XaruCoin Geleceği Fiyat Tahmini - XAR
$0.04596
0%
Add to portfolio
Add to favorites
Sentiment
Boğa 0%
Ayı 0%
SMA 50
—
SMA 200
—
RSI (14)
—
Momentum (10)
—
MACD (12, 26)
—
Hull Moving Average (9)
—
2026 yılına kadar XaruCoin fiyat tahmini $0.047399 olacak
| Yıl | Min. fiyat | Max. fiyat |
|---|---|---|
| 2026 | $0.015879 | $0.047399 |
| 2027 | $0.015286 | $0.040157 |
| 2028 | $0.027587 | $0.06757 |
| 2029 | $0.060602 | $0.199353 |
| 2030 | $0.051539 | $0.149015 |
| 2031 | $0.060935 | $0.136034 |
| 2032 | $0.093013 | $0.252336 |
| 2033 | $0.216143 | $0.672133 |
| 2034 | $0.173768 | $0.389263 |
| 2035 | $0.205448 | $0.458649 |
Yatırım Kârı Hesaplayıcı
Bugün XaruCoin’de $10,000.00 tutarında short açıp Apr 06, 2026 tarihinde kapatırsanız, tahminimize göre yaklaşık $3,955.60 kazanç elde edebilir ve önümüzdeki 90 gün içinde 39.56% getiri sağlayabilirsiniz.
$
≈ $3,955.60
(39.56% ROI)
XaruCoin için uzun vadeli fiyat tahmini: 2027, 2028, 2029, 2030, 2031, 2032 ve 2037
[
'name' => 'XaruCoin'
'name_with_ticker' => 'XaruCoin <small>XAR</small>'
'name_lang' => 'XaruCoin'
'name_lang_with_ticker' => 'XaruCoin <small>XAR</small>'
'name_with_lang' => 'XaruCoin'
'name_with_lang_with_ticker' => 'XaruCoin <small>XAR</small>'
'image' => '/uploads/coins/xarucoin.png?ts=1572419251'
'price_for_sd' => 0.046
'ticker' => 'XAR'
'marketcap' => '$0'
'low24h' => '$0'
'high24h' => '$0'
'volume24h' => '$0'
'current_supply' => '0'
'max_supply' => '90M'
'algo' => 'X11'
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.04596'
'change_24h_pct' => '0%'
'ath_price' => '$0.002227'
'ath_days' => 2602
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '22 Kas 2018'
'ath_pct' => '2,063.72%'
'fdv' => '$0'
'new_prediction' => true
'change_24h_pct_is_increased' => false
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$2.26'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.046353'
'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' => '$0.04062'
'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' => '$0.015879'
'current_year_max_price_prediction' => '$0.047399'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.051539'
'grand_prediction_max_price' => '$0.149015'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.04683091782504
107 => 0.047005767472576
108 => 0.047399712656517
109 => 0.04403349419201
110 => 0.045544827455592
111 => 0.04643259415517
112 => 0.042421631909247
113 => 0.046353310327795
114 => 0.043974895817703
115 => 0.043167626210391
116 => 0.044254508386953
117 => 0.043830949345719
118 => 0.043466798154288
119 => 0.043263595532557
120 => 0.044061681848216
121 => 0.044024450167671
122 => 0.042718626053374
123 => 0.041015231728474
124 => 0.041586946775923
125 => 0.041379237339327
126 => 0.040626471546055
127 => 0.041133744801432
128 => 0.03889997010987
129 => 0.035056876854543
130 => 0.037595741976142
131 => 0.037497998430714
201 => 0.037448711702793
202 => 0.039356598672597
203 => 0.039173199362891
204 => 0.038840327819925
205 => 0.040620358099127
206 => 0.039970623102433
207 => 0.041972953265427
208 => 0.04329181741337
209 => 0.042957310804666
210 => 0.044197708910431
211 => 0.041600117935914
212 => 0.042462933460387
213 => 0.042640758544171
214 => 0.040598392801789
215 => 0.039203205758097
216 => 0.039110162688579
217 => 0.036691100623435
218 => 0.037983344052648
219 => 0.039120464793689
220 => 0.038575872202865
221 => 0.038403470457851
222 => 0.039284233583752
223 => 0.03935267642186
224 => 0.037792172459738
225 => 0.038116650648197
226 => 0.03946977863408
227 => 0.038082555294722
228 => 0.035387406947994
301 => 0.034718972894664
302 => 0.034629791470266
303 => 0.032816945303463
304 => 0.034763640854349
305 => 0.03391385607819
306 => 0.036598316004093
307 => 0.035064966891464
308 => 0.034998867275885
309 => 0.034898948012231
310 => 0.033338556428732
311 => 0.03368018301746
312 => 0.03481580182959
313 => 0.03522100341542
314 => 0.035178737570299
315 => 0.034810236677876
316 => 0.034978934499398
317 => 0.03443550003806
318 => 0.034243602019151
319 => 0.033637919085767
320 => 0.032747732497874
321 => 0.032871518402752
322 => 0.031107825842144
323 => 0.030146872528876
324 => 0.029880893316924
325 => 0.029525214798666
326 => 0.029921068151986
327 => 0.031102829522716
328 => 0.029677374584954
329 => 0.0272335320782
330 => 0.027380411176961
331 => 0.027710404903081
401 => 0.027095463777584
402 => 0.026513473610397
403 => 0.027019466842411
404 => 0.025983978555693
405 => 0.027835538715427
406 => 0.027785459202044
407 => 0.028475606329881
408 => 0.028907169492162
409 => 0.027912556123337
410 => 0.027662413550798
411 => 0.027804906128462
412 => 0.025449821225811
413 => 0.02828314564911
414 => 0.028307648356379
415 => 0.028097841300716
416 => 0.029606499087045
417 => 0.032790237578364
418 => 0.031592387092346
419 => 0.031128543178937
420 => 0.030246775560479
421 => 0.031421678557894
422 => 0.031331464339034
423 => 0.030923481428625
424 => 0.030676732091425
425 => 0.031131375310963
426 => 0.030620396765211
427 => 0.030528610977642
428 => 0.029972488968898
429 => 0.029773978713716
430 => 0.0296270096237
501 => 0.029465211096476
502 => 0.02982209832985
503 => 0.0290133449066
504 => 0.028038067561237
505 => 0.027956983802617
506 => 0.028180863189123
507 => 0.028081813226454
508 => 0.027956509589503
509 => 0.027717270822147
510 => 0.027646293790401
511 => 0.027876934710417
512 => 0.027616554558919
513 => 0.028000759656095
514 => 0.027896277128701
515 => 0.027312646224022
516 => 0.026585226028955
517 => 0.026578750463404
518 => 0.026422028975585
519 => 0.026222420597614
520 => 0.026166894113284
521 => 0.026976853503741
522 => 0.028653445201941
523 => 0.028324290134145
524 => 0.028562138403796
525 => 0.029732116483393
526 => 0.030104017332428
527 => 0.029840050918737
528 => 0.029478717410938
529 => 0.029494614251482
530 => 0.030729400230725
531 => 0.030806412317631
601 => 0.031000997016201
602 => 0.031251093343494
603 => 0.029882643404722
604 => 0.029430160382429
605 => 0.029215748823664
606 => 0.028555444210384
607 => 0.029267526125567
608 => 0.028852626487978
609 => 0.028908610624078
610 => 0.028872150881999
611 => 0.028892060366571
612 => 0.027835021166628
613 => 0.028220150694742
614 => 0.027579798157151
615 => 0.026722437992263
616 => 0.026719563820361
617 => 0.026929401506096
618 => 0.026804581839671
619 => 0.026468695326729
620 => 0.026516406420553
621 => 0.026098407034685
622 => 0.026567159114121
623 => 0.026580601246483
624 => 0.026400106162802
625 => 0.027122283416495
626 => 0.027418160026574
627 => 0.027299354295915
628 => 0.027409824299799
629 => 0.028337968013258
630 => 0.028489295936302
701 => 0.028556505803556
702 => 0.028466453485036
703 => 0.027426789063063
704 => 0.027472902601172
705 => 0.027134552055342
706 => 0.026848681498617
707 => 0.026860114821693
708 => 0.02700708944842
709 => 0.027648936263287
710 => 0.028999665046239
711 => 0.029050924216182
712 => 0.029113051825488
713 => 0.028860347615604
714 => 0.028784129607849
715 => 0.028884680833615
716 => 0.029391943546546
717 => 0.030696760964687
718 => 0.030235551343291
719 => 0.02986058074194
720 => 0.030189531050673
721 => 0.030138891729041
722 => 0.029711444892858
723 => 0.029699447883822
724 => 0.028879040742166
725 => 0.028575754901662
726 => 0.028322306552786
727 => 0.02804554757225
728 => 0.027881475571543
729 => 0.028133564734019
730 => 0.028191220508109
731 => 0.027640023148589
801 => 0.027564896985231
802 => 0.028015016647436
803 => 0.027816935766252
804 => 0.028020666864719
805 => 0.028067934227137
806 => 0.028060323093128
807 => 0.027853503903727
808 => 0.027985324287614
809 => 0.027673529782174
810 => 0.027334500087528
811 => 0.02711822026464
812 => 0.026929487433815
813 => 0.027034207377574
814 => 0.026660899899182
815 => 0.026541471323649
816 => 0.027940666507606
817 => 0.028974267033878
818 => 0.028959238072875
819 => 0.028867753137906
820 => 0.028731825081583
821 => 0.029381999562582
822 => 0.029155491774051
823 => 0.029320295115566
824 => 0.029362244482757
825 => 0.0294892125829
826 => 0.029534592765424
827 => 0.029397422335272
828 => 0.028937061617726
829 => 0.027789886479385
830 => 0.027255873355747
831 => 0.027079640130255
901 => 0.027086045873287
902 => 0.026909346883965
903 => 0.026961392655413
904 => 0.026891247488629
905 => 0.026758409512677
906 => 0.027026005006886
907 => 0.027056842894769
908 => 0.026994382908893
909 => 0.027009094496651
910 => 0.026491952490603
911 => 0.02653126967415
912 => 0.026312346599977
913 => 0.026271301162726
914 => 0.025717882695031
915 => 0.024737421660218
916 => 0.025280692249159
917 => 0.024624497773123
918 => 0.024375986982079
919 => 0.025552398415524
920 => 0.02543431933618
921 => 0.025232219280085
922 => 0.024933271175779
923 => 0.024822388415911
924 => 0.024148699868172
925 => 0.024108894754783
926 => 0.024442792990164
927 => 0.024288710443272
928 => 0.024072320191813
929 => 0.023288576636157
930 => 0.022407389391025
1001 => 0.02243398689501
1002 => 0.022714276162615
1003 => 0.023529255010334
1004 => 0.023210828675253
1005 => 0.02297980671563
1006 => 0.022936543247088
1007 => 0.023478076134106
1008 => 0.024244458623883
1009 => 0.024604028141245
1010 => 0.024247705669828
1011 => 0.023838381600428
1012 => 0.023863295259908
1013 => 0.024029034674907
1014 => 0.024046451543994
1015 => 0.023780023654009
1016 => 0.02385502154443
1017 => 0.02374109289093
1018 => 0.0230419129547
1019 => 0.023029267006777
1020 => 0.022857676974626
1021 => 0.022852481296647
1022 => 0.02256056384682
1023 => 0.022519722577659
1024 => 0.021940102762903
1025 => 0.022321610280226
1026 => 0.02206571506765
1027 => 0.021680020622719
1028 => 0.021613526755036
1029 => 0.02161152786908
1030 => 0.022007549824324
1031 => 0.022316982533103
1101 => 0.022070166474431
1102 => 0.022013971242199
1103 => 0.022613989303716
1104 => 0.022537631536102
1105 => 0.022471506201803
1106 => 0.02417583747768
1107 => 0.022826726282195
1108 => 0.022238436796389
1109 => 0.02151031684456
1110 => 0.021747396372375
1111 => 0.021797352512308
1112 => 0.020046355281646
1113 => 0.01933597592324
1114 => 0.019092200497516
1115 => 0.018951904293533
1116 => 0.019015839035417
1117 => 0.018376414293662
1118 => 0.01880611829523
1119 => 0.018252430518099
1120 => 0.018159602960407
1121 => 0.019149665294672
1122 => 0.019287426684624
1123 => 0.018699693795977
1124 => 0.0190771134558
1125 => 0.018940255840623
1126 => 0.018261921905858
1127 => 0.018236014539036
1128 => 0.017895650415162
1129 => 0.01736304646878
1130 => 0.017119632173612
1201 => 0.016992859895269
1202 => 0.017045168608055
1203 => 0.017018719722197
1204 => 0.016846122851257
1205 => 0.017028612772805
1206 => 0.016562426433293
1207 => 0.01637678727658
1208 => 0.016292938376289
1209 => 0.015879171167287
1210 => 0.016537658799922
1211 => 0.01666738915896
1212 => 0.01679737512688
1213 => 0.017928814232441
1214 => 0.017872290732141
1215 => 0.018383235646792
1216 => 0.018363381266976
1217 => 0.018217651500559
1218 => 0.017602841587426
1219 => 0.017847893860868
1220 => 0.017093661052794
1221 => 0.017658783555449
1222 => 0.017400885245317
1223 => 0.017571587877371
1224 => 0.017264649153302
1225 => 0.017434521716391
1226 => 0.016698153039767
1227 => 0.016010542330522
1228 => 0.01628725695253
1229 => 0.016588077392808
1230 => 0.017240332754954
1231 => 0.01685185484225
]
'min_raw' => 0.015879171167287
'max_raw' => 0.047399712656517
'avg_raw' => 0.031639441911902
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.015879'
'max' => '$0.047399'
'avg' => '$0.031639'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.030080828832713
'max_diff' => 0.0014397126565174
'year' => 2026
]
1 => [
'items' => [
101 => 0.016991566189634
102 => 0.016523556563293
103 => 0.01555791902381
104 => 0.015563384427415
105 => 0.015414842129523
106 => 0.015286479896614
107 => 0.016896476203682
108 => 0.016696247712623
109 => 0.016377209817377
110 => 0.016804254718226
111 => 0.016917172168124
112 => 0.016920386769179
113 => 0.017231947705214
114 => 0.017398227832626
115 => 0.017427535425782
116 => 0.017917783290352
117 => 0.01808210790803
118 => 0.018758937752157
119 => 0.01738412012555
120 => 0.017355806661254
121 => 0.01681026411574
122 => 0.016464272408689
123 => 0.016833954463931
124 => 0.017161442298242
125 => 0.016820440075621
126 => 0.016864967766946
127 => 0.016407200143982
128 => 0.016570830529223
129 => 0.016711771060386
130 => 0.016633951983179
131 => 0.016517453058115
201 => 0.017134592030451
202 => 0.017099770631044
203 => 0.017674464630047
204 => 0.018122479699031
205 => 0.018925402794924
206 => 0.018087510687032
207 => 0.018056974568301
208 => 0.018355470027045
209 => 0.018082062209931
210 => 0.01825484651263
211 => 0.018897564572524
212 => 0.018911144192348
213 => 0.018683668063949
214 => 0.018669826120863
215 => 0.018713515399638
216 => 0.018969404870034
217 => 0.018879989226389
218 => 0.018983463272943
219 => 0.019112859152609
220 => 0.019648095373626
221 => 0.019777139014479
222 => 0.019463629868662
223 => 0.019491936234316
224 => 0.019374675207762
225 => 0.019261402525387
226 => 0.019516022973219
227 => 0.01998134684621
228 => 0.019978452090546
301 => 0.020086398184476
302 => 0.020153647706721
303 => 0.019864963527588
304 => 0.019677040742183
305 => 0.019749102295945
306 => 0.019864330289706
307 => 0.019711735410572
308 => 0.018769849127733
309 => 0.019055557258017
310 => 0.019008001454724
311 => 0.018940276207852
312 => 0.019227557942168
313 => 0.019199848918065
314 => 0.018369856068726
315 => 0.018422989518036
316 => 0.018373087289762
317 => 0.018534331598349
318 => 0.018073354488108
319 => 0.01821514794249
320 => 0.018304079467847
321 => 0.018356460819487
322 => 0.018545698179838
323 => 0.018523493359771
324 => 0.018544317897046
325 => 0.018824906945636
326 => 0.020244030066871
327 => 0.020321269807241
328 => 0.01994091307655
329 => 0.020092858088256
330 => 0.019801156892502
331 => 0.01999697785944
401 => 0.020130953591706
402 => 0.019525543019649
403 => 0.019489694534654
404 => 0.019196789384301
405 => 0.019354180021105
406 => 0.019103760201162
407 => 0.019165204465663
408 => 0.018993400945505
409 => 0.019302613076049
410 => 0.019648360284706
411 => 0.019735709683583
412 => 0.019505931021417
413 => 0.019339556126857
414 => 0.019047456619307
415 => 0.019533224610225
416 => 0.01967527797428
417 => 0.019532478464377
418 => 0.019499388697702
419 => 0.019436683649644
420 => 0.019512691870073
421 => 0.019674504321152
422 => 0.01959819655743
423 => 0.019648599179738
424 => 0.019456516358458
425 => 0.019865059094063
426 => 0.020513923279367
427 => 0.020516009483823
428 => 0.020439701308774
429 => 0.020408477647626
430 => 0.020486774465994
501 => 0.020529247278055
502 => 0.020782444831476
503 => 0.021054135894132
504 => 0.022321999535451
505 => 0.021965988498407
506 => 0.02309091254653
507 => 0.02398058141549
508 => 0.024247354208786
509 => 0.024001935791583
510 => 0.023162372643575
511 => 0.023121179670186
512 => 0.024375841467729
513 => 0.024021342042772
514 => 0.023979175464181
515 => 0.023530594309535
516 => 0.023795761329788
517 => 0.023737765412693
518 => 0.023646216020301
519 => 0.02415213622325
520 => 0.025099173679361
521 => 0.024951569010565
522 => 0.024841388972492
523 => 0.024358612118585
524 => 0.024649351616751
525 => 0.024545824850202
526 => 0.024990641539005
527 => 0.024727141986455
528 => 0.024018656360968
529 => 0.024131485032026
530 => 0.024114431205376
531 => 0.024465397749398
601 => 0.024360046304408
602 => 0.024093859644911
603 => 0.025095936808292
604 => 0.025030867491148
605 => 0.025123120905941
606 => 0.025163733712165
607 => 0.025773680422935
608 => 0.026023556074219
609 => 0.02608028222175
610 => 0.026317644764394
611 => 0.026074376425457
612 => 0.027047623228592
613 => 0.027694775562151
614 => 0.028446476299735
615 => 0.029544913115455
616 => 0.029957935519275
617 => 0.029883326718845
618 => 0.030716148976239
619 => 0.032212712060176
620 => 0.030185824906485
621 => 0.032320142000988
622 => 0.031644441850744
623 => 0.030042368949843
624 => 0.029939214342223
625 => 0.031024156711163
626 => 0.033430454463636
627 => 0.032827704168645
628 => 0.03343144034719
629 => 0.032727150025582
630 => 0.032692176074889
701 => 0.033397234538275
702 => 0.035044642068711
703 => 0.034262020503148
704 => 0.033139940582234
705 => 0.03396846693434
706 => 0.033250720731652
707 => 0.031633437652482
708 => 0.032827243256854
709 => 0.032028979446837
710 => 0.032261955264638
711 => 0.033939787060514
712 => 0.033737905899842
713 => 0.033999158815443
714 => 0.033538054257586
715 => 0.033107309891031
716 => 0.032303293543362
717 => 0.032065263940343
718 => 0.03213104675921
719 => 0.032065231341645
720 => 0.031615391584416
721 => 0.031518248731672
722 => 0.031356339721172
723 => 0.031406522093698
724 => 0.031102085785808
725 => 0.031676619998548
