Strawberry Elephant Geleceği Fiyat Tahmini - صباح الفر
$0.03716
0%
Add to portfolio
Add to favorites
Sentiment
Boğa 32.26%
Ayı 67.74%
SMA 50
$0.049159
SMA 200
$0.071242
RSI (14)
35.85
Momentum (10)
-0.01
MACD (12, 26)
-0
Hull Moving Average (9)
0.035961
2026 yılına kadar Strawberry Elephant fiyat tahmini $0.038327 olacak
| Yıl | Min. fiyat | Max. fiyat |
|---|---|---|
| 2026 | $0.01284 | $0.038327 |
| 2027 | $0.01236 | $0.032471 |
| 2028 | $0.0223076 | $0.054638 |
| 2029 | $0.0490034 | $0.161199 |
| 2030 | $0.041675 | $0.120495 |
| 2031 | $0.049273 | $0.109998 |
| 2032 | $0.075211 | $0.204042 |
| 2033 | $0.174775 | $0.543494 |
| 2034 | $0.140511 | $0.314762 |
| 2035 | $0.166127 | $0.370868 |
Yatırım Kârı Hesaplayıcı
Bugün Strawberry Elephant’de $10,000.00 tutarında short açıp Apr 06, 2026 tarihinde kapatırsanız, tahminimize göre yaklaşık $3,954.59 kazanç elde edebilir ve önümüzdeki 90 gün içinde 39.55% getiri sağlayabilirsiniz.
$
≈ $3,954.59
(39.55% ROI)
Strawberry Elephant için uzun vadeli fiyat tahmini: 2027, 2028, 2029, 2030, 2031, 2032 ve 2037
[
'name' => 'Strawberry Elephant'
'name_with_ticker' => 'Strawberry Elephant <small>صباح الفر</small>'
'name_lang' => 'Strawberry Elephant'
'name_lang_with_ticker' => 'Strawberry Elephant <small>صباح الفر</small>'
'name_with_lang' => 'Strawberry Elephant'
'name_with_lang_with_ticker' => 'Strawberry Elephant <small>صباح الفر</small>'
'image' => '/uploads/coins/strawberry-elephant.jpg?1717120694'
'price_for_sd' => 0.03716
'ticker' => 'صباح الفر'
'marketcap' => '$34.79K'
'low24h' => '$0'
'high24h' => '$0'
'volume24h' => '$1.44'
'current_supply' => '936.08K'
'max_supply' => '936.08K'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.03716'
'change_24h_pct' => '0%'
'ath_price' => '$0.5964'
'ath_days' => 798
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '31 Eki 2023'
'ath_pct' => '-93.77%'
'fdv' => '$34.79K'
'new_prediction' => true
'change_24h_pct_is_increased' => false
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$1.83'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.037481'
'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' => '$0.032846'
'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' => '$0.01284'
'current_year_max_price_prediction' => '$0.038327'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.041675'
'grand_prediction_max_price' => '$0.120495'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.037867993703862
107 => 0.038009379046271
108 => 0.038327927442032
109 => 0.035605966277486
110 => 0.036828046927786
111 => 0.037545904816365
112 => 0.034302596759869
113 => 0.037481795044119
114 => 0.035558582989428
115 => 0.03490581593239
116 => 0.035784680779171
117 => 0.035442186293657
118 => 0.035147729646962
119 => 0.034983417778699
120 => 0.035628759125402
121 => 0.035598653180228
122 => 0.034542749481665
123 => 0.033165366151031
124 => 0.033627661207858
125 => 0.033459705079674
126 => 0.032851010404361
127 => 0.033261197121446
128 => 0.031454942410148
129 => 0.028347375060309
130 => 0.030400329238975
131 => 0.03032129273628
201 => 0.030281438947602
202 => 0.031824177273383
203 => 0.031675878580388
204 => 0.031406715000458
205 => 0.032846067004135
206 => 0.032320684160776
207 => 0.033939790288241
208 => 0.035006238301008
209 => 0.034735752588991
210 => 0.035738752099589
211 => 0.033638311552263
212 => 0.034335993647037
213 => 0.034479784959824
214 => 0.032828305623834
215 => 0.031700142080603
216 => 0.031624906434276
217 => 0.029668826320826
218 => 0.030713748528504
219 => 0.031633236829441
220 => 0.031192873288467
221 => 0.031053467346881
222 => 0.031765662068984
223 => 0.031821005698426
224 => 0.030559165082079
225 => 0.030821541703513
226 => 0.031915695831377
227 => 0.030793971826801
228 => 0.028614645318485
301 => 0.028074142212877
302 => 0.02800202913514
303 => 0.026536141844887
304 => 0.028110261214909
305 => 0.027423115926118
306 => 0.029593799660145
307 => 0.028353916752879
308 => 0.02830046787887
309 => 0.028219672066559
310 => 0.026957922320797
311 => 0.02723416532674
312 => 0.028152439151489
313 => 0.028480089597255
314 => 0.028445912971401
315 => 0.028147939108786
316 => 0.028284350017218
317 => 0.027844922952447
318 => 0.027689752109992
319 => 0.027199990248104
320 => 0.026480175611296
321 => 0.026580270251424
322 => 0.025154129106163
323 => 0.024377091719185
324 => 0.024162018011657
325 => 0.023874412461403
326 => 0.024194503823848
327 => 0.025150089027483
328 => 0.023997450533189
329 => 0.02202133268291
330 => 0.022140100732853
331 => 0.022406937278523
401 => 0.021909689140966
402 => 0.021439085509641
403 => 0.021848237185799
404 => 0.021010930001935
405 => 0.022508121851411
406 => 0.022467627007714
407 => 0.023025687543476
408 => 0.023374654249043
409 => 0.022570398972024
410 => 0.022368130944791
411 => 0.022483352005672
412 => 0.020579004527392
413 => 0.02287006172647
414 => 0.022889874884266
415 => 0.022720222598301
416 => 0.023940139828355
417 => 0.026514545685494
418 => 0.025545950646802
419 => 0.025170881371881
420 => 0.024457874406081
421 => 0.025407913853845
422 => 0.025334965647181
423 => 0.02500506619186
424 => 0.024805541971933
425 => 0.025173171464895
426 => 0.024759988609379
427 => 0.024685769615023
428 => 0.024236083260287
429 => 0.024075565691071
430 => 0.023956724873213
501 => 0.023825892809808
502 => 0.02411447574036
503 => 0.023460508853484
504 => 0.022671888897075
505 => 0.022606323680686
506 => 0.022787355007689
507 => 0.022707262121688
508 => 0.022605940226762
509 => 0.022412489135972
510 => 0.022355096329764
511 => 0.022541595106911
512 => 0.022331048861066
513 => 0.022641721315857
514 => 0.022557235598445
515 => 0.022085305248791
516 => 0.021497105302129
517 => 0.021491869088813
518 => 0.021365142375146
519 => 0.021203736851801
520 => 0.021158837527665
521 => 0.02181377957285
522 => 0.023169490005616
523 => 0.022903331608263
524 => 0.02309565832736
525 => 0.024041715432569
526 => 0.024342438537385
527 => 0.024128992400603
528 => 0.023836814163793
529 => 0.023849668523383
530 => 0.024848130006932
531 => 0.024910402824923
601 => 0.025067746146015
602 => 0.025269976778834
603 => 0.024163433151843
604 => 0.023797550418061
605 => 0.023624174880394
606 => 0.023090245329158
607 => 0.023666042574506
608 => 0.023330550177738
609 => 0.023375819564114
610 => 0.023346337816849
611 => 0.023362436844403
612 => 0.022507703355776
613 => 0.022819123315562
614 => 0.022301327231523
615 => 0.021608056400334
616 => 0.021605732313415
617 => 0.021775409367193
618 => 0.021674478816142
619 => 0.021402877298427
620 => 0.021441457012095
621 => 0.021103458124877
622 => 0.021482496196671
623 => 0.021493365652307
624 => 0.021347415348322
625 => 0.021931375795096
626 => 0.022170624866605
627 => 0.022074557249964
628 => 0.022163884506525
629 => 0.022914391691306
630 => 0.023036757109349
701 => 0.023091103745038
702 => 0.023018286452764
703 => 0.022177602400137
704 => 0.022214890312736
705 => 0.021941296351006
706 => 0.021710138283966
707 => 0.021719383394383
708 => 0.021838228689287
709 => 0.022357233062317
710 => 0.023449447168381
711 => 0.023490895895308
712 => 0.023541132961488
713 => 0.023336793566207
714 => 0.023275162849326
715 => 0.02335646967313
716 => 0.023766647865478
717 => 0.02482173753849
718 => 0.024448798380978
719 => 0.024145593040776
720 => 0.024411585867706
721 => 0.024370638356921
722 => 0.024025000157776
723 => 0.02401529924471
724 => 0.023351909033335
725 => 0.023106668776854
726 => 0.022901727662623
727 => 0.022677937316007
728 => 0.022545266897012
729 => 0.022749108958215
730 => 0.0227957300494
731 => 0.022350025820031
801 => 0.022289277980501
802 => 0.022653249675399
803 => 0.022493079302707
804 => 0.022657818503054
805 => 0.022696039410642
806 => 0.022689884964218
807 => 0.022522648699678
808 => 0.022629240107638
809 => 0.022377119651383
810 => 0.022102976522473
811 => 0.021928090285949
812 => 0.021775478849289
813 => 0.021860156544177
814 => 0.021558296023438
815 => 0.021461724767602
816 => 0.022593129337004
817 => 0.02342891005707
818 => 0.023416757474395
819 => 0.02334278175275
820 => 0.023232868835812
821 => 0.023758607050999
822 => 0.023575450369295
823 => 0.023708712158487
824 => 0.023742632876817
825 => 0.023845300674932
826 => 0.023881995588163
827 => 0.023771078074123
828 => 0.023398825349573
829 => 0.022471206952722
830 => 0.02203939808493
831 => 0.021896893966213
901 => 0.021902073720275
902 => 0.021759192979818
903 => 0.021801277761348
904 => 0.02174455761027
905 => 0.021637143366206
906 => 0.021853524017292
907 => 0.021878459871604
908 => 0.021827954042084
909 => 0.021839849993274
910 => 0.021421683296174
911 => 0.021453475601945
912 => 0.021276452003445
913 => 0.021243262212778
914 => 0.020795761970981
915 => 0.020002950426439
916 => 0.020442244982194
917 => 0.019911638933004
918 => 0.019710690382182
919 => 0.020661949567861
920 => 0.020566469529442
921 => 0.020403049207843
922 => 0.020161316492418
923 => 0.020071655476843
924 => 0.019526903529434
925 => 0.019494716678243
926 => 0.019764710452918
927 => 0.019640117615824
928 => 0.019465142085546
929 => 0.018831398451866
930 => 0.018118860782302
1001 => 0.018140367815694
1002 => 0.018367012791148
1003 => 0.019026013624518
1004 => 0.01876853059809
1005 => 0.018581723708139
1006 => 0.018546740393046
1007 => 0.018984629823969
1008 => 0.019604335109398
1009 => 0.019895086964197
1010 => 0.019606960706356
1011 => 0.019275976775168
1012 => 0.019296122233428
1013 => 0.019430140941904
1014 => 0.019444224413243
1015 => 0.019228787899737
1016 => 0.019289432016362
1017 => 0.019197308057795
1018 => 0.018631943494111
1019 => 0.018621717841945
1020 => 0.018482968260282
1021 => 0.018478766978091
1022 => 0.018242719326977
1023 => 0.018209694628866
1024 => 0.017741007690511
1025 => 0.018049498852651
1026 => 0.0178425791776
1027 => 0.017530702419882
1028 => 0.017476934749298
1029 => 0.017475318428194
1030 => 0.017795546124004
1031 => 0.01804575680558
1101 => 0.017846178633938
1102 => 0.017800738552915
1103 => 0.01828591973729
1104 => 0.018224176009054
1105 => 0.018170706338605
1106 => 0.019548847298075
1107 => 0.018457941190975
1108 => 0.017982243861535
1109 => 0.017393478083881
1110 => 0.0175851831899
1111 => 0.017625578272472
1112 => 0.016209702710223
1113 => 0.015635282170954
1114 => 0.015438162688459
1115 => 0.015324717639422
1116 => 0.015376415972821
1117 => 0.01485937011467
1118 => 0.015206833482497
1119 => 0.014759115474137
1120 => 0.014684054093034
1121 => 0.015484629353601
1122 => 0.015596024724216
1123 => 0.015120777465344
1124 => 0.015425963141082
1125 => 0.015315298572661
1126 => 0.014766790314361
1127 => 0.014745841333448
1128 => 0.014470619170431
1129 => 0.014039949778821
1130 => 0.013843122310452
1201 => 0.013740612855992
1202 => 0.013782910254772
1203 => 0.013761523395627
1204 => 0.013621959673078
1205 => 0.013769523024836
1206 => 0.01339255963848
1207 => 0.013242449780633
1208 => 0.013174648640366
1209 => 0.012840071937772
1210 => 0.013372532258533
1211 => 0.013477433649482
1212 => 0.013582541728576
1213 => 0.014497435796758
1214 => 0.014451730274576
1215 => 0.014864885935614
1216 => 0.014848831466371
1217 => 0.014730992779165
1218 => 0.014233850741365
1219 => 0.014432002696927
1220 => 0.013822121777358
1221 => 0.014279086030171
1222 => 0.01407054662847
1223 => 0.014208578648684
1224 => 0.013960384630494
1225 => 0.01409774544784
1226 => 0.013502309660861
1227 => 0.012946300100987
1228 => 0.013170054578811
1229 => 0.013413301285634
1230 => 0.013940722124135
1231 => 0.013626594623851
]
'min_raw' => 0.012840071937772
'max_raw' => 0.038327927442032
'avg_raw' => 0.025583999689902
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.01284'
'max' => '$0.038327'
'avg' => '$0.025583'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.024323688062228
'max_diff' => 0.0011641674420317
'year' => 2026
]
1 => [
'items' => [
101 => 0.013739566751429
102 => 0.013361129035349
103 => 0.012580303931686
104 => 0.012584723316976
105 => 0.012464610385977
106 => 0.012360815276818
107 => 0.013662675946026
108 => 0.013500768992438
109 => 0.013242791451755
110 => 0.01358810464158
111 => 0.013679410929827
112 => 0.013682010291492
113 => 0.013933941880964
114 => 0.014068397815427
115 => 0.014092096256642
116 => 0.014488516056019
117 => 0.014621390743867
118 => 0.015168682777983
119 => 0.014056990168779
120 => 0.014034095591062
121 => 0.01359296390631
122 => 0.013313191217823
123 => 0.013612120181646
124 => 0.01387693043572
125 => 0.013601192299059
126 => 0.013637197878558
127 => 0.013267041958723
128 => 0.013399355282609
129 => 0.013513321341669
130 => 0.013450395982472
131 => 0.013356193674131
201 => 0.013855219014743
202 => 0.013827062049329
203 => 0.01429176591905
204 => 0.01465403581679
205 => 0.01530328823703
206 => 0.014625759490215
207 => 0.014601067649748
208 => 0.014842434351007
209 => 0.014621353791883
210 => 0.014761069073808
211 => 0.015280777945122
212 => 0.015291758574626
213 => 0.015107818882686
214 => 0.015096626135715
215 => 0.015131953765632
216 => 0.015338868797493
217 => 0.015266566327504
218 => 0.01535023657625
219 => 0.015454867503511
220 => 0.015887665381256
221 => 0.01599201148435
222 => 0.015738504551083
223 => 0.015761393388761
224 => 0.015666574836798
225 => 0.015574981303675
226 => 0.015780870189974
227 => 0.016157136176442
228 => 0.016154795445269
301 => 0.016242081840564
302 => 0.016296460541713
303 => 0.016063027348738
304 => 0.015911070923688
305 => 0.015969340686291
306 => 0.016062515305643
307 => 0.015939125413011
308 => 0.015177505835928
309 => 0.015408532563168
310 => 0.015370078419126
311 => 0.015315315041826
312 => 0.015547614202542
313 => 0.015525208381794
314 => 0.014854067062069
315 => 0.014897031351845
316 => 0.014856679862832
317 => 0.01498706377897
318 => 0.014614312632528
319 => 0.014728968374656
320 => 0.014800879381288
321 => 0.014843235516641
322 => 0.014996254921409
323 => 0.014978299860403
324 => 0.014995138809607
325 => 0.015222026191252
326 => 0.016369544709268
327 => 0.016432001610347
328 => 0.016124440986897
329 => 0.0162473053896
330 => 0.016011432603901
331 => 0.016169775585151
401 => 0.016278109831447
402 => 0.015788568203914
403 => 0.015759580725831
404 => 0.015522734409241
405 => 0.015650002204115
406 => 0.015447509991592
407 => 0.015497194497668
408 => 0.015358272287261
409 => 0.015608304606857
410 => 0.01588787959126
411 => 0.015958511273071
412 => 0.015772709727078
413 => 0.01563817716286
414 => 0.015401982297875
415 => 0.015794779622291
416 => 0.015909645530232
417 => 0.015794176280576
418 => 0.015767419532378
419 => 0.015716715542891
420 => 0.015778176623441
421 => 0.015909019945828
422 => 0.015847316651287
423 => 0.015888072764404
424 => 0.015732752488725
425 => 0.016063104624838
426 => 0.016587783320557
427 => 0.016589470248358
428 => 0.016527766621213
429 => 0.016502518826409
430 => 0.016565830492348
501 => 0.01660017447394
502 => 0.016804912792215
503 => 0.017024605164859
504 => 0.018049813608694
505 => 0.017761939180103
506 => 0.018671565101398
507 => 0.019390961104998
508 => 0.019606676511104
509 => 0.019408228487681
510 => 0.018729348519504
511 => 0.018696039429497
512 => 0.019710572717683
513 => 0.019423920595202
514 => 0.019389824237353
515 => 0.019027096596538
516 => 0.019241513556952
517 => 0.019194617422402
518 => 0.019120589579779
519 => 0.019529682203833
520 => 0.020295467076111
521 => 0.020176112322282
522 => 0.020087019535256
523 => 0.019696640877027
524 => 0.019931736023511
525 => 0.019848023144799
526 => 0.02020770679725
527 => 0.019994638169507
528 => 0.019421748923444
529 => 0.019512983424147
530 => 0.019499193512904
531 => 0.01978298890912
601 => 0.019697800575411
602 => 0.019482559123524
603 => 0.020292849706669
604 => 0.020240233943273
605 => 0.020314831066131
606 => 0.020347671026606
607 => 0.020840880625645
608 => 0.021042932817424
609 => 0.02108880220238
610 => 0.021280736157293
611 => 0.021084026710734
612 => 0.021871004748429
613 => 0.022394299222055
614 => 0.023002132681659
615 => 0.023890340736372
616 => 0.024224315181328
617 => 0.024163985687136
618 => 0.02483741489724
619 => 0.026047552218309
620 => 0.024408589038874
621 => 0.026134421246532
622 => 0.025588042695279
623 => 0.024292588979186
624 => 0.024209177032266
625 => 0.025086473329331
626 => 0.02703223207958
627 => 0.026544841581256
628 => 0.027033029275833
629 => 0.026463532398493
630 => 0.026435252078436
701 => 0.027005370083641
702 => 0.028337481878317
703 => 0.027704645498131
704 => 0.026797319369286
705 => 0.027467274863267
706 => 0.026886897412927
707 => 0.025579144579891
708 => 0.026544468882927
709 => 0.025898984012341
710 => 0.026087370813441
711 => 0.027444084002786
712 => 0.027280840682426
713 => 0.027492092654896
714 => 0.027119238452913
715 => 0.02677093383455
716 => 0.026120797398935
717 => 0.025928324051688
718 => 0.025981516760401
719 => 0.025928297692023
720 => 0.025564552331359
721 => 0.025486001555356
722 => 0.025355080153962
723 => 0.02539565817069
724 => 0.025149487633663
