964341929827
408 => 0.014175979058554
409 => 0.013688223995172
410 => 0.013565554915762
411 => 0.013635432798393
412 => 0.012480507053409
413 => 0.013869959856862
414 => 0.013881975902405
415 => 0.013779087225317
416 => 0.014518927948613
417 => 0.016080222636876
418 => 0.015492800772218
419 => 0.015265333271303
420 => 0.014832917385785
421 => 0.015409085878923
422 => 0.015364845128279
423 => 0.015164771676058
424 => 0.015043766627888
425 => 0.015266722139359
426 => 0.015016139972678
427 => 0.014971128530005
428 => 0.014698408160337
429 => 0.014601059396351
430 => 0.014528986247063
501 => 0.014449640791457
502 => 0.014624657094867
503 => 0.014228047126028
504 => 0.013749774383762
505 => 0.013710011180226
506 => 0.013819800881207
507 => 0.013771227111405
508 => 0.013709778627703
509 => 0.013592456737819
510 => 0.013557649839276
511 => 0.013670755373635
512 => 0.013543065819806
513 => 0.01373147871209
514 => 0.01368024083075
515 => 0.01339403019069
516 => 0.013037305764426
517 => 0.013034130168777
518 => 0.012957274476284
519 => 0.012859387196562
520 => 0.012832157194702
521 => 0.013229358565818
522 => 0.014051553516794
523 => 0.013890136974459
524 => 0.014006776968928
525 => 0.014580530298871
526 => 0.014762909229095
527 => 0.014633460984303
528 => 0.014456264242813
529 => 0.01446406000015
530 => 0.015069594906924
531 => 0.015107361376295
601 => 0.015202785060471
602 => 0.015325431461368
603 => 0.014654348196714
604 => 0.014432452038734
605 => 0.014327305328753
606 => 0.01400349415891
607 => 0.014352696744114
608 => 0.014149231352061
609 => 0.014176685784817
610 => 0.014158806049468
611 => 0.014168569593991
612 => 0.013650201112202
613 => 0.01383906734232
614 => 0.01352504060354
615 => 0.01310459405147
616 => 0.0131031845672
617 => 0.013206088265173
618 => 0.013144877118996
619 => 0.012980159498518
620 => 0.013003556859062
621 => 0.012798571360839
622 => 0.013028445809928
623 => 0.013035037786598
624 => 0.012946523602352
625 => 0.013300676907735
626 => 0.013445773805912
627 => 0.013387511873685
628 => 0.013441685993433
629 => 0.013896844560545
630 => 0.013971055266945
701 => 0.014004014760644
702 => 0.013959853405384
703 => 0.013450005456493
704 => 0.013472619381068
705 => 0.013306693407117
706 => 0.013166503443977
707 => 0.013172110307303
708 => 0.013244186171777
709 => 0.013558945699126
710 => 0.014221338568344
711 => 0.014246475893528
712 => 0.014276943064959
713 => 0.014153017767177
714 => 0.014115640711561
715 => 0.014164950695756
716 => 0.014413710630472
717 => 0.015053588720225
718 => 0.014827413067285
719 => 0.014643528740812
720 => 0.014804844869988
721 => 0.014780011516339
722 => 0.014570393020137
723 => 0.014564509727105
724 => 0.014162184813808
725 => 0.014013454453857
726 => 0.013889164232807
727 => 0.013753442556099
728 => 0.013672982196715
729 => 0.013796605877309
730 => 0.013824880075733
731 => 0.013554574737543
801 => 0.01351773311876
802 => 0.013738470292872
803 => 0.013641332092457
804 => 0.013741241140495
805 => 0.013764420896644
806 => 0.013760688422029
807 => 0.013659264984544
808 => 0.013723909259107
809 => 0.013571006278381
810 => 0.013404747252127
811 => 0.01329868435168
812 => 0.013206130403838
813 => 0.013257484713368
814 => 0.013074415976821
815 => 0.013015848603554
816 => 0.013702009233427
817 => 0.014208883468185
818 => 0.014201513316067
819 => 0.0141566494105
820 => 0.014089990747139
821 => 0.014408834134056
822 => 0.014297755473529
823 => 0.014378574479995
824 => 0.014399146309103
825 => 0.014461411039977
826 => 0.014483665329429
827 => 0.014416397410105
828 => 0.01419063805677
829 => 0.013628067212813
830 => 0.013366188966319
831 => 0.01327976478305
901 => 0.013282906137969
902 => 0.013196253545678
903 => 0.013221776617604
904 => 0.013187377662851
905 => 0.01312223436455
906 => 0.013253462298267
907 => 0.013268585095155
908 => 0.013237954927369
909 => 0.013245169440711
910 => 0.012991564733753
911 => 0.013010845748822
912 => 0.012903486606802
913 => 0.012883358061907
914 => 0.012611963499711
915 => 0.012131148693508
916 => 0.012397566769967
917 => 0.012075771197655
918 => 0.011953902338422
919 => 0.012530810563535
920 => 0.012472904978677
921 => 0.012373795788353
922 => 0.012227192639698
923 => 0.012172816105799
924 => 0.011842441499343
925 => 0.011822921205113
926 => 0.011986663780938
927 => 0.011911102216233
928 => 0.011804985161985
929 => 0.011420639948411
930 => 0.010988508676028
1001 => 0.011001552002861
1002 => 0.011139004920518
1003 => 0.011538667816657
1004 => 0.011382512608897
1005 => 0.011269220213993
1006 => 0.011248003953984
1007 => 0.011513569867242
1008 => 0.01188940127228
1009 => 0.012065732958771
1010 => 0.011890993612732
1011 => 0.011690262460637
1012 => 0.011702480035766
1013 => 0.011783758089532
1014 => 0.011792299263773
1015 => 0.011661643919255
1016 => 0.011698422633419
1017 => 0.011642552403488
1018 => 0.011299676905531
1019 => 0.011293475375042
1020 => 0.011209328198229
1021 => 0.011206780255158
1022 => 0.011063624915902
1023 => 0.011043596494354
1024 => 0.010759352879353
1025 => 0.010946442887515
1026 => 0.010820952732706
1027 => 0.010631809469274
1028 => 0.010599201099366
1029 => 0.010598220852391
1030 => 0.010792428692276
1031 => 0.010944173455833
1101 => 0.010823135687676
1102 => 0.010795577734085
1103 => 0.011089824580949
1104 => 0.011052378987566
1105 => 0.011019951345194
1106 => 0.011855749692114
1107 => 0.011194150082369
1108 => 0.010905654889734
1109 => 0.010548587305098
1110 => 0.010664850311147
1111 => 0.01068934863478
1112 => 0.0098306654599994
1113 => 0.0094822978029331
1114 => 0.0093627511509861
1115 => 0.0092939503626491
1116 => 0.0093253037458402
1117 => 0.0090117319950298
1118 => 0.0092224573975725
1119 => 0.0089509307669309
1120 => 0.0089054084436798
1121 => 0.0093909316949618
1122 => 0.009458489418992
1123 => 0.0091702671797395
1124 => 0.0093553525162816
1125 => 0.0092882380003728
1126 => 0.0089555853116846
1127 => 0.0089428804258043
1128 => 0.0087759669999279
1129 => 0.0085147798092395
1130 => 0.0083954102545069
1201 => 0.0083332415539882
1202 => 0.008358893571466
1203 => 0.0083459231264645
1204 => 0.0082612821992828
1205 => 0.0083507746453335
1206 => 0.0081221584265058
1207 => 0.0080311216060825
1208 => 0.0079900023863355
1209 => 0.0077870923334674
1210 => 0.0081100124620907
1211 => 0.0081736317954701
1212 => 0.0082373764785892
1213 => 0.0087922304247979
1214 => 0.0087645114896463
1215 => 0.0090150771637479
1216 => 0.0090053406424131
1217 => 0.0089338752532645
1218 => 0.0086323745319325
1219 => 0.0087525473457218
1220 => 0.00838267410388
1221 => 0.0086598082856036
1222 => 0.0085333358184651
1223 => 0.0086170478172442
1224 => 0.0084665260954327
1225 => 0.0085498310311728
1226 => 0.008188718299536
1227 => 0.0078515163117269
1228 => 0.0079872162351609
1229 => 0.0081347375711024
1230 => 0.0084546014151608
1231 => 0.008264093148459
]
'min_raw' => 0.0077870923334674
'max_raw' => 0.023244660262654
'avg_raw' => 0.015515876298061
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.007787'
'max' => '$0.023244'
'avg' => '$0.015515'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.014751537666533
'max_diff' => 0.00070603026265368
'year' => 2026
]
1 => [
'items' => [
101 => 0.0083326071250801
102 => 0.0081030967725007
103 => 0.0076295513587382
104 => 0.0076322315743532
105 => 0.0075593869291935
106 => 0.0074964385202831
107 => 0.0082859753145908
108 => 0.008187783933489
109 => 0.0080313288186735
110 => 0.0082407502071332
111 => 0.0082961245462063
112 => 0.0082977009757926
113 => 0.0084504894148644
114 => 0.0085320326321858
115 => 0.0085464049776673
116 => 0.0087868208877595
117 => 0.0088674051296598
118 => 0.0091993202173387
119 => 0.0085251142599069
120 => 0.0085112294318871
121 => 0.0082436971955385
122 => 0.0080740240217288
123 => 0.0082553148629109
124 => 0.0084159137995306
125 => 0.008248687452167
126 => 0.0082705236827918
127 => 0.0080460359743508
128 => 0.0081262797669901
129 => 0.0081953965312172
130 => 0.0081572343165066
131 => 0.0081001036340128
201 => 0.0084027465181739
202 => 0.0083856702205825
203 => 0.0086674982320432
204 => 0.0088872033206912
205 => 0.0092809541165309
206 => 0.008870054634379
207 => 0.0088550798240719
208 => 0.0090014609968592
209 => 0.008867382719465
210 => 0.0089521155625533
211 => 0.0092673023455447
212 => 0.0092739617456045
213 => 0.0091624082144508
214 => 0.0091556201719421
215 => 0.0091770452478621
216 => 0.0093025325867254
217 => 0.0092586834546902
218 => 0.0093094267804056
219 => 0.0093728820862221
220 => 0.0096353601355715
221 => 0.0096986427046543
222 => 0.0095448988700332
223 => 0.0095587802169027
224 => 0.0095012758023918
225 => 0.0094457272585024
226 => 0.0095705922729524
227 => 0.0097987855410876
228 => 0.0097973659626098
301 => 0.0098503023653739
302 => 0.0098832813057471
303 => 0.0097417115516055
304 => 0.0096495548473235
305 => 0.0096848935918287
306 => 0.0097414010138702
307 => 0.0096665689964486
308 => 0.0092046711193601
309 => 0.0093447814291181
310 => 0.0093214602225303
311 => 0.0092882479883936
312 => 0.0094291299882962
313 => 0.0094155415757217
314 => 0.009008515863496
315 => 0.009034572329001
316 => 0.0090101004434651
317 => 0.0090891741121084
318 => 0.0088631124818606
319 => 0.0089326475167765
320 => 0.0089762592388253
321 => 0.0090019468781531
322 => 0.0090947482455842
323 => 0.0090838590762255
324 => 0.0090940713595278
325 => 0.0092316712887754
326 => 0.0099276045123166
327 => 0.0099654826221839
328 => 0.0097789569559298
329 => 0.0098534702805422
330 => 0.0097104209915591
331 => 0.0098064509376004
401 => 0.0098721521877857
402 => 0.0095752608718222
403 => 0.0095576808948996
404 => 0.0094140411906154
405 => 0.009491225031529
406 => 0.0093684199909209
407 => 0.0093985520523481
408 => 0.0093143001817316
409 => 0.0094659367744613
410 => 0.0096354900470773
411 => 0.0096783258996018
412 => 0.009565643213604
413 => 0.0094840535227907
414 => 0.0093408089030375
415 => 0.0095790278981016
416 => 0.0096486903918507
417 => 0.0095786619906782
418 => 0.0095624348799757
419 => 0.0095316845345163
420 => 0.0095689587111312
421 => 0.0096483109949489
422 => 0.0096108899233071
423 => 0.0096356072004009
424 => 0.0095414104284645
425 => 0.0097417584170849
426 => 0.010059959239383
427 => 0.010060982307058
428 => 0.010023561033702
429 => 0.010008249054898
430 => 0.010046645552273
501 => 0.010067474076993
502 => 0.010191641308791
503 => 0.010324877695552
504 => 0.010946633776973
505 => 0.010772047157307
506 => 0.011323706141179
507 => 0.011759996773468
508 => 0.011890821257415
509 => 0.011770468887952
510 => 0.011358749933326
511 => 0.011338549037203
512 => 0.011953830978673
513 => 0.011779985648509
514 => 0.011759307299658
515 => 0.011539324604497
516 => 0.011669361622724
517 => 0.01164092061931
518 => 0.011596025104039
519 => 0.011844126676358
520 => 0.012308550671559
521 => 0.012236165836566
522 => 0.01218213391508
523 => 0.011945381763583
524 => 0.012087959439292
525 => 0.012037190259868
526 => 0.012255326873592
527 => 0.012126107575939
528 => 0.011778668599152
529 => 0.011833999401379
530 => 0.011825636261932
531 => 0.011997749079123
601 => 0.011946085083505
602 => 0.01181554803761
603 => 0.012306963320833
604 => 0.012275053545736
605 => 0.012320294311233
606 => 0.012340210695322
607 => 0.012639326518511
608 => 0.012761864700633
609 => 0.012789683013307
610 => 0.01290608480888
611 => 0.012786786830594
612 => 0.013264063801754
613 => 0.013581425137693
614 => 0.01395005666065
615 => 0.014488726394504
616 => 0.014691271197406
617 => 0.01465468329167
618 => 0.015063096536125
619 => 0.015797006057895
620 => 0.014803027389296
621 => 0.015849689340899
622 => 0.015518328251315
623 => 0.014732677068842
624 => 0.01468209039491
625 => 0.015214142497278
626 => 0.016394182852214
627 => 0.016098596127209
628 => 0.016394666326205
629 => 0.016049284712382
630 => 0.016032133604151
701 => 0.016377891912128
702 => 0.01718577504502
703 => 0.016801980051629
704 => 0.01625171581821
705 => 0.016658022365107
706 => 0.016306042032289
707 => 0.01551293182936
708 => 0.016098370097611
709 => 0.015706904199953
710 => 0.015821154760362
711 => 0.016643957851081
712 => 0.016544956006339
713 => 0.01667307356076
714 => 0.016446949430628
715 => 0.016235713836582
716 => 0.015841426913734
717 => 0.015724697993989
718 => 0.01575695766794
719 => 0.015724682007697
720 => 0.015504082098047
721 => 0.015456443568562
722 => 0.015377043932328
723 => 0.015401653199667
724 => 0.015252358654364
725 => 0.015534108307178
726 => 0.015586403525509
727 => 0.015791437426856
728 => 0.015812724726667
729 => 0.016383741223442
730 => 0.016069234932561
731 => 0.016280232905651
801 => 0.016261359260948
802 => 0.014749704512269
803 => 0.014957997199194
804 => 0.015282035254204
805 => 0.015136056549645
806 => 0.014929676815156
807 => 0.014763014114174
808 => 0.01451050308005
809 => 0.014865907511534
810 => 0.015333226545888
811 => 0.015824576708572
812 => 0.0164149017345
813 => 0.016283148060854
814 => 0.015813540992834
815 => 0.015834607222857
816 => 0.015964830367605
817 => 0.015796179563137
818 => 0.015746441148444
819 => 0.015957997073211
820 => 0.015959453942596
821 => 0.015765400809925
822 => 0.015549746264309
823 => 0.015548842663889
824 => 0.015510469020473
825 => 0.016056111298298
826 => 0.016356159380446
827 => 0.016390559409512
828 => 0.016353843984405
829 => 0.016367974294346
830 => 0.016193382926452
831 => 0.016592447019994
901 => 0.016958667695577
902 => 0.016860512731357
903 => 0.016713364486442
904 => 0.016596153821747
905 => 0.016832901623764
906 => 0.016822359616816
907 => 0.01695546907746
908 => 0.016949430463448
909 => 0.016904670758333
910 => 0.016860514329867
911 => 0.017035589577517
912 => 0.016985170717816
913 => 0.0169346735437
914 => 0.016833393730281
915 => 0.016847159339004
916 => 0.016700036501308
917 => 0.016631970744706
918 => 0.015608425078006
919 => 0.015334900230544
920 => 0.015420956715667
921 => 0.015449288745025
922 => 0.015330250380878
923 => 0.015500920816618
924 => 0.015474322009993
925 => 0.015577802406791
926 => 0.015513152347468
927 => 0.015515805608454
928 => 0.015705927648076
929 => 0.015761120885015
930 => 0.015733049159244
1001 => 0.015752709633732
1002 => 0.016205776970136
1003 => 0.016141365283177
1004 => 0.016107147858253
1005 => 0.016116626318803
1006 => 0.016232394737127
1007 => 0.016264803573537
1008 => 0.016127485056341
1009 => 0.01619224526288
1010 => 0.016467986003027
1011 => 0.016564479656504
1012 => 0.016872441078822
1013 => 0.016741613593043
1014 => 0.01698175310527
1015 => 0.017719860096264
1016 => 0.018309511033789
1017 => 0.017767243663286
1018 => 0.018850062518456
1019 => 0.019693192318345
1020 => 0.019660831592319
1021 => 0.019513812409765
1022 => 0.018553931548356
1023 => 0.017670634868671
1024 => 0.018409550047986
1025 => 0.018411433694737
1026 => 0.018347960225523
1027 => 0.017953731959601
1028 => 0.018334241936408
1029 => 0.018364445436558
1030 => 0.018347539508233
1031 => 0.018045285621068
1101 => 0.017583799801222
1102 => 0.017673973025779
1103 => 0.017821678607087
1104 => 0.017542041127059
1105 => 0.017452680008357
1106 => 0.017618819329672
1107 => 0.018154154839449
1108 => 0.018052952762313
1109 => 0.018050309967089
1110 => 0.018483295369437
1111 => 0.018173371265454
1112 => 0.017675110398915
1113 => 0.017549292958861
1114 => 0.017102725807451
1115 => 0.017411171329547
1116 => 0.017422271734773
1117 => 0.017253339274557
1118 => 0.017688818337022
1119 => 0.017684805320797
1120 => 0.018098227878102
1121 => 0.018888536533249
1122 => 0.018654803375195
1123 => 0.018382997142474
1124 => 0.01841255001634
1125 => 0.018736672099944
1126 => 0.01854070048921
1127 => 0.018611173246792
1128 => 0.018736565430985
1129 => 0.018812217649021
1130 => 0.018401664826386
1201 => 0.018305945324418
1202 => 0.018110136816372
1203 => 0.018059054031562
1204 => 0.018218535975687
1205 => 0.01817651811799
1206 => 0.017421338788696
1207 => 0.017342418347007
1208 => 0.017344838724281
1209 => 0.017146389521191
1210 => 0.016843706853212
1211 => 0.017639138832417
1212 => 0.017575254512424
1213 => 0.017504731167404
1214 => 0.017513369874769
1215 => 0.01785863993725
1216 => 0.017658365864455
1217 => 0.018190827311257
1218 => 0.018081369245051
1219 => 0.017969103992469
1220 => 0.017953585514879
1221 => 0.017910372970657
1222 => 0.017762181077838
1223 => 0.017583230462307
1224 => 0.017465071765497
1225 => 0.01611060550347