726 => 0.031783258611211
727 => 0.032201356699067
728 => 0.032244765029535
729 => 0.033409162252959
730 => 0.032767831829198
731 => 0.033198091647262
801 => 0.033159605159372
802 => 0.030077090727515
803 => 0.03050183401897
804 => 0.031162601288686
805 => 0.030864926529328
806 => 0.030444084064761
807 => 0.030104231210479
808 => 0.029589319384502
809 => 0.030314047891559
810 => 0.031266988812053
811 => 0.032268933183871
812 => 0.033472703696614
813 => 0.033204036131603
814 => 0.032246429531461
815 => 0.032289387064011
816 => 0.032554933627071
817 => 0.032211026700459
818 => 0.03210960183394
819 => 0.032540999407896
820 => 0.032543970205896
821 => 0.032148263724288
822 => 0.031708508383503
823 => 0.031706665792568
824 => 0.031628415577208
825 => 0.032741070565061
826 => 0.033352918306272
827 => 0.03342306566376
828 => 0.033348196830208
829 => 0.033377010872805
830 => 0.033020990153339
831 => 0.033834747943373
901 => 0.034581532563813
902 => 0.034381378332809
903 => 0.034081318686933
904 => 0.033842306726162
905 => 0.03432507471076
906 => 0.034303577812353
907 => 0.034575010051634
908 => 0.034562696317392
909 => 0.034471423864404
910 => 0.034381381592435
911 => 0.034738389022876
912 => 0.034635576616273
913 => 0.034532604513605
914 => 0.034326078197464
915 => 0.034354148553867
916 => 0.034054140717519
917 => 0.033915343365
918 => 0.03182816420453
919 => 0.031270401732306
920 => 0.03144588516037
921 => 0.031503658861314
922 => 0.03126091991861
923 => 0.031608945207929
924 => 0.031554705835238
925 => 0.031765719505405
926 => 0.031633887325434
927 => 0.031639297764085
928 => 0.032026988095797
929 => 0.032139536248445
930 => 0.032082293349633
1001 => 0.03212238431379
1002 => 0.033046263661432
1003 => 0.032914917562195
1004 => 0.032845142564801
1005 => 0.03286447071593
1006 => 0.033100541697449
1007 => 0.033166628683277
1008 => 0.032886613480475
1009 => 0.033018670268865
1010 => 0.033580951313327
1011 => 0.033777717856538
1012 => 0.034405702209169
1013 => 0.03413892329464
1014 => 0.034628607538179
1015 => 0.036133729957158
1016 => 0.037336125891989
1017 => 0.036230352899205
1018 => 0.038438399909322
1019 => 0.040157681232229
1020 => 0.040091692351443
1021 => 0.039791895885101
1022 => 0.03783453980843
1023 => 0.036033351564142
1024 => 0.037540122012981
1025 => 0.037543963080725
1026 => 0.037414530162881
1027 => 0.0366106334264
1028 => 0.037386556298999
1029 => 0.037448146238888
1030 => 0.037413672250637
1031 => 0.036797326507612
1101 => 0.035856280477748
1102 => 0.036040158619437
1103 => 0.036341354766537
1104 => 0.035771127623978
1105 => 0.03558890550065
1106 => 0.035927691097095
1107 => 0.037019328877624
1108 => 0.036812961078642
1109 => 0.036807571981413
1110 => 0.037690500939024
1111 => 0.037058514353369
1112 => 0.036042477911663
1113 => 0.035785915310258
1114 => 0.034875290916548
1115 => 0.035504262428816
1116 => 0.035526897993807
1117 => 0.03518241672447
1118 => 0.036070430668125
1119 => 0.036062247463303
1120 => 0.03690528453937
1121 => 0.038516854798546
1122 => 0.038040234172351
1123 => 0.037485976240264
1124 => 0.037546239445388
1125 => 0.038207178063326
1126 => 0.037807559487159
1127 => 0.037951265113389
1128 => 0.03820696054765
1129 => 0.0383612279517
1130 => 0.037524042739985
1201 => 0.037328854819937
1202 => 0.036929568837169
1203 => 0.03682540257729
1204 => 0.03715061267888
1205 => 0.037064931306953
1206 => 0.035524995562218
1207 => 0.035364063708772
1208 => 0.03536899925896
1209 => 0.034964328461576
1210 => 0.034347108363447
1211 => 0.035969125929034
1212 => 0.035838855218396
1213 => 0.035695046436004
1214 => 0.035712662191285
1215 => 0.036416725041231
1216 => 0.036008333032236
1217 => 0.037094110122282
1218 => 0.036870906994015
1219 => 0.036641979547731
1220 => 0.036610334801354
1221 => 0.036522217265707
1222 => 0.036220029448881
1223 => 0.035855119501391
1224 => 0.0356141743461
1225 => 0.032852193276144
1226 => 0.033364800897023
1227 => 0.033954509239189
1228 => 0.034158074195797
1229 => 0.033809862251253
1230 => 0.036233778978828
1231 => 0.036676651922399
]
'min_raw' => 0.015286479896614
'max_raw' => 0.040157681232229
'avg_raw' => 0.027722080564421
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.015286'
'max' => '$0.040157'
'avg' => '$0.027722'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.00059269127067387
'max_diff' => -0.0072420314242883
'year' => 2027
]
2 => [
'items' => [
101 => 0.035335160888436
102 => 0.035084222688699
103 => 0.036250230445426
104 => 0.035546985229469
105 => 0.035863656507154
106 => 0.035179186414727
107 => 0.036569976799126
108 => 0.036559381306608
109 => 0.036018332434651
110 => 0.036475623236287
111 => 0.036396157706129
112 => 0.035785314862234
113 => 0.036589341606819
114 => 0.036589740394053
115 => 0.036068992618211
116 => 0.035460873222374
117 => 0.035352155837538
118 => 0.035270251892189
119 => 0.035843513157402
120 => 0.03635749741525
121 => 0.037313894691602
122 => 0.037554355690316
123 => 0.038492890976691
124 => 0.037934038910108
125 => 0.038181770792878
126 => 0.03845071879544
127 => 0.038579662358103
128 => 0.038369555742236
129 => 0.039827487358512
130 => 0.039950581456797
131 => 0.039991853843191
201 => 0.039500247505143
202 => 0.039936908995226
203 => 0.039732609544725
204 => 0.040264139958907
205 => 0.040347490714772
206 => 0.040276895589844
207 => 0.040303352435357
208 => 0.039059264997627
209 => 0.038994752500897
210 => 0.03811512003038
211 => 0.038473576764031
212 => 0.037803459081749
213 => 0.038015960301778
214 => 0.03810962881478
215 => 0.038060701699229
216 => 0.038493843369927
217 => 0.038125584464837
218 => 0.037153688666934
219 => 0.03618152807667
220 => 0.036169323392364
221 => 0.035913370669008
222 => 0.035728363730101
223 => 0.035764002630008
224 => 0.035889598761736
225 => 0.035721063854603
226 => 0.035757029321977
227 => 0.036354295717031
228 => 0.036474073233051
229 => 0.036067022433521
301 => 0.034432654736259
302 => 0.03403157680385
303 => 0.034319863667944
304 => 0.034182081114959
305 => 0.02758760726182
306 => 0.029136881076402
307 => 0.028216355184145
308 => 0.028640575866657
309 => 0.027700957299687
310 => 0.028149392529473
311 => 0.028066582916764
312 => 0.030557769364267
313 => 0.030518872914404
314 => 0.030537490586599
315 => 0.029648820584644
316 => 0.031064496027778
317 => 0.031761908657108
318 => 0.031632836140455
319 => 0.031665320912139
320 => 0.031107124907421
321 => 0.030542895144081
322 => 0.029917077502198
323 => 0.031079769327418
324 => 0.030950497844265
325 => 0.031247000116207
326 => 0.03200108887579
327 => 0.032112131310143
328 => 0.032261373467995
329 => 0.032207880778185
330 => 0.033482293670822
331 => 0.033327953860677
401 => 0.033699868396533
402 => 0.032934811979053
403 => 0.032069078022852
404 => 0.032233625744951
405 => 0.032217778476103
406 => 0.032016024555029
407 => 0.03183389013611
408 => 0.031530687644665
409 => 0.032490065193123
410 => 0.032451116216685
411 => 0.033081654871989
412 => 0.032970201039938
413 => 0.032225885072125
414 => 0.032252468462528
415 => 0.03243125453853
416 => 0.033050035188918
417 => 0.033233731415753
418 => 0.033148636004454
419 => 0.033350050531127
420 => 0.033509240360677
421 => 0.033370042322788
422 => 0.035340792996606
423 => 0.034522399916579
424 => 0.034921279009442
425 => 0.035016409322757
426 => 0.034772735025574
427 => 0.034825579255311
428 => 0.034905623864171
429 => 0.035391639054829
430 => 0.036667083544745
501 => 0.037231969227085
502 => 0.038931455673371
503 => 0.037185063334755
504 => 0.037081439640671
505 => 0.037387568469221
506 => 0.038385346922102
507 => 0.039193952641597
508 => 0.039462213808337
509 => 0.039497668950031
510 => 0.040000944732499
511 => 0.040289413025473
512 => 0.039939833815041
513 => 0.039643602036668
514 => 0.03858253657618
515 => 0.038705357792417
516 => 0.039551474176349
517 => 0.040746663404659
518 => 0.041772260100794
519 => 0.041413131883461
520 => 0.044153026676701
521 => 0.044424676053984
522 => 0.044387142893519
523 => 0.045006000601818
524 => 0.043777694079026
525 => 0.043252569243214
526 => 0.039707650709526
527 => 0.040703628222144
528 => 0.042151340028444
529 => 0.041959729942239
530 => 0.040908362931057
531 => 0.041771462544638
601 => 0.041486094820768
602 => 0.041261013457034
603 => 0.042292154818468
604 => 0.041158372534618
605 => 0.042140029682864
606 => 0.040881044236296
607 => 0.041414772350907
608 => 0.04111180245953
609 => 0.041307861109844
610 => 0.040161706246242
611 => 0.040780143589305
612 => 0.040135977219537
613 => 0.040135671800805
614 => 0.040121451792489
615 => 0.04087931066985
616 => 0.040904024420633
617 => 0.040343965565202
618 => 0.040263252334371
619 => 0.040561691452271
620 => 0.040212297406539
621 => 0.040375776681477
622 => 0.040217249027238
623 => 0.040181561113165
624 => 0.039897193742038
625 => 0.039774680459712
626 => 0.03982272107449
627 => 0.039658733689618
628 => 0.039559925358549
629 => 0.04010179632847
630 => 0.039812296528254
701 => 0.040057426332075
702 => 0.039778069982773
703 => 0.038809699166325
704 => 0.03825277886945
705 => 0.036423616165201
706 => 0.036942364439056
707 => 0.037286295081307
708 => 0.037172626006095
709 => 0.037416831163743
710 => 0.03743182337707
711 => 0.037352429790942
712 => 0.037260502189154
713 => 0.037215756916518
714 => 0.037549251519628
715 => 0.037742856361645
716 => 0.037320813122455
717 => 0.037221934296525
718 => 0.037648643312992
719 => 0.037908935566535
720 => 0.039830787321115
721 => 0.039688410335636
722 => 0.040045748629115
723 => 0.040005517821073
724 => 0.040380065281093
725 => 0.040992292082659
726 => 0.039747463813769
727 => 0.039963522958325
728 => 0.039910550245614
729 => 0.040488892432802
730 => 0.040490697953982
731 => 0.040143952922428
801 => 0.040331929029329
802 => 0.040227005923312
803 => 0.040416616157093
804 => 0.039686508804192
805 => 0.040575700749807
806 => 0.041079815284708
807 => 0.041086814915514
808 => 0.041325761204157
809 => 0.041568544472253
810 => 0.042034545813399
811 => 0.041555547947771
812 => 0.040693877417011
813 => 0.040756087246153
814 => 0.040250890129241
815 => 0.040259382584047
816 => 0.040214049194724
817 => 0.040350098108622
818 => 0.039716363890098
819 => 0.039865100044496
820 => 0.039656868557342
821 => 0.039963070303739
822 => 0.039633647841577
823 => 0.039910524700568
824 => 0.040030015574296
825 => 0.040470939470804
826 => 0.039568523023559
827 => 0.037728434799403
828 => 0.038115243653034
829 => 0.037543122975335
830 => 0.037596074922273
831 => 0.037703046282328
901 => 0.037356317105539
902 => 0.037422462105778
903 => 0.037420098940914
904 => 0.037399734462803
905 => 0.037309536812604
906 => 0.037178732374755
907 => 0.037699816995665
908 => 0.037788359426758
909 => 0.037985178282991
910 => 0.038570777695635
911 => 0.038512262504927
912 => 0.038607703208744
913 => 0.038399356688188
914 => 0.037605739519809
915 => 0.037648836750259
916 => 0.037111413595957
917 => 0.037971435164644
918 => 0.037767770705449
919 => 0.03763646690369
920 => 0.037600639444859
921 => 0.038187690445179
922 => 0.038363345305372
923 => 0.038253888984259
924 => 0.038029390876305
925 => 0.038460493610484
926 => 0.038575838515386
927 => 0.038601659985837
928 => 0.039365491375052
929 => 0.038644349675386
930 => 0.038817935650028
1001 => 0.04017220387188
1002 => 0.0389440694709
1003 => 0.039594639653764
1004 => 0.039562797628717
1005 => 0.039895607320176
1006 => 0.03953549752003
1007 => 0.039539961512591
1008 => 0.039835473972125
1009 => 0.039420480018662
1010 => 0.039317721679712
1011 => 0.039175761770421
1012 => 0.039485726038858
1013 => 0.039671535599308
1014 => 0.041169024194452
1015 => 0.042136470120691
1016 => 0.042094470741576
1017 => 0.042478266447145
1018 => 0.04230536296662
1019 => 0.041747012018372
1020 => 0.042700049003387
1021 => 0.042398468224567
1022 => 0.042423330177553
1023 => 0.042422404814421
1024 => 0.042622929667687
1025 => 0.042480839431315
1026 => 0.042200764990163
1027 => 0.042386691474726
1028 => 0.042938826663946
1029 => 0.044652671232862
1030 => 0.045611761359047
1031 => 0.044594932802996
1101 => 0.045296327525083
1102 => 0.044875740624324
1103 => 0.04479930747308
1104 => 0.045239835191213
1105 => 0.045681133994801
1106 => 0.0456530251688
1107 => 0.045332664898339
1108 => 0.045151701510397
1109 => 0.046522016911078
1110 => 0.047531641955586
1111 => 0.047462792296162
1112 => 0.047766672301748
1113 => 0.048658873396802
1114 => 0.048740445083505
1115 => 0.048730168925884
1116 => 0.048527984989264
1117 => 0.049406472834297
1118 => 0.050139322850147
1119 => 0.048481185249592
1120 => 0.049112582341268
1121 => 0.049396036838066
1122 => 0.049812232136524
1123 => 0.050514423367453
1124 => 0.051277189291268
1125 => 0.051385052756198
1126 => 0.051308518466088
1127 => 0.050805453835084
1128 => 0.051640081410612
1129 => 0.052128986669931
1130 => 0.052420118563458
1201 => 0.053158380605714
1202 => 0.049397787356538
1203 => 0.04673585254116
1204 => 0.046320152980934
1205 => 0.047165494383232
1206 => 0.047388404169546
1207 => 0.047298549514188
1208 => 0.044302299866955
1209 => 0.04630437834663
1210 => 0.04845844645122
1211 => 0.048541192979836
1212 => 0.049619564512434
1213 => 0.049970726487391
1214 => 0.05083895691652
1215 => 0.050784648866784
1216 => 0.050996049159714
1217 => 0.050947451893312
1218 => 0.052555665935788
1219 => 0.054329764846734
1220 => 0.054268333442737
1221 => 0.054013285734103
1222 => 0.054392075073522
1223 => 0.056223135273612
1224 => 0.056054560592529
1225 => 0.056218316536044
1226 => 0.058377239705981
1227 => 0.06118414693014
1228 => 0.05988005671564
1229 => 0.062709557239253
1230 => 0.06449057783349
1231 => 0.067570668790255
]
'min_raw' => 0.02758760726182
'max_raw' => 0.067570668790255
'avg_raw' => 0.047579138026038
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.027587'
'max' => '$0.06757'
'avg' => '$0.047579'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.012301127365207
'max_diff' => 0.027412987558026
'year' => 2028
]
3 => [
'items' => [
101 => 0.0671850262327
102 => 0.068384083039418
103 => 0.066494645568647
104 => 0.062156115217442
105 => 0.061469526182137
106 => 0.062844094818021
107 => 0.066223337680897
108 => 0.062737670434565
109 => 0.063442816378755
110 => 0.063239734299391
111 => 0.063228912918425
112 => 0.063641921016162
113 => 0.06304283122934
114 => 0.060602031663633
115 => 0.061720635720875
116 => 0.061288688974595
117 => 0.061767966093355
118 => 0.064354427034387
119 => 0.063210890998829
120 => 0.062006268678693
121 => 0.063517132395236
122 => 0.065440981095496
123 => 0.065320590101322
124 => 0.065086981253094
125 => 0.066403822099198
126 => 0.068578857378796
127 => 0.069166760674872
128 => 0.069600738868881
129 => 0.069660577129713
130 => 0.070276948405557
131 => 0.066962564709783
201 => 0.072222576754386
202 => 0.073130835529589
203 => 0.07296012052332
204 => 0.073969611926586
205 => 0.07367259394742
206 => 0.073242261496301
207 => 0.074842520095457
208 => 0.073007952745735
209 => 0.070404015358412
210 => 0.068975443807685
211 => 0.070856702065262
212 => 0.072005520836299
213 => 0.072764816965358
214 => 0.072994579515232
215 => 0.067219850881246
216 => 0.06410759242866
217 => 0.066102514414652
218 => 0.068536456919723
219 => 0.066949044036275
220 => 0.067011267615936
221 => 0.064748034008907
222 => 0.068736702874587
223 => 0.068155587370843
224 => 0.071170415632243
225 => 0.070450902672152
226 => 0.072909378084364
227 => 0.072261979115846
228 => 0.074949296038579
301 => 0.076021339515258
302 => 0.077821467362847
303 => 0.079145648735371
304 => 0.079923233364871
305 => 0.079876550100363
306 => 0.082957727793565
307 => 0.081140864956033
308 => 0.0788584570304
309 => 0.07881717547193
310 => 0.079999266878586
311 => 0.082476606175996
312 => 0.083118944211994
313 => 0.08347792354475
314 => 0.082928134200474
315 => 0.080956059806065
316 => 0.080104528081204
317 => 0.080830057782035
318 => 0.079942797303396
319 => 0.081474457810847
320 => 0.083577754832609
321 => 0.083143432314953
322 => 0.084595307374206
323 => 0.086097845318822
324 => 0.088246542062825
325 => 0.088808290957717
326 => 0.089736840519577
327 => 0.090692623031372
328 => 0.090999594615099
329 => 0.091585698616124
330 => 0.09158260955873
331 => 0.093348873415166
401 => 0.095297117145454
402 => 0.096032534051692
403 => 0.09772358467646
404 => 0.094827719743026
405 => 0.097024266560335
406 => 0.09900560677268
407 => 0.096643371290453
408 => 0.099899162572426
409 => 0.10002557757012
410 => 0.10193429394856
411 => 0.099999444233202
412 => 0.098850536648485
413 => 0.10216738979656
414 => 0.10377231055502
415 => 0.10328889536129
416 => 0.099610081867885
417 => 0.09746885462299
418 => 0.091864849911209
419 => 0.098503035567301
420 => 0.10173630216185
421 => 0.099601708488505
422 => 0.10067827337544
423 => 0.10655166232124