725 => 0.025614062298461
726 => 0.025700291450065
727 => 0.026038370148793
728 => 0.026073470600828
729 => 0.027015014964535
730 => 0.026496428151015
731 => 0.026844340958156
801 => 0.026813220362003
802 => 0.024320665389373
803 => 0.024664117472603
804 => 0.025198421132907
805 => 0.024957718058172
806 => 0.024617420226341
807 => 0.024342611481522
808 => 0.023926248132484
809 => 0.024512271550705
810 => 0.025282830029022
811 => 0.026093013235453
812 => 0.027066395272673
813 => 0.026849147733382
814 => 0.026074816535337
815 => 0.026109552467232
816 => 0.026324276330122
817 => 0.02604618941796
818 => 0.025964176158662
819 => 0.026313008967693
820 => 0.026315411187534
821 => 0.025995438587166
822 => 0.025639847596225
823 => 0.025638357656989
824 => 0.025575083674752
825 => 0.026474788699369
826 => 0.02696953549247
827 => 0.027026257414974
828 => 0.026965717655148
829 => 0.026989017005968
830 => 0.026701134748064
831 => 0.027359148220801
901 => 0.027963006454172
902 => 0.027801159548079
903 => 0.027558528027952
904 => 0.027365260335454
905 => 0.027755631821862
906 => 0.027738249194074
907 => 0.027957732279297
908 => 0.027947775258756
909 => 0.027873971352372
910 => 0.027801162183849
911 => 0.028089842307067
912 => 0.028006707067641
913 => 0.027923442696226
914 => 0.027756443252215
915 => 0.027779141250223
916 => 0.027536551623849
917 => 0.027424318562543
918 => 0.02573660260526
919 => 0.025285589753764
920 => 0.025427487578058
921 => 0.025474204026191
922 => 0.025277922655231
923 => 0.02555933972064
924 => 0.025515481169091
925 => 0.025686109136775
926 => 0.025579508190371
927 => 0.025583883130395
928 => 0.025897373784052
929 => 0.025988381454494
930 => 0.025942094218785
1001 => 0.025974512212042
1002 => 0.026721571183859
1003 => 0.026615363287668
1004 => 0.026558942459618
1005 => 0.026574571414575
1006 => 0.026765460998999
1007 => 0.026818899660453
1008 => 0.026592476296805
1009 => 0.026699258864039
1010 => 0.027153925482598
1011 => 0.027313033067191
1012 => 0.027820828101241
1013 => 0.027605107745439
1014 => 0.028001071794671
1015 => 0.029218130287916
1016 => 0.030190400826363
1017 => 0.029296260658428
1018 => 0.031081711684379
1019 => 0.03247194141582
1020 => 0.032418582083178
1021 => 0.032176163372908
1022 => 0.030593423784833
1023 => 0.029136963218568
1024 => 0.030355354326831
1025 => 0.03035846025633
1026 => 0.030253799379593
1027 => 0.029603759662896
1028 => 0.030231179406495
1029 => 0.030280981707288
1030 => 0.030253105662344
1031 => 0.029754721735652
1101 => 0.028993781596338
1102 => 0.029142467478127
1103 => 0.029386017985606
1104 => 0.028924926064989
1105 => 0.028777579257807
1106 => 0.029051525006235
1107 => 0.029934235286534
1108 => 0.029767364021236
1109 => 0.029763006338119
1110 => 0.030476952375493
1111 => 0.029965921091931
1112 => 0.029144342883254
1113 => 0.028936883550278
1114 => 0.028200542679564
1115 => 0.028709135941722
1116 => 0.028727439307796
1117 => 0.028448887975809
1118 => 0.029166945788661
1119 => 0.029160328759504
1120 => 0.029842017784005
1121 => 0.031145151168146
1122 => 0.030759750503156
1123 => 0.030311571461246
1124 => 0.030360300949759
1125 => 0.030894743164115
1126 => 0.030571607201186
1127 => 0.030687809146439
1128 => 0.030894567278553
1129 => 0.031019309593174
1130 => 0.03034235245036
1201 => 0.030184521357767
1202 => 0.029861654333508
1203 => 0.029777424353477
1204 => 0.030040392807895
1205 => 0.029971109910968
1206 => 0.028725900980752
1207 => 0.028595769719267
1208 => 0.028599760659272
1209 => 0.028272539414865
1210 => 0.027773448475046
1211 => 0.029085029665718
1212 => 0.02897969134054
1213 => 0.028863405982082
1214 => 0.028877650274978
1215 => 0.029446963216238
1216 => 0.029116732959314
1217 => 0.029994704221019
1218 => 0.029814219723845
1219 => 0.029629106480348
1220 => 0.029603518191409
1221 => 0.029532265385783
1222 => 0.029287913003288
1223 => 0.028992842818125
1224 => 0.028798011923338
1225 => 0.026564643742128
1226 => 0.026979143885656
1227 => 0.027455988517907
1228 => 0.027620593374125
1229 => 0.027339025377255
1230 => 0.029299031023982
1231 => 0.029657142942723
]
'min_raw' => 0.012360815276818
'max_raw' => 0.03247194141582
'avg_raw' => 0.022416378346319
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.01236'
'max' => '$0.032471'
'avg' => '$0.022416'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.00047925666095341
'max_diff' => -0.0058559860262122
'year' => 2027
]
2 => [
'items' => [
101 => 0.028572398581793
102 => 0.028369487201684
103 => 0.029312333860281
104 => 0.02874368206683
105 => 0.028999745934602
106 => 0.028446275911927
107 => 0.02957088426824
108 => 0.029562316636799
109 => 0.029124818585762
110 => 0.029494588942641
111 => 0.029430332243532
112 => 0.02893639802142
113 => 0.029586542864095
114 => 0.029586865327826
115 => 0.02916578296573
116 => 0.028674050953584
117 => 0.028586140884004
118 => 0.028519912455632
119 => 0.028983457801099
120 => 0.029399071108376
121 => 0.030172424433942
122 => 0.030366863834411
123 => 0.031125773759006
124 => 0.030673879849563
125 => 0.030874198566613
126 => 0.031091672870784
127 => 0.031195938049556
128 => 0.031026043535925
129 => 0.032204943028607
130 => 0.032304478266337
131 => 0.032337851570571
201 => 0.031940333294642
202 => 0.032293422563978
203 => 0.032128223787943
204 => 0.032558025109644
205 => 0.032625423444865
206 => 0.032568339452698
207 => 0.032589732748108
208 => 0.031583750003225
209 => 0.031531584490921
210 => 0.030820304029161
211 => 0.031110156074848
212 => 0.030568291568406
213 => 0.030740122385222
214 => 0.03081586377201
215 => 0.030776300769838
216 => 0.031126543874621
217 => 0.030828765685616
218 => 0.030042880085566
219 => 0.029256780371511
220 => 0.029246911529944
221 => 0.029039945351045
222 => 0.028890346711448
223 => 0.028919164716731
224 => 0.029020723126141
225 => 0.02888444395207
226 => 0.028913526023388
227 => 0.029396482180087
228 => 0.029493335593027
229 => 0.029164189852785
301 => 0.027842622210209
302 => 0.027518306195819
303 => 0.027751418115496
304 => 0.027640005632221
305 => 0.022307641759194
306 => 0.02356040155509
307 => 0.022816054224071
308 => 0.023159083719979
309 => 0.022399297842816
310 => 0.022761907487188
311 => 0.022694946726256
312 => 0.0247093474062
313 => 0.0246778953103
314 => 0.0246929497642
315 => 0.023974361455413
316 => 0.025119092143109
317 => 0.025683027643053
318 => 0.02557865819067
319 => 0.025604925733283
320 => 0.025153562322659
321 => 0.024697319948646
322 => 0.024191276940667
323 => 0.025131442300686
324 => 0.02502691196181
325 => 0.025266666950363
326 => 0.025876431390742
327 => 0.025966221520858
328 => 0.026086900366296
329 => 0.026043645590711
330 => 0.027074149830982
331 => 0.026949348968
401 => 0.027250083140129
402 => 0.026631450131302
403 => 0.02593140816063
404 => 0.026064463253159
405 => 0.026051648977787
406 => 0.025888508544761
407 => 0.025741232656327
408 => 0.025496059796808
409 => 0.026271823003081
410 => 0.026240328433616
411 => 0.026750188904817
412 => 0.026660066114012
413 => 0.026058204060227
414 => 0.026079699681222
415 => 0.026224268062856
416 => 0.026724620882344
417 => 0.026873159665785
418 => 0.026804350583048
419 => 0.026967216578039
420 => 0.027095939219898
421 => 0.026983382160008
422 => 0.028576952766221
423 => 0.027915191147166
424 => 0.028237729155786
425 => 0.028314652570338
426 => 0.028117614861489
427 => 0.028160345285147
428 => 0.028225070233645
429 => 0.028618067446482
430 => 0.029649405847625
501 => 0.030106178604934
502 => 0.031480401982067
503 => 0.030068249986023
504 => 0.029984458730644
505 => 0.030231997858436
506 => 0.031038812457131
507 => 0.031692659909131
508 => 0.031909578830324
509 => 0.031938248246701
510 => 0.032345202563357
511 => 0.032578461188415
512 => 0.032295787605354
513 => 0.032056251340867
514 => 0.031198262173812
515 => 0.031297576756125
516 => 0.031981755742733
517 => 0.032948198859259
518 => 0.033777507594506
519 => 0.033487112579749
520 => 0.035702621555407
521 => 0.035922280220801
522 => 0.035891930495658
523 => 0.036392345625018
524 => 0.035399123501008
525 => 0.034974501800222
526 => 0.032108041800101
527 => 0.032913400138751
528 => 0.034084035781016
529 => 0.033929097764103
530 => 0.033078950869511
531 => 0.033776862681851
601 => 0.033546111210971
602 => 0.033364107952001
603 => 0.034197900164412
604 => 0.03328111137657
605 => 0.03407489011155
606 => 0.033056860673348
607 => 0.033488439079716
608 => 0.033243454303163
609 => 0.033401989477798
610 => 0.032475196086289
611 => 0.032975271303709
612 => 0.032454391313149
613 => 0.032454144348213
614 => 0.032442645893552
615 => 0.03305545889251
616 => 0.033075442702405
617 => 0.032622572970266
618 => 0.03255730736671
619 => 0.032798628510144
620 => 0.03251610465329
621 => 0.032648295787728
622 => 0.032520108588087
623 => 0.032491250949413
624 => 0.03226130837473
625 => 0.032162242791154
626 => 0.03220108895908
627 => 0.032068486961377
628 => 0.031988589461337
629 => 0.032426752269803
630 => 0.032192659556677
701 => 0.032390874204154
702 => 0.032164983596671
703 => 0.031381948335281
704 => 0.030931616476007
705 => 0.029452535454648
706 => 0.029872000997511
707 => 0.030150107086398
708 => 0.03005819302568
709 => 0.030255659994122
710 => 0.030267782862224
711 => 0.030203584337846
712 => 0.030129250670957
713 => 0.030093069152825
714 => 0.03036273654602
715 => 0.030519287544357
716 => 0.030178018752997
717 => 0.03009806425004
718 => 0.030443105840071
719 => 0.030653581010665
720 => 0.032207611414555
721 => 0.032092483822783
722 => 0.032381431485482
723 => 0.032348900412926
724 => 0.032651763596407
725 => 0.033146816901868
726 => 0.032140235112785
727 => 0.03231494290639
728 => 0.03227210858999
729 => 0.032739762424683
730 => 0.032741222388909
731 => 0.032460840553969
801 => 0.032612840095366
802 => 0.032527998121247
803 => 0.03268131903556
804 => 0.032090946223605
805 => 0.032809956581759
806 => 0.033217589122829
807 => 0.033223249101057
808 => 0.033416463690352
809 => 0.03361278090331
810 => 0.033989594697958
811 => 0.033602271771094
812 => 0.032905515530792
813 => 0.032955819080833
814 => 0.032547311152077
815 => 0.032554178244163
816 => 0.032517521168427
817 => 0.032627531812125
818 => 0.032115087373461
819 => 0.032235357058956
820 => 0.032066978794965
821 => 0.032314576884928
822 => 0.032048202269558
823 => 0.032272087933986
824 => 0.032368709564826
825 => 0.032725245462739
826 => 0.031995541627546
827 => 0.030507626110981
828 => 0.030820403991795
829 => 0.030357780937899
830 => 0.030400598462867
831 => 0.030487096677661
901 => 0.030206727663058
902 => 0.030260213235601
903 => 0.030258302354577
904 => 0.030241835414259
905 => 0.030168900605196
906 => 0.030063130702341
907 => 0.030484485441053
908 => 0.030556081821797
909 => 0.030715231707273
910 => 0.031188753814054
911 => 0.031141437789167
912 => 0.031218612188881
913 => 0.03105014090762
914 => 0.030408413362417
915 => 0.030443262255566
916 => 0.030008695999584
917 => 0.03070411887107
918 => 0.030539433555969
919 => 0.030433259861981
920 => 0.030404289385885
921 => 0.030878985262379
922 => 0.031021021708572
923 => 0.030932514127016
924 => 0.030750982495065
925 => 0.031099576893419
926 => 0.031192846048402
927 => 0.031213725572569
928 => 0.031831368010106
929 => 0.031248244923675
930 => 0.031388608446324
1001 => 0.032483684581497
1002 => 0.031490601637072
1003 => 0.032016659821126
1004 => 0.031990912010492
1005 => 0.032260025576615
1006 => 0.031968836843233
1007 => 0.03197244647657
1008 => 0.032211401091956
1009 => 0.031875832430338
1010 => 0.031792740910609
1011 => 0.031677950571216
1012 => 0.03192859107776
1013 => 0.032078838725939
1014 => 0.033289724425518
1015 => 0.034072011810542
1016 => 0.034038050652022
1017 => 0.034348392068271
1018 => 0.034208580417849
1019 => 0.033757091718188
1020 => 0.034527727875329
1021 => 0.034283866350423
1022 => 0.034303969998245
1023 => 0.034303221739469
1024 => 0.034465368334787
1025 => 0.034350472611487
1026 => 0.034124001347058
1027 => 0.034274343541357
1028 => 0.034720806110107
1029 => 0.03610663962265
1030 => 0.036882170416121
1031 => 0.036059951695098
1101 => 0.036627107158912
1102 => 0.036287015978778
1103 => 0.036225211294511
1104 => 0.036581426838246
1105 => 0.036938265890136
1106 => 0.036915536785188
1107 => 0.036656489957404
1108 => 0.036510160977459
1109 => 0.037618213037407
1110 => 0.038434606920002
1111 => 0.038378934330383
1112 => 0.038624655035265
1113 => 0.039346098624654
1114 => 0.039412058385043
1115 => 0.039403748971302
1116 => 0.03924026082299
1117 => 0.039950615728032
1118 => 0.040543206287323
1119 => 0.039202418040283
1120 => 0.039712972652549
1121 => 0.039942177067037
1122 => 0.040278717149392
1123 => 0.040846516678991
1124 => 0.041463297569522
1125 => 0.041550517150102
1126 => 0.041488630683839
1127 => 0.041081847106574
1128 => 0.04175673611672
1129 => 0.042152070270768
1130 => 0.042387482712443
1201 => 0.042984449495635
1202 => 0.03994359255547
1203 => 0.037791122872826
1204 => 0.037454983649842
1205 => 0.038138535977802
1206 => 0.038318783275457
1207 => 0.038246125815783
1208 => 0.035823325493984
1209 => 0.037442228107557
1210 => 0.039184031198564
1211 => 0.039250940949006
1212 => 0.040122923995749
1213 => 0.040406877419561
1214 => 0.04110893806562
1215 => 0.041065023981058
1216 => 0.041235964576149
1217 => 0.041196668293616
1218 => 0.042497087804129
1219 => 0.043931643638391
1220 => 0.043881969531459
1221 => 0.04367573515739
1222 => 0.043982028371069
1223 => 0.045462643728373
1224 => 0.04532633239265
1225 => 0.045458747244333
1226 => 0.04720447619442
1227 => 0.049474172156581
1228 => 0.048419670508408
1229 => 0.050707635660267
1230 => 0.052147788443541
1231 => 0.054638383767635
]
'min_raw' => 0.022307641759194
'max_raw' => 0.054638383767635
'avg_raw' => 0.038473012763415
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.0223076'
'max' => '$0.054638'
'avg' => '$0.038473'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.0099468264823753
'max_diff' => 0.022166442351816
'year' => 2028
]
3 => [
'items' => [
101 => 0.054326548966618
102 => 0.055296119449456
103 => 0.05376829959091
104 => 0.050260116372353
105 => 0.049704932949231
106 => 0.050816424221806
107 => 0.053548917057698
108 => 0.050730368298287
109 => 0.05130055704143
110 => 0.051136342645046
111 => 0.051127592357729
112 => 0.05146155523463
113 => 0.050977124663353
114 => 0.049003467368574
115 => 0.049907982875936
116 => 0.049558706000141
117 => 0.049946254734151
118 => 0.052037695414348
119 => 0.051113019635914
120 => 0.050138948817895
121 => 0.05136064978731
122 => 0.052916294943376
123 => 0.052818945465272
124 => 0.052630046788826
125 => 0.053694858737539
126 => 0.055453616116183
127 => 0.055929001168372
128 => 0.056279920695077
129 => 0.056328306568976
130 => 0.056826711141786
131 => 0.054146664139662
201 => 0.058399967560522
202 => 0.059134395566168
203 => 0.058996353540029
204 => 0.05981263935885
205 => 0.05957246736378
206 => 0.059224495824756
207 => 0.060518482476561
208 => 0.059035031199605
209 => 0.056929458873288
210 => 0.055774300251573
211 => 0.057295506308636
212 => 0.058224453764909
213 => 0.058838428941351
214 => 0.059024217458768
215 => 0.054354708559321
216 => 0.051838102245356
217 => 0.053451218039658
218 => 0.055419330640011
219 => 0.054135731174794
220 => 0.054186045843656
221 => 0.052355970330262
222 => 0.055581251715023
223 => 0.05511135534615
224 => 0.057549178539098
225 => 0.056967372469347
226 => 0.058955322647445
227 => 0.058431828742086
228 => 0.06060482267508
301 => 0.061471688786413
302 => 0.062927291904279
303 => 0.063998039483151
304 => 0.064626802941603
305 => 0.06458905434199
306 => 0.067080528413085
307 => 0.065611393198834
308 => 0.06376581312115
309 => 0.063732432400276
310 => 0.06468828447458
311 => 0.066691488197111
312 => 0.067210889776935
313 => 0.06750116440199
314 => 0.067056598709186
315 => 0.065461957727986
316 => 0.064773399837317
317 => 0.06536007110961
318 => 0.064642622556833
319 => 0.065881140039435
320 => 0.067581889076108
321 => 0.067230691125526
322 => 0.068404693219783
323 => 0.069619661878717
324 => 0.071357121628649
325 => 0.07181135794523
326 => 0.072562193303477
327 => 0.073335049523681
328 => 0.073583270112551
329 => 0.074057200235029
330 => 0.074054702389346
331 => 0.075482922712611
401 => 0.077058293957475
402 => 0.077652960132483
403 => 0.079020362211829
404 => 0.076678734070432
405 => 0.078454885914367
406 => 0.08005701933756
407 => 0.078146889822221
408 => 0.080779558356019
409 => 0.080881778909431
410 => 0.082425187904124
411 => 0.080860647206617
412 => 0.079931627934628
413 => 0.082613671762962
414 => 0.083911428287905
415 => 0.083520533461099
416 => 0.080545804528251
417 => 0.078814384697208
418 => 0.074282925033424
419 => 0.079650634749666
420 => 0.082265089574208
421 => 0.080539033721862
422 => 0.081409555895112
423 => 0.086158842604604
424 => 0.087967063490036
425 => 0.087590966186284
426 => 0.087654520439529
427 => 0.088630203607778
428 => 0.092956920094327