1226 => 0.016361986563135
1227 => 0.016651177558174
1228 => 0.016751005130801
1229 => 0.016580243159964
1230 => 0.017768923801253
1231 => 0.017986107208828
]
'min_raw' => 0.0074964385202831
'max_raw' => 0.019693192318345
'avg_raw' => 0.013594815419314
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.007496'
'max' => '$0.019693'
'avg' => '$0.013594'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.00029065381318425
'max_diff' => -0.0035514679443083
'year' => 2027
]
2 => [
'items' => [
101 => 0.01732824450076
102 => 0.017205185248438
103 => 0.017776991545348
104 => 0.017432122447834
105 => 0.017587416981328
106 => 0.017251755141483
107 => 0.017933794085816
108 => 0.017928598091788
109 => 0.017663269537894
110 => 0.017887523414753
111 => 0.017848553785032
112 => 0.017548998501162
113 => 0.017943290522622
114 => 0.017943486086545
115 => 0.017688113122162
116 => 0.017389893408094
117 => 0.017336578766854
118 => 0.017296413346494
119 => 0.017577538750105
120 => 0.017829594907926
121 => 0.018298608927611
122 => 0.018416530195658
123 => 0.018876784755308
124 => 0.018602725574424
125 => 0.01872421245965
126 => 0.018856103658931
127 => 0.018919337150005
128 => 0.018816301569596
129 => 0.019531266349068
130 => 0.019591631282411
131 => 0.019611871122406
201 => 0.019370789021472
202 => 0.019584926353069
203 => 0.019484738587098
204 => 0.019745399321193
205 => 0.019786274252582
206 => 0.019751654639863
207 => 0.019764628988253
208 => 0.019154532677404
209 => 0.019122895965172
210 => 0.01869152714905
211 => 0.018867313130137
212 => 0.018538689664136
213 => 0.018642899550402
214 => 0.018688834275319
215 => 0.018664840581795
216 => 0.01887725180576
217 => 0.018696658872644
218 => 0.018220044429922
219 => 0.017743300133914
220 => 0.017737314997625
221 => 0.017611796639722
222 => 0.017521069856792
223 => 0.01753854705389
224 => 0.017600138976049
225 => 0.017517490022308
226 => 0.017535127366997
227 => 0.017828024805848
228 => 0.01788676329836
229 => 0.017687146950192
301 => 0.016885658507796
302 => 0.01668897123365
303 => 0.016830346145828
304 => 0.016762778043517
305 => 0.013528870162304
306 => 0.014288628849761
307 => 0.013837206036641
308 => 0.014045242437892
309 => 0.013584456641067
310 => 0.013804367775165
311 => 0.013763758218566
312 => 0.014985427705103
313 => 0.014966353016422
314 => 0.014975483060484
315 => 0.014539682269227
316 => 0.01523392476298
317 => 0.015575933579555
318 => 0.015512636849877
319 => 0.015528567273063
320 => 0.015254829822719
321 => 0.014978133437363
322 => 0.014671234562736
323 => 0.015241414737946
324 => 0.015178020435763
325 => 0.015323424156422
326 => 0.015693226757366
327 => 0.015747681595099
328 => 0.015820869449238
329 => 0.015794636813395
330 => 0.016419604625718
331 => 0.016343916899975
401 => 0.01652630254217
402 => 0.016151121438543
403 => 0.015726568407271
404 => 0.015807262058832
405 => 0.015799490611289
406 => 0.015700551164419
407 => 0.015611233055667
408 => 0.015462543569814
409 => 0.015933019104954
410 => 0.015913918657417
411 => 0.016223132701206
412 => 0.016168476115422
413 => 0.015803466058815
414 => 0.015816502464395
415 => 0.015904178557001
416 => 0.016207626514578
417 => 0.016297710528699
418 => 0.016255980024131
419 => 0.016354753033124
420 => 0.016432819192131
421 => 0.016364556940767
422 => 0.017331006467735
423 => 0.016929669243512
424 => 0.017125278214112
425 => 0.017171929801005
426 => 0.017052432742155
427 => 0.017078347375351
428 => 0.017117600983327
429 => 0.017355941204316
430 => 0.017981414908488
501 => 0.018258432954322
502 => 0.019091855413044
503 => 0.018235430461893
504 => 0.01818461374953
505 => 0.018334738301293
506 => 0.01882404551129
507 => 0.019220583046703
508 => 0.019352137423999
509 => 0.019369524506685
510 => 0.019616329264061
511 => 0.019757793148353
512 => 0.019586360674906
513 => 0.019441089603388
514 => 0.018920746656919
515 => 0.018980977769819
516 => 0.019395910409384
517 => 0.019982027202179
518 => 0.020484976385456
519 => 0.020308861111021
520 => 0.021652496336951
521 => 0.021785712281345
522 => 0.021767306145217
523 => 0.022070791891735
524 => 0.021468434488694
525 => 0.021210915028768
526 => 0.019472498857947
527 => 0.019960922892873
528 => 0.020670875911777
529 => 0.020576910967538
530 => 0.020061324108112
531 => 0.020484585266589
601 => 0.020344641890996
602 => 0.02023426274441
603 => 0.020739931012971
604 => 0.020183927979981
605 => 0.020665329356203
606 => 0.020047927111739
607 => 0.02030966559076
608 => 0.020161090171202
609 => 0.020257236676374
610 => 0.01969516617173
611 => 0.019998445772546
612 => 0.019682548743246
613 => 0.019682398966923
614 => 0.019675425522492
615 => 0.020047076976562
616 => 0.020059196517137
617 => 0.019784545531045
618 => 0.019744964033094
619 => 0.019891317576521
620 => 0.019719975907222
621 => 0.019800145595875
622 => 0.019722404165421
623 => 0.019704902931941
624 => 0.019565450125981
625 => 0.019505370022839
626 => 0.019528928979355
627 => 0.019448510115292
628 => 0.019400054840817
629 => 0.019665786548798
630 => 0.01952381681681
701 => 0.019644027651238
702 => 0.019507032233591
703 => 0.019032146429963
704 => 0.01875903458247
705 => 0.017862019321355
706 => 0.018116411736663
707 => 0.018285074171201
708 => 0.018229331237592
709 => 0.018349088628635
710 => 0.018356440759816
711 => 0.018317506411206
712 => 0.018272425423314
713 => 0.018250482491544
714 => 0.018414027127455
715 => 0.018508970293261
716 => 0.018302001702919
717 => 0.018253511858
718 => 0.018462768529885
719 => 0.018590414978851
720 => 0.019532884639671
721 => 0.019463063443061
722 => 0.019638300944835
723 => 0.019618571891374
724 => 0.019802248710757
725 => 0.020102482682833
726 => 0.019492023070864
727 => 0.019597977751397
728 => 0.019572000110581
729 => 0.019855617181304
730 => 0.019856502602841
731 => 0.019686460001219
801 => 0.019778642854184
802 => 0.019727188914563
803 => 0.019820173137875
804 => 0.019462130938412
805 => 0.019898187689091
806 => 0.02014540376785
807 => 0.020148836363343
808 => 0.020266014822647
809 => 0.020385074923818
810 => 0.020613600420066
811 => 0.02037870147176
812 => 0.019956141130708
813 => 0.019986648622471
814 => 0.019738901649121
815 => 0.019743066320502
816 => 0.019720834978278
817 => 0.019787552909789
818 => 0.019476771772504
819 => 0.019549711484244
820 => 0.019447595460673
821 => 0.019597755771104
822 => 0.019436208099469
823 => 0.019571987583376
824 => 0.019630585507469
825 => 0.019846813108896
826 => 0.019404271106929
827 => 0.01850189800746
828 => 0.018691587773185
829 => 0.018411021709869
830 => 0.018436989167219
831 => 0.018489447563757
901 => 0.018319412737259
902 => 0.018351850023741
903 => 0.01835069113561
904 => 0.018340704463781
905 => 0.018296471838352
906 => 0.018232325780322
907 => 0.018487863932398
908 => 0.018531284843923
909 => 0.018627804151531
910 => 0.0189149801413
911 => 0.018886284487846
912 => 0.018933088289201
913 => 0.018830915853636
914 => 0.018441728653467
915 => 0.018462863390872
916 => 0.018199312876768
917 => 0.018621064572343
918 => 0.01852118820398
919 => 0.018456797259563
920 => 0.018439227593801
921 => 0.018727115437302
922 => 0.018813255992167
923 => 0.018759578979053
924 => 0.018649485859147
925 => 0.018860897195476
926 => 0.018917461950349
927 => 0.018930124712937
928 => 0.019304705066808
929 => 0.01895105959365
930 => 0.019036185573973
1001 => 0.019700314172168
1002 => 0.019098041177087
1003 => 0.019417078614872
1004 => 0.019401463392483
1005 => 0.019564672150016
1006 => 0.019388075510659
1007 => 0.019390264637653
1008 => 0.019535182957623
1009 => 0.019331671313382
1010 => 0.019281278968277
1011 => 0.019211662304431
1012 => 0.019363667743063
1013 => 0.019454788128908
1014 => 0.020189151518272
1015 => 0.02066358375884
1016 => 0.020642987404051
1017 => 0.020831199532063
1018 => 0.020746408244568
1019 => 0.020472594810436
1020 => 0.020939960954508
1021 => 0.020792066751094
1022 => 0.020804258969532
1023 => 0.020803805174553
1024 => 0.020902141890688
1025 => 0.020832461314878
1026 => 0.020695113747394
1027 => 0.020786291472433
1028 => 0.021057056719165
1029 => 0.021897520353114
1030 => 0.022367854937334
1031 => 0.021869205620574
1101 => 0.022213167242095
1102 => 0.02200691283524
1103 => 0.021969430273977
1104 => 0.022185463590856
1105 => 0.022401875045458
1106 => 0.022388090571372
1107 => 0.022230986968182
1108 => 0.022142243129097
1109 => 0.02281424121002
1110 => 0.023309357948856
1111 => 0.023275594306572
1112 => 0.023424616043088
1113 => 0.023862148470569
1114 => 0.023902150952403
1115 => 0.023897111559138
1116 => 0.023797961234086
1117 => 0.024228768729706
1118 => 0.024588155921889
1119 => 0.023775010798564
1120 => 0.024084645816675
1121 => 0.024223650952122
1122 => 0.024427751731924
1123 => 0.024772103958711
1124 => 0.02514616181192
1125 => 0.025199057693699
1126 => 0.025161525534276
1127 => 0.02491482432487
1128 => 0.025324122891289
1129 => 0.025563880392265
1130 => 0.025706650497344
1201 => 0.026068691729142
1202 => 0.024224509400516
1203 => 0.022919105486505
1204 => 0.022715247815071
1205 => 0.023129800406239
1206 => 0.023239114618535
1207 => 0.023195050196627
1208 => 0.021725699409276
1209 => 0.022707511987265
1210 => 0.023763859768034
1211 => 0.023804438388406
1212 => 0.024333268174649
1213 => 0.024505476830516
1214 => 0.024931254123746
1215 => 0.024904621638128
1216 => 0.025008291633433
1217 => 0.024984459696827
1218 => 0.02577312247455
1219 => 0.026643134635934
1220 => 0.026613008881255
1221 => 0.026487934339539
1222 => 0.026673691362366
1223 => 0.027571637149084
1224 => 0.027488968690331
1225 => 0.027569274056327
1226 => 0.028628002744874
1227 => 0.030004500642386
1228 => 0.029364979170862
1229 => 0.030752556746722
1230 => 0.031625963278399
1231 => 0.033136429563014
]
'min_raw' => 0.013528870162304
'max_raw' => 0.033136429563014
'avg_raw' => 0.023332649862659
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.013528'
'max' => '$0.033136'
'avg' => '$0.023332'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.0060324316420206
'max_diff' => 0.013443237244668
'year' => 2028
]
3 => [
'items' => [
101 => 0.032947311744977
102 => 0.033535325185263
103 => 0.032608751380611
104 => 0.030481150633666
105 => 0.030144449671334
106 => 0.03081853352455
107 => 0.03247570290154
108 => 0.030766343363503
109 => 0.031112144571773
110 => 0.031012553800528
111 => 0.031007247031562
112 => 0.03120978481881
113 => 0.030915993194746
114 => 0.029719033266208
115 => 0.030267592947728
116 => 0.030055767710693
117 => 0.030290803603801
118 => 0.031559195382725
119 => 0.030998409142579
120 => 0.03040766639316
121 => 0.031148588897242
122 => 0.032092037853533
123 => 0.032032998513389
124 => 0.03191843751698
125 => 0.032564211855519
126 => 0.033630841868656
127 => 0.033919147675141
128 => 0.034131969127335
129 => 0.034161313609945
130 => 0.034463580018319
131 => 0.032838217359549
201 => 0.03541770964129
202 => 0.035863116701311
203 => 0.035779398634258
204 => 0.036274449835877
205 => 0.036128793214124
206 => 0.035917759622027
207 => 0.036702521077003
208 => 0.035802855395857
209 => 0.034525893226231
210 => 0.033825326524526
211 => 0.034747889270435
212 => 0.035311266146358
213 => 0.035683622423845
214 => 0.035796297208429
215 => 0.032964389635935
216 => 0.031438148519155
217 => 0.032416451576621
218 => 0.0336100488256
219 => 0.032831586866564
220 => 0.032862101101535
221 => 0.031752218924155
222 => 0.033708248770893
223 => 0.033423271675024
224 => 0.03490173335251
225 => 0.034548886607781
226 => 0.035754514712219
227 => 0.035437032427323
228 => 0.036754883641732
301 => 0.037280610170556
302 => 0.038163386835254
303 => 0.038812760943353
304 => 0.039194085840176
305 => 0.039171192523684
306 => 0.040682191740206
307 => 0.039791208292515
308 => 0.038671923093539
309 => 0.038651678755589
310 => 0.039231372420533
311 => 0.040446251311064
312 => 0.04076125173161
313 => 0.040937293993547
314 => 0.040667679141315
315 => 0.039700580466205
316 => 0.039282992161594
317 => 0.03963878949582
318 => 0.039203679930075
319 => 0.039954801110733
320 => 0.040986250922604
321 => 0.040773260615247
322 => 0.041485255279449
323 => 0.042222094852875
324 => 0.043275808536411
325 => 0.043551288312192
326 => 0.044006645906
327 => 0.044475358447205
328 => 0.044625896283284
329 => 0.044913319721504
330 => 0.044911804858108
331 => 0.045777974735014
401 => 0.04673338693229
402 => 0.047094032918918
403 => 0.047923318479034
404 => 0.046503196018968
405 => 0.047580375218119
406 => 0.048552017819298
407 => 0.04739358545405
408 => 0.04899021458942
409 => 0.049052208080707
410 => 0.049988236197078
411 => 0.049039392379847
412 => 0.048475971949992
413 => 0.050102545619896
414 => 0.050889593382172
415 => 0.050652528190967
416 => 0.048848450380548
417 => 0.047798399714346
418 => 0.04505021458125
419 => 0.048305558584165
420 => 0.049891141688299
421 => 0.048844344103357
422 => 0.049372287916622
423 => 0.052252578175443
424 => 0.053349206221018
425 => 0.053121115253547
426 => 0.053159658872353
427 => 0.053751379460538
428 => 0.056375394415032
429 => 0.054803023830109
430 => 0.056005042226681
501 => 0.056642588450023
502 => 0.0572347769131
503 => 0.055780549210869
504 => 0.053888620337113
505 => 0.053289367045023
506 => 0.04874026071366
507 => 0.048503459973345
508 => 0.048370536542009
509 => 0.047532473109831
510 => 0.046873984817033
511 => 0.046350330478497
512 => 0.044976105117756
513 => 0.045439865836198
514 => 0.0432496374343
515 => 0.044650867948906
516 => 0.041155210534563
517 => 0.044066497903249
518 => 0.042482016548467
519 => 0.043545953163713
520 => 0.043542241189092
521 => 0.041583196559012
522 => 0.0404532605006
523 => 0.041173299734789
524 => 0.041945238950626
525 => 0.04207048349128
526 => 0.043071322834287
527 => 0.04335063558195
528 => 0.042504304916665
529 => 0.041082770804492
530 => 0.041412960757009
531 => 0.040446569211751
601 => 0.038753005200402
602 => 0.039969352440144
603 => 0.040384666866805
604 => 0.040568093377559
605 => 0.038902667679538
606 => 0.038379354767069
607 => 0.038100747363491
608 => 0.040867785260398
609 => 0.041019369842625
610 => 0.04024384168805
611 => 0.043749302485329
612 => 0.042955908744759
613 => 0.043842323939161
614 => 0.041382999479705
615 => 0.041476948985976
616 => 0.040312665374447
617 => 0.040964586399444
618 => 0.040503829631371
619 => 0.040911917623033
620 => 0.041156523882626
621 => 0.042320616446671
622 => 0.044079789970422
623 => 0.042146739836668
624 => 0.041304482211604
625 => 0.041827014105157
626 => 0.043218585396137
627 => 0.045326887135196
628 => 0.044078730072146
629 => 0.044632640981646
630 => 0.044753645873591
701 => 0.043833301064584
702 => 0.04536082156107
703 => 0.046179432204691
704 => 0.047019157337442
705 => 0.047748267141645
706 => 0.04668375265347
707 => 0.047822935747975
708 => 0.04690495526669
709 => 0.0460814318759
710 => 0.046082680820948
711 => 0.045566072568148
712 => 0.04456507898152
713 => 0.044380480406148
714 => 0.04534078550746
715 => 0.04611085925748
716 => 0.046174286219936
717 => 0.046600638615765
718 => 0.046852949571837
719 => 0.049325939941461
720 => 0.050320597125773
721 => 0.051536845102853
722 => 0.052010642233906
723 => 0.053436601732702
724 => 0.052285023626656
725 => 0.052035872459647
726 => 0.048576961143365
727 => 0.049143357677634
728 => 0.050050213178136
729 => 0.048591914856553
730 => 0.049516869487594
731 => 0.049699475124979
801 => 0.04854236243761
802 => 0.049160426319822
803 => 0.047519031891837
804 => 0.044115567883539
805 => 0.045364610589443
806 => 0.046284326444217
807 => 0.044971778519307
808 => 0.047324469872089
809 => 0.045950076153201
810 => 0.045514459326847
811 => 0.043814962778628
812 => 0.044617059729766
813 => 0.045701907341103
814 => 0.045031597644368
815 => 0.0464225909126
816 => 0.04839260834477
817 => 0.049796560083501
818 => 0.049904338065062
819 => 0.04900169115452
820 => 0.05044818858928
821 => 0.050458724743915
822 => 0.04882706972839
823 => 0.047827690116474
824 => 0.047600628965934
825 => 0.048167872237944
826 => 0.048856610289048
827 => 0.049942558233526
828 => 0.050598773832777
829 => 0.052309836085764
830 => 0.052772800471423
831 => 0.053281457969231
901 => 0.053961181250465
902 => 0.054777363327059
903 => 0.052991603408743
904 => 0.053062554979371
905 => 0.051399680068964
906 => 0.04962265974681
907 => 0.050971196662615
908 => 0.052734229291681
909 => 0.052329787658595
910 => 0.05228427971288