424 => 0.10878786855803
425 => 0.10832275329304
426 => 0.10840135011637
427 => 0.10960796641173
428 => 0.11495876756107
429 => 0.11175244348178
430 => 0.11420355810172
501 => 0.11550362045799
502 => 0.11671119082775
503 => 0.11374577965615
504 => 0.10988782329244
505 => 0.10866584656606
506 => 0.099389465215934
507 => 0.098906589281377
508 => 0.098635536386672
509 => 0.096926586226751
510 => 0.095583819521898
511 => 0.094516001584467
512 => 0.091713728439221
513 => 0.092659413364151
514 => 0.088193174850487
515 => 0.091050515977755
516 => 0.083922291468849
517 => 0.089858888656201
518 => 0.086627868711077
519 => 0.088797411706225
520 => 0.088789842375098
521 => 0.084795025866798
522 => 0.082490899074504
523 => 0.08395917834451
524 => 0.08553329027411
525 => 0.085788684638739
526 => 0.087829561843991
527 => 0.088399126803468
528 => 0.086673318385807
529 => 0.083774574859894
530 => 0.084447886867663
531 => 0.082477254428157
601 => 0.079023796877205
602 => 0.081504130381883
603 => 0.082351025292946
604 => 0.08272506233221
605 => 0.079328983463128
606 => 0.078261861750003
607 => 0.077693735103954
608 => 0.083336183724028
609 => 0.083645289796543
610 => 0.082063859426361
611 => 0.089212074656965
612 => 0.087594213397582
613 => 0.089401760809945
614 => 0.084386790860281
615 => 0.08457836946591
616 => 0.082204202323281
617 => 0.083533577281248
618 => 0.082594017908712
619 => 0.083426176921783
620 => 0.083924969603098
621 => 0.086298747168261
622 => 0.089885993382944
623 => 0.085944183958532
624 => 0.084226681144565
625 => 0.085292210230747
626 => 0.088129854601033
627 => 0.092429031078358
628 => 0.089883832074791
629 => 0.091013348172292
630 => 0.091260097190922
701 => 0.089383361674081
702 => 0.092498228993811
703 => 0.094167511695591
704 => 0.095879850338233
705 => 0.097366626003
706 => 0.095195904629228
707 => 0.09751888765985
708 => 0.095646973398875
709 => 0.09396767279184
710 => 0.093970219597676
711 => 0.092916769796216
712 => 0.09087557806267
713 => 0.090499150989505
714 => 0.092457372161611
715 => 0.094027680097405
716 => 0.094157018180264
717 => 0.095026421338855
718 => 0.095540925172544
719 => 0.10058376217674
720 => 0.10261203293636
721 => 0.10509216402803
722 => 0.10605831486077
723 => 0.10896608248305
724 => 0.10661782397072
725 => 0.10610976347033
726 => 0.099056470342211
727 => 0.10021144669681
728 => 0.10206067527916
729 => 0.099086963440421
730 => 0.10097309914799
731 => 0.10134546229048
801 => 0.098985917850045
802 => 0.10024625248558
803 => 0.09689917735678
804 => 0.089958950474251
805 => 0.092505955450301
806 => 0.094381408425278
807 => 0.091704905788301
808 => 0.096502433170126
809 => 0.093699816714731
810 => 0.092811521847686
811 => 0.089345966871356
812 => 0.09098157541874
813 => 0.093193759398734
814 => 0.091826886893089
815 => 0.094663352579243
816 => 0.098680544448604
817 => 0.10154343460262
818 => 0.10176321176
819 => 0.099922565189709
820 => 0.10287221306545
821 => 0.10289369803002
822 => 0.09956648317652
823 => 0.097528582604761
824 => 0.097065567307078
825 => 0.098222270300187
826 => 0.099626721272973
827 => 0.10184114901451
828 => 0.10317928132076
829 => 0.10666842068492
830 => 0.1076124817554
831 => 0.10864971865042
901 => 0.11003578701418
902 => 0.11170011746551
903 => 0.10805865718838
904 => 0.10820333919373
905 => 0.10481246180312
906 => 0.10118882301025
907 => 0.10393871316108
908 => 0.10753382873075
909 => 0.10670910524682
910 => 0.1066163070073
911 => 0.10677236790608
912 => 0.10615055333215
913 => 0.10333810905977
914 => 0.10192571715302
915 => 0.10374806305234
916 => 0.10471655879454
917 => 0.10621861122899
918 => 0.10603345156196
919 => 0.10990257732445
920 => 0.11140600259947
921 => 0.11102136207892
922 => 0.11109214519159
923 => 0.11381402483906
924 => 0.11684131480428
925 => 0.1196767713428
926 => 0.12256111951948
927 => 0.11908392521447
928 => 0.11731842038991
929 => 0.11913997071002
930 => 0.11817343046999
1001 => 0.12372745738364
1002 => 0.12411200615673
1003 => 0.12966563145101
1004 => 0.13493668316868
1005 => 0.13162603002552
1006 => 0.13474782682443
1007 => 0.13812430458628
1008 => 0.14463807800267
1009 => 0.14244446827334
1010 => 0.14076419759893
1011 => 0.13917634993061
1012 => 0.14248040886466
1013 => 0.14673102789968
1014 => 0.1476465705279
1015 => 0.14913009934982
1016 => 0.14757035019084
1017 => 0.1494488962521
1018 => 0.15608098932328
1019 => 0.15428893923234
1020 => 0.15174394001678
1021 => 0.15697934054349
1022 => 0.158874011642
1023 => 0.17217180565832
1024 => 0.18896081990839
1025 => 0.18201005776625
1026 => 0.17769549540493
1027 => 0.17870951990263
1028 => 0.18484029956276
1029 => 0.18680931140837
1030 => 0.18145685845291
1031 => 0.18334743532339
1101 => 0.19376469975717
1102 => 0.19935322790004
1103 => 0.19176325604256
1104 => 0.17082282471042
1105 => 0.15151479068286
1106 => 0.15663615075907
1107 => 0.15605554746074
1108 => 0.16724759851463
1109 => 0.15424619943034
1110 => 0.15446510964697
1111 => 0.16588860046408
1112 => 0.16284100896229
1113 => 0.15790430103542
1114 => 0.15155083411401
1115 => 0.13980586288524
1116 => 0.12940301433516
1117 => 0.1498053959748
1118 => 0.14892560817918
1119 => 0.14765154507387
1120 => 0.15048683464671
1121 => 0.16425419600145
1122 => 0.16393681376163
1123 => 0.16191778988169
1124 => 0.16344920169976
1125 => 0.15763583713944
1126 => 0.15913407355449
1127 => 0.15151173219162
1128 => 0.15495734882473
1129 => 0.15789370907739
1130 => 0.15848322687167
1201 => 0.15981144056371
1202 => 0.14846199998875
1203 => 0.15355756560484
1204 => 0.15655073301436
1205 => 0.14302749376578
1206 => 0.15628342205494
1207 => 0.14826443147857
1208 => 0.14554266563575
1209 => 0.14920716477772
1210 => 0.14777910589825
1211 => 0.14655134473212
1212 => 0.1458662329058
1213 => 0.14855703663965
1214 => 0.14843150742926
1215 => 0.14402883025818
1216 => 0.13828571736458
1217 => 0.14021329456293
1218 => 0.13951298769564
1219 => 0.13697498526719
1220 => 0.13868529246438
1221 => 0.13115396513461
1222 => 0.11819670790807
1223 => 0.12675666892345
1224 => 0.1264271197358
1225 => 0.12626094609152
1226 => 0.13269352021463
1227 => 0.13207517663743
1228 => 0.13095287698997
1229 => 0.13695437335405
1230 => 0.13476374644964
1231 => 0.1415147423924
]
'min_raw' => 0.060602031663633
'max_raw' => 0.19935322790004
'avg_raw' => 0.12997762978184
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.060602'
'max' => '$0.199353'
'avg' => '$0.129977'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.033014424401813
'max_diff' => 0.13178255910979
'year' => 2029
]
4 => [
'items' => [
101 => 0.14596138494735
102 => 0.1448335725616
103 => 0.14901566137701
104 => 0.14025770204842
105 => 0.14316674482904
106 => 0.14376629451436
107 => 0.1368803158205
108 => 0.13217634529384
109 => 0.13186264408891
110 => 0.12370660744275
111 => 0.1280634963859
112 => 0.13189737835556
113 => 0.13006124641335
114 => 0.12947998189333
115 => 0.13244953626522
116 => 0.13268029607243
117 => 0.12741894801323
118 => 0.12851294887996
119 => 0.13307511435675
120 => 0.12839799401526
121 => 0.11931111319502
122 => 0.11705744111564
123 => 0.11675675971683
124 => 0.11064462229658
125 => 0.11720804226034
126 => 0.11434293355744
127 => 0.12339377762062
128 => 0.11822398403238
129 => 0.11800112456353
130 => 0.11766423978998
131 => 0.11240327062315
201 => 0.11355508851865
202 => 0.11738390663012
203 => 0.11875007206702
204 => 0.11860756981929
205 => 0.11736514333257
206 => 0.11793391981594
207 => 0.11610169258816
208 => 0.11545469501951
209 => 0.11341259272218
210 => 0.11041126649025
211 => 0.110828619311
212 => 0.10488220670583
213 => 0.10164228551853
214 => 0.10074551803536
215 => 0.099546323078371
216 => 0.10088097029669
217 => 0.10486536126605
218 => 0.1000593404213
219 => 0.091819754786144
220 => 0.092314967922387
221 => 0.093427564809427
222 => 0.091354247870993
223 => 0.089392027389067
224 => 0.091098018898122
225 => 0.087606797843968
226 => 0.093849462194316
227 => 0.093680615618504
228 => 0.096007494844539
301 => 0.097462540176948
302 => 0.094109131762266
303 => 0.093265758614554
304 => 0.093746182288664
305 => 0.085805849112598
306 => 0.095358600222144
307 => 0.095441212810426
308 => 0.094733833673999
309 => 0.099820378731731
310 => 0.11055457533673
311 => 0.10651593879187
312 => 0.10495205665327
313 => 0.10197911556459
314 => 0.10594038304948
315 => 0.10563621951204
316 => 0.10426067664514
317 => 0.10342874402728
318 => 0.10496160538413
319 => 0.10323880554174
320 => 0.10292934335067
321 => 0.10105433917099
322 => 0.1003850479861
323 => 0.09988953143806
324 => 0.099344016407115
325 => 0.1005472866315
326 => 0.097820517999657
327 => 0.094532302338074
328 => 0.0942589227848
329 => 0.095013747767166
330 => 0.09467979390258
331 => 0.094257323942177
401 => 0.093450713734922
402 => 0.093211409716929
403 => 0.0939890316816
404 => 0.093111141821664
405 => 0.094406516131135
406 => 0.094054245995289
407 => 0.092086493652354
408 => 0.089633945677832
409 => 0.089612112856465
410 => 0.089083715418339
411 => 0.088410721835799
412 => 0.088223510417143
413 => 0.090954345051627
414 => 0.096607091018005
415 => 0.095497321726058
416 => 0.096299243773221
417 => 0.10024390655384
418 => 0.10149779623165
419 => 0.10060781503835
420 => 0.099389553889302
421 => 0.09944315119708
422 => 0.1036063183361
423 => 0.10386596996392
424 => 0.10452202586062
425 => 0.10536524308925
426 => 0.10075141857856
427 => 0.099225840477541
428 => 0.098502936937428
429 => 0.096276673832758
430 => 0.098677507725771
501 => 0.097278644630269
502 => 0.097467399053821
503 => 0.097344472487862
504 => 0.097411598705133
505 => 0.093847717242404
506 => 0.095146208335327
507 => 0.092987215046853
508 => 0.090096565391956
509 => 0.09008687492072
510 => 0.090794357328576
511 => 0.090373519108594
512 => 0.089241054279362
513 => 0.089401915563272
514 => 0.087992601450031
515 => 0.089573031813075
516 => 0.089618352900835
517 => 0.08900980112444
518 => 0.091444672156071
519 => 0.092442240804396
520 => 0.09204167898873
521 => 0.092414136319593
522 => 0.095543437650446
523 => 0.096053650308365
524 => 0.096280253068256
525 => 0.095976635389115
526 => 0.092471334203382
527 => 0.09262680921666
528 => 0.091486036728512
529 => 0.09052220418767
530 => 0.090560752434668
531 => 0.091056287650121
601 => 0.093220318998759
602 => 0.097774395395351
603 => 0.097947219265615
604 => 0.098156686838003
605 => 0.097304676951133
606 => 0.097047702616617
607 => 0.097386718094548
608 => 0.099096989747146
609 => 0.10349627277185
610 => 0.10194127233269
611 => 0.10067703277062
612 => 0.10178611170309
613 => 0.10161537769469
614 => 0.10017421084311
615 => 0.10013376208954
616 => 0.09736770213245
617 => 0.096345152746451
618 => 0.095490633943015
619 => 0.094557521717442
620 => 0.094004341511917
621 => 0.09485427772351
622 => 0.095048668191252
623 => 0.09319026781026
624 => 0.092936974705356
625 => 0.094454584572832
626 => 0.093786741052355
627 => 0.094473634674888
628 => 0.09463299988738
629 => 0.094607338417677
630 => 0.093910033080958
701 => 0.094354474708638
702 => 0.093303237764749
703 => 0.092160175478953
704 => 0.091430972955913
705 => 0.090794647039881
706 => 0.091147717641574
707 => 0.089889085414681
708 => 0.089486423634036
709 => 0.094203907885434
710 => 0.097688764223444
711 => 0.097638093032134
712 => 0.097329645186612
713 => 0.096871354254526
714 => 0.099063462910946
715 => 0.098299776087645
716 => 0.098855422059766
717 => 0.098996857280059
718 => 0.099424939094322
719 => 0.099577941548046
720 => 0.099115461865856
721 => 0.09756332356529
722 => 0.093695542493162
723 => 0.091895079963211
724 => 0.091300897339252
725 => 0.091322494749119
726 => 0.090726741769892
727 => 0.09090221772205
728 => 0.090665718394856
729 => 0.090217845884483
730 => 0.091120062776131
731 => 0.091224034868161
801 => 0.091013446664962
802 => 0.091063047810219
803 => 0.089319467431126
804 => 0.089452028060491
805 => 0.088713913631197
806 => 0.088575526073806
807 => 0.086709637071526
808 => 0.083403944239051
809 => 0.08523561895961
810 => 0.083023213469616
811 => 0.082185341987142
812 => 0.086151695269425
813 => 0.085753583409399
814 => 0.0850721889601
815 => 0.084064264554541
816 => 0.083690415588061
817 => 0.081419027613927
818 => 0.081284821895032
819 => 0.082410583107647
820 => 0.081891083043103
821 => 0.081161508202424
822 => 0.078519062085301
823 => 0.075548077765811
824 => 0.075637753107474
825 => 0.076582767942376
826 => 0.079330526027465
827 => 0.078256929406923
828 => 0.077478022740618
829 => 0.077332156935868
830 => 0.079157972873067
831 => 0.081741884944469
901 => 0.082954198676597
902 => 0.081752832586573
903 => 0.080372767908499
904 => 0.080456766050849
905 => 0.081015568060076
906 => 0.081074290250211
907 => 0.080176010017725
908 => 0.080428870641463
909 => 0.080044752231945
910 => 0.077687418261759
911 => 0.077644781565426
912 => 0.077066253791997
913 => 0.077048736200939
914 => 0.07606451613782
915 => 0.075926816947398
916 => 0.073972588274187
917 => 0.075258867504844
918 => 0.07439609892961
919 => 0.0730957031802
920 => 0.072871514462853
921 => 0.072864775079294
922 => 0.074199990750769
923 => 0.075243264732322
924 => 0.07441110715836
925 => 0.074221641009465
926 => 0.076244643795791
927 => 0.075987198251152
928 => 0.075764252069839
929 => 0.081510523959071
930 => 0.076961901371557
1001 => 0.0749784422971
1002 => 0.072523535043798
1003 => 0.07332286522419
1004 => 0.073491295837802
1005 => 0.067587686423902
1006 => 0.065192592819931
1007 => 0.064370686952246
1008 => 0.06389766850535
1009 => 0.064113228951392
1010 => 0.061957363791358
1011 => 0.06340614083362
1012 => 0.061539343835776
1013 => 0.061226369244004
1014 => 0.064564433527921
1015 => 0.065028905672339
1016 => 0.063047323204066
1017 => 0.064319819937759
1018 => 0.063858394933094
1019 => 0.061571344712271
1020 => 0.061483996216239
1021 => 0.060336434809132
1022 => 0.058540723418685
1023 => 0.057720035127882
1024 => 0.057292613540489
1025 => 0.057468976017728
1026 => 0.057379801752455
1027 => 0.056797879351753
1028 => 0.05741315686329
1029 => 0.055841377071533
1030 => 0.055215481693766
1031 => 0.05493277927229
1101 => 0.053537734238837
1102 => 0.055757871266403
1103 => 0.056195266229383
1104 => 0.056633522995558
1105 => 0.06044824893451
1106 => 0.060257676006904
1107 => 0.061980362459686
1108 => 0.061913422031948
1109 => 0.061422083949944
1110 => 0.059349209403162
1111 => 0.060175420252073
1112 => 0.057632471680797
1113 => 0.059537821654092
1114 => 0.058668299495597
1115 => 0.059243835337644
1116 => 0.058208969999669
1117 => 0.058781707206247
1118 => 0.056298988801389
1119 => 0.053980661287723
1120 => 0.054913623955421
1121 => 0.055927861072432
1122 => 0.058126985564922
1123 => 0.056817205159578
1124 => 0.05728825172162
1125 => 0.055710324591021
1126 => 0.052454610207993
1127 => 0.052473037197832
1128 => 0.051972216469596
1129 => 0.051539434239377
1130 => 0.056967649195011
1201 => 0.056292564857898
1202 => 0.055216906319563
1203 => 0.056656718018096
1204 => 0.057037427084073
1205 => 0.057048265335967
1206 => 0.058098714784298
1207 => 0.058659339843176
1208 => 0.058758152439691
1209 => 0.060411057343102
1210 => 0.060965089264383
1211 => 0.063247068338605
1212 => 0.058611774723799
1213 => 0.058516313902142
1214 => 0.05667697912138
1215 => 0.055510443924688
1216 => 0.056756852784312
1217 => 0.057861000882162
1218 => 0.056711288080581
1219 => 0.056861416300705
1220 => 0.05531802079957
1221 => 0.055869712067718
1222 => 0.056344902908686
1223 => 0.05608253045673
1224 => 0.055689746197181
1225 => 0.057770473329677
1226 => 0.057653070550426
1227 => 0.059590691491916
1228 => 0.06110120557641
1229 => 0.063808316852515
1230 => 0.060983305110997
1231 => 0.060880350454732
]
'min_raw' => 0.051539434239377
'max_raw' => 0.14901566137701
'avg_raw' => 0.10027754780819
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.051539'
'max' => '$0.149015'
'avg' => '$0.100277'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.0090625974242559
'max_diff' => -0.050337566523031
'year' => 2030
]
5 => [
'items' => [
101 => 0.061886748734174
102 => 0.06096493519005
103 => 0.061547489530014
104 => 0.063714458342091
105 => 0.063760242978426
106 => 0.062993291329652
107 => 0.062946622252123
108 => 0.063093923705802
109 => 0.063956672920876
110 => 0.063655201835523
111 => 0.064004071807807
112 => 0.064440339050234
113 => 0.066244925338392
114 => 0.066680004983069
115 => 0.065622987009437
116 => 0.065718423897527
117 => 0.065323070159597
118 => 0.064941163402523
119 => 0.065799634019421
120 => 0.067368505945084
121 => 0.067358746074259
122 => 0.0677226938665
123 => 0.06794943032596
124 => 0.066976111460725
125 => 0.066342516669384
126 => 0.066585477229068
127 => 0.066973976454996
128 => 0.066459492166161
129 => 0.063283856803169
130 => 0.064247141711928
