Wefi Geleceği Fiyat Tahmini - WEFI
$0.01392
0.0078%
Add to portfolio
Add to favorites
Sentiment
Boğa 37.5%
Ayı 62.5%
SMA 50
$0.014328
SMA 200
$0.017216
RSI (14)
37.51
Momentum (10)
-0
MACD (12, 26)
0
Hull Moving Average (9)
0.0139099
2026 yılına kadar Wefi fiyat tahmini $0.014358 olacak
| Yıl | Min. fiyat | Max. fiyat |
|---|---|---|
| 2026 | $0.00481 | $0.014358 |
| 2027 | $0.00463 | $0.012165 |
| 2028 | $0.008357 | $0.020469 |
| 2029 | $0.018358 | $0.06039 |
| 2030 | $0.015612 | $0.045141 |
| 2031 | $0.018459 | $0.0412092 |
| 2032 | $0.028176 | $0.076441 |
| 2033 | $0.065476 | $0.203611 |
| 2034 | $0.05264 | $0.11792 |
| 2035 | $0.062237 | $0.138939 |
Yatırım Kârı Hesaplayıcı
Bugün Wefi’de $10,000.00 tutarında short açıp Apr 06, 2026 tarihinde kapatırsanız, tahminimize göre yaklaşık $3,954.51 kazanç elde edebilir ve önümüzdeki 90 gün içinde 39.55% getiri sağlayabilirsiniz.
$
≈ $3,954.51
(39.55% ROI)
Wefi için uzun vadeli fiyat tahmini: 2027, 2028, 2029, 2030, 2031, 2032 ve 2037
[
'name' => 'Wefi'
'name_with_ticker' => 'Wefi <small>WEFI</small>'
'name_lang' => 'Wefi'
'name_lang_with_ticker' => 'Wefi <small>WEFI</small>'
'name_with_lang' => 'Wefi'
'name_with_lang_with_ticker' => 'Wefi <small>WEFI</small>'
'image' => '/uploads/coins/wefi-finance.png?1717195421'
'price_for_sd' => 0.01392
'ticker' => 'WEFI'
'marketcap' => '$583.15K'
'low24h' => '$0.01392'
'high24h' => '$0.01395'
'volume24h' => '$2.13K'
'current_supply' => '41.88M'
'max_supply' => '100M'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.01392'
'change_24h_pct' => '0.0078%'
'ath_price' => '$0.3'
'ath_days' => 845
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '14 Eyl 2023'
'ath_pct' => '-95.35%'
'fdv' => '$1.39M'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$0.686488'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.0140419'
'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' => '$0.012305'
'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' => '$0.00481'
'current_year_max_price_prediction' => '$0.014358'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.015612'
'grand_prediction_max_price' => '$0.045141'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.014186609357618
107 => 0.01423957700722
108 => 0.014358915826369
109 => 0.013339178682912
110 => 0.013797010722414
111 => 0.014065944152561
112 => 0.012850893131276
113 => 0.014041926500557
114 => 0.013321427327955
115 => 0.013076879087239
116 => 0.013406131076582
117 => 0.013277821256127
118 => 0.013167508007105
119 => 0.013105951318729
120 => 0.013347717641486
121 => 0.013336438953556
122 => 0.012940862324704
123 => 0.012424848738132
124 => 0.012598039835354
125 => 0.012535117886058
126 => 0.012307080624717
127 => 0.012460750205537
128 => 0.011784067142
129 => 0.010619869102108
130 => 0.011388973987611
131 => 0.011359364286144
201 => 0.011344433731972
202 => 0.011922394796929
203 => 0.011866837176364
204 => 0.011765999551016
205 => 0.012305228662649
206 => 0.012108402783248
207 => 0.012714973765553
208 => 0.013114500645051
209 => 0.013013167705069
210 => 0.013388924666318
211 => 0.012602029808437
212 => 0.012863404715483
213 => 0.012917273721575
214 => 0.012298574659114
215 => 0.011875927090181
216 => 0.011847741315868
217 => 0.01111492867576
218 => 0.011506391273049
219 => 0.01185086215884
220 => 0.011685887336567
221 => 0.011633661236318
222 => 0.011900473056031
223 => 0.011921206619512
224 => 0.011448479174913
225 => 0.011546774179976
226 => 0.011956680691275
227 => 0.011536445587603
228 => 0.010719997426183
301 => 0.010517506993872
302 => 0.010490491037563
303 => 0.0099413209254165
304 => 0.010531038372805
305 => 0.010273610903575
306 => 0.011086821194418
307 => 0.010622319837623
308 => 0.010602296112518
309 => 0.010572027315181
310 => 0.010099333913725
311 => 0.010202823727411
312 => 0.010546839630048
313 => 0.010669588379725
314 => 0.010656784679482
315 => 0.010545153764447
316 => 0.010596257825708
317 => 0.010431633838553
318 => 0.010373501682337
319 => 0.010190020606809
320 => 0.0099203541137238
321 => 0.009957852893548
322 => 0.0094235730086702
323 => 0.0091324689710091
324 => 0.009051895210074
325 => 0.0089441486095424
326 => 0.0090640654753069
327 => 0.0094220594608851
328 => 0.0089902427616169
329 => 0.0082499233191411
330 => 0.0082944177790769
331 => 0.0083943836200288
401 => 0.0082080979367551
402 => 0.0080317941713089
403 => 0.0081850759913878
404 => 0.007871392884152
405 => 0.0084322907248994
406 => 0.0084171200102052
407 => 0.0086261880395461
408 => 0.0087569225688008
409 => 0.0084556218046752
410 => 0.0083798454773015
411 => 0.0084230111172156
412 => 0.0077095792420865
413 => 0.008567885434737
414 => 0.008575308102333
415 => 0.008511750715944
416 => 0.0089687722662997
417 => 0.0099332302861465
418 => 0.0095703623838461
419 => 0.0094298489643351
420 => 0.0091627328511298
421 => 0.0095186492121904
422 => 0.0094913203888211
423 => 0.0093677290853966
424 => 0.0092929806794572
425 => 0.0094307069093119
426 => 0.0092759148754295
427 => 0.0092481099727436
428 => 0.0090796425144994
429 => 0.0090195072966873
430 => 0.0089749855754711
501 => 0.0089259715350261
502 => 0.0090340842947099
503 => 0.0087890865578484
504 => 0.0084936433046178
505 => 0.0084690803948519
506 => 0.0085369007483085
507 => 0.0085068952905355
508 => 0.0084689367402641
509 => 0.0083964635303999
510 => 0.0083749622771783
511 => 0.0084448309192233
512 => 0.0083659532959494
513 => 0.0084823415257765
514 => 0.0084506903673181
515 => 0.0082738895690794
516 => 0.0080535303144347
517 => 0.0080515686548492
518 => 0.0080040926148977
519 => 0.0079436247399489
520 => 0.0079268039604558
521 => 0.0081721670240385
522 => 0.0086800612225562
523 => 0.0085803494385091
524 => 0.0086524014213578
525 => 0.0090068258645051
526 => 0.0091194867370667
527 => 0.0090395227182415
528 => 0.0089300630373076
529 => 0.0089348787077514
530 => 0.0093089355732013
531 => 0.0093322650410719
601 => 0.0093912110800093
602 => 0.0094669733981926
603 => 0.0090524253686336
604 => 0.0089153535328388
605 => 0.0088504012925834
606 => 0.0086503735322769
607 => 0.0088660863226833
608 => 0.0087403997174562
609 => 0.0087573591345671
610 => 0.0087463142919251
611 => 0.0087523455228566
612 => 0.0084321339425218
613 => 0.0085488022125706
614 => 0.0083548185854314
615 => 0.0080950962843759
616 => 0.0080942256041524
617 => 0.0081577922693874
618 => 0.0081199803295418
619 => 0.008018229371651
620 => 0.0080326826149684
621 => 0.0079060569950907
622 => 0.0080480572578524
623 => 0.0080521293172871
624 => 0.0079974514813172
625 => 0.0082162224783618
626 => 0.0083058531343512
627 => 0.0082698630114031
628 => 0.0083033279713828
629 => 0.0085844929133079
630 => 0.0086303350669282
701 => 0.0086506951234037
702 => 0.0086234153449172
703 => 0.0083084671503794
704 => 0.0083224364420703
705 => 0.0082199390484133
706 => 0.0081333395516823
707 => 0.0081368030773971
708 => 0.0081813264758633
709 => 0.0083757627682283
710 => 0.0087849424828649
711 => 0.0088004705539288
712 => 0.0088192910290442
713 => 0.0087427386983372
714 => 0.0087196497828888
715 => 0.00875011002212
716 => 0.0089037764092901
717 => 0.009299048077109
718 => 0.0091593326703948
719 => 0.0090457418699362
720 => 0.0091453916257983
721 => 0.0091300513269639
722 => 0.0090005637668708
723 => 0.0089969294823307
724 => 0.0087484014548349
725 => 0.0086565263017791
726 => 0.0085797485471496
727 => 0.0084959092434283
728 => 0.0084462064938634
729 => 0.0085225725066908
730 => 0.0085400383173605
731 => 0.0083730626956639
801 => 0.0083503045354228
802 => 0.0084866604325194
803 => 0.0084266552860674
804 => 0.0084883720672493
805 => 0.0085026908898802
806 => 0.0085003852296462
807 => 0.0084377329652031
808 => 0.0084776656502417
809 => 0.0083832129456191
810 => 0.0082805098156796
811 => 0.0082149916174093
812 => 0.0081578182996905
813 => 0.0081895413792936
814 => 0.0080764543929141
815 => 0.0080402755899799
816 => 0.0084641373550645
817 => 0.0087772485982144
818 => 0.0087726958367333
819 => 0.0087449820720926
820 => 0.0087038050393682
821 => 0.0089007640528705
822 => 0.0088321474708861
823 => 0.008882071767387
824 => 0.0088947795961626
825 => 0.0089332423665132
826 => 0.0089469895009267
827 => 0.0089054361127303
828 => 0.0087659778666242
829 => 0.00841846117662
830 => 0.0082566912193196
831 => 0.0082033044389188
901 => 0.0082052449469904
902 => 0.0081517170715651
903 => 0.0081674834298289
904 => 0.0081462341755816
905 => 0.0081059932287839
906 => 0.0081870566142249
907 => 0.0081963984142393
908 => 0.008177477251442
909 => 0.0081819338702369
910 => 0.0080252747236101
911 => 0.0080371851782823
912 => 0.0079708662531598
913 => 0.0079584322541859
914 => 0.0077907837865256
915 => 0.0074937702250315
916 => 0.0076583445699032
917 => 0.0074595619039529
918 => 0.0073842798963086
919 => 0.0077406532117425
920 => 0.00770488321513
921 => 0.0076436605297733
922 => 0.0075530994182051
923 => 0.0075195094210026
924 => 0.007315427231301
925 => 0.0073033689667973
926 => 0.0074045176106961
927 => 0.0073578409918491
928 => 0.0072922893411701
929 => 0.0070548679072748
930 => 0.0067879276080413
1001 => 0.0067959848577483
1002 => 0.0068808936003336
1003 => 0.0071277772209045
1004 => 0.0070313155192175
1005 => 0.006961331447873
1006 => 0.0069482255350237
1007 => 0.0071122734734204
1008 => 0.0073444356753574
1009 => 0.0074533609861698
1010 => 0.0073454193112656
1011 => 0.0072214217271282
1012 => 0.0072289688855252
1013 => 0.0072791767491536
1014 => 0.00728445288572
1015 => 0.0072037432056042
1016 => 0.0072264625077971
1017 => 0.0071919498102695
1018 => 0.0069801454492479
1019 => 0.0069763145799959
1020 => 0.0069243343739945
1021 => 0.006922760434015
1022 => 0.0068343291365366
1023 => 0.0068219569867227
1024 => 0.0066463712781831
1025 => 0.0067619423232664
1026 => 0.0066844233339767
1027 => 0.0065675839322363
1028 => 0.0065474407753368
1029 => 0.0065468352477168
1030 => 0.0066668031884921
1031 => 0.0067605404280296
1101 => 0.0066857718099842
1102 => 0.006668748444984
1103 => 0.0068505134464314
1104 => 0.0068273821931724
1105 => 0.0068073506770308
1106 => 0.0073236480965513
1107 => 0.0069149584018107
1108 => 0.0067367463677116
1109 => 0.0065161751339666
1110 => 0.0065879942398907
1111 => 0.0066031275807511
1112 => 0.0060726935245474
1113 => 0.005857496494007
1114 => 0.0057836489826545
1115 => 0.0057411486958206
1116 => 0.0057605166102158
1117 => 0.0055668140426353
1118 => 0.0056969853715942
1119 => 0.0055292553213399
1120 => 0.005501134832574
1121 => 0.0058010569401947
1122 => 0.0058427893493506
1123 => 0.0056647459266483
1124 => 0.005779078626635
1125 => 0.0057376200002764
1126 => 0.0055321305716371
1127 => 0.005524282386941
1128 => 0.0054211750149524
1129 => 0.0052598319433117
1130 => 0.0051860938301593
1201 => 0.0051476903806059
1202 => 0.0051635363923599
1203 => 0.0051555241639211
1204 => 0.0051032389536778
1205 => 0.0051585210909694
1206 => 0.0050172980743455
1207 => 0.0049610619312147
1208 => 0.0049356613700311
1209 => 0.0048103178142839
1210 => 0.00500979515201
1211 => 0.0050490947004913
1212 => 0.0050884716812234
1213 => 0.0054312214146897
1214 => 0.0054140986066064
1215 => 0.0055688804525336
1216 => 0.0055628659146264
1217 => 0.0055187196248683
1218 => 0.0053324736900912
1219 => 0.0054067080001788
1220 => 0.0051782263323023
1221 => 0.0053494203331186
1222 => 0.0052712945403784
1223 => 0.0053230059240057
1224 => 0.0052300241936164
1225 => 0.0052814841223354
1226 => 0.0050584140813534
1227 => 0.0048501144157646
1228 => 0.0049339402818438
1229 => 0.0050250685849226
1230 => 0.005222657965057
1231 => 0.0051049753603259
]
'min_raw' => 0.0048103178142839
'max_raw' => 0.014358915826369
'avg_raw' => 0.0095846168203263
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.00481'
'max' => '$0.014358'
'avg' => '$0.009584'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.0091124621857161
'max_diff' => 0.00043613582636875
'year' => 2026
]
1 => [
'items' => [
101 => 0.0051472984750592
102 => 0.0050055231255066
103 => 0.0047130000832532
104 => 0.0047146557319044
105 => 0.0046696574348146
106 => 0.0046307723362701
107 => 0.005118492623131
108 => 0.0050578368957431
109 => 0.0049611899325758
110 => 0.0050905557333729
111 => 0.005124762104415
112 => 0.00512573591171
113 => 0.005220117860557
114 => 0.0052704895235755
115 => 0.0052793677475058
116 => 0.0054278797832734
117 => 0.0054776590587416
118 => 0.0056826928493684
119 => 0.0052662158398956
120 => 0.0052576387699558
121 => 0.0050923761754862
122 => 0.0049875640253754
123 => 0.005099552753075
124 => 0.0051987594778311
125 => 0.0050954588049621
126 => 0.0051089476920425
127 => 0.0049702749786909
128 => 0.0050198439485565
129 => 0.0050625394230661
130 => 0.0050389654915659
131 => 0.0050036741751189
201 => 0.0051906256577397
202 => 0.0051800771224215
203 => 0.0053541706410339
204 => 0.0054898889883393
205 => 0.005733120529267
206 => 0.005479295736362
207 => 0.0054700453520463
208 => 0.00556046934254
209 => 0.0054776452152998
210 => 0.0055299872047239
211 => 0.0057246874255668
212 => 0.0057288011344286
213 => 0.0056598912107786
214 => 0.005655698035662
215 => 0.0056689329402909
216 => 0.0057464501900874
217 => 0.005719363281144
218 => 0.0057507089379299
219 => 0.0057899071617224
220 => 0.0059520476350307
221 => 0.0059911391542213
222 => 0.005896167029217
223 => 0.0059047419487471
224 => 0.0058692197669523
225 => 0.0058349057844302
226 => 0.0059120386059852
227 => 0.0060530003534263
228 => 0.0060521234377114
301 => 0.0060848238232129
302 => 0.0061051958924757
303 => 0.0060177440579336
304 => 0.0059608161293397
305 => 0.0059826459195808
306 => 0.0060175522295673
307 => 0.0059713262737076
308 => 0.0056859982601962
309 => 0.0057725485526715
310 => 0.0057581423519105
311 => 0.005737626170173
312 => 0.0058246531585305
313 => 0.0058162591931997
314 => 0.0055648273428317
315 => 0.0055809231941236
316 => 0.0055658061848598
317 => 0.0056146523344401
318 => 0.0054750073629231
319 => 0.0055179612156385
320 => 0.0055449014693942
321 => 0.0055607694858211
322 => 0.0056180956419558
323 => 0.0056113690791894
324 => 0.0056176775093698
325 => 0.0057026770653734
326 => 0.0061325756513147
327 => 0.0061559740828298
328 => 0.0060407516484755
329 => 0.006086780738338
330 => 0.0059984149512574
331 => 0.006057735496124
401 => 0.0060983211063432
402 => 0.0059149225379266
403 => 0.0059040628649519
404 => 0.0058153323608345
405 => 0.0058630111077946
406 => 0.0057871507931579
407 => 0.0058057642608886
408 => 0.0057537193824207
409 => 0.005847389801631
410 => 0.0059521278852196
411 => 0.0059785888613664
412 => 0.0059089814252908
413 => 0.0058585810542185
414 => 0.0057700946055298
415 => 0.0059172495417482
416 => 0.0059602821295638
417 => 0.0059170235098839
418 => 0.0059069995424845
419 => 0.0058880041423757
420 => 0.0059110295064147
421 => 0.0059600477648489
422 => 0.0059369316593964
423 => 0.0059522002543011
424 => 0.0058940121154311
425 => 0.0060177730081297
426 => 0.0062143350904158
427 => 0.0062149670696515
428 => 0.0061918508395946
429 => 0.0061823921763015
430 => 0.00620611083115
501 => 0.0062189772284151
502 => 0.0062956790089377
503 => 0.0063779830753721
504 => 0.0067620602413443
505 => 0.0066542129100489
506 => 0.0069949890205522
507 => 0.0072644986797205
508 => 0.007345312842276
509 => 0.0072709676153251
510 => 0.0070166366099764
511 => 0.0070041579175038
512 => 0.0073842358152756
513 => 0.0072768464004845
514 => 0.0072640727713054
515 => 0.0071281829382268
516 => 0.0072085106598595
517 => 0.0071909418088018
518 => 0.0071632085179097
519 => 0.0073164682151074
520 => 0.0076033566866739
521 => 0.0075586424279572
522 => 0.00752526530806
523 => 0.0073790164846038
524 => 0.0074670909421817
525 => 0.0074357293147933
526 => 0.0075704787686343
527 => 0.0074906561772448
528 => 0.0072760328200471
529 => 0.0073102122970887
530 => 0.0073050461378934
531 => 0.0074113653280541
601 => 0.0073794509461724
602 => 0.0072988143426235
603 => 0.0076023761330668
604 => 0.0075826645188948
605 => 0.0076106110810884
606 => 0.0076229140220421
607 => 0.0078076867345262
608 => 0.0078833822027637
609 => 0.0079005663992893
610 => 0.0079724712396172
611 => 0.0078987773413581
612 => 0.0081936054772535
613 => 0.0083896489839253
614 => 0.0086173636052311
615 => 0.0089501158708791
616 => 0.0090752338008932
617 => 0.0090526323667233
618 => 0.0093049213368885
619 => 0.0097582790082065
620 => 0.0091442689140886
621 => 0.0097908230341278
622 => 0.0095861314645496
623 => 0.009100811435324
624 => 0.0090695625469892
625 => 0.0093982269054622
626 => 0.010127172819783
627 => 0.0099445801358818
628 => 0.010127471476002
629 => 0.0099141190129063
630 => 0.0099035242648378
701 => 0.010117109423081
702 => 0.010616162787237
703 => 0.010379081240662
704 => 0.010039166708867
705 => 0.010290154309488
706 => 0.010072725622024
707 => 0.009582797934709
708 => 0.0099444405106976
709 => 0.0097026204191216
710 => 0.0097731963777066
711 => 0.010281466242175
712 => 0.010220309867367
713 => 0.010299451879297
714 => 0.010159768299748
715 => 0.010029281810371
716 => 0.0097857190878948
717 => 0.0097136121732666
718 => 0.0097335399303349
719 => 0.0097136022980599
720 => 0.0095773311932914
721 => 0.0095479034611911