911 => 0.052360811454722
912 => 0.052055875671204
913 => 0.0506766624238
914 => 0.049984030165286
915 => 0.050877702488104
916 => 0.051352649554903
917 => 0.052089251035771
918 => 0.051998449355483
919 => 0.053895855664975
920 => 0.054633130382255
921 => 0.05444450395981
922 => 0.054479215761089
923 => 0.055814016419893
924 => 0.057298589275177
925 => 0.058689087660792
926 => 0.060103562341936
927 => 0.058398357905931
928 => 0.057532560255716
929 => 0.058425842429155
930 => 0.057951854334071
1001 => 0.060675530522422
1002 => 0.060864111952227
1003 => 0.063587591187788
1004 => 0.06617249728821
1005 => 0.064548964079938
1006 => 0.066079882769797
1007 => 0.067735696150512
1008 => 0.070930028807949
1009 => 0.069854289946902
1010 => 0.069030290838317
1011 => 0.068251615662239
1012 => 0.069871915092454
1013 => 0.071956404424511
1014 => 0.072405383461645
1015 => 0.073132901024996
1016 => 0.072368005263748
1017 => 0.073289237957667
1018 => 0.076541594177357
1019 => 0.075662778817454
1020 => 0.074414719729773
1021 => 0.076982142605607
1022 => 0.077911282963768
1023 => 0.084432476591922
1024 => 0.092665752924539
1025 => 0.089257122460229
1026 => 0.087141275535213
1027 => 0.087638549751152
1028 => 0.090645063553831
1029 => 0.091610660365274
1030 => 0.088985835370592
1031 => 0.089912967933046
1101 => 0.095021559505832
1102 => 0.097762154981391
1103 => 0.094040058214503
1104 => 0.083770940855159
1105 => 0.074302345664238
1106 => 0.076813843485269
1107 => 0.076529117573215
1108 => 0.082017661908395
1109 => 0.075641819361764
1110 => 0.07574917219849
1111 => 0.081351213818052
1112 => 0.07985668515726
1113 => 0.077435740131546
1114 => 0.074320021242104
1115 => 0.068560326705855
1116 => 0.063458804634136
1117 => 0.073464064227145
1118 => 0.073032619240111
1119 => 0.07240782296232
1120 => 0.073798239468525
1121 => 0.080549707346045
1122 => 0.0803940641591
1123 => 0.079403941613603
1124 => 0.080154940837823
1125 => 0.077304086336512
1126 => 0.07803881645425
1127 => 0.074300845790383
1128 => 0.075990564641895
1129 => 0.077430545870822
1130 => 0.077719643421816
1201 => 0.078370994965891
1202 => 0.072805267336955
1203 => 0.075304115641169
1204 => 0.076771954909473
1205 => 0.070140203694829
1206 => 0.076640866510665
1207 => 0.072708380401562
1208 => 0.071373635552173
1209 => 0.073170693652613
1210 => 0.072470378363175
1211 => 0.07186828840121
1212 => 0.071532311857215
1213 => 0.072851872992113
1214 => 0.072790313887953
1215 => 0.070631255755481
1216 => 0.067814852436138
1217 => 0.068760129835397
1218 => 0.068416701694223
1219 => 0.067172073807498
1220 => 0.068010802726207
1221 => 0.064317465039206
1222 => 0.057963269511708
1223 => 0.062161045711446
1224 => 0.061999435894058
1225 => 0.061917944895709
1226 => 0.065072457691799
1227 => 0.064769224073448
1228 => 0.064218852086868
1229 => 0.067161965794357
1230 => 0.066087689700658
1231 => 0.069398355490159
]
'min_raw' => 0.029719033266208
'max_raw' => 0.097762154981391
'avg_raw' => 0.063740594123799
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.029719'
'max' => '$0.097762'
'avg' => '$0.06374'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072434
'min_diff' => 0.016190163103904
'max_diff' => 0.064625725418378
'year' => 2029
]
4 => [
'items' => [
101 => 0.071578974099562
102 => 0.071025898684595
103 => 0.073076781026583
104 => 0.068781907117484
105 => 0.070208491949653
106 => 0.070502509106402
107 => 0.067125648228055
108 => 0.064818836843564
109 => 0.064664998823793
110 => 0.060665305781275
111 => 0.062801909520194
112 => 0.064682032391772
113 => 0.063781599439715
114 => 0.063496549266763
115 => 0.064952808780536
116 => 0.065065972616775
117 => 0.062485825157951
118 => 0.063022319517284
119 => 0.06525959018047
120 => 0.062965946036817
121 => 0.058509770130343
122 => 0.057404576894086
123 => 0.057257123743616
124 => 0.054259752032905
125 => 0.05747843119082
126 => 0.056073391483152
127 => 0.060511895084715
128 => 0.057976645631674
129 => 0.057867356094893
130 => 0.057702148930758
131 => 0.055122187279482
201 => 0.055687034915995
202 => 0.057564674488488
203 => 0.058234637441077
204 => 0.058164754816277
205 => 0.05755547303024
206 => 0.05783439911186
207 => 0.056935881018672
208 => 0.056618595578931
209 => 0.05561715545487
210 => 0.054145315127397
211 => 0.054349983552254
212 => 0.051433882735558
213 => 0.049845036241438
214 => 0.049405264472526
215 => 0.048817183283809
216 => 0.049471689807616
217 => 0.051425621788333
218 => 0.049068765269794
219 => 0.04502810008302
220 => 0.045270950945704
221 => 0.045816564731086
222 => 0.044799817051623
223 => 0.043837550702177
224 => 0.044674163221884
225 => 0.0429620801151
226 => 0.046023461794967
227 => 0.045940659999949
228 => 0.04708175377563
301 => 0.047795303131165
302 => 0.046150802881004
303 => 0.04573721551529
304 => 0.045972813675299
305 => 0.042078900891747
306 => 0.046763538027085
307 => 0.046804050963565
308 => 0.046457154605305
309 => 0.048951579257927
310 => 0.054215593305521
311 => 0.052235059476342
312 => 0.051468136915732
313 => 0.050010216567395
314 => 0.051952808868809
315 => 0.051803648089221
316 => 0.051129086476379
317 => 0.050721109508171
318 => 0.05147281958135
319 => 0.050627964311297
320 => 0.050476205089725
321 => 0.049556709322662
322 => 0.049228491168212
323 => 0.048985491513399
324 => 0.048717972770102
325 => 0.049308052456297
326 => 0.047970854255931
327 => 0.046358324313446
328 => 0.046224259896544
329 => 0.046594423538674
330 => 0.046430653682474
331 => 0.046223475829479
401 => 0.045827916886582
402 => 0.045710562998004
403 => 0.04609190620387
404 => 0.045661391958138
405 => 0.04629663917904
406 => 0.046123887084787
407 => 0.045158907929238
408 => 0.043956186620382
409 => 0.043945479877939
410 => 0.043686355544805
411 => 0.043356321746953
412 => 0.043264513894542
413 => 0.044603706048976
414 => 0.047375793730007
415 => 0.046831566587785
416 => 0.047224826472681
417 => 0.049159275882759
418 => 0.0497741791793
419 => 0.049337735384198
420 => 0.048740304198782
421 => 0.048766588138926
422 => 0.050808191354212
423 => 0.050935523642467
424 => 0.051257251255937
425 => 0.051670762159458
426 => 0.04940815807914
427 => 0.048660019690216
428 => 0.048305510216406
429 => 0.047213758249504
430 => 0.048391119146068
501 => 0.04770512137126
502 => 0.047797685908103
503 => 0.047737403132052
504 => 0.047770321604079
505 => 0.046022606076396
506 => 0.04665938175746
507 => 0.045600618683017
508 => 0.04418305377807
509 => 0.044178301603446
510 => 0.044525248605669
511 => 0.044318870952709
512 => 0.043763513995049
513 => 0.043842399829674
514 => 0.043151276910786
515 => 0.043926314665211
516 => 0.04394853997479
517 => 0.043650108222744
518 => 0.044844160818037
519 => 0.045333365140583
520 => 0.045136930968359
521 => 0.045319582795406
522 => 0.046854181682582
523 => 0.047104388260435
524 => 0.047215513494599
525 => 0.047066620402092
526 => 0.045347632445961
527 => 0.045423876871516
528 => 0.04486444586576
529 => 0.044391785617283
530 => 0.044410689548446
531 => 0.044653698357694
601 => 0.04571493207996
602 => 0.047948235885324
603 => 0.048032988132214
604 => 0.048135710327842
605 => 0.047717887534184
606 => 0.047591868181592
607 => 0.047758120236016
608 => 0.048596831723775
609 => 0.050754225378239
610 => 0.049991658373274
611 => 0.049371679528175
612 => 0.049915568120424
613 => 0.049831840734787
614 => 0.049125097339748
615 => 0.049105261406531
616 => 0.047748794871921
617 => 0.047247340079324
618 => 0.046828286921389
619 => 0.046370691812584
620 => 0.046099414093358
621 => 0.046516219963608
622 => 0.046611548397637
623 => 0.045700195077814
624 => 0.045575980987889
625 => 0.046320211781783
626 => 0.045992703557111
627 => 0.046329553888
628 => 0.046407706054215
629 => 0.046395121755457
630 => 0.046053165554819
701 => 0.046271118239825
702 => 0.045755595164963
703 => 0.045195041250113
704 => 0.044837442776182
705 => 0.044525390679122
706 => 0.044698535319145
707 => 0.044081306292426
708 => 0.043883842304412
709 => 0.046197280774236
710 => 0.047906242645549
711 => 0.047881393663117
712 => 0.047730131873201
713 => 0.04750538753572
714 => 0.048580390275643
715 => 0.048205880816412
716 => 0.048478367739315
717 => 0.048547727097434
718 => 0.048757656984757
719 => 0.048832688875392
720 => 0.048605890388895
721 => 0.047844726967109
722 => 0.045947980089266
723 => 0.045065039297459
724 => 0.044773654129621
725 => 0.044784245427053
726 => 0.044492090162252
727 => 0.044578142981217
728 => 0.044462164503609
729 => 0.044242529325226
730 => 0.044684973465796
731 => 0.044735961031344
801 => 0.044632689282121
802 => 0.044657013517555
803 => 0.043801967541932
804 => 0.043866974830396
805 => 0.0435050059875
806 => 0.043437141193056
807 => 0.042522115478447
808 => 0.040901014789917
809 => 0.041799261935414
810 => 0.040714305696316
811 => 0.0403034163288
812 => 0.042248502688214
813 => 0.042053269966026
814 => 0.041719116411266
815 => 0.041224833660072
816 => 0.041041499379581
817 => 0.039927618327896
818 => 0.039861804293038
819 => 0.040413873819571
820 => 0.040159112728629
821 => 0.039801331671375
822 => 0.038505484949687
823 => 0.037048524194404
824 => 0.037092500681478
825 => 0.037555932790014
826 => 0.03890342414792
827 => 0.038376935962549
828 => 0.037994962743307
829 => 0.037923430641415
830 => 0.038818804659184
831 => 0.040085946480982
901 => 0.04068046107307
902 => 0.040091315167988
903 => 0.039414536074098
904 => 0.03945572848165
905 => 0.039729763114575
906 => 0.039758560279854
907 => 0.039318046663747
908 => 0.039442048666358
909 => 0.039253678285411
910 => 0.038097649605244
911 => 0.038076740712227
912 => 0.037793032630633
913 => 0.037784442062675
914 => 0.037301783841587
915 => 0.037234256619998
916 => 0.036275909426768
917 => 0.036906696451495
918 => 0.036483597633113
919 => 0.03584588791489
920 => 0.035735946519101
921 => 0.035732641547986
922 => 0.036387426839317
923 => 0.036899044904131
924 => 0.036490957618203
925 => 0.036398044053637
926 => 0.037390117841495
927 => 0.037263867409037
928 => 0.037154535348756
929 => 0.039972487828973
930 => 0.037741858553307
1001 => 0.036769176869249
1002 => 0.035565298577985
1003 => 0.035957287420102
1004 => 0.03603988522865
1005 => 0.033144774953532
1006 => 0.03197022907548
1007 => 0.03156716919196
1008 => 0.031335202530564
1009 => 0.031440912651016
1010 => 0.030383683600279
1011 => 0.031094159007329
1012 => 0.030178688014737
1013 => 0.030025206323629
1014 => 0.031662181863477
1015 => 0.031889957446774
1016 => 0.030918196044101
1017 => 0.031542224178498
1018 => 0.031315942902325
1019 => 0.030194381137344
1020 => 0.030151545727572
1021 => 0.029588785458706
1022 => 0.028708174609793
1023 => 0.028305711821896
1024 => 0.028096105707617
1025 => 0.02818259327551
1026 => 0.02813886251462
1027 => 0.027853489719186
1028 => 0.028155219749209
1029 => 0.027384424205957
1030 => 0.027077487209912
1031 => 0.026938850889683
1101 => 0.02625472547971
1102 => 0.027343473238927
1103 => 0.027557970263176
1104 => 0.027772889912824
1105 => 0.029643618731132
1106 => 0.029550162405994
1107 => 0.030394962070164
1108 => 0.030362134708701
1109 => 0.030121184159633
1110 => 0.029104653427554
1111 => 0.029509824459442
1112 => 0.028262771000848
1113 => 0.029197148243419
1114 => 0.028770737490436
1115 => 0.029052978338905
1116 => 0.028545483844727
1117 => 0.028826352251739
1118 => 0.02760883546494
1119 => 0.026471935420351
1120 => 0.026929457186475
1121 => 0.027426835670212
1122 => 0.028505278952635
1123 => 0.027862967030588
1124 => 0.028093966686259
1125 => 0.027320156508636
1126 => 0.025723565084251
1127 => 0.025732601618324
1128 => 0.025487000811317
1129 => 0.025274765855758
1130 => 0.027936744281465
1201 => 0.027605685184577
1202 => 0.027078185841629
1203 => 0.027784264674156
1204 => 0.027970963124454
1205 => 0.027976278166867
1206 => 0.028491415056545
1207 => 0.02876634370691
1208 => 0.028814801073146
1209 => 0.029625380099325
1210 => 0.029897075497104
1211 => 0.031016150388785
1212 => 0.028743017931746
1213 => 0.02869620426467
1214 => 0.027794200651316
1215 => 0.027222135699614
1216 => 0.027833370427982
1217 => 0.028374840955455
1218 => 0.027811025649948
1219 => 0.027884648026057
1220 => 0.027127772043817
1221 => 0.027398319593142
1222 => 0.027631351589312
1223 => 0.027502685018015
1224 => 0.02731006493325
1225 => 0.028330446547051
1226 => 0.028272872617492
1227 => 0.029223075434735
1228 => 0.029963826480432
1229 => 0.031291384779408
1230 => 0.029906008487247
1231 => 0.029855519868789
]
'min_raw' => 0.025274765855758
'max_raw' => 0.073076781026583
'avg_raw' => 0.049175773441171
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.025274'
'max' => '$0.073076'
'avg' => '$0.049175'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.0044442674104494
'max_diff' => -0.024685373954808
'year' => 2030
]
5 => [
'items' => [
101 => 0.030349054212848
102 => 0.029896999939567
103 => 0.030182682635898
104 => 0.031245356880392
105 => 0.031267809512638
106 => 0.030891698993934
107 => 0.03086881263469
108 => 0.030941048774006
109 => 0.03136413809823
110 => 0.031216297688124
111 => 0.031387382353559
112 => 0.031601326347428
113 => 0.032486289416441
114 => 0.032699651016352
115 => 0.032181292943875
116 => 0.03222809487401
117 => 0.032034214725657
118 => 0.031846928931658
119 => 0.032267920045673
120 => 0.033037289581137
121 => 0.033032503373187
122 => 0.033210982151008
123 => 0.033322172950992
124 => 0.032844860640819
125 => 0.032534147878156
126 => 0.032653294922528
127 => 0.032843813641163
128 => 0.032591512269822
129 => 0.031034191328538
130 => 0.031506583020076
131 => 0.031427953943831
201 => 0.031315976577635
202 => 0.031790970076374
203 => 0.031745155794666
204 => 0.03037284018827
205 => 0.030460691380924
206 => 0.030378182710267
207 => 0.030644785104845
208 => 0.029882602535346
209 => 0.030117044760346
210 => 0.030264084726106
211 => 0.030350692395554
212 => 0.030663578685032
213 => 0.030626865090282
214 => 0.030661296516434
215 => 0.031125224284813
216 => 0.033471611736488
217 => 0.033599320428471
218 => 0.032970436121889
219 => 0.033221662998174
220 => 0.032739362332985
221 => 0.03306313400066
222 => 0.033284650352775
223 => 0.032283660552714
224 => 0.032224388433125
225 => 0.031740097141526
226 => 0.03200032784997
227 => 0.031586282081586
228 => 0.031687874430441
301 => 0.03140381336638
302 => 0.031915066725697
303 => 0.032486727422153
304 => 0.032631151489643
305 => 0.032251233946548
306 => 0.03197614860756
307 => 0.031493189371043
308 => 0.03229636134482
309 => 0.032531233306175
310 => 0.032295127662395
311 => 0.032240416825721
312 => 0.032136739889084
313 => 0.032262412377941
314 => 0.032529954143032
315 => 0.032403786387336
316 => 0.032487122412763
317 => 0.032169531419571
318 => 0.032845018651054
319 => 0.033917854939505
320 => 0.033921304283599
321 => 0.033795135847811
322 => 0.033743510442224
323 => 0.033872966913883
324 => 0.033943191739175
325 => 0.034361830230263
326 => 0.034811046010494
327 => 0.03690734004863
328 => 0.036318709071177
329 => 0.038178665850902
330 => 0.039649650178503
331 => 0.040090734060002
401 => 0.039684957643623
402 => 0.038296818442804
403 => 0.038228709711144
404 => 0.040303175734422
405 => 0.039717044066283
406 => 0.039647325569413
407 => 0.038905638553979
408 => 0.039344067439825
409 => 0.039248176611127
410 => 0.039096808246887
411 => 0.039933300019859
412 => 0.041499137944726
413 => 0.041255087419801
414 => 0.041072915024122
415 => 0.040274688615844
416 => 0.04075539920395
417 => 0.04058422737093
418 => 0.041319690193913
419 => 0.040884018310074
420 => 0.03971260354242
421 => 0.039899155205203
422 => 0.039870958296663
423 => 0.040451248676356
424 => 0.040277059908065
425 => 0.039836945144024
426 => 0.041493786080927
427 => 0.041386200046319
428 => 0.041538732445802
429 => 0.041605881925276
430 => 0.042614371806757
501 => 0.043027517843123
502 => 0.043121309226518
503 => 0.043513766007204
504 => 0.043111544544294
505 => 0.044720717174976
506 => 0.045790723076554
507 => 0.047033589993236
508 => 0.048849752609643
509 => 0.049532646553856
510 => 0.04940928787518
511 => 0.050786281643362
512 => 0.053260708835934
513 => 0.04990944035738
514 => 0.053438334202813
515 => 0.052321127154388
516 => 0.049672249340267
517 => 0.049501692837256
518 => 0.051295543647082
519 => 0.055274132091534
520 => 0.054277540810975
521 => 0.05527576215785
522 => 0.054111283933072
523 => 0.054053457774219
524 => 0.055219206049637