429 => 0.090364251283084
430 => 0.092346249443832
501 => 0.093397494121667
502 => 0.094373948764943
503 => 0.091976084772717
504 => 0.08885649895045
505 => 0.087868395169234
506 => 0.080367411484188
507 => 0.079976952708261
508 => 0.079757776365221
509 => 0.078375900525463
510 => 0.077290124643062
511 => 0.076426675349103
512 => 0.074160726553968
513 => 0.074925417754702
514 => 0.071313968315525
515 => 0.073624445684801
516 => 0.06786048517838
517 => 0.072660882765138
518 => 0.070048244605961
519 => 0.071802560863171
520 => 0.071796440219016
521 => 0.068566187783017
522 => 0.066703045591582
523 => 0.067890312310543
524 => 0.06916315647862
525 => 0.069369671162528
526 => 0.071019946851071
527 => 0.071480503323186
528 => 0.070084995711352
529 => 0.06774103990851
530 => 0.06828548738157
531 => 0.066692012380917
601 => 0.063899508734404
602 => 0.065905133605766
603 => 0.06658994211795
604 => 0.06689239256961
605 => 0.064146285954475
606 => 0.063283399635124
607 => 0.062824006199019
608 => 0.067386552028626
609 => 0.067636498588537
610 => 0.066357736649152
611 => 0.072137861872357
612 => 0.07082964151646
613 => 0.072291244175765
614 => 0.068236084480019
615 => 0.068390997041393
616 => 0.066471219454609
617 => 0.067546166623623
618 => 0.066786428611729
619 => 0.067459321515202
620 => 0.067862650747102
621 => 0.069782113317275
622 => 0.072682799944415
623 => 0.069495409617727
624 => 0.068106618008118
625 => 0.068968216511859
626 => 0.071262766867443
627 => 0.074739128112024
628 => 0.072681052286942
629 => 0.073594391389719
630 => 0.073793915352048
701 => 0.07227636643274
702 => 0.074795082305288
703 => 0.076144882603397
704 => 0.077529498407442
705 => 0.078731721514039
706 => 0.076976452406952
707 => 0.078854841959478
708 => 0.077341191560534
709 => 0.075983290674379
710 => 0.075985350049507
711 => 0.075133518987855
712 => 0.073482988968284
713 => 0.073178605909002
714 => 0.074762045022732
715 => 0.076031813239702
716 => 0.076136397431831
717 => 0.076839406359792
718 => 0.077255439801792
719 => 0.081333133103426
720 => 0.082973215081792
721 => 0.084978676279774
722 => 0.085759916437988
723 => 0.088111169224115
724 => 0.086212341639903
725 => 0.085801518347873
726 => 0.080098148177655
727 => 0.08103207472352
728 => 0.082527381233957
729 => 0.080122805231257
730 => 0.081647955247868
731 => 0.081949052168242
801 => 0.080041098658807
802 => 0.081060219066001
803 => 0.078353737412637
804 => 0.072741793848497
805 => 0.074801330002734
806 => 0.076317841844626
807 => 0.074153592461684
808 => 0.078032925712589
809 => 0.075766699313104
810 => 0.075048414342518
811 => 0.072246128585183
812 => 0.073568699592775
813 => 0.075357495817935
814 => 0.074252227720668
815 => 0.076545824979337
816 => 0.07979417037766
817 => 0.082109134750817
818 => 0.082286848970361
819 => 0.080798481968988
820 => 0.083183599587319
821 => 0.083200972565276
822 => 0.080510550148308
823 => 0.078862681398249
824 => 0.07848828215109
825 => 0.079423604875789
826 => 0.080559259333674
827 => 0.08234986988902
828 => 0.083431898345889
829 => 0.086253254697853
830 => 0.087016632832069
831 => 0.087855353959783
901 => 0.088976144038426
902 => 0.090321939892514
903 => 0.08737741517997
904 => 0.08749440663608
905 => 0.084752505993478
906 => 0.08182239192853
907 => 0.084045983259951
908 => 0.086953033133824
909 => 0.086286152680753
910 => 0.086211115006651
911 => 0.086337307560776
912 => 0.085834501477439
913 => 0.083560328197372
914 => 0.0824182526132
915 => 0.083891821491338
916 => 0.084674957769062
917 => 0.085889533839152
918 => 0.085739811701923
919 => 0.088868429222528
920 => 0.090084115386553
921 => 0.089773090843651
922 => 0.089830326844769
923 => 0.092031268575995
924 => 0.094479168439308
925 => 0.096771949690139
926 => 0.099104265255729
927 => 0.096292567809584
928 => 0.094864961247821
929 => 0.096337886811884
930 => 0.095556331774664
1001 => 0.10004737884281
1002 => 0.10035832919772
1003 => 0.10484905151205
1004 => 0.10911128173361
1005 => 0.10643425129724
1006 => 0.10895857042264
1007 => 0.11168882736753
1008 => 0.11695593598243
1009 => 0.11518215910005
1010 => 0.11382347380677
1011 => 0.11253952276974
1012 => 0.11521122105631
1013 => 0.11864831822056
1014 => 0.11938863602963
1015 => 0.1205882337035
1016 => 0.11932700342925
1017 => 0.12084601637462
1018 => 0.1262087995599
1019 => 0.12475972820464
1020 => 0.12270181393033
1021 => 0.12693521620793
1022 => 0.12846726803526
1023 => 0.13922001010123
1024 => 0.15279579113313
1025 => 0.14717532864254
1026 => 0.14368652620344
1027 => 0.14450647753212
1028 => 0.14946389319579
1029 => 0.15105605776645
1030 => 0.14672800561135
1031 => 0.148256746801
1101 => 0.15668026105848
1102 => 0.16119920619892
1103 => 0.1550618717229
1104 => 0.13812920931376
1105 => 0.12251652126606
1106 => 0.12665770918481
1107 => 0.12618822699085
1108 => 0.1352382422057
1109 => 0.12472516833206
1110 => 0.12490218153381
1111 => 0.13413934147918
1112 => 0.13167502557076
1113 => 0.12768314940487
1114 => 0.12254566637974
1115 => 0.11304855384813
1116 => 0.1046366964323
1117 => 0.1211342859598
1118 => 0.12042287990046
1119 => 0.11939265850205
1120 => 0.1216853047426
1121 => 0.13281774410772
1122 => 0.13256110534817
1123 => 0.13092850049812
1124 => 0.13216681688776
1125 => 0.1274660665546
1126 => 0.12867755694955
1127 => 0.1225140481365
1128 => 0.12530021153086
1129 => 0.12767458463146
1130 => 0.1281512751846
1201 => 0.12922528334125
1202 => 0.12004800123372
1203 => 0.12416833146916
1204 => 0.12658863945974
1205 => 0.11565359990673
1206 => 0.12637248888661
1207 => 0.11988824516984
1208 => 0.1176873954623
1209 => 0.1206505496536
1210 => 0.11949580558349
1211 => 0.11850302444085
1212 => 0.11794903550512
1213 => 0.12012484891182
1214 => 0.12002334461574
1215 => 0.11646329157519
1216 => 0.11181934751012
1217 => 0.11337800757063
1218 => 0.11281173175813
1219 => 0.1107594751626
1220 => 0.11214244831758
1221 => 0.10605253444976
1222 => 0.095575154166356
1223 => 0.10249683251241
1224 => 0.10223035542543
1225 => 0.10209598559439
1226 => 0.10729743557032
1227 => 0.106797436173
1228 => 0.10588993237086
1229 => 0.11074280814361
1230 => 0.10897144320616
1231 => 0.11443037255729
]
'min_raw' => 0.049003467368574
'max_raw' => 0.16119920619892
'avg_raw' => 0.10510133678375
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.0490034'
'max' => '$0.161199'
'avg' => '$0.1051013'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072434
'min_diff' => 0.02669582560938
'max_diff' => 0.10656082243129
'year' => 2029
]
4 => [
'items' => [
101 => 0.11802597648936
102 => 0.11711401502658
103 => 0.12049569790375
104 => 0.11341391595037
105 => 0.11576619984351
106 => 0.11625100229376
107 => 0.11068292440986
108 => 0.106879242258
109 => 0.10662558002362
110 => 0.10003051935197
111 => 0.1035535475293
112 => 0.10665366653253
113 => 0.10516895010893
114 => 0.10469893324386
115 => 0.10710014747328
116 => 0.10728674238392
117 => 0.103032358647
118 => 0.10391697974472
119 => 0.10760599677821
120 => 0.10382402598052
121 => 0.096476274502011
122 => 0.094653930544729
123 => 0.094410796268365
124 => 0.089468454924297
125 => 0.094775708281832
126 => 0.092458949965721
127 => 0.099777561727289
128 => 0.095597209939583
129 => 0.095417003329179
130 => 0.09514459460699
131 => 0.0908905172466
201 => 0.091821889827805
202 => 0.094917914139781
203 => 0.096022610493504
204 => 0.0959073816133
205 => 0.094902741931622
206 => 0.095362660833307
207 => 0.093881101804612
208 => 0.093357932475596
209 => 0.091706666164159
210 => 0.089279760860308
211 => 0.089617236927884
212 => 0.084808902486639
213 => 0.082189066685425
214 => 0.081463930664529
215 => 0.080494248471868
216 => 0.081573458848416
217 => 0.084795281079302
218 => 0.080909079921138
219 => 0.074246460620781
220 => 0.074646895393283
221 => 0.075546553436945
222 => 0.073870046624415
223 => 0.072283373624906
224 => 0.073662857067129
225 => 0.07083981743781
226 => 0.075887704288917
227 => 0.075751173096134
228 => 0.077632713154998
301 => 0.078809278766894
302 => 0.076097675949113
303 => 0.075415715173395
304 => 0.075804191024633
305 => 0.069383550544317
306 => 0.077108009847513
307 => 0.077174811292332
308 => 0.076602816765457
309 => 0.080715852878484
310 => 0.089395641965106
311 => 0.086129956167012
312 => 0.084865383920114
313 => 0.082461431154365
314 => 0.085664555482134
315 => 0.085418605510285
316 => 0.084306326463826
317 => 0.083633616626006
318 => 0.084873105128599
319 => 0.083480030283722
320 => 0.083229795762446
321 => 0.081713646821354
322 => 0.081172450629766
323 => 0.080771770515155
324 => 0.080330661078983
325 => 0.081303638577555
326 => 0.079098743559942
327 => 0.076439856317224
328 => 0.07621879861255
329 => 0.076829158370746
330 => 0.076559119613684
331 => 0.076217505770873
401 => 0.075565271911952
402 => 0.075371768058782
403 => 0.076000561706862
404 => 0.075290690339127
405 => 0.076338144210914
406 => 0.076053294716055
407 => 0.074462148593072
408 => 0.072478991406091
409 => 0.072461337147314
410 => 0.072034069184409
411 => 0.071489879193481
412 => 0.071338497987385
413 => 0.073546680819318
414 => 0.078117553196068
415 => 0.077220181576806
416 => 0.077868624538065
417 => 0.081058322119874
418 => 0.082072231063579
419 => 0.081352582511087
420 => 0.080367483186446
421 => 0.080410822557267
422 => 0.083777205159408
423 => 0.083987162313015
424 => 0.084517656305434
425 => 0.085199491003277
426 => 0.081468701908466
427 => 0.080235102726406
428 => 0.079650554996468
429 => 0.077850374236703
430 => 0.079791714850276
501 => 0.07866057881124
502 => 0.078813207708016
503 => 0.078713807938762
504 => 0.078768086934157
505 => 0.075886293301666
506 => 0.076936267438731
507 => 0.075190481790027
508 => 0.072853070780046
509 => 0.072845234958739
510 => 0.073417312992024
511 => 0.07307701859241
512 => 0.07216129511282
513 => 0.072291369311003
514 => 0.071151782464417
515 => 0.072429735787064
516 => 0.072466382915621
517 => 0.071974301275814
518 => 0.073943164692926
519 => 0.074749809641357
520 => 0.074425910964626
521 => 0.07472708404675
522 => 0.077257471418976
523 => 0.07767003496919
524 => 0.077853268445777
525 => 0.077607759860935
526 => 0.074773334882817
527 => 0.074899053683502
528 => 0.073976612539809
529 => 0.073197246977841
530 => 0.073228417513086
531 => 0.073629112722368
601 => 0.075378972201769
602 => 0.079061448316317
603 => 0.079201195593009
604 => 0.079370573369075
605 => 0.078681628831363
606 => 0.078473836566478
607 => 0.078747968199596
608 => 0.080130912612824
609 => 0.083688221109393
610 => 0.08243083070206
611 => 0.08140855272845
612 => 0.082305366115468
613 => 0.082167308723992
614 => 0.081001965403888
615 => 0.08096925809819
616 => 0.078732591684113
617 => 0.077905747037259
618 => 0.077214773762099
619 => 0.076460248983938
620 => 0.076012941403545
621 => 0.076700209144688
622 => 0.076857395408601
623 => 0.075354672481206
624 => 0.075149856898954
625 => 0.076377012879992
626 => 0.075836987285723
627 => 0.076392417001419
628 => 0.076521281459848
629 => 0.076500531314041
630 => 0.07593668257208
701 => 0.076296062945994
702 => 0.075446021225241
703 => 0.07452172852606
704 => 0.073932087369452
705 => 0.073417547255762
706 => 0.073703044016084
707 => 0.072685300195185
708 => 0.072359703463743
709 => 0.076174312961627
710 => 0.078992206011676
711 => 0.07895123273072
712 => 0.078701818420374
713 => 0.078331239347044
714 => 0.080103802445416
715 => 0.079486276905461
716 => 0.079935578331763
717 => 0.080049944401879
718 => 0.080396096051262
719 => 0.080519815513176
720 => 0.080145849370579
721 => 0.078890773319904
722 => 0.075763243130672
723 => 0.074307369384978
724 => 0.073826906799404
725 => 0.073844370701861
726 => 0.073362638309796
727 => 0.07350453008899
728 => 0.073313294139556
729 => 0.072951139516273
730 => 0.073680681988621
731 => 0.073764754962401
801 => 0.073594471031972
802 => 0.073634579061956
803 => 0.072224700847219
804 => 0.072331890825791
805 => 0.071735043404058
806 => 0.071623141707586
807 => 0.070114363398897
808 => 0.06744134392414
809 => 0.068922456189434
810 => 0.067133480848859
811 => 0.066455968779984
812 => 0.069663205539296
813 => 0.069341287923561
814 => 0.068790304899648
815 => 0.067975286172356
816 => 0.067672987798411
817 => 0.065836318574355
818 => 0.065727798358349
819 => 0.066638101220031
820 => 0.066218027770974
821 => 0.065628085554241
822 => 0.063491374646719
823 => 0.061089004145995
824 => 0.061161516610649
825 => 0.061925665969237
826 => 0.064147533288913
827 => 0.063279411288421
828 => 0.062649578816512
829 => 0.062531630127217
830 => 0.064008004916039
831 => 0.066097384552303
901 => 0.067077674730403
902 => 0.066106236935761
903 => 0.064990301503202
904 => 0.065058223322235
905 => 0.06551007675475
906 => 0.065557560161644
907 => 0.064831200915064
908 => 0.065035666788303
909 => 0.064725064430102
910 => 0.06281889833115
911 => 0.062784421830938
912 => 0.062316617929174
913 => 0.062302453012946
914 => 0.061506601876894
915 => 0.061395256801502
916 => 0.05981504606616
917 => 0.060855145557481
918 => 0.060157501426377
919 => 0.05910598716319
920 => 0.058924705707877
921 => 0.058919256168426
922 => 0.059998926202432
923 => 0.060842528984519
924 => 0.060169637244725
925 => 0.060016432839032
926 => 0.06165225507642
927 => 0.061444081785862
928 => 0.061263805058812
929 => 0.065910303522392
930 => 0.062232237417672
1001 => 0.06062839065934
1002 => 0.058643325733666
1003 => 0.059289672883032
1004 => 0.059425867724218
1005 => 0.054652144412819
1006 => 0.052715445459913
1007 => 0.052050843362237
1008 => 0.051668355458929
1009 => 0.051842659999447
1010 => 0.050099403789702
1011 => 0.051270900793447
1012 => 0.049761388269587
1013 => 0.049508313582584
1014 => 0.052207508967964
1015 => 0.052583086237369
1016 => 0.050980756923376
1017 => 0.052009711736512
1018 => 0.051636598417727
1019 => 0.049787264529245
1020 => 0.049716633577485
1021 => 0.048788702839474
1022 => 0.047336670917285
1023 => 0.046673053365626
1024 => 0.046327435582931
1025 => 0.046470044216027
1026 => 0.046397936927237
1027 => 0.045927388092635
1028 => 0.046424908235632
1029 => 0.04515394985979
1030 => 0.044647843993723
1031 => 0.044419247715587
1101 => 0.043291199003393
1102 => 0.045086426150033
1103 => 0.045440108513597
1104 => 0.045794487740675
1105 => 0.048879116967415
1106 => 0.048725017608319
1107 => 0.050118000765117
1108 => 0.050063872001175
1109 => 0.049666570640025
1110 => 0.047990421550236
1111 => 0.048658504702941
1112 => 0.046602248602087
1113 => 0.048142935484671
1114 => 0.047439830332082
1115 => 0.04790521492532
1116 => 0.047068411464641
1117 => 0.047531533050549
1118 => 0.045523979722748
1119 => 0.043649354672285
1120 => 0.044403758516308
1121 => 0.045223881771306
1122 => 0.047002117951659
1123 => 0.04594301515277
1124 => 0.046323908568361
1125 => 0.045047979386919
1126 => 0.042415373034452
1127 => 0.042430273300507
1128 => 0.042025304167627
1129 => 0.041675351710357
1130 => 0.046064665849599
1201 => 0.045518785251596
1202 => 0.044648995961765
1203 => 0.045813243490257
1204 => 0.046121089015883
1205 => 0.046129852945218
1206 => 0.046979257888427
1207 => 0.047432585458882
1208 => 0.047512486408009
1209 => 0.048849043438757
1210 => 0.049297039725851
1211 => 0.051142273029581
1212 => 0.047394123781752
1213 => 0.047316933114531
1214 => 0.045829626840556
1215 => 0.044886353688219
1216 => 0.045894213560302
1217 => 0.046787039820375
1218 => 0.0458573694412
1219 => 0.045978764766308
1220 => 0.044730758239126
1221 => 0.045176861848428
1222 => 0.045561106373405
1223 => 0.045348949131562
1224 => 0.045031339471997
1225 => 0.046713838248706
1226 => 0.046618905073958
1227 => 0.048185686615309
1228 => 0.049407104868415
1229 => 0.051596104732611
1230 => 0.049311769259179
1231 => 0.049228518995116
]
'min_raw' => 0.041675351710357
'max_raw' => 0.12049569790375
'avg_raw' => 0.081085524807055
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.041675'
'max' => '$0.120495'
'avg' => '$0.081085'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.0073281156582172
'max_diff' => -0.040703508295169
'year' => 2030
]
5 => [
'items' => [
101 => 0.050042303680094
102 => 0.049296915139655
103 => 0.049767974967275
104 => 0.051520209711825
105 => 0.051557231670842
106 => 0.050937066157207
107 => 0.050899329029342
108 => 0.051018438600103
109 => 0.051716067076369
110 => 0.051472294250804
111 => 0.051754394336121
112 => 0.052107164812479
113 => 0.05356637307428
114 => 0.053918183246074
115 => 0.053063466921275
116 => 0.053140638235552
117 => 0.052820950867589
118 => 0.052512136875809
119 => 0.05320630563067
120 => 0.0544749126741
121 => 0.054467020735524
122 => 0.054761312911403
123 => 0.054944654498927
124 => 0.054157618191028
125 => 0.053645286494712
126 => 0.053841747067592
127 => 0.054155891801982
128 => 0.053739874164167
129 => 0.051172020585451
130 => 0.051950943326112
131 => 0.05182129249469
201 => 0.051636653944665
202 => 0.05241986678363
203 => 0.052344323994652
204 => 0.05008152417761
205 => 0.050226381280261
206 => 0.050090333417804