722 => 0.0094988559517655
723 => 0.0095140578258421
724 => 0.0094218341587669
725 => 0.0095958792729197
726 => 0.0096281835797868
727 => 0.0097548390997092
728 => 0.0097679888959511
729 => 0.010120722716107
730 => 0.009926442855416
731 => 0.010056782559283
801 => 0.010045123749365
802 => 0.0091113297919764
803 => 0.0092399983603706
804 => 0.009440166274371
805 => 0.009349990900435
806 => 0.0092225040194774
807 => 0.00911955152769
808 => 0.0089635679751993
809 => 0.0091831118299311
810 => 0.0094717886530175
811 => 0.0097753102165739
812 => 0.010139971487666
813 => 0.010058583337084
814 => 0.0097684931277639
815 => 0.0097815063626429
816 => 0.0098619490601461
817 => 0.0097577684578898
818 => 0.0097270435644374
819 => 0.0098577279315985
820 => 0.0098586278830123
821 => 0.0097387555094701
822 => 0.0096055393026907
823 => 0.0096049811219201
824 => 0.0095812765846396
825 => 0.0099183359974286
826 => 0.010103684593912
827 => 0.010124934511795
828 => 0.010102254305128
829 => 0.010110983016529
830 => 0.010003132752113
831 => 0.010249646474566
901 => 0.010475871843969
902 => 0.010415238612369
903 => 0.010324340778678
904 => 0.010251936275911
905 => 0.010398182412565
906 => 0.010391670302312
907 => 0.010473895962722
908 => 0.010470165731807
909 => 0.010442516334875
910 => 0.010415239599816
911 => 0.010523388771104
912 => 0.010492243546595
913 => 0.010461049944951
914 => 0.010398486401351
915 => 0.010406989825997
916 => 0.010316107687099
917 => 0.010274061451161
918 => 0.0096417869456821
919 => 0.0094728225376526
920 => 0.0095259821800064
921 => 0.0095434837145587
922 => 0.0094699501876505
923 => 0.0095753783760237
924 => 0.0095589475045418
925 => 0.0096228704137395
926 => 0.0095829341552829
927 => 0.0095845731532602
928 => 0.009702017174073
929 => 0.0097361116729576
930 => 0.0097187709356486
1001 => 0.0097309157936541
1002 => 0.010010788920368
1003 => 0.0099709999115879
1004 => 0.009949862793698
1005 => 0.0099557179198071
1006 => 0.01002723150423
1007 => 0.010047251403371
1008 => 0.0099624256839358
1009 => 0.010002429983593
1010 => 0.010172763214233
1011 => 0.010232370204932
1012 => 0.010422607106261
1013 => 0.010341791089385
1014 => 0.010490132385997
1015 => 0.010946082958506
1016 => 0.011310327825206
1017 => 0.010975353192733
1018 => 0.011644242504123
1019 => 0.012165068779514
1020 => 0.012145078599583
1021 => 0.01205426049154
1022 => 0.01146131362389
1023 => 0.01091567507594
1024 => 0.011372124890337
1025 => 0.011373288474784
1026 => 0.011334079030922
1027 => 0.011090552542568
1028 => 0.011325604837001
1029 => 0.011344262434549
1030 => 0.011333819141378
1031 => 0.011147107953735
1101 => 0.0108620344802
1102 => 0.010917737154559
1103 => 0.011008979271463
1104 => 0.010836238909064
1105 => 0.010781037896569
1106 => 0.010883667081219
1107 => 0.011214359697798
1108 => 0.011151844174206
1109 => 0.01115021164124
1110 => 0.011417679561876
1111 => 0.01122623025389
1112 => 0.010918439743667
1113 => 0.010840718580578
1114 => 0.010564860810859
1115 => 0.010755396754976
1116 => 0.0107622538044
1117 => 0.010657899215037
1118 => 0.010926907543463
1119 => 0.010924428584359
1120 => 0.011179811955593
1121 => 0.011668009043779
1122 => 0.011523625142083
1123 => 0.011355722373334
1124 => 0.011373978059736
1125 => 0.01157419788069
1126 => 0.011453140406367
1127 => 0.011496673518176
1128 => 0.011574131988112
1129 => 0.011620864606209
1130 => 0.011367253955166
1201 => 0.011308125180808
1202 => 0.011187168459851
1203 => 0.011155613109118
1204 => 0.011254129834492
1205 => 0.011228174158003
1206 => 0.010761677495947
1207 => 0.0107129259992
1208 => 0.010714421138004
1209 => 0.010591833181424
1210 => 0.01040485712316
1211 => 0.010896219040519
1212 => 0.010856755801949
1213 => 0.01081319144078
1214 => 0.010818527826449
1215 => 0.011031811380974
1216 => 0.010908096148271
1217 => 0.011237013370938
1218 => 0.011169397878114
1219 => 0.011100048303037
1220 => 0.011090462079321
1221 => 0.011063768409544
1222 => 0.010972225883601
1223 => 0.010861682782671
1224 => 0.010788692652358
1225 => 0.0099519986836647
1226 => 0.010107284217429
1227 => 0.010285926069304
1228 => 0.010347592520709
1229 => 0.010242107788392
1230 => 0.01097639106377
1231 => 0.011110551693911
]
'min_raw' => 0.0046307723362701
'max_raw' => 0.012165068779514
'avg_raw' => 0.008397920557892
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.00463'
'max' => '$0.012165'
'avg' => '$0.008397'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.00017954547801376
'max_diff' => -0.0021938470468549
'year' => 2027
]
2 => [
'items' => [
101 => 0.010704170394132
102 => 0.010628153045382
103 => 0.010981374748498
104 => 0.010768338881922
105 => 0.010864268919597
106 => 0.010656920649069
107 => 0.011078236326792
108 => 0.011075026607224
109 => 0.010911125292744
110 => 0.011049653561395
111 => 0.011025580865704
112 => 0.010840536685327
113 => 0.011084102557367
114 => 0.011084223363001
115 => 0.010926471911335
116 => 0.010742252752024
117 => 0.010709318717401
118 => 0.010684507346378
119 => 0.01085816684329
120 => 0.011013869405202
121 => 0.011303593270982
122 => 0.011376436734509
123 => 0.011660749622116
124 => 0.011491455140489
125 => 0.011566501191464
126 => 0.011647974295709
127 => 0.011687035497958
128 => 0.011623387365033
129 => 0.01206504230734
130 => 0.012102331516429
131 => 0.012114834265686
201 => 0.011965910704083
202 => 0.01209818968278
203 => 0.012036300729267
204 => 0.012197318593061
205 => 0.012222568250083
206 => 0.012201182688868
207 => 0.012209197328545
208 => 0.011832322748557
209 => 0.011812779813412
210 => 0.011546310506018
211 => 0.011654898718423
212 => 0.0114518982601
213 => 0.011516271796571
214 => 0.011544647038073
215 => 0.011529825422193
216 => 0.011661038133028
217 => 0.011549480523832
218 => 0.011255061651397
219 => 0.010960562564737
220 => 0.010956865368598
221 => 0.010879328957421
222 => 0.010823284333642
223 => 0.010834080516471
224 => 0.010872127672931
225 => 0.010821072963742
226 => 0.010831968074487
227 => 0.011012899506596
228 => 0.011049184014962
229 => 0.010925875078263
301 => 0.010430771904023
302 => 0.010309272343192
303 => 0.010396603818076
304 => 0.010354864997949
305 => 0.0083571842174222
306 => 0.0088265096847891
307 => 0.0085476524288667
308 => 0.0086761626820012
309 => 0.0083915216334407
310 => 0.0085273672611293
311 => 0.0085022815339832
312 => 0.0092569429971589
313 => 0.0092451599964144
314 => 0.0092507998953283
315 => 0.0089815928254889
316 => 0.0094104469975115
317 => 0.0096217159837471
318 => 0.0095826157171368
319 => 0.0095924564118605
320 => 0.0094233606727273
321 => 0.0092524371117081
322 => 0.0090628565775902
323 => 0.0094150737771189
324 => 0.0093759132370795
325 => 0.0094657334264125
326 => 0.0096941714573122
327 => 0.0097278098251139
328 => 0.009773020132566
329 => 0.0097568154556333
330 => 0.010142876603008
331 => 0.010096122050748
401 => 0.010208787069493
402 => 0.0099770265780183
403 => 0.0097147675830071
404 => 0.0097646144440662
405 => 0.0097598137905031
406 => 0.0096986959607108
407 => 0.009643521516737
408 => 0.0095516716128239
409 => 0.009842298300033
410 => 0.0098304993872789
411 => 0.010021510070031
412 => 0.0099877470764758
413 => 0.0097622695423081
414 => 0.0097703225165517
415 => 0.0098244826384674
416 => 0.010011931438807
417 => 0.010067579005235
418 => 0.010041800835294
419 => 0.010102815851474
420 => 0.010151039632481
421 => 0.010108872015902
422 => 0.010705876543022
423 => 0.010457958640351
424 => 0.010578792101111
425 => 0.01060761016951
426 => 0.010533793293285
427 => 0.010549801530554
428 => 0.010574049648033
429 => 0.010721279469099
430 => 0.011107653120868
501 => 0.011278775381102
502 => 0.011793605144041
503 => 0.011264566059527
504 => 0.011233175069633
505 => 0.011325911456308
506 => 0.011628171027417
507 => 0.011873124020004
508 => 0.011954389059322
509 => 0.011965129575807
510 => 0.012117588191966
511 => 0.012204974627563
512 => 0.012099075705904
513 => 0.012009337457878
514 => 0.011687906192169
515 => 0.011725112736404
516 => 0.011981428930222
517 => 0.012343490650938
518 => 0.012654177273415
519 => 0.012545385646745
520 => 0.013375388963312
521 => 0.013457680401891
522 => 0.01344631038588
523 => 0.013633782529569
524 => 0.013261688502384
525 => 0.013102611096781
526 => 0.012028739885674
527 => 0.012330453893357
528 => 0.012769012922568
529 => 0.01271096799054
530 => 0.012392474700811
531 => 0.012653935667694
601 => 0.012567488495402
602 => 0.012499304023919
603 => 0.012811670305994
604 => 0.012468210747553
605 => 0.012765586650739
606 => 0.012384198978943
607 => 0.012545882597732
608 => 0.012454103155951
609 => 0.012513495702848
610 => 0.012166288087273
611 => 0.012353632888649
612 => 0.012158493927603
613 => 0.012158401406327
614 => 0.012154093702947
615 => 0.012383673825239
616 => 0.012391160424785
617 => 0.012221500367534
618 => 0.012197049702696
619 => 0.012287456625715
620 => 0.012181613796471
621 => 0.012231136990107
622 => 0.012183113803556
623 => 0.01217230277274
624 => 0.012086158639856
625 => 0.012049045378827
626 => 0.012063598444767
627 => 0.012013921328093
628 => 0.011983989068396
629 => 0.012148139423109
630 => 0.012060440510393
701 => 0.012134698306956
702 => 0.012050072175691
703 => 0.011756721134876
704 => 0.011588011849173
705 => 0.01103389892673
706 => 0.01119104466416
707 => 0.011295232450655
708 => 0.01126079838784
709 => 0.01133477607898
710 => 0.011339317708394
711 => 0.011315266806891
712 => 0.011287418944062
713 => 0.01127386414452
714 => 0.011374890515066
715 => 0.011433539723559
716 => 0.011305689088883
717 => 0.011275735473999
718 => 0.011404999524483
719 => 0.011483850520606
720 => 0.012066041973426
721 => 0.012022911350148
722 => 0.012131160750619
723 => 0.012118973529349
724 => 0.012232436146525
725 => 0.012417899572729
726 => 0.012040800570867
727 => 0.012106251918488
728 => 0.012090204759544
729 => 0.012265403433106
730 => 0.012265950384241
731 => 0.012160910027618
801 => 0.012217854109029
802 => 0.012186069484964
803 => 0.012243508596598
804 => 0.012022335314378
805 => 0.012291700497942
806 => 0.012444413199513
807 => 0.012446533615523
808 => 0.012518918224065
809 => 0.012592465178577
810 => 0.012733632153174
811 => 0.012588528108274
812 => 0.012327500057093
813 => 0.012346345439273
814 => 0.012193304788372
815 => 0.012195877429363
816 => 0.012182144470133
817 => 0.012223358114551
818 => 0.012031379391684
819 => 0.012076436414219
820 => 0.012013356318816
821 => 0.01210611479468
822 => 0.012006322008176
823 => 0.012090197021118
824 => 0.012126394696203
825 => 0.012259964896547
826 => 0.011986593580982
827 => 0.011429170962934
828 => 0.011546347955344
829 => 0.011373033979515
830 => 0.011389074847831
831 => 0.011421479954714
901 => 0.011316444401015
902 => 0.01133648187461
903 => 0.011335765995052
904 => 0.011329596931767
905 => 0.011302273127585
906 => 0.01126264820567
907 => 0.011420501698671
908 => 0.011447324083109
909 => 0.011506946921124
910 => 0.0116843440445
911 => 0.011666617888563
912 => 0.011695529984348
913 => 0.011632415041583
914 => 0.011392002569008
915 => 0.011405058122928
916 => 0.011242255156343
917 => 0.011502783683237
918 => 0.01144108708926
919 => 0.011401310893763
920 => 0.011390457590298
921 => 0.01156829444683
922 => 0.011621506021556
923 => 0.011588348139083
924 => 0.011520340354761
925 => 0.011650935405356
926 => 0.011685877131533
927 => 0.011693699295422
928 => 0.01192508868596
929 => 0.011706631391938
930 => 0.011759216233888
1001 => 0.012169468159776
1002 => 0.011797426273892
1003 => 0.011994505158369
1004 => 0.011984859172523
1005 => 0.012085678061036
1006 => 0.011976589080982
1007 => 0.011977941369632
1008 => 0.012067461712568
1009 => 0.011941746535993
1010 => 0.011910617690336
1011 => 0.011867613413011
1012 => 0.011961511679271
1013 => 0.012017799443241
1014 => 0.012471437482028
1015 => 0.012764508343493
1016 => 0.012751785364478
1017 => 0.012868049576262
1018 => 0.012815671483995
1019 => 0.012646528807423
1020 => 0.012935234731579
1021 => 0.012843876097207
1022 => 0.012851407592024
1023 => 0.012851127269411
1024 => 0.012911872774558
1025 => 0.012868829016917
1026 => 0.012783985352257
1027 => 0.012840308536347
1028 => 0.013007568257186
1029 => 0.013526747562826
1030 => 0.013817287180473
1031 => 0.013509256713031
1101 => 0.01372173200478
1102 => 0.013594322542418
1103 => 0.013571168453004
1104 => 0.013704618638023
1105 => 0.013838302409925
1106 => 0.013829787331585
1107 => 0.013732739777922
1108 => 0.013677920077348
1109 => 0.01409303321604
1110 => 0.014398881505361
1111 => 0.014378024702462
1112 => 0.014470079847461
1113 => 0.014740356600338
1114 => 0.014765067319402
1115 => 0.014761954336769
1116 => 0.014700706241271
1117 => 0.014966828804349
1118 => 0.01518883292845
1119 => 0.014686529076791
1120 => 0.014877799807863
1121 => 0.014963667401399
1122 => 0.015089746504477
1123 => 0.01530246308468
1124 => 0.015533529711068
1125 => 0.015566205065556
1126 => 0.015543020337887
1127 => 0.01539062568638
1128 => 0.015643461546171
1129 => 0.015791566863107
1130 => 0.015879760190012
1201 => 0.016103403793073
1202 => 0.014964197690424
1203 => 0.014157810988751
1204 => 0.01403188206092
1205 => 0.014287963487575
1206 => 0.014355490117573
1207 => 0.014328270217692
1208 => 0.013420608671489
1209 => 0.014027103410724
1210 => 0.014679640754615
1211 => 0.014704707371536
1212 => 0.0150313812098
1213 => 0.015137759602352
1214 => 0.015400774860274
1215 => 0.01538432318428
1216 => 0.015448363214097
1217 => 0.01543364152026
1218 => 0.015920821901163
1219 => 0.016458254208286
1220 => 0.01643964463642
1221 => 0.016362382383661
1222 => 0.01647713000418
1223 => 0.017031817739877
1224 => 0.016980750981864
1225 => 0.017030357987417
1226 => 0.017684366088634
1227 => 0.018534669651784
1228 => 0.018139618277619
1229 => 0.018996766086587
1230 => 0.019536295196879
1231 => 0.020469355004778
]
'min_raw' => 0.0083571842174222
'max_raw' => 0.020469355004778
'avg_raw' => 0.0144132696111
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.008357'
'max' => '$0.020469'
'avg' => '$0.014413'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.0037264118811521
'max_diff' => 0.008304286225264
'year' => 2028
]
3 => [
'items' => [
101 => 0.020352531321412
102 => 0.020715764657518
103 => 0.02014339254635
104 => 0.018829110483618
105 => 0.018621120316321
106 => 0.0190375218984
107 => 0.020061204556067
108 => 0.019005282488532
109 => 0.019218894147559
110 => 0.019157373975389
111 => 0.019154095826858
112 => 0.019279209423094
113 => 0.019097725626267
114 => 0.018358327989682
115 => 0.018697189569231
116 => 0.018566338839898
117 => 0.018711527479662
118 => 0.019495050688116
119 => 0.019148636400798
120 => 0.01878371708952
121 => 0.01924140688794
122 => 0.019824203280608
123 => 0.019787732929741
124 => 0.019716965205634
125 => 0.020115879161146
126 => 0.020774768144829
127 => 0.020952863189488
128 => 0.021084329310463
129 => 0.021102456267407
130 => 0.021289175189772
131 => 0.020285140484989
201 => 0.02187856934692
202 => 0.022153710493791
203 => 0.022101995361612
204 => 0.02240780316665
205 => 0.022317826752812
206 => 0.022187465046029
207 => 0.0226722354642
208 => 0.022116485298722
209 => 0.021327667905827
210 => 0.020894907083045
211 => 0.021464801444304
212 => 0.021812816044152
213 => 0.022042831556766
214 => 0.022112434111903
215 => 0.020363080841001
216 => 0.019420276451565
217 => 0.020024603255919
218 => 0.020761923665639
219 => 0.020281044632884
220 => 0.020299894180544
221 => 0.019614287052622
222 => 0.020822584683382
223 => 0.020646545881963
224 => 0.021559835495132
225 => 0.021341871599342
226 => 0.022086623825183
227 => 0.021890505604754
228 => 0.022704581372933
301 => 0.023029338237081
302 => 0.023574655556355
303 => 0.023975793196254
304 => 0.024211348890943
305 => 0.024197207010581
306 => 0.025130596026321
307 => 0.024580209133868
308 => 0.023888793480716
309 => 0.023876287952939
310 => 0.024234381917142
311 => 0.024984848627829
312 => 0.025179433727064
313 => 0.025288180251749
314 => 0.0251216311637
315 => 0.024524225638527
316 => 0.024266268961671
317 => 0.024486055524076
318 => 0.02421727544473
319 => 0.024681265268053
320 => 0.025318422398354
321 => 0.025186851970539
322 => 0.025626672184583
323 => 0.026081839835683
324 => 0.026732750019614
325 => 0.026902922044828
326 => 0.027184209931444
327 => 0.027473747565029
328 => 0.027566739249678
329 => 0.027744289229299
330 => 0.027743353453266
331 => 0.028278412267346
401 => 0.028868598708668
402 => 0.02909138042742
403 => 0.029603654705434
404 => 0.028726402956567
405 => 0.029391808485224
406 => 0.029992020928254
407 => 0.029276422909819
408 => 0.030262708065277
409 => 0.030301003282893
410 => 0.030879215602721
411 => 0.030293086644498
412 => 0.029945045140096
413 => 0.030949827922361
414 => 0.031436010660339
415 => 0.031289568462974
416 => 0.030175136110282
417 => 0.029526488680763
418 => 0.027828853242967
419 => 0.02983977575143
420 => 0.030819237445888
421 => 0.030172599541114
422 => 0.030498726087601
423 => 0.032277966778349
424 => 0.032955386436082
425 => 0.032814487882794
426 => 0.032838297418912
427 => 0.033203820770189
428 => 0.034824752607134
429 => 0.03385345267753
430 => 0.034595975079798
