Ambire Wallet Geleceği Fiyat Tahmini - WALLET
$0.01658
-0.114%
Add to portfolio
Add to favorites
Sentiment
Boğa 28.13%
Ayı 71.88%
SMA 50
$0.018248
SMA 200
$0.02117
RSI (14)
43.62
Momentum (10)
-0
MACD (12, 26)
-0
Hull Moving Average (9)
0.0163064
2026 yılına kadar Ambire Wallet fiyat tahmini $0.01710076 olacak
| Yıl | Min. fiyat | Max. fiyat |
|---|---|---|
| 2026 | $0.005728 | $0.01710076 |
| 2027 | $0.005515 | $0.014488 |
| 2028 | $0.009952 | $0.024378 |
| 2029 | $0.021863 | $0.071922 |
| 2030 | $0.018594 | $0.053761 |
| 2031 | $0.021984 | $0.049078 |
| 2032 | $0.033557 | $0.091037 |
| 2033 | $0.077979 | $0.24249 |
| 2034 | $0.062691 | $0.140437 |
| 2035 | $0.074121 | $0.16547 |
Yatırım Kârı Hesaplayıcı
Bugün Ambire Wallet’de $10,000.00 tutarında short açıp Apr 06, 2026 tarihinde kapatırsanız, tahminimize göre yaklaşık $3,954.47 kazanç elde edebilir ve önümüzdeki 90 gün içinde 39.54% getiri sağlayabilirsiniz.
$
≈ $3,954.47
(39.54% ROI)
Ambire Wallet için uzun vadeli fiyat tahmini: 2027, 2028, 2029, 2030, 2031, 2032 ve 2037
[
'name' => 'Ambire Wallet'
'name_with_ticker' => 'Ambire Wallet <small>WALLET</small>'
'name_lang' => 'Ambire Wallet'
'name_lang_with_ticker' => 'Ambire Wallet <small>WALLET</small>'
'name_with_lang' => 'Ambire Wallet'
'name_with_lang_with_ticker' => 'Ambire Wallet <small>WALLET</small>'
'image' => '/uploads/coins/ambire-wallet.PNG?1719973566'
'price_for_sd' => 0.01658
'ticker' => 'WALLET'
'marketcap' => '$11.6M'
'low24h' => '$0.01646'
'high24h' => '$0.01664'
'volume24h' => '$180.34K'
'current_supply' => '699.43M'
'max_supply' => '734.88M'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.01658'
'change_24h_pct' => '-0.114%'
'ath_price' => '$0.1996'
'ath_days' => 1432
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '4 Şub 2022'
'ath_pct' => '-91.70%'
'fdv' => '$12.18M'
'new_prediction' => true
'change_24h_pct_is_increased' => false
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$0.817574'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.016723'
'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' => '$0.014654'
'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' => '$0.005728'
'current_year_max_price_prediction' => '$0.01710076'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.018594'
'grand_prediction_max_price' => '$0.053761'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.01689555786071
107 => 0.016958639740674
108 => 0.017100766437275
109 => 0.015886309375994
110 => 0.016431564941923
111 => 0.016751851503369
112 => 0.015304785166632
113 => 0.016723247654565
114 => 0.01586516838048
115 => 0.015573923386938
116 => 0.015966046402132
117 => 0.015813235681759
118 => 0.015681857997728
119 => 0.015608546992684
120 => 0.015896478858005
121 => 0.015883046492335
122 => 0.015411934075503
123 => 0.014797387132744
124 => 0.01500364925855
125 => 0.014928712294527
126 => 0.014657131069847
127 => 0.014840144024439
128 => 0.014034247593153
129 => 0.012647744669976
130 => 0.013563710970759
131 => 0.013528447264559
201 => 0.013510665704811
202 => 0.014198989064401
203 => 0.014132822655698
204 => 0.014012729975999
205 => 0.014654925473607
206 => 0.014420515478232
207 => 0.015142911850037
208 => 0.015618728822176
209 => 0.015498046246975
210 => 0.015945554409094
211 => 0.015008401121337
212 => 0.015319685851466
213 => 0.015383841202924
214 => 0.014647000880852
215 => 0.014143648298456
216 => 0.014110080419849
217 => 0.013237336408233
218 => 0.013703549214695
219 => 0.014113797191185
220 => 0.013917320246975
221 => 0.01385512151602
222 => 0.01417288134321
223 => 0.014197574003212
224 => 0.013634578738366
225 => 0.013751643281668
226 => 0.014239821887602
227 => 0.013739342433336
228 => 0.012766992606552
301 => 0.012525836405721
302 => 0.01249366172314
303 => 0.011839626980147
304 => 0.012541951616194
305 => 0.012235368091429
306 => 0.013203861772725
307 => 0.012650663376105
308 => 0.01262681609889
309 => 0.012590767441745
310 => 0.012027812720617
311 => 0.012151064026905
312 => 0.012560770140711
313 => 0.012706957897787
314 => 0.012691709317043
315 => 0.012558762357239
316 => 0.012619624794639
317 => 0.012423565677896
318 => 0.012354333123156
319 => 0.012135816136484
320 => 0.011814656532933
321 => 0.011859315745593
322 => 0.011223014534979
323 => 0.010876323864375
324 => 0.010780364456061
325 => 0.010652043524845
326 => 0.010794858646691
327 => 0.011221211973596
328 => 0.010706939405445
329 => 0.0098252551593748
330 => 0.0098782458848805
331 => 0.0099973003120041
401 => 0.0097754431746831
402 => 0.009565474013267
403 => 0.0097480251637818
404 => 0.009374443925684
405 => 0.010042445819823
406 => 0.01002437824064
407 => 0.010273368037815
408 => 0.010429066467773
409 => 0.010070231994684
410 => 0.009979986095094
411 => 0.010031394260948
412 => 0.0091817317924848
413 => 0.010203932487138
414 => 0.010212772521193
415 => 0.010137078782673
416 => 0.01068136909567
417 => 0.0118299914245
418 => 0.011397833501168
419 => 0.011230488891211
420 => 0.010912366665356
421 => 0.011336245643079
422 => 0.011303698351132
423 => 0.011156507153754
424 => 0.011067485458315
425 => 0.011231510661715
426 => 0.011047160920427
427 => 0.011014046641299
428 => 0.010813410138478
429 => 0.01074179203535
430 => 0.010688768842992
501 => 0.010630395518158
502 => 0.010759152527016
503 => 0.010467372205549
504 => 0.010115513741438
505 => 0.010086260517309
506 => 0.0101670312411
507 => 0.010131296208496
508 => 0.010086089431721
509 => 0.0099997773835251
510 => 0.0099741704425905
511 => 0.010057380577906
512 => 0.009963441186587
513 => 0.010102053875622
514 => 0.010064358893995
515 => 0.009853797790833
516 => 0.0095913606965888
517 => 0.0095890244559696
518 => 0.0095324828144978
519 => 0.0094604685329907
520 => 0.009440435807339
521 => 0.009732651215062
522 => 0.010337528363777
523 => 0.010218776506001
524 => 0.010304586893424
525 => 0.010726689069885
526 => 0.010860862658726
527 => 0.010765629423442
528 => 0.010635268297255
529 => 0.010641003525214
530 => 0.011086486956391
531 => 0.011114271211552
601 => 0.011184473060805
602 => 0.011274702276135
603 => 0.010780995848975
604 => 0.010617749996893
605 => 0.010540395055641
606 => 0.010302171776716
607 => 0.010559075159316
608 => 0.010409388559974
609 => 0.010429586396248
610 => 0.010416432528878
611 => 0.010423615429923
612 => 0.010042259099679
613 => 0.010181205302921
614 => 0.0099501802909722
615 => 0.0096408637337469
616 => 0.0096398267961867
617 => 0.0097155315853591
618 => 0.0096704994144307
619 => 0.0095493190003452
620 => 0.0095665321062106
621 => 0.0094157271863483
622 => 0.0095848425538931
623 => 0.0095896921775104
624 => 0.0095245735492293
625 => 0.0097851191063555
626 => 0.0098918648336951
627 => 0.0098490023575843
628 => 0.0098888574881086
629 => 0.010223711181824
630 => 0.010278306944591
701 => 0.010302554776018
702 => 0.010270065894128
703 => 0.0098949779989301
704 => 0.009911614742079
705 => 0.0097895453595049
706 => 0.0096864095945844
707 => 0.0096905344843054
708 => 0.0097435596741855
709 => 0.0099751237882781
710 => 0.010462436814936
711 => 0.010480929988076
712 => 0.010503344253406
713 => 0.010412174171801
714 => 0.010384676402809
715 => 0.010420953057886
716 => 0.010603962208997
717 => 0.011074711432154
718 => 0.010908317216407
719 => 0.010773036128924
720 => 0.010891714114166
721 => 0.010873444568567
722 => 0.010719231217889
723 => 0.010714902962759
724 => 0.010418918237818
725 => 0.010309499424253
726 => 0.010218060873782
727 => 0.010118212363732
728 => 0.010059018820022
729 => 0.010149967006145
730 => 0.010170767932379
731 => 0.0099719081339177
801 => 0.0099448042781997
802 => 0.01010719748231
803 => 0.01003573428781
804 => 0.010109235955555
805 => 0.010126288972958
806 => 0.010123543044392
807 => 0.010048927261838
808 => 0.010096485136563
809 => 0.0099839965851534
810 => 0.0098616821807296
811 => 0.0097836532111639
812 => 0.009715562586177
813 => 0.0097533432223701
814 => 0.0096186621528133
815 => 0.0095755749680677
816 => 0.010080373598692
817 => 0.010453273774634
818 => 0.010447851658391
819 => 0.010414845920218
820 => 0.010365806088262
821 => 0.010600374639839
822 => 0.010518655646816
823 => 0.010578113042091
824 => 0.010593247444607
825 => 0.010639054722834
826 => 0.010655426887532
827 => 0.010605938834616
828 => 0.010439850884575
829 => 0.010025975504242
830 => 0.0098333153974612
831 => 0.0097697343532158
901 => 0.0097720454034165
902 => 0.009708296321898
903 => 0.0097270732834386
904 => 0.0097017664609568
905 => 0.0096538414615541
906 => 0.0097503839887061
907 => 0.0097615096156045
908 => 0.0097389754361699
909 => 0.009744283051176
910 => 0.0095577096699317
911 => 0.0095718944388916
912 => 0.0094929118428095
913 => 0.0094781035581935
914 => 0.0092784424330993
915 => 0.0089247138086521
916 => 0.0091207138038642
917 => 0.0088839733714179
918 => 0.0087943161824475
919 => 0.0092187393704796
920 => 0.009176139054068
921 => 0.0091032258302837
922 => 0.0089953719758594
923 => 0.0089553679321185
924 => 0.0087123160260905
925 => 0.0086979552228509
926 => 0.0088184183104319
927 => 0.008762828740395
928 => 0.0086847599306467
929 => 0.0084020026154469
930 => 0.0080840897754325
1001 => 0.0080936855657436
1002 => 0.0081948077251736
1003 => 0.0084888340418972
1004 => 0.0083739528732464
1005 => 0.0082906052672806
1006 => 0.0082749967661031
1007 => 0.0084703698369506
1008 => 0.0087468636641237
1009 => 0.0088765883816326
1010 => 0.0087480351263795
1011 => 0.0086003600685436
1012 => 0.0086093483650537
1013 => 0.0086691434749079
1014 => 0.0086754270954963
1015 => 0.0085793058140863
1016 => 0.0086063633917696
1017 => 0.0085652604570719
1018 => 0.0083130118227026
1019 => 0.0083084494447959
1020 => 0.0082465435618629
1021 => 0.0082446690763307
1022 => 0.0081393517263155
1023 => 0.0081246171010239
1024 => 0.0079155031102626
1025 => 0.0080531425722372
1026 => 0.0079608212475407
1027 => 0.0078216712348242
1028 => 0.0077976817201831
1029 => 0.0077969605664048
1030 => 0.0079398365160911
1031 => 0.0080514729835787
1101 => 0.00796242721651
1102 => 0.0079421532214281
1103 => 0.008158626447806
1104 => 0.0081310782565522
1105 => 0.0081072217005931
1106 => 0.0087221066745112
1107 => 0.0082353772375822
1108 => 0.0080231354215361
1109 => 0.0077604458705515
1110 => 0.0078459789129478
1111 => 0.0078640019817225
1112 => 0.0072322809649549
1113 => 0.0069759918271281
1114 => 0.0068880430530784
1115 => 0.0068374272901996
1116 => 0.0068604935289362
1117 => 0.0066298032451745
1118 => 0.0067848309311275
1119 => 0.0065850726451541
1120 => 0.006551582518441
1121 => 0.0069087750790645
1122 => 0.0069584763371865
1123 => 0.0067464353290672
1124 => 0.0068825999826008
1125 => 0.0068332247863992
1126 => 0.0065884969276261
1127 => 0.0065791501235172
1128 => 0.0064563542865851
1129 => 0.0062642025797456
1130 => 0.0061763840936014
1201 => 0.0061306474635424
1202 => 0.0061495192884939
1203 => 0.0061399771163111
1204 => 0.0060777079882441
1205 => 0.0061435463098423
1206 => 0.0059753566044316
1207 => 0.0059083821085406
1208 => 0.0058781312825431
1209 => 0.005728853238353
1210 => 0.0059664209909071
1211 => 0.0060132248309599
1212 => 0.0060601208890361
1213 => 0.0064683190572907
1214 => 0.0064479266303607
1215 => 0.0066322642382927
1216 => 0.0066251012178236
1217 => 0.0065725251459701
1218 => 0.0063507153471643
1219 => 0.0064391247795888
1220 => 0.0061670142884626
1221 => 0.0063708979701292
1222 => 0.0062778539722026
1223 => 0.0063394397008364
1224 => 0.0062287030077916
1225 => 0.0062899892659286
1226 => 0.0060243237577444
1227 => 0.0057762490442166
1228 => 0.0058760815506926
1229 => 0.0059846109024638
1230 => 0.0062199301898685
1231 => 0.0060797759636322
]
'min_raw' => 0.005728853238353
'max_raw' => 0.017100766437275
'avg_raw' => 0.011414809837814
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.005728'
'max' => '$0.01710076'
'avg' => '$0.011414'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.010852496761647
'max_diff' => 0.0005194164372747
'year' => 2026
]
1 => [
'items' => [
101 => 0.0061301807232049
102 => 0.0059613332162915
103 => 0.0056129525806233
104 => 0.0056149243771871
105 => 0.0055613336062743
106 => 0.0055150233558249
107 => 0.0060958743624875
108 => 0.0060236363579134
109 => 0.0059085345519009
110 => 0.0060626028932126
111 => 0.0061033410080487
112 => 0.0061045007649071
113 => 0.0062169050496486
114 => 0.0062768952365647
115 => 0.006287468767021
116 => 0.0064643393377171
117 => 0.0065236240200352
118 => 0.0067678092362211
119 => 0.006271805488333
120 => 0.0062615906175496
121 => 0.0060647709507296
122 => 0.0059399448064365
123 => 0.0060733179036227
124 => 0.0061914682604864
125 => 0.0060684422116601
126 => 0.0060845068164152
127 => 0.0059193543974635
128 => 0.0059783886160952
129 => 0.0060292368379488
130 => 0.0060011614385615
131 => 0.0059591312068141
201 => 0.0061817812785925
202 => 0.0061692184889701
203 => 0.0063765553545131
204 => 0.0065381892680054
205 => 0.0068278661365016
206 => 0.0065255732230291
207 => 0.0065145564677567
208 => 0.0066222470176879
209 => 0.0065236075331731
210 => 0.0065859442824672
211 => 0.0068178227224679
212 => 0.0068227219485159
213 => 0.0067406535999164
214 => 0.0067356597334457
215 => 0.0067514218575236
216 => 0.0068437411105688
217 => 0.0068114819268707
218 => 0.0068488130709488
219 => 0.0068954962382531
220 => 0.0070885976114767
221 => 0.0071351536988193
222 => 0.0070220465431406
223 => 0.0070322588528912
224 => 0.0069899536718065
225 => 0.0069490873969611
226 => 0.0070409488147735
227 => 0.0072088273613664
228 => 0.007207782997641
301 => 0.0072467275573579
302 => 0.0072709896954274
303 => 0.0071668388378626
304 => 0.0070990404593211
305 => 0.0071250386717768
306 => 0.0071666103796609
307 => 0.0071115575271994
308 => 0.0067717458188453
309 => 0.006874822983904
310 => 0.0068576659034224
311 => 0.0068332321344443
312 => 0.0069368770209829
313 => 0.0069268802188329
314 => 0.0066274371828802
315 => 0.0066466065545014
316 => 0.0066286029358595
317 => 0.0066867763108853
318 => 0.0065204659800129
319 => 0.0065716219176721
320 => 0.0066037064422148
321 => 0.0066226044736554
322 => 0.0066908771217202
323 => 0.0066828661144698
324 => 0.0066903791462616
325 => 0.0067916094600309
326 => 0.0073035976490275
327 => 0.0073314640365163
328 => 0.007194239752869
329 => 0.0072490581475568
330 => 0.0071438188172213
331 => 0.0072144666847178
401 => 0.0072628021613976
402 => 0.0070443834366592
403 => 0.0070314500973059
404 => 0.0069257764068184
405 => 0.0069825594624227
406 => 0.0068922135381101
407 => 0.0069143812677702
408 => 0.0068523983630928
409 => 0.0069639552508388
410 => 0.0070886931855266
411 => 0.0071202069138791
412 => 0.0070373078620969
413 => 0.0069772834852928
414 => 0.0068719004528838
415 => 0.007047154784394
416 => 0.0070984044917066
417 => 0.0070468855914992
418 => 0.0070349475366109
419 => 0.0070123249441693
420 => 0.0070397470265413
421 => 0.0070981253747941
422 => 0.0070705952238369
423 => 0.007088779373563
424 => 0.007019480146221
425 => 0.0071668733161301
426 => 0.0074009691420439
427 => 0.0074017217984027
428 => 0.0073741914990478
429 => 0.0073629266937003
430 => 0.0073911744515167
501 => 0.0074064977013485
502 => 0.0074978457703741
503 => 0.0075958658879061
504 => 0.0080532830069004
505 => 0.007924842110271
506 => 0.0083306897901089
507 => 0.0086516626121351
508 => 0.0087479083270204
509 => 0.0086593667980368
510 => 0.0083564710103034
511 => 0.0083416094979165
512 => 0.0087942636840932
513 => 0.0086663681436232
514 => 0.0086511553760445
515 => 0.0084893172313838
516 => 0.0085849836189224
517 => 0.0085640599766265
518 => 0.0085310309836428
519 => 0.0087135557868881
520 => 0.0090552259244619
521 => 0.0090019734293588
522 => 0.0089622229120764
523 => 0.0087880477165469
524 => 0.008892940087694
525 => 0.0088555899234095
526 => 0.0090160699321755
527 => 0.00892100513005
528 => 0.0086653992091154
529 => 0.0087061052945123
530 => 0.0086999526515938
531 => 0.0088265736068751
601 => 0.008788565139025
602 => 0.008692530888232
603 => 0.0090540581330759
604 => 0.009030582564716
605 => 0.0090638655533883
606 => 0.0090785177543125
607 => 0.0092985730174244
608 => 0.0093887226177383
609 => 0.0094091881553005
610 => 0.0094948233031784
611 => 0.0094070574748094
612 => 0.0097581833642603