525 => 0.057943040436781
526 => 0.056649048820854
527 => 0.054793794539661
528 => 0.05616368542994
529 => 0.054976959163363
530 => 0.052302932740999
531 => 0.054276778736405
601 => 0.052956924131175
602 => 0.053342127872311
603 => 0.05611626593895
604 => 0.055782474307313
605 => 0.056214431586924
606 => 0.055452038294701
607 => 0.054739842741377
608 => 0.053410476852762
609 => 0.053016917150089
610 => 0.053125682893113
611 => 0.053016863251189
612 => 0.052273095254012
613 => 0.052112478625836
614 => 0.051844777208768
615 => 0.051927749071765
616 => 0.051424392088864
617 => 0.052374330714457
618 => 0.052550647694198
619 => 0.053241933807597
620 => 0.053313705425144
621 => 0.05523892741112
622 => 0.054178547493286
623 => 0.054889941890966
624 => 0.054826308080134
625 => 0.049729658554599
626 => 0.050431931891099
627 => 0.051524448817178
628 => 0.051032271422851
629 => 0.050336447739046
630 => 0.049774532806668
701 => 0.048923174225363
702 => 0.050121445079656
703 => 0.051697043831152
704 => 0.053353665209616
705 => 0.055343987249707
706 => 0.054899770540261
707 => 0.053316457523516
708 => 0.053387483788836
709 => 0.053826540213241
710 => 0.053257922251154
711 => 0.053090225713393
712 => 0.053803501284108
713 => 0.053808413220954
714 => 0.053154149535797
715 => 0.052427055178734
716 => 0.05242400862683
717 => 0.052294629208889
718 => 0.054134300244106
719 => 0.055145933301754
720 => 0.055261915401485
721 => 0.055138126782345
722 => 0.055185768108858
723 => 0.054597121122425
724 => 0.055942593575568
725 => 0.057177332152007
726 => 0.056846395837179
727 => 0.056350275255883
728 => 0.055955091316476
729 => 0.056753303060181
730 => 0.056717759947736
731 => 0.057166547787704
801 => 0.057146188178959
802 => 0.056995277708142
803 => 0.056846401226667
804 => 0.05743667964748
805 => 0.057266688941867
806 => 0.057096434193736
807 => 0.056754962231661
808 => 0.056801373942556
809 => 0.056305339023473
810 => 0.056075850572892
811 => 0.052624894895936
812 => 0.051702686775823
813 => 0.051992832223688
814 => 0.052088355638748
815 => 0.051687009483033
816 => 0.05226243677296
817 => 0.052172757039353
818 => 0.052521648421928
819 => 0.052303676233198
820 => 0.052312621887855
821 => 0.052953631618339
822 => 0.053139719470149
823 => 0.053045073686805
824 => 0.053111360349191
825 => 0.05463890850603
826 => 0.054421740006368
827 => 0.054306373569251
828 => 0.05433833086076
829 => 0.054728652165835
830 => 0.054837920820502
831 => 0.054374941852504
901 => 0.054593285410261
902 => 0.05552296456727
903 => 0.05584829965694
904 => 0.056886613093465
905 => 0.05644551909108
906 => 0.057255166222559
907 => 0.05974374547568
908 => 0.061731794779658
909 => 0.059903502480107
910 => 0.063554301850312
911 => 0.066396972836082
912 => 0.066287866388932
913 => 0.065792180950398
914 => 0.062555875609417
915 => 0.059577779184052
916 => 0.062069083300524
917 => 0.062075434147058
918 => 0.061861428914025
919 => 0.060532260791331
920 => 0.061815176744494
921 => 0.06191700995399
922 => 0.061860010436308
923 => 0.060840940353038
924 => 0.059285008691519
925 => 0.059589034013806
926 => 0.06008703369366
927 => 0.059144216406079
928 => 0.058842929155383
929 => 0.059403079476672
930 => 0.061208000523818
1001 => 0.060866790655051
1002 => 0.06085788028644
1003 => 0.062317720800529
1004 => 0.061272790045742
1005 => 0.059592868746743
1006 => 0.059168666463307
1007 => 0.057663034134004
1008 => 0.058702979746732
1009 => 0.058740405537954
1010 => 0.05817083795385
1011 => 0.059639086017127
1012 => 0.059625555852744
1013 => 0.061019438868942
1014 => 0.063684019677358
1015 => 0.062895972016251
1016 => 0.061979558325725
1017 => 0.062079197903281
1018 => 0.063171998137633
1019 => 0.062511266169741
1020 => 0.062748869992182
1021 => 0.06317163849579
1022 => 0.063426705230769
1023 => 0.062042497725372
1024 => 0.061719772741565
1025 => 0.061059590685774
1026 => 0.0608873615103
1027 => 0.061425066019591
1028 => 0.061283399878774
1029 => 0.058737260045122
1030 => 0.058471174265917
1031 => 0.058479334736882
1101 => 0.057810249393382
1102 => 0.056789733645663
1103 => 0.05947158809884
1104 => 0.059256197653721
1105 => 0.059018423272206
1106 => 0.05904754927722
1107 => 0.060211651398863
1108 => 0.059536413379744
1109 => 0.061331644322908
1110 => 0.060962598810575
1111 => 0.060584088673387
1112 => 0.060531767042727
1113 => 0.060386072932877
1114 => 0.059886433619811
1115 => 0.059283089125616
1116 => 0.058884708829744
1117 => 0.054318031261507
1118 => 0.05516558005503
1119 => 0.056140607685475
1120 => 0.056477183316327
1121 => 0.055901447409431
1122 => 0.059909167182567
1123 => 0.060641416204468
1124 => 0.058423386153709
1125 => 0.058008483292782
1126 => 0.059936368145056
1127 => 0.058773617904797
1128 => 0.059297204266789
1129 => 0.058165496938589
1130 => 0.060465038857846
1201 => 0.060447520201208
1202 => 0.059552946457107
1203 => 0.060309034059845
1204 => 0.060177645232467
1205 => 0.059167673678615
1206 => 0.060497056757557
1207 => 0.060497716114979
1208 => 0.059636708335992
1209 => 0.058631239748975
1210 => 0.058451485713724
1211 => 0.058316065194719
1212 => 0.059263899120543
1213 => 0.060113724054636
1214 => 0.061695037567517
1215 => 0.062092617355737
1216 => 0.063644397737547
1217 => 0.062720388074995
1218 => 0.063129989590476
1219 => 0.063574669977202
1220 => 0.063787866107179
1221 => 0.063440474454117
1222 => 0.065851028125355
1223 => 0.066054552712663
1224 => 0.066122792746307
1225 => 0.065309967611193
1226 => 0.066031946575266
1227 => 0.065694156527406
1228 => 0.066572992391159
1229 => 0.066710805076135
1230 => 0.066594082634789
1231 => 0.066637826556225
]
'min_raw' => 0.029882602535346
'max_raw' => 0.066710805076135
'avg_raw' => 0.04829670380574
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.029882'
'max' => '$0.06671'
'avg' => '$0.048296'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.0046078366795873
'max_diff' => -0.0063659759504482
'year' => 2031
]
6 => [
'items' => [
101 => 0.064580844248631
102 => 0.064474178864537
103 => 0.063019788783773
104 => 0.063612463491993
105 => 0.062504486532614
106 => 0.06285583743986
107 => 0.06301070957198
108 => 0.062929813159077
109 => 0.063645972430754
110 => 0.063037090748155
111 => 0.061430151878361
112 => 0.059822775199146
113 => 0.059802595894279
114 => 0.059379401987197
115 => 0.059073510304207
116 => 0.059132435894441
117 => 0.059340097360213
118 => 0.059061440642308
119 => 0.059120906181328
120 => 0.060108430345858
121 => 0.060306471274355
122 => 0.059633450819738
123 => 0.056931176578062
124 => 0.056268031701013
125 => 0.056744687087901
126 => 0.056516876513507
127 => 0.045613530307758
128 => 0.048175109767179
129 => 0.04665310623541
130 => 0.047354515486865
131 => 0.045800944001833
201 => 0.046542389744148
202 => 0.046405471788805
203 => 0.050524415756907
204 => 0.050460104112267
205 => 0.05049088669326
206 => 0.049021553898898
207 => 0.051362240937049
208 => 0.052515347540426
209 => 0.052301938197079
210 => 0.052355648731076
211 => 0.051432723805503
212 => 0.050499822623953
213 => 0.049465091641152
214 => 0.051387493910582
215 => 0.051173755594722
216 => 0.051663994390685
217 => 0.052910809678563
218 => 0.053094407965893
219 => 0.053341165925936
220 => 0.053252720762688
221 => 0.055359843375795
222 => 0.055104656924105
223 => 0.055719582850525
224 => 0.054454633565337
225 => 0.053023223379059
226 => 0.053295287659146
227 => 0.053269085681171
228 => 0.052935504428317
229 => 0.052634362188666
301 => 0.052133045205947
302 => 0.053719286320223
303 => 0.0536548878278
304 => 0.054697424565072
305 => 0.054513146070098
306 => 0.053282489180061
307 => 0.053326442331645
308 => 0.053622048399216
309 => 0.054645144374247
310 => 0.054948868917322
311 => 0.05480817160764
312 => 0.055141191703569
313 => 0.055404397209069
314 => 0.055174246262677
315 => 0.058432698318199
316 => 0.057079561846261
317 => 0.057739071147621
318 => 0.05789636022994
319 => 0.057493467553011
320 => 0.057580840548132
321 => 0.057713186828024
322 => 0.058516767523469
323 => 0.060625595786265
324 => 0.061559581468578
325 => 0.064369523475858
326 => 0.06148202695937
327 => 0.06131069486573
328 => 0.06181685027336
329 => 0.063466583694203
330 => 0.064803537680215
331 => 0.065247082448101
401 => 0.065305704211303
402 => 0.066137823682156
403 => 0.066614779044739
404 => 0.066036782491479
405 => 0.065546990931353
406 => 0.063792618358149
407 => 0.063995691760495
408 => 0.065394666124458
409 => 0.067370799812735
410 => 0.069066528098944
411 => 0.06847274315521
412 => 0.073002903129051
413 => 0.073452049986413
414 => 0.073389992413382
415 => 0.074413215796467
416 => 0.072382325756861
417 => 0.071514080918288
418 => 0.065652889426023
419 => 0.067299645160455
420 => 0.069693301331026
421 => 0.069376491961101
422 => 0.06763815486742
423 => 0.069065209414377
424 => 0.068593380553032
425 => 0.068221229553891
426 => 0.069926125425976
427 => 0.068051522381356
428 => 0.06967460073166
429 => 0.0675929859588
430 => 0.068475455514817
501 => 0.067974523114572
502 => 0.068298687769496
503 => 0.06640362782058
504 => 0.067426156169035
505 => 0.066361087279523
506 => 0.066360582298193
507 => 0.066337070843426
508 => 0.067590119668699
509 => 0.067630981545905
510 => 0.066704976570776
511 => 0.066571524786944
512 => 0.067064965976684
513 => 0.066487275575951
514 => 0.066757573278514
515 => 0.066495462618005
516 => 0.066436455987429
517 => 0.065966281115851
518 => 0.065763716853448
519 => 0.065843147520175
520 => 0.065572009705322
521 => 0.065408639364391
522 => 0.066304572370643
523 => 0.065825911507237
524 => 0.066231210728362
525 => 0.06576932111305
526 => 0.064168210470651
527 => 0.063247394808769
528 => 0.060223045228313
529 => 0.061080747017636
530 => 0.061649404191315
531 => 0.061461462998806
601 => 0.061865233403901
602 => 0.061890021627486
603 => 0.061758751752838
604 => 0.061606758054708
605 => 0.061532775928236
606 => 0.062084178086533
607 => 0.062404285598767
608 => 0.061706476546345
609 => 0.061542989648748
610 => 0.062248513127841
611 => 0.062678882042521
612 => 0.065856484305108
613 => 0.065621077265975
614 => 0.0662119027379
615 => 0.066145384856717
616 => 0.066764664077172
617 => 0.067776923875692
618 => 0.065718716673011
619 => 0.066075950275946
620 => 0.065988364846235
621 => 0.066944599601687
622 => 0.066947584862217
623 => 0.066374274358855
624 => 0.066685075283629
625 => 0.066511594733797
626 => 0.066825097534645
627 => 0.065617933261447
628 => 0.067088129040871
629 => 0.067921635310481
630 => 0.067933208545843
701 => 0.068328283902524
702 => 0.068729703346133
703 => 0.069500193011875
704 => 0.068708214807539
705 => 0.067283523115464
706 => 0.067386381253905
707 => 0.066551085036116
708 => 0.066565126516446
709 => 0.066490171993995
710 => 0.066715116158182
711 => 0.065667295855778
712 => 0.065913217186399
713 => 0.065568925883416
714 => 0.066075201853892
715 => 0.065530532600076
716 => 0.065988322609889
717 => 0.066185889602145
718 => 0.066914916056883
719 => 0.065422854799958
720 => 0.06238044089342
721 => 0.063019993182278
722 => 0.06207404511131
723 => 0.062161596206756
724 => 0.062338463353211
725 => 0.061765179064221
726 => 0.061874543640296
727 => 0.061870636368052
728 => 0.061836965606731
729 => 0.061687832221875
730 => 0.061471559308693
731 => 0.062333124029519
801 => 0.062479520664278
802 => 0.062804942248641
803 => 0.063773176148136
804 => 0.063676426749049
805 => 0.063834229033054
806 => 0.063489747533093
807 => 0.062177575715542
808 => 0.062248832958284
809 => 0.061360253999471
810 => 0.062782219286866
811 => 0.062445479137787
812 => 0.06222838057305
813 => 0.062169143218258
814 => 0.063139777182312
815 => 0.06343020607718
816 => 0.063249230279857
817 => 0.062878043639638
818 => 0.063590831720337
819 => 0.063781543740617
820 => 0.063824237128769
821 => 0.065087160944209
822 => 0.063894820540719
823 => 0.064181828726683
824 => 0.066420984663478
825 => 0.064390379211203
826 => 0.065466036207178
827 => 0.065413388394674
828 => 0.065963658115567
829 => 0.065368250216391
830 => 0.065375631010892
831 => 0.065864233244545
901 => 0.065178079527256
902 => 0.065008178217454
903 => 0.064773460774818
904 => 0.065285957723847
905 => 0.065593176466547
906 => 0.068069133905401
907 => 0.069668715328278
908 => 0.069599273280115
909 => 0.070233843610257
910 => 0.06994796386453
911 => 0.069024782754311
912 => 0.070600540339513
913 => 0.070101904707057
914 => 0.070143011622754
915 => 0.070141481621299
916 => 0.070473030725398
917 => 0.070238097799115
918 => 0.06977502088604
919 => 0.070082432951834
920 => 0.070995336885417
921 => 0.073829018706573
922 => 0.075414784594982
923 => 0.073733553608944
924 => 0.074893244230533
925 => 0.074197843097599
926 => 0.074071468025353
927 => 0.074799839436175
928 => 0.075529485764731
929 => 0.075483010447949
930 => 0.074953324681171
1001 => 0.074654118631797
1002 => 0.076919807079039
1003 => 0.07858912773197
1004 => 0.078475291254708
1005 => 0.078977728443738
1006 => 0.080452899570528
1007 => 0.080587770730915
1008 => 0.080570780064684
1009 => 0.080236487821314
1010 => 0.081688985370816
1011 => 0.082900684380874
1012 => 0.080159108825606
1013 => 0.081203064907192
1014 => 0.081671730426381
1015 => 0.082359870455343
1016 => 0.083520878029863
1017 => 0.084782040197842
1018 => 0.084960382356333
1019 => 0.084833840060425
1020 => 0.084002069708785
1021 => 0.085382048401781
1022 => 0.086190407555655
1023 => 0.086671766932817
1024 => 0.087892414222737
1025 => 0.081674624745075
1026 => 0.077273364308597
1027 => 0.07658604393647
1028 => 0.077983736940729
1029 => 0.07835229743956
1030 => 0.078203731164617
1031 => 0.073249712398269
1101 => 0.076559962052923
1102 => 0.080121512347635
1103 => 0.080258325999325
1104 => 0.082041312545362
1105 => 0.08262192605184
1106 => 0.084057463922788
1107 => 0.083967670638106
1108 => 0.084317201265285
1109 => 0.084236850227123
1110 => 0.086895881844894
1111 => 0.089829188589311
1112 => 0.089727617504096
1113 => 0.089305919954276
1114 => 0.089932212725876
1115 => 0.092959699638369
1116 => 0.092680977157956
1117 => 0.092951732306153
1118 => 0.096521309997667
1119 => 0.10116226876314
1120 => 0.099006077471937
1121 => 0.10368439214652
1122 => 0.10662914324737
1123 => 0.11172178578333
1124 => 0.11108416185604
1125 => 0.11306669022375
1126 => 0.10994268195005
1127 => 0.10276932748738
1128 => 0.10163411668517
1129 => 0.10390683745932
1130 => 0.10949409971371
1201 => 0.10373087468755
1202 => 0.1048967676043
1203 => 0.10456099036584
1204 => 0.10454309822377
1205 => 0.10522596851421
1206 => 0.1042354295418
1207 => 0.10019979557366
1208 => 0.10204930283912
1209 => 0.10133511926329
1210 => 0.10212755918659
1211 => 0.10640403062552
1212 => 0.10451330066402
1213 => 0.10252157024001
1214 => 0.10501964219208
1215 => 0.10820054621772
1216 => 0.10800149096043
1217 => 0.10761524056264
1218 => 0.10979251383155
1219 => 0.11338873139057
1220 => 0.114360774546
1221 => 0.1150783169308
1222 => 0.11517725390268
1223 => 0.11619636620208
1224 => 0.11071634251884
1225 => 0.11941328084113
1226 => 0.12091500184132
1227 => 0.12063274053324
1228 => 0.12230184022287
1229 => 0.12181074875321
1230 => 0.12109923426356
1231 => 0.12374511229931
]
'min_raw' => 0.045613530307758
'max_raw' => 0.12374511229931
'avg_raw' => 0.084679321303533
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.045613'
'max' => '$0.123745'
'avg' => '$0.084679'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.015730927772413
'max_diff' => 0.057034307223172
'year' => 2032
]
7 => [
'items' => [
101 => 0.12071182664267
102 => 0.11640645953312
103 => 0.11404444998632
104 => 0.11715493469543
105 => 0.11905439916632
106 => 0.12030982435295
107 => 0.12068971525588
108 => 0.11114174115774
109 => 0.10599591267377
110 => 0.10929432973495
111 => 0.11331862619418
112 => 0.11069398734882
113 => 0.11079686822246
114 => 0.10705482297192
115 => 0.11364971416584
116 => 0.11268889399065
117 => 0.11767363075919
118 => 0.11648398332437
119 => 0.12054884265275
120 => 0.11947842896331
121 => 0.12392165634213
122 => 0.12569418003911
123 => 0.12867052319764
124 => 0.13085993334095
125 => 0.13214559685384
126 => 0.13206841043893
127 => 0.13716284979203
128 => 0.13415883689166
129 => 0.13038508869732
130 => 0.1303168334985
131 => 0.13227131116278
201 => 0.13636736016234
202 => 0.13742940607284
203 => 0.13802294484984
204 => 0.13711391955163
205 => 0.13385327884782
206 => 0.13244535072374