501 => 0.034989806284597
502 => 0.035355618656066
503 => 0.034457299087926
504 => 0.03328859852871
505 => 0.032918422002895
506 => 0.030108304145324
507 => 0.029962025307114
508 => 0.029879914562525
509 => 0.029362217932682
510 => 0.028955450190668
511 => 0.0286319733799
512 => 0.027783073630092
513 => 0.028069552375938
514 => 0.026716583353892
515 => 0.027582164987919
516 => 0.025422793760154
517 => 0.027221182284699
518 => 0.026242401173482
519 => 0.026899626365431
520 => 0.02689733336865
521 => 0.025687173416835
522 => 0.024989178412022
523 => 0.025433967995461
524 => 0.025910817736348
525 => 0.025988185002492
526 => 0.026606433138605
527 => 0.026778972904195
528 => 0.026256169359346
529 => 0.025378045591119
530 => 0.025582013714608
531 => 0.02498504500451
601 => 0.023938880302133
602 => 0.024690254055663
603 => 0.02494680609069
604 => 0.025060114084805
605 => 0.024031331252845
606 => 0.023708065351082
607 => 0.023535961297446
608 => 0.025245242646415
609 => 0.025338880937196
610 => 0.02485981420244
611 => 0.027025241270507
612 => 0.026535138433585
613 => 0.027082703380537
614 => 0.025563505745294
615 => 0.025621541140831
616 => 0.024902328634085
617 => 0.025305039580065
618 => 0.025020416463426
619 => 0.025272504515297
620 => 0.025423605054191
621 => 0.026142699545242
622 => 0.02722939318869
623 => 0.026035290807967
624 => 0.025515003300825
625 => 0.025837786744048
626 => 0.026697401589255
627 => 0.027999762082618
628 => 0.0272287384581
629 => 0.027570905649831
630 => 0.027645653959265
701 => 0.027077129683391
702 => 0.028020724383604
703 => 0.028526404449198
704 => 0.029045127560752
705 => 0.029495520304222
706 => 0.028837938143032
707 => 0.029541645316206
708 => 0.028974581555665
709 => 0.028465866740487
710 => 0.028466638250873
711 => 0.028147514016174
712 => 0.027529170599203
713 => 0.027415138586024
714 => 0.028008347519239
715 => 0.028484044906583
716 => 0.028523225621841
717 => 0.028786596137689
718 => 0.028942456096035
719 => 0.030470095569171
720 => 0.031084524802562
721 => 0.031835837238603
722 => 0.03212851577409
723 => 0.033009373234843
724 => 0.03229800929554
725 => 0.032144101232583
726 => 0.030007429159076
727 => 0.030357309091414
728 => 0.030917500621479
729 => 0.030016666511075
730 => 0.030588038410697
731 => 0.030700839326994
801 => 0.029986056512712
802 => 0.030367852897762
803 => 0.029353914893808
804 => 0.027251494266403
805 => 0.028023064978771
806 => 0.028591200730968
807 => 0.02778040096195
808 => 0.02923372816563
809 => 0.028384724416003
810 => 0.028115630986739
811 => 0.027065801580443
812 => 0.027561280648575
813 => 0.0282314231828
814 => 0.027817353009081
815 => 0.028676610792498
816 => 0.029893548969498
817 => 0.030760811584349
818 => 0.030827389239075
819 => 0.030269797479808
820 => 0.031163341832536
821 => 0.031169850327641
822 => 0.030161928647528
823 => 0.02954458223059
824 => 0.029404319825754
825 => 0.029754722813099
826 => 0.030180176727696
827 => 0.030850998970326
828 => 0.031256362802154
829 => 0.032313336687197
830 => 0.032599323514673
831 => 0.032913536332282
901 => 0.03333342155625
902 => 0.033837601423987
903 => 0.032734484576356
904 => 0.032778313465179
905 => 0.031751106330357
906 => 0.030653388190396
907 => 0.031486419426129
908 => 0.032575496953348
909 => 0.03232566136528
910 => 0.032297549757944
911 => 0.032344825683973
912 => 0.032156457809438
913 => 0.031304476894152
914 => 0.030876617412178
915 => 0.03142866530252
916 => 0.031722054187411
917 => 0.032177074761678
918 => 0.032120983871581
919 => 0.033293068005251
920 => 0.033748504457611
921 => 0.033631984323873
922 => 0.033653426832694
923 => 0.034477972775211
924 => 0.035395037444097
925 => 0.03625398952385
926 => 0.037127752472225
927 => 0.036074397134411
928 => 0.035539568255794
929 => 0.036091375139296
930 => 0.035798578639666
1001 => 0.037481074175625
1002 => 0.037597566516076
1003 => 0.039279940388458
1004 => 0.040876713526703
1005 => 0.039873808927734
1006 => 0.040819502792746
1007 => 0.04184234781131
1008 => 0.043815581802742
1009 => 0.043151066013637
1010 => 0.042642057333472
1011 => 0.042161046590228
1012 => 0.043161953588613
1013 => 0.044449604452156
1014 => 0.044726952115196
1015 => 0.045176361284284
1016 => 0.044703862494127
1017 => 0.045272935242836
1018 => 0.047282012109016
1019 => 0.046739141805162
1020 => 0.045968178702933
1021 => 0.047554151934989
1022 => 0.048128109482355
1023 => 0.052156444133671
1024 => 0.057242383033162
1025 => 0.055136770932697
1026 => 0.053829749554261
1027 => 0.054136930581155
1028 => 0.055994143297353
1029 => 0.05659062107681
1030 => 0.054969188854024
1031 => 0.055541906126453
1101 => 0.058697634605857
1102 => 0.060390581687166
1103 => 0.058091332157621
1104 => 0.051747793895165
1105 => 0.045898761910868
1106 => 0.047450188578446
1107 => 0.047274304940718
1108 => 0.050664741506692
1109 => 0.046726194527954
1110 => 0.046792509558109
1111 => 0.050253056761733
1112 => 0.049329842096605
1113 => 0.047834352575498
1114 => 0.04590968063938
1115 => 0.042351746554859
1116 => 0.039200385115868
1117 => 0.045380930612926
1118 => 0.0451144142525
1119 => 0.044728459067092
1120 => 0.045587360567505
1121 => 0.049757942450068
1122 => 0.049661797038819
1123 => 0.049050168986271
1124 => 0.049514083473486
1125 => 0.047753026122895
1126 => 0.048206890700673
1127 => 0.045897835394318
1128 => 0.046941624827458
1129 => 0.047831143926644
1130 => 0.048009728055361
1201 => 0.048412087216091
1202 => 0.044973972241153
1203 => 0.046517584927148
1204 => 0.047424312763221
1205 => 0.043327683412802
1206 => 0.047343335572631
1207 => 0.044914122308555
1208 => 0.044089610841168
1209 => 0.045199706910878
1210 => 0.044767101392908
1211 => 0.044395172572006
1212 => 0.044187629899395
1213 => 0.045002761936157
1214 => 0.044964735052349
1215 => 0.043631020829895
1216 => 0.04189124499585
1217 => 0.04247517087195
1218 => 0.042263025126829
1219 => 0.041494181579162
1220 => 0.042012289299766
1221 => 0.039730805106546
1222 => 0.035805630133341
1223 => 0.038398720952001
1224 => 0.038298889776223
1225 => 0.038248550370412
1226 => 0.040197186452869
1227 => 0.040009870056224
1228 => 0.039669888962107
1229 => 0.041487937559753
1230 => 0.040824325365407
1231 => 0.042869421781682
]
'min_raw' => 0.018358327989682
'max_raw' => 0.060390581687166
'avg_raw' => 0.039374454838424
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.018358'
'max' => '$0.06039'
'avg' => '$0.039374'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.01000114377226
'max_diff' => 0.039921226682388
'year' => 2029
]
4 => [
'items' => [
101 => 0.044216454549984
102 => 0.043874803467997
103 => 0.045141694297359
104 => 0.042488623344771
105 => 0.04336986709249
106 => 0.043551490207543
107 => 0.041465503122266
108 => 0.040040517335296
109 => 0.039945487029333
110 => 0.037474758049865
111 => 0.038794601527669
112 => 0.039956009169303
113 => 0.039399785037834
114 => 0.039223701094534
115 => 0.040123275772905
116 => 0.04019318042975
117 => 0.03859934684551
118 => 0.038930755317819
119 => 0.040312783739422
120 => 0.038895931747514
121 => 0.036143219768697
122 => 0.03546050913873
123 => 0.035369422955839
124 => 0.033517857580904
125 => 0.035506131127532
126 => 0.034638196442011
127 => 0.037379991714118
128 => 0.035813892959233
129 => 0.035746381572032
130 => 0.03564432820851
131 => 0.034050609403102
201 => 0.034399532535372
202 => 0.035559406169533
203 => 0.035973262149114
204 => 0.035930093579821
205 => 0.035553722155959
206 => 0.03572602306647
207 => 0.035170981800098
208 => 0.034974985176758
209 => 0.034356365920376
210 => 0.033447166511426
211 => 0.033573596265685
212 => 0.031772234331589
213 => 0.030790756744379
214 => 0.030519096683907
215 => 0.030155821497587
216 => 0.03056012958284
217 => 0.031767131299559
218 => 0.030311231149497
219 => 0.027815192461737
220 => 0.027965208639914
221 => 0.028302250452076
222 => 0.027674175264867
223 => 0.02707975481053
224 => 0.027596555168721
225 => 0.02653895067202
226 => 0.028430056902737
227 => 0.02837890777896
228 => 0.029083795236546
301 => 0.029524575829522
302 => 0.028508719267125
303 => 0.02825323408885
304 => 0.028398770057549
305 => 0.025993384680328
306 => 0.028887223933874
307 => 0.028912249975908
308 => 0.028697961810263
309 => 0.030238841875513
310 => 0.033490579425735
311 => 0.032267144958501
312 => 0.031793394154286
313 => 0.030892793529163
314 => 0.032092790389766
315 => 0.032000649353738
316 => 0.031583952645374
317 => 0.031331933175982
318 => 0.031796286775675
319 => 0.031274394626206
320 => 0.031180648455524
321 => 0.030612648658032
322 => 0.030409898572671
323 => 0.030259790481183
324 => 0.030094536221772
325 => 0.030459045939238
326 => 0.029633018964214
327 => 0.028636911408757
328 => 0.028554095843554
329 => 0.028782756900299
330 => 0.028681591404503
331 => 0.028553611502082
401 => 0.028309263015106
402 => 0.0282367700387
403 => 0.028472337043428
404 => 0.0282063956295
405 => 0.028598806672329
406 => 0.028492092581773
407 => 0.027895996346674
408 => 0.027153039734648
409 => 0.027146425862396
410 => 0.026986357079028
411 => 0.026782485416906
412 => 0.026725772984456
413 => 0.027553031684027
414 => 0.02926543243437
415 => 0.028929247192801
416 => 0.029172175483484
417 => 0.030367142238679
418 => 0.030746986236252
419 => 0.030477381963873
420 => 0.030108331007374
421 => 0.030124567376494
422 => 0.031385726214175
423 => 0.031464383143912
424 => 0.031663123829671
425 => 0.031918561774982
426 => 0.030520884150505
427 => 0.030058736886073
428 => 0.029839745873231
429 => 0.029165338313865
430 => 0.029892629047306
501 => 0.029468867882624
502 => 0.029526047741483
503 => 0.029488809283389
504 => 0.029509143999562
505 => 0.028429528300004
506 => 0.028822883517992
507 => 0.028168854175588
508 => 0.027293182304347
509 => 0.027290246745185
510 => 0.027504566195108
511 => 0.027377080599973
512 => 0.027034020141419
513 => 0.027082750260357
514 => 0.026655823142221
515 => 0.027134586942264
516 => 0.02714831617495
517 => 0.026963966033493
518 => 0.027701567724132
519 => 0.028003763738612
520 => 0.027882420526343
521 => 0.027995249975363
522 => 0.028943217207373
523 => 0.029097777228901
524 => 0.029166422580802
525 => 0.029074446903021
526 => 0.028012577076157
527 => 0.028059675518397
528 => 0.027714098399543
529 => 0.027422122150131
530 => 0.027433799668894
531 => 0.027583913415347
601 => 0.028239468950164
602 => 0.029619046926077
603 => 0.029671400901804
604 => 0.029734855447659
605 => 0.029476753919967
606 => 0.029398908029517
607 => 0.02950160685275
608 => 0.030019703805739
609 => 0.031352389830777
610 => 0.030881329582422
611 => 0.030498350268019
612 => 0.030834326377232
613 => 0.030782605488687
614 => 0.0303460291393
615 => 0.030333775895235
616 => 0.02949584629886
617 => 0.029186082805814
618 => 0.02892722124563
619 => 0.02864455117966
620 => 0.028476974889367
621 => 0.028734448233319
622 => 0.028793335433416
623 => 0.028230365467
624 => 0.028153634740823
625 => 0.028613368167949
626 => 0.028411056627261
627 => 0.028619139063943
628 => 0.028667415974152
629 => 0.028659642279697
630 => 0.028448405795886
701 => 0.028583041631504
702 => 0.028264587743392
703 => 0.027918316970297
704 => 0.027697417790494
705 => 0.027504653958092
706 => 0.027611610535808
707 => 0.027230329865749
708 => 0.027108350505733
709 => 0.028537430039799
710 => 0.029593106456808
711 => 0.02957775650361
712 => 0.029484317611211
713 => 0.029345486370492
714 => 0.030009547435754
715 => 0.029778201838937
716 => 0.029946525090193
717 => 0.029989370422142
718 => 0.030119050337764
719 => 0.030165399761234
720 => 0.030025299611764
721 => 0.029555106398354
722 => 0.028383429615164
723 => 0.027838010909708
724 => 0.027658013652241
725 => 0.027664556210686
726 => 0.027484083241493
727 => 0.027537240619151
728 => 0.027465597274881
729 => 0.027329922113219
730 => 0.027603232976898
731 => 0.027634729507871
801 => 0.027570935486466
802 => 0.027585961287884
803 => 0.02705777403744
804 => 0.027097930966929
805 => 0.026874332080639
806 => 0.026832409984984
807 => 0.026267171471425
808 => 0.025265769512023
809 => 0.025820643405972
810 => 0.025150433769158
811 => 0.024896615224363
812 => 0.026098152738539
813 => 0.025977551697579
814 => 0.025771135139467
815 => 0.02546580202904
816 => 0.025352551008293
817 => 0.02466447365715
818 => 0.024623818376495
819 => 0.024964848091373
820 => 0.024807474612073
821 => 0.024586462645138
822 => 0.023785979704525
823 => 0.022885971848483
824 => 0.022913137428409
825 => 0.023199413182175
826 => 0.024031798545793
827 => 0.023706571183815
828 => 0.023470615001145
829 => 0.023426427500948
830 => 0.023979526578714
831 => 0.024762277651592
901 => 0.025129526941918
902 => 0.024765594048731
903 => 0.024347527536577
904 => 0.024372973308038
905 => 0.024542252625663
906 => 0.024560041488464
907 => 0.024287923166984
908 => 0.024364522880539
909 => 0.024248160911225
910 => 0.023534047720332
911 => 0.023521131677186
912 => 0.02334587678351
913 => 0.023340570134981
914 => 0.023042417841456
915 => 0.023000704274562
916 => 0.022408704799219
917 => 0.022798360646629
918 => 0.022536999962036
919 => 0.022143067761602
920 => 0.022075153701765
921 => 0.022073112123118
922 => 0.022477592411336
923 => 0.022793634058962
924 => 0.022541546443043
925 => 0.022484150979412
926 => 0.023096984372219
927 => 0.023018995736884
928 => 0.022951458081656
929 => 0.024692190878304
930 => 0.023314265038683
1001 => 0.022713410723351
1002 => 0.021969739408988
1003 => 0.022211882538861
1004 => 0.022262905654148
1005 => 0.020474510199934
1006 => 0.01974895838689
1007 => 0.019499976346497
1008 => 0.019356683662161
1009 => 0.019421983937769
1010 => 0.01876890220729
1011 => 0.019207783931147
1012 => 0.018642270356176
1013 => 0.018547460164992
1014 => 0.019558668490728
1015 => 0.019699372221861
1016 => 0.019099086391626
1017 => 0.019484567072085
1018 => 0.019344786418768
1019 => 0.018651964463297
1020 => 0.018625503760651
1021 => 0.018277870057265
1022 => 0.017733890626615
1023 => 0.017485277429891
1024 => 0.017355797518478
1025 => 0.01740922345344
1026 => 0.017382209665863
1027 => 0.01720592642909
1028 => 0.017392314014645
1029 => 0.016916170754221
1030 => 0.016726566671373
1031 => 0.016640926905933
1101 => 0.016218322356523
1102 => 0.01689087412773
1103 => 0.017023375299241
1104 => 0.017156137538993
1105 => 0.018311742195396
1106 => 0.018254011452467
1107 => 0.018775869252534
1108 => 0.018755590818058
1109 => 0.018606748519943
1110 => 0.017978807347566
1111 => 0.018229093506901
1112 => 0.017458751611575
1113 => 0.01803594413771
1114 => 0.017772537572918
1115 => 0.017946886113191
1116 => 0.017633391717406
1117 => 0.0178068924599
1118 => 0.017054796242476
1119 => 0.016352499376925
1120 => 0.016635124136947
1121 => 0.016942369573151
1122 => 0.017608555963525
1123 => 0.017211780845337
1124 => 0.017354476181565
1125 => 0.01687647069211
1126 => 0.015890208831846
1127 => 0.015895790966867
1128 => 0.015744076066548
1129 => 0.015612972241935
1130 => 0.017257355240629
1201 => 0.017052850220893
1202 => 0.016726998236899
1203 => 0.017163164066318
1204 => 0.017278493234499
1205 => 0.017281776493784
1206 => 0.017599991823858
1207 => 0.017769823402562
1208 => 0.017799756954401
1209 => 0.018300475651771
1210 => 0.01846830995449
1211 => 0.01915959569459
1212 => 0.017755414379657
1213 => 0.017726496189523
1214 => 0.017169301814003
1215 => 0.016815920332153
1216 => 0.017193498146396
1217 => 0.017527980545303
1218 => 0.017179695114503
1219 => 0.017225173839059
1220 => 0.016757629104174
1221 => 0.016924754346871
1222 => 0.017068705120083
1223 => 0.01698922396415
1224 => 0.016870236826788
1225 => 0.01750055680298
1226 => 0.017464991679679
1227 => 0.018051960132503
1228 => 0.018509544015995
1229 => 0.019329616138117
1230 => 0.018473828127356
1231 => 0.018442639810795
]
'min_raw' => 0.015612972241935
'max_raw' => 0.045141694297359
'avg_raw' => 0.030377333269647
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.015612'
'max' => '$0.045141'
'avg' => '$0.030377'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.0027453557477477
'max_diff' => -0.015248887389807
'year' => 2030
]
5 => [
'items' => [
101 => 0.018747510607946
102 => 0.018468263280359
103 => 0.018644737952104
104 => 0.019301183340211
105 => 0.019315052996849
106 => 0.019082718378125
107 => 0.019068580795462
108 => 0.01911320320045
109 => 0.01937455802022
110 => 0.01928323261557
111 => 0.019388916685907
112 => 0.019521076234156
113 => 0.020067744160201
114 => 0.020199543946435
115 => 0.019879338796241
116 => 0.019908249736119
117 => 0.019788484220118
118 => 0.019672792232319
119 => 0.019932850925433
120 => 0.020408113298566
121 => 0.020405156716009
122 => 0.020515408348795
123 => 0.020584094202647
124 => 0.020289244236796
125 => 0.020097307750961
126 => 0.020170908412866
127 => 0.020288597474066
128 => 0.020132743436492
129 => 0.019170740117973
130 => 0.019462550471802
131 => 0.019413978960127
201 => 0.019344807221005
202 => 0.019638224788283
203 => 0.019609923948122
204 => 0.018762203910195
205 => 0.018816472196602
206 => 0.018765504144433
207 => 0.018930192348072
208 => 0.018459369576902
209 => 0.018604191490275
210 => 0.01869502243672
211 => 0.018748522561973