131 => 0.064086804000885
201 => 0.063858463602628
202 => 0.064827054027247
203 => 0.064733631117901
204 => 0.061935252278105
205 => 0.062114395412111
206 => 0.061946146565425
207 => 0.062489793009544
208 => 0.060935576497972
209 => 0.061413643029123
210 => 0.061713481875866
211 => 0.061890089260068
212 => 0.062528116232623
213 => 0.062453251131474
214 => 0.06252346251282
215 => 0.063469488080244
216 => 0.068254160763499
217 => 0.068514579940863
218 => 0.067232180667682
219 => 0.06774447388311
220 => 0.066760982935698
221 => 0.067421206997512
222 => 0.067872915532733
223 => 0.065831731520627
224 => 0.065710865850604
225 => 0.064723315686205
226 => 0.065253969206853
227 => 0.064409661300163
228 => 0.064616824927828
301 => 0.064037577364677
302 => 0.06508010765131
303 => 0.066245818504593
304 => 0.066540323101449
305 => 0.065765608299322
306 => 0.065204663726388
307 => 0.064219829842946
308 => 0.065857630539565
309 => 0.066336573374328
310 => 0.065855114856746
311 => 0.065743550398146
312 => 0.065532135950691
313 => 0.065788402972594
314 => 0.066333964948791
315 => 0.066076687995764
316 => 0.066246623955875
317 => 0.065599003313134
318 => 0.066976433669769
319 => 0.069164124572774
320 => 0.06917115835675
321 => 0.068913880016905
322 => 0.068808607263379
323 => 0.069072590453016
324 => 0.069215790504236
325 => 0.070069463733283
326 => 0.070985489119893
327 => 0.075260179906011
328 => 0.074059863838721
329 => 0.077852623806658
330 => 0.080852204513052
331 => 0.081751647611133
401 => 0.080924202282967
402 => 0.07809355651303
403 => 0.077954671527248
404 => 0.082184851375352
405 => 0.080989631813751
406 => 0.080847464250056
407 => 0.079335041568228
408 => 0.080229070690381
409 => 0.08003353340675
410 => 0.079724868238528
411 => 0.081430613524989
412 => 0.084623616428311
413 => 0.084125956982037
414 => 0.08375447729115
415 => 0.082126761421798
416 => 0.083107009938649
417 => 0.082757962217222
418 => 0.084257692739631
419 => 0.083369285601255
420 => 0.080980576850041
421 => 0.081360986591959
422 => 0.081303488424746
423 => 0.082486796631619
424 => 0.082131596879431
425 => 0.081234129972379
426 => 0.084612703091512
427 => 0.084393317345766
428 => 0.084704356174669
429 => 0.084841285086348
430 => 0.086897763006827
501 => 0.087740236210894
502 => 0.087931492377787
503 => 0.088731776762434
504 => 0.087911580573254
505 => 0.091192950119946
506 => 0.093374869395275
507 => 0.095909280914108
508 => 0.09961273732872
509 => 0.1010052711995
510 => 0.10075372241983
511 => 0.10356164080643
512 => 0.10860740773062
513 => 0.10177361617921
514 => 0.10896961527658
515 => 0.10669144504416
516 => 0.10128994440561
517 => 0.100942151444
518 => 0.10460011038914
519 => 0.11271311126395
520 => 0.1106808965617
521 => 0.11271643523918
522 => 0.1103418712479
523 => 0.11022395413133
524 => 0.11260110796625
525 => 0.11815545747343
526 => 0.11551679422425
527 => 0.11173362342977
528 => 0.11452705787175
529 => 0.11210712643795
530 => 0.10665434362143
531 => 0.11067934256542
601 => 0.10798794039694
602 => 0.10877343463251
603 => 0.11443036167478
604 => 0.11374970524669
605 => 0.11463053769173
606 => 0.11307589148162
607 => 0.11162360677617
608 => 0.10891280952538
609 => 0.1081102761001
610 => 0.10833206746672
611 => 0.10811016619132
612 => 0.10659350004301
613 => 0.10626597613269
614 => 0.10572008859966
615 => 0.10588928197225
616 => 0.10486285370514
617 => 0.10679993591609
618 => 0.10715947544395
619 => 0.10856912233783
620 => 0.10871547655468
621 => 0.11264132308907
622 => 0.1104790327891
623 => 0.11192968380549
624 => 0.11179992392452
625 => 0.10140701130323
626 => 0.102839062965
627 => 0.10506688594815
628 => 0.10406325471398
629 => 0.10264435496242
630 => 0.10149851733643
701 => 0.099762456165157
702 => 0.10220592892563
703 => 0.10541883577129
704 => 0.10879696117439
705 => 0.11285555750268
706 => 0.11194972604947
707 => 0.10872108853913
708 => 0.10886592285933
709 => 0.10976123163655
710 => 0.10860172542266
711 => 0.10825976440394
712 => 0.10971425144375
713 => 0.10972426769662
714 => 0.10839011566653
715 => 0.10690744983234
716 => 0.10690123740836
717 => 0.10663741134401
718 => 0.11038880531865
719 => 0.11245169269599
720 => 0.11268819940929
721 => 0.1124357739098
722 => 0.11253292246614
723 => 0.11133257375389
724 => 0.11407621495775
725 => 0.1165940514444
726 => 0.11591921748024
727 => 0.11490754543468
728 => 0.11410169992166
729 => 0.11572938588752
730 => 0.11565690759367
731 => 0.1165720603392
801 => 0.11653054372448
802 => 0.1162228122768
803 => 0.1159192284703
804 => 0.1171229039475
805 => 0.1167762647405
806 => 0.11642908710707
807 => 0.115732769213
808 => 0.11582741037942
809 => 0.11481591301329
810 => 0.11434794804876
811 => 0.10731087778704
812 => 0.1054303426702
813 => 0.10602199729978
814 => 0.10621678536614
815 => 0.10539837407332
816 => 0.10657176563461
817 => 0.10638889380272
818 => 0.10710034112419
819 => 0.10665585972518
820 => 0.10667410139684
821 => 0.10798122641788
822 => 0.1083606903724
823 => 0.10816769194248
824 => 0.1083028614272
825 => 0.11141778515097
826 => 0.1109749426071
827 => 0.11073969133185
828 => 0.11080485754283
829 => 0.11160078733897
830 => 0.11182360422574
831 => 0.11087951341945
901 => 0.11132475210142
902 => 0.11322052190003
903 => 0.11388393403827
904 => 0.11600122712763
905 => 0.11510176339139
906 => 0.11675276800714
907 => 0.12182739332702
908 => 0.12588135516991
909 => 0.12215316432213
910 => 0.12959774897766
911 => 0.13539442599423
912 => 0.13517193987546
913 => 0.13416115515807
914 => 0.12756179248734
915 => 0.12148896056677
916 => 0.12656914233439
917 => 0.12658209276246
918 => 0.12614570064323
919 => 0.12343530666991
920 => 0.12605138480808
921 => 0.12625903959049
922 => 0.1261428081322
923 => 0.12406475542771
924 => 0.12089195303629
925 => 0.12151191102895
926 => 0.12252741486775
927 => 0.12060485424462
928 => 0.11999047963347
929 => 0.12113271892515
930 => 0.12481325191792
1001 => 0.12411746847551
1002 => 0.12409929875795
1003 => 0.12707615538266
1004 => 0.12494536848523
1005 => 0.12151973068462
1006 => 0.12065471196136
1007 => 0.1175844782402
1008 => 0.1197050996072
1009 => 0.11978141699493
1010 => 0.11861997434445
1011 => 0.12161397535463
1012 => 0.12158638510824
1013 => 0.12442874346917
1014 => 0.12986226511422
1015 => 0.12825530539642
1016 => 0.12638658608133
1017 => 0.12658976768485
1018 => 0.12881816838049
1019 => 0.12747082645047
1020 => 0.12795534000251
1021 => 0.1288174350112
1022 => 0.12933755833456
1023 => 0.12651492994286
1024 => 0.12585684024283
1025 => 0.12451061967467
1026 => 0.12415941585684
1027 => 0.12525588441979
1028 => 0.12496700369226
1029 => 0.119775002814
1030 => 0.11923240983421
1031 => 0.11924905038625
1101 => 0.11788467453966
1102 => 0.11580367388589
1103 => 0.12127241935391
1104 => 0.12083320255779
1105 => 0.12034834120754
1106 => 0.12040773395637
1107 => 0.12278153101106
1108 => 0.12140460883971
1109 => 0.12506538210534
1110 => 0.12431283717484
1111 => 0.12354099230649
1112 => 0.12343429983472
1113 => 0.12313720541111
1114 => 0.1221183580886
1115 => 0.12088803872344
1116 => 0.12007567531012
1117 => 0.11076346329741
1118 => 0.11249175568032
1119 => 0.11447999852806
1120 => 0.11516633199171
1121 => 0.1139923111093
1122 => 0.12216471558878
1123 => 0.12365789263843
1124 => 0.11913496195751
1125 => 0.11828890629716
1126 => 0.12222018285702
1127 => 0.11984914251241
1128 => 0.12091682183441
1129 => 0.11860908312961
1130 => 0.1232982300125
1201 => 0.12326250656972
1202 => 0.12143832252309
1203 => 0.12298011038783
1204 => 0.1227121868048
1205 => 0.12065268750892
1206 => 0.12336351981364
1207 => 0.12336486435264
1208 => 0.12160912686894
1209 => 0.11955880986834
1210 => 0.11919226161496
1211 => 0.11891611674486
1212 => 0.12084890712435
1213 => 0.12258184093492
1214 => 0.12580640112567
1215 => 0.12661713217128
1216 => 0.12978146941574
1217 => 0.12789726065545
1218 => 0.1287325059943
1219 => 0.12963928296228
1220 => 0.13007402518636
1221 => 0.12936563606178
1222 => 0.13428115429559
1223 => 0.13469617464212
1224 => 0.13483532737439
1225 => 0.1331778422828
1226 => 0.13465007698335
1227 => 0.13396126712225
1228 => 0.13575335902394
1229 => 0.1360343819167
1230 => 0.13579636552421
1231 => 0.13588556662602
]
'min_raw' => 0.060935576497972
'max_raw' => 0.1360343819167
'avg_raw' => 0.098484979207335
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.060935'
'max' => '$0.136034'
'avg' => '$0.098484'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.0093961422585948
'max_diff' => -0.012981279460313
'year' => 2031
]
6 => [
'items' => [
101 => 0.1316910389703
102 => 0.13147353058345
103 => 0.12850778829513
104 => 0.12971635019928
105 => 0.12745700164735
106 => 0.12817346434703
107 => 0.12848927427835
108 => 0.12832431309229
109 => 0.12978468047603
110 => 0.1285430698665
111 => 0.12526625532827
112 => 0.12198854802412
113 => 0.12194739907887
114 => 0.12108443660203
115 => 0.12046067279073
116 => 0.12058083183
117 => 0.12100428795696
118 => 0.12043606075083
119 => 0.12055732083511
120 => 0.12257104618584
121 => 0.1229748844437
122 => 0.12160248425371
123 => 0.11609209945448
124 => 0.114739837203
125 => 0.11571181649284
126 => 0.11524727299578
127 => 0.093013543988458
128 => 0.098237028821164
129 => 0.095133411506354
130 => 0.096563701155585
131 => 0.093395711554972
201 => 0.094907642240946
202 => 0.094628443850114
203 => 0.10302765288695
204 => 0.10289651079058
205 => 0.10295928157223
206 => 0.099963068615677
207 => 0.10473611721151
208 => 0.10708749258309
209 => 0.10665231558164
210 => 0.10676184025738
211 => 0.10487984345548
212 => 0.10297750341511
213 => 0.10086751554231
214 => 0.10478761220759
215 => 0.10435176437669
216 => 0.10535144248767
217 => 0.1078939053894
218 => 0.10826829270956
219 => 0.10877147306451
220 => 0.10859111872608
221 => 0.11288789077027
222 => 0.1123675233247
223 => 0.11362145914859
224 => 0.11104201802252
225 => 0.10812313554557
226 => 0.10867791967898
227 => 0.10862448950564
228 => 0.10794426207473
229 => 0.10733018316513
301 => 0.1063079147963
302 => 0.10954252318253
303 => 0.10941120398914
304 => 0.1115371090883
305 => 0.11116133471208
306 => 0.10865182146012
307 => 0.10874144921685
308 => 0.10934423895454
309 => 0.11143050111921
310 => 0.11204984577324
311 => 0.11176294065288
312 => 0.11244202379187
313 => 0.11297874341647
314 => 0.11250942751324
315 => 0.11915395100343
316 => 0.11639468159574
317 => 0.11773953030617
318 => 0.1180602687993
319 => 0.11723870389356
320 => 0.11741687190358
321 => 0.11768674789089
322 => 0.11932538203869
323 => 0.12362563218513
324 => 0.1255301837022
325 => 0.13126012091021
326 => 0.12537203721134
327 => 0.12502266269196
328 => 0.12605479741065
329 => 0.12941887712721
330 => 0.13214514776553
331 => 0.13304960901859
401 => 0.13316914850421
402 => 0.1348659779424
403 => 0.13583856893237
404 => 0.13465993821756
405 => 0.13366117209453
406 => 0.13008371581327
407 => 0.13049781611892
408 => 0.1333505565813
409 => 0.13738022051
410 => 0.14083809137589
411 => 0.13962726551762
412 => 0.14886501210638
413 => 0.14978089694784
414 => 0.14965435127685
415 => 0.15174087324765
416 => 0.14759955204843
417 => 0.14582905700145
418 => 0.13387711666681
419 => 0.13723512438753
420 => 0.14211618581848
421 => 0.14147015903505
422 => 0.13792540175275
423 => 0.14083540235963
424 => 0.13987326515486
425 => 0.13911438762235
426 => 0.14259095271442
427 => 0.13876832658627
428 => 0.1420780521987
429 => 0.13783329486603
430 => 0.13963279646815
501 => 0.13861131232669
502 => 0.1392723377546
503 => 0.13540799660999
504 => 0.13749310129005
505 => 0.13532124940011
506 => 0.13532021965953
507 => 0.13527227590869
508 => 0.13782745002573
509 => 0.13791077416195
510 => 0.13602249662881
511 => 0.13575036633584
512 => 0.13675657465819
513 => 0.13557856823909
514 => 0.13612975002831
515 => 0.13559526297399
516 => 0.13547493868005
517 => 0.13451617423439
518 => 0.13410311214943
519 => 0.13426508443624
520 => 0.13371218951891
521 => 0.13337905033214
522 => 0.13520600613945
523 => 0.13422993735079
524 => 0.13505640959879
525 => 0.13411454016308
526 => 0.13084961034593
527 => 0.12897191468208
528 => 0.12280476491665
529 => 0.1245537609398
530 => 0.12571334711262
531 => 0.12533010388942
601 => 0.12615345862829
602 => 0.12620400592224
603 => 0.12593632490353
604 => 0.12562638457592
605 => 0.12547552276521
606 => 0.12659992310345
607 => 0.12725267534537
608 => 0.12582972709832
609 => 0.1254963502332
610 => 0.12693502947409
611 => 0.12781262297993
612 => 0.1342922803499
613 => 0.13381224640292
614 => 0.13501703740795
615 => 0.13488139642981
616 => 0.13614420934133
617 => 0.13820837474712
618 => 0.13401134932743
619 => 0.13473980781807
620 => 0.13456120661872
621 => 0.13651112768139
622 => 0.1365172151221
623 => 0.13534814003926
624 => 0.13598191460775
625 => 0.13562815903031
626 => 0.13626744317167
627 => 0.13380583525689
628 => 0.13680380798294
629 => 0.13850346533351
630 => 0.13852706507747
701 => 0.13933268917232
702 => 0.1401512499113
703 => 0.14172240596814
704 => 0.14010743122162
705 => 0.13720224886724
706 => 0.13741199364955
707 => 0.13570868629814
708 => 0.13573731920245
709 => 0.13558447451527
710 => 0.1360431729271
711 => 0.13390649376344
712 => 0.13440796809242
713 => 0.13370590109522
714 => 0.13473828166153
715 => 0.1336276108308
716 => 0.13456112049182
717 => 0.13496399231518
718 => 0.13645059801658
719 => 0.13340803795999
720 => 0.12720405204139
721 => 0.12850820509754
722 => 0.12657926028848
723 => 0.12675779147457
724 => 0.1271184528835
725 => 0.1259494312561
726 => 0.1261724437425
727 => 0.12616447616717
728 => 0.12609581590742
729 => 0.12579170823237
730 => 0.12535069193769
731 => 0.12710756511805
801 => 0.12740609210632
802 => 0.12806968062156
803 => 0.13004406992654
804 => 0.12984678187566
805 => 0.13016856687204
806 => 0.1294661120317
807 => 0.12679037633993
808 => 0.12693568166134
809 => 0.12512372197492
810 => 0.12802334473854
811 => 0.12733667579497
812 => 0.12689397586
813 => 0.12677318108115
814 => 0.12875246451533
815 => 0.1293446971403
816 => 0.12897565751167
817 => 0.12821874646675
818 => 0.12967223943366
819 => 0.13006113283366
820 => 0.13014819172409
821 => 0.13272350258183
822 => 0.1302921229929
823 => 0.13087738022579
824 => 0.13544339008775
825 => 0.13130264920924
826 => 0.13349609200213
827 => 0.13338873439154
828 => 0.13451082550233
829 => 0.13329669016907
830 => 0.13331174083166
831 => 0.134308081721
901 => 0.13290890063294
902 => 0.13256244371881
903 => 0.13208381597332
904 => 0.13312888214537
905 => 0.13375535205123
906 => 0.13880423940107
907 => 0.14206605088631
908 => 0.14192444704732
909 => 0.14321844106441
910 => 0.14263548490808
911 => 0.14075296570324
912 => 0.14396619643714
913 => 0.14294939578565
914 => 0.14303321959595
915 => 0.14303009966954
916 => 0.14370618321253
917 => 0.14322711606017
918 => 0.14228282552766
919 => 0.14290968965134
920 => 0.14477125199064
921 => 0.15054959861154
922 => 0.15378323793351
923 => 0.15035492946408
924 => 0.15271973073942
925 => 0.15130169263907
926 => 0.15104399293325
927 => 0.1525292628916
928 => 0.1540171326184
929 => 0.15392236174904
930 => 0.15284224473034
1001 => 0.15223211403344
1002 => 0.1568522280792
1003 => 0.16025624940652
1004 => 0.16002411797285
1005 => 0.1610486706279
1006 => 0.16405678891137
1007 => 0.16433181354824
1008 => 0.16429716676537
1009 => 0.16361548950702
1010 => 0.16657737261061
1011 => 0.169048227605
1012 => 0.16345770091726
1013 => 0.16558650029459
1014 => 0.1665421869207
1015 => 0.16794541842728
1016 => 0.17031290518778
1017 => 0.17288462375454
1018 => 0.17324829295734
1019 => 0.17299025225478
1020 => 0.1712941347285
1021 => 0.17410813987123
1022 => 0.1757565180873
1023 => 0.1767380895925
1024 => 0.17922719161178
1025 => 0.16654808891595
1026 => 0.15757318983555
1027 => 0.15617162974503
1028 => 0.15902175730273
1029 => 0.15977331321035
1030 => 0.15947036196636
1031 => 0.14936829708924
1101 => 0.15611844446412
1102 => 0.16338103547098
1103 => 0.16366002116939
1104 => 0.16729582608104
1105 => 0.16847979319695
1106 => 0.17140709270667
1107 => 0.17122398932532
1108 => 0.17193674017243
1109 => 0.1717728910958
1110 => 0.17719509702193
1111 => 0.18317659536381
1112 => 0.18296947509624
1113 => 0.18210956393971
1114 => 0.18338667864379
1115 => 0.18956022594893
1116 => 0.18899186464216
1117 => 0.18954397923879
1118 => 0.19682293943744
1119 => 0.20628662311569
1120 => 0.20188979190884
1121 => 0.21142965047361
1122 => 0.21743448575397
1123 => 0.22781922745979
1124 => 0.22651900665229
1125 => 0.23056171039161
1126 => 0.22419134004259
1127 => 0.20956368205699
1128 => 0.20724879918834
1129 => 0.21188325331354
1130 => 0.22327660655693
1201 => 0.21152443607441
1202 => 0.21390188485696
1203 => 0.21321717944765
1204 => 0.2131806944062
1205 => 0.21457318004302