207 => 0.13364494627706
208 => 0.13217794399777
209 => 0.13471040149997
210 => 0.13818800655422
211 => 0.13746989486246
212 => 0.13987043458269
213 => 0.142354740649
214 => 0.14590740990098
215 => 0.1468362091984
216 => 0.14837147911798
217 => 0.14995177617512
218 => 0.15045932499967
219 => 0.1514283931889
220 => 0.15142328572119
221 => 0.15434363793523
222 => 0.1575648768631
223 => 0.15878081998651
224 => 0.16157681415131
225 => 0.15678877212741
226 => 0.1604205570036
227 => 0.1636965178714
228 => 0.1597907822728
301 => 0.16517392887579
302 => 0.16538294425991
303 => 0.16853882840565
304 => 0.16533973522969
305 => 0.16344012391368
306 => 0.16892423060551
307 => 0.17157781708594
308 => 0.17077853524243
309 => 0.16469596094791
310 => 0.16115564181462
311 => 0.15188994376623
312 => 0.16286556335291
313 => 0.16821146749038
314 => 0.16468211634767
315 => 0.16646211577396
316 => 0.17617321547701
317 => 0.1798705734968
318 => 0.17910154887516
319 => 0.179231501377
320 => 0.18122652865268
321 => 0.19007357827463
322 => 0.18477222106815
323 => 0.18882491001444
324 => 0.19097444161849
325 => 0.19297104636703
326 => 0.18806801613802
327 => 0.1816892458499
328 => 0.17966882153709
329 => 0.16433119193244
330 => 0.16353280170357
331 => 0.1630846410744
401 => 0.16025905170109
402 => 0.15803891244774
403 => 0.15627337528499
404 => 0.1516400785359
405 => 0.15320368017686
406 => 0.145819172203
407 => 0.15054351871378
408 => 0.13875766568232
409 => 0.14857327430544
410 => 0.14323108479284
411 => 0.14681822137282
412 => 0.14680570619122
413 => 0.14020065044478
414 => 0.13639099213423
415 => 0.13881865468383
416 => 0.1414213016451
417 => 0.14184357235821
418 => 0.14521797207953
419 => 0.14615969450927
420 => 0.14330623158234
421 => 0.13851343007481
422 => 0.13962668855284
423 => 0.1363684319867
424 => 0.13065846268158
425 => 0.13475946232302
426 => 0.13615972390883
427 => 0.13677815919627
428 => 0.13116306017908
429 => 0.12939867415815
430 => 0.12845932984524
501 => 0.13778859130308
502 => 0.13829966930536
503 => 0.13568492198656
504 => 0.14750382780804
505 => 0.14482884541873
506 => 0.14781745613419
507 => 0.13952567201458
508 => 0.13984242933432
509 => 0.13591696585036
510 => 0.13811496310181
511 => 0.13656148948925
512 => 0.13793738664493
513 => 0.13876209372701
514 => 0.14268691308103
515 => 0.14861808943794
516 => 0.14210067595073
517 => 0.13926094556328
518 => 0.14102269832441
519 => 0.14571447808835
520 => 0.15282276459851
521 => 0.1486145159169
522 => 0.1504820652211
523 => 0.15089004166259
524 => 0.1477870348826
525 => 0.15293717688457
526 => 0.15569717982311
527 => 0.15852837173592
528 => 0.16098661634561
529 => 0.1573975314267
530 => 0.16123836676505
531 => 0.15814333148105
601 => 0.15536676487243
602 => 0.15537097577786
603 => 0.15362919498511
604 => 0.15025427522065
605 => 0.14963188823552
606 => 0.15286962393095
607 => 0.15546598134398
608 => 0.15567982977623
609 => 0.15711730664574
610 => 0.15796799064993
611 => 0.16630585033979
612 => 0.16965940648144
613 => 0.17376007145189
614 => 0.17535751155869
615 => 0.1801652335662
616 => 0.17628260758105
617 => 0.1754425770263
618 => 0.16378061602998
619 => 0.16569026148981
620 => 0.16874778812438
621 => 0.16383103351802
622 => 0.16694958263485
623 => 0.16756525029041
624 => 0.16366396407792
625 => 0.16574780960864
626 => 0.16021373369619
627 => 0.14873871716994
628 => 0.15294995185828
629 => 0.15605083807516
630 => 0.15162549110715
701 => 0.15955775426272
702 => 0.15492388988239
703 => 0.15345517733854
704 => 0.14772520607116
705 => 0.15042953194254
706 => 0.1540871714058
707 => 0.15182717546374
708 => 0.15651700638363
709 => 0.16315905769841
710 => 0.16789257900632
711 => 0.16825595999598
712 => 0.16521262291629
713 => 0.17008959000881
714 => 0.17012511338977
715 => 0.16462387458641
716 => 0.16125439645038
717 => 0.16048884392843
718 => 0.16240134422367
719 => 0.16472347264913
720 => 0.1683848219624
721 => 0.17059729867078
722 => 0.17636626451928
723 => 0.17792718126867
724 => 0.17964215553586
725 => 0.18193389003531
726 => 0.18468570489056
727 => 0.17866489064818
728 => 0.17890410882223
729 => 0.17329760996358
730 => 0.16730626187984
731 => 0.17185294824331
801 => 0.17779713584322
802 => 0.17643353264006
803 => 0.17628009942382
804 => 0.17653813153471
805 => 0.17551001925064
806 => 0.17085990549343
807 => 0.16852464747581
808 => 0.1715377261064
809 => 0.17313904330185
810 => 0.17562254662247
811 => 0.17531640241781
812 => 0.18171364026294
813 => 0.18419941344713
814 => 0.18356344629438
815 => 0.18368047955589
816 => 0.18818085316986
817 => 0.19318619420101
818 => 0.19787435658961
819 => 0.20264335673255
820 => 0.19689414092299
821 => 0.19397504369723
822 => 0.19698680691195
823 => 0.19538872295658
824 => 0.20457178738661
825 => 0.20520760284353
826 => 0.21439000323347
827 => 0.22310519462343
828 => 0.21763133906027
829 => 0.22279293830846
830 => 0.22837562872674
831 => 0.23914554430247
901 => 0.23551861562676
902 => 0.23274044510239
903 => 0.23011508738087
904 => 0.23557804003554
905 => 0.24260604135297
906 => 0.24411980552338
907 => 0.24657268178187
908 => 0.24399378231951
909 => 0.24709978266547
910 => 0.25806532873241
911 => 0.25510234138957
912 => 0.25089442303875
913 => 0.25955066851637
914 => 0.26268333010441
915 => 0.28466998971693
916 => 0.31242905570135
917 => 0.30093662010795
918 => 0.29380289447654
919 => 0.29547948921416
920 => 0.30561616040798
921 => 0.30887173747358
922 => 0.30002195674458
923 => 0.30314784890922
924 => 0.32037182206734
925 => 0.32961193105545
926 => 0.3170626219374
927 => 0.28243957579349
928 => 0.25051554603109
929 => 0.25898323628187
930 => 0.25802326299046
1001 => 0.27652827341445
1002 => 0.25503167512137
1003 => 0.25539362270552
1004 => 0.27428129714794
1005 => 0.26924238942342
1006 => 0.26108000424424
1007 => 0.25057514047594
1008 => 0.23115592821794
1009 => 0.21395579037624
1010 => 0.24768922163899
1011 => 0.24623457474268
1012 => 0.24412803047022
1013 => 0.24881591679667
1014 => 0.27157896211817
1015 => 0.27105420024672
1016 => 0.26771593295643
1017 => 0.27024797927398
1018 => 0.26063612428251
1019 => 0.26311331817168
1020 => 0.25051048910167
1021 => 0.25620749418195
1022 => 0.26106249143155
1023 => 0.26203720400888
1024 => 0.26423328121564
1025 => 0.24546804192799
1026 => 0.25389308344966
1027 => 0.25884200602401
1028 => 0.23648259378976
1029 => 0.25840003233513
1030 => 0.24514138086088
1031 => 0.24064119541225
1101 => 0.24670010226448
1102 => 0.24433894037169
1103 => 0.24230895202834
1104 => 0.24117618365313
1105 => 0.24562517614825
1106 => 0.24541762533066
1107 => 0.2381382100964
1108 => 0.22864250967024
1109 => 0.231829578419
1110 => 0.23067168646365
1111 => 0.22647533664641
1112 => 0.22930316975402
1113 => 0.21685082388169
1114 => 0.19542721002497
1115 => 0.20958030556176
1116 => 0.2090354267792
1117 => 0.20876067418875
1118 => 0.21939633432181
1119 => 0.21837396100645
1120 => 0.21651834342795
1121 => 0.22644125677439
1122 => 0.22281925992092
1123 => 0.23398140077352
1124 => 0.24133350866106
1125 => 0.239468776285
1126 => 0.24638346928905
1127 => 0.231903002046
1128 => 0.23671283240863
1129 => 0.23770413178023
1130 => 0.22631880956399
1201 => 0.21854123392475
1202 => 0.21802255830046
1203 => 0.20453731395796
1204 => 0.21174102263664
1205 => 0.21807998816415
1206 => 0.21504411560007
1207 => 0.21408304904039
1208 => 0.21899292966387
1209 => 0.2193744694386
1210 => 0.21067532214103
1211 => 0.21248415033036
1212 => 0.22002726457254
1213 => 0.21229408320509
1214 => 0.19726977501615
1215 => 0.19354353885798
1216 => 0.19304639026633
1217 => 0.18294054227385
1218 => 0.19379254377576
1219 => 0.18905535430462
1220 => 0.20402007908372
1221 => 0.19547230854733
1222 => 0.19510383124371
1223 => 0.19454682375544
1224 => 0.18584830292099
1225 => 0.1877527261639
1226 => 0.19408331907517
1227 => 0.19634214594514
1228 => 0.19610653179658
1229 => 0.19405229571626
1230 => 0.19499271447444
1231 => 0.19196329799072
]
'min_raw' => 0.10599591267377
'max_raw' => 0.32961193105545
'avg_raw' => 0.21780392186461
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.105995'
'max' => '$0.329611'
'avg' => '$0.2178039'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.06038238236601
'max_diff' => 0.20586681875615
'year' => 2033
]
8 => [
'items' => [
101 => 0.19089354797847
102 => 0.18751712268189
103 => 0.1825547102572
104 => 0.1832447641411
105 => 0.17341292664195
106 => 0.16805601975731
107 => 0.16657329853453
108 => 0.16459054174826
109 => 0.16679725618946
110 => 0.17338507428162
111 => 0.1654387679789
112 => 0.15181538319146
113 => 0.1526341718303
114 => 0.15447374680125
115 => 0.15104571101289
116 => 0.14780136283244
117 => 0.15062206035305
118 => 0.14484965262471
119 => 0.15517131469722
120 => 0.15489214266428
121 => 0.15873941999762
122 => 0.16114520146823
123 => 0.15560065405947
124 => 0.15420621538022
125 => 0.15500055102562
126 => 0.14187195221157
127 => 0.15766653338428
128 => 0.15780312557815
129 => 0.15663354028674
130 => 0.16504366715823
131 => 0.18279165804141
201 => 0.17611414995988
202 => 0.17352841700196
203 => 0.16861293675879
204 => 0.17516252233047
205 => 0.17465961634802
206 => 0.17238528477393
207 => 0.17100976194158
208 => 0.17354420493602
209 => 0.17069571640713
210 => 0.17018404959611
211 => 0.16708390542031
212 => 0.16597729499712
213 => 0.16515800469523
214 => 0.16425604657464
215 => 0.16624554143469
216 => 0.16173708434196
217 => 0.15630032705763
218 => 0.15584831951596
219 => 0.15709635207941
220 => 0.15654419057518
221 => 0.15584567597911
222 => 0.15451202138609
223 => 0.15411635455737
224 => 0.15540207980047
225 => 0.15395057096344
226 => 0.15609235132026
227 => 0.15550990557332
228 => 0.15225641097769
301 => 0.14820135211356
302 => 0.1481652535839
303 => 0.14729159780325
304 => 0.14617886581157
305 => 0.14586932922735
306 => 0.15038450907543
307 => 0.15973079623301
308 => 0.15789589642628
309 => 0.15922179958474
310 => 0.16574393082976
311 => 0.16781712022523
312 => 0.16634561949851
313 => 0.16433133854556
314 => 0.16441995668485
315 => 0.17130336446537
316 => 0.17173267416528
317 => 0.17281740127639
318 => 0.17421158215802
319 => 0.16658305453126
320 => 0.16406065371965
321 => 0.16286540027764
322 => 0.15918448229754
323 => 0.16315403676102
324 => 0.16084114736842
325 => 0.16115323516703
326 => 0.16094998757877
327 => 0.1610609745055
328 => 0.15516842958232
329 => 0.15731536324928
330 => 0.15374566962332
331 => 0.14896625057507
401 => 0.14895022828654
402 => 0.1501199843276
403 => 0.14942416766182
404 => 0.14755174290528
405 => 0.14781771200435
406 => 0.14548754283066
407 => 0.14810063673111
408 => 0.14817557091408
409 => 0.14716938742622
410 => 0.15119521911734
411 => 0.15284460564596
412 => 0.15218231411971
413 => 0.15279813750694
414 => 0.15797214479733
415 => 0.15881573374342
416 => 0.15919040022892
417 => 0.15868839677215
418 => 0.15289270886215
419 => 0.15314977226613
420 => 0.15126361157199
421 => 0.14967000454417
422 => 0.14973374046791
423 => 0.15055306163463
424 => 0.15413108522222
425 => 0.1616608249263
426 => 0.1619465730439
427 => 0.16229290809829
428 => 0.16088418937802
429 => 0.16045930633236
430 => 0.1610198367412
501 => 0.16384761107915
502 => 0.17112141440959
503 => 0.16855036651162
504 => 0.16646006454983
505 => 0.16829382291169
506 => 0.16801153018535
507 => 0.16562869548573
508 => 0.16556181725199
509 => 0.16098839562508
510 => 0.15929770578139
511 => 0.15788483880205
512 => 0.15634202494444
513 => 0.15542739317407
514 => 0.15683268326607
515 => 0.15715408973702
516 => 0.15408139839058
517 => 0.15366260191405
518 => 0.1561718279962
519 => 0.15506761115082
520 => 0.15620332555955
521 => 0.15646682104435
522 => 0.15642439220248
523 => 0.15527146299741
524 => 0.15600630569188
525 => 0.15426818365231
526 => 0.15237823699177
527 => 0.15117256877018
528 => 0.15012046333817
529 => 0.15070423258058
530 => 0.14862320182344
531 => 0.14795743820135
601 => 0.15575735752148
602 => 0.16151924178652
603 => 0.16143546170735
604 => 0.16092547202189
605 => 0.16016773079692
606 => 0.16379217758887
607 => 0.16252949279965
608 => 0.16344820148465
609 => 0.16368205140306
610 => 0.16438984467501
611 => 0.16464281993285
612 => 0.16387815300106
613 => 0.16131183738177
614 => 0.15491682285649
615 => 0.15193992633195
616 => 0.15095750089472
617 => 0.15099321019347
618 => 0.15000818832057
619 => 0.15029832140773
620 => 0.14990729187311
621 => 0.14916677653476
622 => 0.15065850784515
623 => 0.15083041598223
624 => 0.15048222806953
625 => 0.15056423892756
626 => 0.14768139172334
627 => 0.14790056833506
628 => 0.14668016510938
629 => 0.14645135421674
630 => 0.14336628113488
701 => 0.13790062698187
702 => 0.14092912994652
703 => 0.13727112423718
704 => 0.13588578204722
705 => 0.14244377650958
706 => 0.14178553575601
707 => 0.14065891371628
708 => 0.13899240491091
709 => 0.13837428058424
710 => 0.13461875284979
711 => 0.13439685623628
712 => 0.13625819718925
713 => 0.13539925238429
714 => 0.13419296857028
715 => 0.12982393087498
716 => 0.12491168596679
717 => 0.1250599557633
718 => 0.12662244947303
719 => 0.13116561066505
720 => 0.12939051898984
721 => 0.12810266961265
722 => 0.12786149413691
723 => 0.13088031015083
724 => 0.13515256727204
725 => 0.13715701472695
726 => 0.13517066817511
727 => 0.13288886020885
728 => 0.13302774328688
729 => 0.13395167018427
730 => 0.13404876183756
731 => 0.13256353942518
801 => 0.13298162083452
802 => 0.13234651694356
803 => 0.12844888553704
804 => 0.12837838974442
805 => 0.12742184813946
806 => 0.12739288443981
807 => 0.12576556854929
808 => 0.12553789580711
809 => 0.12230676133546
810 => 0.12443350382948
811 => 0.12300699662349
812 => 0.12085691378503
813 => 0.12048623869326
814 => 0.1204750957524
815 => 0.12268275007777
816 => 0.12440770610332
817 => 0.12303181132707
818 => 0.12271854675712
819 => 0.12606339279727
820 => 0.12563773064971
821 => 0.12526910997515
822 => 0.13477003350536
823 => 0.12724931116489
824 => 0.12396984695662
825 => 0.11991088724553
826 => 0.12123250499451
827 => 0.12151098927283
828 => 0.11174992285012
829 => 0.1077898594181
830 => 0.10643091488007
831 => 0.10564882308577
901 => 0.10600523213732
902 => 0.10244071057939
903 => 0.10483612801807
904 => 0.1017495536504
905 => 0.10123207941308
906 => 0.10675125673566
907 => 0.10751921801753
908 => 0.1042428566022
909 => 0.10634681102557
910 => 0.1055838879045
911 => 0.10180246410893
912 => 0.10165804153421
913 => 0.09976065599706
914 => 0.096791615037662
915 => 0.095434683649212
916 => 0.094727982000689
917 => 0.09501958087421
918 => 0.094872139560685
919 => 0.093909985256787
920 => 0.094927289119127
921 => 0.092328498129826
922 => 0.091293638618004
923 => 0.090826216585073
924 => 0.08851964000124
925 => 0.092190429085381
926 => 0.092913620778339
927 => 0.093638237382338
928 => 0.099945530203378
929 => 0.099630435678264
930 => 0.10247873672804
1001 => 0.10236805698694
1002 => 0.10155567538812
1003 => 0.09812837105301
1004 => 0.09949443347516
1005 => 0.095289905673016
1006 => 0.098440223782483
1007 => 0.097002550157752
1008 => 0.097954144883792
1009 => 0.096243091764535
1010 => 0.097190059208383
1011 => 0.093085116357383
1012 => 0.089251978481223
1013 => 0.09079454505886
1014 => 0.092471491342637
1015 => 0.096107538163832
1016 => 0.093941938673863
1017 => 0.094720770140839
1018 => 0.092111815101283
1019 => 0.086728795643515
1020 => 0.086759262949052
1021 => 0.085931202680928
1022 => 0.08521563771049
1023 => 0.09419068382616
1024 => 0.093074494967194
1025 => 0.091295994103617
1026 => 0.093676588184329
1027 => 0.094306055044378
1028 => 0.094323975080958
1029 => 0.096060795070219
1030 => 0.096987736209829
1031 => 0.097151113603279
1101 => 0.09988403738286
1102 => 0.10080007738564
1103 => 0.10457311651426
1104 => 0.096909091730311
1105 => 0.096751256183337
1106 => 0.093710088025034
1107 => 0.091781331100072
1108 => 0.09384215166181
1109 => 0.095667757349449
1110 => 0.093766814682605
1111 => 0.094015037663805
1112 => 0.091463177446289
1113 => 0.092375347397867
1114 => 0.093161031042729
1115 => 0.092727222714386
1116 => 0.092077790650297
1117 => 0.095518078501996
1118 => 0.095323963978806
1119 => 0.098527639118183
1120 => 0.10102513298633
1121 => 0.10550108847849
1122 => 0.10083019558559
1123 => 0.10065996968345
1124 => 0.10232395518192
1125 => 0.10079982263813
1126 => 0.10176302179454
1127 => 0.10534590220339
1128 => 0.10542160282061