613 => 0.0099916615919815
614 => 0.010262858568159
615 => 0.010659150241231
616 => 0.010808159576208
617 => 0.010781242373575
618 => 0.011081706197284
619 => 0.011621633009552
620 => 0.010890377019433
621 => 0.011660391352656
622 => 0.011416613705001
623 => 0.010838621287782
624 => 0.010801405390196
625 => 0.011192828565767
626 => 0.012060967496097
627 => 0.011843508540399
628 => 0.012061323181046
629 => 0.011807230832826
630 => 0.011794613006078
701 => 0.012048982482838
702 => 0.012643330630244
703 => 0.012360978104218
704 => 0.011956156522481
705 => 0.012255070478714
706 => 0.011996123546644
707 => 0.011412643634008
708 => 0.011843342253634
709 => 0.01155534635228
710 => 0.011639398867
711 => 0.012244723415488
712 => 0.012171889164324
713 => 0.012266143429601
714 => 0.012099787118451
715 => 0.011944384091855
716 => 0.011654312802333
717 => 0.011568436993847
718 => 0.011592169977825
719 => 0.011568425232959
720 => 0.011406133012364
721 => 0.011371086022779
722 => 0.011312672838026
723 => 0.011330777526509
724 => 0.011220943649793
725 => 0.011428222867992
726 => 0.011466695717428
727 => 0.011617536246781
728 => 0.011633197010933
729 => 0.012053285738101
730 => 0.011821907926481
731 => 0.011977136138715
801 => 0.011963251066348
802 => 0.01085114813609
803 => 0.011004386107712
804 => 0.011242776302832
805 => 0.011135381843061
806 => 0.010983551203378
807 => 0.01086093982119
808 => 0.010675171039517
809 => 0.010936637032348
810 => 0.011280437009111
811 => 0.0116419163457
812 => 0.012076210083548
813 => 0.011979280776996
814 => 0.011633797526359
815 => 0.011649295652607
816 => 0.011745098970784
817 => 0.011621024969096
818 => 0.011584433123786
819 => 0.011740071813144
820 => 0.011741143611261
821 => 0.011598381477474
822 => 0.011439727490966
823 => 0.011439062724969
824 => 0.011410831780486
825 => 0.011812253055134
826 => 0.012032994167922
827 => 0.012058301780761
828 => 0.012031290763938
829 => 0.012041686232284
830 => 0.011913241842451
831 => 0.012206827628608
901 => 0.012476250978611
902 => 0.01240403976542
903 => 0.012295784891418
904 => 0.012209554670014
905 => 0.012383726665693
906 => 0.012375971060898
907 => 0.012473897800689
908 => 0.01246945527812
909 => 0.012436526198739
910 => 0.012404040941421
911 => 0.012532841314719
912 => 0.01249574887568
913 => 0.012458598821838
914 => 0.012384088701469
915 => 0.012394215864309
916 => 0.012285979682037
917 => 0.012235904671568
918 => 0.011482896660853
919 => 0.011281668315143
920 => 0.011344978849084
921 => 0.011365822320715
922 => 0.011278247486781
923 => 0.011403807302513
924 => 0.011384238938232
925 => 0.011460367996539
926 => 0.011412805866048
927 => 0.011414757832474
928 => 0.011554627916933
929 => 0.011595232797501
930 => 0.011574580827523
1001 => 0.011589044759388
1002 => 0.011922359964371
1003 => 0.011874973201042
1004 => 0.011849799927477
1005 => 0.011856773096292
1006 => 0.011941942277524
1007 => 0.011965784998204
1008 => 0.011864761715284
1009 => 0.011912404879518
1010 => 0.012115263426006
1011 => 0.012186252436478
1012 => 0.012412815281245
1013 => 0.012316567357954
1014 => 0.012493234586666
1015 => 0.013036249417431
1016 => 0.013470047238014
1017 => 0.013071108834753
1018 => 0.013867723288434
1019 => 0.014488001908181
1020 => 0.014464194581627
1021 => 0.014356034656972
1022 => 0.013649863939349
1023 => 0.013000035116581
1024 => 0.013543644520016
1025 => 0.01354503029218
1026 => 0.013498333762321
1027 => 0.013208305625867
1028 => 0.013488241411845
1029 => 0.013510461697959
1030 => 0.013498024246586
1031 => 0.013275660354373
1101 => 0.012936151790681
1102 => 0.013002490951358
1103 => 0.013111155849829
1104 => 0.012905430527151
1105 => 0.012839688821218
1106 => 0.012961915160418
1107 => 0.013355753892189
1108 => 0.0132813009613
1109 => 0.013279356694386
1110 => 0.013597897905685
1111 => 0.013369891143891
1112 => 0.013003327700621
1113 => 0.012910765596818
1114 => 0.01258223248562
1115 => 0.012809151475719
1116 => 0.012817317886197
1117 => 0.012693036674375
1118 => 0.013013412436008
1119 => 0.013010460116963
1120 => 0.013314609220994
1121 => 0.013896028074714
1122 => 0.013724073909785
1123 => 0.013524109924532
1124 => 0.013545851554129
1125 => 0.013784303567892
1126 => 0.013640130037041
1127 => 0.013691975843949
1128 => 0.013784225093054
1129 => 0.013839881355459
1130 => 0.01353784347447
1201 => 0.01346742399627
1202 => 0.01332337045775
1203 => 0.013285789578437
1204 => 0.013403118179785
1205 => 0.013372206238611
1206 => 0.012816631531018
1207 => 0.012758570882886
1208 => 0.012760351520073
1209 => 0.012614355259712
1210 => 0.012391675919544
1211 => 0.012976863930013
1212 => 0.012929865143071
1213 => 0.012877982119705
1214 => 0.012884337494027
1215 => 0.013138347775509
1216 => 0.012991008984423
1217 => 0.013382733308879
1218 => 0.013302206564082
1219 => 0.013219614612136
1220 => 0.013208197888565
1221 => 0.01317640703348
1222 => 0.013067384362537
1223 => 0.012935732936127
1224 => 0.01284880526096
1225 => 0.011852343667959
1226 => 0.012037281143469
1227 => 0.012250034851463
1228 => 0.012323476578905
1229 => 0.012197849422102
1230 => 0.013072344888394
1231 => 0.013232123636934
]
'min_raw' => 0.0055150233558249
'max_raw' => 0.014488001908181
'avg_raw' => 0.010001512632003
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.005515'
'max' => '$0.014488'
'avg' => '$0.0100015'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.00021382988252803
'max_diff' => -0.0026127645290932
'year' => 2027
]
2 => [
'items' => [
101 => 0.012748143385498
102 => 0.012657610441237
103 => 0.013078280213148
104 => 0.012824564915898
105 => 0.012938812898714
106 => 0.01269187125017
107 => 0.013193637615278
108 => 0.013189814996265
109 => 0.01299461654733
110 => 0.013159596939708
111 => 0.013130927536565
112 => 0.01291054896847
113 => 0.013200624008969
114 => 0.01320076788257
115 => 0.013012893619451
116 => 0.012793497611093
117 => 0.0127542747867
118 => 0.012724725657366
119 => 0.012931545624292
120 => 0.013116979759929
121 => 0.013462026713329
122 => 0.013548779715527
123 => 0.01388738245858
124 => 0.01368576101136
125 => 0.013775137187478
126 => 0.013872167669686
127 => 0.013918687651034
128 => 0.013842885837827
129 => 0.014368875272238
130 => 0.014413284896402
131 => 0.014428175059243
201 => 0.014250814381406
202 => 0.014408352175109
203 => 0.014334645458538
204 => 0.014526409858739
205 => 0.014556480965261
206 => 0.014531011807847
207 => 0.014540556851697
208 => 0.014091717660322
209 => 0.014068442980434
210 => 0.013751091068663
211 => 0.013880414318456
212 => 0.013638650701592
213 => 0.013715316434941
214 => 0.013749109959703
215 => 0.013731458140133
216 => 0.013887726060965
217 => 0.013754866404831
218 => 0.013404227928143
219 => 0.013053493920237
220 => 0.01304909074047
221 => 0.012956748667157
222 => 0.012890002261447
223 => 0.012902859987143
224 => 0.012948172289554
225 => 0.012887368628058
226 => 0.012900344172062
227 => 0.013115824658129
228 => 0.013159037732873
229 => 0.013012182820454
301 => 0.012422539156028
302 => 0.012277839121769
303 => 0.012381846636868
304 => 0.012332137743593
305 => 0.0099529976429674
306 => 0.010511941319325
307 => 0.010179835966767
308 => 0.010332885392659
309 => 0.0099938918259609
310 => 0.010155677324164
311 => 0.010125801450106
312 => 0.011024566341344
313 => 0.011010533363778
314 => 0.01101725020753
315 => 0.010696637754595
316 => 0.011207382097698
317 => 0.011458993126883
318 => 0.011412426621792
319 => 0.011424146407887
320 => 0.011222761653257
321 => 0.011019200052161
322 => 0.010793418908639
323 => 0.011212892365909
324 => 0.011166254078111
325 => 0.011273225530393
326 => 0.011545284052014
327 => 0.011585345702773
328 => 0.011639188967658
329 => 0.011619889990021
330 => 0.012079669933827
331 => 0.012023987548906
401 => 0.01215816607565
402 => 0.011882150665989
403 => 0.011569813030336
404 => 0.011629178203787
405 => 0.011623460860199
406 => 0.011550672514263
407 => 0.011484962450139
408 => 0.011375573707068
409 => 0.011721695876632
410 => 0.011707643948641
411 => 0.011935128329235
412 => 0.0118949182553
413 => 0.011626385540485
414 => 0.011635976238928
415 => 0.011700478295093
416 => 0.01192372064795
417 => 0.011989994177776
418 => 0.011959293638217
419 => 0.01203195953817
420 => 0.012089391702666
421 => 0.01203917213379
422 => 0.012750175325376
423 => 0.01245491722926
424 => 0.012598823970914
425 => 0.012633144880851
426 => 0.012545232591739
427 => 0.012564297619344
428 => 0.012593175941257
429 => 0.012768519456958
430 => 0.013228671578213
501 => 0.013432469820355
502 => 0.014045606887068
503 => 0.013415547213354
504 => 0.013378162079762
505 => 0.013488606580442
506 => 0.013848582945753
507 => 0.014140309978976
508 => 0.014237092666033
509 => 0.014249884095835
510 => 0.014431454850745
511 => 0.014535527821365
512 => 0.014409407385314
513 => 0.014302533521121
514 => 0.013919724605253
515 => 0.013964035779619
516 => 0.014269295829721
517 => 0.014700493630218
518 => 0.01507050620153
519 => 0.014940940695296
520 => 0.015929434048862
521 => 0.016027439127235
522 => 0.016013897994288
523 => 0.016237168147932
524 => 0.015794022361124
525 => 0.015604568951718
526 => 0.014325640863629
527 => 0.014684967489583
528 => 0.015207269842921
529 => 0.015138141167923
530 => 0.014758831237748
531 => 0.015070218460934
601 => 0.01496726410697
602 => 0.014886059736418
603 => 0.015258072700157
604 => 0.014849029165076
605 => 0.015203189320756
606 => 0.014748975257779
607 => 0.014941532539615
608 => 0.014832227713497
609 => 0.014902961331891
610 => 0.014489454044084
611 => 0.014712572539263
612 => 0.014480171581139
613 => 0.014480061392826
614 => 0.014474931128794
615 => 0.014748349825403
616 => 0.014757265999283
617 => 0.014555209169377
618 => 0.014526089623466
619 => 0.014633759846869
620 => 0.014507706214141
621 => 0.014566685915522
622 => 0.014509492649212
623 => 0.014496617240291
624 => 0.014394023791439
625 => 0.014349823712808
626 => 0.014367155702535
627 => 0.014307992686343
628 => 0.014272344829068
629 => 0.014467839872739
630 => 0.014363394757153
701 => 0.014451832160821
702 => 0.014351046577651
703 => 0.014001679836195
704 => 0.013800755328698
705 => 0.013140833940401
706 => 0.013327986827492
707 => 0.013452069385257
708 => 0.013411060100656
709 => 0.013499163912466
710 => 0.013504572770961
711 => 0.01347592932363
712 => 0.013442763881073
713 => 0.0134266207778
714 => 0.013546938243798
715 => 0.01361678658251
716 => 0.013464522729939
717 => 0.01342884943968
718 => 0.013582796601346
719 => 0.013676704281031
720 => 0.014370065825652
721 => 0.014318699362898
722 => 0.014447619104251
723 => 0.014433104719809
724 => 0.014568233147273
725 => 0.014789111016641
726 => 0.014340004549792
727 => 0.014417953903504
728 => 0.014398842522087
729 => 0.014607495573121
730 => 0.014608146965171
731 => 0.014483049038083
801 => 0.01455086665384
802 => 0.014513012721203
803 => 0.014581419893743
804 => 0.014318013332471
805 => 0.014638814091119
806 => 0.014820687449327
807 => 0.014823212761083
808 => 0.014909419289437
809 => 0.014997010114991
810 => 0.015165133077089
811 => 0.014992321256827
812 => 0.014681449615068
813 => 0.014703893543494
814 => 0.014521629613675
815 => 0.014524693503263
816 => 0.014508338220516
817 => 0.014557421655209
818 => 0.014328784386185
819 => 0.014382445096231
820 => 0.01430731978793
821 => 0.014417790595755
822 => 0.014298942268014
823 => 0.014398833306
824 => 0.014441942966554
825 => 0.014601018542085
826 => 0.014275446676168
827 => 0.013611583602286
828 => 0.013751135668978
829 => 0.013544727200763
830 => 0.013563831090349
831 => 0.013602423987673
901 => 0.013477331780634
902 => 0.013501195431628
903 => 0.013500342854089
904 => 0.013492995801453
905 => 0.013460454487112
906 => 0.013413263143214
907 => 0.013601258932573
908 => 0.013633203080524
909 => 0.013704210964375
910 => 0.013915482261608
911 => 0.013894371276894
912 => 0.013928804168849
913 => 0.013853637359044
914 => 0.013567317863072
915 => 0.013582866389228
916 => 0.013388976018915
917 => 0.013699252751681
918 => 0.013625775125909
919 => 0.013578403622574
920 => 0.013565477868995
921 => 0.01377727286691
922 => 0.013840645249766
923 => 0.013801155833532
924 => 0.013720161888747
925 => 0.013875694206445
926 => 0.013917308093279
927 => 0.01392662390788
928 => 0.014202197354476
929 => 0.013942025402305
930 => 0.01400465137708
1001 => 0.014493241354895
1002 => 0.014050157665825
1003 => 0.014284868977871
1004 => 0.014273381080525
1005 => 0.01439345144557
1006 => 0.014263531806
1007 => 0.01426514231564
1008 => 0.014371756665528
1009 => 0.014222036039109
1010 => 0.014184963106481
1011 => 0.014133747115578
1012 => 0.014245575358016
1013 => 0.014312611331801
1014 => 0.014852872048013
1015 => 0.015201905109567
1016 => 0.015186752663856
1017 => 0.015325217653467
1018 => 0.015262837907454
1019 => 0.015061397252629
1020 => 0.015405231887344
1021 => 0.015296428222268
1022 => 0.01530539786422
1023 => 0.015305064013699
1024 => 0.015377408939193
1025 => 0.015326145929165
1026 => 0.015225101274361
1027 => 0.015292179431777
1028 => 0.015491377578421
1029 => 0.01610969473775
1030 => 0.016455713211724
1031 => 0.016088863991144
1101 => 0.016341911671193
1102 => 0.016190173233271
1103 => 0.016162597845273
1104 => 0.016321530488421
1105 => 0.016480741322121
1106 => 0.016470600280302
1107 => 0.016355021390602
1108 => 0.016289733808517
1109 => 0.016784113253013
1110 => 0.017148363606185
1111 => 0.017123524174064
1112 => 0.017233157349229
1113 => 0.017555043742342
1114 => 0.017584473000117
1115 => 0.017580765590061
1116 => 0.017507822104041
1117 => 0.017824761060291
1118 => 0.018089157113605
1119 => 0.017490937794568
1120 => 0.017718731879991
1121 => 0.017820995984005
1122 => 0.017971150029089
1123 => 0.018224485071887
1124 => 0.018499674122166
1125 => 0.01853858887117
1126 => 0.01851097699451
1127 => 0.018329482418372
1128 => 0.018630597560876
1129 => 0.018806983749336
1130 => 0.018912017688037
1201 => 0.019178366280604
1202 => 0.017821627532296
1203 => 0.016861260411953
1204 => 0.016711285218242
1205 => 0.017016265672137
1206 => 0.017096686585655
1207 => 0.017064269016255
1208 => 0.01598328850955
1209 => 0.016705594079588
1210 => 0.017482734139772
1211 => 0.017512587254487
1212 => 0.017901639817847
1213 => 0.018028331280281
1214 => 0.018341569588071
1215 => 0.018321976446633
1216 => 0.01839824498987
1217 => 0.018380712172567
1218 => 0.018960920177641
1219 => 0.01960097576896
1220 => 0.019578812679085
1221 => 0.019486797115038
1222 => 0.019623455918632
1223 => 0.020284061881399
1224 => 0.020223243870342
1225 => 0.020282323387618
1226 => 0.021061215047841
1227 => 0.022073885002177
1228 => 0.021603398137987
1229 => 0.022624219254332
1230 => 0.023266772035669
1231 => 0.024378000629793
]
'min_raw' => 0.0099529976429674
'max_raw' => 0.024378000629793
'avg_raw' => 0.01716549913638
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.009952'
'max' => '$0.024378'
'avg' => '$0.017165'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.0044379742871425
'max_diff' => 0.0098899987216117
'year' => 2028
]
3 => [
'items' => [
101 => 0.024238869336893
102 => 0.024671462474013
103 => 0.023989795285023
104 => 0.022424549631435
105 => 0.022176843515234
106 => 0.022672757432785
107 => 0.02389191340851
108 => 0.022634361872502
109 => 0.022888762910398
110 => 0.022815495394369
111 => 0.022811591279807
112 => 0.022960595453467
113 => 0.022744457128038
114 => 0.021863870707698
115 => 0.022267438274811
116 => 0.022111601456242
117 => 0.022284514024849
118 => 0.023217651843051
119 => 0.022805089370397
120 => 0.022370488319309
121 => 0.022915574483067
122 => 0.023609656481458
123 => 0.023566222077384
124 => 0.023481941179308
125 => 0.023957028188958
126 => 0.024741732741468
127 => 0.024953835228814
128 => 0.025110404948727
129 => 0.025131993267836
130 => 0.025354366371725
131 => 0.024158610146879
201 => 0.026056305984907
202 => 0.026383985633345
203 => 0.026322395440369
204 => 0.02668659757874
205 => 0.026579440070715
206 => 0.026424185654084
207 => 0.027001523511419
208 => 0.026339652246747
209 => 0.025400209313821
210 => 0.024884812340743
211 => 0.02556352865078
212 => 0.025977997017384
213 => 0.02625193424257
214 => 0.026334827481394
215 => 0.024251433298732
216 => 0.023128599384616