1206 => 0.21255330699964
1207 => 0.20432398085267
1208 => 0.20809543253011
1209 => 0.20663909391746
1210 => 0.20825501018543
1211 => 0.21697544382905
1212 => 0.21311993224603
1213 => 0.20905846398965
1214 => 0.21415244649511
1215 => 0.22063883670686
1216 => 0.22023293006457
1217 => 0.21944530152272
1218 => 0.22388512237425
1219 => 0.23121840567553
1220 => 0.23320056268435
1221 => 0.23466375046484
1222 => 0.23486549933901
1223 => 0.23694363812919
1224 => 0.22576896209601
1225 => 0.2435034599467
1226 => 0.2465657178199
1227 => 0.24599014025732
1228 => 0.24939371100387
1229 => 0.24839229414998
1230 => 0.24694139824618
1231 => 0.25233678183972
]
'min_raw' => 0.093013543988458
'max_raw' => 0.25233678183972
'avg_raw' => 0.17267516291409
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.093013'
'max' => '$0.252336'
'avg' => '$0.172675'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.032077967490486
'max_diff' => 0.11630239992302
'year' => 2032
]
7 => [
'items' => [
101 => 0.24615140993473
102 => 0.23737205323227
103 => 0.23255552450931
104 => 0.23889831806999
105 => 0.24277164076451
106 => 0.24533166067599
107 => 0.2461063211544
108 => 0.22663642038624
109 => 0.2161432237224
110 => 0.22286924247918
111 => 0.23107544956746
112 => 0.22572337620129
113 => 0.22593316734443
114 => 0.2183025172244
115 => 0.23175059278501
116 => 0.22979132129195
117 => 0.23995602526385
118 => 0.23753013708411
119 => 0.24581905858166
120 => 0.24363630775934
121 => 0.25269678438681
122 => 0.25631125381612
123 => 0.26238051053518
124 => 0.26684508048404
125 => 0.26946676135162
126 => 0.26930936546601
127 => 0.2796977711796
128 => 0.27357209127355
129 => 0.26587679359964
130 => 0.26573760994307
131 => 0.2697231136516
201 => 0.27807563605513
202 => 0.2802413235901
203 => 0.28145164747363
204 => 0.27959799431433
205 => 0.27294900780775
206 => 0.27007800914533
207 => 0.27252418318655
208 => 0.26953272253627
209 => 0.27469682287426
210 => 0.28178823563064
211 => 0.28032388693894
212 => 0.28521898506789
213 => 0.29028489665201
214 => 0.29752937774163
215 => 0.29942335336081
216 => 0.30255402303788
217 => 0.30577651050701
218 => 0.30681148663362
219 => 0.30878757719354
220 => 0.30877716222087
221 => 0.31473224412945
222 => 0.32130088388815
223 => 0.3237803933327
224 => 0.32948188857949
225 => 0.31971827777358
226 => 0.32712408872614
227 => 0.33380431558482
228 => 0.32583987373047
301 => 0.33681700134974
302 => 0.33724321834049
303 => 0.34367858887269
304 => 0.33715510797048
305 => 0.33328148583444
306 => 0.34446448779847
307 => 0.3498755901876
308 => 0.34824572211098
309 => 0.3358423455714
310 => 0.32862304841953
311 => 0.30972875527464
312 => 0.33210986167748
313 => 0.34301104574048
314 => 0.33581411413821
315 => 0.33944382781789
316 => 0.35924636871556
317 => 0.36678589416982
318 => 0.3652177255806
319 => 0.36548272025792
320 => 0.36955091134098
321 => 0.38759151099698
322 => 0.37678116550528
323 => 0.38504526957777
324 => 0.38942852057937
325 => 0.3934999283909
326 => 0.38350183758745
327 => 0.37049446835329
328 => 0.36637448850461
329 => 0.33509852112639
330 => 0.33347047119971
331 => 0.3325565974409
401 => 0.32679475266164
402 => 0.32226752096725
403 => 0.31866729823853
404 => 0.30921923868087
405 => 0.31240768143089
406 => 0.29734944645926
407 => 0.30698317156302
408 => 0.2829498649545
409 => 0.30296551685164
410 => 0.29207190752405
411 => 0.29938667320484
412 => 0.29936115267648
413 => 0.28589234990956
414 => 0.27812382556035
415 => 0.28307423163116
416 => 0.28838145990279
417 => 0.2892425398342
418 => 0.2961234998212
419 => 0.29804382784783
420 => 0.2922251442756
421 => 0.28245182809417
422 => 0.28472194653751
423 => 0.27807782168255
424 => 0.26643424843681
425 => 0.27479686601918
426 => 0.27765223134015
427 => 0.27891332333246
428 => 0.26746320631869
429 => 0.26386533095884
430 => 0.26194985230634
501 => 0.2809737617721
502 => 0.28201593447669
503 => 0.27668403157167
504 => 0.30078473829411
505 => 0.29533000610263
506 => 0.30142427840234
507 => 0.28451595708303
508 => 0.2851618777275
509 => 0.27715720744707
510 => 0.28163928793185
511 => 0.2784714979094
512 => 0.28127718012146
513 => 0.28295889447111
514 => 0.29096225126391
515 => 0.30305690233025
516 => 0.2897668166475
517 => 0.28397613599799
518 => 0.28756864170492
519 => 0.29713595781734
520 => 0.31163093146956
521 => 0.30304961532891
522 => 0.30685785771193
523 => 0.30768978925571
524 => 0.30136224443119
525 => 0.31186423707275
526 => 0.3174923402474
527 => 0.32326560953273
528 => 0.32827837748986
529 => 0.32095963882326
530 => 0.3287917382965
531 => 0.32248044867274
601 => 0.3168185694311
602 => 0.31682715616479
603 => 0.31327537660965
604 => 0.30639335616854
605 => 0.30512420601007
606 => 0.31172648541046
607 => 0.31702088825138
608 => 0.31745696062784
609 => 0.32038821407682
610 => 0.32212289967361
611 => 0.3391251767129
612 => 0.34596363318831
613 => 0.35432556832109
614 => 0.35758301330815
615 => 0.36738675486054
616 => 0.35946943733603
617 => 0.35775647588734
618 => 0.33397580566067
619 => 0.33786988907807
620 => 0.34410469235249
621 => 0.33407861527025
622 => 0.3404378534941
623 => 0.34169330182657
624 => 0.33373793300752
625 => 0.33798723922497
626 => 0.3267023417429
627 => 0.30330288225729
628 => 0.31189028736025
629 => 0.31821350800533
630 => 0.30918949249732
701 => 0.32536469101781
702 => 0.31591547396601
703 => 0.312920525803
704 => 0.30123616524298
705 => 0.30675073365503
706 => 0.31420926639333
707 => 0.30960076030856
708 => 0.31916410240514
709 => 0.33270834526407
710 => 0.34236077929895
711 => 0.3431017733294
712 => 0.33689590490782
713 => 0.34684084865872
714 => 0.3469132867168
715 => 0.3356953495395
716 => 0.32882442548014
717 => 0.32726333707731
718 => 0.331163241977
719 => 0.33589844648738
720 => 0.34336454422437
721 => 0.34787615072031
722 => 0.35964002769051
723 => 0.36282299550186
724 => 0.366320112111
725 => 0.37099333837162
726 => 0.37660474468812
727 => 0.36432730712516
728 => 0.36481511260754
729 => 0.35338253274161
730 => 0.34116518155706
731 => 0.35043662819181
801 => 0.36255781133788
802 => 0.35977719853146
803 => 0.35946432278797
804 => 0.35999049300402
805 => 0.3578940017543
806 => 0.3484116495314
807 => 0.34364967160773
808 => 0.3497938380394
809 => 0.35305918905245
810 => 0.35812346370515
811 => 0.35749918496034
812 => 0.37054421260231
813 => 0.37561311588282
814 => 0.37431627351306
815 => 0.37455492371935
816 => 0.38373193098634
817 => 0.39393865046272
818 => 0.40349859014761
819 => 0.41322337140404
820 => 0.40149976803474
821 => 0.39554724525514
822 => 0.40168872933596
823 => 0.39842997143503
824 => 0.41715576094414
825 => 0.41845229398099
826 => 0.43717672940238
827 => 0.45494844828158
828 => 0.44378635006697
829 => 0.4543117059314
830 => 0.46569573644364
831 => 0.48765737829413
901 => 0.48026146993876
902 => 0.47459632004721
903 => 0.4692427807735
904 => 0.48038264615167
905 => 0.49471390499699
906 => 0.49780072088918
907 => 0.50280254188896
908 => 0.49754373870126
909 => 0.50387738790267
910 => 0.52623795273012
911 => 0.52019593073158
912 => 0.51161528819014
913 => 0.52926680658994
914 => 0.53565482248028
915 => 0.58048926342862
916 => 0.63709459714428
917 => 0.61365961729534
918 => 0.59911276906103
919 => 0.60253162345194
920 => 0.62320197511343
921 => 0.62984063602293
922 => 0.61179446718726
923 => 0.61816867910196
924 => 0.65329121345064
925 => 0.6721333262629
926 => 0.64654320623049
927 => 0.57594107997996
928 => 0.51084269521213
929 => 0.52810971827103
930 => 0.52615217371426
1001 => 0.56388695524652
1002 => 0.52005183050514
1003 => 0.52078990158434
1004 => 0.55930499843687
1005 => 0.54902983091254
1006 => 0.53238537546715
1007 => 0.51096421815674
1008 => 0.47136522765122
1009 => 0.43629129746094
1010 => 0.5050793516078
1011 => 0.50211308563003
1012 => 0.49781749291822
1013 => 0.50737686966666
1014 => 0.55379448968065
1015 => 0.55272441330016
1016 => 0.54591713332521
1017 => 0.55108039518959
1018 => 0.53148023069831
1019 => 0.53653163937517
1020 => 0.51083238329539
1021 => 0.52244952033919
1022 => 0.53234966394117
1023 => 0.53433726434339
1024 => 0.53881542953901
1025 => 0.50054999824791
1026 => 0.51773005348357
1027 => 0.52782172638104
1028 => 0.48222718109207
1029 => 0.52692046881832
1030 => 0.49988388222203
1031 => 0.49070725865535
1101 => 0.50306237335967
1102 => 0.49824757314365
1103 => 0.49410809065248
1104 => 0.49179818829706
1105 => 0.50087042095166
1106 => 0.50044719045466
1107 => 0.48560325698726
1108 => 0.46623995089516
1109 => 0.47273891199852
1110 => 0.47037777850159
1111 => 0.4618207261164
1112 => 0.46758714624157
1113 => 0.44219475032877
1114 => 0.39850845294269
1115 => 0.42736895914341
1116 => 0.42625786104887
1117 => 0.42569759500532
1118 => 0.44738546776936
1119 => 0.44530067922746
1120 => 0.44151676760959
1121 => 0.46175123161216
1122 => 0.45436538005928
1123 => 0.47712683421979
1124 => 0.49211900004845
1125 => 0.48831650184855
1126 => 0.50241670627383
1127 => 0.47288863493629
1128 => 0.48269667577402
1129 => 0.48471809939732
1130 => 0.46150154146728
1201 => 0.44564177641593
1202 => 0.44458411090156
1203 => 0.41708546391276
1204 => 0.43177501917285
1205 => 0.44470121990664
1206 => 0.43851057286885
1207 => 0.43655079895701
1208 => 0.44656285884951
1209 => 0.44734088165066
1210 => 0.42960187933347
1211 => 0.43329037963636
1212 => 0.44867203906156
1213 => 0.43290280128411
1214 => 0.40226574817291
1215 => 0.39466733541093
1216 => 0.39365356708195
1217 => 0.37304606903375
1218 => 0.39517509768491
1219 => 0.38551518365758
1220 => 0.41603073632637
1221 => 0.39860041630015
1222 => 0.39784903004136
1223 => 0.3967131995068
1224 => 0.37897547465169
1225 => 0.38285890910374
1226 => 0.39576803668611
1227 => 0.40037415883923
1228 => 0.39989370256181
1229 => 0.39570477491841
1230 => 0.39762244454278
1231 => 0.39144496252229
]
'min_raw' => 0.2161432237224
'max_raw' => 0.6721333262629
'avg_raw' => 0.44413827499265
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.216143'
'max' => '$0.672133'
'avg' => '$0.444138'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.12312967973394
'max_diff' => 0.41979654442318
'year' => 2033
]
8 => [
'items' => [
101 => 0.38926356504768
102 => 0.38237847457719
103 => 0.37225929364034
104 => 0.37366642781415
105 => 0.35361768255054
106 => 0.34269406206348
107 => 0.33967054788367
108 => 0.33562737836106
109 => 0.34012723463971
110 => 0.3535608869742
111 => 0.33735705215047
112 => 0.30957671391204
113 => 0.31124635957557
114 => 0.31499755765926
115 => 0.30800722484696
116 => 0.30139146149429
117 => 0.30714333097559
118 => 0.29537243544224
119 => 0.31642001414834
120 => 0.3158507361295
121 => 0.3236959718976
122 => 0.32860175882384
123 => 0.31729550822624
124 => 0.31445201677629
125 => 0.31607179873566
126 => 0.2893004110562
127 => 0.32150817837382
128 => 0.32178671248304
129 => 0.31940173433694
130 => 0.33655137613032
131 => 0.37274246942176
201 => 0.35912592434216
202 => 0.35385318652509
203 => 0.34382970808049
204 => 0.35718539797266
205 => 0.35615988937016
206 => 0.35152215055707
207 => 0.34871723165228
208 => 0.35388538073786
209 => 0.3480768407872
210 => 0.34703346740406
211 => 0.34071175990366
212 => 0.33845519794538
213 => 0.3367845293078
214 => 0.33494528729432
215 => 0.33900219686549
216 => 0.32980870604631
217 => 0.3187222573674
218 => 0.31780053911678
219 => 0.32034548424503
220 => 0.31921953547466
221 => 0.31779514850726
222 => 0.31507560587777
223 => 0.31426877567343
224 => 0.31689058241915
225 => 0.31393071546406
226 => 0.31829816038859
227 => 0.31711045703087
228 => 0.31047604262259
301 => 0.30220710589505
302 => 0.3021334950135
303 => 0.30035196615932
304 => 0.29808292130888
305 => 0.2974517249402
306 => 0.30665892457114
307 => 0.32571755225891
308 => 0.32197588760949
309 => 0.32467962377991
310 => 0.33797932975234
311 => 0.34220690634486
312 => 0.33920627261513
313 => 0.33509882009484
314 => 0.33527952716006
315 => 0.34931593583231
316 => 0.35019136942379
317 => 0.35240330768388
318 => 0.35524627344177
319 => 0.33969044197703
320 => 0.33454684889698
321 => 0.33210952913998
322 => 0.32460352764986
323 => 0.33269810674102
324 => 0.32798174214903
325 => 0.32861814086645
326 => 0.32820368536686
327 => 0.32843000609499
328 => 0.31641413092114
329 => 0.32079208429869
330 => 0.3135128876905
331 => 0.3037668605603
401 => 0.30373418845996
402 => 0.30611951479289
403 => 0.30470062935223
404 => 0.30088244511431
405 => 0.30142480016399
406 => 0.29667319923603
407 => 0.30200173054715
408 => 0.30215453375875
409 => 0.30010275895691
410 => 0.30831209663732
411 => 0.31167546898317
412 => 0.31032494685532
413 => 0.31158071275046
414 => 0.32213137066828
415 => 0.32385158826636
416 => 0.32461559529223
417 => 0.3235919270891
418 => 0.31177355940908
419 => 0.31229775427127
420 => 0.30845156018129
421 => 0.3052019314772
422 => 0.30533189958331
423 => 0.30700263115937
424 => 0.31429881393915
425 => 0.32965320046572
426 => 0.33023588821049
427 => 0.33094212275536
428 => 0.32806951193634
429 => 0.32720310502615
430 => 0.3283461193793
501 => 0.33411241966338
502 => 0.34894490952932
503 => 0.34370211698201
504 => 0.33943964503212
505 => 0.34317898208636
506 => 0.34260334045675
507 => 0.3377443457976
508 => 0.3376079700009
509 => 0.32828200573543
510 => 0.32483440908842
511 => 0.32195333928204
512 => 0.3188072862657
513 => 0.31694220058096
514 => 0.319807819859
515 => 0.3204632208929
516 => 0.31419749425902
517 => 0.31334349887147
518 => 0.31846022649581
519 => 0.31620854543917
520 => 0.31852445524492
521 => 0.31906176618537
522 => 0.31897524674863
523 => 0.31662423312158
524 => 0.31812269909923
525 => 0.31457838034789
526 => 0.31072446604527
527 => 0.30826590882754
528 => 0.30612049157478
529 => 0.30731089375899
530 => 0.30306732733113
531 => 0.30170972502473
601 => 0.31761505254255
602 => 0.32936448899106
603 => 0.32919364753181
604 => 0.32815369408549
605 => 0.32660853421111
606 => 0.33399938159437
607 => 0.3314245581507
608 => 0.33329795733967
609 => 0.33377481605957
610 => 0.33521812378408
611 => 0.3357339822391
612 => 0.3341746997013
613 => 0.3289415570541
614 => 0.31590106312957
615 => 0.30983067800556
616 => 0.30782734980438
617 => 0.30790016697963
618 => 0.30589154421602
619 => 0.30648317364006
620 => 0.30568579964657
621 => 0.30417576620839
622 => 0.30721765344935
623 => 0.30756820261673
624 => 0.30685818978684
625 => 0.30702542351112
626 => 0.30114682053011
627 => 0.30159375794711
628 => 0.29910515361524
629 => 0.29863857030358
630 => 0.29234759526019
701 => 0.28120222107939
702 => 0.2873778402832
703 => 0.27991856070847
704 => 0.27709361850699
705 => 0.29046645552015
706 => 0.28912419358879
707 => 0.28682682462954
708 => 0.28342853712516
709 => 0.28216807923337
710 => 0.27450993609534
711 => 0.27405745214414
712 => 0.2778530346706
713 => 0.27610150393266
714 => 0.27364169142002
715 => 0.26473249984644
716 => 0.25471561878578
717 => 0.25501796546113
718 => 0.25820414895583
719 => 0.26746840718205
720 => 0.26384870121977
721 => 0.2612225630128
722 => 0.26073076626806
723 => 0.26688663217472
724 => 0.27559847212644
725 => 0.27968587251535
726 => 0.27563538286613
727 => 0.27098239845096
728 => 0.27126560405246
729 => 0.27314964404088
730 => 0.27334763000477
731 => 0.27031901548502
801 => 0.27117155273212
802 => 0.26987647069614
803 => 0.26192855463186
804 => 0.26178480203337
805 => 0.25983425525373
806 => 0.25977519347244
807 => 0.25645682681359
808 => 0.25599256437923
809 => 0.24940374596761
810 => 0.25374052619892
811 => 0.25083164171094
812 => 0.24644726665107
813 => 0.24569139873818
814 => 0.24566867643598
815 => 0.25017044929414
816 => 0.25368792036201
817 => 0.25088224300201
818 => 0.25024344465291
819 => 0.25706413978855
820 => 0.25619614416052
821 => 0.25544446554462
822 => 0.27481842241106
823 => 0.25948242378257
824 => 0.25279505303235
825 => 0.24451816183169
826 => 0.24721315934233
827 => 0.24778103491557
828 => 0.22787660359976
829 => 0.21980137829388
830 => 0.21703026527734
831 => 0.21543545055854
901 => 0.21616222765232
902 => 0.20889357774757
903 => 0.21377823069593
904 => 0.2074841942821
905 => 0.20642897859475
906 => 0.21768349538418
907 => 0.2192494956475
908 => 0.21256845200605
909 => 0.21685876358658
910 => 0.21530303696768
911 => 0.20759208747143
912 => 0.20729758591858
913 => 0.20342850251434
914 => 0.19737413618889
915 => 0.19460712831782
916 => 0.1931660465943
917 => 0.19376066499955
918 => 0.19346000773823
919 => 0.19149801573574
920 => 0.19357246682319
921 => 0.18827310151712
922 => 0.18616285155236
923 => 0.1852097006007
924 => 0.18050620887148
925 => 0.18799155586494
926 => 0.18946626352056
927 => 0.19094387680583
928 => 0.20380549164467
929 => 0.20316296171387
930 => 0.20897111936355
1001 => 0.2087454250378
1002 => 0.20708884439019
1003 => 0.20010000313224
1004 => 0.20288563069354