207 => 0.050529931894176
208 => 0.049273175379292
209 => 0.049659745218886
210 => 0.049902198198413
211 => 0.050045004865965
212 => 0.050560920472613
213 => 0.050500383730849
214 => 0.050557157423748
215 => 0.051322124071737
216 => 0.055191062872412
217 => 0.055401640675001
218 => 0.054364678559842
219 => 0.054778924471675
220 => 0.053983662906579
221 => 0.054517527323017
222 => 0.054882783798058
223 => 0.053232260022128
224 => 0.053134526715928
225 => 0.052335982823463
226 => 0.052765075079436
227 => 0.052082358447358
228 => 0.052249873228456
301 => 0.051781487296829
302 => 0.052624488719048
303 => 0.053567095298265
304 => 0.053805234944837
305 => 0.05317879206027
306 => 0.052725206127245
307 => 0.051928858649349
308 => 0.053253202252851
309 => 0.053640480681155
310 => 0.053251168044137
311 => 0.053160955799491
312 => 0.052990003758896
313 => 0.053197224083045
314 => 0.053638371479663
315 => 0.053430334514131
316 => 0.053567746595004
317 => 0.053044073441438
318 => 0.054157878732794
319 => 0.055926869587308
320 => 0.055932557182164
321 => 0.055724519095236
322 => 0.055639394392308
323 => 0.055852854094303
324 => 0.05596864722606
325 => 0.056658936760497
326 => 0.057399644933297
327 => 0.060856206779457
328 => 0.059885618044711
329 => 0.062952485346408
330 => 0.065377979199173
331 => 0.066105278751625
401 => 0.065436197385457
402 => 0.063147306174862
403 => 0.063035002252338
404 => 0.066455572065911
405 => 0.065489104421554
406 => 0.065374146170532
407 => 0.064151184604692
408 => 0.06487410635684
409 => 0.064715992765023
410 => 0.064466402725158
411 => 0.065845687069091
412 => 0.068427584231371
413 => 0.068025171345752
414 => 0.067724788794033
415 => 0.066408599892449
416 => 0.067201239592637
417 => 0.066918995777413
418 => 0.068131694323964
419 => 0.067413318569549
420 => 0.065481782478601
421 => 0.06578938596751
422 => 0.065742892318974
423 => 0.066699728311277
424 => 0.066412509896517
425 => 0.065686808313801
426 => 0.068418759587558
427 => 0.068241361867752
428 => 0.068492871275673
429 => 0.068603593495226
430 => 0.070266484093181
501 => 0.070947717164599
502 => 0.071102368998475
503 => 0.071749487727865
504 => 0.071086268094976
505 => 0.073739619494118
506 => 0.075503943347201
507 => 0.077553296293832
508 => 0.080547951763002
509 => 0.081673969921522
510 => 0.081470564819783
511 => 0.083741078418978
512 => 0.087821140886049
513 => 0.082295262097829
514 => 0.088114025879707
515 => 0.086271872447223
516 => 0.081904159797728
517 => 0.08162293059505
518 => 0.084580796311474
519 => 0.091141057786479
520 => 0.08949778669286
521 => 0.091143745589302
522 => 0.089223647106348
523 => 0.089128298032809
524 => 0.091050490691726
525 => 0.095541798612552
526 => 0.093408146573527
527 => 0.090349033182641
528 => 0.092607834905395
529 => 0.090651051810915
530 => 0.086241871829949
531 => 0.089496530114424
601 => 0.087320232806927
602 => 0.087955392059583
603 => 0.092529645300149
604 => 0.091979259048272
605 => 0.092691509822596
606 => 0.091434405848761
607 => 0.090260072510098
608 => 0.088068092126345
609 => 0.087419154798043
610 => 0.087598497729266
611 => 0.087419065924593
612 => 0.086192673045222
613 => 0.085927833619688
614 => 0.08548642297425
615 => 0.085623234590713
616 => 0.08479325343805
617 => 0.086359599355982
618 => 0.086650326960943
619 => 0.087790182897605
620 => 0.087908526522276
621 => 0.091083009081044
622 => 0.089334557432687
623 => 0.090507569752457
624 => 0.090402644489757
625 => 0.081998821374905
626 => 0.083156794052573
627 => 0.084958236147179
628 => 0.084146688925356
629 => 0.082999351026502
630 => 0.082072814156811
701 => 0.080669016055971
702 => 0.082644834925349
703 => 0.08524282663367
704 => 0.087974415879338
705 => 0.09125624137719
706 => 0.09052377613073
707 => 0.087913064434446
708 => 0.088030179054015
709 => 0.088754135549288
710 => 0.087816546109526
711 => 0.08754003267982
712 => 0.088716146850199
713 => 0.088724246102109
714 => 0.087645436140194
715 => 0.086446536287665
716 => 0.086441512853507
717 => 0.086228180204748
718 => 0.089261598510641
719 => 0.090929671865699
720 => 0.091120913787622
721 => 0.090916799760618
722 => 0.090995355148616
723 => 0.090024740016796
724 => 0.09224327838116
725 => 0.094279228575005
726 => 0.093733550431323
727 => 0.092915501321224
728 => 0.092263885802447
729 => 0.093580050523738
730 => 0.093521443780534
731 => 0.094261446326186
801 => 0.094227875536253
802 => 0.093979040513054
803 => 0.093733559318005
804 => 0.094706864508439
805 => 0.094426568244397
806 => 0.094145836602837
807 => 0.093582786317825
808 => 0.093659314202833
809 => 0.092841406340447
810 => 0.09246300473839
811 => 0.086772752555847
812 => 0.085252131238317
813 => 0.085730549659913
814 => 0.085888057426431
815 => 0.085226281080313
816 => 0.086175098364252
817 => 0.086027226195596
818 => 0.08660251030151
819 => 0.086243097768067
820 => 0.086257848183808
821 => 0.087314803809831
822 => 0.087621642524676
823 => 0.087465581877813
824 => 0.08757488140543
825 => 0.090093642886904
826 => 0.089735555549696
827 => 0.08954532878875
828 => 0.089598022901565
829 => 0.090241620462937
830 => 0.090421792640997
831 => 0.089658390462082
901 => 0.090018415342834
902 => 0.091551355591114
903 => 0.092087797921108
904 => 0.093799864331523
905 => 0.093072548090825
906 => 0.094407568528136
907 => 0.098510966210424
908 => 0.10178904421256
909 => 0.098774388209493
910 => 0.1047941609997
911 => 0.10948141760199
912 => 0.10930151288656
913 => 0.10848418127975
914 => 0.1031478642552
915 => 0.098237305769212
916 => 0.10234519645607
917 => 0.10235566831423
918 => 0.10200279686112
919 => 0.099811142571951
920 => 0.10192653204254
921 => 0.10209444397675
922 => 0.10200045794498
923 => 0.10032012174008
924 => 0.097754558933241
925 => 0.098255863764608
926 => 0.099077011304729
927 => 0.097522407701959
928 => 0.09702561765412
929 => 0.097949244871226
930 => 0.10092536421012
1001 => 0.10036274608858
1002 => 0.10034805385571
1003 => 0.10275517276684
1004 => 0.10103219511525
1005 => 0.098262186823932
1006 => 0.097562723198455
1007 => 0.095080098543166
1008 => 0.096794856235379
1009 => 0.096856567311998
1010 => 0.095917412048371
1011 => 0.098338394097595
1012 => 0.098316084321806
1013 => 0.10061444646192
1014 => 0.10500805164842
1015 => 0.10370864639859
1016 => 0.10219757946793
1017 => 0.10236187434063
1018 => 0.1041637835799
1019 => 0.10307430812025
1020 => 0.10346609109163
1021 => 0.10416319056945
1022 => 0.10458376799242
1023 => 0.10230135972179
1024 => 0.1017692211737
1025 => 0.10068065245955
1026 => 0.10039666520113
1027 => 0.10128328170507
1028 => 0.1010496895809
1029 => 0.096851380734965
1030 => 0.096412634101395
1031 => 0.096426089834261
1101 => 0.095322840562883
1102 => 0.093640120613868
1103 => 0.098062208169892
1104 => 0.097707052652068
1105 => 0.097314988447243
1106 => 0.097363014075247
1107 => 0.099282492404864
1108 => 0.098169098037707
1109 => 0.10112923944454
1110 => 0.10052072336129
1111 => 0.099896601136648
1112 => 0.099810328433975
1113 => 0.099570094625093
1114 => 0.098746243507374
1115 => 0.097751393776952
1116 => 0.097094507812519
1117 => 0.089564551060785
1118 => 0.090962067234163
1119 => 0.092569782204028
1120 => 0.093124758969112
1121 => 0.092175432809213
1122 => 0.098783728690378
1123 => 0.09999112802699
1124 => 0.096333836679681
1125 => 0.095649706794822
1126 => 0.098828580131734
1127 => 0.096911330908115
1128 => 0.097774668116116
1129 => 0.095908605292623
1130 => 0.09970030088358
1201 => 0.099671414516005
1202 => 0.098196359291793
1203 => 0.099443065866554
1204 => 0.099226419919248
1205 => 0.097561086204014
1206 => 0.099753094932755
1207 => 0.099754182141737
1208 => 0.098334473558899
1209 => 0.096676564748317
1210 => 0.096380169811043
1211 => 0.096156876040865
1212 => 0.097719751536809
1213 => 0.099121020819488
1214 => 0.10172843555044
1215 => 0.10238400156445
1216 => 0.10494271936061
1217 => 0.1034191274947
1218 => 0.10409451603504
1219 => 0.10482774583513
1220 => 0.10517928316492
1221 => 0.10460647195056
1222 => 0.10858121389827
1223 => 0.1089168039016
1224 => 0.10902932432688
1225 => 0.10768906370574
1226 => 0.10887952882922
1227 => 0.108322549622
1228 => 0.10977165478589
1229 => 0.10999889297869
1230 => 0.10980643031362
1231 => 0.10987855930273
]
'min_raw' => 0.049273175379292
'max_raw' => 0.10999889297869
'avg_raw' => 0.079636034178991
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.049273'
'max' => '$0.109998'
'avg' => '$0.079636'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.0075978236689355
'max_diff' => -0.010496804925065
'year' => 2031
]
6 => [
'items' => [
101 => 0.10648681824288
102 => 0.10631093857607
103 => 0.10391280683923
104 => 0.10489006324809
105 => 0.10306312923285
106 => 0.10364246882858
107 => 0.10389783620223
108 => 0.10376444677821
109 => 0.10494531585918
110 => 0.10394133590474
111 => 0.10129166773539
112 => 0.098641277665725
113 => 0.098608004177361
114 => 0.097910203255288
115 => 0.097405820997242
116 => 0.097502982914064
117 => 0.097845394181971
118 => 0.097385919431882
119 => 0.097483971665775
120 => 0.099112292067007
121 => 0.099438840110824
122 => 0.098329102267376
123 => 0.093873344691524
124 => 0.092779890605989
125 => 0.093565843718535
126 => 0.093190208752601
127 => 0.075211771660933
128 => 0.079435538777694
129 => 0.076925919782493
130 => 0.0780824676775
131 => 0.075520796546088
201 => 0.076743360278685
202 => 0.076517597398153
203 => 0.083309289931549
204 => 0.083203246994308
205 => 0.083254004136698
206 => 0.080831233483389
207 => 0.084690772919502
208 => 0.08659212083028
209 => 0.086240231934731
210 => 0.086328794788592
211 => 0.084806991536487
212 => 0.083268738518675
213 => 0.08156257918648
214 => 0.084732412338032
215 => 0.084379981002435
216 => 0.085188331685501
217 => 0.087244195068635
218 => 0.087546928761267
219 => 0.087953805914187
220 => 0.087807969418353
221 => 0.091282386411936
222 => 0.090861611589071
223 => 0.091875557846996
224 => 0.089789793466157
225 => 0.087429553086667
226 => 0.087878157620736
227 => 0.087834953396656
228 => 0.087284914036608
229 => 0.086788363096278
301 => 0.085961745682988
302 => 0.088577285494995
303 => 0.088471099355164
304 => 0.090190129531141
305 => 0.089886274249768
306 => 0.087857054314765
307 => 0.087929528301725
308 => 0.088416950693846
309 => 0.090103925158267
310 => 0.090604734037288
311 => 0.090372739410742
312 => 0.090921853483794
313 => 0.09135585085795
314 => 0.090976356872047
315 => 0.096349191430444
316 => 0.094118015929079
317 => 0.095205475344025
318 => 0.095464828006807
319 => 0.09480050161469
320 => 0.094944570221396
321 => 0.095162794904209
322 => 0.096487812445477
323 => 0.09996504187068
324 => 0.1015050831128
325 => 0.10613837317402
326 => 0.10137720412605
327 => 0.10109469605842
328 => 0.1019292915104
329 => 0.1046495232599
330 => 0.10685401559449
331 => 0.10758537288209
401 => 0.10768203382104
402 => 0.10905410871228
403 => 0.10984055645227
404 => 0.10888750273133
405 => 0.10807988949173
406 => 0.10518711911211
407 => 0.10552196516031
408 => 0.10782872238151
409 => 0.11108715282377
410 => 0.11388322512515
411 => 0.11290413805816
412 => 0.12037388125149
413 => 0.12111447577794
414 => 0.12101214956068
415 => 0.12269933410718
416 => 0.11935061637153
417 => 0.11791897466119
418 => 0.10825450464093
419 => 0.11096982650801
420 => 0.11491670630708
421 => 0.11439432196563
422 => 0.11152799235515
423 => 0.11388105075711
424 => 0.11310305606248
425 => 0.1124894193678
426 => 0.11530060802546
427 => 0.1122095906191
428 => 0.11488587104395
429 => 0.1114535137165
430 => 0.11290861044541
501 => 0.11208262716698
502 => 0.11261713957683
503 => 0.10949239095071
504 => 0.11117842946038
505 => 0.10942224620553
506 => 0.109421413546
507 => 0.10938264570331
508 => 0.11144878751454
509 => 0.11151616432483
510 => 0.10998928240456
511 => 0.10976923486548
512 => 0.11058286594907
513 => 0.1096303170405
514 => 0.11007600867955
515 => 0.10964381658621
516 => 0.10954652104264
517 => 0.10877125359802
518 => 0.10843724706646
519 => 0.10856821963377
520 => 0.10812114274054
521 => 0.10785176274089
522 => 0.10932905924119
523 => 0.10853979931505
524 => 0.10920809383793
525 => 0.10844648788362
526 => 0.10580642983006
527 => 0.10428810452536
528 => 0.099301279595706
529 => 0.10071553695962
530 => 0.10165319105505
531 => 0.1013432963821
601 => 0.10200907005291
602 => 0.1020499431491
603 => 0.10183349334197
604 => 0.10158287219424
605 => 0.10146088367974
606 => 0.10237008612348
607 => 0.10289790874441
608 => 0.10174729718772
609 => 0.10147772499875
610 => 0.10264105680957
611 => 0.10335068854214
612 => 0.10859021054779
613 => 0.10820204983418
614 => 0.10917625705265
615 => 0.10906657627028
616 => 0.11008770063862
617 => 0.1117568074215
618 => 0.10836304664231
619 => 0.10895208616616
620 => 0.10880766727782
621 => 0.11038439483204
622 => 0.11038931720336
623 => 0.10944399027122
624 => 0.10995646733731
625 => 0.10967041669809
626 => 0.11018734886522
627 => 0.1081968657112
628 => 0.11062105933342
629 => 0.11199542090563
630 => 0.11201450391739
701 => 0.11266594039501
702 => 0.11332783758493
703 => 0.11459829160189
704 => 0.11329240531194
705 => 0.1109432430018
706 => 0.11111284493284
707 => 0.10973553192993
708 => 0.10975868481034
709 => 0.10963509292018
710 => 0.11000600148611
711 => 0.10827825928342
712 => 0.10868375692503
713 => 0.10811605785219
714 => 0.10895085209925
715 => 0.10805275148584
716 => 0.10880759763466
717 => 0.10913336420894
718 => 0.1103354498813
719 => 0.10787520245465
720 => 0.10285859140761
721 => 0.10391314387023
722 => 0.10235337794471
723 => 0.10249774021956
724 => 0.10278937498985
725 => 0.10184409128238
726 => 0.10202442162445
727 => 0.10201797895567
728 => 0.1019624595167
729 => 0.10171655471579
730 => 0.1013599441037
731 => 0.10278057102332
801 => 0.10302196321969
802 => 0.10355854817007
803 => 0.10515506101334
804 => 0.10499553173193
805 => 0.10525573060871
806 => 0.10468771792165
807 => 0.10252408869901
808 => 0.10264158417534
809 => 0.10117641370285
810 => 0.10352108046694
811 => 0.10296583242911
812 => 0.10260786040702
813 => 0.10251018442421
814 => 0.10411065471401
815 => 0.10458954050902
816 => 0.1042911310184
817 => 0.10367908444715
818 => 0.10485439479928
819 => 0.10516885826715
820 => 0.10523925504064
821 => 0.10732167964122
822 => 0.10535563944296
823 => 0.10582888485944
824 => 0.10952101050495
825 => 0.10617276202299
826 => 0.10794640391873
827 => 0.10785959337752
828 => 0.10876692855462
829 => 0.10778516540987
830 => 0.10779733554068
831 => 0.10860298770974
901 => 0.10747159453844
902 => 0.10719144567841
903 => 0.10680442203474
904 => 0.10764947400171
905 => 0.1081560444375
906 => 0.11223863011497
907 => 0.11487616665114
908 => 0.1147616642341
909 => 0.11580800198633
910 => 0.11533661724559
911 => 0.11381439157275
912 => 0.11641264518065
913 => 0.11559044902356
914 => 0.11565822987578
915 => 0.11565570706908
916 => 0.11620239563591
917 => 0.11581501668304
918 => 0.1150514530033
919 => 0.11555834220794
920 => 0.1170636219295
921 => 0.12173605637284
922 => 0.12435081258886
923 => 0.12157864476545
924 => 0.12349084900923
925 => 0.122344207851
926 => 0.12213582904293
927 => 0.12333683461881
928 => 0.12453994239596
929 => 0.12446330963173
930 => 0.12358991516579
1001 => 0.12309655679354
1002 => 0.12683243167538
1003 => 0.12958496064935
1004 => 0.12939725662651
1005 => 0.1302257211387
1006 => 0.1326581185699
1007 => 0.13288050650722
1008 => 0.13285249073864
1009 => 0.13230127903223
1010 => 0.13469629018998
1011 => 0.13669425063398
1012 => 0.13217368944824
1013 => 0.13389505996928
1014 => 0.13466783865527
1015 => 0.1358025070394
1016 => 0.13771688279594
1017 => 0.13979640263064
1018 => 0.14009046953604
1019 => 0.13988181499426
1020 => 0.13851031576278
1021 => 0.14078575117974
1022 => 0.14211864788146
1023 => 0.14291235736454
1024 => 0.14492507255296
1025 => 0.13467261107334
1026 => 0.12741540925767
1027 => 0.12628209239889
1028 => 0.12858673679671
1029 => 0.12919445314522
1030 => 0.12894948344715
1031 => 0.12078084300768
1101 => 0.12623908619752
1102 => 0.13211169692765
1103 => 0.13233728782276
1104 => 0.13527723954476
1105 => 0.13623460833814
1106 => 0.13860165482264
1107 => 0.13845359542056
1108 => 0.1390299335716
1109 => 0.13889744341146
1110 => 0.14328189858354
1111 => 0.14811860373625
1112 => 0.14795112401659
1113 => 0.14725579042559
1114 => 0.14828847938022
1115 => 0.15328047743063
1116 => 0.15282089424529
1117 => 0.15326734016265
1118 => 0.15915318720077
1119 => 0.16680562560231
1120 => 0.16325029967254
1121 => 0.17096433392266
1122 => 0.17581990957972
1123 => 0.18421712560272
1124 => 0.18316575279948
1125 => 0.18643472737561
1126 => 0.18128357605355
1127 => 0.16945549139866
1128 => 0.16758365172593
1129 => 0.17133112215326
1130 => 0.18054391252603
1201 => 0.17104097859888
1202 => 0.1729634097557
1203 => 0.17240974945321
1204 => 0.17238024724859
1205 => 0.17350622640461
1206 => 0.17187293491168
1207 => 0.16521861154598
1208 => 0.16826824873031
1209 => 0.16709063735784