212 => 0.018941801699766
213 => 0.018919122623765
214 => 0.018940391936559
215 => 0.019226973874105
216 => 0.020676406971167
217 => 0.020755296416646
218 => 0.020366815934647
219 => 0.020522006224767
220 => 0.020224074804123
221 => 0.020424078162768
222 => 0.020560915381219
223 => 0.019942574303324
224 => 0.019905960157691
225 => 0.019606799068093
226 => 0.019767551292293
227 => 0.019511782945098
228 => 0.019574539551102
301 => 0.01939906660969
302 => 0.019714882967918
303 => 0.020068014729316
304 => 0.020157229757841
305 => 0.019922543427277
306 => 0.019752615057365
307 => 0.019454276817684
308 => 0.019950419959174
309 => 0.020095507333434
310 => 0.019949657876963
311 => 0.019915861371025
312 => 0.019851817053341
313 => 0.019929448675778
314 => 0.020094717156435
315 => 0.020016779592987
316 => 0.020068258726727
317 => 0.019872073353961
318 => 0.020289341844404
319 => 0.020952064628358
320 => 0.020954195390474
321 => 0.020876257406914
322 => 0.020844366863238
323 => 0.020924335964043
324 => 0.020967715920726
325 => 0.021226321328905
326 => 0.021503815235175
327 => 0.022798758215662
328 => 0.022435143408539
329 => 0.023584093857329
330 => 0.024492764489779
331 => 0.024765235081099
401 => 0.024514574957816
402 => 0.023657080216459
403 => 0.023615007433554
404 => 0.024896466602083
405 => 0.024534395692425
406 => 0.024491328509821
407 => 0.024033166450072
408 => 0.024303996971859
409 => 0.0242447623639
410 => 0.02415125763738
411 => 0.024667983406733
412 => 0.025635247918533
413 => 0.02548449067342
414 => 0.02537195738337
415 => 0.024878869264321
416 => 0.025175818447207
417 => 0.025070080530868
418 => 0.025524397722399
419 => 0.025255270282494
420 => 0.024531652649178
421 => 0.024646891142358
422 => 0.024629473075942
423 => 0.024987935648537
424 => 0.024880334081832
425 => 0.024608462143099
426 => 0.025631941913586
427 => 0.025565482830185
428 => 0.025659706615787
429 => 0.025701186840176
430 => 0.026324160940735
501 => 0.026579373496787
502 => 0.026637311215135
503 => 0.026879743404536
504 => 0.026631279281412
505 => 0.027625312925826
506 => 0.028286287295891
507 => 0.029054043040151
508 => 0.030175940535804
509 => 0.030597784372302
510 => 0.030521582059016
511 => 0.031372191936181
512 => 0.032900718977452
513 => 0.030830541076318
514 => 0.033010443432997
515 => 0.032320311515055
516 => 0.030684021152558
517 => 0.03057866334381
518 => 0.031686778175014
519 => 0.034144470218526
520 => 0.033528846236538
521 => 0.034145477158819
522 => 0.033426144433699
523 => 0.033390423500884
524 => 0.034110540773941
525 => 0.035793134033985
526 => 0.034993797047203
527 => 0.033847751471181
528 => 0.034693973690072
529 => 0.033960897689899
530 => 0.032309072286458
531 => 0.033528375480482
601 => 0.032713062158394
602 => 0.032951013930219
603 => 0.034664681264544
604 => 0.034458488277077
605 => 0.034725321095816
606 => 0.034254368154972
607 => 0.033814423845761
608 => 0.032993235121926
609 => 0.032750121624913
610 => 0.03281730944918
611 => 0.032750088329964
612 => 0.032290640786093
613 => 0.032191423132738
614 => 0.032026056030322
615 => 0.032077310210132
616 => 0.031766371677737
617 => 0.032353176931545
618 => 0.032462093157562
619 => 0.032889121085787
620 => 0.032933456541906
621 => 0.034122723243649
622 => 0.033467695129144
623 => 0.03390714454076
624 => 0.033867836049127
625 => 0.03071948452638
626 => 0.031153299588074
627 => 0.031828179685404
628 => 0.031524147116335
629 => 0.031094316196336
630 => 0.030747204682362
701 => 0.030221295244715
702 => 0.030961502679006
703 => 0.031934796742814
704 => 0.032958140885543
705 => 0.034187621820868
706 => 0.03391321598884
707 => 0.032935156594667
708 => 0.032979031624616
709 => 0.033250249795578
710 => 0.032898997621414
711 => 0.032795406497995
712 => 0.03323601796597
713 => 0.033239052214994
714 => 0.032834894138375
715 => 0.03238574639636
716 => 0.032383864450921
717 => 0.032303942948482
718 => 0.033440362291436
719 => 0.034065278025106
720 => 0.034136923606869
721 => 0.034060455706611
722 => 0.034089885166518
723 => 0.033726260470174
724 => 0.034557398696463
725 => 0.035320133323956
726 => 0.035115704150339
727 => 0.034809235757768
728 => 0.034565118921568
729 => 0.035058197981875
730 => 0.035036241947498
731 => 0.03531347150238
801 => 0.035300894768415
802 => 0.035207672896239
803 => 0.035115707479586
804 => 0.035480339961317
805 => 0.035375331662397
806 => 0.035270160256585
807 => 0.035059222901291
808 => 0.035087892791174
809 => 0.034781477314692
810 => 0.034639715494653
811 => 0.032507957855435
812 => 0.031938282557045
813 => 0.032117514002729
814 => 0.03217652164839
815 => 0.031928598228472
816 => 0.032284056726333
817 => 0.032228658895965
818 => 0.03244417944728
819 => 0.032309531563633
820 => 0.032315057559745
821 => 0.032711028275595
822 => 0.032825980258986
823 => 0.032767514752457
824 => 0.03280846198915
825 => 0.033752073775983
826 => 0.033617922354902
827 => 0.033546657086189
828 => 0.033566398052658
829 => 0.033807511095459
830 => 0.033875009583159
831 => 0.033589013747739
901 => 0.033723891037045
902 => 0.034298181416435
903 => 0.034499150547201
904 => 0.03514054754195
905 => 0.034868070698658
906 => 0.035368213737043
907 => 0.036905482925709
908 => 0.038133559924553
909 => 0.037004169563988
910 => 0.039259376577702
911 => 0.04101537872811
912 => 0.040947980440803
913 => 0.040641780848818
914 => 0.03864261908631
915 => 0.036802960626628
916 => 0.038341913044177
917 => 0.038345836150377
918 => 0.038213638772881
919 => 0.037392572214919
920 => 0.038185067436428
921 => 0.038247972829192
922 => 0.038212762537138
923 => 0.037583252732241
924 => 0.036622107613023
925 => 0.036809913068662
926 => 0.037117542236126
927 => 0.036535136043949
928 => 0.036349021976313
929 => 0.036695043437699
930 => 0.037809996682718
1001 => 0.037599221230231
1002 => 0.037593717031356
1003 => 0.038495503799796
1004 => 0.037850019091358
1005 => 0.036812281896894
1006 => 0.03655023956922
1007 => 0.035620165838839
1008 => 0.036262571077222
1009 => 0.036285690098099
1010 => 0.035933851314259
1011 => 0.036840831675108
1012 => 0.036832473691412
1013 => 0.037693516557827
1014 => 0.039339507125479
1015 => 0.038852706720347
1016 => 0.038286610812913
1017 => 0.038348161134188
1018 => 0.039023216239437
1019 => 0.038615062512795
1020 => 0.038761837438644
1021 => 0.039022994078008
1022 => 0.039180556362691
1023 => 0.038325490346168
1024 => 0.038126133555181
1025 => 0.037718319525547
1026 => 0.037611928457425
1027 => 0.037944084475243
1028 => 0.037856573099793
1029 => 0.036283747033916
1030 => 0.03611937795891
1031 => 0.036124418923775
1101 => 0.03571110506935
1102 => 0.03508070223466
1103 => 0.036737363244828
1104 => 0.036604310180755
1105 => 0.036457429895509
1106 => 0.036475421892364
1107 => 0.037194522287427
1108 => 0.03677740774285
1109 => 0.037886375123337
1110 => 0.03765840476852
1111 => 0.037424587834312
1112 => 0.037392267211767
1113 => 0.03730226764042
1114 => 0.036993625622908
1115 => 0.036620921840252
1116 => 0.036374830519893
1117 => 0.033553858388335
1118 => 0.034077414407112
1119 => 0.034679717883083
1120 => 0.034887630629408
1121 => 0.034531981489695
1122 => 0.037007668818651
1123 => 0.037460000749968
1124 => 0.036089857825127
1125 => 0.035833560026456
1126 => 0.037024471659663
1127 => 0.036306206361813
1128 => 0.036629641181455
1129 => 0.035930552010777
1130 => 0.037351047233539
1201 => 0.037340225439922
1202 => 0.036787620714927
1203 => 0.037254678444419
1204 => 0.037173515670193
1205 => 0.03654962629668
1206 => 0.03737082563949
1207 => 0.037371232944119
1208 => 0.036839362910975
1209 => 0.036218255153584
1210 => 0.036107215756473
1211 => 0.036023562486794
1212 => 0.036609067605152
1213 => 0.037134029663445
1214 => 0.038110853904797
1215 => 0.038356450727844
1216 => 0.039315031478504
1217 => 0.038744243313936
1218 => 0.038997266314345
1219 => 0.039271958573578
1220 => 0.039403656144127
1221 => 0.039189062020198
1222 => 0.040678132493551
1223 => 0.040803855665443
1224 => 0.040846009557477
1225 => 0.040343903372022
1226 => 0.040789891184122
1227 => 0.040581228256404
1228 => 0.041124111226094
1229 => 0.041209242207619
1230 => 0.04113713929489
1231 => 0.041164161212127
]
'min_raw' => 0.018459369576902
'max_raw' => 0.041209242207619
'avg_raw' => 0.029834305892261
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.018459'
'max' => '$0.0412092'
'avg' => '$0.029834'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.0028463973349678
'max_diff' => -0.0039324520897402
'year' => 2031
]
6 => [
'items' => [
101 => 0.039893502253152
102 => 0.039827611882869
103 => 0.038929192008695
104 => 0.039295304748206
105 => 0.038610874529931
106 => 0.038827914402559
107 => 0.038923583510381
108 => 0.038873611397629
109 => 0.039316004213186
110 => 0.038939879945081
111 => 0.037947226160996
112 => 0.036954301929051
113 => 0.036941836574138
114 => 0.036680417150435
115 => 0.036491458788454
116 => 0.036527858872629
117 => 0.036656137517002
118 => 0.036484003000445
119 => 0.036520736626994
120 => 0.037130759582579
121 => 0.037253095335837
122 => 0.036837350646602
123 => 0.035168075727651
124 => 0.034758431475482
125 => 0.035052875640343
126 => 0.034912150294172
127 => 0.028176830069008
128 => 0.029759193649493
129 => 0.028819006941959
130 => 0.029252288232701
131 => 0.028292601064476
201 => 0.028750614082667
202 => 0.028666035802165
203 => 0.031210429614043
204 => 0.031170702404369
205 => 0.031189717717323
206 => 0.030282067285922
207 => 0.031727979068538
208 => 0.032440287205961
209 => 0.032308457927191
210 => 0.032341636516507
211 => 0.031771518426132
212 => 0.031195237706654
213 => 0.030556053699786
214 => 0.031743578579016
215 => 0.031611546084171
216 => 0.031914381123553
217 => 0.032684575893766
218 => 0.032797989999365
219 => 0.032950419707423
220 => 0.032895784507769
221 => 0.034197416620072
222 => 0.034039780382827
223 => 0.034419638359547
224 => 0.03363824168154
225 => 0.032754017169522
226 => 0.032922079341779
227 => 0.03290589360312
228 => 0.032699830572865
229 => 0.03251380608285
301 => 0.032204127719052
302 => 0.033183995885885
303 => 0.03314421502776
304 => 0.033788220880599
305 => 0.033674386590571
306 => 0.032914173341786
307 => 0.032941324506689
308 => 0.033123929139066
309 => 0.033755925856669
310 => 0.033943545512071
311 => 0.033856632612338
312 => 0.034062348999324
313 => 0.034224938843864
314 => 0.034082767780521
315 => 0.036095610225229
316 => 0.0352597377073
317 => 0.035667136156575
318 => 0.035764298286196
319 => 0.035515419534271
320 => 0.035569392423884
321 => 0.035651146644915
322 => 0.036147542265897
323 => 0.037450228008583
324 => 0.038027178656337
325 => 0.039762963146349
326 => 0.037979270936582
327 => 0.037873434022507
328 => 0.038186101224828
329 => 0.039205190471913
330 => 0.04003106658849
331 => 0.040305057342295
401 => 0.040341269743505
402 => 0.040855294612203
403 => 0.041149924080945
404 => 0.040792878472947
405 => 0.040490319704402
406 => 0.039406591750451
407 => 0.039532036212014
408 => 0.040396224154897
409 => 0.041616940524635
410 => 0.042664442163761
411 => 0.042297643598857
412 => 0.045096057729644
413 => 0.045373509060215
414 => 0.045335174257406
415 => 0.04596724967874
416 => 0.044712708687312
417 => 0.04417636810789
418 => 0.04055573634435
419 => 0.041572986186254
420 => 0.04305161857245
421 => 0.04285591603155
422 => 0.041782093668738
423 => 0.042663627573207
424 => 0.042372164896275
425 => 0.042142276190182
426 => 0.043195440918914
427 => 0.04203744303805
428 => 0.043040066657767
429 => 0.041754191494667
430 => 0.042299319103804
501 => 0.041989878308003
502 => 0.042190124426524
503 => 0.041019489709348
504 => 0.041651135787185
505 => 0.040993211155851
506 => 0.040992899213911
507 => 0.040978375491209
508 => 0.041752420902289
509 => 0.041777662495355
510 => 0.041205641767049
511 => 0.041123204643457
512 => 0.041428017896423
513 => 0.041071161407918
514 => 0.041238132312861
515 => 0.041076218786533
516 => 0.041039768641335
517 => 0.040749327682923
518 => 0.040624197732198
519 => 0.040673264410079
520 => 0.040505774542866
521 => 0.040404855839497
522 => 0.040958300221022
523 => 0.040662617213856
524 => 0.040912982559483
525 => 0.040627659649515
526 => 0.039638606134293
527 => 0.039069790998638
528 => 0.037201560593694
529 => 0.037731388419004
530 => 0.03808266481533
531 => 0.03796656796844
601 => 0.038215988919076
602 => 0.038231301339732
603 => 0.038150212046135
604 => 0.038056321032331
605 => 0.03801062007931
606 => 0.03835123754104
607 => 0.038548977442232
608 => 0.038117920101174
609 => 0.038016929397297
610 => 0.038452752168435
611 => 0.038718603807062
612 => 0.040681502937555
613 => 0.040536085029888
614 => 0.04090105544131
615 => 0.040859965373911
616 => 0.041242512509428
617 => 0.041867815399516
618 => 0.04059639978653
619 => 0.0408170735747
620 => 0.040762969457943
621 => 0.041353664017839
622 => 0.041355508101778
623 => 0.041001357205739
624 => 0.041193348151924
625 => 0.04108618407276
626 => 0.041279844047904
627 => 0.040534142885074
628 => 0.041442326407934
629 => 0.041957207943343
630 => 0.041964357073961
701 => 0.042208406835392
702 => 0.042456375527415
703 => 0.042932329838232
704 => 0.042443101420011
705 => 0.041563027121059
706 => 0.041626565642821
707 => 0.041110578403352
708 => 0.041119252242068
709 => 0.04107295061122
710 => 0.041211905290819
711 => 0.040564635623146
712 => 0.040716548520405
713 => 0.040503869574642
714 => 0.040816611252207
715 => 0.040480152905198
716 => 0.040762943367299
717 => 0.04088498635609
718 => 0.041335327612124
719 => 0.040413637135521
720 => 0.038534247860766
721 => 0.038929318271712
722 => 0.038344978101812
723 => 0.038399061009276
724 => 0.038508317089584
725 => 0.03815418238694
726 => 0.038221740128137
727 => 0.038219326490225
728 => 0.038198527062651
729 => 0.038106402949162
730 => 0.037972804758403
731 => 0.038505018831034
801 => 0.038595452372846
802 => 0.038796474933948
803 => 0.039394581720883
804 => 0.039334816748539
805 => 0.039432295898057
806 => 0.039219499461981
807 => 0.038408932025631
808 => 0.038452949737182
809 => 0.0379040481688
810 => 0.038782438286746
811 => 0.038574423912633
812 => 0.038440315692429
813 => 0.038403723022043
814 => 0.039003312400015
815 => 0.039182718939317
816 => 0.039070924823549
817 => 0.038841631830554
818 => 0.039281942161492
819 => 0.03939975063085
820 => 0.03942612360253
821 => 0.04020626908782
822 => 0.039469725068822
823 => 0.039647018534813
824 => 0.041030211545821
825 => 0.039775846352425
826 => 0.040440311571049
827 => 0.040407789456307
828 => 0.040747707377878
829 => 0.040379906265277
830 => 0.040384465600874
831 => 0.040686289687194
901 => 0.040262432192218
902 => 0.040157479115741
903 => 0.040012487192275
904 => 0.040329071752739
905 => 0.040518849878848
906 => 0.042048322198618
907 => 0.043036431069601
908 => 0.04299353465756
909 => 0.043385527564897
910 => 0.043208931169898
911 => 0.042638654826671
912 => 0.043612047006768
913 => 0.043304024992527
914 => 0.043329417953134
915 => 0.043328472825872
916 => 0.043533280537591
917 => 0.043388155503487
918 => 0.043102099164489
919 => 0.043291996712007
920 => 0.043855924538517
921 => 0.045606373815423
922 => 0.046585948421148
923 => 0.045547402194168
924 => 0.04626377747485
925 => 0.045834207577053
926 => 0.045756141948026
927 => 0.046206078564012
928 => 0.046656802734482
929 => 0.046628093553357
930 => 0.046300890950538
1001 => 0.046116062502664
1002 => 0.047515645432038
1003 => 0.048546834293128
1004 => 0.048476514125979
1005 => 0.048786884474429
1006 => 0.049698141416872
1007 => 0.049781455331445
1008 => 0.049770959693157
1009 => 0.04956445746298
1010 => 0.050461708264482
1011 => 0.05121021066872
1012 => 0.049516658163117
1013 => 0.05016154078702
1014 => 0.050451049373711
1015 => 0.0508761338723
1016 => 0.051593322673855
1017 => 0.052372379937277
1018 => 0.052482547176253
1019 => 0.052404378248212
1020 => 0.051890569040801
1021 => 0.052743022794524
1022 => 0.053242370210955
1023 => 0.053539720170076
1024 => 0.054293750192094
1025 => 0.050452837280182
1026 => 0.047734048215373
1027 => 0.047309470043113
1028 => 0.048172866452116
1029 => 0.048400537199712
1030 => 0.048308763406831
1031 => 0.045248519132901
1101 => 0.047293358490343
1102 => 0.049493433703974
1103 => 0.049577947553018
1104 => 0.050679351206365
1105 => 0.051038013383956
1106 => 0.051924787689177
1107 => 0.051869319714943
1108 => 0.052085235146603
1109 => 0.052035599927999
1110 => 0.053678162596061
1111 => 0.05549015314185
1112 => 0.055427409671026
1113 => 0.05516691459157
1114 => 0.055553794205574
1115 => 0.057423962633536
1116 => 0.057251787493528
1117 => 0.057419040976202
1118 => 0.059624074950843
1119 => 0.062490932780302
1120 => 0.061158989490698
1121 => 0.064048923172781
1122 => 0.065867983236851
1123 => 0.069013859523337
1124 => 0.068619980318502
1125 => 0.069844646871324
1126 => 0.067914854336776
1127 => 0.063483660602033
1128 => 0.062782407231581
1129 => 0.064186334237788
1130 => 0.067637751789355
1201 => 0.064077636816537
1202 => 0.064797843438835
1203 => 0.064590423883162
1204 => 0.064579371376517
1205 => 0.06500120060138
1206 => 0.064389315309583
1207 => 0.061896384554743
1208 => 0.063038880028753