217 => 0.023848323050248
218 => 0.024726435594992
219 => 0.024153732187356
220 => 0.024176181076664
221 => 0.023359656521183
222 => 0.02479867990012
223 => 0.024589026297901
224 => 0.025676709557086
225 => 0.025417125218078
226 => 0.026304088692323
227 => 0.026070521484172
228 => 0.027040045906642
301 => 0.027426815447592
302 => 0.028076261702718
303 => 0.028553997011711
304 => 0.028834532322772
305 => 0.028817690034957
306 => 0.029929310699518
307 => 0.029273826830694
308 => 0.028450384605766
309 => 0.028435491133844
310 => 0.028861963530401
311 => 0.029755732676596
312 => 0.029987474012392
313 => 0.030116985804368
314 => 0.029918633986619
315 => 0.029207153225964
316 => 0.028899939440802
317 => 0.0291616944866
318 => 0.028841590558457
319 => 0.029394179743731
320 => 0.030153002721795
321 => 0.029996308777536
322 => 0.030520113140324
323 => 0.031062195549984
324 => 0.031837397742241
325 => 0.032040064300952
326 => 0.032375064415781
327 => 0.032719889575745
328 => 0.032830638123827
329 => 0.033042091465371
330 => 0.033040977001885
331 => 0.033678205879081
401 => 0.034381089063964
402 => 0.034646411194474
403 => 0.035256504803634
404 => 0.034211740878177
405 => 0.035004206317019
406 => 0.035719029979551
407 => 0.03486678774036
408 => 0.036041405120111
409 => 0.036087012851226
410 => 0.036775635443078
411 => 0.036077584522111
412 => 0.035663084113498
413 => 0.036859731262036
414 => 0.037438751123182
415 => 0.037264345628785
416 => 0.035937111204962
417 => 0.035164603842535
418 => 0.033142803069522
419 => 0.03553771342045
420 => 0.036704204391894
421 => 0.035934090275149
422 => 0.036322491040772
423 => 0.03844147967864
424 => 0.039248253357586
425 => 0.039080450072139
426 => 0.039108806065102
427 => 0.039544126498283
428 => 0.041474577034349
429 => 0.040317806325645
430 => 0.041202114189078
501 => 0.041671147891233
502 => 0.042106812533328
503 => 0.041036957865568
504 => 0.0396450926621
505 => 0.039204230525635
506 => 0.03585751760353
507 => 0.035683306661896
508 => 0.035585516781226
509 => 0.034968965416252
510 => 0.034484524931014
511 => 0.034099279871031
512 => 0.033088281789723
513 => 0.033429463964005
514 => 0.031818144034098
515 => 0.03284900942358
516 => 0.030277303908768
517 => 0.032419096680146
518 => 0.031253416250053
519 => 0.032036139307985
520 => 0.032033408460973
521 => 0.030592167148747
522 => 0.029760889237794
523 => 0.030290611876474
524 => 0.030858516594574
525 => 0.030950657224425
526 => 0.031686960515271
527 => 0.03189244693696
528 => 0.031269813485999
529 => 0.030224011028135
530 => 0.030466927086883
531 => 0.029755966551617
601 => 0.028510035560266
602 => 0.029404884950123
603 => 0.02971042587557
604 => 0.02984537015453
605 => 0.028620140120678
606 => 0.028235146243003
607 => 0.028030178732941
608 => 0.030065849216545
609 => 0.030177367840903
610 => 0.029606822791542
611 => 0.032185740515954
612 => 0.031602052008703
613 => 0.032254175078459
614 => 0.030444885000677
615 => 0.03051400231818
616 => 0.029657455400199
617 => 0.030137064439783
618 => 0.029798092229126
619 => 0.030098316768973
620 => 0.030278270120286
621 => 0.031134676487347
622 => 0.032428875465193
623 => 0.031006757934743
624 => 0.030387120961628
625 => 0.030771540254778
626 => 0.031795299490619
627 => 0.033346347138188
628 => 0.032428095713084
629 => 0.032835600102625
630 => 0.032924621683131
701 => 0.032247537077775
702 => 0.033371312213371
703 => 0.03397355243807
704 => 0.034591326292556
705 => 0.035127722020776
706 => 0.034344573829936
707 => 0.035182654654018
708 => 0.034507309450988
709 => 0.033901454987967
710 => 0.033902373819102
711 => 0.033522312464327
712 => 0.032785895698639
713 => 0.032650089148386
714 => 0.033356571973279
715 => 0.033923104294671
716 => 0.033969766610168
717 => 0.034283428012772
718 => 0.034469049599864
719 => 0.036288393493675
720 => 0.037020148658168
721 => 0.037914925021893
722 => 0.038263490842397
723 => 0.03931254899435
724 => 0.038465349336311
725 => 0.038282052361158
726 => 0.035737380428825
727 => 0.03615407031519
728 => 0.036821231027853
729 => 0.035748381663247
730 => 0.036428857649206
731 => 0.036563198023286
801 => 0.035711926652368
802 => 0.03616662747284
803 => 0.034959076903064
804 => 0.032455196767759
805 => 0.033374099747734
806 => 0.034050721640393
807 => 0.03308509877269
808 => 0.034815940388282
809 => 0.033804818448277
810 => 0.033484341335707
811 => 0.032234045861235
812 => 0.0328241371969
813 => 0.033622244177681
814 => 0.033129106853453
815 => 0.034152440846167
816 => 0.035601754693056
817 => 0.036634622048481
818 => 0.036713912778866
819 => 0.036049848266066
820 => 0.03711401588583
821 => 0.037121767185162
822 => 0.035921381762815
823 => 0.035186152375402
824 => 0.035019106711645
825 => 0.03543641953094
826 => 0.03594311433376
827 => 0.036742030814005
828 => 0.037224799310877
829 => 0.038483603510093
830 => 0.038824199833656
831 => 0.039198411930899
901 => 0.039698474695552
902 => 0.040298928257979
903 => 0.038985170047228
904 => 0.039037368110093
905 => 0.037814014654463
906 => 0.03650668604049
907 => 0.037498785497683
908 => 0.038795823564503
909 => 0.038498281598875
910 => 0.038464802049511
911 => 0.038521105365089
912 => 0.038296768439817
913 => 0.037282100841128
914 => 0.036772541125222
915 => 0.037430003161289
916 => 0.03777941497319
917 => 0.038321322221536
918 => 0.038254520714903
919 => 0.039650415590053
920 => 0.040192818128866
921 => 0.040054048348724
922 => 0.040079585327951
923 => 0.04106157921595
924 => 0.042153758381852
925 => 0.043176728296453
926 => 0.044217337231165
927 => 0.042962842544711
928 => 0.042325887509406
929 => 0.042983062518115
930 => 0.042634356208086
1001 => 0.044638126098523
1002 => 0.044776862778219
1003 => 0.046780487773287
1004 => 0.048682166480832
1005 => 0.047487756156736
1006 => 0.048614031294936
1007 => 0.049832189683458
1008 => 0.052182214853995
1009 => 0.05139080905144
1010 => 0.050784604609594
1011 => 0.050211744341207
1012 => 0.051403775620713
1013 => 0.052937304818632
1014 => 0.053267612319904
1015 => 0.053802836659141
1016 => 0.053240113710551
1017 => 0.053917851520228
1018 => 0.05631056380147
1019 => 0.055664031822023
1020 => 0.054745852476006
1021 => 0.056634669023516
1022 => 0.057318224389471
1023 => 0.062115773928472
1024 => 0.068172878398346
1025 => 0.065665197374726
1026 => 0.064108598841004
1027 => 0.064474436419439
1028 => 0.066686285925911
1029 => 0.067396661786796
1030 => 0.065465615315668
1031 => 0.066147693574837
1101 => 0.069906011843312
1102 => 0.071922229013063
1103 => 0.069183935282449
1104 => 0.061629091481988
1105 => 0.054663180471915
1106 => 0.056510853750847
1107 => 0.056301384940994
1108 => 0.060339229060718
1109 => 0.055648612248135
1110 => 0.055727590205502
1111 => 0.059848932665471
1112 => 0.058749429154848
1113 => 0.05696837428141
1114 => 0.054676184143524
1115 => 0.050438858671718
1116 => 0.046685741334776
1117 => 0.054046468723821
1118 => 0.053729060774191
1119 => 0.053269407025904
1120 => 0.054292316702986
1121 => 0.059259275736917
1122 => 0.059144771254707
1123 => 0.05841635215959
1124 => 0.058968851623245
1125 => 0.056871518454135
1126 => 0.057412048967203
1127 => 0.054662077036021
1128 => 0.055905179197888
1129 => 0.056964552937564
1130 => 0.0571772379001
1201 => 0.057656427980657
1202 => 0.053561801207865
1203 => 0.055400168416923
1204 => 0.056480036920531
1205 => 0.051601151735276
1206 => 0.05638359704723
1207 => 0.053490522865473
1208 => 0.052508570035669
1209 => 0.053830640158552
1210 => 0.053315428145909
1211 => 0.052872479111703
1212 => 0.052625305939786
1213 => 0.053596088326476
1214 => 0.053550800167801
1215 => 0.051962411762434
1216 => 0.049890423838625
1217 => 0.05058585099654
1218 => 0.050333195790405
1219 => 0.049417540730202
1220 => 0.050034581684166
1221 => 0.047317445600191
1222 => 0.042642754192157
1223 => 0.045730998525974
1224 => 0.045612104478486
1225 => 0.045552152708326
1226 => 0.047872882972386
1227 => 0.047649798305854
1228 => 0.047244897451646
1229 => 0.049410104408488
1230 => 0.048619774743097
1231 => 0.051055384546742
]
'min_raw' => 0.021863870707698
'max_raw' => 0.071922229013063
'avg_raw' => 0.04689304986038
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.021863'
'max' => '$0.071922'
'avg' => '$0.046893'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072434
'min_diff' => 0.01191087306473
'max_diff' => 0.04754422838327
'year' => 2029
]
4 => [
'items' => [
101 => 0.052659634688788
102 => 0.05225274496071
103 => 0.053761549973318
104 => 0.050601872233693
105 => 0.051651390434529
106 => 0.051867694681152
107 => 0.049383386090736
108 => 0.047686297716233
109 => 0.047573121269878
110 => 0.044630603901672
111 => 0.046202472928597
112 => 0.047585652623931
113 => 0.046923216888947
114 => 0.046713509524955
115 => 0.047784858967609
116 => 0.047868111994791
117 => 0.045969934152288
118 => 0.046364625433219
119 => 0.048010553686667
120 => 0.046323152264249
121 => 0.043044806935948
122 => 0.042231731967859
123 => 0.042123252779171
124 => 0.039918128979925
125 => 0.042286065525096
126 => 0.041252397766375
127 => 0.044517741830934
128 => 0.042652594813649
129 => 0.042572192053556
130 => 0.042450651489155
131 => 0.040552610342627
201 => 0.040968160726909
202 => 0.042349513494373
203 => 0.042842395723857
204 => 0.042790984069257
205 => 0.042342744112218
206 => 0.042547946069191
207 => 0.041886919068682
208 => 0.041653496676715
209 => 0.04091675139978
210 => 0.039833939373763
211 => 0.039984511027252
212 => 0.037839177070534
213 => 0.036670285269423
214 => 0.036346751424622
215 => 0.035914108445943
216 => 0.036395619600282
217 => 0.037833099608981
218 => 0.036099193740094
219 => 0.033126533747241
220 => 0.033305195677978
221 => 0.03370659599114
222 => 0.032958589163092
223 => 0.032250663475798
224 => 0.032866147425073
225 => 0.031606592198218
226 => 0.033858807222709
227 => 0.033797891118056
228 => 0.034637377603144
301 => 0.035162325730266
302 => 0.033952490251224
303 => 0.033648219899988
304 => 0.033821546120368
305 => 0.030956849786405
306 => 0.034403270796202
307 => 0.034433075588211
308 => 0.03417786886402
309 => 0.036012981655426
310 => 0.039885642031326
311 => 0.03842859142051
312 => 0.037864377384414
313 => 0.036791806089358
314 => 0.038220943657038
315 => 0.038111208189859
316 => 0.037614942791337
317 => 0.037314799929868
318 => 0.037867822355007
319 => 0.037246274331365
320 => 0.037134627227321
321 => 0.036458167250064
322 => 0.036216701815152
323 => 0.036037930420158
324 => 0.035841120679985
325 => 0.036275233924876
326 => 0.0352914761996
327 => 0.034105160821876
328 => 0.034006531534328
329 => 0.034278855668823
330 => 0.034158372511456
331 => 0.034005954707324
401 => 0.033714947610717
402 => 0.033628612021536
403 => 0.0339091608023
404 => 0.033592437585828
405 => 0.034059779944539
406 => 0.033932688682201
407 => 0.033222767221986
408 => 0.032337942235968
409 => 0.03233006543761
410 => 0.032139431345776
411 => 0.031896630167798
412 => 0.031829088434623
413 => 0.03281431308359
414 => 0.034853698621658
415 => 0.034453318442175
416 => 0.034742634154463
417 => 0.036165781112632
418 => 0.036618156735112
419 => 0.036297071233379
420 => 0.035857549594917
421 => 0.035876886316399
422 => 0.037378864807273
423 => 0.037472541363385
424 => 0.037709231799476
425 => 0.038013445898563
426 => 0.036348880209913
427 => 0.035798485422155
428 => 0.035537677836976
429 => 0.034734491419861
430 => 0.03560065911072
501 => 0.035095980290255
502 => 0.035164078705419
503 => 0.035119729523207
504 => 0.035143947175574
505 => 0.03385817768271
506 => 0.034326644507854
507 => 0.033547727550416
508 => 0.032504845181939
509 => 0.032501349074558
510 => 0.032756593056792
511 => 0.032604763948461
512 => 0.032196195721826
513 => 0.032254230910032
514 => 0.031745781593853
515 => 0.032315965862788
516 => 0.032332316707403
517 => 0.032112764705716
518 => 0.032991212242277
519 => 0.033351112914751
520 => 0.033206599083981
521 => 0.03334097343914
522 => 0.034469956046241
523 => 0.034654029472163
524 => 0.034735782728749
525 => 0.034626244195154
526 => 0.033361609168695
527 => 0.033417701109762
528 => 0.033006135663801
529 => 0.032658406231663
530 => 0.032672313585348
531 => 0.032851091715129
601 => 0.033631826293082
602 => 0.035274836185568
603 => 0.035337187209963
604 => 0.035412758470438
605 => 0.035105372175015
606 => 0.035012661527024
607 => 0.035134970802372
608 => 0.035751998932634
609 => 0.037339162805169
610 => 0.036778153089504
611 => 0.036322043458032
612 => 0.036722174571107
613 => 0.03666057752258
614 => 0.036140636443938
615 => 0.036126043429578
616 => 0.035128110264445
617 => 0.034759197095134
618 => 0.034450905638186
619 => 0.03411425941535
620 => 0.03391468424997
621 => 0.034221322409285
622 => 0.034291454184356
623 => 0.033620984489897
624 => 0.033529601948012
625 => 0.034077121973602
626 => 0.033836178823944
627 => 0.034083994828469
628 => 0.034141490267246
629 => 0.03413223217737
630 => 0.033880659856983
701 => 0.034041004552003
702 => 0.033661741547226
703 => 0.033249349992993
704 => 0.032986269874293
705 => 0.032756697578214
706 => 0.032884077630899
707 => 0.032429991001756
708 => 0.032284719550135
709 => 0.0339866833772
710 => 0.035243942355448
711 => 0.035225661311975
712 => 0.035114380161336
713 => 0.034949038944044
714 => 0.035739903192742
715 => 0.035464381902325
716 => 0.035664846661677
717 => 0.035715873356412
718 => 0.035870315793116
719 => 0.035925515689462
720 => 0.035758663263912
721 => 0.035198686144459
722 => 0.033803276403807
723 => 0.033153709402698
724 => 0.032939341472937
725 => 0.032947133340041
726 => 0.032732198860883
727 => 0.032795506697683
728 => 0.032710182978819
729 => 0.032548600497317
730 => 0.032874100367994
731 => 0.032911611195848
801 => 0.032835635636598
802 => 0.032853530631157
803 => 0.032224485450154
804 => 0.032272310389052
805 => 0.032006015051972
806 => 0.031956087886508
807 => 0.031282916463358
808 => 0.03009029570949
809 => 0.030751123377631
810 => 0.029952936480949
811 => 0.02965065100867
812 => 0.031081623419401
813 => 0.03093799347836
814 => 0.030692161453733
815 => 0.030328524653425
816 => 0.03019364822696
817 => 0.029374181756445
818 => 0.029325763305683
819 => 0.029731913015926
820 => 0.029544488899407
821 => 0.029281274456751
822 => 0.028327938427069
823 => 0.027256073090995
824 => 0.027288425967986
825 => 0.027629366388627
826 => 0.028620696643723
827 => 0.028233366762869
828 => 0.027952354490212
829 => 0.027899729338741
830 => 0.028558443287616
831 => 0.029490661530112
901 => 0.029928037472284
902 => 0.029494611196897
903 => 0.02899671442906
904 => 0.029027019098286
905 => 0.029228622485921
906 => 0.029249808151443
907 => 0.028925728540196
908 => 0.029016955052455
909 => 0.028878373638406
910 => 0.028027899756193
911 => 0.028012517380545
912 => 0.027803797374106
913 => 0.027797477415262
914 => 0.027442392616663
915 => 0.027392713798754
916 => 0.026687671379029
917 => 0.027151732434757
918 => 0.026840464642874
919 => 0.026371310659857
920 => 0.02629042833635
921 => 0.026287996916037
922 => 0.026769713155684
923 => 0.027146103300028
924 => 0.026845879279379
925 => 0.026777524089475
926 => 0.027507378685886
927 => 0.027414498035721
928 => 0.027334063991693
929 => 0.029407191611156
930 => 0.027766149332186
1001 => 0.027050561231136
1002 => 0.026164885069593
1003 => 0.026453265693758
1004 => 0.026514031728463
1005 => 0.024384140215078
1006 => 0.023520043493358
1007 => 0.023223518061262
1008 => 0.023052863482837
1009 => 0.023130632917171
1010 => 0.022352844519187
1011 => 0.022875531186065
1012 => 0.022202032178227
1013 => 0.022089117877808
1014 => 0.023293417534338
1015 => 0.023460988796128
1016 => 0.022746077733023
1017 => 0.023205166369124
1018 => 0.023038694447865
1019 => 0.022213577385657
1020 => 0.022182063983031
1021 => 0.021768049245483
1022 => 0.02112019635027
1023 => 0.020824110192944
1024 => 0.020669905951471
1025 => 0.020733533626883
1026 => 0.020701361527156
1027 => 0.020491416814386
1028 => 0.020713395312339
1029 => 0.020146331977917
1030 => 0.01992052278901
1031 => 0.019818530017115
1101 => 0.019315228668867
1102 => 0.020116204933054
1103 => 0.020274007347532
1104 => 0.020432120681514
1105 => 0.021808389305271
1106 => 0.021739634814122
1107 => 0.022361141929306
1108 => 0.022336991305688