1210 => 0.16839728497234
1211 => 0.17544872324535
1212 => 0.17233111429956
1213 => 0.16904696652915
1214 => 0.17316601664397
1215 => 0.17841098289932
1216 => 0.17808276233718
1217 => 0.17744587726105
1218 => 0.18103596508893
1219 => 0.18696573838355
1220 => 0.18856853227733
1221 => 0.18975168196204
1222 => 0.18991481831408
1223 => 0.19159522412881
1224 => 0.18255925854624
1225 => 0.19689956798583
1226 => 0.19937574328299
1227 => 0.19891032495408
1228 => 0.20166248958349
1229 => 0.20085273293384
1230 => 0.19967952259542
1231 => 0.20404228893524
]
'min_raw' => 0.075211771660933
'max_raw' => 0.20404228893524
'avg_raw' => 0.13962703029809
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.075211'
'max' => '$0.204042'
'avg' => '$0.139627'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.025938596281641
'max_diff' => 0.094043395956553
'year' => 2032
]
7 => [
'items' => [
101 => 0.19904072938372
102 => 0.19194164527918
103 => 0.18804694733547
104 => 0.19317579976407
105 => 0.19630781096994
106 => 0.19837787114369
107 => 0.1990042701015
108 => 0.18326069483232
109 => 0.17477578094094
110 => 0.18021451346558
111 => 0.1868501425069
112 => 0.18252239729187
113 => 0.1826920367108
114 => 0.1765218093456
115 => 0.18739607071627
116 => 0.1858117823015
117 => 0.1940310733999
118 => 0.19206947361534
119 => 0.19877198643504
120 => 0.19700699018395
121 => 0.20433339094263
122 => 0.20725609055965
123 => 0.2121637580985
124 => 0.21577385831787
125 => 0.21789377821691
126 => 0.21776650617779
127 => 0.22616668495765
128 => 0.22121339301106
129 => 0.21499089092486
130 => 0.21487834549387
131 => 0.21810106749784
201 => 0.22485500870757
202 => 0.22660620739741
203 => 0.22758488856211
204 => 0.22608600429024
205 => 0.22070956088784
206 => 0.21838803988588
207 => 0.22036604304049
208 => 0.21794711515415
209 => 0.22212286331727
210 => 0.22785705743692
211 => 0.22667296902667
212 => 0.23063119905367
213 => 0.23472755071367
214 => 0.24058551756613
215 => 0.24211700702125
216 => 0.24464850085323
217 => 0.24725423955874
218 => 0.24809113260433
219 => 0.24968902110101
220 => 0.24968059943989
221 => 0.25449594397494
222 => 0.2598074181159
223 => 0.26181237664321
224 => 0.26642266822269
225 => 0.25852770545672
226 => 0.2645161254055
227 => 0.26991783009918
228 => 0.26347769507723
301 => 0.27235392084598
302 => 0.27269856457862
303 => 0.2779022757616
304 => 0.27262731756721
305 => 0.26949506422965
306 => 0.2785377622512
307 => 0.28291323898151
308 => 0.28159530978153
309 => 0.27156580349549
310 => 0.26572820065126
311 => 0.2504500680184
312 => 0.26854767608823
313 => 0.27736249306458
314 => 0.27154297524903
315 => 0.27447800153406
316 => 0.29049055325972
317 => 0.2965870962209
318 => 0.29531905790303
319 => 0.29553333550506
320 => 0.29882291942683
321 => 0.31341074614293
322 => 0.30466938223147
323 => 0.31135182740913
324 => 0.31489617223601
325 => 0.3181883572397
326 => 0.31010379137639
327 => 0.29958588997409
328 => 0.29625442908852
329 => 0.27096433889243
330 => 0.26964787986843
331 => 0.26890891152546
401 => 0.26424982065223
402 => 0.26058905145826
403 => 0.25767787187958
404 => 0.25003806731329
405 => 0.25261627708559
406 => 0.24044002315806
407 => 0.24822995892095
408 => 0.22879636364668
409 => 0.2449812392635
410 => 0.23617254730126
411 => 0.24208734704489
412 => 0.24206671086579
413 => 0.2311756892488
414 => 0.22489397526994
415 => 0.22889692790524
416 => 0.23318841088505
417 => 0.23388468956024
418 => 0.23944870926273
419 => 0.2410015075635
420 => 0.23629645621896
421 => 0.22839364557992
422 => 0.23022928824745
423 => 0.22485677602987
424 => 0.21544165501928
425 => 0.22220375930133
426 => 0.22451263901196
427 => 0.22553237182615
428 => 0.21627368164618
429 => 0.21336440017569
430 => 0.21181552313204
501 => 0.22719846494333
502 => 0.22804117722079
503 => 0.22372974206184
504 => 0.24321783780733
505 => 0.2388070815404
506 => 0.24373497695209
507 => 0.23006272291567
508 => 0.23058502143199
509 => 0.22411235726356
510 => 0.2277366166943
511 => 0.22517510694399
512 => 0.22744381234793
513 => 0.22880366501283
514 => 0.23527526708076
515 => 0.24505513456364
516 => 0.23430862554072
517 => 0.22962621766659
518 => 0.23253115717684
519 => 0.24026739390108
520 => 0.25198818854898
521 => 0.24504924221445
522 => 0.24812862876676
523 => 0.24880133773607
524 => 0.24368481560275
525 => 0.25217684201817
526 => 0.25672778796329
527 => 0.26139611681741
528 => 0.26544949595784
529 => 0.25953148361432
530 => 0.26586460513564
531 => 0.2607612271359
601 => 0.25618296949262
602 => 0.25618991281964
603 => 0.25331790492234
604 => 0.24775302772503
605 => 0.24672677898931
606 => 0.25206545451344
607 => 0.25634656670934
608 => 0.25669917961494
609 => 0.25906942329808
610 => 0.2604721090943
611 => 0.27422033675622
612 => 0.27974998765315
613 => 0.28651154009897
614 => 0.28914554583684
615 => 0.29707295876449
616 => 0.29067092899241
617 => 0.28928580958057
618 => 0.27005649885509
619 => 0.27320529740914
620 => 0.27824682770804
621 => 0.27013963183281
622 => 0.27528178159639
623 => 0.27629695088534
624 => 0.26986415241922
625 => 0.27330018802479
626 => 0.26417509616996
627 => 0.24525403663007
628 => 0.25219790656631
629 => 0.25731093212072
630 => 0.25001401422307
701 => 0.26309345712489
702 => 0.25545271659615
703 => 0.25303096866877
704 => 0.24358286658857
705 => 0.24804200707962
706 => 0.25407305844251
707 => 0.25034656988522
708 => 0.25807959317667
709 => 0.26903161647935
710 => 0.2768366804891
711 => 0.2774358563879
712 => 0.27241772312831
713 => 0.28045931370211
714 => 0.28051788791023
715 => 0.27144694089213
716 => 0.26589103635078
717 => 0.26462872314927
718 => 0.26778222901774
719 => 0.27161116731136
720 => 0.27764833581514
721 => 0.28129647030229
722 => 0.29080887022375
723 => 0.29338265290062
724 => 0.29621045974035
725 => 0.29998928174155
726 => 0.30452672642408
727 => 0.29459905577558
728 => 0.29499350063794
729 => 0.28574899118802
730 => 0.27586990704402
731 => 0.28336690046409
801 => 0.2931682220776
802 => 0.29091978806996
803 => 0.29066679331276
804 => 0.29109226031948
805 => 0.28939701450471
806 => 0.28172948051325
807 => 0.27787889294405
808 => 0.28284713329798
809 => 0.28548753193516
810 => 0.28958255995446
811 => 0.28907776131553
812 => 0.29962611371935
813 => 0.30372488449785
814 => 0.30267624353642
815 => 0.30286921871028
816 => 0.31028984742195
817 => 0.31854311271802
818 => 0.32627338478207
819 => 0.33413694954853
820 => 0.32465711530241
821 => 0.31984384010712
822 => 0.32480991148273
823 => 0.32217484410832
824 => 0.33731672285347
825 => 0.33836511368492
826 => 0.35350589749989
827 => 0.3678763042713
828 => 0.35885050925076
829 => 0.3673614274244
830 => 0.37656667933453
831 => 0.39432510376746
901 => 0.38834469116735
902 => 0.38376378884068
903 => 0.37943485827674
904 => 0.38844267558193
905 => 0.40003108864166
906 => 0.40252712182229
907 => 0.40657164913297
908 => 0.40231932320706
909 => 0.40744078140648
910 => 0.42552177933319
911 => 0.42063613408801
912 => 0.41369773243319
913 => 0.42797094377883
914 => 0.43313636347911
915 => 0.46938998408699
916 => 0.51516167766682
917 => 0.49621189597163
918 => 0.48444915496779
919 => 0.48721367811964
920 => 0.50392795114538
921 => 0.50929604515674
922 => 0.49470371514089
923 => 0.49985797279509
924 => 0.52825843922516
925 => 0.54349437826884
926 => 0.52280192658791
927 => 0.46571227307476
928 => 0.41307300527887
929 => 0.42703530947546
930 => 0.42545241748031
1001 => 0.45596517562908
1002 => 0.4205196130647
1003 => 0.42111642543308
1004 => 0.45226015510679
1005 => 0.44395154196854
1006 => 0.43049265277134
1007 => 0.41317127006451
1008 => 0.38115109209694
1009 => 0.35278992752235
1010 => 0.40841270243925
1011 => 0.40601414724138
1012 => 0.4025406838689
1013 => 0.41027050073636
1014 => 0.44780429729796
1015 => 0.44693902180217
1016 => 0.44143458056541
1017 => 0.44560965072957
1018 => 0.4297607427854
1019 => 0.43384536723554
1020 => 0.41306466694991
1021 => 0.42245841135772
1022 => 0.43046377603982
1023 => 0.4320709715212
1024 => 0.43569206500619
1025 => 0.40475021764329
1026 => 0.41864219870432
1027 => 0.42680243607508
1028 => 0.38993418676202
1029 => 0.42607366932662
1030 => 0.4042115889201
1031 => 0.3967912704727
1101 => 0.40678175170951
1102 => 0.40288845145546
1103 => 0.3995412205193
1104 => 0.39767340814419
1105 => 0.40500931495532
1106 => 0.40466708613428
1107 => 0.39266411875311
1108 => 0.37700673710791
1109 => 0.38226186832407
1110 => 0.38035262988612
1111 => 0.37343330349033
1112 => 0.37809609403844
1113 => 0.35756352424888
1114 => 0.32223830511604
1115 => 0.34557522691592
1116 => 0.34467678081231
1117 => 0.34422374354558
1118 => 0.36176079529305
1119 => 0.36007501241615
1120 => 0.35701529998735
1121 => 0.37337710947212
1122 => 0.36740482891279
1123 => 0.38580999035039
1124 => 0.3979328200444
1125 => 0.39485807830154
1126 => 0.40625965822348
1127 => 0.38238293593342
1128 => 0.39031382531035
1129 => 0.3919483706192
1130 => 0.37317520728286
1201 => 0.36035082734324
1202 => 0.3594955874099
1203 => 0.33725987990301
1204 => 0.34913801537283
1205 => 0.35959028303563
1206 => 0.35458445795389
1207 => 0.35299976327778
1208 => 0.36109562469968
1209 => 0.36172474246852
1210 => 0.34738079066793
1211 => 0.35036335246115
1212 => 0.36280113094853
1213 => 0.35004995235532
1214 => 0.32527649524192
1215 => 0.31913233535795
1216 => 0.3183125911701
1217 => 0.30164914226532
1218 => 0.31954291750084
1219 => 0.31173180508717
1220 => 0.33640701561046
1221 => 0.32231266769537
1222 => 0.32170508852676
1223 => 0.32078664350093
1224 => 0.30644372467018
1225 => 0.30958391235407
1226 => 0.32002237447941
1227 => 0.32374693536343
1228 => 0.3233584331488
1229 => 0.31997122032031
1230 => 0.32152186900786
1231 => 0.31652668930347
]
'min_raw' => 0.17477578094094
'max_raw' => 0.54349437826884
'avg_raw' => 0.35913507960489
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.174775'
'max' => '$0.543494'
'avg' => '$0.359135'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.099564009280007
'max_diff' => 0.3394520893336
'year' => 2033
]
8 => [
'items' => [
101 => 0.31476278738417
102 => 0.30919542772743
103 => 0.30101294705438
104 => 0.30215077117804
105 => 0.28593913590219
106 => 0.2771061765873
107 => 0.27466132986547
108 => 0.27139197865187
109 => 0.27503061178446
110 => 0.28589321037634
111 => 0.27279061184569
112 => 0.25032712570531
113 => 0.25167721949826
114 => 0.25471047940459
115 => 0.24905801963617
116 => 0.24370844084036
117 => 0.24835946557827
118 => 0.23884139036969
119 => 0.2558606933204
120 => 0.25540036887163
121 => 0.26174411254502
122 => 0.26571098565072
123 => 0.25656862743251
124 => 0.25426934906419
125 => 0.25557912251916
126 => 0.23393148486497
127 => 0.25997503871022
128 => 0.26020026444536
129 => 0.25827174496262
130 => 0.2721391333807
131 => 0.30140364828977
201 => 0.29039316061859
202 => 0.28612956699856
203 => 0.27802447241021
204 => 0.28882402971629
205 => 0.28799479221452
206 => 0.28424466575254
207 => 0.28197657756723
208 => 0.28615559959204
209 => 0.28145875049116
210 => 0.28061506733186
211 => 0.27550326532283
212 => 0.27367858457778
213 => 0.27232766359678
214 => 0.27084043233545
215 => 0.274120893903
216 => 0.26668693641026
217 => 0.25772231243386
218 => 0.2569770009488
219 => 0.25903487148751
220 => 0.25812441696458
221 => 0.25697264204282
222 => 0.25477359004996
223 => 0.25412117829898
224 => 0.25624119998446
225 => 0.2538478191065
226 => 0.25737938296613
227 => 0.25641899300665
228 => 0.25105433276274
301 => 0.24436797984722
302 => 0.24430845728117
303 => 0.24286789351334
304 => 0.2410331189648
305 => 0.24052272665934
306 => 0.24796776924761
307 => 0.26337878459394
308 => 0.26035323352711
309 => 0.26253950424384
310 => 0.27329379233848
311 => 0.27671225713104
312 => 0.27428591179206
313 => 0.2709645806416
314 => 0.27111070235618
315 => 0.28246069633262
316 => 0.28316858153475
317 => 0.2849571790681
318 => 0.28725603235605
319 => 0.27467741644752
320 => 0.27051825067806
321 => 0.26854740719476
322 => 0.2624779720786
323 => 0.26902333749734
324 => 0.26520963336833
325 => 0.26572423235002
326 => 0.26538909908811
327 => 0.26557210451072
328 => 0.25585593607837
329 => 0.25939599718834
330 => 0.25350995898687
331 => 0.2456292145739
401 => 0.24560279555528
402 => 0.24753159658571
403 => 0.24638427025882
404 => 0.24329684461361
405 => 0.24373539885427
406 => 0.2398932022376
407 => 0.24420191108875
408 => 0.2443254694413
409 => 0.24266638183665
410 => 0.2493045423091
411 => 0.25202420207089
412 => 0.2509321550684
413 => 0.25194758114202
414 => 0.26047895883348
415 => 0.2618699456473
416 => 0.26248773010656
417 => 0.2616599807719
418 => 0.25210351906495
419 => 0.25252738877886
420 => 0.24941731406012
421 => 0.24678962865438
422 => 0.24689472229021
423 => 0.24824569416396
424 => 0.25414546757004
425 => 0.26656119289251
426 => 0.26703236059272
427 => 0.26760342959031
428 => 0.26528060498084
429 => 0.26458001885219
430 => 0.2655042727925
501 => 0.2701669664358
502 => 0.28216068039533
503 => 0.27792130084881
504 => 0.27447461928762
505 => 0.27749828823546
506 => 0.27703281810124
507 => 0.27310378173584
508 => 0.27299350677112
509 => 0.265452429797
510 => 0.26266466534168
511 => 0.26033500070227
512 => 0.25779106773346
513 => 0.25628293899615
514 => 0.25860011016891
515 => 0.25913007463209
516 => 0.25406353936561
517 => 0.25337298933028
518 => 0.25751043139765
519 => 0.25568969740319
520 => 0.25756236746852
521 => 0.25799684298714
522 => 0.25792688242182
523 => 0.25602582702164
524 => 0.25723750304343
525 => 0.25437152803389
526 => 0.25125521066655
527 => 0.24926719433961
528 => 0.24753238642226
529 => 0.24849495868244
530 => 0.24506356433367
531 => 0.24396579222117
601 => 0.25682701447082
602 => 0.26632773762807
603 => 0.26618959335067
604 => 0.26534867558978
605 => 0.26409924237105
606 => 0.27007556261361
607 => 0.2679935321414
608 => 0.2695083832694
609 => 0.26989397645958
610 => 0.27106105091301
611 => 0.27147817971667
612 => 0.27021732675742
613 => 0.26598575022596
614 => 0.25544106383578
615 => 0.25053248385631
616 => 0.24891257070422
617 => 0.24897145147065
618 => 0.24734725707732
619 => 0.24782565511744
620 => 0.24718088976226
621 => 0.24595986016503
622 => 0.24841956354558
623 => 0.24870302144646
624 => 0.24812889728618
625 => 0.24826412430952
626 => 0.24351062147398
627 => 0.2438720199705
628 => 0.24185970721758
629 => 0.24148242283519
630 => 0.23639547142791
701 => 0.22738319964451
702 => 0.2323768730549
703 => 0.22634521779188
704 => 0.22406093854929
705 => 0.23487436120543
706 => 0.23378899348841
707 => 0.23193131575488
708 => 0.22918342321302
709 => 0.22816420313947
710 => 0.22197174461842
711 => 0.22160586113351
712 => 0.22467501078699
713 => 0.2232587038249
714 => 0.22126967245274
715 => 0.21406560244763
716 => 0.20596584257629
717 => 0.20621032341353
718 => 0.20878670632721
719 => 0.21627788712133
720 => 0.21335095318632
721 => 0.21122742903378
722 => 0.21082975679291
723 => 0.21580745747062
724 => 0.22285194679011
725 => 0.22615706356725
726 => 0.22288179321899
727 => 0.219119338996
728 => 0.21934834215102
729 => 0.22087179754614
730 => 0.22103189116767
731 => 0.21858292025504
801 => 0.21927229122202
802 => 0.21822507368578
803 => 0.21179830159889
804 => 0.21168206167136
805 => 0.21010482815554
806 => 0.21005707015151
807 => 0.20737380248176
808 => 0.20699839478621
809 => 0.20167060396521
810 => 0.20517737201763
811 => 0.20282521612166
812 => 0.19927996236894
813 => 0.19866875928568
814 => 0.19865038578295
815 => 0.20229056868276
816 => 0.20513483436103
817 => 0.20286613288051
818 => 0.20234959353033
819 => 0.20786488241314
820 => 0.20716301162983
821 => 0.20655519605806
822 => 0.22222119003619
823 => 0.20982033336975
824 => 0.20441285204703
825 => 0.19772006705731
826 => 0.19989927159791
827 => 0.20035846201379
828 => 0.18426352057869
829 => 0.17773380484297
830 => 0.17549305246961
831 => 0.17420346779916
901 => 0.17479114772707
902 => 0.16891363770565
903 => 0.17286342164509
904 => 0.1677739947801
905 => 0.16692073580375
906 => 0.17602126149737
907 => 0.17728754648313
908 => 0.17188518132995
909 => 0.17535437432176
910 => 0.17409639671754
911 => 0.16786123839616
912 => 0.167623101211
913 => 0.16449451794174
914 => 0.15959889093845
915 => 0.15736145803073
916 => 0.15619618354611
917 => 0.15667699850922
918 => 0.15643388375069
919 => 0.15484739550216
920 => 0.15652481940002
921 => 0.15223969450039
922 => 0.15053332323776
923 => 0.14976259492594
924 => 0.14595929993493
925 => 0.15201203359859
926 => 0.15320449838066
927 => 0.15439931268672
928 => 0.16479935548661
929 => 0.16427979873854
930 => 0.16897633870666
1001 => 0.16879383979989
1002 => 0.16745431052207
1003 => 0.16180305684086
1004 => 0.16405554583428
1005 => 0.15712273482703
1006 => 0.16231726821899
1007 => 0.1599467001078
1008 => 0.16151577675602
1009 => 0.15869443546458
1010 => 0.16025588222559
1011 => 0.15348727601801
1012 => 0.14716684677823
1013 => 0.14971037200915
1014 => 0.15247547482255