1209 => 0.062597707659099
1210 => 0.063087221294809
1211 => 0.065728924495957
1212 => 0.064560964540391
1213 => 0.063330613604564
1214 => 0.06487374671482
1215 => 0.066838685442244
1216 => 0.066715723108017
1217 => 0.066477124785346
1218 => 0.067822091037637
1219 => 0.070043581248285
1220 => 0.070644041125553
1221 => 0.07108728833109
1222 => 0.07114840463201
1223 => 0.071777940515062
1224 => 0.068392767408421
1225 => 0.073765124066072
1226 => 0.074692781652491
1227 => 0.074518420473712
1228 => 0.075549472839218
1229 => 0.075246111078012
1230 => 0.074806587482027
1231 => 0.076441024792481
]
'min_raw' => 0.028176830069008
'max_raw' => 0.076441024792481
'avg_raw' => 0.052308927430745
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.028176'
'max' => '$0.076441'
'avg' => '$0.0523089'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.0097174604921059
'max_diff' => 0.035231782584862
'year' => 2032
]
7 => [
'items' => [
101 => 0.074567274308335
102 => 0.071907721394716
103 => 0.070448638066313
104 => 0.072370076694049
105 => 0.073543432215041
106 => 0.074318945574989
107 => 0.074553615449131
108 => 0.068655548760338
109 => 0.065476817936853
110 => 0.067514347950484
111 => 0.070000275189923
112 => 0.068378957957088
113 => 0.068442510523056
114 => 0.066130938223708
115 => 0.070204798046461
116 => 0.06961127093684
117 => 0.072690490631484
118 => 0.071955610139075
119 => 0.074466594265438
120 => 0.073805367992725
121 => 0.076550081282094
122 => 0.077645021723369
123 => 0.079483597138142
124 => 0.080836060697597
125 => 0.081630253168215
126 => 0.08158257283122
127 => 0.084729559064924
128 => 0.082873891230233
129 => 0.080542735082533
130 => 0.080500571822525
131 => 0.081707910624157
201 => 0.084238161535153
202 => 0.084894218782721
203 => 0.085260865283135
204 => 0.084699333404694
205 => 0.082685138967049
206 => 0.081815420021071
207 => 0.082556445761228
208 => 0.081650234958084
209 => 0.083214609042153
210 => 0.085362828791854
211 => 0.084919229908522
212 => 0.086402114467438
213 => 0.087936743981912
214 => 0.090131333112132
215 => 0.090705079976172
216 => 0.091653461724791
217 => 0.092629658071295
218 => 0.092943186028563
219 => 0.093541808180999
220 => 0.093538653146768
221 => 0.095342641295052
222 => 0.097332496087472
223 => 0.098083620206366
224 => 0.099810788700538
225 => 0.096853073181472
226 => 0.099096534378471
227 => 0.10112019253564
228 => 0.09870750385503
301 => 0.10203283311689
302 => 0.10216194811677
303 => 0.10411143132256
304 => 0.1021352566177
305 => 0.10096181038612
306 => 0.10434950568822
307 => 0.10598870473351
308 => 0.10549496464082
309 => 0.10173757815654
310 => 0.099550618060801
311 => 0.093826921657152
312 => 0.10060688729256
313 => 0.10390921077926
314 => 0.10172902593649
315 => 0.1028285843574
316 => 0.10882741856888
317 => 0.11111138624086
318 => 0.11063633693122
319 => 0.11071661244457
320 => 0.11194899994343
321 => 0.11741408480154
322 => 0.11413927927488
323 => 0.11664274539539
324 => 0.11797057479878
325 => 0.1192039367494
326 => 0.11617518960674
327 => 0.11223483407528
328 => 0.11098675807359
329 => 0.10151224952063
330 => 0.10101906020474
331 => 0.10074221809657
401 => 0.09899676776463
402 => 0.097625321922811
403 => 0.096534697270877
404 => 0.093672572496111
405 => 0.094638455589041
406 => 0.09007682606993
407 => 0.092995194982033
408 => 0.085714724125137
409 => 0.09177811659512
410 => 0.088478087742334
411 => 0.090693968362988
412 => 0.090686237364251
413 => 0.086606098596036
414 => 0.084252759704854
415 => 0.085752398839635
416 => 0.087360131033624
417 => 0.087620980173038
418 => 0.089705446928647
419 => 0.090287176794675
420 => 0.088524508142241
421 => 0.08556385254902
422 => 0.08625154531796
423 => 0.084238823632841
424 => 0.08071160629789
425 => 0.083244915367158
426 => 0.084109898465143
427 => 0.084491924278213
428 => 0.081023311132937
429 => 0.079933397575436
430 => 0.079353136742683
501 => 0.085116098148943
502 => 0.085431806183928
503 => 0.083816599240328
504 => 0.091117487785605
505 => 0.089465071853037
506 => 0.091311225301448
507 => 0.086189144407234
508 => 0.086384814795189
509 => 0.08395993961488
510 => 0.085317707685635
511 => 0.084358080976133
512 => 0.085208013443244
513 => 0.085717459459627
514 => 0.088141936741779
515 => 0.09180580023119
516 => 0.087779800685018
517 => 0.086025615029375
518 => 0.087113901944222
519 => 0.090012153411229
520 => 0.094403152742509
521 => 0.091803592761294
522 => 0.092957233337566
523 => 0.093209252481585
524 => 0.091292433192378
525 => 0.094473828603825
526 => 0.096178764250429
527 => 0.097927675437123
528 => 0.099446206017151
529 => 0.097229121849776
530 => 0.099601719715398
531 => 0.09768982465561
601 => 0.095974657138901
602 => 0.095977258340034
603 => 0.094901308702203
604 => 0.092816520700528
605 => 0.092432053806632
606 => 0.094432099141492
607 => 0.096035946095052
608 => 0.096168046612056
609 => 0.097056018694179
610 => 0.097581511425539
611 => 0.1027320545656
612 => 0.10480364562406
613 => 0.10733674795713
614 => 0.10832353407368
615 => 0.11129340650212
616 => 0.10889499331491
617 => 0.10837608153513
618 => 0.10117214246163
619 => 0.10235178708134
620 => 0.10424051193628
621 => 0.10120328683882
622 => 0.10312970709031
623 => 0.10351002325511
624 => 0.10110008309222
625 => 0.10238733626059
626 => 0.098968773489366
627 => 0.091880315557749
628 => 0.094481720083846
629 => 0.096397229438348
630 => 0.093663561408873
701 => 0.098563555544145
702 => 0.095701080126729
703 => 0.09479381284246
704 => 0.091254239702386
705 => 0.092924781973837
706 => 0.095184214315835
707 => 0.093788147815683
708 => 0.096685195423938
709 => 0.1007881874516
710 => 0.10371222390792
711 => 0.10393669511913
712 => 0.10205673557294
713 => 0.10506938274344
714 => 0.1050913265891
715 => 0.10169304827375
716 => 0.099611621727294
717 => 0.099138717236581
718 => 0.10032012537277
719 => 0.10175457295008
720 => 0.10401629697642
721 => 0.10538300943703
722 => 0.10894667068601
723 => 0.10991089524181
724 => 0.11097028569401
725 => 0.11238595804207
726 => 0.11408583566686
727 => 0.11036660019791
728 => 0.11051437235662
729 => 0.10705107178425
730 => 0.10335003843514
731 => 0.1061586614068
801 => 0.10983056232678
802 => 0.10898822419865
803 => 0.10889344395182
804 => 0.10905283803713
805 => 0.10841774259671
806 => 0.10554522945742
807 => 0.10410267134175
808 => 0.10596393934678
809 => 0.10695312045595
810 => 0.10848725409062
811 => 0.10829813973851
812 => 0.11224990322748
813 => 0.11378543902417
814 => 0.1133925832581
815 => 0.11346487817366
816 => 0.11624489238681
817 => 0.11933683994537
818 => 0.12223285685238
819 => 0.125178809637
820 => 0.12162734857264
821 => 0.11982413566783
822 => 0.12168459110148
823 => 0.12069740726058
824 => 0.12637005842815
825 => 0.12676282048722
826 => 0.13243506145755
827 => 0.13781869357628
828 => 0.13443733070029
829 => 0.13762580359242
830 => 0.14107439698527
831 => 0.14772729315418
901 => 0.1454868317762
902 => 0.14377067347317
903 => 0.14214891216923
904 => 0.14552353999538
905 => 0.14986494478272
906 => 0.15080004179246
907 => 0.15231525618278
908 => 0.15072219352296
909 => 0.15264086202662
910 => 0.15941460495021
911 => 0.15758427981878
912 => 0.15498492389269
913 => 0.16033214337368
914 => 0.16226728131706
915 => 0.17584909284332
916 => 0.19299669093186
917 => 0.18589747272601
918 => 0.18149075889529
919 => 0.18252644117416
920 => 0.18878816351327
921 => 0.19079922999146
922 => 0.18533245804755
923 => 0.18726341431739
924 => 0.19790317321163
925 => 0.20361106249405
926 => 0.19585898217671
927 => 0.17447130003315
928 => 0.15475088033171
929 => 0.15998162365861
930 => 0.1593886196942
1001 => 0.1708197132891
1002 => 0.15754062716972
1003 => 0.15776421292386
1004 => 0.16943168942857
1005 => 0.1663190067283
1006 => 0.16127685939614
1007 => 0.15478769358721
1008 => 0.14279187041423
1009 => 0.13216683530164
1010 => 0.15300497595688
1011 => 0.15210639744012
1012 => 0.15080512258599
1013 => 0.15370096896122
1014 => 0.16776237695901
1015 => 0.16743821599232
1016 => 0.16537606931065
1017 => 0.16694018939377
1018 => 0.16100266158316
1019 => 0.16253289769495
1020 => 0.15474775651648
1021 => 0.15826696546536
1022 => 0.16126604121251
1023 => 0.16186815007082
1024 => 0.16322473207304
1025 => 0.15163288739352
1026 => 0.15683728533595
1027 => 0.15989438154098
1028 => 0.14608230966852
1029 => 0.15962136128926
1030 => 0.15143109916717
1031 => 0.14865120118933
1101 => 0.15239396759279
1102 => 0.1509354078854
1103 => 0.14968142389849
1104 => 0.14898167928761
1105 => 0.15172995386026
1106 => 0.15160174356654
1107 => 0.14710503294859
1108 => 0.14123925725683
1109 => 0.14320800411651
1110 => 0.14249273992529
1111 => 0.13990053022539
1112 => 0.14164736657853
1113 => 0.13395518333295
1114 => 0.12072118186382
1115 => 0.12946396860276
1116 => 0.12912738082363
1117 => 0.12895765800235
1118 => 0.13552762060378
1119 => 0.13489607029448
1120 => 0.13374980029894
1121 => 0.13987947807801
1122 => 0.13764206323285
1123 => 0.14453724858439
1124 => 0.14907886360954
1125 => 0.14792696313331
1126 => 0.152198374016
1127 => 0.14325336006785
1128 => 0.14622453488975
1129 => 0.14683688990268
1130 => 0.1398038388057
1201 => 0.1349993997356
1202 => 0.13467899842424
1203 => 0.12634876316917
1204 => 0.13079870760312
1205 => 0.13471447455378
1206 => 0.1328391260602
1207 => 0.13224544675158
1208 => 0.13527842558601
1209 => 0.13551411401715
1210 => 0.13014039280997
1211 => 0.13125775961256
1212 => 0.13591736492614
1213 => 0.13114034951398
1214 => 0.12185938888918
1215 => 0.11955758233491
1216 => 0.11925047890986
1217 => 0.1130077969761
1218 => 0.11971140005539
1219 => 0.11678509766589
1220 => 0.12602925185183
1221 => 0.12074904055821
1222 => 0.12052142120277
1223 => 0.12017734116252
1224 => 0.11480400694019
1225 => 0.11598042564167
1226 => 0.11989102057904
1227 => 0.1212863649087
1228 => 0.12114081906339
1229 => 0.11987185653043
1230 => 0.12045278107988
1231 => 0.11858142069857
]
'min_raw' => 0.065476817936853
'max_raw' => 0.20361106249405
'avg_raw' => 0.13454394021545
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.065476'
'max' => '$0.203611'
'avg' => '$0.134543'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.037299987867845
'max_diff' => 0.12717003770157
'year' => 2033
]
8 => [
'items' => [
101 => 0.11792060439892
102 => 0.11583488638542
103 => 0.11276945709987
104 => 0.11319572384339
105 => 0.10712230631551
106 => 0.10381318610566
107 => 0.10289726524508
108 => 0.10167245759134
109 => 0.10303561052866
110 => 0.10710510108674
111 => 0.10219643208311
112 => 0.093780863379468
113 => 0.094286653397988
114 => 0.095423013399198
115 => 0.093305414054717
116 => 0.091301283991806
117 => 0.093043712481295
118 => 0.089477925081082
119 => 0.095853921770763
120 => 0.095681468928831
121 => 0.098058046205754
122 => 0.09954416874929
123 => 0.096119137424328
124 => 0.09525775130837
125 => 0.095748435987836
126 => 0.087638511249892
127 => 0.097395292334627
128 => 0.097479669382607
129 => 0.096757181871011
130 => 0.10195236659181
131 => 0.11291582677145
201 => 0.10879093204771
202 => 0.10719364813507
203 => 0.10415721024954
204 => 0.10820308344617
205 => 0.10789242351012
206 => 0.10648750146503
207 => 0.10563780022854
208 => 0.10720340081004
209 => 0.10544380499076
210 => 0.10512773323116
211 => 0.10321268225743
212 => 0.10252909618908
213 => 0.10202299627842
214 => 0.10146583000513
215 => 0.10269479996682
216 => 0.099909792349162
217 => 0.096551346179932
218 => 0.096272127719852
219 => 0.097043074437272
220 => 0.096701987905046
221 => 0.096270494728761
222 => 0.095446656745058
223 => 0.095202241613807
224 => 0.095996472217009
225 => 0.095099832172515
226 => 0.096422873400677
227 => 0.096063079393827
228 => 0.09405329931908
301 => 0.091548369230059
302 => 0.091526070097998
303 => 0.090986387019227
304 => 0.090299019476519
305 => 0.090107809550976
306 => 0.092896970013939
307 => 0.098670448699723
308 => 0.097536976686068
309 => 0.098356026378818
310 => 0.10238494022387
311 => 0.10366561078155
312 => 0.10275662115406
313 => 0.1015123400879
314 => 0.10156708213998
315 => 0.10581916721252
316 => 0.10608436454278
317 => 0.10675443264045
318 => 0.10761565950717
319 => 0.10290329181351
320 => 0.10134513004539
321 => 0.10060678655612
322 => 0.098332974384092
323 => 0.10078508586971
324 => 0.099356345516922
325 => 0.099549131403233
326 => 0.099423579341863
327 => 0.099492139257164
328 => 0.095852139549745
329 => 0.097178364130376
330 => 0.094973258539589
331 => 0.092020869688244
401 => 0.092010972245574
402 => 0.092733565234294
403 => 0.092303738649537
404 => 0.091147086361807
405 => 0.091311383360034
406 => 0.089871968774138
407 => 0.091486154352204
408 => 0.091532443418749
409 => 0.090910894045911
410 => 0.093397769643607
411 => 0.09441664460508
412 => 0.094007527493
413 => 0.094387939857874
414 => 0.097584077565554
415 => 0.098105187469171
416 => 0.09833663006577
417 => 0.098026527646596
418 => 0.094446359387938
419 => 0.09460515507426
420 => 0.093440017690619
421 => 0.092455599380595
422 => 0.092494970950402
423 => 0.093001089927177
424 => 0.095211341182238
425 => 0.099862684647086
426 => 0.10003919973149
427 => 0.10025314116309
428 => 0.099382933842409
429 => 0.099120470987727
430 => 0.099466727240463
501 => 0.10121352728984
502 => 0.10570677126842
503 => 0.10411855875271
504 => 0.10282731725545
505 => 0.10396008416476
506 => 0.10378570357799
507 => 0.10231375593525
508 => 0.10227244326739
509 => 0.099447305130834
510 => 0.098402915887033
511 => 0.097530146063733
512 => 0.096577104200922
513 => 0.096012109038395
514 => 0.096880198393745
515 => 0.097078740700245
516 => 0.095180648153167
517 => 0.094921945152693
518 => 0.09647196849981
519 => 0.095789861015439
520 => 0.096491425478567
521 => 0.096654194451921
522 => 0.096627984898323
523 => 0.095915786345094
524 => 0.096369720464856
525 => 0.095296030947345
526 => 0.094128554860003
527 => 0.093383777852609
528 => 0.092733861133323
529 => 0.093094472702564
530 => 0.091808958303291
531 => 0.091397696374671
601 => 0.096215937798922
602 => 0.09977522454384
603 => 0.099723471104937
604 => 0.099408435355516
605 => 0.098940356134546
606 => 0.10117928437934
607 => 0.10039928654764
608 => 0.1009668001412
609 => 0.10111125616923
610 => 0.10154848105871
611 => 0.10170475137596
612 => 0.10123239394054
613 => 0.099647104693684
614 => 0.095696714615299
615 => 0.093857797369937
616 => 0.093250924049378
617 => 0.093272982741964
618 => 0.092664505526108
619 => 0.092843729336213
620 => 0.092602178799027
621 => 0.092144740518948
622 => 0.093066227177797
623 => 0.093172419930987
624 => 0.092957333933866
625 => 0.093007994472415
626 => 0.091227174280685
627 => 0.091362566172124
628 => 0.090608686915821
629 => 0.090467343643414
630 => 0.088561602531258
701 => 0.085185305909481
702 => 0.087056101982988
703 => 0.084796443399927
704 => 0.083940676455107
705 => 0.08799174407282
706 => 0.087585129243127
707 => 0.08688918140591
708 => 0.085859729506428
709 => 0.085477895783046
710 => 0.083157994953643
711 => 0.083020922836452
712 => 0.084170728330096
713 => 0.08364013265717
714 => 0.082894975380088
715 => 0.080196091257878
716 => 0.077161651934689
717 => 0.07725324258405
718 => 0.078218441275006
719 => 0.081024886643737
720 => 0.079928359886176
721 => 0.079132817142371
722 => 0.078983835900383
723 => 0.080848648057215
724 => 0.083487747949358
725 => 0.084725954572219
726 => 0.083498929413858
727 => 0.082089388979658
728 => 0.082175181174707
729 => 0.082745918212782
730 => 0.082805894605697
731 => 0.081888428686131
801 => 0.082146689968401
802 => 0.081754367464726
803 => 0.079346684983841
804 => 0.079303137642605
805 => 0.078712253532671
806 => 0.078694361796655
807 => 0.077689120522708
808 => 0.077548480319578
809 => 0.075552512756373
810 => 0.076866264650821
811 => 0.075985068855096
812 => 0.074656898937863
813 => 0.074427921943515
814 => 0.074421038618567
815 => 0.075784772150206
816 => 0.0768503286305
817 => 0.076000397633235
818 => 0.075806884820378
819 => 0.077873095390888
820 => 0.077610151261863
821 => 0.077382443341935
822 => 0.083251445499918
823 => 0.078605672327925
824 => 0.076579850053474
825 => 0.074072510295626
826 => 0.074888912763886
827 => 0.075060940759396
828 => 0.069031240623731
829 => 0.066584992029643
830 => 0.065745531697086
831 => 0.065262410407472
901 => 0.065482574845805
902 => 0.063280664194784
903 => 0.06476038456851
904 => 0.0628537160676
905 => 0.062534056888587
906 => 0.065943416359117
907 => 0.066417808812252
908 => 0.064393903224995
909 => 0.065693578252566
910 => 0.065222298020734
911 => 0.062886400426578
912 => 0.062797186320181
913 => 0.061625115018204
914 => 0.059791050388336
915 => 0.058952833637962
916 => 0.058516283076636
917 => 0.05869641234644
918 => 0.05860533347558
919 => 0.0580109822351
920 => 0.058639400992962
921 => 0.057034050747183
922 => 0.056394787344128
923 => 0.056106046895766
924 => 0.054681206152125
925 => 0.056948761404813
926 => 0.057395498355501
927 => 0.057843115515986
928 => 0.061739317296792
929 => 0.061544674066375
930 => 0.063304154074248
1001 => 0.063235783916618
1002 => 0.062733951716686
1003 => 0.060616804212564
1004 => 0.061460661473182
1005 => 0.058863399989536