1129 => 0.1041535199476
1130 => 0.10407635698953
1201 => 0.1043199061766
1202 => 0.10574638137237
1203 => 0.10524792710782
1204 => 0.10582475100208
1205 => 0.1065460781145
1206 => 0.10952979288783
1207 => 0.11024915641836
1208 => 0.1085014759864
1209 => 0.10865927196146
1210 => 0.108005591505
1211 => 0.10737414437466
1212 => 0.10879354530822
1213 => 0.1113875284127
1214 => 0.11137139137844
1215 => 0.11197314503885
1216 => 0.11234803258409
1217 => 0.11073874080546
1218 => 0.10969115103287
1219 => 0.11009286361155
1220 => 0.11073521077302
1221 => 0.10988455908443
1222 => 0.10463394280221
1223 => 0.10622664437157
1224 => 0.1059615409513
1225 => 0.10558400144316
1226 => 0.10718547518715
1227 => 0.10703100913772
1228 => 0.10240415125873
1229 => 0.10270034768834
1230 => 0.10242216394465
1231 => 0.10332103253156
]
'min_raw' => 0.08521563771049
'max_raw' => 0.19089354797847
'avg_raw' => 0.13805459284448
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.085215'
'max' => '$0.190893'
'avg' => '$0.138054'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.020780274963279
'max_diff' => -0.13871838307698
'year' => 2034
]
9 => [
'items' => [
101 => 0.1007512807846
102 => 0.10154171911442
103 => 0.10203747462499
104 => 0.10232947842928
105 => 0.10338439639928
106 => 0.10326061395132
107 => 0.10337670190852
108 => 0.10494086677001
109 => 0.11285187588288
110 => 0.11328245465423
111 => 0.11116212730729
112 => 0.11200915626079
113 => 0.11038304589494
114 => 0.11147466467753
115 => 0.11222152252446
116 => 0.10884661552668
117 => 0.10864677543723
118 => 0.10701395353547
119 => 0.10789133953772
120 => 0.10649535532186
121 => 0.10683788101898
122 => 0.10588014930898
123 => 0.10760387570449
124 => 0.10953126965467
125 => 0.11001820548158
126 => 0.10873728696003
127 => 0.10780981753379
128 => 0.10618148674874
129 => 0.108889437134
130 => 0.10968132434995
131 => 0.10888527768758
201 => 0.10870081628194
202 => 0.10835126225158
203 => 0.10877497582193
204 => 0.10967701156211
205 => 0.10925162816502
206 => 0.10953260139309
207 => 0.10846182118604
208 => 0.110739273548
209 => 0.11435641599755
210 => 0.11436804570199
211 => 0.11394266001193
212 => 0.11376860135262
213 => 0.11420507288518
214 => 0.1144418407866
215 => 0.11585330968771
216 => 0.117367872054
217 => 0.12443567376215
218 => 0.12245106332477
219 => 0.12872203746564
220 => 0.133681563827
221 => 0.13516870892897
222 => 0.13380060541074
223 => 0.12912039717839
224 => 0.1288907638344
225 => 0.13588497086648
226 => 0.13390878702494
227 => 0.13367372624515
228 => 0.13117307668968
301 => 0.13265127028844
302 => 0.1323279676646
303 => 0.13181761865636
304 => 0.13463790907093
305 => 0.13991724095793
306 => 0.13909440757408
307 => 0.13848020062318
308 => 0.13578892455728
309 => 0.13740967386722
310 => 0.13683255608136
311 => 0.13931222033742
312 => 0.13784332216342
313 => 0.13389381548871
314 => 0.1345227874444
315 => 0.13442771959861
316 => 0.13638420912833
317 => 0.13579691953456
318 => 0.13431304187977
319 => 0.13989919677548
320 => 0.13953646294838
321 => 0.14005073658271
322 => 0.14027713574098
323 => 0.14367732978691
324 => 0.14507028049345
325 => 0.14538650469087
326 => 0.14670970012742
327 => 0.14535358238301
328 => 0.1507790202562
329 => 0.15438661985879
330 => 0.15857703244259
331 => 0.16470035150423
401 => 0.16700277611527
402 => 0.16658686371749
403 => 0.17122949434555
404 => 0.1795721983843
405 => 0.16827316273076
406 => 0.18017107471013
407 => 0.17640433314546
408 => 0.16747345665641
409 => 0.16689841349864
410 => 0.17294650674663
411 => 0.18636059546327
412 => 0.18300051838109
413 => 0.18636609134566
414 => 0.18243997170955
415 => 0.18224500677769
416 => 0.1861754084782
417 => 0.1953590062865
418 => 0.1909962232098
419 => 0.18474110387104
420 => 0.18935978665034
421 => 0.18535865618799
422 => 0.17634298941043
423 => 0.18299794899347
424 => 0.17854796704263
425 => 0.17984670834993
426 => 0.18919990852574
427 => 0.18807450673509
428 => 0.18953088086159
429 => 0.18696041864826
430 => 0.18455920161633
501 => 0.1800771517095
502 => 0.17875023769448
503 => 0.17911694899086
504 => 0.17875005597057
505 => 0.17624239023987
506 => 0.17570086006408
507 => 0.17479828604611
508 => 0.17507803147512
509 => 0.17338092826401
510 => 0.17658371266279
511 => 0.17717817767005
512 => 0.17950889706543
513 => 0.17975088008492
514 => 0.18624190042534
515 => 0.182666755499
516 => 0.18506527137876
517 => 0.18485072554276
518 => 0.16766701583072
519 => 0.17003477941588
520 => 0.17371827650926
521 => 0.17205886606155
522 => 0.16971284793075
523 => 0.16781831250459
524 => 0.16494789760776
525 => 0.16898795145361
526 => 0.17430019264907
527 => 0.17988560728817
528 => 0.18659611700619
529 => 0.18509840935607
530 => 0.17976015897673
531 => 0.17999962898915
601 => 0.18147993837797
602 => 0.17956280321916
603 => 0.1789974026339
604 => 0.18140226101987
605 => 0.18141882195789
606 => 0.17921292626415
607 => 0.17676147687521
608 => 0.17675120521276
609 => 0.17631499347219
610 => 0.18251757280915
611 => 0.18592836429298
612 => 0.18631940603983
613 => 0.18590204406776
614 => 0.1860626701263
615 => 0.18407800571353
616 => 0.18861436002719
617 => 0.19277736734434
618 => 0.19166159245366
619 => 0.18998888727579
620 => 0.18865649703322
621 => 0.19134772365649
622 => 0.19122788757134
623 => 0.19274100710715
624 => 0.19267236326481
625 => 0.19216355807622
626 => 0.1916616106247
627 => 0.19365177553239
628 => 0.19307864000005
629 => 0.19250461422992
630 => 0.19135331766897
701 => 0.19150979799261
702 => 0.18983738163088
703 => 0.18906364529737
704 => 0.17742850729448
705 => 0.174319218231
706 => 0.17529746386579
707 => 0.1756195277289
708 => 0.17426636114381
709 => 0.17620645442685
710 => 0.17590409294375
711 => 0.17708040459892
712 => 0.17634549614629
713 => 0.17637565704553
714 => 0.17853686610573
715 => 0.17916427429034
716 => 0.17884516942384
717 => 0.17906865953406
718 => 0.18421889479485
719 => 0.18348669603602
720 => 0.18309773003865
721 => 0.18320547627816
722 => 0.18452147180959
723 => 0.18488987870769
724 => 0.18332891279292
725 => 0.18406507334216
726 => 0.18719955152815
727 => 0.18829644149714
728 => 0.19179718774111
729 => 0.19031000851587
730 => 0.19303979034741
731 => 0.20143020904636
801 => 0.2081330560759
802 => 0.20196884094067
803 => 0.21427776590798
804 => 0.22386202960546
805 => 0.22349416960132
806 => 0.22182293153766
807 => 0.21091150212891
808 => 0.20087064210674
809 => 0.20927024787273
810 => 0.20929166019522
811 => 0.20857012661068
812 => 0.20408874348546
813 => 0.20841418419188
814 => 0.20875752196746
815 => 0.20856534411402
816 => 0.20512947817908
817 => 0.19988354595058
818 => 0.20090858855104
819 => 0.2025876292409
820 => 0.19940885493042
821 => 0.19839304392949
822 => 0.20028162984617
823 => 0.20636704717218
824 => 0.20521663427712
825 => 0.20518659234725
826 => 0.21010854656331
827 => 0.20658548956881
828 => 0.20092151762088
829 => 0.19949129000541
830 => 0.19441494548728
831 => 0.19792119472727
901 => 0.19804737839536
902 => 0.19612704151962
903 => 0.20107734237476
904 => 0.2010317244809
905 => 0.20573129838781
906 => 0.21471511861848
907 => 0.21205816090933
908 => 0.20896840816976
909 => 0.2093043499621
910 => 0.21298880224909
911 => 0.21076109828851
912 => 0.21156219616484
913 => 0.21298758969151
914 => 0.21384756499668
915 => 0.20918061274996
916 => 0.20809252293511
917 => 0.20586667304157
918 => 0.20528599035181
919 => 0.20709889864621
920 => 0.20662126136163
921 => 0.19803677314667
922 => 0.19713964636456
923 => 0.19716715996217
924 => 0.19491129201251
925 => 0.19147055191894
926 => 0.20051261144893
927 => 0.19978640752513
928 => 0.19898473459697
929 => 0.19908293495639
930 => 0.20300778653452
1001 => 0.20073117440945
1002 => 0.20678392087335
1003 => 0.20553965816258
1004 => 0.20426348480832
1005 => 0.20408707877757
1006 => 0.20359586091417
1007 => 0.20191129208647
1008 => 0.19987707400012
1009 => 0.19853390701857
1010 => 0.18313703476201
1011 => 0.18599460469334
1012 => 0.18928197842364
1013 => 0.19041676666202
1014 => 0.18847563285532
1015 => 0.20198793988051
1016 => 0.20445676858184
1017 => 0.19697852540779
1018 => 0.19557965144459
1019 => 0.20207964982465
1020 => 0.19815935620899
1021 => 0.19992466418408
1022 => 0.19610903391377
1023 => 0.20386210004343
1024 => 0.20380303466946
1025 => 0.20078691683408
1026 => 0.20333611897506
1027 => 0.20289313237028
1028 => 0.19948794276251
1029 => 0.20397005062773
1030 => 0.20397227369731
1031 => 0.20106932585681
1101 => 0.19767931831611
1102 => 0.19707326503623
1103 => 0.19661668530165
1104 => 0.19981237355822
1105 => 0.20267761765639
1106 => 0.20800912656885
1107 => 0.20934959458297
1108 => 0.21458153048209
1109 => 0.2114661673925
1110 => 0.21284716749941
1111 => 0.21434643846985
1112 => 0.21506524410695
1113 => 0.21389398889454
1114 => 0.2220213388966
1115 => 0.22270753625234
1116 => 0.22293761229014
1117 => 0.22019711559746
1118 => 0.2226313180818
1119 => 0.22149243535169
1120 => 0.22445549182469
1121 => 0.22492013691386
1122 => 0.22452659905356
1123 => 0.22467408473879
1124 => 0.21773882527482
1125 => 0.2173791954852
1126 => 0.21247561778564
1127 => 0.21447386194363
1128 => 0.2107382402686
1129 => 0.21192284438292
1130 => 0.21244500658919
1201 => 0.21217225868508
1202 => 0.21458683967018
1203 => 0.21253395256654
1204 => 0.20711604597414
1205 => 0.20169666327671
1206 => 0.20162862734148
1207 => 0.20020179953729
1208 => 0.19917046437142
1209 => 0.19936913611294
1210 => 0.20006928124325
1211 => 0.19912977066365
1212 => 0.1993302628802
1213 => 0.20265976954765
1214 => 0.20332747836486
1215 => 0.20105834291333
1216 => 0.19194743664075
1217 => 0.18971159738849
1218 => 0.1913186743044
1219 => 0.1905505950476
1220 => 0.1537892020676
1221 => 0.1624257460588
1222 => 0.15729420488855
1223 => 0.15965905515066
1224 => 0.15442108042197
1225 => 0.15692091650828
1226 => 0.15645928806253
1227 => 0.17034659522647
1228 => 0.17012976402647
1229 => 0.17023354964746
1230 => 0.16527959154573
1231 => 0.17317138131641
]
'min_raw' => 0.1007512807846
'max_raw' => 0.22492013691386
'avg_raw' => 0.16283570884923
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.100751'
'max' => '$0.22492'
'avg' => '$0.162835'
'bar_min_pct' => 61.631153054957
'bar_max_pct' => 60.119598047091
'min_diff' => 0.015535643074112
'max_diff' => 0.03402658893539
'year' => 2035
]
10 => [
'items' => [
101 => 0.17705916073702
102 => 0.17633963623617
103 => 0.17652072505149
104 => 0.17340901922836
105 => 0.17026367776168
106 => 0.16677501001056
107 => 0.17325652347978
108 => 0.17253588982513
109 => 0.1741887641531
110 => 0.17839248894604
111 => 0.1790115033902
112 => 0.17984346508057
113 => 0.17954526603764
114 => 0.18664957704233
115 => 0.18578919810391
116 => 0.18786246379759
117 => 0.18359759896664
118 => 0.17877149958573
119 => 0.17968878330097
120 => 0.17960044150286
121 => 0.17847574901897
122 => 0.1774604269329
123 => 0.17577020172483
124 => 0.18111832438943
125 => 0.18090120037607
126 => 0.18441618577337
127 => 0.18379487796165
128 => 0.17964563233517
129 => 0.17979382345445
130 => 0.18079047994982
131 => 0.18423991945992
201 => 0.18526394796227
202 => 0.1847895771595
203 => 0.18591237766365
204 => 0.18679979340186
205 => 0.18602382341748
206 => 0.19700992202052
207 => 0.19244772793242
208 => 0.19467130958742
209 => 0.19520162071003
210 => 0.1938432399207
211 => 0.19413782407393
212 => 0.19458403879671
213 => 0.19729336721562
214 => 0.20440342893732
215 => 0.20755242687404
216 => 0.21702634253547
217 => 0.20729094643156
218 => 0.20671328831583
219 => 0.2084198266113
220 => 0.21398201802038
221 => 0.21848965172736
222 => 0.2199850938796
223 => 0.22018274124707
224 => 0.22298829013978
225 => 0.22459637844469
226 => 0.22264762271094
227 => 0.22099625626982
228 => 0.21508126665288
229 => 0.21576594280703
301 => 0.2204826825484
302 => 0.22714535524767
303 => 0.23286262155659
304 => 0.23086063416206
305 => 0.24613438479953
306 => 0.24764871478756
307 => 0.24743948334736
308 => 0.25088935242261
309 => 0.24404206486186
310 => 0.24111471676969
311 => 0.2213533004382
312 => 0.22690545236965
313 => 0.23497583126847
314 => 0.23390768635884
315 => 0.22804676148068
316 => 0.23285817551951
317 => 0.23126737157144
318 => 0.23001263849509
319 => 0.23576081395985
320 => 0.22944045891431
321 => 0.23491278089207
322 => 0.22789447135167
323 => 0.23086977907184
324 => 0.22918085051043
325 => 0.23027379427696
326 => 0.22388446735033
327 => 0.2273319930678
328 => 0.22374103894607
329 => 0.22373933636626
330 => 0.22366006585499
331 => 0.22788480745448
401 => 0.22802257612636
402 => 0.22490048570111
403 => 0.22445054369462
404 => 0.22611421511679
405 => 0.22416649159766
406 => 0.22507781917344
407 => 0.22419409478155
408 => 0.22399514980685
409 => 0.22240992240076
410 => 0.22172696284749
411 => 0.22199476888603
412 => 0.22108060881302
413 => 0.22052979430241
414 => 0.22355049498503
415 => 0.22193665646503
416 => 0.22330315108614
417 => 0.22174585800001
418 => 0.21634760168319
419 => 0.21324300738986
420 => 0.203046201626
421 => 0.20593800309153
422 => 0.20785527045497
423 => 0.20722161360279
424 => 0.20858295371392
425 => 0.20866652894039
426 => 0.20822394339305
427 => 0.20771148602794
428 => 0.20746205012327
429 => 0.20932114099764
430 => 0.21040040582433
501 => 0.20804769388462
502 => 0.20749648639508
503 => 0.20987520806292
504 => 0.21132622690616
505 => 0.22203973478757
506 => 0.22124604351954
507 => 0.22323805284825
508 => 0.22301378316772
509 => 0.22510172629618
510 => 0.22851463088061
511 => 0.22157524159733
512 => 0.22277967963088
513 => 0.22248437923959
514 => 0.22570839147978
515 => 0.22571845649408
516 => 0.22378550010473
517 => 0.22483338712203
518 => 0.22424848533625
519 => 0.22530548191737
520 => 0.22123544328877
521 => 0.22619231100489
522 => 0.22900253558643
523 => 0.22904155555747
524 => 0.2303735797058
525 => 0.23172699338614
526 => 0.23432475308806
527 => 0.23165454327799
528 => 0.22685109576936
529 => 0.22719788916444
530 => 0.22438162964764
531 => 0.22442897147892
601 => 0.22417625707332
602 => 0.22493467202797
603 => 0.22140187272194
604 => 0.22223101365781
605 => 0.22107021149215
606 => 0.22277715627367
607 => 0.22094076585684
608 => 0.2224842368368
609 => 0.22315034774488
610 => 0.22560831133603
611 => 0.22057772263592
612 => 0.21032001173547
613 => 0.21247630692947
614 => 0.20928697696421
615 => 0.20958216159513
616 => 0.21017848152788
617 => 0.20824561352211
618 => 0.20861434382594
619 => 0.20860117018477
620 => 0.20848764686216
621 => 0.20798483324296
622 => 0.20725565401647
623 => 0.21016047962527
624 => 0.21065406610045
625 => 0.21175124769233
626 => 0.21501571588441
627 => 0.21468951853056
628 => 0.21522155994849
629 => 0.21406011652044
630 => 0.20963603762466
701 => 0.20987628639359
702 => 0.20688038039535
703 => 0.21167463564024
704 => 0.21053929271718
705 => 0.20980732974883
706 => 0.20960760687133
707 => 0.21288016704863
708 => 0.21385936834478
709 => 0.21324919580878
710 => 0.21199771413586
711 => 0.21440092891521
712 => 0.21504392780667
713 => 0.21518787154558
714 => 0.21944590736386
715 => 0.21542584844695
716 => 0.2163935165842
717 => 0.22394298715798
718 => 0.21709665910328
719 => 0.22072331176519
720 => 0.22054580598958
721 => 0.22240107877218
722 => 0.22039361947005
723 => 0.22041850433402
724 => 0.2220658608779
725 => 0.21975244571434
726 => 0.21917961158621
727 => 0.21838824534092
728 => 0.22011616458596
729 => 0.2211519740263
730 => 0.22949983739723
731 => 0.23489293784366
801 => 0.23465880912999
802 => 0.23679830730235
803 => 0.23583444378015
804 => 0.2327218742126
805 => 0.23803465092699
806 => 0.23635346607853
807 => 0.2364920609148
808 => 0.23648690240807
809 => 0.23760474336056
810 => 0.2368126505971
811 => 0.23525135445367
812 => 0.23628781569632
813 => 0.23936573504532
814 => 0.24891969114669
815 => 0.2542662115541
816 => 0.24859782390488
817 => 0.25250780180258
818 => 0.25016320833153
819 => 0.24973712595223
820 => 0.25219288101708
821 => 0.25465293455609
822 => 0.25449623978076
823 => 0.25271036723659
824 => 0.25170157315122
825 => 0.25934049993641
826 => 0.26496873106602
827 => 0.26458492343512
828 => 0.26627892549698
829 => 0.27125256794411
830 => 0.27170729547776
831 => 0.27165001026031
901 => 0.27052292062225
902 => 0.27542011752054
903 => 0.27950544533107
904 => 0.27026203193579
905 => 0.27378180275154
906 => 0.27536194127067
907 => 0.27768205342272