1015 => 0.1584709222571
1016 => 0.15490008322645
1017 => 0.15618429197024
1018 => 0.15188240765248
1019 => 0.14300639153243
1020 => 0.14305662881974
1021 => 0.14169124711419
1022 => 0.14051135797161
1023 => 0.15531023704419
1024 => 0.15346976249586
1025 => 0.15053720717844
1026 => 0.15446254900592
1027 => 0.15550047168865
1028 => 0.15553001988828
1029 => 0.15839384795787
1030 => 0.15992227351198
1031 => 0.16019166514047
1101 => 0.16469796048507
1102 => 0.16620841124511
1103 => 0.17242974415871
1104 => 0.15979259728223
1105 => 0.15953234355842
1106 => 0.1545177866153
1107 => 0.15133747532497
1108 => 0.15473554525023
1109 => 0.1577457713212
1110 => 0.1546113227303
1111 => 0.15502061554445
1112 => 0.15081287440502
1113 => 0.15231694386975
1114 => 0.1536124511128
1115 => 0.15289714815958
1116 => 0.15182630501756
1117 => 0.15749896711155
1118 => 0.15717889328486
1119 => 0.16246140664072
1120 => 0.16657950355777
1121 => 0.17395986943099
1122 => 0.16625807289511
1123 => 0.16597738881747
1124 => 0.16872112069951
1125 => 0.16620799119405
1126 => 0.16779620229122
1127 => 0.17370398406959
1128 => 0.17382880618921
1129 => 0.17173787486142
1130 => 0.1716106415001
1201 => 0.17201222773388
1202 => 0.17436433084848
1203 => 0.17354243374741
1204 => 0.17449355388065
1205 => 0.17568294417134
1206 => 0.18060276670467
1207 => 0.18178891926148
1208 => 0.17890718349803
1209 => 0.17916737197205
1210 => 0.1780895236911
1211 => 0.17704833575711
1212 => 0.17938877417944
1213 => 0.18366597139768
1214 => 0.18363936317577
1215 => 0.18463158979357
1216 => 0.18524973875641
1217 => 0.1825961908952
1218 => 0.18086882881122
1219 => 0.18153120934913
1220 => 0.18259037025401
1221 => 0.18118773774269
1222 => 0.17253004012023
1223 => 0.17515623252302
1224 => 0.17471910569295
1225 => 0.17409658393049
1226 => 0.17673724069924
1227 => 0.17648254291197
1228 => 0.16885335534517
1229 => 0.16934175118036
1230 => 0.16888305631353
1231 => 0.1703651932684
]
'min_raw' => 0.14051135797161
'max_raw' => 0.31476278738417
'avg_raw' => 0.22763707267789
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.140511'
'max' => '$0.314762'
'avg' => '$0.227637'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.034264422969333
'max_diff' => -0.22873159088467
'year' => 2034
]
9 => [
'items' => [
101 => 0.16612795093453
102 => 0.16743129813817
103 => 0.16824874528617
104 => 0.16873022793626
105 => 0.17046967342416
106 => 0.17026556957276
107 => 0.17045698604218
108 => 0.17303612450414
109 => 0.1860805217913
110 => 0.1867904995548
111 => 0.18329430938516
112 => 0.18469096839863
113 => 0.18200968850852
114 => 0.18380964966176
115 => 0.18504113736875
116 => 0.17947628122232
117 => 0.17914676655694
118 => 0.17645442007094
119 => 0.17790113457022
120 => 0.17559930777941
121 => 0.17616409555939
122 => 0.17458489968925
123 => 0.17742713784074
124 => 0.18060520173326
125 => 0.18140810617806
126 => 0.1792960102559
127 => 0.17776671361435
128 => 0.17508177249341
129 => 0.17954688941534
130 => 0.18085262567528
131 => 0.17954003093863
201 => 0.17923587405739
202 => 0.17865949731704
203 => 0.17935815510757
204 => 0.18084551435519
205 => 0.18014410320122
206 => 0.18060739762569
207 => 0.17884179702675
208 => 0.18259706932996
209 => 0.18856134550295
210 => 0.1885805216261
211 => 0.18787910669127
212 => 0.18759210281213
213 => 0.18831179710069
214 => 0.18870220172883
215 => 0.19102956108866
216 => 0.19352691040784
217 => 0.20518095000161
218 => 0.20190854231808
219 => 0.21224869954759
220 => 0.22042642141476
221 => 0.22287856263428
222 => 0.22062270809448
223 => 0.21290555157267
224 => 0.21252691105708
225 => 0.22405960100009
226 => 0.22080108786053
227 => 0.22041349809108
228 => 0.2162901977874
301 => 0.21872757894755
302 => 0.2181944879336
303 => 0.21735297768838
304 => 0.22200333115251
305 => 0.23070837769744
306 => 0.229351614558
307 => 0.22833885381284
308 => 0.22390123103777
309 => 0.22657367112729
310 => 0.22562206639863
311 => 0.22971076421624
312 => 0.22728871020484
313 => 0.22077640141866
314 => 0.22181350805771
315 => 0.22165675147559
316 => 0.22488279082779
317 => 0.22391441388948
318 => 0.22146766033649
319 => 0.2306786247947
320 => 0.23008051599686
321 => 0.2309284975255
322 => 0.2313018052191
323 => 0.23690835696942
324 => 0.23920518183188
325 => 0.23972660128723
326 => 0.24190840726376
327 => 0.23967231596696
328 => 0.24861827546024
329 => 0.25456681651207
330 => 0.26147635305289
331 => 0.27157304304737
401 => 0.2753694918849
402 => 0.27468369738309
403 => 0.28233889250498
404 => 0.29609510797357
405 => 0.27746422183455
406 => 0.29708259017826
407 => 0.2908716412656
408 => 0.27614559312387
409 => 0.27519740923224
410 => 0.28517006000676
411 => 0.30728843959257
412 => 0.30174803637091
413 => 0.30729750170744
414 => 0.30082375561517
415 => 0.30050227955667
416 => 0.30698308630941
417 => 0.32212584453758
418 => 0.31493208772118
419 => 0.30461807334333
420 => 0.3122337810561
421 => 0.30563635023483
422 => 0.29077049208988
423 => 0.30174379972898
424 => 0.29440626141252
425 => 0.29654774517826
426 => 0.31197015934299
427 => 0.31011449366804
428 => 0.31251589688144
429 => 0.30827748306546
430 => 0.30431813622482
501 => 0.29692772132181
502 => 0.29473978381208
503 => 0.29534445102603
504 => 0.29473948416904
505 => 0.29060461495223
506 => 0.28971169033854
507 => 0.28822344352914
508 => 0.28868471344593
509 => 0.28588637404229
510 => 0.29116741866338
511 => 0.29214762708146
512 => 0.29599073095411
513 => 0.29638973474718
514 => 0.30709272432936
515 => 0.30119769752393
516 => 0.30515259045714
517 => 0.3047988276083
518 => 0.27646475124038
519 => 0.28036893697021
520 => 0.28644262476484
521 => 0.28370643664605
522 => 0.27983810681549
523 => 0.27671422307059
524 => 0.27198121976355
525 => 0.27864283102893
526 => 0.28740214145952
527 => 0.29661188531476
528 => 0.30767678911051
529 => 0.30520723139298
530 => 0.29640503463489
531 => 0.29679989475145
601 => 0.29924076462029
602 => 0.29607961636372
603 => 0.29514733202992
604 => 0.29911268306902
605 => 0.29913999026231
606 => 0.29550270715561
607 => 0.29146053259829
608 => 0.2914435957393
609 => 0.2907243298196
610 => 0.30095171142442
611 => 0.30657573720216
612 => 0.30722052269401
613 => 0.30653233800118
614 => 0.30679719297638
615 => 0.30352469629326
616 => 0.31100465328212
617 => 0.31786900150617
618 => 0.31602920954671
619 => 0.31327109985765
620 => 0.31107413264175
621 => 0.31551167389127
622 => 0.31531407716477
623 => 0.31780904741276
624 => 0.31769586115066
625 => 0.31685689649684
626 => 0.31602923950878
627 => 0.31931080591233
628 => 0.31836576748845
629 => 0.31741926115887
630 => 0.31552089781204
701 => 0.31577891691935
702 => 0.31302128345681
703 => 0.31174547603632
704 => 0.29256039352216
705 => 0.28743351258372
706 => 0.28904653369423
707 => 0.28957758212589
708 => 0.2873463569712
709 => 0.29054536068831
710 => 0.29004679934758
711 => 0.29198640987572
712 => 0.29077462542584
713 => 0.29082435748235
714 => 0.29438795716977
715 => 0.29542248531967
716 => 0.29489631595297
717 => 0.29526482694137
718 => 0.30375700713047
719 => 0.30254969067222
720 => 0.30190832786648
721 => 0.30208598974682
722 => 0.30425592385953
723 => 0.30486338693708
724 => 0.30228952319183
725 => 0.30350337221342
726 => 0.30867178728697
727 => 0.31048044005575
728 => 0.31625279149113
729 => 0.31380059400601
730 => 0.31830170861856
731 => 0.33213660039447
801 => 0.34318886924676
802 => 0.33302474605587
803 => 0.35332083030515
804 => 0.36912424319358
805 => 0.36851768188496
806 => 0.36576199130834
807 => 0.34777022589033
808 => 0.33121393511056
809 => 0.34506397536507
810 => 0.34509928196597
811 => 0.34390955122511
812 => 0.33652023577277
813 => 0.34365241906464
814 => 0.34421854587407
815 => 0.34390166540606
816 => 0.33823629457391
817 => 0.32958632044878
818 => 0.33127650468772
819 => 0.33404506094993
820 => 0.32880360636423
821 => 0.32712864403317
822 => 0.33024271768123
823 => 0.34027691181832
824 => 0.33838000554083
825 => 0.33833046965193
826 => 0.34644623912046
827 => 0.34063709967366
828 => 0.33129782332369
829 => 0.3289395328754
830 => 0.32056919051878
831 => 0.32635061579863
901 => 0.32655867900198
902 => 0.32339225146094
903 => 0.33155476146747
904 => 0.33147954250078
905 => 0.33922863092269
906 => 0.35404197756069
907 => 0.34966094203932
908 => 0.34456627438327
909 => 0.34512020601729
910 => 0.35119546882276
911 => 0.34752222624582
912 => 0.34884314988724
913 => 0.35119346944663
914 => 0.35261147559196
915 => 0.34491617675486
916 => 0.34312203448724
917 => 0.33945184906605
918 => 0.33849436619692
919 => 0.34148365564154
920 => 0.34069608348604
921 => 0.3265411920954
922 => 0.32506192718801
923 => 0.32510729413082
924 => 0.32138761218596
925 => 0.3157142043941
926 => 0.33062358132953
927 => 0.32942614970502
928 => 0.3281042778654
929 => 0.32826619962326
930 => 0.33473785482526
1001 => 0.33098396798168
1002 => 0.3409642914053
1003 => 0.33891263694538
1004 => 0.33680836529018
1005 => 0.33651749084974
1006 => 0.33570752579051
1007 => 0.33292985422767
1008 => 0.32957564890336
1009 => 0.32736091201197
1010 => 0.3019731370987
1011 => 0.30668496044871
1012 => 0.31210548371669
1013 => 0.31397662662741
1014 => 0.31077590719947
1015 => 0.3330562381393
1016 => 0.33712706930062
1017 => 0.32479625617924
1018 => 0.32248966450801
1019 => 0.33320745790526
1020 => 0.32674331828977
1021 => 0.32965411996282
1022 => 0.32336255886907
1023 => 0.33614652528171
1024 => 0.33604913287665
1025 => 0.33107588120315
1026 => 0.33527923946223
1027 => 0.33454880252515
1028 => 0.32893401363435
1029 => 0.33632452410447
1030 => 0.33632818970546
1031 => 0.33154154309753
1101 => 0.32595178779116
1102 => 0.3249524715665
1103 => 0.32419962103047
1104 => 0.32946896488153
1105 => 0.33419344210158
1106 => 0.34298452291086
1107 => 0.34519480949725
1108 => 0.353821705191
1109 => 0.3486848088413
1110 => 0.35096192845918
1111 => 0.35343406392262
1112 => 0.35461929657357
1113 => 0.35268802357194
1114 => 0.36608914355628
1115 => 0.36722060868267
1116 => 0.36759997915241
1117 => 0.36308119689424
1118 => 0.36709493317365
1119 => 0.36521703888949
1120 => 0.37010279812282
1121 => 0.37086894755511
1122 => 0.37022004624251
1123 => 0.37046323416517
1124 => 0.3590277423781
1125 => 0.35843475180192
1126 => 0.35034928321895
1127 => 0.35364417143128
1128 => 0.34748453584644
1129 => 0.34943781974167
1130 => 0.35029880867111
1201 => 0.34984907691506
1202 => 0.35383045946719
1203 => 0.35044547095516
1204 => 0.34151192972828
1205 => 0.33257595456407
1206 => 0.33246377067497
1207 => 0.3301110861473
1208 => 0.32841052614945
1209 => 0.32873811433565
1210 => 0.32989257783178
1211 => 0.32834342663236
1212 => 0.32867401658472
1213 => 0.33416401250317
1214 => 0.33526499203176
1215 => 0.33152343341315
1216 => 0.3165005356551
1217 => 0.3128138788632
1218 => 0.31546377465564
1219 => 0.314197295142
1220 => 0.25358173927305
1221 => 0.26782246500121
1222 => 0.25936110934288
1223 => 0.26326049131849
1224 => 0.25462363824877
1225 => 0.2587455972299
1226 => 0.25798442191592
1227 => 0.2808830874731
1228 => 0.28052555630651
1229 => 0.28069668755583
1230 => 0.27252814714575
1231 => 0.28554085381904
]
'min_raw' => 0.16612795093453
'max_raw' => 0.37086894755511
'avg_raw' => 0.26849844924482
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.166127'
'max' => '$0.370868'
'avg' => '$0.268498'
'bar_min_pct' => 61.631153054958
'bar_max_pct' => 60.119598047091
'min_diff' => 0.025616592962925
'max_diff' => 0.056106160170938
'year' => 2035
]
10 => [
'items' => [
101 => 0.2919513810481
102 => 0.29076496306866
103 => 0.29106355891372
104 => 0.28593269300033
105 => 0.28074636555338
106 => 0.27499393024465
107 => 0.28568124402579
108 => 0.28449299717186
109 => 0.28721840793705
110 => 0.29414989486909
111 => 0.29517058264999
112 => 0.29654239737831
113 => 0.29605069945063
114 => 0.30776493892054
115 => 0.30634626722769
116 => 0.30976485782775
117 => 0.30273255759434
118 => 0.29477484236816
119 => 0.29628734387535
120 => 0.29614167781744
121 => 0.29428718171251
122 => 0.29261302554911
123 => 0.28982602722762
124 => 0.29864450231496
125 => 0.29828648833084
126 => 0.304082318588
127 => 0.30305784929236
128 => 0.29621619260588
129 => 0.29646054371289
130 => 0.29810392233867
131 => 0.30379167452626
201 => 0.30548018662724
202 => 0.30469800054649
203 => 0.30654937698171
204 => 0.3080126294294
205 => 0.30673313896051
206 => 0.32484802579347
207 => 0.31732546181492
208 => 0.3209919071564
209 => 0.3218663327664
210 => 0.31962650995359
211 => 0.32011224731964
212 => 0.32084800707371
213 => 0.32531539622387
214 => 0.33703911800334
215 => 0.3422314745734
216 => 0.35785293550078
217 => 0.34180032164135
218 => 0.34084782596725
219 => 0.3436617228032
220 => 0.35283317406714
221 => 0.36026577388596
222 => 0.36273159604283
223 => 0.36305749514715
224 => 0.3676835414382
225 => 0.37033510490157
226 => 0.36712181774137
227 => 0.36439889331828
228 => 0.35464571601662
229 => 0.35577467284631
301 => 0.36355206587024
302 => 0.37453809160269
303 => 0.3839652445823
304 => 0.38066418417829
305 => 0.40584894487541
306 => 0.40834591102801
307 => 0.4080009110423
308 => 0.4136893715363
309 => 0.40239893589054
310 => 0.39757205591009
311 => 0.36498762048506
312 => 0.37414251773765
313 => 0.38744969854254
314 => 0.38568844326365
315 => 0.37602441286117
316 => 0.38395791354865
317 => 0.38133485011786
318 => 0.379265931159
319 => 0.38874404998922
320 => 0.37832246899573
321 => 0.38734573530004
322 => 0.37577330293103
323 => 0.38067926314416
324 => 0.37789440285259
325 => 0.37969654876088
326 => 0.36916124060493
327 => 0.37484583715573
328 => 0.3689247426992
329 => 0.36892193532947
330 => 0.36879122684117
331 => 0.37575736821113
401 => 0.37598453383111
402 => 0.37083654483346
403 => 0.37009463919219
404 => 0.37283785319643
405 => 0.36962626804635
406 => 0.3711289485246
407 => 0.36967178270723
408 => 0.36934374398914
409 => 0.36672987567215
410 => 0.36560374933139
411 => 0.36604533248631
412 => 0.36453798152686
413 => 0.36362974805053
414 => 0.36861055634282
415 => 0.36594951139749
416 => 0.36820271304019
417 => 0.36563490539161
418 => 0.35673376534109
419 => 0.35161462557019
420 => 0.33480119715087
421 => 0.33956946459359
422 => 0.34273083084125
423 => 0.34168599931526
424 => 0.34393070172921
425 => 0.34406850822671
426 => 0.3433387325899
427 => 0.34249374589253
428 => 0.34208245309894
429 => 0.34514789261648
430 => 0.34692748343436
501 => 0.34304811623783
502 => 0.34213923478179
503 => 0.34606148920322
504 => 0.34845406213448
505 => 0.36611947638828
506 => 0.36481076544182
507 => 0.36809537309588
508 => 0.36772557668044
509 => 0.37116836878093
510 => 0.37679587883272
511 => 0.36535357742087
512 => 0.36733956530095
513 => 0.36685264693591
514 => 0.37216869396855
515 => 0.37218529008712
516 => 0.36899805433481
517 => 0.37072590654314
518 => 0.36976146684159
519 => 0.37150433973412
520 => 0.36479328680925
521 => 0.37296662485835
522 => 0.37760038085392
523 => 0.37766472056041
524 => 0.37986108412655
525 => 0.38209271671455
526 => 0.38637614113297
527 => 0.38197325433235
528 => 0.37405288959043
529 => 0.37462471434217
530 => 0.36998100739193
531 => 0.37005906894471
601 => 0.36964237025814
602 => 0.37089291438417
603 => 0.36506771092071
604 => 0.36643487453033
605 => 0.36452083747076
606 => 0.36733540455819
607 => 0.36430739563673
608 => 0.36685241212913
609 => 0.36795075687862
610 => 0.37200367264991
611 => 0.36370877668198
612 => 0.34679492228827
613 => 0.35035041954249
614 => 0.34509155982522
615 => 0.34557828731395
616 => 0.34656155430327
617 => 0.34337446428592
618 => 0.34398246062448
619 => 0.34396073871686
620 => 0.34377355105214
621 => 0.34294446584737
622 => 0.34174212827094
623 => 0.34653187111543
624 => 0.34734574175898
625 => 0.34915487538233
626 => 0.35453762989838
627 => 0.35399976578813
628 => 0.35487704446771
629 => 0.3529619500359
630 => 0.34566712305201
701 => 0.34606326725371
702 => 0.34112334271077
703 => 0.3490285504053
704 => 0.3471564928796
705 => 0.34594956521432
706 => 0.34562024381874
707 => 0.35101634114209
708 => 0.3526309380347
709 => 0.35162482960279
710 => 0.34956127185608
711 => 0.35352391276585
712 => 0.35458414830291
713 => 0.35482149593968
714 => 0.36184253587076
715 => 0.3552138940778
716 => 0.3568094740404
717 => 0.36925773343021
718 => 0.35796887990602
719 => 0.36394883738926
720 => 0.36365614958865
721 => 0.36671529348635
722 => 0.36340521049932
723 => 0.36344624294505
724 => 0.36616255548184
725 => 0.36234798441346
726 => 0.36140344297249
727 => 0.36009856573673
728 => 0.36294771744304
729 => 0.36465565503492
730 => 0.37842037768354
731 => 0.38731301626216
801 => 0.3869269633688
802 => 0.39045476415341
803 => 0.38886545758899
804 => 0.38373316745459
805 => 0.3924933608979
806 => 0.38972126915038
807 => 0.38994979702595
808 => 0.38994129120701
809 => 0.39178448987865
810 => 0.39047841469311
811 => 0.38790400643656
812 => 0.38961301877986
813 => 0.39468817445638
814 => 0.41044161340107
815 => 0.41925744653983