1006 => 0.060809444889697
1007 => 0.059921351266042
1008 => 0.060509179542197
1009 => 0.059452211299331
1010 => 0.060037181166082
1011 => 0.057501436259357
1012 => 0.055133593344351
1013 => 0.056086482454994
1014 => 0.057122381894349
1015 => 0.059368475821141
1016 => 0.058030720808216
1017 => 0.058511828096982
1018 => 0.056900199216006
1019 => 0.053574948495522
1020 => 0.053593769053478
1021 => 0.053082251674657
1022 => 0.052640225976595
1023 => 0.058184378063848
1024 => 0.057494875111724
1025 => 0.056396242397429
1026 => 0.057866805943441
1027 => 0.058255646285988
1028 => 0.058266716023896
1029 => 0.059339601226327
1030 => 0.05991220025119
1031 => 0.060013123311109
1101 => 0.061701331358354
1102 => 0.062267196427788
1103 => 0.064597914564565
1104 => 0.059863619224458
1105 => 0.059766119527418
1106 => 0.057887499788283
1107 => 0.05669604944992
1108 => 0.057969079412281
1109 => 0.059096810173013
1110 => 0.057922541526556
1111 => 0.058075876221619
1112 => 0.056499516505025
1113 => 0.057062990929089
1114 => 0.057548331011294
1115 => 0.057280354744872
1116 => 0.056879181303839
1117 => 0.059004349111105
1118 => 0.058884438814819
1119 => 0.060863443934341
1120 => 0.062406219945023
1121 => 0.065171150360363
1122 => 0.062285801332873
1123 => 0.062180647746088
1124 => 0.063208540924081
1125 => 0.062267039062698
1126 => 0.062862035739552
1127 => 0.065075287197109
1128 => 0.065122049712812
1129 => 0.064338717324701
1130 => 0.064291051477695
1201 => 0.064441499031549
1202 => 0.065322675053616
1203 => 0.065014765075702
1204 => 0.065371086297471
1205 => 0.065816671441477
1206 => 0.067659800521274
1207 => 0.068104172702529
1208 => 0.06702457868264
1209 => 0.067122053934934
1210 => 0.066718256135977
1211 => 0.066328192521756
1212 => 0.067204998562309
1213 => 0.068807378835085
1214 => 0.068797410510571
1215 => 0.069169131588034
1216 => 0.069400710739789
1217 => 0.068406603494155
1218 => 0.067759476231584
1219 => 0.068007626001831
1220 => 0.068404422888456
1221 => 0.067878950119394
1222 => 0.064635488766078
1223 => 0.06561934774756
1224 => 0.065455585504795
1225 => 0.065222368156929
1226 => 0.066211645970766
1227 => 0.066116227712262
1228 => 0.063258080418468
1229 => 0.06344104973498
1230 => 0.063269207388618
1231 => 0.06382446516535
]
'min_raw' => 0.052640225976595
'max_raw' => 0.11792060439892
'avg_raw' => 0.08528041518776
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.05264'
'max' => '$0.11792'
'avg' => '$0.08528'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.012836591960258
'max_diff' => -0.085690458095125
'year' => 2034
]
9 => [
'items' => [
101 => 0.062237053320554
102 => 0.062725330512632
103 => 0.063031573390188
104 => 0.063211952797738
105 => 0.063863606905124
106 => 0.063787142816986
107 => 0.063858853790045
108 => 0.064825084800992
109 => 0.069711949683924
110 => 0.069977930957242
111 => 0.068668141889343
112 => 0.069191376787522
113 => 0.068186880201911
114 => 0.068861205489374
115 => 0.06932256172505
116 => 0.06723778160973
117 => 0.067114334461412
118 => 0.066105691961074
119 => 0.066647679308324
120 => 0.065785338468579
121 => 0.065996926747251
122 => 0.065405307474151
123 => 0.066470104375508
124 => 0.067660712763936
125 => 0.067961507461403
126 => 0.067170246112627
127 => 0.066597320749449
128 => 0.065591452545056
129 => 0.067264233786196
130 => 0.06775340599819
131 => 0.067261664372814
201 => 0.067147717093447
202 => 0.066931787204946
203 => 0.067193527640059
204 => 0.067750741861269
205 => 0.067487969924677
206 => 0.067661535418242
207 => 0.067000082736734
208 => 0.068406932585018
209 => 0.070641348720947
210 => 0.070648532734187
211 => 0.070385759381157
212 => 0.070278238186628
213 => 0.070547859593258
214 => 0.070694118145905
215 => 0.071566024334834
216 => 0.07250161441383
217 => 0.076867605082571
218 => 0.075641652373583
219 => 0.079515419028837
220 => 0.082579065507498
221 => 0.083497719129424
222 => 0.082652601023245
223 => 0.079761497634389
224 => 0.079619646309395
225 => 0.083940175364712
226 => 0.082719428013818
227 => 0.082574224000815
228 => 0.081029498628515
301 => 0.081942622641503
302 => 0.081742909025142
303 => 0.08142765131139
304 => 0.083169828319402
305 => 0.086431028153187
306 => 0.085922739575754
307 => 0.085543325731528
308 => 0.08388084471184
309 => 0.084882029614271
310 => 0.084525526846949
311 => 0.086057288977611
312 => 0.085149907024092
313 => 0.082710179651996
314 => 0.083098714277449
315 => 0.083039988050435
316 => 0.084248569640999
317 => 0.083885783446351
318 => 0.08296914822342
319 => 0.086419881726693
320 => 0.086195810286979
321 => 0.086513492358631
322 => 0.086653345831217
323 => 0.088753746505915
324 => 0.089614213457014
325 => 0.089809554519507
326 => 0.090626931572149
327 => 0.089789217433824
328 => 0.09314067126718
329 => 0.095369192503609
330 => 0.097957734598376
331 => 0.10174029033335
401 => 0.1031625662803
402 => 0.10290564486078
403 => 0.10577353544933
404 => 0.11092707108732
405 => 0.10394732175844
406 => 0.11129701474991
407 => 0.1089701868051
408 => 0.1034533196058
409 => 0.10309809839775
410 => 0.10683418491727
411 => 0.11512046523254
412 => 0.11304484599578
413 => 0.11512386020204
414 => 0.11269857969709
415 => 0.11257814407816
416 => 0.11500606974125
417 => 0.1206790503924
418 => 0.11798402993354
419 => 0.11412005725963
420 => 0.11697315455197
421 => 0.11450153763565
422 => 0.10893229296118
423 => 0.11304325880887
424 => 0.11029437302009
425 => 0.11109664403206
426 => 0.11687439309417
427 => 0.11617919904099
428 => 0.11707884451904
429 => 0.1154909937981
430 => 0.11400769084367
501 => 0.11123899572769
502 => 0.11041932159887
503 => 0.11064585003929
504 => 0.11041920934262
505 => 0.10887014987086
506 => 0.10853563062542
507 => 0.10797808389406
508 => 0.10815089093974
509 => 0.10710253996874
510 => 0.10908099485138
511 => 0.10944821351169
512 => 0.11088796798584
513 => 0.11103744807154
514 => 0.11504714378842
515 => 0.11283867076776
516 => 0.11432030514041
517 => 0.11418777381643
518 => 0.10357288684661
519 => 0.10503552461511
520 => 0.10731092998188
521 => 0.10628586294839
522 => 0.10483665799178
523 => 0.10366634728786
524 => 0.10189320690101
525 => 0.10438886794536
526 => 0.10767039683471
527 => 0.11112067305952
528 => 0.11526595387259
529 => 0.1143407754515
530 => 0.11104317991812
531 => 0.11119110764485
601 => 0.1121055386441
602 => 0.11092126741526
603 => 0.11057200271015
604 => 0.11205755503694
605 => 0.11206778521937
606 => 0.11070513804663
607 => 0.10919080507593
608 => 0.10918445996549
609 => 0.10891499904008
610 => 0.11274651619712
611 => 0.11485346322341
612 => 0.11509502130446
613 => 0.11483720443992
614 => 0.11493642791869
615 => 0.1137104418675
616 => 0.11651268242565
617 => 0.11908429547468
618 => 0.11839504824304
619 => 0.11736176866055
620 => 0.1165387117036
621 => 0.11820116218111
622 => 0.11812713587829
623 => 0.11906183467812
624 => 0.11901943134148
625 => 0.11870512729089
626 => 0.11839505946783
627 => 0.11962444333781
628 => 0.11927040052656
629 => 0.11891580778903
630 => 0.11820461776848
701 => 0.11830128030389
702 => 0.11726817913168
703 => 0.11679021925793
704 => 0.10960284954274
705 => 0.10768214950076
706 => 0.10828644083342
707 => 0.10848538923055
708 => 0.10764949811084
709 => 0.10884795125369
710 => 0.10866117360086
711 => 0.10938781618678
712 => 0.10893384144625
713 => 0.10895247272795
714 => 0.11028751564223
715 => 0.11067508427993
716 => 0.11047796374273
717 => 0.11061602021009
718 => 0.11379747323027
719 => 0.11334517234794
720 => 0.11310489651889
721 => 0.11317145456561
722 => 0.11398438402339
723 => 0.11421195988726
724 => 0.11324770496055
725 => 0.11370245315828
726 => 0.11563871326807
727 => 0.11631629472366
728 => 0.11847880947237
729 => 0.11756013477148
730 => 0.11924640194427
731 => 0.12442941234256
801 => 0.12856995968576
802 => 0.1247621412336
803 => 0.13236572913386
804 => 0.13828621298412
805 => 0.13805897495287
806 => 0.13702660165031
807 => 0.130286288191
808 => 0.12408375125333
809 => 0.12927243677532
810 => 0.12928566380178
811 => 0.12883995111383
812 => 0.12607166788862
813 => 0.12874362085819
814 => 0.12895571078181
815 => 0.12883699682385
816 => 0.12671456056566
817 => 0.12347399269121
818 => 0.12410719189705
819 => 0.12514438511314
820 => 0.12318076197392
821 => 0.12255326540081
822 => 0.12371990091632
823 => 0.12747904362545
824 => 0.12676839947152
825 => 0.12674984168072
826 => 0.12979027873126
827 => 0.12761398197046
828 => 0.12411517856682
829 => 0.12323168456386
830 => 0.12009587604621
831 => 0.12226179015872
901 => 0.12233973755172
902 => 0.12115348852741
903 => 0.12421143613736
904 => 0.12418325661179
905 => 0.127086322752
906 => 0.13263589487023
907 => 0.13099461331701
908 => 0.12908598144154
909 => 0.12929350264703
910 => 0.13156949806522
911 => 0.13019337927946
912 => 0.13068824118946
913 => 0.13156874903245
914 => 0.1320999812759
915 => 0.12921706650239
916 => 0.12854492116293
917 => 0.12716994768936
918 => 0.1268112427752
919 => 0.12793112997966
920 => 0.12763607926748
921 => 0.12233318637517
922 => 0.1217790045629
923 => 0.1217960005279
924 => 0.12040248401105
925 => 0.11827703684057
926 => 0.12386258510073
927 => 0.12341398740574
928 => 0.12291877026918
929 => 0.12297943154274
930 => 0.12540392873068
1001 => 0.12399759792163
1002 => 0.12773655887057
1003 => 0.12696794090292
1004 => 0.12617961078467
1005 => 0.1260706395492
1006 => 0.12576719971084
1007 => 0.1247265916001
1008 => 0.12346999477552
1009 => 0.12264028070739
1010 => 0.11312917621185
1011 => 0.11489438188268
1012 => 0.1169250901034
1013 => 0.11762608244364
1014 => 0.11642698653846
1015 => 0.12477393921501
1016 => 0.12629900790225
1017 => 0.12167947537082
1018 => 0.12081534944846
1019 => 0.12483059116662
1020 => 0.12240890956723
1021 => 0.12349939264315
1022 => 0.12114236469537
1023 => 0.12593166351472
1024 => 0.12589517708198
1025 => 0.12403203167004
1026 => 0.12560674941394
1027 => 0.12533310345404
1028 => 0.12322961687268
1029 => 0.12599834779127
1030 => 0.12599972104726
1031 => 0.12420648409654
1101 => 0.12211237592813
1102 => 0.12173799884825
1103 => 0.12145595600904
1104 => 0.12343002739425
1105 => 0.12519997362546
1106 => 0.12849340475487
1107 => 0.1293214515908
1108 => 0.13255337351762
1109 => 0.13062892136962
1110 => 0.131482006081
1111 => 0.13240815021141
1112 => 0.13285217776534
1113 => 0.13212865869403
1114 => 0.13714916375852
1115 => 0.13757304821027
1116 => 0.13771517300035
1117 => 0.13602228694016
1118 => 0.13752596598653
1119 => 0.13682244435735
1120 => 0.13865281219253
1121 => 0.1389398372404
1122 => 0.13869673723607
1123 => 0.13878784351664
1124 => 0.13450372812189
1125 => 0.13428157413816
1126 => 0.13125248880671
1127 => 0.13248686346914
1128 => 0.13017925920284
1129 => 0.13091102428664
1130 => 0.13123357936307
1201 => 0.13106509489598
1202 => 0.13255665316051
1203 => 0.13128852393044
1204 => 0.12794172239252
1205 => 0.12459400902077
1206 => 0.12455198120637
1207 => 0.12367058736764
1208 => 0.12303350105756
1209 => 0.12315622648274
1210 => 0.12358872688837
1211 => 0.12300836334775
1212 => 0.12313221333432
1213 => 0.12518894831952
1214 => 0.12560141185283
1215 => 0.12419969960671
1216 => 0.11857162267241
1217 => 0.11719047847578
1218 => 0.11818321753504
1219 => 0.1177087522053
1220 => 0.095000149821115
1221 => 0.10033519910982
1222 => 0.097165293983626
1223 => 0.098626132106097
1224 => 0.095390479815208
1225 => 0.096934702683487
1226 => 0.096649541105706
1227 => 0.10522814248635
1228 => 0.10509419942528
1229 => 0.10515831088051
1230 => 0.10209810408091
1231 => 0.10697309660634
]
'min_raw' => 0.062237053320554
'max_raw' => 0.1389398372404
'avg_raw' => 0.10058844528048
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.062237'
'max' => '$0.138939'
'avg' => '$0.100588'
'bar_min_pct' => 61.631153054957
'bar_max_pct' => 60.119598047091
'min_diff' => 0.0095968273439596
'max_diff' => 0.021019232841476
'year' => 2035
]
10 => [
'items' => [
101 => 0.10937469322342
102 => 0.10893022160602
103 => 0.10904208553636
104 => 0.10711989259029
105 => 0.10517692190993
106 => 0.10302186840437
107 => 0.10702569144504
108 => 0.10658053467045
109 => 0.10760156414899
110 => 0.11019832959005
111 => 0.1105807131654
112 => 0.11109464056841
113 => 0.11091043417828
114 => 0.11529897772196
115 => 0.11476749614227
116 => 0.11604821383162
117 => 0.11341368037635
118 => 0.11043245569949
119 => 0.11099908904699
120 => 0.11094451769905
121 => 0.11024976180568
122 => 0.10962256724978
123 => 0.10857846502518
124 => 0.11188215896187
125 => 0.11174803502129
126 => 0.11391934571719
127 => 0.1135355454607
128 => 0.11097243341603
129 => 0.11106397546413
130 => 0.11167963973124
131 => 0.11381046078924
201 => 0.11444303355661
202 => 0.1141500006471
203 => 0.11484358780848
204 => 0.11539177082101
205 => 0.11491243115488
206 => 0.12169886998939
207 => 0.11888066743644
208 => 0.12025423975182
209 => 0.12058182865548
210 => 0.1197427165672
211 => 0.1199246899328
212 => 0.1202003299969
213 => 0.12187396249028
214 => 0.12626605842236
215 => 0.12821128781267
216 => 0.13406360640935
217 => 0.12804976359071
218 => 0.1276929270456
219 => 0.12874710634796
220 => 0.13218303689504
221 => 0.13496753588291
222 => 0.13589131483879
223 => 0.13601340747774
224 => 0.13774647821062
225 => 0.13873984203486
226 => 0.13753603783937
227 => 0.13651593982724
228 => 0.13286207536702
229 => 0.13328502012744
301 => 0.13619869011254
302 => 0.14031442058081
303 => 0.14384614549135
304 => 0.14260945852072
305 => 0.1520445071417
306 => 0.15297995367375
307 => 0.15285070520963
308 => 0.15498179162276
309 => 0.1507520190809
310 => 0.14894370937128
311 => 0.13673649659606
312 => 0.14016622546016
313 => 0.14515153778504
314 => 0.14449171300488
315 => 0.14087124593677
316 => 0.14384339904242
317 => 0.14286071227787
318 => 0.14208562645496
319 => 0.1456364448675
320 => 0.14173217416334
321 => 0.14511258969815
322 => 0.14077717180883
323 => 0.14261510760263
324 => 0.14157180635512
325 => 0.14224695012445
326 => 0.13830007344438
327 => 0.14042971229593
328 => 0.13821147346656
329 => 0.13821042173253
330 => 0.13816145398742
331 => 0.14077120213301
401 => 0.14085630592634
402 => 0.13892769810365
403 => 0.13864975558588
404 => 0.13967745474963
405 => 0.13847428818371
406 => 0.13903724224727
407 => 0.13849133948881
408 => 0.13836844527941
409 => 0.13738920331018
410 => 0.13696731894502
411 => 0.13713275067522
412 => 0.13656804689414
413 => 0.13622779243981
414 => 0.13809376881238
415 => 0.13709685290979
416 => 0.13794097715252
417 => 0.13697899104096
418 => 0.13364432806087
419 => 0.13172652811761
420 => 0.12542765887166
421 => 0.12721401037609
422 => 0.12839836327164
423 => 0.12800693464672
424 => 0.12884787479581
425 => 0.12889950169113
426 => 0.12862610347629
427 => 0.12830954336799
428 => 0.12815545941414
429 => 0.12930387496752
430 => 0.12997056885014
501 => 0.1285172289293
502 => 0.12817673172024
503 => 0.1296461386213
504 => 0.1305424759821
505 => 0.1371605274458
506 => 0.13667024081735
507 => 0.13790076404088
508 => 0.13776222600983
509 => 0.13905201038581
510 => 0.14116026273699
511 => 0.13687359623041
512 => 0.13761761331417
513 => 0.1374351975071
514 => 0.13942676545677
515 => 0.13943298291452
516 => 0.13823893844249
517 => 0.13888624932194
518 => 0.13852493814708
519 => 0.13917787627418
520 => 0.13666369274051
521 => 0.13972569689518
522 => 0.14146165593969
523 => 0.14148575973271
524 => 0.14230859054239
525 => 0.14314463430016
526 => 0.14474934748915
527 => 0.14309987972028
528 => 0.14013264777654
529 => 0.14034687233878
530 => 0.13860718533583
531 => 0.13863642978865
601 => 0.13848032060757
602 => 0.13894881601134
603 => 0.13676650113586
604 => 0.13727868607518
605 => 0.13656162416077
606 => 0.13761605456161
607 => 0.1364816617539
608 => 0.13743510954067
609 => 0.13784658599815
610 => 0.13936494298469
611 => 0.13625739919245
612 => 0.12992090703784
613 => 0.13125291451128
614 => 0.12928277083114
615 => 0.1294651151296
616 => 0.12983347963238
617 => 0.12863948975751
618 => 0.12886726539869
619 => 0.12885912764996
620 => 0.12878900092772
621 => 0.12847839804719
622 => 0.12802796241952
623 => 0.1298223593234
624 => 0.13012726232348
625 => 0.13080502392319
626 => 0.13282158271382
627 => 0.13262008093691
628 => 0.13294873869528
629 => 0.13223128065408
630 => 0.12949839595041
701 => 0.12964680473813
702 => 0.12779614477724
703 => 0.13075769838714
704 => 0.13005636340172
705 => 0.12960420817416
706 => 0.12948083343114
707 => 0.13150239088096
708 => 0.13210727255398
709 => 0.13173035088746
710 => 0.13095727355285
711 => 0.13244181057509
712 => 0.13283901005465
713 => 0.13292792836998
714 => 0.13555824334165
715 => 0.13307493375774
716 => 0.13367269105656
717 => 0.13833622286463
718 => 0.13410704303811
719 => 0.13634733391418
720 => 0.13623768333371
721 => 0.1373837403386
722 => 0.13614367320841
723 => 0.13615904532669
724 => 0.13717666630641
725 => 0.13574760116931
726 => 0.13539374454438
727 => 0.1349048941514
728 => 0.13597228110023
729 => 0.1366121313023
730 => 0.14176885401275
731 => 0.14510033205883
801 => 0.1449557038107
802 => 0.14627733526586
803 => 0.14568192819055
804 => 0.14375920168394
805 => 0.14704106137921