908 => 0.28159647151917
909 => 0.28584856782004
910 => 0.28644986085885
911 => 0.2860232146733
912 => 0.28321884286039
913 => 0.28787153737086
914 => 0.29059697669598
915 => 0.29221991344352
916 => 0.29633541100436
917 => 0.27537169966822
918 => 0.26053254282045
919 => 0.25821519419864
920 => 0.26292761374631
921 => 0.26417024120019
922 => 0.26366933963166
923 => 0.24696651948237
924 => 0.25812725730729
925 => 0.27013527278541
926 => 0.2705965495641
927 => 0.27660801318821
928 => 0.27856559216244
929 => 0.2834056083204
930 => 0.28310286399193
1001 => 0.28428133090491
1002 => 0.28401042176982
1003 => 0.29297553251679
1004 => 0.30286538100253
1005 => 0.30252292699726
1006 => 0.30110114426606
1007 => 0.30321273407187
1008 => 0.31342011756973
1009 => 0.31248038526724
1010 => 0.3133932551529
1011 => 0.3254283355598
1012 => 0.34107565205899
1013 => 0.33380590258023
1014 => 0.34957916713509
1015 => 0.35950760106754
1016 => 0.3766778009345
1017 => 0.37452800734614
1018 => 0.3812122401536
1019 => 0.37067942814751
1020 => 0.34649396274903
1021 => 0.34266652027147
1022 => 0.35032915703782
1023 => 0.3691670018187
1024 => 0.34973588626747
1025 => 0.35366677563634
1026 => 0.35253467923366
1027 => 0.35247435462746
1028 => 0.35477669948817
1029 => 0.35143702818548
1030 => 0.33783060650293
1031 => 0.3440663493769
1101 => 0.34165842958829
1102 => 0.34433019611606
1103 => 0.35874861814611
1104 => 0.35237389007437
1105 => 0.34565863189166
1106 => 0.35408105588787
1107 => 0.36480569589394
1108 => 0.36413456719639
1109 => 0.36283229701311
1110 => 0.3701731258516
1111 => 0.38229802443173
1112 => 0.38557533579616
1113 => 0.38799458004369
1114 => 0.38832815295196
1115 => 0.39176416122154
1116 => 0.37328787877046
1117 => 0.40261021352491
1118 => 0.40767337072385
1119 => 0.40672170701681
1120 => 0.41234919315321
1121 => 0.41069344397634
1122 => 0.40829452319814
1123 => 0.41721528572496
1124 => 0.40698835135637
1125 => 0.3924725055554
1126 => 0.38450882545811
1127 => 0.39499604182197
1128 => 0.40140021890196
1129 => 0.40563297256968
1130 => 0.40691380127203
1201 => 0.3747221399819
1202 => 0.35737261997791
1203 => 0.36849346338782
1204 => 0.38206165986752
1205 => 0.37321250675394
1206 => 0.37355937680233
1207 => 0.36094280997889
1208 => 0.38317794607979
1209 => 0.37993847377682
1210 => 0.39674486181516
1211 => 0.39273388243012
1212 => 0.40643883945516
1213 => 0.40282986496734
1214 => 0.41781051629124
1215 => 0.42378670368928
1216 => 0.4338216524499
1217 => 0.44120340160779
1218 => 0.44553810590367
1219 => 0.44527786651681
1220 => 0.46245412447819
1221 => 0.45232588525111
1222 => 0.4396024297392
1223 => 0.43937230257098
1224 => 0.44596196047335
1225 => 0.45977207565238
1226 => 0.4633528375893
1227 => 0.46535399501551
1228 => 0.46228915275648
1229 => 0.45129567497293
1230 => 0.44654874700419
1231 => 0.4505932671653
]
'min_raw' => 0.16677501001056
'max_raw' => 0.46535399501551
'avg_raw' => 0.31606450251303
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.166775'
'max' => '$0.465353'
'avg' => '$0.316064'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.066023729225955
'max_diff' => 0.24043385810164
'year' => 2036
]
11 => [
'items' => [
101 => 0.44564716655784
102 => 0.45418552383703
103 => 0.46591051207607
104 => 0.46348934837033
105 => 0.47158293563745
106 => 0.47995894698869
107 => 0.49193701941119
108 => 0.49506853108917
109 => 0.50024480081214
110 => 0.5055728826731
111 => 0.50728411897101
112 => 0.51055140002916
113 => 0.51053417984521
114 => 0.52038035122732
115 => 0.53124098317233
116 => 0.53534062030737
117 => 0.54476750984407
118 => 0.52862429187008
119 => 0.54086910814327
120 => 0.55191423892933
121 => 0.5387457786689
122 => 0.55689543328017
123 => 0.55760014324072
124 => 0.56824042697488
125 => 0.5574544609786
126 => 0.55104978880002
127 => 0.56953983739962
128 => 0.5784865894859
129 => 0.57579175494643
130 => 0.55528393104068
131 => 0.54334749790559
201 => 0.51210755002506
202 => 0.54911261775486
203 => 0.56713670679343
204 => 0.55523725300437
205 => 0.56123864534568
206 => 0.59398029600187
207 => 0.60644619670686
208 => 0.60385337650344
209 => 0.60429152043637
210 => 0.61101789418468
211 => 0.64084633966636
212 => 0.62297244371578
213 => 0.6366363674479
214 => 0.64388366332647
215 => 0.65061535563467
216 => 0.63408444689893
217 => 0.612577977521
218 => 0.60576597588884
219 => 0.55405408683765
220 => 0.55136225843918
221 => 0.54985125358838
222 => 0.54032458173992
223 => 0.53283922724206
224 => 0.52688659543197
225 => 0.51126511195597
226 => 0.51653690405567
227 => 0.49163951985191
228 => 0.50756798395635
301 => 0.4678311575988
302 => 0.50092516737554
303 => 0.48291360245405
304 => 0.49500788387935
305 => 0.4949656880708
306 => 0.47269628147141
307 => 0.45985175249553
308 => 0.46803678627551
309 => 0.47681179221643
310 => 0.47823550740768
311 => 0.48961253166117
312 => 0.492787614582
313 => 0.48316696510143
314 => 0.46700770019607
315 => 0.47076112888
316 => 0.45977568938305
317 => 0.44052412921349
318 => 0.45435093582726
319 => 0.45907201552698
320 => 0.46115711327635
321 => 0.44222541490621
322 => 0.43627666425114
323 => 0.43310959931724
324 => 0.46456385567058
325 => 0.46628699083758
326 => 0.45747118769642
327 => 0.49731945384321
328 => 0.48830056395634
329 => 0.49837687364164
330 => 0.47042054456851
331 => 0.47148851398729
401 => 0.45825353978402
402 => 0.46566424097656
403 => 0.46042659623172
404 => 0.46506552955418
405 => 0.46784608706062
406 => 0.48107888953485
407 => 0.50107626472365
408 => 0.47910235012028
409 => 0.46952800085533
410 => 0.47546787329112
411 => 0.49128653633486
412 => 0.51525262058859
413 => 0.50106421634798
414 => 0.50736078921523
415 => 0.5087363102717
416 => 0.49827430626795
417 => 0.51563836959905
418 => 0.52494391220358
419 => 0.53448947340511
420 => 0.54277761673585
421 => 0.53067676634983
422 => 0.54362641085164
423 => 0.53319128330316
424 => 0.52382989512852
425 => 0.52384409249017
426 => 0.51797155694015
427 => 0.50659277932491
428 => 0.50449435815089
429 => 0.51541061009952
430 => 0.52416441038942
501 => 0.52488541530917
502 => 0.52973196893616
503 => 0.53260010944914
504 => 0.56071178552428
505 => 0.57201853419368
506 => 0.58584421244083
507 => 0.59123009329062
508 => 0.60743966370335
509 => 0.59434911911813
510 => 0.59151689745373
511 => 0.55219778174252
512 => 0.55863628473754
513 => 0.56894494925569
514 => 0.55236776782351
515 => 0.56288217390103
516 => 0.56495794038631
517 => 0.55180448154178
518 => 0.55883031223805
519 => 0.54017178892238
520 => 0.50148296954408
521 => 0.51568144131481
522 => 0.52613629569198
523 => 0.5112159294215
524 => 0.53796010846342
525 => 0.52233671117905
526 => 0.51738484429523
527 => 0.49806584611343
528 => 0.50718366959881
529 => 0.51951565641743
530 => 0.51189592231087
531 => 0.52770801469082
601 => 0.55010215443184
602 => 0.56606155200536
603 => 0.56728671638243
604 => 0.55702589293925
605 => 0.57346892799065
606 => 0.57358869754973
607 => 0.55504088683998
608 => 0.5436804560549
609 => 0.54109934227798
610 => 0.54754747054989
611 => 0.55537668866214
612 => 0.56772118349907
613 => 0.57518070319159
614 => 0.59463117432613
615 => 0.59989391412643
616 => 0.60567606960394
617 => 0.61340281247262
618 => 0.62268074838267
619 => 0.60238115280466
620 => 0.60318769358016
621 => 0.58428499124495
622 => 0.56408474287806
623 => 0.57941421339203
624 => 0.59945545689503
625 => 0.59485797349183
626 => 0.59434066269091
627 => 0.59521063596801
628 => 0.59174428362177
629 => 0.57606610042875
630 => 0.56819261497983
701 => 0.5783514199493
702 => 0.58375037267418
703 => 0.59212367751231
704 => 0.59109149095199
705 => 0.61266022498773
706 => 0.62104118282935
707 => 0.61889697517206
708 => 0.61929156098424
709 => 0.63446488482978
710 => 0.65134074157807
711 => 0.66714720838828
712 => 0.68322622533117
713 => 0.6638423428318
714 => 0.65400040273029
715 => 0.66415477268331
716 => 0.65876672105313
717 => 0.68972806392004
718 => 0.69187176012427
719 => 0.72283086413369
720 => 0.75221474038015
721 => 0.73375925417657
722 => 0.75116194641319
723 => 0.76998437692941
724 => 0.80629589922449
725 => 0.79406745597027
726 => 0.78470066008166
727 => 0.77584908322696
728 => 0.79426780951334
729 => 0.81796320663443
730 => 0.82306696822262
731 => 0.83133701178247
801 => 0.8226420721921
802 => 0.83311416921252
803 => 0.87008527336721
804 => 0.86009535467165
805 => 0.84590806416438
806 => 0.87509320015192
807 => 0.88565518741147
808 => 0.95978474535464
809 => 1.0533763743972
810 => 1.0146288254178
811 => 0.99057697139071
812 => 0.99622972760468
813 => 1.0304062222544
814 => 1.0413826276282
815 => 1.0115449740285
816 => 1.0220841377044
817 => 1.0801559657464
818 => 1.1113096383236
819 => 1.0689987664673
820 => 0.95226474908921
821 => 0.84463065388071
822 => 0.87318006275648
823 => 0.86994344578127
824 => 0.93233438040432
825 => 0.85985709841464
826 => 0.861077429965
827 => 0.92475854304291
828 => 0.90776951384439
829 => 0.88024946233325
830 => 0.84483158071226
831 => 0.77935835077833
901 => 0.72136688516976
902 => 0.83510150386508
903 => 0.83019706029395
904 => 0.82309469920515
905 => 0.83890023525255
906 => 0.91564743181904
907 => 0.91387816053175
908 => 0.90262295929215
909 => 0.9111599302336
910 => 0.87875289005156
911 => 0.88710492220106
912 => 0.84461360409011
913 => 0.86382145447046
914 => 0.88019041666259
915 => 0.88347672816928
916 => 0.8908809557971
917 => 0.82761264139161
918 => 0.85601825709955
919 => 0.87270389508171
920 => 0.79731757564961
921 => 0.87121374993204
922 => 0.82651128079711
923 => 0.81133859136416
924 => 0.83176661883579
925 => 0.82380579666319
926 => 0.81696154923434
927 => 0.81314234156995
928 => 0.828142430386
929 => 0.82744265831375
930 => 0.80289960161891
1001 => 0.77088418466347
1002 => 0.78162960946395
1003 => 0.77772569589504
1004 => 0.76357740950643
1005 => 0.77311164626174
1006 => 0.73112769275817
1007 => 0.65889648289128
1008 => 0.70661463263114
1009 => 0.70477753577351
1010 => 0.70385118823219
1011 => 0.7397100589289
1012 => 0.73626305591632
1013 => 0.73000671169533
1014 => 0.76346250683853
1015 => 0.75125069156732
1016 => 0.78888462876766
1017 => 0.81367277381826
1018 => 0.80738569842094
1019 => 0.83069906865252
1020 => 0.78187716234865
1021 => 0.79809384122789
1022 => 0.80143607626956
1023 => 0.76304966751967
1024 => 0.73682702823898
1025 => 0.73507827715894
1026 => 0.68961183434851
1027 => 0.71389964110553
1028 => 0.73527190595398
1029 => 0.72503624964633
1030 => 0.72179594664086
1031 => 0.73834995195983
1101 => 0.73963633994858
1102 => 0.71030655747976
1103 => 0.71640514800844
1104 => 0.74183728431937
1105 => 0.71576432342554
1106 => 0.66510881940283
1107 => 0.65254555403806
1108 => 0.65086938285148
1109 => 0.61679681077708
1110 => 0.65338509150332
1111 => 0.63741332646136
1112 => 0.6878679408578
1113 => 0.65904853570808
1114 => 0.65780618875269
1115 => 0.65592819911694
1116 => 0.62660052881228
1117 => 0.63302142473832
1118 => 0.65436546072654
1119 => 0.66198125322491
1120 => 0.66118686367298
1121 => 0.654260863306
1122 => 0.65743155080715
1123 => 0.6472176616252
1124 => 0.64361092477134
1125 => 0.63222707114941
1126 => 0.61549595119501
1127 => 0.61782251604259
1128 => 0.58467378947725
1129 => 0.56661260390837
1130 => 0.5616135057855
1201 => 0.55492850284892
1202 => 0.56236859465531
1203 => 0.58457988329981
1204 => 0.55778835680679
1205 => 0.51185616384158
1206 => 0.51461676690343
1207 => 0.52081902235302
1208 => 0.50926116035474
1209 => 0.49832261395119
1210 => 0.50783279257675
1211 => 0.48837071690399
1212 => 0.52317092121691
1213 => 0.52222967321669
1214 => 0.53520103735435
1215 => 0.54331229754881
1216 => 0.52461846885224
1217 => 0.51991702148854
1218 => 0.52259517957577
1219 => 0.47833119206469
1220 => 0.53158372523093
1221 => 0.53204425534912
1222 => 0.5281009168813
1223 => 0.55645624680483
1224 => 0.61629483719264
1225 => 0.59378115248703
1226 => 0.58506317328929
1227 => 0.56849028846158
1228 => 0.59057267349397
1229 => 0.58887709086235
1230 => 0.58120902317156
1231 => 0.57657135190634
]
'min_raw' => 0.43310959931724
'max_raw' => 1.1113096383236
'avg_raw' => 0.77220961882042
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$0.4331095'
'max' => '$1.11'
'avg' => '$0.7722096'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.26633458930668
'max_diff' => 0.6459556433081
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.013594815419314
]
1 => [
'year' => 2028
'avg' => 0.023332649862659
]
2 => [
'year' => 2029
'avg' => 0.063740594123799
]
3 => [
'year' => 2030
'avg' => 0.049175773441171
]
4 => [
'year' => 2031
'avg' => 0.04829670380574
]
5 => [
'year' => 2032
'avg' => 0.084679321303533
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.013594815419314
'min' => '$0.013594'
'max_raw' => 0.084679321303533
'max' => '$0.084679'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.084679321303533
]
1 => [
'year' => 2033
'avg' => 0.21780392186461
]
2 => [
'year' => 2034
'avg' => 0.13805459284448
]
3 => [
'year' => 2035
'avg' => 0.16283570884923
]
4 => [
'year' => 2036
'avg' => 0.31606450251303
]
5 => [
'year' => 2037
'avg' => 0.77220961882042
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.084679321303533
'min' => '$0.084679'
'max_raw' => 0.77220961882042
'max' => '$0.7722096'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 0.77220961882042
]
]
]
]
'prediction_2025_max_price' => '$0.023244'
'last_price' => 0.02253863
'sma_50day_nextmonth' => '$0.02154'
'sma_200day_nextmonth' => '$0.027019'
'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' => '$0.022532'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.023214'
'daily_sma5_action' => 'SELL'
'daily_sma10' => '$0.02306'
'daily_sma10_action' => 'SELL'
'daily_sma21' => '$0.022745'
'daily_sma21_action' => 'SELL'
'daily_sma50' => '$0.023395'
'daily_sma50_action' => 'SELL'
'daily_sma100' => '$0.026431'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.0282052'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.022691'
'daily_ema3_action' => 'SELL'
'daily_ema5' => '$0.022819'
'daily_ema5_action' => 'SELL'
'daily_ema10' => '$0.022882'
'daily_ema10_action' => 'SELL'
'daily_ema21' => '$0.022919'
'daily_ema21_action' => 'SELL'
'daily_ema50' => '$0.023845'
'daily_ema50_action' => 'SELL'
'daily_ema100' => '$0.025448'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.026847'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.026661'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.026666'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '$0.032219'
'weekly_sma100_action' => 'SELL'
'weekly_sma200' => '$0.049323'
'weekly_sma200_action' => 'SELL'
'weekly_ema3' => '$0.022524'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$0.0227098'
'weekly_ema5_action' => 'SELL'
'weekly_ema10' => '$0.023727'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.025454'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.027972'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.035487'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$0.054646'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '45.39'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 48.68
'stoch_rsi_14_action' => 'NEUTRAL'
'momentum_10' => 0
'momentum_10_action' => 'BUY'
'vwma_10' => '0.023190'
'vwma_10_action' => 'SELL'
'hma_9' => '0.022838'
'hma_9_action' => 'SELL'
'stochastic_fast_14' => 12.69
'stochastic_fast_14_action' => 'BUY'
'cci_20' => -28.78
'cci_20_action' => 'NEUTRAL'
'adx_14' => 23.52
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '0.000455'
'ao_5_34_action' => 'BUY'
'macd_12_26' => 0
'macd_12_26_action' => 'NEUTRAL'
'williams_percent_r_14' => -87.31
'williams_percent_r_14_action' => 'BUY'
'ultimate_oscillator' => 50.68
'ultimate_oscillator_action' => 'NEUTRAL'
'ichimoku_cloud' => '-0.002445'
'ichimoku_cloud_action' => 'SELL'
'sell_signals' => 28
'buy_signals' => 5
'sell_pct' => 84.85
'buy_pct' => 15.15
'overall_action' => 'bearish'
'overall_action_label' => 'Ayı'
'overall_action_dir' => -1
'last_updated' => 1767689984
'last_updated_date' => '6 Ocak 2026'
]
Edcoin için 2026 fiyat tahmini
Edcoin için 2026 fiyat tahmini, ortalama fiyatın alt sınırda $0.007787 ile üst sınırda $0.023244 arasında olabileceğini gösteriyor. Kripto piyasasında, bugünün ortalama fiyatına kıyasla, Edcoin 3.13% artabilir ve eğer EDC tahmin edilen fiyat hedefine ulaşırsa 2026 yılına kadar bu gerçekleşebilir.