1109 => 0.02215972740869
1110 => 0.021411880185751
1111 => 0.02170995875972
1112 => 0.020792519240739
1113 => 0.021479927308183
1114 => 0.021166222973049
1115 => 0.021373863556916
1116 => 0.021000507064926
1117 => 0.021207137963105
1118 => 0.020311428154089
1119 => 0.019475026937406
1120 => 0.019811619203073
1121 => 0.020177533489847
1122 => 0.0209709288968
1123 => 0.020498389137789
1124 => 0.020668332303836
1125 => 0.020099051145721
1126 => 0.018924461509406
1127 => 0.018931109559188
1128 => 0.018750424533467
1129 => 0.018594286290798
1130 => 0.020552666013483
1201 => 0.020309110537566
1202 => 0.019921036762443
1203 => 0.020440488931883
1204 => 0.020577840330298
1205 => 0.020581750531517
1206 => 0.02096072942534
1207 => 0.021162990528909
1208 => 0.021198639925062
1209 => 0.021794971402873
1210 => 0.021994853848433
1211 => 0.022818141353271
1212 => 0.021145830087391
1213 => 0.021111389937365
1214 => 0.020447798689171
1215 => 0.020026938628604
1216 => 0.020476615337579
1217 => 0.02087496751474
1218 => 0.020460176601717
1219 => 0.020514339538244
1220 => 0.019957516627175
1221 => 0.020156554616929
1222 => 0.020327992947018
1223 => 0.020233334777822
1224 => 0.020091626917029
1225 => 0.020842307178961
1226 => 0.020799950856643
1227 => 0.021499001574619
1228 => 0.022043961598878
1229 => 0.023020627385606
1230 => 0.022001425722416
1231 => 0.02196428196285
]
'min_raw' => 0.018594286290798
'max_raw' => 0.053761549973318
'avg_raw' => 0.036177918132058
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.018594'
'max' => '$0.053761'
'avg' => '$0.036177'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.0032695844168992
'max_diff' => -0.018160679039744
'year' => 2030
]
5 => [
'items' => [
101 => 0.022327368170657
102 => 0.021994798261826
103 => 0.022204970964284
104 => 0.022986765313982
105 => 0.023003283396656
106 => 0.022726584229524
107 => 0.022709747060057
108 => 0.022762890161862
109 => 0.023074150969029
110 => 0.022965386878926
111 => 0.023091251437563
112 => 0.023248646995444
113 => 0.023899701757175
114 => 0.024056668856092
115 => 0.023675320183832
116 => 0.023709751699157
117 => 0.023567116827477
118 => 0.023429333328643
119 => 0.023739050512357
120 => 0.024305064753101
121 => 0.024301543607885
122 => 0.024432847909993
123 => 0.024514649402423
124 => 0.024163497514562
125 => 0.023934910547778
126 => 0.02402256533621
127 => 0.024162727251785
128 => 0.023977112716044
129 => 0.022831413816432
130 => 0.023178945675045
131 => 0.023121099380332
201 => 0.023038719222311
202 => 0.023388165193531
203 => 0.023354460277128
204 => 0.022344867174969
205 => 0.022409498049752
206 => 0.022348797592528
207 => 0.022544933187963
208 => 0.021984206296011
209 => 0.022156682111422
210 => 0.022264857325988
211 => 0.022328573358408
212 => 0.022558759358003
213 => 0.022531749687747
214 => 0.022557080398976
215 => 0.022898385469524
216 => 0.0246245893946
217 => 0.024718542865588
218 => 0.024255881612577
219 => 0.024440705657565
220 => 0.024085883907764
221 => 0.024324078125505
222 => 0.024487044559806
223 => 0.023750630579842
224 => 0.023707024923236
225 => 0.023350738697856
226 => 0.023542186734292
227 => 0.023237579142721
228 => 0.023312319190971
301 => 0.023103339500343
302 => 0.023479461336032
303 => 0.023900023991757
304 => 0.024006274727115
305 => 0.023726774786204
306 => 0.023524398409041
307 => 0.023169092157666
308 => 0.02375997437222
309 => 0.023932766338564
310 => 0.02375906676958
311 => 0.023718816784036
312 => 0.02364254313416
313 => 0.023734998599426
314 => 0.023931825276406
315 => 0.02383900545036
316 => 0.023900314580739
317 => 0.023666667397438
318 => 0.024163613760449
319 => 0.024952884181566
320 => 0.024955421815028
321 => 0.024862601488649
322 => 0.024824621410936
323 => 0.02491986069861
324 => 0.024971524105253
325 => 0.025279510497691
326 => 0.025609992167496
327 => 0.027152205920029
328 => 0.026719158469586
329 => 0.02808750225754
330 => 0.029169684536608
331 => 0.029494183684005
401 => 0.029195659737264
402 => 0.028174425441413
403 => 0.028124318814803
404 => 0.029650474006804
405 => 0.029219265262727
406 => 0.029167974354714
407 => 0.028622325750812
408 => 0.028944871655613
409 => 0.02887432613477
410 => 0.028762966578914
411 => 0.029378361696531
412 => 0.030530326420008
413 => 0.030350781914798
414 => 0.030216760270488
415 => 0.029629516438236
416 => 0.02998316839091
417 => 0.02985723970432
418 => 0.030398309258231
419 => 0.030077791640652
420 => 0.029215998432385
421 => 0.029353241841309
422 => 0.029332497776146
423 => 0.029759409167269
424 => 0.029631260964246
425 => 0.0293074747828
426 => 0.030526389129818
427 => 0.03044723961208
428 => 0.030559455532133
429 => 0.030608856450533
430 => 0.031350788133883
501 => 0.031654733805385
502 => 0.031723734794134
503 => 0.03201245967406
504 => 0.031716551056099
505 => 0.03290039650721
506 => 0.033687584652901
507 => 0.034601944192453
508 => 0.035938069236414
509 => 0.03644046461279
510 => 0.036349711384814
511 => 0.037362746144161
512 => 0.039183147088209
513 => 0.036717666462861
514 => 0.039313823548007
515 => 0.038491910188925
516 => 0.036543168400131
517 => 0.036417692403089
518 => 0.037737402967818
519 => 0.040664393982951
520 => 0.039931215931317
521 => 0.04066559319959
522 => 0.039808903107405
523 => 0.039766361223577
524 => 0.04062398567398
525 => 0.042627871949023
526 => 0.041675900694304
527 => 0.040311016467736
528 => 0.041318825740683
529 => 0.040445768080111
530 => 0.03847852481739
531 => 0.039930655283879
601 => 0.038959656995232
602 => 0.039243045916967
603 => 0.041283939894608
604 => 0.041038374131682
605 => 0.041356158967685
606 => 0.040795277050018
607 => 0.040271324895956
608 => 0.039293329291201
609 => 0.039003793007234
610 => 0.039083810419698
611 => 0.039003753354578
612 => 0.038456573801962
613 => 0.038338410429672
614 => 0.038141466298999
615 => 0.038202507520249
616 => 0.037832194936546
617 => 0.038531051292477
618 => 0.038660765190439
619 => 0.039169334566502
620 => 0.039222135926239
621 => 0.040638494399543
622 => 0.039858387953385
623 => 0.040381750708618
624 => 0.040334936217709
625 => 0.036585403543796
626 => 0.037102056063854
627 => 0.037905805250573
628 => 0.037543717331412
629 => 0.037031809729244
630 => 0.036618416893744
701 => 0.035992084476373
702 => 0.036873635326174
703 => 0.038032780951179
704 => 0.039251533772171
705 => 0.040715785430744
706 => 0.040388981506319
707 => 0.039224160605926
708 => 0.039276413620616
709 => 0.039599421196622
710 => 0.039181097037361
711 => 0.039057725076137
712 => 0.039582471783655
713 => 0.039586085425834
714 => 0.039104752924441
715 => 0.038569839932059
716 => 0.03856759862709
717 => 0.038472416026742
718 => 0.039825835880557
719 => 0.040570079953974
720 => 0.040655406337582
721 => 0.040564336808512
722 => 0.040599385855831
723 => 0.040166326627809
724 => 0.041156171603343
725 => 0.042064551238415
726 => 0.041821086091515
727 => 0.041456097225703
728 => 0.041165366013837
729 => 0.041752599057571
730 => 0.041726450494524
731 => 0.042056617334756
801 => 0.042041639059747
802 => 0.04193061636958
803 => 0.041821090056485
804 => 0.042255349507612
805 => 0.042130289759681
806 => 0.042005035759419
807 => 0.041753819686465
808 => 0.041787964123037
809 => 0.041423038277698
810 => 0.041254206883773
811 => 0.038715387802308
812 => 0.038036932385433
813 => 0.038250388270815
814 => 0.038320663490663
815 => 0.038025398823775
816 => 0.038448732508823
817 => 0.038382756402429
818 => 0.038639430837675
819 => 0.038479071794042
820 => 0.038485652985128
821 => 0.038957234740299
822 => 0.039094136930077
823 => 0.03902450737142
824 => 0.039073273527542
825 => 0.040197069012467
826 => 0.040037301231467
827 => 0.039952427782101
828 => 0.039975938307611
829 => 0.040263092148456
830 => 0.040343479545875
831 => 0.040002872494291
901 => 0.040163504748844
902 => 0.04084745650146
903 => 0.04108680090656
904 => 0.041850673355804
905 => 0.041526166762615
906 => 0.04212181265873
907 => 0.043952625072738
908 => 0.04541520471163
909 => 0.044070156032045
910 => 0.046755997280477
911 => 0.048847309953425
912 => 0.048767041889774
913 => 0.048402373152312
914 => 0.046021469274584
915 => 0.043830526029022
916 => 0.045663343086299
917 => 0.0456680153139
918 => 0.045510574703235
919 => 0.04453272459206
920 => 0.045476547638979
921 => 0.045551464884982
922 => 0.045509531149324
923 => 0.044759815761777
924 => 0.043615138935557
925 => 0.043838806047431
926 => 0.044205177339367
927 => 0.043511560050675
928 => 0.043289907299184
929 => 0.043702001935367
930 => 0.045029856716473
1001 => 0.044778833461844
1002 => 0.044772278230201
1003 => 0.045846262163932
1004 => 0.04507752144762
1005 => 0.043841627205993
1006 => 0.04352954761054
1007 => 0.042421875288688
1008 => 0.043186948506785
1009 => 0.043214482129871
1010 => 0.042795459347178
1011 => 0.043875628595443
1012 => 0.04386567464566
1013 => 0.044891134584912
1014 => 0.046851428843597
1015 => 0.046271673371082
1016 => 0.045597480833763
1017 => 0.045670784255901
1018 => 0.046474741868491
1019 => 0.045988650743352
1020 => 0.0461634525011
1021 => 0.046474477285095
1022 => 0.046662126259591
1023 => 0.045643784456225
1024 => 0.045406360268941
1025 => 0.044920673706324
1026 => 0.044793967147906
1027 => 0.045189548718975
1028 => 0.045085326951102
1029 => 0.043212168035466
1030 => 0.043016412506624
1031 => 0.043022416049219
1101 => 0.042530179464278
1102 => 0.041779400521927
1103 => 0.043752402755745
1104 => 0.043593943064221
1105 => 0.043419015828584
1106 => 0.043440443416828
1107 => 0.044296856815279
1108 => 0.043800093794264
1109 => 0.045120819703489
1110 => 0.044849318161207
1111 => 0.044570853628835
1112 => 0.044532361348224
1113 => 0.044425176260738
1114 => 0.044057598713935
1115 => 0.043613726738184
1116 => 0.043320644012261
1117 => 0.039961004180733
1118 => 0.040584533791339
1119 => 0.041301847771828
1120 => 0.041549461683438
1121 => 0.041125900953268
1122 => 0.044074323473195
1123 => 0.044613028679292
1124 => 0.042981255471153
1125 => 0.042676017328772
1126 => 0.044094334834993
1127 => 0.043238915996478
1128 => 0.043624111047084
1129 => 0.042791530038103
1130 => 0.044483270370273
1201 => 0.044470382143382
1202 => 0.04381225694448
1203 => 0.044368499855945
1204 => 0.044271838961612
1205 => 0.043528817232942
1206 => 0.044506825484376
1207 => 0.044507310564267
1208 => 0.043873879369199
1209 => 0.043134170409278
1210 => 0.04300192791839
1211 => 0.042902300965785
1212 => 0.043599608923986
1213 => 0.044224813058884
1214 => 0.045388162952679
1215 => 0.045680656756491
1216 => 0.046822279545184
1217 => 0.046142498759122
1218 => 0.046443836776949
1219 => 0.046770981822164
1220 => 0.046927827187201
1221 => 0.04667225608166
1222 => 0.048445666183187
1223 => 0.048595396331637
1224 => 0.048645599555252
1225 => 0.048047615646996
1226 => 0.048578765317403
1227 => 0.048330257976448
1228 => 0.048976805040286
1229 => 0.049078191875423
1230 => 0.048992320833003
1231 => 0.049024502614758
]
'min_raw' => 0.021984206296011
'max_raw' => 0.049078191875423
'avg_raw' => 0.035531199085717
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.021984'
'max' => '$0.049078'
'avg' => '$0.035531'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.0033899200052122
'max_diff' => -0.0046833580978951
'year' => 2031
]
6 => [
'items' => [
101 => 0.047511209944085
102 => 0.047432737735856
103 => 0.046362763608516
104 => 0.046798785974256
105 => 0.045983663060601
106 => 0.046242146933218
107 => 0.046356084161342
108 => 0.046296569819251
109 => 0.046823438024613
110 => 0.046375492417992
111 => 0.045193290313043
112 => 0.044010766117921
113 => 0.043995920489915
114 => 0.043684582742625
115 => 0.043459542575687
116 => 0.043502893295568
117 => 0.043655666886752
118 => 0.04345066309684
119 => 0.043494411049374
120 => 0.044220918552516
121 => 0.044366614451057
122 => 0.043871482860753
123 => 0.041883458078537
124 => 0.041395591810398
125 => 0.041746260409128
126 => 0.041578663404885
127 => 0.033557226449369
128 => 0.035441744078412
129 => 0.034322027695407
130 => 0.034838044520369
131 => 0.033695104042472
201 => 0.034240575145168
202 => 0.034139846549915
203 => 0.037170095130484
204 => 0.037122781966869
205 => 0.037145428274535
206 => 0.036064461005016
207 => 0.037786471216819
208 => 0.038634795368638
209 => 0.038477793145552
210 => 0.038517307222623
211 => 0.037838324462151
212 => 0.037152002311839
213 => 0.036390765422921
214 => 0.037805049470808
215 => 0.037647805227316
216 => 0.038008466947192
217 => 0.038925731247358
218 => 0.039060801899906
219 => 0.039242338226681
220 => 0.039177270376168
221 => 0.04072745055752
222 => 0.04053971350914
223 => 0.040992105780101
224 => 0.040061500555651
225 => 0.039008432410327
226 => 0.039208586237361
227 => 0.039189309814282
228 => 0.03894389882404
229 => 0.038722352755116
301 => 0.038353540970575
302 => 0.039520516030736
303 => 0.03947313897444
304 => 0.040240118446066
305 => 0.040104547374415
306 => 0.039199170578061
307 => 0.039231506287464
308 => 0.039448979473213
309 => 0.040201656652154
310 => 0.040425102485033
311 => 0.040321593472467
312 => 0.040566591627529
313 => 0.040760228179912
314 => 0.040590909397228
315 => 0.042988106298318
316 => 0.041992623013001
317 => 0.042477814639736
318 => 0.042593529983798
319 => 0.042297127563216
320 => 0.042361406634865
321 => 0.042458771913415
322 => 0.043049954818695
323 => 0.0446013898223
324 => 0.045288509824422
325 => 0.047355744252708
326 => 0.045231454073418
327 => 0.045105407485365
328 => 0.045477778830399
329 => 0.04669146427879
330 => 0.047675042339034
331 => 0.048001351925597
401 => 0.048044479124245
402 => 0.048656657601288
403 => 0.049007546887876
404 => 0.048582323032283
405 => 0.048221990337461
406 => 0.046931323350749
407 => 0.04708072156883
408 => 0.048109927140327
409 => 0.049563740629971
410 => 0.050811263847599
411 => 0.05037442469736
412 => 0.053707199053309
413 => 0.054037630017539
414 => 0.053991975142395
415 => 0.054744746053631
416 => 0.053250649093957
417 => 0.052611893696931
418 => 0.048299898356031
419 => 0.04951139316282
420 => 0.051272372013082
421 => 0.051039299858918
422 => 0.049760429946758
423 => 0.050810293710092
424 => 0.050463175917658
425 => 0.050189389712836
426 => 0.051443657393196
427 => 0.050064538556163
428 => 0.051258614247712
429 => 0.049727199822169
430 => 0.050376420141801
501 => 0.050007891289125
502 => 0.050246374622004
503 => 0.048852205931007
504 => 0.049604465515137
505 => 0.048820909459107
506 => 0.048820537951515
507 => 0.048803240908149
508 => 0.049725091133249
509 => 0.049755152635994
510 => 0.049073903926807
511 => 0.048975725344708
512 => 0.049338743020205
513 => 0.048913744396678
514 => 0.049112598577717
515 => 0.048919767487246
516 => 0.048876357147136
517 => 0.048530456171485
518 => 0.048381432520429
519 => 0.048439868533875
520 => 0.048240396294156
521 => 0.048120207054499
522 => 0.048779332243262
523 => 0.04842718824394
524 => 0.04872536112491
525 => 0.048385555494627
526 => 0.047207641133801
527 => 0.046530210128672
528 => 0.044305239093791
529 => 0.044936238119215
530 => 0.045354591125887
531 => 0.045216325459678
601 => 0.045513373612406
602 => 0.045531609956458
603 => 0.045435036573959
604 => 0.045323216968841
605 => 0.045268789369082
606 => 0.045674448105991
607 => 0.045909946656612
608 => 0.045396578446948
609 => 0.045276303458208
610 => 0.045795347062015
611 => 0.046111963360495
612 => 0.048449680217143
613 => 0.048276494601676
614 => 0.048711156510537
615 => 0.04866222025003
616 => 0.049117815177587
617 => 0.049862520335362
618 => 0.048348326526769
619 => 0.048611138215058
620 => 0.048546702858298
621 => 0.04925019118755
622 => 0.049252387401325
623 => 0.048830611006091
624 => 0.049059262832488
625 => 0.048931635655728
626 => 0.049162275213981
627 => 0.048274181602196
628 => 0.049355783757569
629 => 0.049968982482762
630 => 0.049977496747656
701 => 0.050268148076752
702 => 0.050563466660503
703 => 0.051130304965184
704 => 0.050547657847837
705 => 0.049499532403283
706 => 0.049575203674955
707 => 0.048960688110307
708 => 0.04897101822797
709 => 0.048915875250299
710 => 0.04908136347726
711 => 0.048310496961803
712 => 0.048491417792195
713 => 0.048238127570176
714 => 0.048610587611582
715 => 0.048209882176879
716 => 0.048546671785618
717 => 0.048692019015997