806 => 0.14600254365278
807 => 0.14608815779235
808 => 0.1460849712298
809 => 0.14677549472908
810 => 0.14628619554429
811 => 0.14532173662554
812 => 0.14596198946522
813 => 0.14786331150448
814 => 0.15376507345404
815 => 0.15706777762895
816 => 0.15356624651571
817 => 0.15598155579025
818 => 0.15453323088822
819 => 0.15427002716958
820 => 0.15578701988395
821 => 0.15730666789325
822 => 0.15720987288468
823 => 0.15610668646471
824 => 0.1554835244484
825 => 0.16020231601054
826 => 0.16367904125101
827 => 0.16344195189788
828 => 0.16448838719704
829 => 0.16756075360041
830 => 0.16784165228019
831 => 0.16780626550292
901 => 0.16711002881635
902 => 0.17013517253766
903 => 0.17265880065232
904 => 0.16694887013962
905 => 0.16912313693038
906 => 0.17009923534325
907 => 0.1715324374087
908 => 0.17395048952566
909 => 0.17657713548133
910 => 0.17694857201917
911 => 0.1766850200207
912 => 0.1749526764049
913 => 0.177826783752
914 => 0.17951036842981
915 => 0.18051290457731
916 => 0.18305516944123
917 => 0.17010526339475
918 => 0.16093867624295
919 => 0.15950718129207
920 => 0.16241818256544
921 => 0.16318579038643
922 => 0.16287636863628
923 => 0.1525585414073
924 => 0.15945286006704
925 => 0.16687056725414
926 => 0.16715551159676
927 => 0.17086897091157
928 => 0.17207822548431
929 => 0.17506804696697
930 => 0.17488103281919
1001 => 0.17560900677176
1002 => 0.17544165816682
1003 => 0.18097967288225
1004 => 0.18708892551652
1005 => 0.18687738152403
1006 => 0.18599910417646
1007 => 0.18730349580614
1008 => 0.19360889923201
1009 => 0.19302839872659
1010 => 0.19359230552069
1011 => 0.20102673151675
1012 => 0.21069254284639
1013 => 0.20620180305218
1014 => 0.21594541623005
1015 => 0.22207850423878
1016 => 0.23268504577673
1017 => 0.23135705453786
1018 => 0.23548610332419
1019 => 0.22897967306015
1020 => 0.2140395940074
1021 => 0.21167526930897
1022 => 0.21640870722945
1023 => 0.22804540247484
1024 => 0.21604222628469
1025 => 0.21847045319499
1026 => 0.21777112368147
1027 => 0.21773385938365
1028 => 0.21915608606645
1029 => 0.2170930720847
1030 => 0.20868798199388
1031 => 0.212539985251
1101 => 0.21105254180504
1102 => 0.21270297120458
1103 => 0.22160965798508
1104 => 0.21767179945053
1105 => 0.21352358537003
1106 => 0.21872636638937
1107 => 0.22535129449652
1108 => 0.22493671840172
1109 => 0.22413226749843
1110 => 0.22866691512058
1111 => 0.23615682446527
1112 => 0.23818131686425
1113 => 0.23967575576425
1114 => 0.2398818136398
1115 => 0.24200433782231
1116 => 0.23059099034803
1117 => 0.24870426590526
1118 => 0.25183192822486
1119 => 0.25124405733709
1120 => 0.25472032237317
1121 => 0.25369751701523
1122 => 0.25221563252481
1123 => 0.25772625202977
1124 => 0.25140877145139
1125 => 0.24244190311907
1126 => 0.23752250180742
1127 => 0.24400076629139
1128 => 0.24795681635148
1129 => 0.25057151378916
1130 => 0.25136271965395
1201 => 0.23147697602282
1202 => 0.22075966311954
1203 => 0.2276293378163
1204 => 0.23601081506597
1205 => 0.23054443081871
1206 => 0.23075870273197
1207 => 0.22296507533589
1208 => 0.23670037815612
1209 => 0.23469926006729
1210 => 0.24508106425204
1211 => 0.24260336336416
1212 => 0.25106932165751
1213 => 0.24883995111371
1214 => 0.25809394359858
1215 => 0.26178561174264
1216 => 0.26798449711879
1217 => 0.27254442243548
1218 => 0.27522209779891
1219 => 0.2750613402138
1220 => 0.2856716240163
1221 => 0.27941511035305
1222 => 0.27155545464495
1223 => 0.27141329827009
1224 => 0.27548392533349
1225 => 0.28401484293639
1226 => 0.28622678575102
1227 => 0.28746296002561
1228 => 0.28556971609254
1229 => 0.27877871891946
1230 => 0.27584640077126
1231 => 0.27834482079096
]
'min_raw' => 0.10302186840437
'max_raw' => 0.28746296002561
'avg_raw' => 0.19524241421499
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.103021'
'max' => '$0.287462'
'avg' => '$0.195242'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.040784815083816
'max_diff' => 0.14852312278521
'year' => 2036
]
11 => [
'items' => [
101 => 0.27528946779854
102 => 0.28056386424409
103 => 0.28780673711412
104 => 0.28631111250788
105 => 0.29131076132996
106 => 0.29648487188242
107 => 0.30388408235628
108 => 0.30581850996612
109 => 0.30901604524548
110 => 0.31230735938358
111 => 0.31336444078133
112 => 0.31538273716273
113 => 0.31537209974454
114 => 0.32145437173691
115 => 0.32816330609678
116 => 0.33069577350544
117 => 0.3365190426706
118 => 0.32654689829696
119 => 0.3341108843561
120 => 0.3409337891203
121 => 0.33279924078508
122 => 0.3440108205585
123 => 0.34444614079512
124 => 0.35101895953203
125 => 0.34435614854246
126 => 0.3403997926453
127 => 0.35182164387768
128 => 0.35734831790408
129 => 0.35568363870976
130 => 0.34301534784566
131 => 0.33564185919419
201 => 0.31634401715357
202 => 0.33920314465542
203 => 0.35033715885169
204 => 0.34298651343867
205 => 0.34669375142349
206 => 0.3669192397927
207 => 0.3746197962603
208 => 0.37301813434599
209 => 0.37328878884391
210 => 0.37744386933884
211 => 0.395869784498
212 => 0.38482854902526
213 => 0.39326915983697
214 => 0.39774602937661
215 => 0.40190439530368
216 => 0.39169276285184
217 => 0.37840757907068
218 => 0.37419960369311
219 => 0.34225563661773
220 => 0.34059281440584
221 => 0.33965942190964
222 => 0.33377451425206
223 => 0.32915058884507
224 => 0.3254734716861
225 => 0.3158236181808
226 => 0.31908016046442
227 => 0.30370030805793
228 => 0.3135397925991
301 => 0.28899317679883
302 => 0.30943632784392
303 => 0.2983100501661
304 => 0.30578104638648
305 => 0.30575498078448
306 => 0.29199850806125
307 => 0.28406406168475
308 => 0.28912019972913
309 => 0.29454078106944
310 => 0.29542025215488
311 => 0.30244817735424
312 => 0.30440952021263
313 => 0.29846655978535
314 => 0.28848450274644
315 => 0.2908031069301
316 => 0.28401707524497
317 => 0.27212481573774
318 => 0.28066604413476
319 => 0.28358239504081
320 => 0.28487042174177
321 => 0.27317575035163
322 => 0.26950103069719
323 => 0.26754464078704
324 => 0.28697486752536
325 => 0.28803929920735
326 => 0.28259351622685
327 => 0.30720897168901
328 => 0.30163773600436
329 => 0.30786217125
330 => 0.29059271790289
331 => 0.29125243427715
401 => 0.28307679830736
402 => 0.28765460815425
403 => 0.28441915970417
404 => 0.28728476635742
405 => 0.28900239917004
406 => 0.29717669359841
407 => 0.30952966515574
408 => 0.29595572659951
409 => 0.29004136718818
410 => 0.29371060250335
411 => 0.30348225967382
412 => 0.31828682048902
413 => 0.30952222251687
414 => 0.31341180226438
415 => 0.31426150240386
416 => 0.30779881234225
417 => 0.31852510908987
418 => 0.3242734186572
419 => 0.33016999482822
420 => 0.33528982669921
421 => 0.32781477263703
422 => 0.33581415199047
423 => 0.32936806431214
424 => 0.32358525728039
425 => 0.32359402741161
426 => 0.31996638808726
427 => 0.31293737978436
428 => 0.31164112280897
429 => 0.31838441529416
430 => 0.32379189727511
501 => 0.32423728339115
502 => 0.32723114326226
503 => 0.32900287869477
504 => 0.34636829449091
505 => 0.35335280837838
506 => 0.36189333974988
507 => 0.36522035803706
508 => 0.37523349027939
509 => 0.36714707276687
510 => 0.36539752547208
511 => 0.34110894192279
512 => 0.34508619611831
513 => 0.3514541638333
514 => 0.34121394736494
515 => 0.34770900774119
516 => 0.34899127024365
517 => 0.34086598872781
518 => 0.34520605265811
519 => 0.33368012959851
520 => 0.30978089878173
521 => 0.31855171576573
522 => 0.32500998929103
523 => 0.31579323667104
524 => 0.33231390900478
525 => 0.32266287328331
526 => 0.31960395829102
527 => 0.30767004032416
528 => 0.31330239022589
529 => 0.32092022411546
530 => 0.31621328843995
531 => 0.32598088671659
601 => 0.33981441079961
602 => 0.34967300386178
603 => 0.35042982422246
604 => 0.34409140935792
605 => 0.35424875962956
606 => 0.35432274483726
607 => 0.34286521223685
608 => 0.33584753731491
609 => 0.33425310680733
610 => 0.33823630682178
611 => 0.34307264697861
612 => 0.35069820744194
613 => 0.35530617392369
614 => 0.36732130663152
615 => 0.37057225704141
616 => 0.37414406591529
617 => 0.37891710407587
618 => 0.38464836016951
619 => 0.37210869811722
620 => 0.37260692226741
621 => 0.36093016258776
622 => 0.34845187025333
623 => 0.35792133869407
624 => 0.37030140900973
625 => 0.36746140720055
626 => 0.36714184898105
627 => 0.3676792572682
628 => 0.36553798864987
629 => 0.35585311004828
630 => 0.35098942464511
701 => 0.35726481967368
702 => 0.36059991284566
703 => 0.36577235150472
704 => 0.36513473926306
705 => 0.37845838576944
706 => 0.38363555191566
707 => 0.38231101127203
708 => 0.38255475862731
709 => 0.39192777064136
710 => 0.40235248770792
711 => 0.41211661090333
712 => 0.42204909639656
713 => 0.41007509746297
714 => 0.40399543925808
715 => 0.41026809464549
716 => 0.40693973540291
717 => 0.42606547486625
718 => 0.42738969957016
719 => 0.44651405602484
720 => 0.46466534758634
721 => 0.45326484657073
722 => 0.46401500553861
723 => 0.47564217893569
724 => 0.49807288285955
725 => 0.49051901089967
726 => 0.48473286336267
727 => 0.47926498189867
728 => 0.49064277522352
729 => 0.50528012457127
730 => 0.50843286942598
731 => 0.51354152053185
801 => 0.50817039855016
802 => 0.51463932336742
803 => 0.53747747056194
804 => 0.53130640159208
805 => 0.52254249160604
806 => 0.54057101541714
807 => 0.54709546810026
808 => 0.59288749391284
809 => 0.65070181807545
810 => 0.6267663082428
811 => 0.61190876489561
812 => 0.61540064000784
813 => 0.63651247405365
814 => 0.64329292509304
815 => 0.62486132180633
816 => 0.63137167568515
817 => 0.66724436564131
818 => 0.68648891286911
819 => 0.66035223284625
820 => 0.58824216925892
821 => 0.52175339739981
822 => 0.53938921372527
823 => 0.53738985945706
824 => 0.57593058960574
825 => 0.53115922363806
826 => 0.53191305861838
827 => 0.57125077025121
828 => 0.56075614320668
829 => 0.54375619144482
830 => 0.52187751586095
831 => 0.4814327605116
901 => 0.44560971281324
902 => 0.5158669589049
903 => 0.51283733869891
904 => 0.50844999967609
905 => 0.51821354791172
906 => 0.56562256671242
907 => 0.56452963538105
908 => 0.5575769638693
909 => 0.56285050393292
910 => 0.54283171437448
911 => 0.54799101226306
912 => 0.52174286523865
913 => 0.53360812391313
914 => 0.54371971718341
915 => 0.54574976923712
916 => 0.55032358017114
917 => 0.51124086651737
918 => 0.52878785753972
919 => 0.53909507083464
920 => 0.49252670618857
921 => 0.5381745639943
922 => 0.51056052342384
923 => 0.50118790330526
924 => 0.51380690154613
925 => 0.50888926565928
926 => 0.50466137109704
927 => 0.50230213328686
928 => 0.51156813288694
929 => 0.51113586293033
930 => 0.49597488913158
1001 => 0.47619801685146
1002 => 0.48283578434237
1003 => 0.48042422118352
1004 => 0.47168440519801
1005 => 0.47757398592284
1006 => 0.45163925305928
1007 => 0.40701989313765
1008 => 0.43649680902984
1009 => 0.4353619798327
1010 => 0.4347897474911
1011 => 0.45694083510196
1012 => 0.45481151914072
1013 => 0.45094678982074
1014 => 0.47161342641329
1015 => 0.46406982605152
1016 => 0.48731742487071
1017 => 0.50262979701345
1018 => 0.49874608413471
1019 => 0.51314744414607
1020 => 0.48298870509896
1021 => 0.49300622845181
1022 => 0.49507082613115
1023 => 0.47135840332574
1024 => 0.45515990156567
1025 => 0.45407964617472
1026 => 0.42599367641382
1027 => 0.44099697475806
1028 => 0.45419925642233
1029 => 0.44787638804359
1030 => 0.4458747568052
1031 => 0.45610065670128
1101 => 0.45689529670212
1102 => 0.4387774204709
1103 => 0.44254470065789
1104 => 0.45825488529587
1105 => 0.4421488443132
1106 => 0.41085743759072
1107 => 0.403096736086
1108 => 0.40206131544716
1109 => 0.38101367745737
1110 => 0.40361534326978
1111 => 0.39374911045568
1112 => 0.42491642169982
1113 => 0.40711382067081
1114 => 0.40634638612206
1115 => 0.40518629624344
1116 => 0.38706972475865
1117 => 0.39103610254564
1118 => 0.40422094640598
1119 => 0.40892544723325
1120 => 0.40843472925413
1121 => 0.4041563334781
1122 => 0.40611496115543
1123 => 0.39980553897562
1124 => 0.39757755068466
1125 => 0.39054540678194
1126 => 0.38021009792427
1127 => 0.38164728601106
1128 => 0.36117033478335
1129 => 0.35001340496043
1130 => 0.34692531383142
1201 => 0.3427957893135
1202 => 0.34739175461397
1203 => 0.36111232615331
1204 => 0.34456240589523
1205 => 0.31618872845467
1206 => 0.31789403481524
1207 => 0.32172535189744
1208 => 0.31458571786146
1209 => 0.30782865343046
1210 => 0.31370337273525
1211 => 0.3016810715601
1212 => 0.32317818955723
1213 => 0.32259675276039
1214 => 0.33060954897686
1215 => 0.33562011489015
1216 => 0.32407238264999
1217 => 0.32116815921998
1218 => 0.32282253687531
1219 => 0.29547935940447
1220 => 0.32837502802836
1221 => 0.32865951113664
1222 => 0.32622359404883
1223 => 0.34373952205122
1224 => 0.38070359349122
1225 => 0.36679622293916
1226 => 0.36141086870891
1227 => 0.35117330638052
1228 => 0.36481425033679
1229 => 0.36376683867283
1230 => 0.35903004590929
1231 => 0.35616521886621
]
'min_raw' => 0.26754464078704
'max_raw' => 0.68648891286911
'avg_raw' => 0.47701677682808
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$0.267544'
'max' => '$0.686488'
'avg' => '$0.477016'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.16452277238267
'max_diff' => 0.3990259528435
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.008397920557892
]
1 => [
'year' => 2028
'avg' => 0.0144132696111
]
2 => [
'year' => 2029
'avg' => 0.039374454838424
]
3 => [
'year' => 2030
'avg' => 0.030377333269647
]
4 => [
'year' => 2031
'avg' => 0.029834305892261
]
5 => [
'year' => 2032
'avg' => 0.052308927430745
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.008397920557892
'min' => '$0.008397'
'max_raw' => 0.052308927430745
'max' => '$0.0523089'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.052308927430745
]
1 => [
'year' => 2033
'avg' => 0.13454394021545
]
2 => [
'year' => 2034
'avg' => 0.08528041518776
]
3 => [
'year' => 2035
'avg' => 0.10058844528048
]
4 => [
'year' => 2036
'avg' => 0.19524241421499
]
5 => [
'year' => 2037
'avg' => 0.47701677682808
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.052308927430745
'min' => '$0.0523089'
'max_raw' => 0.47701677682808
'max' => '$0.477016'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 0.47701677682808
]
]
]
]
'prediction_2025_max_price' => '$0.014358'
'last_price' => 0.01392278
'sma_50day_nextmonth' => '$0.013253'
'sma_200day_nextmonth' => '$0.015805'
'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' => '$0.0139031'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.01392'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.013921'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.013923'
'daily_sma21_action' => 'SELL'
'daily_sma50' => '$0.014328'
'daily_sma50_action' => 'SELL'
'daily_sma100' => '$0.015134'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.017216'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.013918'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.013918'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.013922'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.013982'
'daily_ema21_action' => 'SELL'
'daily_ema50' => '$0.014368'
'daily_ema50_action' => 'SELL'
'daily_ema100' => '$0.01553'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.020931'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.0157058'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.029647'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '$0.057417'
'weekly_sma100_action' => 'SELL'
'weekly_sma200' => '—'
'weekly_sma200_action' => '—'
'weekly_ema3' => '$0.013937'
'weekly_ema3_action' => 'SELL'
'weekly_ema5' => '$0.014056'
'weekly_ema5_action' => 'SELL'
'weekly_ema10' => '$0.014569'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.017213'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.030743'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.053228'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$0.049913'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '37.51'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 85.06
'stoch_rsi_14_action' => 'SELL'
'momentum_10' => -0
'momentum_10_action' => 'BUY'
'vwma_10' => '0.013921'
'vwma_10_action' => 'BUY'
'hma_9' => '0.0139099'
'hma_9_action' => 'SELL'
'stochastic_fast_14' => 59.67
'stochastic_fast_14_action' => 'NEUTRAL'
'cci_20' => -3.14
'cci_20_action' => 'NEUTRAL'
'adx_14' => 42.89
'adx_14_action' => 'SELL'
'ao_5_34' => '-0.0001012'
'ao_5_34_action' => 'NEUTRAL'
'macd_12_26' => 0
'macd_12_26_action' => 'NEUTRAL'
'williams_percent_r_14' => -40.33
'williams_percent_r_14_action' => 'NEUTRAL'
'ultimate_oscillator' => 52.25
'ultimate_oscillator_action' => 'NEUTRAL'
'ichimoku_cloud' => '-0.0005055'
'ichimoku_cloud_action' => 'SELL'
'sell_signals' => 20
'buy_signals' => 12
'sell_pct' => 62.5
'buy_pct' => 37.5
'overall_action' => 'bearish'
'overall_action_label' => 'Ayı'
'overall_action_dir' => -1
'last_updated' => 1767702952
'last_updated_date' => '6 Ocak 2026'
]
Wefi için 2026 fiyat tahmini
Wefi için 2026 fiyat tahmini, ortalama fiyatın alt sınırda $0.00481 ile üst sınırda $0.014358 arasında olabileceğini gösteriyor. Kripto piyasasında, bugünün ortalama fiyatına kıyasla, Wefi 3.13% artabilir ve eğer WEFI tahmin edilen fiyat hedefine ulaşırsa 2026 yılına kadar bu gerçekleşebilir.