1005 => 0.19431190204249
1006 => 0.20073592250474
1007 => 0.19780426783927
1008 => 0.19974472711336
1009 => 0.19625560637439
1010 => 0.1981866298536
1011 => 0.18981597141376
1012 => 0.18199956834098
1013 => 0.18514511711249
1014 => 0.18856468836427
1015 => 0.19597919012867
1016 => 0.1915631740461
1017 => 0.19315134041745
1018 => 0.18783124892928
1019 => 0.17685438058018
1020 => 0.17691650846296
1021 => 0.17522795641152
1022 => 0.17376880090645
1023 => 0.19207040661523
1024 => 0.18979431263978
1025 => 0.1861676547777
1026 => 0.19102208044374
1027 => 0.19230566763994
1028 => 0.19234220956291
1029 => 0.19588387321799
1030 => 0.19777405974559
1031 => 0.19810721331362
1101 => 0.2036800975976
1102 => 0.20554805490147
1103 => 0.21324190667291
1104 => 0.19761369062472
1105 => 0.19729183779964
1106 => 0.19109039216805
1107 => 0.18715733730752
1108 => 0.19135969179923
1109 => 0.19508240420029
1110 => 0.19120606721937
1111 => 0.19171223499514
1112 => 0.18650856930663
1113 => 0.18836863493504
1114 => 0.18997077403213
1115 => 0.1890861669921
1116 => 0.18776186743771
1117 => 0.19477718423665
1118 => 0.19438135256961
1119 => 0.20091417685421
1120 => 0.20600698055081
1121 => 0.21513419522267
1122 => 0.20560947090012
1123 => 0.20526235208846
1124 => 0.20865549415208
1125 => 0.2055475354291
1126 => 0.20751165805894
1127 => 0.21481774470179
1128 => 0.21497211079977
1129 => 0.21238627976907
1130 => 0.21222893171586
1201 => 0.21272556885119
1202 => 0.21563438806504
1203 => 0.21461795725274
1204 => 0.21579419672161
1205 => 0.21726510218866
1206 => 0.22334939085138
1207 => 0.2248162922497
1208 => 0.22125248235296
1209 => 0.22157425448435
1210 => 0.2202412917542
1211 => 0.21895366645885
1212 => 0.22184806008022
1213 => 0.22713762131273
1214 => 0.22710471522683
1215 => 0.2283317906184
1216 => 0.2290962484217
1217 => 0.22581463591261
1218 => 0.22367842683743
1219 => 0.22449758532737
1220 => 0.22580743759173
1221 => 0.22407281789178
1222 => 0.21336594154967
1223 => 0.21661372387396
1224 => 0.21607313408675
1225 => 0.21530326849181
1226 => 0.21856893873324
1227 => 0.2182539568718
1228 => 0.20881902723686
1229 => 0.20942302082053
1230 => 0.20885575808717
1231 => 0.2106887000297
]
'min_raw' => 0.17376880090645
'max_raw' => 0.38926356504768
'avg_raw' => 0.28151618297707
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.173768'
'max' => '$0.389263'
'avg' => '$0.281516'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.042374422815952
'max_diff' => -0.28286976121521
'year' => 2034
]
9 => [
'items' => [
101 => 0.205448550549
102 => 0.20706038523632
103 => 0.20807131284219
104 => 0.20866675696837
105 => 0.21081790945196
106 => 0.21056549653651
107 => 0.21080221911073
108 => 0.21399181036069
109 => 0.23012366836746
110 => 0.23100168980583
111 => 0.22667799112204
112 => 0.22840522346503
113 => 0.22508931507069
114 => 0.22731530659047
115 => 0.22883827345425
116 => 0.22195627904651
117 => 0.22154877200146
118 => 0.21821917767364
119 => 0.22000831306755
120 => 0.21716167001245
121 => 0.21786013664682
122 => 0.21590716304588
123 => 0.21942212669441
124 => 0.22335240222358
125 => 0.22434534503354
126 => 0.22173333998931
127 => 0.21984207619776
128 => 0.21652164000083
129 => 0.22204359939707
130 => 0.2236583886032
131 => 0.22203511759681
201 => 0.22165897023546
202 => 0.22094617166538
203 => 0.22181019382172
204 => 0.22364959411439
205 => 0.22278216690475
206 => 0.22335511785882
207 => 0.22117161964639
208 => 0.2258157222629
209 => 0.23319167488208
210 => 0.23321538977584
211 => 0.23234795789045
212 => 0.23199302345203
213 => 0.23288306120661
214 => 0.23336587017721
215 => 0.2362440890705
216 => 0.2393325326163
217 => 0.25374495105108
218 => 0.24969800162682
219 => 0.26248555666076
220 => 0.27259885243641
221 => 0.2756313876387
222 => 0.2728415979444
223 => 0.26329787810168
224 => 0.26282961767548
225 => 0.27709196437509
226 => 0.27306219817558
227 => 0.27258287030876
228 => 0.267483631643
301 => 0.27049791324746
302 => 0.26983864564372
303 => 0.26879795947875
304 => 0.27454899880338
305 => 0.28531443102028
306 => 0.28363653745169
307 => 0.28238406773798
308 => 0.27689611004097
309 => 0.2802010863543
310 => 0.27902424759177
311 => 0.28408069375592
312 => 0.28108536706227
313 => 0.27303166873324
314 => 0.27431424673747
315 => 0.27412038765232
316 => 0.27810999388774
317 => 0.27691241312398
318 => 0.27388654078772
319 => 0.28527763594331
320 => 0.28453796158451
321 => 0.28558665071219
322 => 0.28604831609799
323 => 0.29298187498559
324 => 0.2958223322127
325 => 0.29646716573246
326 => 0.29916538040937
327 => 0.29640003169328
328 => 0.30746339821786
329 => 0.31481989139137
330 => 0.32336483677407
331 => 0.33585129864301
401 => 0.34054632381196
402 => 0.33969820953873
403 => 0.34916530242173
404 => 0.36617745789084
405 => 0.34313685255517
406 => 0.36739866592059
407 => 0.3597176559252
408 => 0.34150611940161
409 => 0.34033351114941
410 => 0.35266657512347
411 => 0.38002012400452
412 => 0.3731683702512
413 => 0.38003133101909
414 => 0.37202532273572
415 => 0.37162775694452
416 => 0.37964249706651
417 => 0.39836937422229
418 => 0.38947293685207
419 => 0.37671771238593
420 => 0.38613597163845
421 => 0.37797700385517
422 => 0.35959256588814
423 => 0.37316313084424
424 => 0.36408888052553
425 => 0.36673722918221
426 => 0.38580995365926
427 => 0.38351507299001
428 => 0.38648486107624
429 => 0.38124326283693
430 => 0.37634678355723
501 => 0.36720714136434
502 => 0.36450134388994
503 => 0.36524912896747
504 => 0.3645009733248
505 => 0.35938742751552
506 => 0.35828315778488
507 => 0.35644265985463
508 => 0.35701310712304
509 => 0.35355243255751
510 => 0.36008344047451
511 => 0.36129565309494
512 => 0.36604837601607
513 => 0.36654181947629
514 => 0.37977808516085
515 => 0.3724877724482
516 => 0.37737874363116
517 => 0.37694124913295
518 => 0.34190081862029
519 => 0.3467290807806
520 => 0.35424034150991
521 => 0.35085652873263
522 => 0.3460726091558
523 => 0.34220933759997
524 => 0.33635608615309
525 => 0.34459442516283
526 => 0.35542696491097
527 => 0.36681655056072
528 => 0.38050039144368
529 => 0.37744631745607
530 => 0.36656074067369
531 => 0.36704905969623
601 => 0.37006765574711
602 => 0.36615829959285
603 => 0.36500535414326
604 => 0.36990925874702
605 => 0.36994302924289
606 => 0.36544484252594
607 => 0.36044593114952
608 => 0.36042498552833
609 => 0.35953547753265
610 => 0.3721835642321
611 => 0.379138733051
612 => 0.37993613194727
613 => 0.37908506175194
614 => 0.37941260489235
615 => 0.37536554540332
616 => 0.38461592327703
617 => 0.3931049847815
618 => 0.39082973495596
619 => 0.38741881202165
620 => 0.38470184761216
621 => 0.39018970448746
622 => 0.38994533885949
623 => 0.39303084023496
624 => 0.39289086406985
625 => 0.39185332600885
626 => 0.39082977200971
627 => 0.39488804791901
628 => 0.39371932963105
629 => 0.39254879600078
630 => 0.39020111160554
701 => 0.39052020090576
702 => 0.38710986691538
703 => 0.38553209036517
704 => 0.36180611666522
705 => 0.35546576122404
706 => 0.35746056611567
707 => 0.35811730768108
708 => 0.35535797686769
709 => 0.35931414844017
710 => 0.35869758329122
711 => 0.36109627760722
712 => 0.35959767753778
713 => 0.35965918060737
714 => 0.36406624387637
715 => 0.36534563309234
716 => 0.36469492541116
717 => 0.36515065876611
718 => 0.37565284157783
719 => 0.37415976702291
720 => 0.37336660092368
721 => 0.37358631335376
722 => 0.37626984623149
723 => 0.3770210889218
724 => 0.3738380208541
725 => 0.37533917415592
726 => 0.38173089439037
727 => 0.38396763473239
728 => 0.39110623620786
729 => 0.38807363142256
730 => 0.39364010875404
731 => 0.41074956231904
801 => 0.4244177777109
802 => 0.41184792197365
803 => 0.43694785890407
804 => 0.4564917601765
805 => 0.45574163269359
806 => 0.45233370144816
807 => 0.430083489451
808 => 0.40960851263923
809 => 0.42673670015571
810 => 0.42678036342813
811 => 0.42530903693023
812 => 0.4161707544155
813 => 0.42499104450709
814 => 0.42569116710398
815 => 0.42529928462735
816 => 0.41829298484914
817 => 0.40759566006846
818 => 0.40968589172483
819 => 0.41310973381753
820 => 0.40662768644776
821 => 0.40455627955202
822 => 0.40840741907249
823 => 0.42081659302422
824 => 0.4184707105701
825 => 0.41840945009876
826 => 0.42844613004649
827 => 0.42126203325502
828 => 0.40971225623986
829 => 0.4067957852207
830 => 0.39644427787293
831 => 0.40359410086884
901 => 0.40385141026987
902 => 0.39993552528444
903 => 0.41003000872476
904 => 0.40993698628276
905 => 0.41952019594376
906 => 0.43783969352642
907 => 0.4324217166435
908 => 0.42612119900287
909 => 0.42680623996481
910 => 0.43431944849214
911 => 0.42977679110665
912 => 0.431410362375
913 => 0.43431697588637
914 => 0.43607060798494
915 => 0.4265539192927
916 => 0.4243351239227
917 => 0.41979624728702
918 => 0.41861213909492
919 => 0.42230895940791
920 => 0.42133497786603
921 => 0.40382978441107
922 => 0.40200039429705
923 => 0.40205649908008
924 => 0.39745641065562
925 => 0.39044017166059
926 => 0.40887842882166
927 => 0.40739757872838
928 => 0.4057628348341
929 => 0.40596308163343
930 => 0.41396650413653
1001 => 0.40932411490221
1002 => 0.42166666755429
1003 => 0.41912940978011
1004 => 0.41652708091798
1005 => 0.41616735980036
1006 => 0.4151656852087
1007 => 0.41173057032722
1008 => 0.40758246268942
1009 => 0.40484352272402
1010 => 0.37344674976526
1011 => 0.37927380819978
1012 => 0.38597730777561
1013 => 0.38829132896659
1014 => 0.38433303559402
1015 => 0.41188686787565
1016 => 0.41692121854884
1017 => 0.40167184197718
1018 => 0.39881930624857
1019 => 0.41207387964312
1020 => 0.40407975158051
1021 => 0.40767950695762
1022 => 0.39989880479323
1023 => 0.41570859089466
1024 => 0.41558814681321
1025 => 0.40943778293953
1026 => 0.41463602836969
1027 => 0.41373270530366
1028 => 0.40678895963796
1029 => 0.4159287200176
1030 => 0.41593325322472
1031 => 0.41001366171675
1101 => 0.40310087480065
1102 => 0.40186503177279
1103 => 0.40093399006345
1104 => 0.40745052777101
1105 => 0.41329323510293
1106 => 0.42416506491763
1107 => 0.42689850124135
1108 => 0.437567285188
1109 => 0.43121454380144
1110 => 0.43403063177633
1111 => 0.43708789363304
1112 => 0.43855365739423
1113 => 0.43616527400259
1114 => 0.4527382869184
1115 => 0.45413755699249
1116 => 0.45460672014469
1117 => 0.44901839343649
1118 => 0.45398213551753
1119 => 0.45165976497967
1120 => 0.45770192794606
1121 => 0.4586494162494
1122 => 0.45784692736434
1123 => 0.45814767510691
1124 => 0.44400553226309
1125 => 0.44327218755089
1126 => 0.43327298036429
1127 => 0.43734773120323
1128 => 0.42973017981771
1129 => 0.43214578383153
1130 => 0.43321055906411
1201 => 0.43265438090807
1202 => 0.43757811150196
1203 => 0.43339193464545
1204 => 0.42234392564993
1205 => 0.41129290663175
1206 => 0.41115417008994
1207 => 0.40824463184914
1208 => 0.40614156860955
1209 => 0.40654669319967
1210 => 0.40797440509649
1211 => 0.40605858739867
1212 => 0.40646742423892
1213 => 0.41325683985274
1214 => 0.41461840873419
1215 => 0.40999126567571
1216 => 0.39141261860233
1217 => 0.38685337200952
1218 => 0.39013046804664
1219 => 0.38856422721291
1220 => 0.31360165755535
1221 => 0.33121300136088
1222 => 0.32074893889636
1223 => 0.32557126030838
1224 => 0.31489016218794
1225 => 0.31998774205533
1226 => 0.31904640518763
1227 => 0.34736492486938
1228 => 0.3469227701354
1229 => 0.34713440620825
1230 => 0.33703246503633
1231 => 0.35312513162078
]
'min_raw' => 0.205448550549
'max_raw' => 0.4586494162494
'avg_raw' => 0.3320489833992
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.205448'
'max' => '$0.458649'
'avg' => '$0.332048'
'bar_min_pct' => 61.631153054958
'bar_max_pct' => 60.119598047091
'min_diff' => 0.031679749642556
'max_diff' => 0.069385851201716
'year' => 2035
]
10 => [
'items' => [
101 => 0.36105295785386
102 => 0.35958572821038
103 => 0.35995499830142
104 => 0.35360971468698
105 => 0.34719584242374
106 => 0.34008187099594
107 => 0.35329875059534
108 => 0.35182925920355
109 => 0.35519974375001
110 => 0.36377183493229
111 => 0.36503410792109
112 => 0.36673061561874
113 => 0.36612253837477
114 => 0.38060940531281
115 => 0.37885495013919
116 => 0.38308268231642
117 => 0.37438591646905
118 => 0.36454470040816
119 => 0.36641519384774
120 => 0.36623505028795
121 => 0.36394161601267
122 => 0.36187120609532
123 => 0.35842455691732
124 => 0.36933026492463
125 => 0.3688875130957
126 => 0.37605515056347
127 => 0.37478820101832
128 => 0.36632720188071
129 => 0.36662938812016
130 => 0.36866173580621
131 => 0.37569571435256
201 => 0.37778387809489
202 => 0.37681655745051
203 => 0.37910613366568
204 => 0.38091572135261
205 => 0.37933339001826
206 => 0.40173586487126
207 => 0.3924327954172
208 => 0.39696704673877
209 => 0.3980484389616
210 => 0.39527847552204
211 => 0.39587918140712
212 => 0.39678908714048
213 => 0.40231385657557
214 => 0.41681245017818
215 => 0.42323377858951
216 => 0.44255266193775
217 => 0.42270057665415
218 => 0.42152263606952
219 => 0.42500255033492
220 => 0.43634477997183
221 => 0.44553659177109
222 => 0.44858604603324
223 => 0.44898908175499
224 => 0.45471006067469
225 => 0.45798921910151
226 => 0.45401538335715
227 => 0.45064797364175
228 => 0.43858633001946
229 => 0.43998249811151
301 => 0.44960071175242
302 => 0.46318700503016
303 => 0.47484545807536
304 => 0.47076307415704
305 => 0.5019087817399
306 => 0.50499675142793
307 => 0.50457009386306
308 => 0.5116049483639
309 => 0.49764219480293
310 => 0.49167284714001
311 => 0.45137604584394
312 => 0.46269780332297
313 => 0.47915464272224
314 => 0.47697651831777
315 => 0.46502512165344
316 => 0.47483639186928
317 => 0.47159247910914
318 => 0.46903387052515
319 => 0.48075535245908
320 => 0.46786710158078
321 => 0.47902607256073
322 => 0.46471457685417
323 => 0.4707817221429
324 => 0.46733771704222
325 => 0.46956641042375
326 => 0.45653751445501
327 => 0.46356759046117
328 => 0.45624504018041
329 => 0.45624156833815
330 => 0.45607992263485
331 => 0.46469487056701
401 => 0.46497580370979
402 => 0.45860934417146
403 => 0.4576918378892
404 => 0.46108433949923
405 => 0.45711260861146
406 => 0.45897095649607
407 => 0.45716889607576
408 => 0.45676321431795
409 => 0.45353067305063
410 => 0.4521380053921
411 => 0.45268410626563
412 => 0.45081998244996
413 => 0.44969678042272
414 => 0.45585648948105
415 => 0.45256560541313
416 => 0.45535211429972
417 => 0.452176535738
418 => 0.44116859690937
419 => 0.43483781488218
420 => 0.41404483887136
421 => 0.41994170107442
422 => 0.4238513268158
423 => 0.42255919553159
424 => 0.42533519351849
425 => 0.42550561724916
426 => 0.42460311200567
427 => 0.42355812655179
428 => 0.42304948542417
429 => 0.42684047966764
430 => 0.42904127942498
501 => 0.42424371006299
502 => 0.4231197066866
503 => 0.42797031419264
504 => 0.43092918196922
505 => 0.4527757991873
506 => 0.45115733122014
507 => 0.45521936820942
508 => 0.45476204518146
509 => 0.45901970707946
510 => 0.46597918486051
511 => 0.45182862063104
512 => 0.45428466929158
513 => 0.45368250287846
514 => 0.46025679788037
515 => 0.46027732211176
516 => 0.45633570384772
517 => 0.45847251905411
518 => 0.45727980742637
519 => 0.45943519854235
520 => 0.45113571559371
521 => 0.46124358995133
522 => 0.46697410337506
523 => 0.46705367155951
524 => 0.4697698894422
525 => 0.47252972412373
526 => 0.477826986464
527 => 0.47238198635216
528 => 0.46258696121103
529 => 0.46329413038848
530 => 0.45755131073209
531 => 0.45764784856804
601 => 0.45713252203394
602 => 0.45867905575475
603 => 0.45147509277629
604 => 0.45316584848826
605 => 0.45079878059045
606 => 0.45427952374825
607 => 0.45053481949792
608 => 0.45368221249559
609 => 0.45504052297565
610 => 0.46005271788942
611 => 0.44979451423386
612 => 0.42887734256085
613 => 0.43327438564271
614 => 0.42677081354436
615 => 0.4273727439029
616 => 0.42858873902367
617 => 0.42464730098841
618 => 0.42539920315655
619 => 0.42537233992005
620 => 0.42514084706058
621 => 0.42411552680205
622 => 0.42262860957375
623 => 0.42855203016232
624 => 0.42955853474574
625 => 0.43179586975516
626 => 0.43845266114434
627 => 0.43778749070661
628 => 0.4388724112882
629 => 0.43650403575015
630 => 0.42748260605145
701 => 0.4279725130875
702 => 0.42186336449776
703 => 0.43163964509048
704 => 0.42932449280552
705 => 0.42783189906646
706 => 0.42742463103597
707 => 0.43409792332343
708 => 0.43609467696689
709 => 0.43485043409344
710 => 0.43229845565964
711 => 0.43719900867723
712 => 0.43851018992701
713 => 0.43880371505433
714 => 0.44748655541367
715 => 0.43928898937609
716 => 0.44126222499813
717 => 0.45665684603637
718 => 0.44269604906718
719 => 0.45009139458468
720 => 0.44972943090512
721 => 0.45351263942703
722 => 0.44941909738274
723 => 0.44946984174245
724 => 0.45282907461316
725 => 0.44811163788709
726 => 0.44694353421225
727 => 0.44532980735158
728 => 0.44885332091484
729 => 0.4509655079412