718 => 0.049228353425199
719 => 0.04813066514856
720 => 0.045892404445528
721 => 0.046362913981593
722 => 0.045666993420027
723 => 0.045731403517556
724 => 0.045861522165356
725 => 0.045439765055663
726 => 0.045520223021098
727 => 0.045517348496399
728 => 0.045492577395484
729 => 0.04538286208222
730 => 0.045223753171475
731 => 0.045857594100745
801 => 0.045965296025829
802 => 0.046204704063845
803 => 0.046917019992959
804 => 0.046845842834074
805 => 0.046961935733327
806 => 0.046708505586091
807 => 0.045743159415231
808 => 0.045795582356729
809 => 0.045141867436225
810 => 0.046187987103577
811 => 0.045940252158243
812 => 0.045780535827375
813 => 0.045736955746736
814 => 0.04645103736926
815 => 0.046664701782578
816 => 0.046531560458684
817 => 0.046258483719024
818 => 0.046782871787061
819 => 0.046923175911911
820 => 0.046954584831248
821 => 0.04788369994637
822 => 0.047006512045002
823 => 0.047217659891359
824 => 0.048864975113828
825 => 0.047371087521011
826 => 0.048162433096595
827 => 0.048123700848633
828 => 0.048528526467428
829 => 0.048090493331918
830 => 0.04809592327761
831 => 0.048455381001837
901 => 0.047950587456703
902 => 0.047825593476
903 => 0.047652915186883
904 => 0.048029951913861
905 => 0.048255968379781
906 => 0.050077495104286
907 => 0.051254284440028
908 => 0.051203196911402
909 => 0.051670041291194
910 => 0.051459723622293
911 => 0.050780552390415
912 => 0.051939814867123
913 => 0.05157297571389
914 => 0.051603217487973
915 => 0.051602091887631
916 => 0.051846007854896
917 => 0.051673171037519
918 => 0.051332491929134
919 => 0.051558650620108
920 => 0.05223026107909
921 => 0.054314960551295
922 => 0.055481585994535
923 => 0.054244728234754
924 => 0.055097896155266
925 => 0.054586299417772
926 => 0.054493327071885
927 => 0.05502917957458
928 => 0.055565970016147
929 => 0.055531778785628
930 => 0.055142096489545
1001 => 0.05492197484831
1002 => 0.056588809661901
1003 => 0.057816905158766
1004 => 0.057733157279136
1005 => 0.058102793183551
1006 => 0.059188055631322
1007 => 0.059287278428594
1008 => 0.059274778636747
1009 => 0.05902884458088
1010 => 0.060097426399847
1011 => 0.060988856153138
1012 => 0.058971917952664
1013 => 0.059739941615745
1014 => 0.060084732182279
1015 => 0.060590987028702
1016 => 0.061445123812782
1017 => 0.062372942908885
1018 => 0.062504146702093
1019 => 0.062411051332132
1020 => 0.061799129697136
1021 => 0.062814360423276
1022 => 0.063409058772559
1023 => 0.063763188030127
1024 => 0.06466120090583
1025 => 0.060086861491437
1026 => 0.056848916694509
1027 => 0.056343264857979
1028 => 0.057371527751339
1029 => 0.057642672476075
1030 => 0.057533374377521
1031 => 0.053888773127517
1101 => 0.056324076786665
1102 => 0.058944258757762
1103 => 0.059044910618299
1104 => 0.060356628498451
1105 => 0.060783777609361
1106 => 0.061839882433676
1107 => 0.061773822789369
1108 => 0.062030967507792
1109 => 0.061971854390152
1110 => 0.063928066188088
1111 => 0.066086058301475
1112 => 0.066011333896583
1113 => 0.06570109699808
1114 => 0.066161851695609
1115 => 0.068389130821113
1116 => 0.068184078650658
1117 => 0.068383269367953
1118 => 0.071009356980873
1119 => 0.074423644434277
1120 => 0.072837365123315
1121 => 0.076279134788526
1122 => 0.078445546352406
1123 => 0.082192131141
1124 => 0.081723040273149
1125 => 0.083181558237639
1126 => 0.080883269717477
1127 => 0.07560593471444
1128 => 0.074770776249383
1129 => 0.076442784646008
1130 => 0.080553254136919
1201 => 0.076313331333821
1202 => 0.0771710621948
1203 => 0.076924035649136
1204 => 0.076910872654312
1205 => 0.077413250628947
1206 => 0.076684525174466
1207 => 0.073715566577709
1208 => 0.07507622280642
1209 => 0.074550808092436
1210 => 0.075133794889863
1211 => 0.078279934193533
1212 => 0.076888951012787
1213 => 0.075423663226169
1214 => 0.077261459283978
1215 => 0.079601605200812
1216 => 0.079455163074983
1217 => 0.079171004142815
1218 => 0.080772793165368
1219 => 0.083418479350478
1220 => 0.084133597695085
1221 => 0.084661483437123
1222 => 0.084734269962248
1223 => 0.085484016407602
1224 => 0.081452440810501
1225 => 0.087850654821305
1226 => 0.088955449633876
1227 => 0.088747793998166
1228 => 0.089975726935465
1229 => 0.08961443791566
1230 => 0.089090986810472
1231 => 0.091037521704918
]
'min_raw' => 0.033557226449369
'max_raw' => 0.091037521704918
'avg_raw' => 0.062297374077144
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.033557'
'max' => '$0.091037'
'avg' => '$0.062297'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.011573020153359
'max_diff' => 0.041959329829495
'year' => 2032
]
7 => [
'items' => [
101 => 0.088805976525702
102 => 0.08563857908753
103 => 0.083900882208931
104 => 0.086189221634679
105 => 0.087586630669943
106 => 0.088510229150345
107 => 0.088789709492461
108 => 0.08176540054768
109 => 0.077979687612477
110 => 0.080406286200655
111 => 0.083366903953121
112 => 0.0814359944294
113 => 0.081511682427035
114 => 0.078758712880307
115 => 0.083610480671797
116 => 0.082903618914367
117 => 0.086570818962331
118 => 0.085695612239765
119 => 0.088686071518994
120 => 0.087898583369569
121 => 0.091167402649963
122 => 0.092471423160661
123 => 0.094661076552709
124 => 0.096271794501393
125 => 0.097217638888985
126 => 0.097160853939727
127 => 0.10090876062117
128 => 0.098698750993008
129 => 0.095922458040762
130 => 0.095872243660348
131 => 0.097310125120692
201 => 0.10032353019806
202 => 0.10110486229136
203 => 0.10154152034023
204 => 0.10087276333821
205 => 0.098473956279656
206 => 0.097438163554002
207 => 0.098320688966064
208 => 0.097241436223385
209 => 0.099104529242084
210 => 0.10166295389195
211 => 0.10113464931886
212 => 0.10290069229886
213 => 0.10472836099001
214 => 0.10734200930409
215 => 0.10802531375651
216 => 0.10915479003262
217 => 0.11031739213436
218 => 0.11069078859644
219 => 0.11140371830066
220 => 0.1113999608092
221 => 0.11354842245857
222 => 0.11591824219014
223 => 0.11681279427735
224 => 0.11886976747601
225 => 0.11534727295825
226 => 0.11801912551347
227 => 0.12042920339909
228 => 0.11755580918801
301 => 0.121516113693
302 => 0.12166988334269
303 => 0.12399162248921
304 => 0.12163809507281
305 => 0.12024057800568
306 => 0.12427515741421
307 => 0.12622736330194
308 => 0.12563934300098
309 => 0.12116447947651
310 => 0.11855991696935
311 => 0.11174327450551
312 => 0.11981788196096
313 => 0.12375078771299
314 => 0.12115429420073
315 => 0.12246381449931
316 => 0.12960813263494
317 => 0.13232822642064
318 => 0.13176246592811
319 => 0.13185807013814
320 => 0.13332578337171
321 => 0.13983443213381
322 => 0.13593429892626
323 => 0.13891580462823
324 => 0.14049718450193
325 => 0.14196605825989
326 => 0.13835896855267
327 => 0.13366619784225
328 => 0.13217980036915
329 => 0.12089612409223
330 => 0.1203087597395
331 => 0.11997905432935
401 => 0.11790030835609
402 => 0.11626698343756
403 => 0.11496810282088
404 => 0.11155945220411
405 => 0.11270977172528
406 => 0.10727709408284
407 => 0.1107527287162
408 => 0.10208204402227
409 => 0.10930324788616
410 => 0.10537307493089
411 => 0.10801208036869
412 => 0.10800287312733
413 => 0.10314362741891
414 => 0.10034091590416
415 => 0.10212691276452
416 => 0.10404164317143
417 => 0.10435230173803
418 => 0.10683479969017
419 => 0.1075276115075
420 => 0.1054283593567
421 => 0.10190236335442
422 => 0.10272137180635
423 => 0.10032431872402
424 => 0.096123575398556
425 => 0.099140622592846
426 => 0.10017077515518
427 => 0.1006257492132
428 => 0.096494800611238
429 => 0.095196766873244
430 => 0.094505704602694
501 => 0.10136910976414
502 => 0.10174510259215
503 => 0.099821470124043
504 => 0.10851647128618
505 => 0.10654852473216
506 => 0.10874720319162
507 => 0.10264705537377
508 => 0.10288008923535
509 => 0.099992181499183
510 => 0.10160921686137
511 => 0.10046634838686
512 => 0.10147857638396
513 => 0.10208530167186
514 => 0.10497273553079
515 => 0.10933621774268
516 => 0.10454144919969
517 => 0.10245229988317
518 => 0.10374839636932
519 => 0.10720007210954
520 => 0.11242953754401
521 => 0.10933358875401
522 => 0.11070751825439
523 => 0.11100766072835
524 => 0.10872482270886
525 => 0.112513709038
526 => 0.11454420400264
527 => 0.11662707168463
528 => 0.11843556733228
529 => 0.1157951285292
530 => 0.11862077654053
531 => 0.11634380303742
601 => 0.11430112241593
602 => 0.11430422031926
603 => 0.1130228169266
604 => 0.1105399363861
605 => 0.11008205512021
606 => 0.1124640112894
607 => 0.11437411456499
608 => 0.11453143981955
609 => 0.11558897113757
610 => 0.11621480727813
611 => 0.12234885223865
612 => 0.12481601586525
613 => 0.12783281684684
614 => 0.12900803084676
615 => 0.13254500364897
616 => 0.1296886108523
617 => 0.12907061230319
618 => 0.12049107322001
619 => 0.12189597226424
620 => 0.12414535118666
621 => 0.12052816464994
622 => 0.12282243694592
623 => 0.12327537489648
624 => 0.12040525403556
625 => 0.12193830959798
626 => 0.11786696854349
627 => 0.10942496185198
628 => 0.11252310740472
629 => 0.11480438535605
630 => 0.11154872043996
701 => 0.11738437379043
702 => 0.11397530557542
703 => 0.1128947946154
704 => 0.10867933613037
705 => 0.11066887026742
706 => 0.11335974367518
707 => 0.1116970967568
708 => 0.11514733876013
709 => 0.12003380158278
710 => 0.12351618598409
711 => 0.12378352021748
712 => 0.12154458034907
713 => 0.12513249577692
714 => 0.12515862982379
715 => 0.12111144656412
716 => 0.11863256935238
717 => 0.11806936323427
718 => 0.11947636254037
719 => 0.12118471944438
720 => 0.12387832213609
721 => 0.12550600982912
722 => 0.12975015607367
723 => 0.13089850035824
724 => 0.13216018257075
725 => 0.13384617909505
726 => 0.1358706502031
727 => 0.13144122267188
728 => 0.13161721208519
729 => 0.12749259049772
730 => 0.12308484080094
731 => 0.12642977338704
801 => 0.13080282778563
802 => 0.12979964427479
803 => 0.12968676563665
804 => 0.12987659619609
805 => 0.12912022858983
806 => 0.12569920593902
807 => 0.12398118978052
808 => 0.12619786893766
809 => 0.12737593525663
810 => 0.12920301337919
811 => 0.12897778743564
812 => 0.13368414446548
813 => 0.13551289249442
814 => 0.13504502049208
815 => 0.13513112020048
816 => 0.13844198115449
817 => 0.14212433946584
818 => 0.1455733539544
819 => 0.14908183963077
820 => 0.14485222320937
821 => 0.14270468483706
822 => 0.14492039626142
823 => 0.14374470859126
824 => 0.15050055867561
825 => 0.15096831907749
826 => 0.15772368063699
827 => 0.16413532317045
828 => 0.16010828537169
829 => 0.16390560063415
830 => 0.16801270669016
831 => 0.17593598062614
901 => 0.17326770070864
902 => 0.17122384010911
903 => 0.16929240171842
904 => 0.17331141840224
905 => 0.17848181916061
906 => 0.17959547396249
907 => 0.18140002019039
908 => 0.17950276048116
909 => 0.18178780082463
910 => 0.18985499733467
911 => 0.18767516962655
912 => 0.18457946385622
913 => 0.19094774071911
914 => 0.19325239535974
915 => 0.20942766858469
916 => 0.2298496191984
917 => 0.22139479754656
918 => 0.21614661691188
919 => 0.21738006384954
920 => 0.22483746888701
921 => 0.22723255069884
922 => 0.22072189270008
923 => 0.22302156717205
924 => 0.23569299961161
925 => 0.24249081656722
926 => 0.23325846807289
927 => 0.20778678473729
928 => 0.18430072942245
929 => 0.1905302888828
930 => 0.18982405016573
1001 => 0.20343792352865
1002 => 0.18762318145662
1003 => 0.18788946115395
1004 => 0.20178485500068
1005 => 0.19807780214973
1006 => 0.19207285129465
1007 => 0.18434457220917
1008 => 0.17005813354035
1009 => 0.15740423640457
1010 => 0.18222144270631
1011 => 0.18115127964342
1012 => 0.17960152493907
1013 => 0.18305033633262
1014 => 0.19979678549753
1015 => 0.19941072564131
1016 => 0.19695480980553
1017 => 0.19881760032152
1018 => 0.19174629511074
1019 => 0.19356873147418
1020 => 0.18429700911129
1021 => 0.18848821484065
1022 => 0.19205996736708
1023 => 0.19277704956746
1024 => 0.19439267238004
1025 => 0.18058735233786
1026 => 0.1867855357339
1027 => 0.19042638778782
1028 => 0.17397688575285
1029 => 0.19010123402177
1030 => 0.18034703242999
1031 => 0.17703630990655
1101 => 0.18149376162984
1102 => 0.17975668835826
1103 => 0.17826325476372
1104 => 0.17742989315752
1105 => 0.18070295375211
1106 => 0.18055026156322
1107 => 0.17519489915678
1108 => 0.16820904721008
1109 => 0.17055372842617
1110 => 0.16970188375886
1111 => 0.16661468879439
1112 => 0.1686950854511
1113 => 0.1595340714396
1114 => 0.14377302298088
1115 => 0.15418525436668
1116 => 0.15378439478466
1117 => 0.15358226320586
1118 => 0.16140676731935
1119 => 0.16065462179087
1120 => 0.15928947029163
1121 => 0.16658961671654
1122 => 0.16392496507062
1123 => 0.17213679357246
1124 => 0.17754563493154
1125 => 0.17617377780519
1126 => 0.1812608192466
1127 => 0.1706077451458
1128 => 0.17414626903494
1129 => 0.1748755539043
1130 => 0.16649953404283
1201 => 0.16077768210127
1202 => 0.16039609981065
1203 => 0.15047519706375
1204 => 0.15577486323242
1205 => 0.16043835014576
1206 => 0.15820490181547
1207 => 0.15749785879647
1208 => 0.16110998824161
1209 => 0.16139068163529
1210 => 0.15499084251275
1211 => 0.15632157172287
1212 => 0.16187093374442
1213 => 0.15618174203813
1214 => 0.145128571877
1215 => 0.14238723285501
1216 => 0.14202148769657
1217 => 0.13458675885058
1218 => 0.14257042223668
1219 => 0.13908533921977
1220 => 0.15009467471247
1221 => 0.14380620132329
1222 => 0.1435351178041
1223 => 0.14312533530553
1224 => 0.13672595706301
1225 => 0.13812701419642
1226 => 0.14278434149489
1227 => 0.14444612834354
1228 => 0.1442727903606
1229 => 0.14276151805033
1230 => 0.14345337077501
1231 => 0.14122467209136
]
'min_raw' => 0.077979687612477
'max_raw' => 0.24249081656722
'avg_raw' => 0.16023525208985
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.077979'
'max' => '$0.24249'
'avg' => '$0.160235'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.044422461163107
'max_diff' => 0.1514532948623
'year' => 2033
]
8 => [
'items' => [
101 => 0.14043767219981
102 => 0.13795368406071
103 => 0.13430290771548
104 => 0.13481057055779
105 => 0.12757742734028
106 => 0.12363642702342
107 => 0.12254561007726
108 => 0.12108692406848
109 => 0.12271037254337
110 => 0.12755693675435
111 => 0.12171095205995
112 => 0.11168842134955
113 => 0.11229079252281
114 => 0.11364414170351
115 => 0.11112218445858
116 => 0.10873536357807
117 => 0.11081051068477
118 => 0.10656383229809
119 => 0.11415733249779
120 => 0.11395194959793
121 => 0.11678233689348
122 => 0.11855223615478
123 => 0.11447319136917
124 => 0.1134473226365
125 => 0.11403170408977
126 => 0.1043731803931
127 => 0.11599302944906
128 => 0.11609351838622
129 => 0.11523307109765
130 => 0.12142028199736
131 => 0.13447722683522
201 => 0.12956467897282
202 => 0.12766239195796
203 => 0.12404614295214
204 => 0.12886458004078
205 => 0.1284945992517
206 => 0.12682140581243
207 => 0.12580945319968
208 => 0.12767400691683
209 => 0.12557841436003
210 => 0.12520198835379
211 => 0.12292125631154
212 => 0.12210713873916
213 => 0.12150439849952
214 => 0.12084084071971
215 => 0.12230448383367
216 => 0.11898767597913
217 => 0.11498793085724
218 => 0.1146553953282
219 => 0.11557355516071
220 => 0.11516733778379
221 => 0.11465345051568
222 => 0.113672299772
223 => 0.11338121330532
224 => 0.11432710310696
225 => 0.11325924866971
226 => 0.11483492606091
227 => 0.11440642899671
228 => 0.11201287922846
301 => 0.1090296300116
302 => 0.10900307283599
303 => 0.10836033668572
304 => 0.10754171556234
305 => 0.10731399389332
306 => 0.1106357475835
307 => 0.11751167831045
308 => 0.11616176858167
309 => 0.11713721670503
310 => 0.12193545603544
311 => 0.12346067203049
312 => 0.12237810984393
313 => 0.12089623195343
314 => 0.12096142705995
315 => 0.12602545240673
316 => 0.12634128945594
317 => 0.12713930778642
318 => 0.12816498686105
319 => 0.1225527874255
320 => 0.12069709297124
321 => 0.1198177619888
322 => 0.11710976290681
323 => 0.12003010775044
324 => 0.11832854787169
325 => 0.1185581464329
326 => 0.11840862006871
327 => 0.11849027157448
328 => 0.11415520995973
329 => 0.11573467856802
330 => 0.11310850566377
331 => 0.10959235494673
401 => 0.1095805675766
402 => 0.11044114048327
403 => 0.10992923804416
404 => 0.10855172174274
405 => 0.10874739143166
406 => 0.10703311906337
407 => 0.10895553513508
408 => 0.10901066314928
409 => 0.10827042824696
410 => 0.11123217544772