Wefi fiyat tahmini 2027-2032
WEFI için 2027-2032 fiyat tahmini, şu anda alt sınırda $0.008397 ve üst sınırda $0.0523089 fiyat aralığında bulunuyor. Piyasadaki fiyat dalgalanmaları göz önüne alındığında, Wefi üst fiyat hedefine ulaşırsa, bugünün fiyatına kıyasla 2032 yılına kadar 275.71% artış gösterebilir.
| Wefi Fiyat Tahmini | Potansiyel Düşük ($) | Ortalama Fiyat ($) | Potansiyel Yüksek ($) |
|---|---|---|---|
| 2027 | $0.00463 | $0.008397 | $0.012165 |
| 2028 | $0.008357 | $0.014413 | $0.020469 |
| 2029 | $0.018358 | $0.039374 | $0.06039 |
| 2030 | $0.015612 | $0.030377 | $0.045141 |
| 2031 | $0.018459 | $0.029834 | $0.0412092 |
| 2032 | $0.028176 | $0.0523089 | $0.076441 |
Wefi fiyat tahmini 2032-2037
Wefi için 2032-2037 fiyat tahmini, şu anda alt sınırda $0.0523089 ve üst sınırda $0.477016 olarak tahmin edilmektedir. Mevcut fiyata kıyasla, Wefi üst fiyat hedefine ulaşırsa, 2037 yılına kadar potansiyel olarak 3326.16% artış gösterebilir. Lütfen bu bilgilerin sadece genel amaçlar için olduğunu ve uzun vadeli yatırım tavsiyesi olarak değerlendirilmemesi gerektiğini unutmayın.
| Wefi Fiyat Tahmini | Potansiyel Düşük ($) | Ortalama Fiyat ($) | Potansiyel Yüksek ($) |
|---|---|---|---|
| 2032 | $0.028176 | $0.0523089 | $0.076441 |
| 2033 | $0.065476 | $0.134543 | $0.203611 |
| 2034 | $0.05264 | $0.08528 | $0.11792 |
| 2035 | $0.062237 | $0.100588 | $0.138939 |
| 2036 | $0.103021 | $0.195242 | $0.287462 |
| 2037 | $0.267544 | $0.477016 | $0.686488 |
Wefi Potansiyel fiyat histogramı
Teknik Analize Dayalı Wefi Fiyat Tahmini
Piyasa Duyarlılık Göstergesi
Boğa 37.5%
Ayı 62.5%
6 Ocak 2026 itibariyle, Wefi için genel fiyat tahmini duyarlılığı Ayı, 12 teknik gösterge yükseliş sinyalleri gösterirken 20 düşüş sinyalleri gösteriyor. WEFI fiyat tahmini en son 6 Ocak 2026 tarihinde güncellendi.
Wefi'ın 50 Günlük, 200 Günlük Basit Hareketli Ortalamaları ve 14 Günlük Göreceli Güç Endeksi - RSI (14)
Teknik göstergelerimize göre, Wefi'ın 200 günlük SMA'sının önümüzdeki ay içinde artmak ve 4 Şub 2026 tarihinde $0.015805 seviyesine ulaşması bekleniyor. Wefi için kısa vadeli 50 günlük SMA'nın 4 Şub 2026 tarihinde $0.013253 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 37.51 seviyesinde olup, WEFI piyasasının NEUTRAL durumda olduğunu gösteriyor.
19 Ekim 2024 Cumartesi için Popüler WEFI 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 | $0.0139031 | BUY |
| SMA 5 | $0.01392 | BUY |
| SMA 10 | $0.013921 | BUY |
| SMA 21 | $0.013923 | SELL |
| SMA 50 | $0.014328 | SELL |
| SMA 100 | $0.015134 | SELL |
| SMA 200 | $0.017216 | SELL |
Günlük Üstel Hareketli Ortalama (EMA)
| Dönem | Değer | İşlem |
|---|---|---|
| EMA 3 | $0.013918 | BUY |
| EMA 5 | $0.013918 | BUY |
| EMA 10 | $0.013922 | BUY |
| EMA 21 | $0.013982 | SELL |
| EMA 50 | $0.014368 | SELL |
| EMA 100 | $0.01553 | SELL |
| EMA 200 | $0.020931 | SELL |
Haftalık Basit Hareketli Ortalama (SMA)
| Dönem | Değer | İşlem |
|---|---|---|
| SMA 21 | $0.0157058 | SELL |
| SMA 50 | $0.029647 | SELL |
| SMA 100 | $0.057417 | SELL |
| SMA 200 | — | — |
Haftalık Üstel Hareketli Ortalama (EMA)
| Dönem | Değer | İşlem |
|---|---|---|
| EMA 21 | $0.017213 | SELL |
| EMA 50 | $0.030743 | SELL |
| EMA 100 | $0.053228 | SELL |
| EMA 200 | $0.049913 | SELL |
Wefi 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) | 37.51 | NEUTRAL |
| Stoch RSI (14) | 85.06 | SELL |
| Hızlı Stokastik (14) | 59.67 | NEUTRAL |
| Emtia Kanal Endeksi (20) | -3.14 | NEUTRAL |
| Ortalama Yön Endeksi (14) | 42.89 | SELL |
| Harika Osilatör (5, 34) | -0.0001012 | NEUTRAL |
| Momentum (10) | -0 | BUY |
| MACD (12, 26) | 0 | NEUTRAL |
| Williams Yüzde Aralığı (14) | -40.33 | NEUTRAL |
| Ultimate Osilatör (7, 14, 28) | 52.25 | NEUTRAL |
| VWMA (10) | 0.013921 | BUY |
| Hull Hareketli Ortalaması (9) | 0.0139099 | SELL |
| Ichimoku Bulutu B/L (9, 26, 52, 26) | -0.0005055 | SELL |
Dünya genelinde para akışlarına göre Wefi fiyat tahmini
Wefi 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 Wefi fiyat tahminleri
| Karşılaştırma | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook hisseleri | $0.019563 | $0.02749 | $0.038628 | $0.054279 | $0.076272 | $0.107175 |
| Amazon.com hisseleri | $0.02905 | $0.060616 | $0.126478 | $0.2639058 | $0.550655 | $1.14 |
| Apple hisseleri | $0.019748 | $0.028011 | $0.039732 | $0.056357 | $0.079938 | $0.113386 |
| Netflix hisseleri | $0.021967 | $0.034662 | $0.054691 | $0.086294 | $0.136158 | $0.214837 |
| Google hisseleri | $0.018029 | $0.023348 | $0.030236 | $0.039156 | $0.0507069 | $0.065665 |
| Tesla hisseleri | $0.031561 | $0.071548 | $0.162194 | $0.367683 | $0.83351 | $1.88 |
| Kodak hisseleri | $0.01044 | $0.007829 | $0.005871 | $0.0044027 | $0.0033015 | $0.002475 |
| Nokia hisseleri | $0.009223 | $0.00611 | $0.004047 | $0.002681 | $0.001776 | $0.001176 |
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.
Wefi öngörü ve tahminlerine genel bakış
Şöyle sorularınız olabilir: "Wefi için şimdi mi yatırım yapmalıyım?", "Bugün mü WEFI satın almalıyım?", "Wefi kısa ve uzun vade için iyi veya kötü bir yatırım mı?".
Wefi öngörülerini gerçek zamanlı verilerle düzenli olarak güncelliyoruz. Benzer tahminlerimizi inceleyin. Teknik analiz yöntemleriyle Wefi 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 Wefi hakkında olabildiğince çok bilgi kaynağını kendiniz keşfetmelisiniz.
Wefi fiyatı bugün $0.01392 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 Wefi fiyat tahmini
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Wefi, Bitcoin'in geçmiş yıllık ortama büyümesine göre %1 oranında büyüme gösterirse | $0.014284 | $0.014655 | $0.015036 | $0.015427 |
| Wefi, Bitcoin'in geçmiş yıllık ortama büyümesine göre %2 oranında büyüme gösterirse | $0.014646 | $0.0154079 | $0.016209 | $0.017051 |
| Wefi, Bitcoin'in geçmiş yıllık ortama büyümesine göre %5 oranında büyüme gösterirse | $0.015732 | $0.017776 | $0.020087 | $0.022697 |
| Wefi, Bitcoin'in geçmiş yıllık ortama büyümesine göre %10 oranında büyüme gösterirse | $0.017541 | $0.0221014 | $0.027846 | $0.035084 |
| Wefi, Bitcoin'in geçmiş yıllık ortama büyümesine göre %20 oranında büyüme gösterirse | $0.02116 | $0.032161 | $0.048881 | $0.074292 |
| Wefi, Bitcoin'in geçmiş yıllık ortama büyümesine göre %50 oranında büyüme gösterirse | $0.032017 | $0.073629 | $0.169323 | $0.389386 |
| Wefi, Bitcoin'in geçmiş yıllık ortama büyümesine göre %100 oranında büyüme gösterirse | $0.050112 | $0.180371 | $0.649213 | $2.33 |
Soru Kutusu
WEFI iyi bir yatırım mı?
Wefi satın alma kararı tamamen bireysel risk toleransınıza bağlıdır. Gördüğünüz gibi, Wefi değeri son 24 saat içinde 0.0078% oranında yükselmiştir, ve Wefi son 30 günlük sürede oranında azalmıştır. Bu nedenle, Wefi'a yatırım yapma kararı, bu yatırımın ticaret hedeflerinize uyup uymadığına bağlı olacaktır.
Wefi yükselebilir mi?
Wefi ortalama değeri yıl sonuna kadar $0.014358 seviyesine kadar yükselebilir gibi görünmektedir. Wefi'ın uzun vadeli beş yıllık görünümüne bakıldığında, dijital para birimi $0.045141 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 Wefi fiyatı ne olacak?
Yeni deneysel Wefi tahminimize göre, Wefi fiyatı önümüzdeki hafta 0.86% oranında artacak ve $0.0140419 seviyesine ulaşacaktır 13 Ocak 2026 itibariyle.
Önümüzdeki ay Wefi fiyatı ne olacak?
Yeni deneysel Wefi tahminimize göre, Wefi fiyatı önümüzdeki ay -11.62% oranında düşecek ve $0.012305 seviyesine ulaşacaktır 5 Şubat 2026 itibariyle.
2026 yılında Wefi fiyatı ne kadar yükselebilir?
Son Wefi değer tahminimize göre, WEFI fiyatı $0.00481 ve $0.014358 aralığında dalgalanması beklenmektedir. Ancak, kripto para piyasasının son derece dalgalı olduğunu ve bu Wefi fiyat tahmininin ani ve aşırı fiyat dalgalanmalarını dikkate almadığını unutmamak önemlidir.
5 yıl içinde Wefi nerede olacak?
Wefi'ın geleceği $0.045141 seviyesine kadar artış gösteren bir eğilimde görünmektedir. Wefi'ın 2030 tahminine dayanarak, Wefi değeri yaklaşık olarak $0.045141 seviyesine ulaşabilirken, en düşük zirve yaklaşık $0.015612 seviyesinde beklenmektedir.
2026 yılında Wefi ne kadar olacak?
Yeni deneysel Wefi fiyat tahmin simülasyonumuza göre, 2026 yılında WEFI'ın değeri 3.13% oranında artacaktır ve en iyi durumda $0.014358 seviyesine ulaşacaktır. Fiyat, 2026 yılı boyunca $0.014358 ve $0.00481 arasında olacaktır.
2027 yılında Wefi ne kadar olacak?
Son deneysel simülasyonumuza göre, 2027 yılında WEFI'ın değeri -12.62% oranında düşecektir ve en iyi durumda $0.012165 seviyesine ulaşacaktır. Fiyat, 2027 yılı boyunca $0.012165 ve $0.00463 arasında olacaktır.
2028 yılında Wefi ne kadar olacak?
Yeni deneysel Wefi fiyat tahmin modelimize göre, WEFI'ın değeri 2028 yılında 47.02% oranında artacaktır, en iyi durumda $0.020469 seviyesine ulaşacaktır. Fiyat, yıl boyunca $0.020469 ve $0.008357 arasında olacaktır.
2029 yılında Wefi ne kadar olacak?
Deneysel tahmin modelimize göre, Wefi değeri 333.75% oranında artacaktır ve 2029 yılında en iyi durumda $0.06039 seviyesine ulaşacaktır. Fiyat aralığı $0.06039 ve $0.018358 arasında olacaktır.
2030 yılında Wefi ne kadar olacak?
Yeni deneysel simülasyona göre, WEFI'ın değeri 224.23% oranında artacaktır, $0.045141 seviyesine ulaşacaktır. Fiyat 2030 yılı boyunca $0.045141 ve $0.015612 arasında olacaktır.
2031 yılında Wefi ne kadar olacak?
Wefi'ın değeri 2031 yılında 195.98% oranında artacaktır, ve en iyi durumda $0.0412092 seviyesine ulaşacaktır. Yıl boyunca fiyat $0.0412092 ve $0.018459 arasında olacaktır.
2032 yılında Wefi ne kadar olacak?
Wefi fiyatı 449.04% oranında artacaktır, 2032 yılında $0.076441 seviyesine ulaşabilir. Fiyat $0.076441 ve $0.028176 arasında olacaktır.
2033 yılında Wefi ne kadar olacak?
WEFI'ın değeri 1362.43% oranında artacaktır, ve 2033 yılı için $0.203611 seviyesine ulaşacaktır. Fiyat aralığı $0.203611 ve $0.065476 arasında olacaktır.
2034 yılında Wefi ne kadar olacak?
Yeni simülasyon sonuçlarına göre, WEFI'ın değeri 746.96% oranında artacaktır, ve $0.11792 seviyesine ulaşacaktır. Yıl boyunca fiyat aralığı $0.11792 ve $0.05264 arasında olacaktır.
2035 yılında Wefi ne kadar olacak?
Deneysel tahminimize göre, 2035 yılında WEFI'ın değeri 897.93% oranında artacaktır, ve en iyi durumda $0.138939 seviyesine ulaşacaktır. Yıl boyunca fiyat $0.138939 ve $0.062237 arasında olacaktır.
2036 yılında Wefi ne kadar olacak?
WEFI'ın değeri 2036 yılında 1964.7% oranında artacaktır, ve $0.287462 seviyesine ulaşacaktır. Fiyat $0.287462 ve $0.103021 arasında olacaktır.
2037 yılında Wefi ne kadar olacak?
Deneysel simülasyonumuza göre, 2037 yılında Wefi'ın değeri 4830.69% oranında artacaktır, ve en iyi durumda $0.686488 seviyesine ulaşacaktır. Fiyat 2037 yılı boyunca $0.686488 ve $0.267544 arasında olacaktır.
İlgili Tahminler
Degen Zoo Fiyat Tahmini- NFTb Fiyat Tahmini
- GulfCoin Fiyat Tahmini
- Crypterium Fiyat Tahmini
- HeadStarter Fiyat Tahmini
- Quint Fiyat Tahmini
- Garden Fiyat Tahmini
- Bware Fiyat Tahmini
- MintMe.com Coin Fiyat Tahmini
- Kommunitas Fiyat Tahmini
- Verasity (Old) Fiyat Tahmini
- Ignis Fiyat Tahmini
- Verse Fiyat Tahmini
- Level Fiyat Tahmini
- Levana Fiyat Tahmini
- SoonVerse Fiyat Tahmini
- Timeless Fiyat Tahmini
- Revomon Fiyat Tahmini
- DFX Finance Fiyat Tahmini
- DeFrogs Fiyat Tahmini
- Sentient Coin Fiyat Tahmini
- Rebase GG IRL Fiyat Tahmini
- Interport Token Fiyat Tahmini
- MetaBeat Fiyat Tahmini
- Solidly Fiyat Tahmini
Degen Zoo Fiyat Tahmini
NFTb Fiyat Tahmini
GulfCoin Fiyat Tahmini
Crypterium Fiyat Tahmini
HeadStarter Fiyat Tahmini
Quint Fiyat Tahmini
Garden Fiyat Tahmini
Bware Fiyat Tahmini
MintMe.com Coin Fiyat Tahmini
Kommunitas Fiyat Tahmini
Verasity (Old) Fiyat Tahmini
Ignis Fiyat Tahmini
Verse Fiyat Tahmini
Level Fiyat Tahmini
Levana Fiyat Tahmini
SoonVerse Fiyat Tahmini
Timeless Fiyat Tahmini
Revomon Fiyat Tahmini
DFX Finance Fiyat Tahmini
DeFrogs Fiyat Tahmini
Sentient Coin Fiyat Tahmini
Rebase GG IRL Fiyat Tahmini
Interport Token Fiyat Tahmini
MetaBeat Fiyat Tahmini
Solidly Fiyat TahminiWefi fiyat hareketlerini nasıl okumalı ve tahmin etmeli?
Wefi 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.
Wefi Fiyat Tahmin Göstergeleri
Hareketli ortalamalar, Wefi fiyat tahmini için popüler araçlardır. Basit bir hareketli ortalama (SMA), WEFI'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. WEFI'ın bu ortalamaların üzerinde bir fiyat hareketi yükseliş olarak görülürken, aşağı düşüş zayıflık belirtir.
Tüccarlar ayrıca WEFI'ın gelecekteki yönünü ölçmek için RSI ve Fibonacci geri çekilme seviyelerini kullanır.
Wefi grafiklerini nasıl okumalı ve fiyat hareketlerini tahmin etmeli?
Çoğu tüccar, daha ayrıntılı bilgi sağladığı için basit çizgi grafiklere kıyasla mum grafiklerini tercih eder. Mumlar, Wefi'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 WEFI'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.
Wefi fiyatını ne etkiler?
Wefi'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 WEFI'ın fiyatını etkiler. Wefi'ın piyasa değeri hızla değişebilir.
Tüccarlar genellikle Wefi'ın büyük sahipleri olan WEFI "balinalarının" aktivitelerini izlerler, çünkü onların eylemleri nispeten küçük olan Wefi 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