816 => 0.40991088917663
817 => 0.41635801929037
818 => 0.41249203856947
819 => 0.41178947486952
820 => 0.41583874902012
821 => 0.41989511088909
822 => 0.41963673817417
823 => 0.41669202775379
824 => 0.41502863555657
825 => 0.42762439855115
826 => 0.43690474216232
827 => 0.43627188494426
828 => 0.43906511088862
829 => 0.4472661086525
830 => 0.44801590510978
831 => 0.44792144799004
901 => 0.4460629992375
902 => 0.45413794657018
903 => 0.46087420970028
904 => 0.44563282204704
905 => 0.45143654294098
906 => 0.45404202023447
907 => 0.45786763391161
908 => 0.46432208543223
909 => 0.47133333174234
910 => 0.47232479884499
911 => 0.47162130548959
912 => 0.46699720007566
913 => 0.47466898944974
914 => 0.47916294373948
915 => 0.48183899067671
916 => 0.48862500045776
917 => 0.45405811077523
918 => 0.42958994817204
919 => 0.425768891257
920 => 0.43353916074938
921 => 0.43558811884778
922 => 0.43476218640749
923 => 0.40722104484958
924 => 0.42562389284647
925 => 0.44542380993572
926 => 0.44618440538881
927 => 0.45609665788043
928 => 0.45932449360866
929 => 0.46730515609305
930 => 0.46680596348175
1001 => 0.46874912779662
1002 => 0.46830242797155
1003 => 0.48308492469712
1004 => 0.49939221380743
1005 => 0.49882754423955
1006 => 0.49648317849085
1007 => 0.49996496140142
1008 => 0.51679583135857
1009 => 0.51524631456211
1010 => 0.51675153814235
1011 => 0.53659608236809
1012 => 0.56239681271505
1013 => 0.55040978311791
1014 => 0.57641818816886
1015 => 0.59278910050211
1016 => 0.62110090059855
1017 => 0.61755612378792
1018 => 0.62857769980388
1019 => 0.61121023347965
1020 => 0.57133102025517
1021 => 0.5650199821109
1022 => 0.57765484029667
1023 => 0.60871640625495
1024 => 0.57667660104592
1025 => 0.58315821191097
1026 => 0.58129150754579
1027 => 0.58119203880316
1028 => 0.58498835614102
1029 => 0.57948159983985
1030 => 0.55704608402238
1031 => 0.5673281487082
1101 => 0.5633577497477
1102 => 0.56776320340723
1103 => 0.59153761986038
1104 => 0.58102638363514
1105 => 0.56995365013534
1106 => 0.58384131518035
1107 => 0.60152508510212
1108 => 0.60041846656121
1109 => 0.59827116406117
1110 => 0.61037539582479
1111 => 0.63036804049115
1112 => 0.63577197200752
1113 => 0.63976104377438
1114 => 0.64031106937511
1115 => 0.64597667490165
1116 => 0.61551128606905
1117 => 0.66386064055306
1118 => 0.67220923844848
1119 => 0.67064004805807
1120 => 0.67991916325614
1121 => 0.67718901217643
1122 => 0.67323345160953
1123 => 0.68794282292286
1124 => 0.67107971569718
1125 => 0.6471446579965
1126 => 0.63401341196014
1127 => 0.65130569600822
1128 => 0.66186549045883
1129 => 0.66884484286162
1130 => 0.67095679068166
1201 => 0.61787622748028
1202 => 0.58926874789773
1203 => 0.60760581432473
1204 => 0.62997830092238
1205 => 0.61538700577638
1206 => 0.61595895692113
1207 => 0.59515560456785
1208 => 0.63181893599577
1209 => 0.62647739699387
1210 => 0.65418931078472
1211 => 0.64757564015653
1212 => 0.67017363008267
1213 => 0.66422282199401
1214 => 0.68892429366486
1215 => 0.69877837948001
1216 => 0.71532492322964
1217 => 0.72749662816842
1218 => 0.73464408611609
1219 => 0.73421497955035
1220 => 0.76253676878841
1221 => 0.74583639916268
1222 => 0.72485679893784
1223 => 0.72447734415957
1224 => 0.73534297639924
1225 => 0.75811436073297
1226 => 0.76401864938054
1227 => 0.76731834125666
1228 => 0.76226474828528
1229 => 0.74413769398282
1230 => 0.73631052384127
1231 => 0.74297949957682
]
'min_raw' => 0.27499393024465
'max_raw' => 0.76731834125666
'avg_raw' => 0.52115613575065
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.274993'
'max' => '$0.767318'
'avg' => '$0.521156'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.10886597931012
'max_diff' => 0.39644939370155
'year' => 2036
]
11 => [
'items' => [
101 => 0.73482391532386
102 => 0.74890274179725
103 => 0.76823597762029
104 => 0.76424374087473
105 => 0.77758918976555
106 => 0.79140032538538
107 => 0.81115086961864
108 => 0.81631439324175
109 => 0.82484950143954
110 => 0.83363493141204
111 => 0.83645657474524
112 => 0.84184396737281
113 => 0.84181557315437
114 => 0.85805084345091
115 => 0.87595884935245
116 => 0.882718707009
117 => 0.89826262694949
118 => 0.87164420877531
119 => 0.89183458473078
120 => 0.9100468092405
121 => 0.88833344437812
122 => 0.91826025927575
123 => 0.9194222496826
124 => 0.93696692524754
125 => 0.91918203540934
126 => 0.90862142459479
127 => 0.93910951231546
128 => 0.95386173759773
129 => 0.94941824728512
130 => 0.91560306660398
131 => 0.89592118104622
201 => 0.84440989018939
202 => 0.90542723933147
203 => 0.93514701019811
204 => 0.9155260995772
205 => 0.92542174561417
206 => 0.9794091817179
207 => 0.99996410195857
208 => 0.99568882223825
209 => 0.99641127413389
210 => 1.0075023359976
211 => 1.0566862122604
212 => 1.0272140935304
213 => 1.0497444240003
214 => 1.0616944300424
215 => 1.0727942616353
216 => 1.0455365833808
217 => 1.0100747444665
218 => 0.99884249149565
219 => 0.91357518670183
220 => 0.90913665319018
221 => 0.90664516982876
222 => 0.89093671966231
223 => 0.87859418073811
224 => 0.8687789355365
225 => 0.84302080104713
226 => 0.85171341529932
227 => 0.81066032506375
228 => 0.83692463736429
301 => 0.77140291408679
302 => 0.82597135222081
303 => 0.79627223226689
304 => 0.81621439256068
305 => 0.81614481624208
306 => 0.77942497647354
307 => 0.75824573921855
308 => 0.77174197350568
309 => 0.78621100799388
310 => 0.78855856015992
311 => 0.80731804105432
312 => 0.81255340893826
313 => 0.79668999983398
314 => 0.77004512200781
315 => 0.77623411942187
316 => 0.75812031938349
317 => 0.7263765815535
318 => 0.74917548825549
319 => 0.75696003740072
320 => 0.76039813777923
321 => 0.72918181741636
322 => 0.71937297181905
323 => 0.71415082472723
324 => 0.76601548704672
325 => 0.76885675032644
326 => 0.75432044567327
327 => 0.82002592109459
328 => 0.80515474839145
329 => 0.82176949182662
330 => 0.77567253277654
331 => 0.77743349869004
401 => 0.7556104595392
402 => 0.76782990324767
403 => 0.75919359428557
404 => 0.76684269295092
405 => 0.77142753115251
406 => 0.79324698935737
407 => 0.82622049538443
408 => 0.78998788991637
409 => 0.77420082485347
410 => 0.78399503122867
411 => 0.81007829347125
412 => 0.84959577094638
413 => 0.82620062891775
414 => 0.83658299567479
415 => 0.83885108093185
416 => 0.82160036933517
417 => 0.85023182928911
418 => 0.86557566127999
419 => 0.88131525794399
420 => 0.89498150871384
421 => 0.87502851691524
422 => 0.89638107828877
423 => 0.87917468305619
424 => 0.86373876776811
425 => 0.86376217767994
426 => 0.85407900253699
427 => 0.83531663053894
428 => 0.83185656127607
429 => 0.8498562785401
430 => 0.86429034720629
501 => 0.86547920623616
502 => 0.87347064829899
503 => 0.87819990139337
504 => 0.92455301082612
505 => 0.943196614893
506 => 0.96599366104062
507 => 0.97487439528624
508 => 1.0016022214461
509 => 0.98001733109411
510 => 0.97534730429113
511 => 0.91051434063257
512 => 0.92113073479965
513 => 0.93812860619082
514 => 0.91079462927111
515 => 0.92813174621245
516 => 0.93155446034702
517 => 0.90986583119485
518 => 0.92145066513537
519 => 0.89068478085324
520 => 0.82689110758832
521 => 0.85030284988385
522 => 0.8675417725206
523 => 0.84293970437412
524 => 0.88703795929516
525 => 0.86127666914304
526 => 0.85311157692483
527 => 0.82125664111602
528 => 0.83629094460885
529 => 0.8566250553534
530 => 0.84406093900737
531 => 0.87013336693695
601 => 0.90705887814777
602 => 0.93337419638881
603 => 0.93539435976475
604 => 0.91847537312516
605 => 0.94558815719064
606 => 0.94578564422286
607 => 0.91520231303802
608 => 0.89647019297601
609 => 0.8922142158852
610 => 0.90284648109149
611 => 0.91575601387637
612 => 0.93611074898853
613 => 0.94841068911657
614 => 0.98048240958632
615 => 0.98916009757715
616 => 0.99869424576846
617 => 1.0114348079745
618 => 1.0267331195159
619 => 0.99326128479663
620 => 0.99459118318933
621 => 0.96342267414788
622 => 0.93011465222075
623 => 0.95539128895989
624 => 0.98843712908625
625 => 0.98085637684885
626 => 0.98000338736143
627 => 0.98143787907972
628 => 0.97572223945695
629 => 0.94987061327463
630 => 0.93688808844562
701 => 0.95363885767037
702 => 0.96254114602235
703 => 0.97634781889516
704 => 0.97464585504008
705 => 1.010210361632
706 => 1.0240296534788
707 => 1.0204940872635
708 => 1.0211447165353
709 => 1.0461638843284
710 => 1.0739903444987
711 => 1.100053496473
712 => 1.1265660540997
713 => 1.094604131078
714 => 1.078375837705
715 => 1.0951192940679
716 => 1.0862349804405
717 => 1.137286881802
718 => 1.1408216046865
719 => 1.1918698144145
720 => 1.2403206441541
721 => 1.2098895460814
722 => 1.2385847009172
723 => 1.2696208504223
724 => 1.3294946182516
725 => 1.3093312396312
726 => 1.2938864076085
727 => 1.2792911159759
728 => 1.309661600926
729 => 1.3487327446341
730 => 1.35714829477
731 => 1.3707847009779
801 => 1.3564476872308
802 => 1.3737150411189
803 => 1.4346763880038
804 => 1.4182040939548
805 => 1.3948107883518
806 => 1.4429339169274
807 => 1.460349490085
808 => 1.5825811031115
809 => 1.7369035636934
810 => 1.6730130516766
811 => 1.6333541491338
812 => 1.6426749319531
813 => 1.6990282704127
814 => 1.7171271741603
815 => 1.6679281147079
816 => 1.6853060542478
817 => 1.7810602096741
818 => 1.8324292418991
819 => 1.762663196356
820 => 1.5701814436641
821 => 1.392704477134
822 => 1.4397793605497
823 => 1.4344425296741
824 => 1.5373184241054
825 => 1.4178112351895
826 => 1.4198234297575
827 => 1.5248266887382
828 => 1.4968136194538
829 => 1.4514360348558
830 => 1.3930357837194
831 => 1.2850775181243
901 => 1.1894558716478
902 => 1.3769919407382
903 => 1.3689050444268
904 => 1.3571940201571
905 => 1.3832556374043
906 => 1.5098034530377
907 => 1.5068861162921
908 => 1.4883275083545
909 => 1.5024040489071
910 => 1.4489683492378
911 => 1.4627399457509
912 => 1.3926763638757
913 => 1.4243480289969
914 => 1.4513386749394
915 => 1.4567574467156
916 => 1.468966216217
917 => 1.3646436175421
918 => 1.4114814015966
919 => 1.4389942116216
920 => 1.3146903350037
921 => 1.4365371236483
922 => 1.3628275931961
923 => 1.3378094714805
924 => 1.3714930764836
925 => 1.3583665428555
926 => 1.347081120058
927 => 1.3407836602289
928 => 1.3655171822192
929 => 1.3643633338554
930 => 1.3238944913094
1001 => 1.2711045359291
1002 => 1.288822577726
1003 => 1.2823854470337
1004 => 1.2590564549983
1005 => 1.2747773788769
1006 => 1.2055503862931
1007 => 1.0864489436588
1008 => 1.1651310048389
1009 => 1.1621018310731
1010 => 1.1605743842982
1011 => 1.2197017786627
1012 => 1.2140180439956
1013 => 1.2037020099196
1014 => 1.2588669929426
1015 => 1.2387310320655
1016 => 1.3007853188597
1017 => 1.341658285562
1018 => 1.3312915791043
1019 => 1.369732801844
1020 => 1.2892307656236
1021 => 1.3159703128749
1022 => 1.321481296504
1023 => 1.2581862656151
1024 => 1.2149479732791
1025 => 1.2120644721329
1026 => 1.1370952318259
1027 => 1.1771431948673
1028 => 1.2123837450465
1029 => 1.1955062562878
1030 => 1.1901633475475
1031 => 1.2174591095664
1101 => 1.2195802240477
1102 => 1.1712185890892
1103 => 1.1812745044109
1104 => 1.223209342959
1105 => 1.1802178540732
1106 => 1.0966924137878
1107 => 1.0759769497675
1108 => 1.0732131250054
1109 => 1.0170311436181
1110 => 1.0773612561281
1111 => 1.051025545271
1112 => 1.1342197403184
1113 => 1.0866996622868
1114 => 1.0846511667
1115 => 1.0815545651716
1116 => 1.0331964129431
1117 => 1.0437837749603
1118 => 1.078977778806
1119 => 1.091535395867
1120 => 1.090225533526
1121 => 1.0788053089872
1122 => 1.0840334293
1123 => 1.0671918321744
1124 => 1.0612447137018
1125 => 1.0424739719184
1126 => 1.0148861670467
1127 => 1.0187224205199
1128 => 0.96406376032718
1129 => 0.93428282129951
1130 => 0.92603984988312
1201 => 0.91501700400763
1202 => 0.92728490965543
1203 => 0.96390891921035
1204 => 0.91973259347005
1205 => 0.84399538159724
1206 => 0.84854731708073
1207 => 0.85877416463034
1208 => 0.839716501879
1209 => 0.82168002347325
1210 => 0.8373612781013
1211 => 0.80527042300477
1212 => 0.86265219115289
1213 => 0.86110017513503
1214 => 0.8824885498359
1215 => 0.89586313947
1216 => 0.86503904043823
1217 => 0.85728686288896
1218 => 0.86170285553785
1219 => 0.78871633379695
1220 => 0.87652399388909
1221 => 0.87728335817986
1222 => 0.87078122009886
1223 => 0.91753608834057
1224 => 1.0162034435397
1225 => 0.9790808156286
1226 => 0.96470581206407
1227 => 0.93737891977982
1228 => 0.97379038123827
1229 => 0.97099454910554
1230 => 0.95835073591351
1231 => 0.95070371824386
]
'min_raw' => 0.71415082472723
'max_raw' => 1.8324292418991
'avg_raw' => 1.2732900333132
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$0.71415'
'max' => '$1.83'
'avg' => '$1.27'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.43915689448259
'max_diff' => 1.0651109006425
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.022416378346319
]
1 => [
'year' => 2028
'avg' => 0.038473012763415
]
2 => [
'year' => 2029
'avg' => 0.10510133678375
]
3 => [
'year' => 2030
'avg' => 0.081085524807055
]
4 => [
'year' => 2031
'avg' => 0.079636034178991
]
5 => [
'year' => 2032
'avg' => 0.13962703029809
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.022416378346319
'min' => '$0.022416'
'max_raw' => 0.13962703029809
'max' => '$0.139627'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.13962703029809
]
1 => [
'year' => 2033
'avg' => 0.35913507960489
]
2 => [
'year' => 2034
'avg' => 0.22763707267789
]
3 => [
'year' => 2035
'avg' => 0.26849844924482
]
4 => [
'year' => 2036
'avg' => 0.52115613575065
]
5 => [
'year' => 2037
'avg' => 1.2732900333132
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.13962703029809
'min' => '$0.139627'
'max_raw' => 1.2732900333132
'max' => '$1.27'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 1.2732900333132
]
]
]
]
'prediction_2025_max_price' => '$0.038327'
'last_price' => 0.03716376
'sma_50day_nextmonth' => '$0.038337'
'sma_200day_nextmonth' => '$0.066645'
'sma_50day_ts_nextmonth' => 1770163200
'sma_200day_ts_nextmonth' => 1770163200
'sma_200day_direction' => 'increase'
'sma_200day_direction_label' => 'artmak'
'sma_200day_date_nextmonth' => '4 Şub 2026'
'sma_50day_date_nextmonth' => '4 Şub 2026'
'daily_sma3' => '$0.03584'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.036748'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.03760074'
'daily_sma10_action' => 'SELL'
'daily_sma21' => '$0.04522'
'daily_sma21_action' => 'SELL'
'daily_sma50' => '$0.049159'
'daily_sma50_action' => 'SELL'
'daily_sma100' => '$0.044542'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.071242'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.036458'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.036682'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.0387042'
'daily_ema10_action' => 'SELL'
'daily_ema21' => '$0.043182'
'daily_ema21_action' => 'SELL'
'daily_ema50' => '$0.047218'
'daily_ema50_action' => 'SELL'
'daily_ema100' => '$0.053027'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.06466'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.04742'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.067787'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '—'
'weekly_sma100_action' => '—'
'weekly_sma200' => '—'
'weekly_sma200_action' => '—'
'weekly_ema3' => '$0.037843'
'weekly_ema3_action' => 'SELL'
'weekly_ema5' => '$0.040297'
'weekly_ema5_action' => 'SELL'
'weekly_ema10' => '$0.044469'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.04851'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.05987'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.074851'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$0.037425'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '35.85'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 41.68
'stoch_rsi_14_action' => 'NEUTRAL'
'momentum_10' => -0.01
'momentum_10_action' => 'BUY'
'vwma_10' => '0.037791'
'vwma_10_action' => 'SELL'
'hma_9' => '0.035961'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 21.12
'stochastic_fast_14_action' => 'NEUTRAL'
'cci_20' => -69.29
'cci_20_action' => 'NEUTRAL'
'adx_14' => 27.4
'adx_14_action' => 'SELL'
'ao_5_34' => '-0.014028'
'ao_5_34_action' => 'SELL'
'macd_12_26' => -0
'macd_12_26_action' => 'NEUTRAL'
'williams_percent_r_14' => -78.88
'williams_percent_r_14_action' => 'NEUTRAL'
'ultimate_oscillator' => 35.63
'ultimate_oscillator_action' => 'NEUTRAL'
'ichimoku_cloud' => '0.007933'
'ichimoku_cloud_action' => 'NEUTRAL'
'sell_signals' => 21
'buy_signals' => 10
'sell_pct' => 67.74
'buy_pct' => 32.26
'overall_action' => 'bearish'
'overall_action_label' => 'Ayı'
'overall_action_dir' => -1
'last_updated' => 1767706926
'last_updated_date' => '6 Ocak 2026'
]
Strawberry Elephant için 2026 fiyat tahmini
Strawberry Elephant için 2026 fiyat tahmini, ortalama fiyatın alt sınırda $0.01284 ile üst sınırda $0.038327 arasında olabileceğini gösteriyor. Kripto piyasasında, bugünün ortalama fiyatına kıyasla, Strawberry Elephant 3.13% artabilir ve eğer صباح الفر tahmin edilen fiyat hedefine ulaşırsa 2026 yılına kadar bu gerçekleşebilir.