411 => 0.11244560569243
412 => 0.11195836722236
413 => 0.11241141974249
414 => 0.11621786342538
415 => 0.11683847983247
416 => 0.11711411664488
417 => 0.11674479983113
418 => 0.11248099454543
419 => 0.11267011244095
420 => 0.11128249080531
421 => 0.11011009674716
422 => 0.11015698636109
423 => 0.11075974930754
424 => 0.11339205044625
425 => 0.11893157301006
426 => 0.11914179384202
427 => 0.11939658762292
428 => 0.11836021326688
429 => 0.11804763284433
430 => 0.11846000710552
501 => 0.12054036052623
502 => 0.12589159433473
503 => 0.12400011090991
504 => 0.12246230544285
505 => 0.12381137542684
506 => 0.12360369667717
507 => 0.1218506790294
508 => 0.12180147766263
509 => 0.11843687632292
510 => 0.11719305981589
511 => 0.11615363364456
512 => 0.11501860740039
513 => 0.11434572579641
514 => 0.11537957775934
515 => 0.11561603193543
516 => 0.11335549654986
517 => 0.11304739392978
518 => 0.11489339592268
519 => 0.11408103927149
520 => 0.11491656823271
521 => 0.11511041811875
522 => 0.11507920382236
523 => 0.11423101017995
524 => 0.11477162351412
525 => 0.11349291181422
526 => 0.11210250489686
527 => 0.111215511909
528 => 0.11044149288454
529 => 0.11087096362556
530 => 0.10933997885209
531 => 0.10885018601042
601 => 0.11458847588069
602 => 0.11882741230487
603 => 0.11876577649046
604 => 0.11839058432168
605 => 0.11783312486382
606 => 0.12049957889469
607 => 0.11957063962777
608 => 0.12024652055992
609 => 0.12041856062379
610 => 0.12093927408197
611 => 0.12112538438643
612 => 0.12056282978442
613 => 0.11867482782983
614 => 0.11397010646483
615 => 0.11178004596927
616 => 0.11105728952739
617 => 0.11108356035134
618 => 0.11035889374861
619 => 0.1105723405404
620 => 0.11028466566514
621 => 0.10973987904742
622 => 0.11083732458708
623 => 0.11096379496212
624 => 0.11070763805966
625 => 0.11076797228321
626 => 0.10864710253692
627 => 0.10880834765745
628 => 0.10791051433634
629 => 0.10774218141217
630 => 0.10547253695969
701 => 0.10145153282191
702 => 0.10367955944256
703 => 0.10098841659276
704 => 0.099969240018078
705 => 0.10479386340816
706 => 0.10430960503402
707 => 0.10348076519954
708 => 0.102254738339
709 => 0.1017999930504
710 => 0.099037104631732
711 => 0.098873858444521
712 => 0.10024322054907
713 => 0.099611307054696
714 => 0.098723861184234
715 => 0.095509622200366
716 => 0.091895753384544
717 => 0.092004833368124
718 => 0.093154337800017
719 => 0.09649667696754
720 => 0.095190767231734
721 => 0.09424331473482
722 => 0.094065885362465
723 => 0.096286785431035
724 => 0.099429824321011
725 => 0.10090446784666
726 => 0.099443140898332
727 => 0.097764447183527
728 => 0.097866621491629
729 => 0.098546341388539
730 => 0.098617770338982
731 => 0.097525113303146
801 => 0.097832689858459
802 => 0.097365452945549
803 => 0.094498020873476
804 => 0.094446158120017
805 => 0.093742444045942
806 => 0.093721135863453
807 => 0.092523942673748
808 => 0.092356447070703
809 => 0.089979347328112
810 => 0.091543961577206
811 => 0.090494500484849
812 => 0.088912715075821
813 => 0.088640014675094
814 => 0.088631816971753
815 => 0.090255956906079
816 => 0.091524982556453
817 => 0.090512756309864
818 => 0.090282292014697
819 => 0.092743047743317
820 => 0.092429894146564
821 => 0.092158705151399
822 => 0.099148399661566
823 => 0.093615511044105
824 => 0.09120285580065
825 => 0.088216736786071
826 => 0.089189032194537
827 => 0.089393909123093
828 => 0.082212831181438
829 => 0.079299468754856
830 => 0.078299712557799
831 => 0.077724338731916
901 => 0.077986543809461
902 => 0.075364175922206
903 => 0.077126450512403
904 => 0.07485570158528
905 => 0.074475003137992
906 => 0.0785353835115
907 => 0.079100361720076
908 => 0.076689989157321
909 => 0.078237838546481
910 => 0.077676566841256
911 => 0.074894627058191
912 => 0.074788377421042
913 => 0.073392497827812
914 => 0.071208216559957
915 => 0.070209941408456
916 => 0.069690031042132
917 => 0.069904556192129
918 => 0.069796085711713
919 => 0.069088242454738
920 => 0.069836658458631
921 => 0.067924764835529
922 => 0.067163433389636
923 => 0.066819557638282
924 => 0.065122642003288
925 => 0.067823189400371
926 => 0.068355231258196
927 => 0.068888321402837
928 => 0.073528507155838
929 => 0.073296696588647
930 => 0.07539215121973
1001 => 0.07531072570606
1002 => 0.074713068101161
1003 => 0.072191648975995
1004 => 0.073196641699312
1005 => 0.070103430307489
1006 => 0.072421074600172
1007 => 0.071363398532131
1008 => 0.072063473257641
1009 => 0.070804675777981
1010 => 0.071501346277699
1011 => 0.068481398120138
1012 => 0.065661413022425
1013 => 0.066796257346242
1014 => 0.068029962911421
1015 => 0.070704950919061
1016 => 0.069111750129882
1017 => 0.069684725379263
1018 => 0.067765354208737
1019 => 0.063805143242673
1020 => 0.063827557606663
1021 => 0.06321836542742
1022 => 0.062691934441039
1023 => 0.069294748405777
1024 => 0.06847358411422
1025 => 0.067165166286949
1026 => 0.068916535543209
1027 => 0.069379625372532
1028 => 0.069392808888945
1029 => 0.070670562688929
1030 => 0.07135250012103
1031 => 0.071472694549124
1101 => 0.073483267761097
1102 => 0.074157185381649
1103 => 0.076932956684308
1104 => 0.071294642494348
1105 => 0.071178525124002
1106 => 0.068941180900254
1107 => 0.067522221822541
1108 => 0.069038338242278
1109 => 0.070381410419635
1110 => 0.068982913896604
1111 => 0.069165528018639
1112 => 0.067288160697834
1113 => 0.067959231176679
1114 => 0.068537247476016
1115 => 0.06821810084975
1116 => 0.067740322903358
1117 => 0.070271293817285
1118 => 0.070128486519366
1119 => 0.072485384821184
1120 => 0.074322755590866
1121 => 0.077615652479448
1122 => 0.074179342913616
1123 => 0.074054110134944
1124 => 0.075278280634436
1125 => 0.074156997967523
1126 => 0.07486560990765
1127 => 0.077501484140796
1128 => 0.077557176009786
1129 => 0.076624265449281
1130 => 0.076567497756891
1201 => 0.076746673434959
1202 => 0.077796110977856
1203 => 0.077429405254409
1204 => 0.077853766401435
1205 => 0.078384436513838
1206 => 0.080579513098205
1207 => 0.0811087386313
1208 => 0.07982299495786
1209 => 0.07993908321571
1210 => 0.07945817978739
1211 => 0.078993633101336
1212 => 0.080037866209991
1213 => 0.081946222740511
1214 => 0.081934350953578
1215 => 0.082377052575509
1216 => 0.082652852018433
1217 => 0.08146891891187
1218 => 0.080698221993924
1219 => 0.080993756232984
1220 => 0.081466321917138
1221 => 0.080840509550694
1222 => 0.07697770572051
1223 => 0.078149433645724
1224 => 0.0779544008244
1225 => 0.077676650370033
1226 => 0.07885483185954
1227 => 0.078741193380684
1228 => 0.075337279749214
1229 => 0.07555518725593
1230 => 0.07535053142643
1231 => 0.076011816280188
]
'min_raw' => 0.062691934441039
'max_raw' => 0.14043767219981
'avg_raw' => 0.10156480332043
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.062691'
'max' => '$0.140437'
'avg' => '$0.101564'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.015287753171438
'max_diff' => -0.1020531443674
'year' => 2034
]
9 => [
'items' => [
101 => 0.074121286415269
102 => 0.074702800668805
103 => 0.075067520957265
104 => 0.075282344009082
105 => 0.076058432177789
106 => 0.075967367188767
107 => 0.07605277145021
108 => 0.077203505324722
109 => 0.083023522377825
110 => 0.083340293064882
111 => 0.081780398348379
112 => 0.082403545520059
113 => 0.08120723921774
114 => 0.082010327653043
115 => 0.082559780364242
116 => 0.080076909216012
117 => 0.079929889700314
118 => 0.078728645816335
119 => 0.079374126237654
120 => 0.07834712047565
121 => 0.07859911176651
122 => 0.077894522149062
123 => 0.079162643178074
124 => 0.080580599534596
125 => 0.080938831307047
126 => 0.079996477742204
127 => 0.079314151657131
128 => 0.078116211823929
129 => 0.080108412464375
130 => 0.080690992642855
131 => 0.080105352418709
201 => 0.079969646782283
202 => 0.07971248484647
203 => 0.080024204902648
204 => 0.080687819786088
205 => 0.080374871262101
206 => 0.080581579275638
207 => 0.079793821484412
208 => 0.081469310842992
209 => 0.084130391172888
210 => 0.08413894698128
211 => 0.083825996770383
212 => 0.08369794428669
213 => 0.084019050194477
214 => 0.084193236976997
215 => 0.085231634602026
216 => 0.086345876625268
217 => 0.091545557965858
218 => 0.090085508252282
219 => 0.09469897486808
220 => 0.098347627977513
221 => 0.099441699508768
222 => 0.098435205180056
223 => 0.09499204245129
224 => 0.094823104461342
225 => 0.099968643243926
226 => 0.09851479285724
227 => 0.098341861979857
228 => 0.096502169615832
301 => 0.097589655653303
302 => 0.09735180650445
303 => 0.096976349987008
304 => 0.099051197591568
305 => 0.10293512708438
306 => 0.10232978024966
307 => 0.10187791691878
308 => 0.09989798333829
309 => 0.10109034558792
310 => 0.10066576822902
311 => 0.1024900220063
312 => 0.10140937448081
313 => 0.098503778510659
314 => 0.098966504245875
315 => 0.098896564181872
316 => 0.10033592574305
317 => 0.099903865129532
318 => 0.098812197412758
319 => 0.10292185223561
320 => 0.10265499411052
321 => 0.10303333791964
322 => 0.10319989656509
323 => 0.10570137103552
324 => 0.1067261450878
325 => 0.10695878673886
326 => 0.10793224282965
327 => 0.10693456626452
328 => 0.11092598385639
329 => 0.11358004364931
330 => 0.11666287067545
331 => 0.12116770954644
401 => 0.12286157063402
402 => 0.12255558978971
403 => 0.12597110720867
404 => 0.13210871608787
405 => 0.12379617602515
406 => 0.13254930089561
407 => 0.12977816262131
408 => 0.12320784362358
409 => 0.1227847925391
410 => 0.12723428884734
411 => 0.13710284341084
412 => 0.1346308824209
413 => 0.13710688665347
414 => 0.13421849619547
415 => 0.13407506326397
416 => 0.13696660397593
417 => 0.14372284645911
418 => 0.14051320890931
419 => 0.13591140644627
420 => 0.139309305773
421 => 0.13636573091545
422 => 0.12973303290664
423 => 0.13462899215892
424 => 0.13135520363581
425 => 0.13231066917103
426 => 0.13919168570731
427 => 0.13836374359275
428 => 0.13943517735436
429 => 0.13754412480942
430 => 0.13577758354083
501 => 0.13248020307793
502 => 0.13150401128176
503 => 0.13177379557452
504 => 0.13150387759006
505 => 0.12965902352556
506 => 0.12926062746598
507 => 0.12859661657921
508 => 0.12880242131842
509 => 0.12755388658807
510 => 0.12991012958468
511 => 0.130347469048
512 => 0.13206214620657
513 => 0.1322401696774
514 => 0.13701552115713
515 => 0.13438533780862
516 => 0.13614989187791
517 => 0.13599205355332
518 => 0.12335024235921
519 => 0.12509217240212
520 => 0.12780206890112
521 => 0.1265812642015
522 => 0.12485533198054
523 => 0.12346154917348
524 => 0.12134982569919
525 => 0.1243220359372
526 => 0.12823017634087
527 => 0.13233928656745
528 => 0.13727611326512
529 => 0.13617427101719
530 => 0.13224699602632
531 => 0.13242317071354
601 => 0.13351221330771
602 => 0.1321018041983
603 => 0.13168584701748
604 => 0.13345506717852
605 => 0.13346725082543
606 => 0.13184440469141
607 => 0.13004090819117
608 => 0.13003335147498
609 => 0.12971243669247
610 => 0.13427558622237
611 => 0.13678485707735
612 => 0.13707254093699
613 => 0.13676549366146
614 => 0.13688366397154
615 => 0.13542357454903
616 => 0.13876090599281
617 => 0.1418235713535
618 => 0.14100271161253
619 => 0.13977212616874
620 => 0.13879190558973
621 => 0.14077180279598
622 => 0.14068364109003
623 => 0.14179682164338
624 => 0.14174632134344
625 => 0.14137200059219
626 => 0.14100272498071
627 => 0.1424668610392
628 => 0.14204521336766
629 => 0.14162291076082
630 => 0.14077591823152
701 => 0.14089103858331
702 => 0.13966066561744
703 => 0.13909143878539
704 => 0.13053163299754
705 => 0.1282441731913
706 => 0.12896385461188
707 => 0.12920079242206
708 => 0.12820528698292
709 => 0.12963258605828
710 => 0.12941014300927
711 => 0.13027553878813
712 => 0.12973487707661
713 => 0.12975706602184
714 => 0.13134703683419
715 => 0.13180861212523
716 => 0.13157385120684
717 => 0.13173826970695
718 => 0.13552722464527
719 => 0.134988556417
720 => 0.13470239965679
721 => 0.134781667035
722 => 0.13574982625785
723 => 0.13602085798071
724 => 0.13487247752587
725 => 0.13541406038708
726 => 0.13772005147302
727 => 0.1385270178453
728 => 0.1411024671398
729 => 0.14000837050453
730 => 0.14201663222996
731 => 0.14818934410702
801 => 0.1531205334736
802 => 0.14858560794208
803 => 0.15764110923061
804 => 0.16469211591825
805 => 0.16442148653751
806 => 0.1631919804288
807 => 0.15516459677564
808 => 0.14777767865645
809 => 0.15395714932826
810 => 0.15397290206982
811 => 0.15344208005881
812 => 0.15014519013767
813 => 0.15332735543598
814 => 0.15357994416143
815 => 0.15343856164394
816 => 0.15091084387137
817 => 0.14705148603299
818 => 0.14780559531661
819 => 0.1490408417066
820 => 0.14670226259096
821 => 0.14595494486401
822 => 0.14734435070143
823 => 0.15182130580379
824 => 0.15097496337492
825 => 0.15095286195377
826 => 0.1545738737695
827 => 0.15198201077269
828 => 0.14781510704967
829 => 0.1467629089049
830 => 0.14302831433656
831 => 0.14560781210708
901 => 0.14570064363965
902 => 0.14428787907257
903 => 0.1479297451081
904 => 0.14789618467144
905 => 0.15135359445196
906 => 0.15796286340849
907 => 0.15600817735567
908 => 0.15373509014548
909 => 0.1539822377511
910 => 0.15669283697248
911 => 0.15505394680627
912 => 0.15564330313679
913 => 0.15669194491109
914 => 0.15732461652983
915 => 0.15389120604143
916 => 0.15309071381757
917 => 0.15145318766216
918 => 0.15102598765408
919 => 0.15235971853956
920 => 0.15200832757265
921 => 0.1456928415088
922 => 0.1450328380761
923 => 0.14505307943911
924 => 0.14339346942612
925 => 0.14086216580427
926 => 0.14751428058621
927 => 0.14698002267293
928 => 0.14639024328495
929 => 0.14646248789474
930 => 0.14934994546049
1001 => 0.14767507425226
1002 => 0.15212799386535
1003 => 0.15121260745991
1004 => 0.15027374484725
1005 => 0.15014396543572
1006 => 0.14978258342984
1007 => 0.14854327006735
1008 => 0.14704672471095
1009 => 0.14605857583812
1010 => 0.13473131558356
1011 => 0.13683358919916
1012 => 0.13925206336565
1013 => 0.14008691095649
1014 => 0.13865884638266
1015 => 0.14859965876088
1016 => 0.15041594097443
1017 => 0.14491430367642
1018 => 0.14388517196834
1019 => 0.14866712846433
1020 => 0.14578302412684
1021 => 0.14708173613341
1022 => 0.14427463113268
1023 => 0.14997845177614
1024 => 0.14993499821935
1025 => 0.14771608316241
1026 => 0.14959149497406
1027 => 0.14926559602017
1028 => 0.14676044638583
1029 => 0.1500578694879
1030 => 0.15005950496862
1031 => 0.14792384746969
1101 => 0.14542986706649
1102 => 0.14498400227558
1103 => 0.14464810304914
1104 => 0.14699912551471
1105 => 0.14910704490587
1106 => 0.1530293602953
1107 => 0.15401552357612
1108 => 0.15786458451375
1109 => 0.15557265613277
1110 => 0.15658863829862
1111 => 0.1576916306591
1112 => 0.15822044575791
1113 => 0.15735876993218
1114 => 0.16333794590501
1115 => 0.16384277155434
1116 => 0.16401203522783
1117 => 0.16199589073125
1118 => 0.16378669892871
1119 => 0.16294883907845
1120 => 0.16512871764466
1121 => 0.16547055043792
1122 => 0.16518103022308
1123 => 0.16528953334713
1124 => 0.16018736145323
1125 => 0.15992278692443
1126 => 0.1563152944509
1127 => 0.1577853742991
1128 => 0.15503713048565
1129 => 0.15590862690894
1130 => 0.15629277422841
1201 => 0.15609211746889
1202 => 0.15786849040803
1203 => 0.15635821052074
1204 => 0.15237233358519
1205 => 0.14838537070014
1206 => 0.14833531762883
1207 => 0.14728562067693
1208 => 0.1465268820423
1209 => 0.14667304202103
1210 => 0.14718812885002
1211 => 0.14649694425942
1212 => 0.14664444353577
1213 => 0.14909391430575
1214 => 0.14958513819984
1215 => 0.14791576747415
1216 => 0.14121300312145
1217 => 0.13956812793668
1218 => 0.1407504316002
1219 => 0.14018536659915
1220 => 0.11314053186478
1221 => 0.11949431462392
1222 => 0.11571911266251
1223 => 0.11745889941502
1224 => 0.11360539579624
1225 => 0.11544448970255
1226 => 0.11510487621101
1227 => 0.1253215708656
1228 => 0.12516205123117
1229 => 0.12523840483858
1230 => 0.12159384821867
1231 => 0.12739972587468
]
'min_raw' => 0.074121286415269
'max_raw' => 0.16547055043792
'avg_raw' => 0.1197959184266
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.074121'
'max' => '$0.16547'
'avg' => '$0.119795'
'bar_min_pct' => 61.631153054958
'bar_max_pct' => 60.119598047091
'min_diff' => 0.01142935197423
'max_diff' => 0.025032878238111
'year' => 2035
]
10 => [
'items' => [