730 => 0.46798818414325
731 => 0.47898560929811
801 => 0.4785081820685
802 => 0.48287097324088
803 => 0.48090549585914
804 => 0.47455845092674
805 => 0.48539208268667
806 => 0.48196386829942
807 => 0.48224648612823
808 => 0.48223596707852
809 => 0.48451542994634
810 => 0.48290022159479
811 => 0.47971648013614
812 => 0.48182999629538
813 => 0.48810638369248
814 => 0.50758848275613
815 => 0.51849092349564
816 => 0.50693214213411
817 => 0.51490523473904
818 => 0.51012422027946
819 => 0.50925536772929
820 => 0.51426305909211
821 => 0.51927951575574
822 => 0.51895998915301
823 => 0.51531829921311
824 => 0.51326120097052
825 => 0.52883823804186
826 => 0.54031513360813
827 => 0.53953248627259
828 => 0.5429868370811
829 => 0.55312891789391
830 => 0.55405618265874
831 => 0.55393936861131
901 => 0.55164104614161
902 => 0.56162724181744
903 => 0.56995790194062
904 => 0.55110905089479
905 => 0.55828644662346
906 => 0.56150861080731
907 => 0.56623970380224
908 => 0.57422185070793
909 => 0.58289257940741
910 => 0.58411871551522
911 => 0.58324871327071
912 => 0.57753013461171
913 => 0.58701774941799
914 => 0.59257537165956
915 => 0.59588480852049
916 => 0.60427698976203
917 => 0.56152850979636
918 => 0.53126901093934
919 => 0.52654355324036
920 => 0.53615295729069
921 => 0.5386868805052
922 => 0.5376654592347
923 => 0.50360564219785
924 => 0.5263642353525
925 => 0.55085056799004
926 => 0.55179118775037
927 => 0.5640495578538
928 => 0.56804138564704
929 => 0.57791098032159
930 => 0.5772936344875
1001 => 0.5796967237312
1002 => 0.57914429512978
1003 => 0.59742564097604
1004 => 0.61759268025059
1005 => 0.61689435980777
1006 => 0.61399510930647
1007 => 0.61830099069657
1008 => 0.63911553645917
1009 => 0.63719926663165
1010 => 0.63906075954161
1011 => 0.66360228205212
1012 => 0.69550975230665
1013 => 0.68068552891579
1014 => 0.71284982811859
1015 => 0.73309554951052
1016 => 0.7681084312112
1017 => 0.7637246459802
1018 => 0.77735490388987
1019 => 0.75587675549311
1020 => 0.70655858532419
1021 => 0.69875379611258
1022 => 0.71437918176296
1023 => 0.75279266768156
1024 => 0.71316940438939
1025 => 0.72118513894795
1026 => 0.71887660685584
1027 => 0.71875359499128
1028 => 0.72344845753608
1029 => 0.71663831454728
1030 => 0.68889256688958
1031 => 0.70160827953439
1101 => 0.69669813222355
1102 => 0.70214630674066
1103 => 0.73154785761136
1104 => 0.71854873112599
1105 => 0.70485520733694
1106 => 0.7220299250046
1107 => 0.74389924246883
1108 => 0.74253069988486
1109 => 0.73987515526554
1110 => 0.75484432124487
1111 => 0.77956899788862
1112 => 0.78625197863363
1113 => 0.79118521839207
1114 => 0.79186542880699
1115 => 0.79887201882909
1116 => 0.76119581839225
1117 => 0.82098891607896
1118 => 0.83131353229846
1119 => 0.82937293236069
1120 => 0.84084830876241
1121 => 0.83747196192282
1122 => 0.83258016508485
1123 => 0.85077107756413
1124 => 0.82991666433758
1125 => 0.80031645026012
1126 => 0.78407718739137
1127 => 0.8054623587209
1128 => 0.81852153661222
1129 => 0.82715282247867
1130 => 0.8297646443667
1201 => 0.76412051458178
1202 => 0.72874196941805
1203 => 0.75141921125216
1204 => 0.77908701138939
1205 => 0.76104212236551
1206 => 0.76174944785175
1207 => 0.73602217821712
1208 => 0.78136330388436
1209 => 0.77475748325353
1210 => 0.80902849237176
1211 => 0.80084944100366
1212 => 0.82879611854666
1213 => 0.82143682175443
1214 => 0.85198485128623
1215 => 0.86417128732134
1216 => 0.88463421009162
1217 => 0.89968681938051
1218 => 0.90852599946548
1219 => 0.90799532824811
1220 => 0.94302056340681
1221 => 0.92236740592224
1222 => 0.89642217254614
1223 => 0.89595290513053
1224 => 0.90939030914281
1225 => 0.93755142158079
1226 => 0.94485318830844
1227 => 0.94893387978386
1228 => 0.94268415873936
1229 => 0.92026663651499
1230 => 0.91058686407793
1231 => 0.91883431064431
]
'min_raw' => 0.34008187099594
'max_raw' => 0.94893387978386
'avg_raw' => 0.6445078753899
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.340081'
'max' => '$0.948933'
'avg' => '$0.6445078'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.13463332044693
'max_diff' => 0.49028446353446
'year' => 2036
]
11 => [
'items' => [
101 => 0.90874839220479
102 => 0.9261595170403
103 => 0.95006871025506
104 => 0.94513155640341
105 => 0.96163572151
106 => 0.97871579610652
107 => 1.0031410698937
108 => 1.0095267409269
109 => 1.0200820123196
110 => 1.0309468538086
111 => 1.0344363480792
112 => 1.0410988753682
113 => 1.0410637605607
114 => 1.061141734986
115 => 1.0832883625402
116 => 1.0916482017464
117 => 1.1108711910366
118 => 1.077952495531
119 => 1.1029217042147
120 => 1.1254445554673
121 => 1.0985918836958
122 => 1.1356020358627
123 => 1.1370390562045
124 => 1.1587363572571
125 => 1.1367419859404
126 => 1.1236817984611
127 => 1.1613860703551
128 => 1.1796299798511
129 => 1.174134765837
130 => 1.1323159158578
131 => 1.107975551475
201 => 1.0442721229796
202 => 1.1197315858157
203 => 1.1564856889805
204 => 1.1322207316097
205 => 1.1444585646993
206 => 1.211224213905
207 => 1.2366442503669
208 => 1.2313570604823
209 => 1.2322505085383
210 => 1.2459666988068
211 => 1.3067918401015
212 => 1.270344005522
213 => 1.2982070093837
214 => 1.3129854461644
215 => 1.3267124818576
216 => 1.2930032206693
217 => 1.2491479671508
218 => 1.2352571674432
219 => 1.1298080598092
220 => 1.1243189758146
221 => 1.1212377866322
222 => 1.1018113246797
223 => 1.0865474469409
224 => 1.0744090446515
225 => 1.0425542522104
226 => 1.053304309552
227 => 1.0025344190128
228 => 1.0350151958053
301 => 0.95398522462283
302 => 1.0214693924422
303 => 0.98474082802672
304 => 1.0094030712202
305 => 1.009317026977
306 => 0.96390601808654
307 => 0.93771389586211
308 => 0.95440453555617
309 => 0.97229822621282
310 => 0.97520141732026
311 => 0.99840105432972
312 => 1.0048755743445
313 => 0.98525747643321
314 => 0.95230605857639
315 => 0.95995992140271
316 => 0.93755879057623
317 => 0.89830167044989
318 => 0.92649681948819
319 => 0.93612388302306
320 => 0.94037574272177
321 => 0.90177087378822
322 => 0.88964038581682
323 => 0.8831822158055
324 => 0.94732265477625
325 => 0.95083641281192
326 => 0.9328595299061
327 => 1.0141167452784
328 => 0.99572573485759
329 => 1.0162729994046
330 => 0.95926541357521
331 => 0.96144318012479
401 => 0.93445487540608
402 => 0.94956652268938
403 => 0.93888609746067
404 => 0.9483456509251
405 => 0.95401566826848
406 => 0.98099954447195
407 => 1.0217775049637
408 => 0.97696905320012
409 => 0.9574453690979
410 => 0.96955775290955
411 => 1.0018146271513
412 => 1.0506854428264
413 => 1.0217529363299
414 => 1.0345926914073
415 => 1.0373976066907
416 => 1.0160638475398
417 => 1.0514720489565
418 => 1.0704475917514
419 => 1.0899125722237
420 => 1.1068134693715
421 => 1.082137830979
422 => 1.1085443011728
423 => 1.0872653475661
424 => 1.0681759264031
425 => 1.0682048771752
426 => 1.0562298044278
427 => 1.0330265920232
428 => 1.0287475636547
429 => 1.0510076096096
430 => 1.0688580584311
501 => 1.070328306894
502 => 1.0802112325508
503 => 1.0860598461523
504 => 1.1433842102513
505 => 1.1664405437039
506 => 1.1946333918158
507 => 1.2056160950172
508 => 1.2386700941364
509 => 1.2119763053331
510 => 1.2062009362137
511 => 1.1260227462311
512 => 1.1391519203491
513 => 1.1601729948888
514 => 1.1263693760077
515 => 1.1478099916673
516 => 1.1520428233728
517 => 1.1252207419732
518 => 1.1395475745625
519 => 1.1014997548153
520 => 1.0226068434615
521 => 1.0515598793196
522 => 1.0728790591976
523 => 1.0424539608757
524 => 1.0969897720038
525 => 1.0651310769904
526 => 1.0550334001582
527 => 1.0156387627541
528 => 1.0342315151702
529 => 1.0593784790356
530 => 1.0438405790151
531 => 1.076084054585
601 => 1.1217494150127
602 => 1.1542932702727
603 => 1.1567915833809
604 => 1.1358680647177
605 => 1.1693981369076
606 => 1.1696423668779
607 => 1.1318203084733
608 => 1.1086545082946
609 => 1.1033911897527
610 => 1.1165399914047
611 => 1.1325050640128
612 => 1.1576775337994
613 => 1.1728887300908
614 => 1.2125514626235
615 => 1.2232830608272
616 => 1.2350738336357
617 => 1.2508299422477
618 => 1.2697491904196
619 => 1.2283549524928
620 => 1.2299996227341
621 => 1.1914538815189
622 => 1.150262229012
623 => 1.1815215586527
624 => 1.2223889739037
625 => 1.2130139436907
626 => 1.2119590612772
627 => 1.2137330808967
628 => 1.2066646142759
629 => 1.1746942017197
630 => 1.1586388606793
701 => 1.1793543467757
702 => 1.1903637056957
703 => 1.2074382612637
704 => 1.2053334618898
705 => 1.2493156833595
706 => 1.2664058446692
707 => 1.262033450077
708 => 1.2628380759095
709 => 1.2937789966283
710 => 1.3281916639533
711 => 1.3604236680546
712 => 1.3932114470232
713 => 1.3536844997478
714 => 1.3336151536045
715 => 1.3543215959677
716 => 1.3433344661855
717 => 1.4064697729083
718 => 1.4108411245631
719 => 1.4739718658847
720 => 1.5338904568677
721 => 1.4962566634243
722 => 1.5317436355781
723 => 1.5701256892578
724 => 1.6441708980696
725 => 1.6192350766836
726 => 1.6001346282961
727 => 1.5820847968626
728 => 1.6196436307457
729 => 1.6679624705192
730 => 1.6783698858143
731 => 1.6952338745311
801 => 1.6775034524259
802 => 1.6988577929097
803 => 1.7742479983902
804 => 1.7538768993816
805 => 1.7249466639718
806 => 1.7844599906464
807 => 1.8059976322177
808 => 1.9571600801158
809 => 2.1480089147963
810 => 2.0689962440575
811 => 2.019950529607
812 => 2.0314774358828
813 => 2.1011689696674
814 => 2.1235516784203
815 => 2.0627077602475
816 => 2.0841988607512
817 => 2.2026169374848
818 => 2.2661444363456
819 => 2.1798655600113
820 => 1.9418255620745
821 => 1.7223418128057
822 => 1.7805587865939
823 => 1.7739587884493
824 => 1.9011842389437
825 => 1.7533910554074
826 => 1.7558795135814
827 => 1.8857358516579
828 => 1.8510924069603
829 => 1.7949744633474
830 => 1.7227515358979
831 => 1.5892407746954
901 => 1.4709865702752
902 => 1.7029102974599
903 => 1.6929093246178
904 => 1.6784264338812
905 => 1.710656540003
906 => 1.8671567866549
907 => 1.8635489494277
908 => 1.840597729723
909 => 1.8580060275862
910 => 1.7919227045641
911 => 1.8089538815962
912 => 1.7223070454585
913 => 1.7614750340842
914 => 1.7948540594443
915 => 1.8015553929702
916 => 1.8166538395827
917 => 1.6876392663777
918 => 1.7455630220779
919 => 1.7795878018298
920 => 1.6258626090785
921 => 1.7765491490333
922 => 1.6853934096897
923 => 1.6544537826433
924 => 1.6961099144754
925 => 1.6798764793885
926 => 1.6659199251601
927 => 1.6581319280966
928 => 1.6887195938946
929 => 1.687292642725
930 => 1.6372452846693
1001 => 1.5719605462769
1002 => 1.5938722473799
1003 => 1.5859115209459
1004 => 1.5570608213949
1005 => 1.5765027094455
1006 => 1.490890473785
1007 => 1.343599072068
1008 => 1.4409042836999
1009 => 1.4371581388998
1010 => 1.4352691628174
1011 => 1.5083913400403
1012 => 1.501362329916
1013 => 1.4886046077121
1014 => 1.5568265158219
1015 => 1.5319246016477
1016 => 1.6086664335038
1017 => 1.6592135673147
1018 => 1.6463931791518
1019 => 1.6939330028165
1020 => 1.5943770487179
1021 => 1.6274455431778
1022 => 1.6342609140551
1023 => 1.5559846680656
1024 => 1.5025123629015
1025 => 1.498946369776
1026 => 1.406232761559
1027 => 1.4557596227104
1028 => 1.4993412109629
1029 => 1.4784690122579
1030 => 1.471861497687
1031 => 1.5056178566343
1101 => 1.5082410148282
1102 => 1.4484327300182
1103 => 1.4608687663122
1104 => 1.5127291049775
1105 => 1.4595620188378
1106 => 1.3562670552626
1107 => 1.3306484761314
1108 => 1.3272304854312
1109 => 1.2577508669921
1110 => 1.3323604320889
1111 => 1.2997913575121
1112 => 1.4026766738628
1113 => 1.3439091329483
1114 => 1.3413757817167
1115 => 1.3375462497683
1116 => 1.2777422720109
1117 => 1.2908355423987
1118 => 1.3343595673292
1119 => 1.3498894297576
1120 => 1.3482695378739
1121 => 1.3341462758625
1122 => 1.3406118328885
1123 => 1.3197840209584
1124 => 1.3124292870725
1125 => 1.2892157238495
1126 => 1.2550981988223
1127 => 1.2598424499323
1128 => 1.1922467055173
1129 => 1.1554169563824
1130 => 1.1452229672301
1201 => 1.1315911388996
1202 => 1.146762718513
1203 => 1.1920552152664
1204 => 1.1374228548425
1205 => 1.0437595049104
1206 => 1.0493888318359
1207 => 1.0620362580754
1208 => 1.0384678629492
1209 => 1.0161623549079
1210 => 1.0355551844468
1211 => 0.99586878833841
1212 => 1.0668321694411
1213 => 1.0649128088548
1214 => 1.0913635689838
1215 => 1.1079037721167
1216 => 1.0697839588497
1217 => 1.0601969289
1218 => 1.0656581368656
1219 => 0.97539653418567
1220 => 1.0839872703715
1221 => 1.0849263675674
1222 => 1.076885247234
1223 => 1.1347064618901
1224 => 1.2567272597036
1225 => 1.210818127291
1226 => 1.1930407236099
1227 => 1.159245866217
1228 => 1.204275507153
1229 => 1.2008179333009
1230 => 1.185181473096
1231 => 1.1757244931753
]
'min_raw' => 0.8831822158055
'max_raw' => 2.2661444363456
'avg_raw' => 1.5746633260756
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$0.883182'
'max' => '$2.26'
'avg' => '$1.57'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.54310034480956
'max_diff' => 1.3172105565618
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.027722080564421
]
1 => [
'year' => 2028
'avg' => 0.047579138026038
]
2 => [
'year' => 2029
'avg' => 0.12997762978184
]
3 => [
'year' => 2030
'avg' => 0.10027754780819
]
4 => [
'year' => 2031
'avg' => 0.098484979207335
]
5 => [
'year' => 2032
'avg' => 0.17267516291409
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.027722080564421
'min' => '$0.027722'
'max_raw' => 0.17267516291409
'max' => '$0.172675'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.17267516291409
]
1 => [
'year' => 2033
'avg' => 0.44413827499265
]
2 => [
'year' => 2034
'avg' => 0.28151618297707
]
3 => [
'year' => 2035
'avg' => 0.3320489833992
]
4 => [
'year' => 2036
'avg' => 0.6445078753899
]
5 => [
'year' => 2037
'avg' => 1.5746633260756
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.17267516291409
'min' => '$0.172675'
'max_raw' => 1.5746633260756
'max' => '$1.57'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 1.5746633260756
]
]
]
]
'prediction_2025_max_price' => '$0.047399'
'last_price' => false
'sma_50day_nextmonth' => '—'
'sma_200day_nextmonth' => '—'
'sma_50day_ts_nextmonth' => 1770163200
'sma_200day_ts_nextmonth' => 1770163200
'sma_200day_direction' => 'decrease'
'sma_200day_direction_label' => 'azalmak'
'sma_200day_date_nextmonth' => '4 Şub 2026'
'sma_50day_date_nextmonth' => '4 Şub 2026'
'daily_sma3' => '—'
'daily_sma3_action' => '—'
'daily_sma5' => '—'
'daily_sma5_action' => '—'
'daily_sma10' => '—'
'daily_sma10_action' => '—'
'daily_sma21' => '—'
'daily_sma21_action' => '—'
'daily_sma50' => '—'
'daily_sma50_action' => '—'
'daily_sma100' => '—'
'daily_sma100_action' => '—'
'daily_sma200' => '—'
'daily_sma200_action' => '—'
'daily_ema3' => '—'
'daily_ema3_action' => '—'
'daily_ema5' => '—'
'daily_ema5_action' => '—'
'daily_ema10' => '—'
'daily_ema10_action' => '—'
'daily_ema21' => '—'
'daily_ema21_action' => '—'
'daily_ema50' => '—'
'daily_ema50_action' => '—'
'daily_ema100' => '—'
'daily_ema100_action' => '—'
'daily_ema200' => '—'
'daily_ema200_action' => '—'
'weekly_sma21' => '—'
'weekly_sma21_action' => '—'
'weekly_sma50' => '—'
'weekly_sma50_action' => '—'
'weekly_sma100' => '—'
'weekly_sma100_action' => '—'
'weekly_sma200' => '—'
'weekly_sma200_action' => '—'
'weekly_ema3' => '—'
'weekly_ema3_action' => '—'
'weekly_ema5' => '—'
'weekly_ema5_action' => '—'
'weekly_ema10' => '—'
'weekly_ema10_action' => '—'
'weekly_ema21' => '—'
'weekly_ema21_action' => '—'
'weekly_ema50' => '—'
'weekly_ema50_action' => '—'
'weekly_ema100' => '—'
'weekly_ema100_action' => '—'
'weekly_ema200' => '—'
'weekly_ema200_action' => '—'
'rsi_14' => '—'
'rsi_14_action' => '—'
'stoch_rsi_14' => '—'
'stoch_rsi_14_action' => '—'
'momentum_10' => '—'
'momentum_10_action' => '—'
'vwma_10' => '—'
'vwma_10_action' => '—'
'hma_9' => '—'
'hma_9_action' => '—'
'stochastic_fast_14' => '—'
'stochastic_fast_14_action' => '—'
'cci_20' => '—'
'cci_20_action' => '—'
'adx_14' => '—'
'adx_14_action' => '—'
'ao_5_34' => '—'
'ao_5_34_action' => '—'
'macd_12_26' => '—'
'macd_12_26_action' => '—'
'williams_percent_r_14' => '—'
'williams_percent_r_14_action' => '—'
'ultimate_oscillator' => '—'
'ultimate_oscillator_action' => '—'
'ichimoku_cloud' => '—'
'ichimoku_cloud_action' => '—'
'sell_signals' => 0
'buy_signals' => 0
'sell_pct' => 0
'buy_pct' => 0
'overall_action' => 'neutral'
'overall_action_label' => 'Nötr'
'overall_action_dir' => 0
'last_updated' => 1767675450
'last_updated_date' => '6 Ocak 2026'
]
XaruCoin için 2026 fiyat tahmini
XaruCoin için 2026 fiyat tahmini, ortalama fiyatın alt sınırda $0.015879 ile üst sınırda $0.047399 arasında olabileceğini gösteriyor. Kripto piyasasında, bugünün ortalama fiyatına kıyasla, XaruCoin 3.13% artabilir ve eğer XAR tahmin edilen fiyat hedefine ulaşırsa 2026 yılına kadar bu gerçekleşebilir.