Strawberry Elephant fiyat tahmini 2027-2032
صباح الفر için 2027-2032 fiyat tahmini, şu anda alt sınırda $0.022416 ve üst sınırda $0.139627 fiyat aralığında bulunuyor. Piyasadaki fiyat dalgalanmaları göz önüne alındığında, Strawberry Elephant üst fiyat hedefine ulaşırsa, bugünün fiyatına kıyasla 2032 yılına kadar 275.71% artış gösterebilir.
| Strawberry Elephant Fiyat Tahmini | Potansiyel Düşük ($) | Ortalama Fiyat ($) | Potansiyel Yüksek ($) |
|---|---|---|---|
| 2027 | $0.01236 | $0.022416 | $0.032471 |
| 2028 | $0.0223076 | $0.038473 | $0.054638 |
| 2029 | $0.0490034 | $0.1051013 | $0.161199 |
| 2030 | $0.041675 | $0.081085 | $0.120495 |
| 2031 | $0.049273 | $0.079636 | $0.109998 |
| 2032 | $0.075211 | $0.139627 | $0.204042 |
Strawberry Elephant fiyat tahmini 2032-2037
Strawberry Elephant için 2032-2037 fiyat tahmini, şu anda alt sınırda $0.139627 ve üst sınırda $1.27 olarak tahmin edilmektedir. Mevcut fiyata kıyasla, Strawberry Elephant üst fiyat hedefine ulaşırsa, 2037 yılına kadar potansiyel olarak 3326.16% artış gösterebilir. Lütfen bu bilgilerin sadece genel amaçlar için olduğunu ve uzun vadeli yatırım tavsiyesi olarak değerlendirilmemesi gerektiğini unutmayın.
| Strawberry Elephant Fiyat Tahmini | Potansiyel Düşük ($) | Ortalama Fiyat ($) | Potansiyel Yüksek ($) |
|---|---|---|---|
| 2032 | $0.075211 | $0.139627 | $0.204042 |
| 2033 | $0.174775 | $0.359135 | $0.543494 |
| 2034 | $0.140511 | $0.227637 | $0.314762 |
| 2035 | $0.166127 | $0.268498 | $0.370868 |
| 2036 | $0.274993 | $0.521156 | $0.767318 |
| 2037 | $0.71415 | $1.27 | $1.83 |
Strawberry Elephant Potansiyel fiyat histogramı
Teknik Analize Dayalı Strawberry Elephant Fiyat Tahmini
Piyasa Duyarlılık Göstergesi
Boğa 32.26%
Ayı 67.74%
6 Ocak 2026 itibariyle, Strawberry Elephant için genel fiyat tahmini duyarlılığı Ayı, 10 teknik gösterge yükseliş sinyalleri gösterirken 21 düşüş sinyalleri gösteriyor. صباح الفر fiyat tahmini en son 6 Ocak 2026 tarihinde güncellendi.
Strawberry Elephant'ın 50 Günlük, 200 Günlük Basit Hareketli Ortalamaları ve 14 Günlük Göreceli Güç Endeksi - RSI (14)
Teknik göstergelerimize göre, Strawberry Elephant'ın 200 günlük SMA'sının önümüzdeki ay içinde artmak ve 4 Şub 2026 tarihinde $0.066645 seviyesine ulaşması bekleniyor. Strawberry Elephant için kısa vadeli 50 günlük SMA'nın 4 Şub 2026 tarihinde $0.038337 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 35.85 seviyesinde olup, صباح الفر piyasasının NEUTRAL durumda olduğunu gösteriyor.
19 Ekim 2024 Cumartesi için Popüler صباح الفر Hareketli Ortalamaları ve Osilatörleri
Hareketli ortalamalar (MA), belirli bir dönem boyunca fiyat hareketlerini düzleştirmek için tasarlanmış, finansal piyasalar genelinde yaygın olarak kullanılan göstergelerdir. Gecikmeli göstergeler olarak, geçmiş fiyat verilerine dayanırlar. Aşağıdaki tablo iki türü vurgulamaktadır: basit hareketli ortalama (SMA) ve üstel hareketli ortalama (EMA).
Günlük Basit Hareketli Ortalama (SMA)
| Dönem | Değer | İşlem |
|---|---|---|
| SMA 3 | $0.03584 | BUY |
| SMA 5 | $0.036748 | BUY |
| SMA 10 | $0.03760074 | SELL |
| SMA 21 | $0.04522 | SELL |
| SMA 50 | $0.049159 | SELL |
| SMA 100 | $0.044542 | SELL |
| SMA 200 | $0.071242 | SELL |
Günlük Üstel Hareketli Ortalama (EMA)
| Dönem | Değer | İşlem |
|---|---|---|
| EMA 3 | $0.036458 | BUY |
| EMA 5 | $0.036682 | BUY |
| EMA 10 | $0.0387042 | SELL |
| EMA 21 | $0.043182 | SELL |
| EMA 50 | $0.047218 | SELL |
| EMA 100 | $0.053027 | SELL |
| EMA 200 | $0.06466 | SELL |
Haftalık Basit Hareketli Ortalama (SMA)
| Dönem | Değer | İşlem |
|---|---|---|
| SMA 21 | $0.04742 | SELL |
| SMA 50 | $0.067787 | SELL |
| SMA 100 | — | — |
| SMA 200 | — | — |
Haftalık Üstel Hareketli Ortalama (EMA)
| Dönem | Değer | İşlem |
|---|---|---|
| EMA 21 | $0.04851 | SELL |
| EMA 50 | $0.05987 | SELL |
| EMA 100 | $0.074851 | SELL |
| EMA 200 | $0.037425 | SELL |
Strawberry Elephant 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) | 35.85 | NEUTRAL |
| Stoch RSI (14) | 41.68 | NEUTRAL |
| Hızlı Stokastik (14) | 21.12 | NEUTRAL |
| Emtia Kanal Endeksi (20) | -69.29 | NEUTRAL |
| Ortalama Yön Endeksi (14) | 27.4 | SELL |
| Harika Osilatör (5, 34) | -0.014028 | SELL |
| Momentum (10) | -0.01 | BUY |
| MACD (12, 26) | -0 | NEUTRAL |
| Williams Yüzde Aralığı (14) | -78.88 | NEUTRAL |
| Ultimate Osilatör (7, 14, 28) | 35.63 | NEUTRAL |
| VWMA (10) | 0.037791 | SELL |
| Hull Hareketli Ortalaması (9) | 0.035961 | BUY |
| Ichimoku Bulutu B/L (9, 26, 52, 26) | 0.007933 | NEUTRAL |
Dünya genelinde para akışlarına göre Strawberry Elephant fiyat tahmini
Strawberry Elephant 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 Strawberry Elephant fiyat tahminleri
| Karşılaştırma | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook hisseleri | $0.052221 | $0.073379 | $0.10311 | $0.144887 | $0.203591 | $0.286079 |
| Amazon.com hisseleri | $0.077544 | $0.16180098 | $0.3376073 | $0.704437 | $1.46 | $3.06 |
| Apple hisseleri | $0.052713 | $0.07477 | $0.106056 | $0.150433 | $0.213377 | $0.30266 |
| Netflix hisseleri | $0.058638 | $0.092522 | $0.145986 | $0.230343 | $0.363445 | $0.573459 |
| Google hisseleri | $0.048126 | $0.062324 | $0.0807094 | $0.104518 | $0.13535 | $0.175278 |
| Tesla hisseleri | $0.084247 | $0.190982 | $0.432943 | $0.981449 | $2.22 | $5.04 |
| Kodak hisseleri | $0.027868 | $0.020898 | $0.015671 | $0.011752 | $0.008812 | $0.0066087 |
| Nokia hisseleri | $0.024619 | $0.0163093 | $0.0108042 | $0.007157 | $0.004741 | $0.003141 |
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.
Strawberry Elephant öngörü ve tahminlerine genel bakış
Şöyle sorularınız olabilir: "Strawberry Elephant için şimdi mi yatırım yapmalıyım?", "Bugün mü صباح الفر satın almalıyım?", "Strawberry Elephant kısa ve uzun vade için iyi veya kötü bir yatırım mı?".
Strawberry Elephant öngörülerini gerçek zamanlı verilerle düzenli olarak güncelliyoruz. Benzer tahminlerimizi inceleyin. Teknik analiz yöntemleriyle Strawberry Elephant 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 Strawberry Elephant hakkında olabildiğince çok bilgi kaynağını kendiniz keşfetmelisiniz.
Strawberry Elephant fiyatı bugün $0.03716 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 Strawberry Elephant fiyat tahmini
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Strawberry Elephant, Bitcoin'in geçmiş yıllık ortama büyümesine göre %1 oranında büyüme gösterirse | $0.038129 | $0.03912 | $0.040137 | $0.041181 |
| Strawberry Elephant, Bitcoin'in geçmiş yıllık ortama büyümesine göre %2 oranında büyüme gösterirse | $0.039095 | $0.041128 | $0.043266 | $0.045515 |
| Strawberry Elephant, Bitcoin'in geçmiş yıllık ortama büyümesine göre %5 oranında büyüme gösterirse | $0.041993 | $0.047451 | $0.053618 | $0.060587 |
| Strawberry Elephant, Bitcoin'in geçmiş yıllık ortama büyümesine göre %10 oranında büyüme gösterirse | $0.046823 | $0.058994 | $0.074329 | $0.09365 |
| Strawberry Elephant, Bitcoin'in geçmiş yıllık ortama büyümesine göre %20 oranında büyüme gösterirse | $0.056483 | $0.085847 | $0.130477 | $0.1983073 |
| Strawberry Elephant, Bitcoin'in geçmiş yıllık ortama büyümesine göre %50 oranında büyüme gösterirse | $0.085464 | $0.196538 | $0.451971 | $1.03 |
| Strawberry Elephant, Bitcoin'in geçmiş yıllık ortama büyümesine göre %100 oranında büyüme gösterirse | $0.133764 | $0.48146 | $1.73 | $6.23 |
Soru Kutusu
صباح الفر iyi bir yatırım mı?
Strawberry Elephant satın alma kararı tamamen bireysel risk toleransınıza bağlıdır. Gördüğünüz gibi, Strawberry Elephant değeri son 24 saat içinde 0% oranında düşmüştür, ve Strawberry Elephant son 30 günlük sürede oranında azalmıştır. Bu nedenle, Strawberry Elephant'a yatırım yapma kararı, bu yatırımın ticaret hedeflerinize uyup uymadığına bağlı olacaktır.
Strawberry Elephant yükselebilir mi?
Strawberry Elephant ortalama değeri yıl sonuna kadar $0.038327 seviyesine kadar yükselebilir gibi görünmektedir. Strawberry Elephant'ın uzun vadeli beş yıllık görünümüne bakıldığında, dijital para birimi $0.120495 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 Strawberry Elephant fiyatı ne olacak?
Yeni deneysel Strawberry Elephant tahminimize göre, Strawberry Elephant fiyatı önümüzdeki hafta 0.86% oranında artacak ve $0.037481 seviyesine ulaşacaktır 13 Ocak 2026 itibariyle.
Önümüzdeki ay Strawberry Elephant fiyatı ne olacak?
Yeni deneysel Strawberry Elephant tahminimize göre, Strawberry Elephant fiyatı önümüzdeki ay -11.62% oranında düşecek ve $0.032846 seviyesine ulaşacaktır 5 Şubat 2026 itibariyle.
2026 yılında Strawberry Elephant fiyatı ne kadar yükselebilir?
Son Strawberry Elephant değer tahminimize göre, صباح الفر fiyatı $0.01284 ve $0.038327 aralığında dalgalanması beklenmektedir. Ancak, kripto para piyasasının son derece dalgalı olduğunu ve bu Strawberry Elephant fiyat tahmininin ani ve aşırı fiyat dalgalanmalarını dikkate almadığını unutmamak önemlidir.
5 yıl içinde Strawberry Elephant nerede olacak?
Strawberry Elephant'ın geleceği $0.120495 seviyesine kadar artış gösteren bir eğilimde görünmektedir. Strawberry Elephant'ın 2030 tahminine dayanarak, Strawberry Elephant değeri yaklaşık olarak $0.120495 seviyesine ulaşabilirken, en düşük zirve yaklaşık $0.041675 seviyesinde beklenmektedir.
2026 yılında Strawberry Elephant ne kadar olacak?
Yeni deneysel Strawberry Elephant fiyat tahmin simülasyonumuza göre, 2026 yılında صباح الفر'ın değeri 3.13% oranında artacaktır ve en iyi durumda $0.038327 seviyesine ulaşacaktır. Fiyat, 2026 yılı boyunca $0.038327 ve $0.01284 arasında olacaktır.
2027 yılında Strawberry Elephant ne kadar olacak?
Son deneysel simülasyonumuza göre, 2027 yılında صباح الفر'ın değeri -12.62% oranında düşecektir ve en iyi durumda $0.032471 seviyesine ulaşacaktır. Fiyat, 2027 yılı boyunca $0.032471 ve $0.01236 arasında olacaktır.
2028 yılında Strawberry Elephant ne kadar olacak?
Yeni deneysel Strawberry Elephant fiyat tahmin modelimize göre, صباح الفر'ın değeri 2028 yılında 47.02% oranında artacaktır, en iyi durumda $0.054638 seviyesine ulaşacaktır. Fiyat, yıl boyunca $0.054638 ve $0.0223076 arasında olacaktır.
2029 yılında Strawberry Elephant ne kadar olacak?
Deneysel tahmin modelimize göre, Strawberry Elephant değeri 333.75% oranında artacaktır ve 2029 yılında en iyi durumda $0.161199 seviyesine ulaşacaktır. Fiyat aralığı $0.161199 ve $0.0490034 arasında olacaktır.
2030 yılında Strawberry Elephant ne kadar olacak?
Yeni deneysel simülasyona göre, صباح الفر'ın değeri 224.23% oranında artacaktır, $0.120495 seviyesine ulaşacaktır. Fiyat 2030 yılı boyunca $0.120495 ve $0.041675 arasında olacaktır.
2031 yılında Strawberry Elephant ne kadar olacak?
Strawberry Elephant'ın değeri 2031 yılında 195.98% oranında artacaktır, ve en iyi durumda $0.109998 seviyesine ulaşacaktır. Yıl boyunca fiyat $0.109998 ve $0.049273 arasında olacaktır.
2032 yılında Strawberry Elephant ne kadar olacak?
Strawberry Elephant fiyatı 449.04% oranında artacaktır, 2032 yılında $0.204042 seviyesine ulaşabilir. Fiyat $0.204042 ve $0.075211 arasında olacaktır.
2033 yılında Strawberry Elephant ne kadar olacak?
صباح الفر'ın değeri 1362.43% oranında artacaktır, ve 2033 yılı için $0.543494 seviyesine ulaşacaktır. Fiyat aralığı $0.543494 ve $0.174775 arasında olacaktır.
2034 yılında Strawberry Elephant ne kadar olacak?
Yeni simülasyon sonuçlarına göre, صباح الفر'ın değeri 746.96% oranında artacaktır, ve $0.314762 seviyesine ulaşacaktır. Yıl boyunca fiyat aralığı $0.314762 ve $0.140511 arasında olacaktır.
2035 yılında Strawberry Elephant ne kadar olacak?
Deneysel tahminimize göre, 2035 yılında صباح الفر'ın değeri 897.93% oranında artacaktır, ve en iyi durumda $0.370868 seviyesine ulaşacaktır. Yıl boyunca fiyat $0.370868 ve $0.166127 arasında olacaktır.
2036 yılında Strawberry Elephant ne kadar olacak?
صباح الفر'ın değeri 2036 yılında 1964.7% oranında artacaktır, ve $0.767318 seviyesine ulaşacaktır. Fiyat $0.767318 ve $0.274993 arasında olacaktır.
2037 yılında Strawberry Elephant ne kadar olacak?
Deneysel simülasyonumuza göre, 2037 yılında Strawberry Elephant'ın değeri 4830.69% oranında artacaktır, ve en iyi durumda $1.83 seviyesine ulaşacaktır. Fiyat 2037 yılı boyunca $1.83 ve $0.71415 arasında olacaktır.
İlgili Tahminler
ACE Fiyat Tahmini- Finminity Fiyat Tahmini
- SuperBid Fiyat Tahmini
- Rich Fiyat Tahmini
- WOWswap Fiyat Tahmini
- Soldex Fiyat Tahmini
- Snakes Game Fiyat Tahmini
- SugarBlock Fiyat Tahmini
- Centaur Fiyat Tahmini
- Pancake Bunny Fiyat Tahmini
- Dot Dot Finance Fiyat Tahmini
- ETHforestAI Fiyat Tahmini
- Cub Finance Fiyat Tahmini
- HairyPlotterFTX Fiyat Tahmini
- Feeder Finance Fiyat Tahmini
- Islander Fiyat Tahmini
- Egretia Fiyat Tahmini
- Momo v2 Fiyat Tahmini
- KoreCoin Fiyat Tahmini
- ArbiSmart Fiyat Tahmini
- Mare Finance Fiyat Tahmini
- Mercury Fiyat Tahmini
- Ignore Fud Fiyat Tahmini
- RiverBoat Fiyat Tahmini
- Phoneum Fiyat Tahmini
ACE Fiyat Tahmini
Finminity Fiyat Tahmini
SuperBid Fiyat Tahmini
Rich Fiyat Tahmini
WOWswap Fiyat Tahmini
Soldex Fiyat Tahmini
Snakes Game Fiyat Tahmini
SugarBlock Fiyat Tahmini
Centaur Fiyat Tahmini
Pancake Bunny Fiyat Tahmini
Dot Dot Finance Fiyat Tahmini
ETHforestAI Fiyat Tahmini
Cub Finance Fiyat Tahmini
HairyPlotterFTX Fiyat Tahmini
Feeder Finance Fiyat Tahmini
Islander Fiyat Tahmini
Egretia Fiyat Tahmini
Momo v2 Fiyat Tahmini
KoreCoin Fiyat Tahmini
ArbiSmart Fiyat Tahmini
Mare Finance Fiyat Tahmini
Mercury Fiyat Tahmini
Ignore Fud Fiyat Tahmini
RiverBoat Fiyat Tahmini
Phoneum Fiyat TahminiStrawberry Elephant fiyat hareketlerini nasıl okumalı ve tahmin etmeli?
Strawberry Elephant 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.
Strawberry Elephant Fiyat Tahmin Göstergeleri
Hareketli ortalamalar, Strawberry Elephant fiyat tahmini için popüler araçlardır. Basit bir hareketli ortalama (SMA), صباح الفر'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. صباح الفر'ın bu ortalamaların üzerinde bir fiyat hareketi yükseliş olarak görülürken, aşağı düşüş zayıflık belirtir.
Tüccarlar ayrıca صباح الفر'ın gelecekteki yönünü ölçmek için RSI ve Fibonacci geri çekilme seviyelerini kullanır.
Strawberry Elephant grafiklerini nasıl okumalı ve fiyat hareketlerini tahmin etmeli?
Çoğu tüccar, daha ayrıntılı bilgi sağladığı için basit çizgi grafiklere kıyasla mum grafiklerini tercih eder. Mumlar, Strawberry Elephant'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 صباح الفر'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.
Strawberry Elephant fiyatını ne etkiler?
Strawberry Elephant'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 صباح الفر'ın fiyatını etkiler. Strawberry Elephant'ın piyasa değeri hızla değişebilir.
Tüccarlar genellikle Strawberry Elephant'ın büyük sahipleri olan صباح الفر "balinalarının" aktivitelerini izlerler, çünkü onların eylemleri nispeten küçük olan Strawberry Elephant 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