101 => 0.13025990998064
102 => 0.12973056602396
103 => 0.12986379049359
104 => 0.12757455271159
105 => 0.12526056966433
106 => 0.12269400634549
107 => 0.12746236375509
108 => 0.12693220380972
109 => 0.12814819997888
110 => 0.13124082060824
111 => 0.13169622074363
112 => 0.13230828314382
113 => 0.13208890234292
114 => 0.13731544305447
115 => 0.13668247448848
116 => 0.13820774661504
117 => 0.13507014612803
118 => 0.1315196533532
119 => 0.13219448595534
120 => 0.13212949414909
121 => 0.13130207386144
122 => 0.13055511582221
123 => 0.12931164114101
124 => 0.13324617903194
125 => 0.13308644397888
126 => 0.13567236881626
127 => 0.13521528148292
128 => 0.13216274040263
129 => 0.13227176250449
130 => 0.13300498853373
131 => 0.13554269219277
201 => 0.13629605541882
202 => 0.13594706755618
203 => 0.1367730959412
204 => 0.13742595509683
205 => 0.13685508499955
206 => 0.14493740171852
207 => 0.14158106031965
208 => 0.14321691776418
209 => 0.14360706012567
210 => 0.14260771867053
211 => 0.14282444004841
212 => 0.14315271388287
213 => 0.14514592832309
214 => 0.15037669975548
215 => 0.15269337281582
216 => 0.15966319802049
217 => 0.1525010053678
218 => 0.15207603049589
219 => 0.15333150648381
220 => 0.15742353170988
221 => 0.16073973381122
222 => 0.16183990936452
223 => 0.16198531572581
224 => 0.16404931820209
225 => 0.16523236593013
226 => 0.16379869401282
227 => 0.1625838071746
228 => 0.15823223331741
229 => 0.15873593984032
301 => 0.16220597828146
302 => 0.16710761196381
303 => 0.17131372359134
304 => 0.16984088989717
305 => 0.18107757132513
306 => 0.18219164239098
307 => 0.18203771379191
308 => 0.18457573347593
309 => 0.17953828126187
310 => 0.17738467284432
311 => 0.16284647949857
312 => 0.16693111882353
313 => 0.17286838196481
314 => 0.17208256292446
315 => 0.16777076372777
316 => 0.171310452705
317 => 0.17014012083282
318 => 0.16921703152812
319 => 0.17344588258262
320 => 0.16879608713656
321 => 0.17282199669832
322 => 0.16765872604267
323 => 0.16984761767742
324 => 0.16860509692076
325 => 0.16940916012794
326 => 0.16470862304849
327 => 0.16724491875747
328 => 0.16460310480843
329 => 0.16460185224464
330 => 0.1645435340553
331 => 0.16765161645075
401 => 0.16775297090608
402 => 0.16545609331979
403 => 0.16512507737563
404 => 0.16634901681366
405 => 0.16491610428198
406 => 0.16558655503691
407 => 0.16493641155234
408 => 0.16479005055985
409 => 0.16362382127041
410 => 0.16312137762638
411 => 0.16331839872558
412 => 0.16264586414266
413 => 0.16224063772981
414 => 0.16446292432238
415 => 0.16327564624276
416 => 0.16428095692871
417 => 0.16313527852174
418 => 0.15916385801486
419 => 0.15687985208435
420 => 0.14937820689773
421 => 0.15150566416689
422 => 0.15291617053736
423 => 0.15244999819033
424 => 0.1534515167765
425 => 0.15351300188369
426 => 0.15318739798206
427 => 0.15281039037641
428 => 0.1526268839238
429 => 0.15399459067748
430 => 0.15478859048289
501 => 0.15305773372178
502 => 0.15265221819991
503 => 0.15440220994861
504 => 0.15546970390438
505 => 0.16335147950075
506 => 0.16276757210677
507 => 0.16423306507962
508 => 0.1640680730607
509 => 0.16560414316758
510 => 0.16811496860067
511 => 0.16300975845737
512 => 0.16389584641336
513 => 0.16367859810931
514 => 0.16605045812737
515 => 0.16605786281545
516 => 0.16463581425142
517 => 0.16540672984808
518 => 0.16497642591099
519 => 0.16575404328438
520 => 0.16275977366753
521 => 0.16640647084942
522 => 0.16847391316358
523 => 0.16850261960212
524 => 0.16948257085079
525 => 0.17047825807439
526 => 0.17238939299401
527 => 0.17042495755875
528 => 0.16689112944466
529 => 0.1671462604203
530 => 0.16507437828998
531 => 0.16510920700291
601 => 0.16492328860373
602 => 0.16548124371495
603 => 0.16288221343791
604 => 0.16349220064906
605 => 0.16263821498136
606 => 0.1638939900153
607 => 0.16254298366583
608 => 0.1636784933456
609 => 0.16416854168064
610 => 0.16597683058694
611 => 0.1622758979241
612 => 0.15472944569346
613 => 0.15631580144423
614 => 0.15396945668328
615 => 0.15418661982407
616 => 0.15462532392973
617 => 0.15320334038825
618 => 0.15347461003611
619 => 0.1534649183754
620 => 0.1533814008792
621 => 0.15301148804045
622 => 0.15247504123924
623 => 0.15461208018564
624 => 0.15497520474557
625 => 0.15578238566068
626 => 0.15818400854799
627 => 0.15794402978738
628 => 0.15833544510256
629 => 0.15748098766723
630 => 0.15422625565385
701 => 0.15440300326117
702 => 0.15219895776577
703 => 0.15572602326199
704 => 0.1548907675975
705 => 0.15435227283694
706 => 0.1542053395524
707 => 0.15661291559833
708 => 0.1573333000854
709 => 0.15688440481626
710 => 0.15596370752289
711 => 0.15773171850588
712 => 0.15820476365853
713 => 0.15831066102298
714 => 0.16144323750236
715 => 0.15848573724959
716 => 0.15919763695546
717 => 0.16475167523988
718 => 0.1597149289208
719 => 0.16238300577887
720 => 0.16225241730067
721 => 0.16361731513845
722 => 0.16214045583958
723 => 0.16215876328059
724 => 0.16337070009436
725 => 0.16166875341338
726 => 0.16124732748064
727 => 0.16066513057287
728 => 0.16193633622174
729 => 0.16269836651655
730 => 0.16883977104316
731 => 0.17280739844942
801 => 0.17263515327984
802 => 0.17420915170034
803 => 0.17350005099573
804 => 0.17121017776924
805 => 0.17511871214658
806 => 0.17388188832956
807 => 0.17398385058229
808 => 0.17398005554216
809 => 0.17480243525546
810 => 0.17421970385859
811 => 0.17307108045921
812 => 0.17383359027573
813 => 0.17609797182853
814 => 0.18312668164814
815 => 0.18706004078121
816 => 0.18288988848946
817 => 0.18576640369974
818 => 0.18404151958074
819 => 0.18372805682546
820 => 0.18553472095032
821 => 0.18734454740158
822 => 0.18722926928073
823 => 0.18591542821273
824 => 0.18517327273091
825 => 0.19079312267962
826 => 0.19493373239019
827 => 0.19465137056693
828 => 0.19589762382582
829 => 0.19955666193908
830 => 0.1998911985276
831 => 0.19984905460668
901 => 0.19901987076676
902 => 0.20262266897541
903 => 0.20562818662626
904 => 0.19882793866524
905 => 0.20141738406701
906 => 0.20257986953459
907 => 0.20428674309489
908 => 0.20716652489634
909 => 0.21029473175712
910 => 0.21073709450627
911 => 0.21042321696674
912 => 0.20836008045134
913 => 0.21178300172567
914 => 0.21378806873079
915 => 0.2149820402472
916 => 0.21800975335489
917 => 0.20258704864908
918 => 0.19167009170015
919 => 0.18996525122981
920 => 0.19343211136579
921 => 0.19434629473596
922 => 0.19397778856574
923 => 0.18168976099341
924 => 0.18990055730771
925 => 0.19873468375852
926 => 0.19907403853361
927 => 0.20349658694776
928 => 0.20493674999779
929 => 0.20849748114786
930 => 0.20827475644494
1001 => 0.20914173781637
1002 => 0.2089424338131
1003 => 0.21553793846819
1004 => 0.22281375954467
1005 => 0.22256182099649
1006 => 0.22151583563313
1007 => 0.22306930226472
1008 => 0.23057872934002
1009 => 0.22988738163104
1010 => 0.23055896704146
1011 => 0.239413004776
1012 => 0.25092451330309
1013 => 0.2455762618557
1014 => 0.25718042857864
1015 => 0.26448463642028
1016 => 0.27711650861322
1017 => 0.27553493600139
1018 => 0.28045243114914
1019 => 0.27270359094203
1020 => 0.25491068752753
1021 => 0.25209489245369
1022 => 0.25773218549881
1023 => 0.27159092037123
1024 => 0.25729572461862
1025 => 0.26018762410127
1026 => 0.25935475685572
1027 => 0.25931037689966
1028 => 0.26100417931605
1029 => 0.25854723056829
1030 => 0.24853717937325
1031 => 0.25312472684633
1101 => 0.25135325445485
1102 => 0.25331883514522
1103 => 0.26392626346397
1104 => 0.25923646655474
1105 => 0.25429614647903
1106 => 0.26049240419876
1107 => 0.26838236954114
1108 => 0.26788862968964
1109 => 0.26693056801049
1110 => 0.27233111153337
1111 => 0.28125122722238
1112 => 0.28366229864919
1113 => 0.28544210228428
1114 => 0.28568750713553
1115 => 0.28821532962166
1116 => 0.27462259102042
1117 => 0.29619461626688
1118 => 0.29991950911177
1119 => 0.29921938363792
1120 => 0.30335944526757
1121 => 0.3021413341129
1122 => 0.30037648216557
1123 => 0.30693936046492
1124 => 0.29941555009169
1125 => 0.28873644848826
1126 => 0.28287768213994
1127 => 0.29059297828061
1128 => 0.29530444040699
1129 => 0.29841841716725
1130 => 0.29936070465339
1201 => 0.27567775662447
1202 => 0.26291396115339
1203 => 0.27109540771314
1204 => 0.28107733716931
1205 => 0.27456714089829
1206 => 0.27482232826668
1207 => 0.26554049923369
1208 => 0.28189857308231
1209 => 0.27951533931562
1210 => 0.29187956031306
1211 => 0.28892873974295
1212 => 0.29901128199007
1213 => 0.29635621071362
1214 => 0.30737726313914
1215 => 0.31177385933476
1216 => 0.31915642862277
1217 => 0.3245870766435
1218 => 0.32777605703301
1219 => 0.32758460261199
1220 => 0.34022093165895
1221 => 0.33276972989967
1222 => 0.32340926437659
1223 => 0.32323996308716
1224 => 0.32808788082039
1225 => 0.33824778642795
1226 => 0.34088210213138
1227 => 0.34235432522963
1228 => 0.3400995643062
1229 => 0.33201181882894
1230 => 0.32851957133765
1231 => 0.33149506738038
]
'min_raw' => 0.12269400634549
'max_raw' => 0.34235432522963
'avg_raw' => 0.23252416578756
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.122694'
'max' => '$0.342354'
'avg' => '$0.232524'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.048572719930217
'max_diff' => 0.17688377479171
'year' => 2036
]
11 => [
'items' => [
101 => 0.32785629140742
102 => 0.33413783959696
103 => 0.3427637469275
104 => 0.34098253117427
105 => 0.3469368683825
106 => 0.35309898097848
107 => 0.36191107874852
108 => 0.36421488741664
109 => 0.36802299553905
110 => 0.37194278969537
111 => 0.37320172193696
112 => 0.37560541420989
113 => 0.37559274556512
114 => 0.38283643401676
115 => 0.39082644669727
116 => 0.39384249151495
117 => 0.40077772026751
118 => 0.38890138406815
119 => 0.39790972150088
120 => 0.40603546735852
121 => 0.39634761816187
122 => 0.40970006130009
123 => 0.41021850640986
124 => 0.41804641204101
125 => 0.41011133003858
126 => 0.40539950367521
127 => 0.41900236983642
128 => 0.42558436828556
129 => 0.4236018167866
130 => 0.40851450198887
131 => 0.39973303765122
201 => 0.37675025166161
202 => 0.40397435444877
203 => 0.41723442077842
204 => 0.40848016162047
205 => 0.4128953007349
206 => 0.43698286812954
207 => 0.44615385423893
208 => 0.44424635323821
209 => 0.4445686895072
210 => 0.44951718714665
211 => 0.47146155086742
212 => 0.45831197945956
213 => 0.46836433409583
214 => 0.47369606674844
215 => 0.47864847717687
216 => 0.46648692239003
217 => 0.45066491830106
218 => 0.44565342544354
219 => 0.4076097230748
220 => 0.40562938315108
221 => 0.40451775834146
222 => 0.39750912115923
223 => 0.3920022521613
224 => 0.3876229854772
225 => 0.37613048193839
226 => 0.38000886451676
227 => 0.36169221254781
228 => 0.37341055737526
301 => 0.34417673856179
302 => 0.36852353155726
303 => 0.35527267904266
304 => 0.36417027012568
305 => 0.3641392272686
306 => 0.34775594110094
307 => 0.3383064035499
308 => 0.34432801665893
309 => 0.35078366390805
310 => 0.35183107095481
311 => 0.36020098612293
312 => 0.36253684953563
313 => 0.35545907434412
314 => 0.34357093264525
315 => 0.34633227682225
316 => 0.33825044499829
317 => 0.32408734558995
318 => 0.33425953084901
319 => 0.33773276213586
320 => 0.33926673893776
321 => 0.32533895731263
322 => 0.32096254593916
323 => 0.31863258124557
324 => 0.34177303093503
325 => 0.34304071700563
326 => 0.3365550558357
327 => 0.36587085931945
328 => 0.3592357901149
329 => 0.3666487880478
330 => 0.34608171378123
331 => 0.34686740371545
401 => 0.33713062115567
402 => 0.3425825687771
403 => 0.33872930792275
404 => 0.34214210528649
405 => 0.34418772195482
406 => 0.35392290680439
407 => 0.3686346917304
408 => 0.35246879482767
409 => 0.34542508204725
410 => 0.34979496184088
411 => 0.36143252758735
412 => 0.37906403540928
413 => 0.36862582791153
414 => 0.37325812714677
415 => 0.37427007845302
416 => 0.36657333068763
417 => 0.37934782547791
418 => 0.38619378101583
419 => 0.39321631482685
420 => 0.39931378416802
421 => 0.3904113603939
422 => 0.39993822994453
423 => 0.39226125480559
424 => 0.38537421447485
425 => 0.38538465927218
426 => 0.38106431826911
427 => 0.37269311317765
428 => 0.37114933452145
429 => 0.37918026604872
430 => 0.38562031260155
501 => 0.38615074568138
502 => 0.38971628635457
503 => 0.39182633659697
504 => 0.4125076974467
505 => 0.42082591186565
506 => 0.4309972670014
507 => 0.43495958305294
508 => 0.44688473379915
509 => 0.4372542060582
510 => 0.43517058080258
511 => 0.40624406577935
512 => 0.41098078099391
513 => 0.41856471907746
514 => 0.40636912212501
515 => 0.41410442135187
516 => 0.41563153327529
517 => 0.40595472040727
518 => 0.41112352427048
519 => 0.39739671365332
520 => 0.36893389869081
521 => 0.37937951272749
522 => 0.38707100061416
523 => 0.37609429904627
524 => 0.39576961174969
525 => 0.38427570024925
526 => 0.38063268210866
527 => 0.36641996951248
528 => 0.3731278227604
529 => 0.38220029032542
530 => 0.3765945601578
531 => 0.38822729196023
601 => 0.40470234252873
602 => 0.41644344467007
603 => 0.41734478070263
604 => 0.4097960386185
605 => 0.42189294598375
606 => 0.42198105874741
607 => 0.4083356978221
608 => 0.39997799023303
609 => 0.39807910148403
610 => 0.40282289787811
611 => 0.40858274245364
612 => 0.41766441199009
613 => 0.42315227468865
614 => 0.437461710069
615 => 0.44133343299927
616 => 0.44558728266658
617 => 0.45127173766075
618 => 0.45809738334561
619 => 0.44316325917137
620 => 0.4437566197655
621 => 0.42985017011147
622 => 0.41498913426953
623 => 0.42626680801929
624 => 0.44101086624104
625 => 0.43762856299424
626 => 0.43724798478479
627 => 0.43788801176949
628 => 0.4353378655771
629 => 0.42380364886172
630 => 0.41801123743528
701 => 0.42548492597715
702 => 0.42945685882154
703 => 0.43561698027426
704 => 0.43485761528082
705 => 0.45072542659426
706 => 0.45689117825296
707 => 0.45531371513128
708 => 0.45560400630944
709 => 0.46676680517282
710 => 0.47918213331359
711 => 0.49081072646425
712 => 0.50263983087681
713 => 0.48837938380967
714 => 0.48113880825108
715 => 0.48860923401433
716 => 0.48464532095049
717 => 0.50742314118829
718 => 0.50900022804122
719 => 0.53177640118335
720 => 0.55339370163148
721 => 0.53981626253418
722 => 0.55261917606165
723 => 0.56646657087846
724 => 0.59318044213894
725 => 0.58418415010374
726 => 0.57729313139464
727 => 0.5707811520117
728 => 0.58433154735998
729 => 0.60176391450269
730 => 0.60551867942009
731 => 0.61160283301688
801 => 0.60520608944476
802 => 0.61291026249919
803 => 0.64010937876647
804 => 0.63275993745781
805 => 0.62232254931786
806 => 0.64379363937999
807 => 0.65156394340673
808 => 0.70610000640616
809 => 0.77495403871535
810 => 0.74644801721939
811 => 0.72875340979329
812 => 0.73291206226012
813 => 0.75805522400335
814 => 0.76613040955122
815 => 0.74417927154874
816 => 0.75193278458914
817 => 0.7946554037503
818 => 0.81757471822454
819 => 0.78644721069392
820 => 0.7005676519518
821 => 0.6213827767138
822 => 0.64238617136832
823 => 0.64000503822572
824 => 0.6859051627591
825 => 0.63258465571322
826 => 0.63348243630381
827 => 0.68033172680347
828 => 0.66783313929833
829 => 0.64758702823816
830 => 0.62153059573023
831 => 0.57336287031103
901 => 0.53069937265085
902 => 0.61437231637918
903 => 0.61076418689624
904 => 0.60553908071011
905 => 0.6171669891118
906 => 0.67362881167102
907 => 0.67232718391194
908 => 0.66404689220503
909 => 0.67032742048558
910 => 0.64648602126467
911 => 0.65263049270247
912 => 0.62137023342499
913 => 0.63550117616216
914 => 0.64754358917681
915 => 0.64996128188048
916 => 0.65540846699228
917 => 0.6088628666134
918 => 0.62976047467649
919 => 0.64203586157247
920 => 0.58657521699401
921 => 0.64093958294872
922 => 0.60805261126542
923 => 0.59689027913037
924 => 0.61191888882478
925 => 0.60606222501107
926 => 0.60102700937887
927 => 0.59821727254012
928 => 0.60925262485257
929 => 0.6087378124771
930 => 0.59068183422434
1001 => 0.56712854664944
1002 => 0.57503380306989
1003 => 0.57216174930017
1004 => 0.56175305593639
1005 => 0.56876725851315
1006 => 0.53788026017179
1007 => 0.48474078489195
1008 => 0.51984634996796
1009 => 0.51849482390004
1010 => 0.51781332316977
1011 => 0.54419418507783
1012 => 0.54165827391541
1013 => 0.5370555703239
1014 => 0.56166852367544
1015 => 0.55268446461119
1016 => 0.58037121773669
1017 => 0.59860750401206
1018 => 0.59398219193057
1019 => 0.61113350731617