XaruCoin fiyat tahmini 2027-2032
XAR için 2027-2032 fiyat tahmini, şu anda alt sınırda $0.027722 ve üst sınırda $0.172675 fiyat aralığında bulunuyor. Piyasadaki fiyat dalgalanmaları göz önüne alındığında, XaruCoin üst fiyat hedefine ulaşırsa, bugünün fiyatına kıyasla 2032 yılına kadar 275.71% artış gösterebilir.
| XaruCoin Fiyat Tahmini | Potansiyel Düşük ($) | Ortalama Fiyat ($) | Potansiyel Yüksek ($) |
|---|---|---|---|
| 2027 | $0.015286 | $0.027722 | $0.040157 |
| 2028 | $0.027587 | $0.047579 | $0.06757 |
| 2029 | $0.060602 | $0.129977 | $0.199353 |
| 2030 | $0.051539 | $0.100277 | $0.149015 |
| 2031 | $0.060935 | $0.098484 | $0.136034 |
| 2032 | $0.093013 | $0.172675 | $0.252336 |
XaruCoin fiyat tahmini 2032-2037
XaruCoin için 2032-2037 fiyat tahmini, şu anda alt sınırda $0.172675 ve üst sınırda $1.57 olarak tahmin edilmektedir. Mevcut fiyata kıyasla, XaruCoin üst fiyat hedefine ulaşırsa, 2037 yılına kadar potansiyel olarak 3326.16% artış gösterebilir. Lütfen bu bilgilerin sadece genel amaçlar için olduğunu ve uzun vadeli yatırım tavsiyesi olarak değerlendirilmemesi gerektiğini unutmayın.
| XaruCoin Fiyat Tahmini | Potansiyel Düşük ($) | Ortalama Fiyat ($) | Potansiyel Yüksek ($) |
|---|---|---|---|
| 2032 | $0.093013 | $0.172675 | $0.252336 |
| 2033 | $0.216143 | $0.444138 | $0.672133 |
| 2034 | $0.173768 | $0.281516 | $0.389263 |
| 2035 | $0.205448 | $0.332048 | $0.458649 |
| 2036 | $0.340081 | $0.6445078 | $0.948933 |
| 2037 | $0.883182 | $1.57 | $2.26 |
XaruCoin Potansiyel fiyat histogramı
Teknik Analize Dayalı XaruCoin Fiyat Tahmini
Piyasa Duyarlılık Göstergesi
Boğa 0%
Ayı 0%
6 Ocak 2026 itibariyle, XaruCoin için genel fiyat tahmini duyarlılığı Nötr, 0 teknik gösterge yükseliş sinyalleri gösterirken 0 düşüş sinyalleri gösteriyor. XAR fiyat tahmini en son 6 Ocak 2026 tarihinde güncellendi.
XaruCoin'ın 50 Günlük, 200 Günlük Basit Hareketli Ortalamaları ve 14 Günlük Göreceli Güç Endeksi - RSI (14)
Teknik göstergelerimize göre, XaruCoin'ın 200 günlük SMA'sının önümüzdeki ay içinde azalmak ve 4 Şub 2026 tarihinde — seviyesine ulaşması bekleniyor. XaruCoin için kısa vadeli 50 günlük SMA'nın 4 Şub 2026 tarihinde — 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 — seviyesinde olup, XAR piyasasının — durumda olduğunu gösteriyor.
19 Ekim 2024 Cumartesi için Popüler XAR 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 | — | — |
| SMA 5 | — | — |
| SMA 10 | — | — |
| SMA 21 | — | — |
| SMA 50 | — | — |
| SMA 100 | — | — |
| SMA 200 | — | — |
Günlük Üstel Hareketli Ortalama (EMA)
| Dönem | Değer | İşlem |
|---|---|---|
| EMA 3 | — | — |
| EMA 5 | — | — |
| EMA 10 | — | — |
| EMA 21 | — | — |
| EMA 50 | — | — |
| EMA 100 | — | — |
| EMA 200 | — | — |
Haftalık Basit Hareketli Ortalama (SMA)
| Dönem | Değer | İşlem |
|---|---|---|
| SMA 21 | — | — |
| SMA 50 | — | — |
| SMA 100 | — | — |
| SMA 200 | — | — |
Haftalık Üstel Hareketli Ortalama (EMA)
| Dönem | Değer | İşlem |
|---|---|---|
| EMA 21 | — | — |
| EMA 50 | — | — |
| EMA 100 | — | — |
| EMA 200 | — | — |
XaruCoin 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) | — | — |
| Stoch RSI (14) | — | — |
| Hızlı Stokastik (14) | — | — |
| Emtia Kanal Endeksi (20) | — | — |
| Ortalama Yön Endeksi (14) | — | — |
| Harika Osilatör (5, 34) | — | — |
| Momentum (10) | — | — |
| MACD (12, 26) | — | — |
| Williams Yüzde Aralığı (14) | — | — |
| Ultimate Osilatör (7, 14, 28) | — | — |
| VWMA (10) | — | — |
| Hull Hareketli Ortalaması (9) | — | — |
| Ichimoku Bulutu B/L (9, 26, 52, 26) | — | — |
Dünya genelinde para akışlarına göre XaruCoin fiyat tahmini
XaruCoin 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 XaruCoin fiyat tahminleri
| Karşılaştırma | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook hisseleri | $0.064592 | $0.090763 | $0.127538 | $0.179212 | $0.251823 | $0.353854 |
| Amazon.com hisseleri | $0.095915 | $0.200132 | $0.417589 | $0.871324 | $1.81 | $3.79 |
| Apple hisseleri | $0.0652022 | $0.092484 | $0.131182 | $0.186071 | $0.263928 | $0.374362 |
| Netflix hisseleri | $0.07253 | $0.114441 | $0.180571 | $0.284913 | $0.449548 | $0.709316 |
| Google hisseleri | $0.059528 | $0.077089 | $0.09983 | $0.129279 | $0.167416 | $0.2168036 |
| Tesla hisseleri | $0.1042062 | $0.236227 | $0.53551 | $1.21 | $2.75 | $6.23 |
| Kodak hisseleri | $0.034471 | $0.025849 | $0.019384 | $0.014536 | $0.01090072 | $0.008174 |
| Nokia hisseleri | $0.030451 | $0.020173 | $0.013363 | $0.008853 | $0.005864 | $0.003885 |
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.
XaruCoin öngörü ve tahminlerine genel bakış
Şöyle sorularınız olabilir: "XaruCoin için şimdi mi yatırım yapmalıyım?", "Bugün mü XAR satın almalıyım?", "XaruCoin kısa ve uzun vade için iyi veya kötü bir yatırım mı?".
XaruCoin öngörülerini gerçek zamanlı verilerle düzenli olarak güncelliyoruz. Benzer tahminlerimizi inceleyin. Teknik analiz yöntemleriyle XaruCoin 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 XaruCoin hakkında olabildiğince çok bilgi kaynağını kendiniz keşfetmelisiniz.
XaruCoin fiyatı bugün $0.04596 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 XaruCoin fiyat tahmini
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| XaruCoin, Bitcoin'in geçmiş yıllık ortama büyümesine göre %1 oranında büyüme gösterirse | $0.047162 | $0.048388 | $0.049646 | $0.050937 |
| XaruCoin, Bitcoin'in geçmiş yıllık ortama büyümesine göre %2 oranında büyüme gösterirse | $0.048357 | $0.050871 | $0.053516 | $0.056298 |
| XaruCoin, Bitcoin'in geçmiş yıllık ortama büyümesine göre %5 oranında büyüme gösterirse | $0.051942 | $0.058693 | $0.066321 | $0.07494 |
| XaruCoin, Bitcoin'in geçmiş yıllık ortama büyümesine göre %10 oranında büyüme gösterirse | $0.057916 | $0.072971 | $0.091938 | $0.115836 |
| XaruCoin, Bitcoin'in geçmiş yıllık ortama büyümesine göre %20 oranında büyüme gösterirse | $0.069865 | $0.106185 | $0.161388 | $0.245287 |
| XaruCoin, Bitcoin'in geçmiş yıllık ortama büyümesine göre %50 oranında büyüme gösterirse | $0.105711 | $0.243099 | $0.559046 | $1.28 |
| XaruCoin, Bitcoin'in geçmiş yıllık ortama büyümesine göre %100 oranında büyüme gösterirse | $0.165454 | $0.595522 | $2.14 | $7.71 |
Soru Kutusu
XAR iyi bir yatırım mı?
XaruCoin satın alma kararı tamamen bireysel risk toleransınıza bağlıdır. Gördüğünüz gibi, XaruCoin değeri son 24 saat içinde 0% oranında düşmüştür, ve XaruCoin son 30 günlük sürede oranında azalmıştır. Bu nedenle, XaruCoin'a yatırım yapma kararı, bu yatırımın ticaret hedeflerinize uyup uymadığına bağlı olacaktır.
XaruCoin yükselebilir mi?
XaruCoin ortalama değeri yıl sonuna kadar $0.047399 seviyesine kadar yükselebilir gibi görünmektedir. XaruCoin'ın uzun vadeli beş yıllık görünümüne bakıldığında, dijital para birimi $0.149015 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 XaruCoin fiyatı ne olacak?
Yeni deneysel XaruCoin tahminimize göre, XaruCoin fiyatı önümüzdeki hafta 0.86% oranında artacak ve $0.046353 seviyesine ulaşacaktır 13 Ocak 2026 itibariyle.
Önümüzdeki ay XaruCoin fiyatı ne olacak?
Yeni deneysel XaruCoin tahminimize göre, XaruCoin fiyatı önümüzdeki ay -11.62% oranında düşecek ve $0.04062 seviyesine ulaşacaktır 5 Şubat 2026 itibariyle.
2026 yılında XaruCoin fiyatı ne kadar yükselebilir?
Son XaruCoin değer tahminimize göre, XAR fiyatı $0.015879 ve $0.047399 aralığında dalgalanması beklenmektedir. Ancak, kripto para piyasasının son derece dalgalı olduğunu ve bu XaruCoin fiyat tahmininin ani ve aşırı fiyat dalgalanmalarını dikkate almadığını unutmamak önemlidir.
5 yıl içinde XaruCoin nerede olacak?
XaruCoin'ın geleceği $0.149015 seviyesine kadar artış gösteren bir eğilimde görünmektedir. XaruCoin'ın 2030 tahminine dayanarak, XaruCoin değeri yaklaşık olarak $0.149015 seviyesine ulaşabilirken, en düşük zirve yaklaşık $0.051539 seviyesinde beklenmektedir.
2026 yılında XaruCoin ne kadar olacak?
Yeni deneysel XaruCoin fiyat tahmin simülasyonumuza göre, 2026 yılında XAR'ın değeri 3.13% oranında artacaktır ve en iyi durumda $0.047399 seviyesine ulaşacaktır. Fiyat, 2026 yılı boyunca $0.047399 ve $0.015879 arasında olacaktır.
2027 yılında XaruCoin ne kadar olacak?
Son deneysel simülasyonumuza göre, 2027 yılında XAR'ın değeri -12.62% oranında düşecektir ve en iyi durumda $0.040157 seviyesine ulaşacaktır. Fiyat, 2027 yılı boyunca $0.040157 ve $0.015286 arasında olacaktır.
2028 yılında XaruCoin ne kadar olacak?
Yeni deneysel XaruCoin fiyat tahmin modelimize göre, XAR'ın değeri 2028 yılında 47.02% oranında artacaktır, en iyi durumda $0.06757 seviyesine ulaşacaktır. Fiyat, yıl boyunca $0.06757 ve $0.027587 arasında olacaktır.
2029 yılında XaruCoin ne kadar olacak?
Deneysel tahmin modelimize göre, XaruCoin değeri 333.75% oranında artacaktır ve 2029 yılında en iyi durumda $0.199353 seviyesine ulaşacaktır. Fiyat aralığı $0.199353 ve $0.060602 arasında olacaktır.
2030 yılında XaruCoin ne kadar olacak?
Yeni deneysel simülasyona göre, XAR'ın değeri 224.23% oranında artacaktır, $0.149015 seviyesine ulaşacaktır. Fiyat 2030 yılı boyunca $0.149015 ve $0.051539 arasında olacaktır.
2031 yılında XaruCoin ne kadar olacak?
XaruCoin'ın değeri 2031 yılında 195.98% oranında artacaktır, ve en iyi durumda $0.136034 seviyesine ulaşacaktır. Yıl boyunca fiyat $0.136034 ve $0.060935 arasında olacaktır.
2032 yılında XaruCoin ne kadar olacak?
XaruCoin fiyatı 449.04% oranında artacaktır, 2032 yılında $0.252336 seviyesine ulaşabilir. Fiyat $0.252336 ve $0.093013 arasında olacaktır.
2033 yılında XaruCoin ne kadar olacak?
XAR'ın değeri 1362.43% oranında artacaktır, ve 2033 yılı için $0.672133 seviyesine ulaşacaktır. Fiyat aralığı $0.672133 ve $0.216143 arasında olacaktır.
2034 yılında XaruCoin ne kadar olacak?
Yeni simülasyon sonuçlarına göre, XAR'ın değeri 746.96% oranında artacaktır, ve $0.389263 seviyesine ulaşacaktır. Yıl boyunca fiyat aralığı $0.389263 ve $0.173768 arasında olacaktır.
2035 yılında XaruCoin ne kadar olacak?
Deneysel tahminimize göre, 2035 yılında XAR'ın değeri 897.93% oranında artacaktır, ve en iyi durumda $0.458649 seviyesine ulaşacaktır. Yıl boyunca fiyat $0.458649 ve $0.205448 arasında olacaktır.
2036 yılında XaruCoin ne kadar olacak?
XAR'ın değeri 2036 yılında 1964.7% oranında artacaktır, ve $0.948933 seviyesine ulaşacaktır. Fiyat $0.948933 ve $0.340081 arasında olacaktır.
2037 yılında XaruCoin ne kadar olacak?
Deneysel simülasyonumuza göre, 2037 yılında XaruCoin'ın değeri 4830.69% oranında artacaktır, ve en iyi durumda $2.26 seviyesine ulaşacaktır. Fiyat 2037 yılı boyunca $2.26 ve $0.883182 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 TahminiXaruCoin fiyat hareketlerini nasıl okumalı ve tahmin etmeli?
XaruCoin 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.
XaruCoin Fiyat Tahmin Göstergeleri
Hareketli ortalamalar, XaruCoin fiyat tahmini için popüler araçlardır. Basit bir hareketli ortalama (SMA), XAR'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. XAR'ın bu ortalamaların üzerinde bir fiyat hareketi yükseliş olarak görülürken, aşağı düşüş zayıflık belirtir.
Tüccarlar ayrıca XAR'ın gelecekteki yönünü ölçmek için RSI ve Fibonacci geri çekilme seviyelerini kullanır.
XaruCoin grafiklerini nasıl okumalı ve fiyat hareketlerini tahmin etmeli?
Çoğu tüccar, daha ayrıntılı bilgi sağladığı için basit çizgi grafiklere kıyasla mum grafiklerini tercih eder. Mumlar, XaruCoin'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 XAR'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.
XaruCoin fiyatını ne etkiler?
XaruCoin'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 XAR'ın fiyatını etkiler. XaruCoin'ın piyasa değeri hızla değişebilir.
Tüccarlar genellikle XaruCoin'ın büyük sahipleri olan XAR "balinalarının" aktivitelerini izlerler, çünkü onların eylemleri nispeten küçük olan XaruCoin 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