Edcoin fiyat tahmini 2027-2032
EDC için 2027-2032 fiyat tahmini, şu anda alt sınırda $0.013594 ve üst sınırda $0.084679 fiyat aralığında bulunuyor. Piyasadaki fiyat dalgalanmaları göz önüne alındığında, Edcoin üst fiyat hedefine ulaşırsa, bugünün fiyatına kıyasla 2032 yılına kadar 275.71% artış gösterebilir.
| Edcoin Fiyat Tahmini | Potansiyel Düşük ($) | Ortalama Fiyat ($) | Potansiyel Yüksek ($) |
|---|---|---|---|
| 2027 | $0.007496 | $0.013594 | $0.019693 |
| 2028 | $0.013528 | $0.023332 | $0.033136 |
| 2029 | $0.029719 | $0.06374 | $0.097762 |
| 2030 | $0.025274 | $0.049175 | $0.073076 |
| 2031 | $0.029882 | $0.048296 | $0.06671 |
| 2032 | $0.045613 | $0.084679 | $0.123745 |
Edcoin fiyat tahmini 2032-2037
Edcoin için 2032-2037 fiyat tahmini, şu anda alt sınırda $0.084679 ve üst sınırda $0.7722096 olarak tahmin edilmektedir. Mevcut fiyata kıyasla, Edcoin üst fiyat hedefine ulaşırsa, 2037 yılına kadar potansiyel olarak 3326.16% artış gösterebilir. Lütfen bu bilgilerin sadece genel amaçlar için olduğunu ve uzun vadeli yatırım tavsiyesi olarak değerlendirilmemesi gerektiğini unutmayın.
| Edcoin Fiyat Tahmini | Potansiyel Düşük ($) | Ortalama Fiyat ($) | Potansiyel Yüksek ($) |
|---|---|---|---|
| 2032 | $0.045613 | $0.084679 | $0.123745 |
| 2033 | $0.105995 | $0.2178039 | $0.329611 |
| 2034 | $0.085215 | $0.138054 | $0.190893 |
| 2035 | $0.100751 | $0.162835 | $0.22492 |
| 2036 | $0.166775 | $0.316064 | $0.465353 |
| 2037 | $0.4331095 | $0.7722096 | $1.11 |
Edcoin Potansiyel fiyat histogramı
Teknik Analize Dayalı Edcoin Fiyat Tahmini
Piyasa Duyarlılık Göstergesi
Boğa 15.15%
Ayı 84.85%
6 Ocak 2026 itibariyle, Edcoin için genel fiyat tahmini duyarlılığı Ayı, 5 teknik gösterge yükseliş sinyalleri gösterirken 28 düşüş sinyalleri gösteriyor. EDC fiyat tahmini en son 6 Ocak 2026 tarihinde güncellendi.
Edcoin'ın 50 Günlük, 200 Günlük Basit Hareketli Ortalamaları ve 14 Günlük Göreceli Güç Endeksi - RSI (14)
Teknik göstergelerimize göre, Edcoin'ın 200 günlük SMA'sının önümüzdeki ay içinde artmak ve 4 Şub 2026 tarihinde $0.027019 seviyesine ulaşması bekleniyor. Edcoin için kısa vadeli 50 günlük SMA'nın 4 Şub 2026 tarihinde $0.02154 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 45.39 seviyesinde olup, EDC piyasasının NEUTRAL durumda olduğunu gösteriyor.
19 Ekim 2024 Cumartesi için Popüler EDC 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 | $0.022532 | BUY |
| SMA 5 | $0.023214 | SELL |
| SMA 10 | $0.02306 | SELL |
| SMA 21 | $0.022745 | SELL |
| SMA 50 | $0.023395 | SELL |
| SMA 100 | $0.026431 | SELL |
| SMA 200 | $0.0282052 | SELL |
Günlük Üstel Hareketli Ortalama (EMA)
| Dönem | Değer | İşlem |
|---|---|---|
| EMA 3 | $0.022691 | SELL |
| EMA 5 | $0.022819 | SELL |
| EMA 10 | $0.022882 | SELL |
| EMA 21 | $0.022919 | SELL |
| EMA 50 | $0.023845 | SELL |
| EMA 100 | $0.025448 | SELL |
| EMA 200 | $0.026847 | SELL |
Haftalık Basit Hareketli Ortalama (SMA)
| Dönem | Değer | İşlem |
|---|---|---|
| SMA 21 | $0.026661 | SELL |
| SMA 50 | $0.026666 | SELL |
| SMA 100 | $0.032219 | SELL |
| SMA 200 | $0.049323 | SELL |
Haftalık Üstel Hareketli Ortalama (EMA)
| Dönem | Değer | İşlem |
|---|---|---|
| EMA 21 | $0.025454 | SELL |
| EMA 50 | $0.027972 | SELL |
| EMA 100 | $0.035487 | SELL |
| EMA 200 | $0.054646 | SELL |
Edcoin 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) | 45.39 | NEUTRAL |
| Stoch RSI (14) | 48.68 | NEUTRAL |
| Hızlı Stokastik (14) | 12.69 | BUY |
| Emtia Kanal Endeksi (20) | -28.78 | NEUTRAL |
| Ortalama Yön Endeksi (14) | 23.52 | NEUTRAL |
| Harika Osilatör (5, 34) | 0.000455 | BUY |
| Momentum (10) | 0 | BUY |
| MACD (12, 26) | 0 | NEUTRAL |
| Williams Yüzde Aralığı (14) | -87.31 | BUY |
| Ultimate Osilatör (7, 14, 28) | 50.68 | NEUTRAL |
| VWMA (10) | 0.023190 | SELL |
| Hull Hareketli Ortalaması (9) | 0.022838 | SELL |
| Ichimoku Bulutu B/L (9, 26, 52, 26) | -0.002445 | SELL |
Dünya genelinde para akışlarına göre Edcoin fiyat tahmini
Edcoin 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 Edcoin fiyat tahminleri
| Karşılaştırma | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook hisseleri | $0.03167 | $0.0445023 | $0.062533 | $0.087869 | $0.123471 | $0.173498 |
| Amazon.com hisseleri | $0.047028 | $0.098127 | $0.204748 | $0.427219 | $0.891417 | $1.85 |
| Apple hisseleri | $0.031969 | $0.045346 | $0.064319 | $0.091232 | $0.1294068 | $0.183553 |
| Netflix hisseleri | $0.035562 | $0.056111 | $0.088535 | $0.139695 | $0.220417 | $0.347784 |
| Google hisseleri | $0.029187 | $0.037797 | $0.048947 | $0.063387 | $0.082085 | $0.10630095 |
| Tesla hisseleri | $0.051093 | $0.115824 | $0.262566 | $0.595217 | $1.34 | $3.05 |
| Kodak hisseleri | $0.0169015 | $0.012674 | $0.0095044 | $0.007127 | $0.005344 | $0.0040079 |
| Nokia hisseleri | $0.01493 | $0.009891 | $0.006552 | $0.00434 | $0.002875 | $0.0019049 |
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.
Edcoin öngörü ve tahminlerine genel bakış
Şöyle sorularınız olabilir: "Edcoin için şimdi mi yatırım yapmalıyım?", "Bugün mü EDC satın almalıyım?", "Edcoin kısa ve uzun vade için iyi veya kötü bir yatırım mı?".
Edcoin öngörülerini gerçek zamanlı verilerle düzenli olarak güncelliyoruz. Benzer tahminlerimizi inceleyin. Teknik analiz yöntemleriyle Edcoin 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 Edcoin hakkında olabildiğince çok bilgi kaynağını kendiniz keşfetmelisiniz.
Edcoin fiyatı bugün $0.02253 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 Edcoin fiyat tahmini
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Edcoin, Bitcoin'in geçmiş yıllık ortama büyümesine göre %1 oranında büyüme gösterirse | $0.023124 | $0.023725 | $0.024342 | $0.024974 |
| Edcoin, Bitcoin'in geçmiş yıllık ortama büyümesine göre %2 oranında büyüme gösterirse | $0.02371 | $0.024942 | $0.026239 | $0.0276037 |
| Edcoin, Bitcoin'in geçmiş yıllık ortama büyümesine göre %5 oranında büyüme gösterirse | $0.025467 | $0.028777 | $0.032517 | $0.036744 |
| Edcoin, Bitcoin'in geçmiş yıllık ortama büyümesine göre %10 oranında büyüme gösterirse | $0.028397 | $0.035778 | $0.045078 | $0.056795 |
| Edcoin, Bitcoin'in geçmiş yıllık ortama büyümesine göre %20 oranında büyüme gösterirse | $0.034255 | $0.052063 | $0.07913 | $0.120267 |
| Edcoin, Bitcoin'in geçmiş yıllık ortama büyümesine göre %50 oranında büyüme gösterirse | $0.051831 | $0.119194 | $0.2741061 | $0.630351 |
| Edcoin, Bitcoin'in geçmiş yıllık ortama büyümesine göre %100 oranında büyüme gösterirse | $0.081123 | $0.29199 | $1.05 | $3.78 |
Soru Kutusu
EDC iyi bir yatırım mı?
Edcoin satın alma kararı tamamen bireysel risk toleransınıza bağlıdır. Gördüğünüz gibi, Edcoin değeri son 24 saat içinde 1.0821% oranında yükselmiştir, ve Edcoin son 30 günlük sürede oranında azalmıştır. Bu nedenle, Edcoin'a yatırım yapma kararı, bu yatırımın ticaret hedeflerinize uyup uymadığına bağlı olacaktır.
Edcoin yükselebilir mi?
Edcoin ortalama değeri yıl sonuna kadar $0.023244 seviyesine kadar yükselebilir gibi görünmektedir. Edcoin'ın uzun vadeli beş yıllık görünümüne bakıldığında, dijital para birimi $0.073076 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 Edcoin fiyatı ne olacak?
Yeni deneysel Edcoin tahminimize göre, Edcoin fiyatı önümüzdeki hafta 0.86% oranında artacak ve $0.022731 seviyesine ulaşacaktır 13 Ocak 2026 itibariyle.
Önümüzdeki ay Edcoin fiyatı ne olacak?
Yeni deneysel Edcoin tahminimize göre, Edcoin fiyatı önümüzdeki ay -11.62% oranında düşecek ve $0.01992 seviyesine ulaşacaktır 5 Şubat 2026 itibariyle.
2026 yılında Edcoin fiyatı ne kadar yükselebilir?
Son Edcoin değer tahminimize göre, EDC fiyatı $0.007787 ve $0.023244 aralığında dalgalanması beklenmektedir. Ancak, kripto para piyasasının son derece dalgalı olduğunu ve bu Edcoin fiyat tahmininin ani ve aşırı fiyat dalgalanmalarını dikkate almadığını unutmamak önemlidir.
5 yıl içinde Edcoin nerede olacak?
Edcoin'ın geleceği $0.073076 seviyesine kadar artış gösteren bir eğilimde görünmektedir. Edcoin'ın 2030 tahminine dayanarak, Edcoin değeri yaklaşık olarak $0.073076 seviyesine ulaşabilirken, en düşük zirve yaklaşık $0.025274 seviyesinde beklenmektedir.
2026 yılında Edcoin ne kadar olacak?
Yeni deneysel Edcoin fiyat tahmin simülasyonumuza göre, 2026 yılında EDC'ın değeri 3.13% oranında artacaktır ve en iyi durumda $0.023244 seviyesine ulaşacaktır. Fiyat, 2026 yılı boyunca $0.023244 ve $0.007787 arasında olacaktır.
2027 yılında Edcoin ne kadar olacak?
Son deneysel simülasyonumuza göre, 2027 yılında EDC'ın değeri -12.62% oranında düşecektir ve en iyi durumda $0.019693 seviyesine ulaşacaktır. Fiyat, 2027 yılı boyunca $0.019693 ve $0.007496 arasında olacaktır.
2028 yılında Edcoin ne kadar olacak?
Yeni deneysel Edcoin fiyat tahmin modelimize göre, EDC'ın değeri 2028 yılında 47.02% oranında artacaktır, en iyi durumda $0.033136 seviyesine ulaşacaktır. Fiyat, yıl boyunca $0.033136 ve $0.013528 arasında olacaktır.
2029 yılında Edcoin ne kadar olacak?
Deneysel tahmin modelimize göre, Edcoin değeri 333.75% oranında artacaktır ve 2029 yılında en iyi durumda $0.097762 seviyesine ulaşacaktır. Fiyat aralığı $0.097762 ve $0.029719 arasında olacaktır.
2030 yılında Edcoin ne kadar olacak?
Yeni deneysel simülasyona göre, EDC'ın değeri 224.23% oranında artacaktır, $0.073076 seviyesine ulaşacaktır. Fiyat 2030 yılı boyunca $0.073076 ve $0.025274 arasında olacaktır.
2031 yılında Edcoin ne kadar olacak?
Edcoin'ın değeri 2031 yılında 195.98% oranında artacaktır, ve en iyi durumda $0.06671 seviyesine ulaşacaktır. Yıl boyunca fiyat $0.06671 ve $0.029882 arasında olacaktır.
2032 yılında Edcoin ne kadar olacak?
Edcoin fiyatı 449.04% oranında artacaktır, 2032 yılında $0.123745 seviyesine ulaşabilir. Fiyat $0.123745 ve $0.045613 arasında olacaktır.
2033 yılında Edcoin ne kadar olacak?
EDC'ın değeri 1362.43% oranında artacaktır, ve 2033 yılı için $0.329611 seviyesine ulaşacaktır. Fiyat aralığı $0.329611 ve $0.105995 arasında olacaktır.
2034 yılında Edcoin ne kadar olacak?
Yeni simülasyon sonuçlarına göre, EDC'ın değeri 746.96% oranında artacaktır, ve $0.190893 seviyesine ulaşacaktır. Yıl boyunca fiyat aralığı $0.190893 ve $0.085215 arasında olacaktır.
2035 yılında Edcoin ne kadar olacak?
Deneysel tahminimize göre, 2035 yılında EDC'ın değeri 897.93% oranında artacaktır, ve en iyi durumda $0.22492 seviyesine ulaşacaktır. Yıl boyunca fiyat $0.22492 ve $0.100751 arasında olacaktır.
2036 yılında Edcoin ne kadar olacak?
EDC'ın değeri 2036 yılında 1964.7% oranında artacaktır, ve $0.465353 seviyesine ulaşacaktır. Fiyat $0.465353 ve $0.166775 arasında olacaktır.
2037 yılında Edcoin ne kadar olacak?
Deneysel simülasyonumuza göre, 2037 yılında Edcoin'ın değeri 4830.69% oranında artacaktır, ve en iyi durumda $1.11 seviyesine ulaşacaktır. Fiyat 2037 yılı boyunca $1.11 ve $0.4331095 arasında olacaktır.
İlgili Tahminler
SolPod Fiyat Tahmini- zuzalu Fiyat Tahmini
- SOFT COQ INU Fiyat Tahmini
- All Street Bets Fiyat Tahmini
- MagicRing Fiyat Tahmini
- AI INU Fiyat Tahmini
- Wall Street Baby On Solana Fiyat Tahmini
- Meta Masters Guild Games Fiyat Tahmini
- Morfey Fiyat Tahmini
- PANTIES Fiyat Tahmini
- Celer Bridged BUSD (zkSync) Fiyat Tahmini
- Bridged BUSD Fiyat Tahmini
- Multichain Bridged BUSD (Moonriver) Fiyat Tahmini
- tooker kurlson Fiyat Tahmini
- dogwifsaudihat Fiyat Tahmini
- Harmony Horizen Bridged BUSD (Harmony) Fiyat Tahmini
- IoTeX Bridged BUSD (IoTeX) Fiyat Tahmini
- MIMANY Fiyat Tahmini
- The Open League MEME Fiyat Tahmini
- Sandwich Cat Fiyat Tahmini
- Hege Fiyat Tahmini
- DexNet Fiyat Tahmini
- SolDocs Fiyat Tahmini
- Secret Society Fiyat Tahmini
- duk Fiyat Tahmini
SolPod Fiyat Tahmini
zuzalu Fiyat Tahmini
SOFT COQ INU Fiyat Tahmini
All Street Bets Fiyat Tahmini
MagicRing Fiyat Tahmini
AI INU Fiyat Tahmini
Wall Street Baby On Solana Fiyat Tahmini
Meta Masters Guild Games Fiyat Tahmini
Morfey Fiyat Tahmini
PANTIES Fiyat Tahmini
Celer Bridged BUSD (zkSync) Fiyat Tahmini
tooker kurlson Fiyat Tahmini
dogwifsaudihat Fiyat Tahmini
MIMANY Fiyat Tahmini
The Open League MEME Fiyat Tahmini
Sandwich Cat Fiyat Tahmini
Hege Fiyat Tahmini
DexNet Fiyat Tahmini
SolDocs Fiyat Tahmini
Secret Society Fiyat Tahmini
duk Fiyat TahminiEdcoin fiyat hareketlerini nasıl okumalı ve tahmin etmeli?
Edcoin 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.
Edcoin Fiyat Tahmin Göstergeleri
Hareketli ortalamalar, Edcoin fiyat tahmini için popüler araçlardır. Basit bir hareketli ortalama (SMA), EDC'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. EDC'ın bu ortalamaların üzerinde bir fiyat hareketi yükseliş olarak görülürken, aşağı düşüş zayıflık belirtir.
Tüccarlar ayrıca EDC'ın gelecekteki yönünü ölçmek için RSI ve Fibonacci geri çekilme seviyelerini kullanır.
Edcoin grafiklerini nasıl okumalı ve fiyat hareketlerini tahmin etmeli?
Çoğu tüccar, daha ayrıntılı bilgi sağladığı için basit çizgi grafiklere kıyasla mum grafiklerini tercih eder. Mumlar, Edcoin'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 EDC'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.
Edcoin fiyatını ne etkiler?
Edcoin'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 EDC'ın fiyatını etkiler. Edcoin'ın piyasa değeri hızla değişebilir.
Tüccarlar genellikle Edcoin'ın büyük sahipleri olan EDC "balinalarının" aktivitelerini izlerler, çünkü onların eylemleri nispeten küçük olan Edcoin 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