1020 => 0.57521592421144
1021 => 0.58714630455552
1022 => 0.58960513940964
1023 => 0.56136480365166
1024 => 0.54207318034372
1025 => 0.54078664900969
1026 => 0.50733763274319
1027 => 0.52520582724173
1028 => 0.54092909896432
1029 => 0.53339887198437
1030 => 0.53101502708165
1031 => 0.54319357369676
1101 => 0.54413995107096
1102 => 0.5225624466468
1103 => 0.52704909308728
1104 => 0.54575915458699
1105 => 0.52657764754256
1106 => 0.48931111263662
1107 => 0.48006849672979
1108 => 0.47883536139261
1109 => 0.45376865401218
1110 => 0.48068613251997
1111 => 0.46893593180775
1112 => 0.50605467506865
1113 => 0.48485264798983
1114 => 0.48393867097842
1115 => 0.48255706067439
1116 => 0.46098111013941
1117 => 0.46570487208339
1118 => 0.4814073762344
1119 => 0.48701020661686
1120 => 0.48642578550533
1121 => 0.48133042539759
1122 => 0.48366305516245
1123 => 0.47614884194776
1124 => 0.47349541686683
1125 => 0.46512047742934
1126 => 0.45281163009231
1127 => 0.45452325080907
1128 => 0.4301362034493
1129 => 0.41684884572913
1130 => 0.41317108023675
1201 => 0.40825301851594
1202 => 0.41372658839458
1203 => 0.4300671180082
1204 => 0.41035697245743
1205 => 0.37656531041658
1206 => 0.37859624688343
1207 => 0.38315915813398
1208 => 0.37465620320525
1209 => 0.36660886996413
1210 => 0.3736053733165
1211 => 0.35928740064219
1212 => 0.38488941672675
1213 => 0.38419695394048
1214 => 0.39373980231875
1215 => 0.39970714124865
1216 => 0.38595435696416
1217 => 0.38249556890809
1218 => 0.38446585177798
1219 => 0.35190146479807
1220 => 0.3910785971622
1221 => 0.39141740262975
1222 => 0.38851634452182
1223 => 0.40937695804746
1224 => 0.45339935917508
1225 => 0.43683636107389
1226 => 0.43042266758984
1227 => 0.41823023158828
1228 => 0.43447592864514
1229 => 0.43322851258353
1230 => 0.42758722408441
1231 => 0.42417535519826
]
'min_raw' => 0.31863258124557
'max_raw' => 0.81757471822454
'avg_raw' => 0.56810364973505
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$0.318632'
'max' => '$0.817574'
'avg' => '$0.5681036'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.19593857490009
'max_diff' => 0.4752203929949
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.010001512632003
]
1 => [
'year' => 2028
'avg' => 0.01716549913638
]
2 => [
'year' => 2029
'avg' => 0.04689304986038
]
3 => [
'year' => 2030
'avg' => 0.036177918132058
]
4 => [
'year' => 2031
'avg' => 0.035531199085717
]
5 => [
'year' => 2032
'avg' => 0.062297374077144
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.010001512632003
'min' => '$0.0100015'
'max_raw' => 0.062297374077144
'max' => '$0.062297'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.062297374077144
]
1 => [
'year' => 2033
'avg' => 0.16023525208985
]
2 => [
'year' => 2034
'avg' => 0.10156480332043
]
3 => [
'year' => 2035
'avg' => 0.1197959184266
]
4 => [
'year' => 2036
'avg' => 0.23252416578756
]
5 => [
'year' => 2037
'avg' => 0.56810364973505
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.062297374077144
'min' => '$0.062297'
'max_raw' => 0.56810364973505
'max' => '$0.5681036'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 0.56810364973505
]
]
]
]
'prediction_2025_max_price' => '$0.01710076'
'last_price' => 0.01658135
'sma_50day_nextmonth' => '$0.015875'
'sma_200day_nextmonth' => '$0.021187'
'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' => '$0.016478'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.016291'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.016936'
'daily_sma10_action' => 'SELL'
'daily_sma21' => '$0.016795'
'daily_sma21_action' => 'SELL'
'daily_sma50' => '$0.018248'
'daily_sma50_action' => 'SELL'
'daily_sma100' => '$0.020149'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.02117'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.0165014'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.016521'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.016815'
'daily_ema10_action' => 'SELL'
'daily_ema21' => '$0.017415'
'daily_ema21_action' => 'SELL'
'daily_ema50' => '$0.018421'
'daily_ema50_action' => 'SELL'
'daily_ema100' => '$0.019521'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.019617'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.021473'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.017688'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '$0.018059'
'weekly_sma100_action' => 'SELL'
'weekly_sma200' => '$0.018313'
'weekly_sma200_action' => 'SELL'
'weekly_ema3' => '$0.017079'
'weekly_ema3_action' => 'SELL'
'weekly_ema5' => '$0.017592'
'weekly_ema5_action' => 'SELL'
'weekly_ema10' => '$0.018584'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.019475'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.01874'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.0192091'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$0.022026'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '43.62'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 31.04
'stoch_rsi_14_action' => 'NEUTRAL'
'momentum_10' => -0
'momentum_10_action' => 'SELL'
'vwma_10' => '0.016938'
'vwma_10_action' => 'SELL'
'hma_9' => '0.0163064'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 20.54
'stochastic_fast_14_action' => 'NEUTRAL'
'cci_20' => -9.66
'cci_20_action' => 'NEUTRAL'
'adx_14' => 19.36
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '-0.002524'
'ao_5_34_action' => 'NEUTRAL'
'macd_12_26' => -0
'macd_12_26_action' => 'NEUTRAL'
'williams_percent_r_14' => -79.46
'williams_percent_r_14_action' => 'NEUTRAL'
'ultimate_oscillator' => 44.68
'ultimate_oscillator_action' => 'NEUTRAL'
'ichimoku_cloud' => '0.000930'
'ichimoku_cloud_action' => 'NEUTRAL'
'sell_signals' => 23
'buy_signals' => 9
'sell_pct' => 71.88
'buy_pct' => 28.13
'overall_action' => 'bearish'
'overall_action_label' => 'Ayı'
'overall_action_dir' => -1
'last_updated' => 1767708657
'last_updated_date' => '6 Ocak 2026'
]
Ambire Wallet için 2026 fiyat tahmini
Ambire Wallet için 2026 fiyat tahmini, ortalama fiyatın alt sınırda $0.005728 ile üst sınırda $0.01710076 arasında olabileceğini gösteriyor. Kripto piyasasında, bugünün ortalama fiyatına kıyasla, Ambire Wallet 3.13% artabilir ve eğer WALLET tahmin edilen fiyat hedefine ulaşırsa 2026 yılına kadar bu gerçekleşebilir.
Ambire Wallet fiyat tahmini 2027-2032
WALLET için 2027-2032 fiyat tahmini, şu anda alt sınırda $0.0100015 ve üst sınırda $0.062297 fiyat aralığında bulunuyor. Piyasadaki fiyat dalgalanmaları göz önüne alındığında, Ambire Wallet üst fiyat hedefine ulaşırsa, bugünün fiyatına kıyasla 2032 yılına kadar 275.71% artış gösterebilir.
| Ambire Wallet Fiyat Tahmini | Potansiyel Düşük ($) | Ortalama Fiyat ($) | Potansiyel Yüksek ($) |
|---|---|---|---|
| 2027 | $0.005515 | $0.0100015 | $0.014488 |
| 2028 | $0.009952 | $0.017165 | $0.024378 |
| 2029 | $0.021863 | $0.046893 | $0.071922 |
| 2030 | $0.018594 | $0.036177 | $0.053761 |
| 2031 | $0.021984 | $0.035531 | $0.049078 |
| 2032 | $0.033557 | $0.062297 | $0.091037 |
Ambire Wallet fiyat tahmini 2032-2037
Ambire Wallet için 2032-2037 fiyat tahmini, şu anda alt sınırda $0.062297 ve üst sınırda $0.5681036 olarak tahmin edilmektedir. Mevcut fiyata kıyasla, Ambire Wallet üst fiyat hedefine ulaşırsa, 2037 yılına kadar potansiyel olarak 3326.16% artış gösterebilir. Lütfen bu bilgilerin sadece genel amaçlar için olduğunu ve uzun vadeli yatırım tavsiyesi olarak değerlendirilmemesi gerektiğini unutmayın.
| Ambire Wallet Fiyat Tahmini | Potansiyel Düşük ($) | Ortalama Fiyat ($) | Potansiyel Yüksek ($) |
|---|---|---|---|
| 2032 | $0.033557 | $0.062297 | $0.091037 |
| 2033 | $0.077979 | $0.160235 | $0.24249 |
| 2034 | $0.062691 | $0.101564 | $0.140437 |
| 2035 | $0.074121 | $0.119795 | $0.16547 |
| 2036 | $0.122694 | $0.232524 | $0.342354 |
| 2037 | $0.318632 | $0.5681036 | $0.817574 |
Ambire Wallet Potansiyel fiyat histogramı
Teknik Analize Dayalı Ambire Wallet Fiyat Tahmini
Piyasa Duyarlılık Göstergesi
Boğa 28.13%
Ayı 71.88%
6 Ocak 2026 itibariyle, Ambire Wallet için genel fiyat tahmini duyarlılığı Ayı, 9 teknik gösterge yükseliş sinyalleri gösterirken 23 düşüş sinyalleri gösteriyor. WALLET fiyat tahmini en son 6 Ocak 2026 tarihinde güncellendi.
Ambire Wallet'ın 50 Günlük, 200 Günlük Basit Hareketli Ortalamaları ve 14 Günlük Göreceli Güç Endeksi - RSI (14)
Teknik göstergelerimize göre, Ambire Wallet'ın 200 günlük SMA'sının önümüzdeki ay içinde artmak ve 4 Şub 2026 tarihinde $0.021187 seviyesine ulaşması bekleniyor. Ambire Wallet için kısa vadeli 50 günlük SMA'nın 4 Şub 2026 tarihinde $0.015875 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 43.62 seviyesinde olup, WALLET piyasasının NEUTRAL durumda olduğunu gösteriyor.
19 Ekim 2024 Cumartesi için Popüler WALLET 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 | $0.016478 | BUY |
| SMA 5 | $0.016291 | BUY |
| SMA 10 | $0.016936 | SELL |
| SMA 21 | $0.016795 | SELL |
| SMA 50 | $0.018248 | SELL |
| SMA 100 | $0.020149 | SELL |
| SMA 200 | $0.02117 | SELL |
Günlük Üstel Hareketli Ortalama (EMA)
| Dönem | Değer | İşlem |
|---|---|---|
| EMA 3 | $0.0165014 | BUY |
| EMA 5 | $0.016521 | BUY |
| EMA 10 | $0.016815 | SELL |
| EMA 21 | $0.017415 | SELL |
| EMA 50 | $0.018421 | SELL |
| EMA 100 | $0.019521 | SELL |
| EMA 200 | $0.019617 | SELL |
Haftalık Basit Hareketli Ortalama (SMA)
| Dönem | Değer | İşlem |
|---|---|---|
| SMA 21 | $0.021473 | SELL |
| SMA 50 | $0.017688 | SELL |
| SMA 100 | $0.018059 | SELL |
| SMA 200 | $0.018313 | SELL |
Haftalık Üstel Hareketli Ortalama (EMA)
| Dönem | Değer | İşlem |
|---|---|---|
| EMA 21 | $0.019475 | SELL |
| EMA 50 | $0.01874 | SELL |
| EMA 100 | $0.0192091 | SELL |
| EMA 200 | $0.022026 | SELL |
Ambire Wallet 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) | 43.62 | NEUTRAL |
| Stoch RSI (14) | 31.04 | NEUTRAL |
| Hızlı Stokastik (14) | 20.54 | NEUTRAL |
| Emtia Kanal Endeksi (20) | -9.66 | NEUTRAL |
| Ortalama Yön Endeksi (14) | 19.36 | NEUTRAL |
| Harika Osilatör (5, 34) | -0.002524 | NEUTRAL |
| Momentum (10) | -0 | SELL |
| MACD (12, 26) | -0 | NEUTRAL |
| Williams Yüzde Aralığı (14) | -79.46 | NEUTRAL |
| Ultimate Osilatör (7, 14, 28) | 44.68 | NEUTRAL |
| VWMA (10) | 0.016938 | SELL |
| Hull Hareketli Ortalaması (9) | 0.0163064 | BUY |
| Ichimoku Bulutu B/L (9, 26, 52, 26) | 0.000930 | NEUTRAL |
Dünya genelinde para akışlarına göre Ambire Wallet fiyat tahmini
Ambire Wallet 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 Ambire Wallet fiyat tahminleri
| Karşılaştırma | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook hisseleri | $0.023299 | $0.032739 | $0.0460048 | $0.064644 | $0.090836 | $0.12764 |
| Amazon.com hisseleri | $0.034597 | $0.07219 | $0.15063 | $0.314298 | $0.6558034 | $1.36 |
| Apple hisseleri | $0.023519 | $0.03336 | $0.047319 | $0.067118 | $0.0952028 | $0.135037 |
| Netflix hisseleri | $0.026162 | $0.04128 | $0.065134 | $0.102772 | $0.162158 | $0.25586 |
| Google hisseleri | $0.021472 | $0.0278071 | $0.03601 | $0.046632 | $0.060389 | $0.0782041 |
| Tesla hisseleri | $0.037588 | $0.08521 | $0.193166 | $0.437893 | $0.99267 | $2.25 |
| Kodak hisseleri | $0.012434 | $0.009324 | $0.006992 | $0.005243 | $0.003932 | $0.002948 |
| Nokia hisseleri | $0.010984 | $0.007276 | $0.00482 | $0.003193 | $0.002115 | $0.0014014 |
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.
Ambire Wallet öngörü ve tahminlerine genel bakış
Şöyle sorularınız olabilir: "Ambire Wallet için şimdi mi yatırım yapmalıyım?", "Bugün mü WALLET satın almalıyım?", "Ambire Wallet kısa ve uzun vade için iyi veya kötü bir yatırım mı?".
Ambire Wallet öngörülerini gerçek zamanlı verilerle düzenli olarak güncelliyoruz. Benzer tahminlerimizi inceleyin. Teknik analiz yöntemleriyle Ambire Wallet 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 Ambire Wallet hakkında olabildiğince çok bilgi kaynağını kendiniz keşfetmelisiniz.
Ambire Wallet fiyatı bugün $0.01658 USD'ye tekabül ediyor, ancak kripto para birimleri yüksek riskli varlıklar olduğu için fiyat düşebilir ya da yükselebilir ve yatırımınızı kaybedebilirsiniz
Kısa vadeli Ambire Wallet tahmini
4 saatlik fiyat geçmişine göre
Uzun vadeli Ambire Wallet tahmini
1 aylık fiyat geçmişine göre
Bitcoin'in büyüme paternine göre Ambire Wallet fiyat tahmini
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Ambire Wallet, Bitcoin'in geçmiş yıllık ortama büyümesine göre %1 oranında büyüme gösterirse | $0.017012 | $0.017454 | $0.0179082 | $0.018373 |
| Ambire Wallet, Bitcoin'in geçmiş yıllık ortama büyümesine göre %2 oranında büyüme gösterirse | $0.017443 | $0.01835 | $0.0193041 | $0.0203076 |
| Ambire Wallet, Bitcoin'in geçmiş yıllık ortama büyümesine göre %5 oranında büyüme gösterirse | $0.018736 | $0.021171 | $0.023923 | $0.027032 |
| Ambire Wallet, Bitcoin'in geçmiş yıllık ortama büyümesine göre %10 oranında büyüme gösterirse | $0.020891 | $0.026321 | $0.033163 | $0.041783 |
| Ambire Wallet, Bitcoin'in geçmiş yıllık ortama büyümesine göre %20 oranında büyüme gösterirse | $0.0252014 | $0.0383027 | $0.058214 | $0.088478 |
| Ambire Wallet, Bitcoin'in geçmiş yıllık ortama büyümesine göre %50 oranında büyüme gösterirse | $0.038131 | $0.087689 | $0.201655 | $0.46374 |
| Ambire Wallet, Bitcoin'in geçmiş yıllık ortama büyümesine göre %100 oranında büyüme gösterirse | $0.059681 | $0.214813 | $0.773181 | $2.78 |
Soru Kutusu
WALLET iyi bir yatırım mı?
Ambire Wallet satın alma kararı tamamen bireysel risk toleransınıza bağlıdır. Gördüğünüz gibi, Ambire Wallet değeri son 24 saat içinde -0.114% oranında düşmüştür, ve Ambire Wallet son 30 günlük sürede oranında azalmıştır. Bu nedenle, Ambire Wallet'a yatırım yapma kararı, bu yatırımın ticaret hedeflerinize uyup uymadığına bağlı olacaktır.
Ambire Wallet yükselebilir mi?
Ambire Wallet ortalama değeri yıl sonuna kadar $0.01710076 seviyesine kadar yükselebilir gibi görünmektedir. Ambire Wallet'ın uzun vadeli beş yıllık görünümüne bakıldığında, dijital para birimi $0.053761 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 Ambire Wallet fiyatı ne olacak?
Yeni deneysel Ambire Wallet tahminimize göre, Ambire Wallet fiyatı önümüzdeki hafta 0.86% oranında artacak ve $0.016723 seviyesine ulaşacaktır 13 Ocak 2026 itibariyle.
Önümüzdeki ay Ambire Wallet fiyatı ne olacak?
Yeni deneysel Ambire Wallet tahminimize göre, Ambire Wallet fiyatı önümüzdeki ay -11.62% oranında düşecek ve $0.014654 seviyesine ulaşacaktır 5 Şubat 2026 itibariyle.
2026 yılında Ambire Wallet fiyatı ne kadar yükselebilir?
Son Ambire Wallet değer tahminimize göre, WALLET fiyatı $0.005728 ve $0.01710076 aralığında dalgalanması beklenmektedir. Ancak, kripto para piyasasının son derece dalgalı olduğunu ve bu Ambire Wallet fiyat tahmininin ani ve aşırı fiyat dalgalanmalarını dikkate almadığını unutmamak önemlidir.
5 yıl içinde Ambire Wallet nerede olacak?
Ambire Wallet'ın geleceği $0.053761 seviyesine kadar artış gösteren bir eğilimde görünmektedir. Ambire Wallet'ın 2030 tahminine dayanarak, Ambire Wallet değeri yaklaşık olarak $0.053761 seviyesine ulaşabilirken, en düşük zirve yaklaşık $0.018594 seviyesinde beklenmektedir.
2026 yılında Ambire Wallet ne kadar olacak?
Yeni deneysel Ambire Wallet fiyat tahmin simülasyonumuza göre, 2026 yılında WALLET'ın değeri 3.13% oranında artacaktır ve en iyi durumda $0.01710076 seviyesine ulaşacaktır. Fiyat, 2026 yılı boyunca $0.01710076 ve $0.005728 arasında olacaktır.
2027 yılında Ambire Wallet ne kadar olacak?
Son deneysel simülasyonumuza göre, 2027 yılında WALLET'ın değeri -12.62% oranında düşecektir ve en iyi durumda $0.014488 seviyesine ulaşacaktır. Fiyat, 2027 yılı boyunca $0.014488 ve $0.005515 arasında olacaktır.
2028 yılında Ambire Wallet ne kadar olacak?
Yeni deneysel Ambire Wallet fiyat tahmin modelimize göre, WALLET'ın değeri 2028 yılında 47.02% oranında artacaktır, en iyi durumda $0.024378 seviyesine ulaşacaktır. Fiyat, yıl boyunca $0.024378 ve $0.009952 arasında olacaktır.
2029 yılında Ambire Wallet ne kadar olacak?
Deneysel tahmin modelimize göre, Ambire Wallet değeri 333.75% oranında artacaktır ve 2029 yılında en iyi durumda $0.071922 seviyesine ulaşacaktır. Fiyat aralığı $0.071922 ve $0.021863 arasında olacaktır.
2030 yılında Ambire Wallet ne kadar olacak?
Yeni deneysel simülasyona göre, WALLET'ın değeri 224.23% oranında artacaktır, $0.053761 seviyesine ulaşacaktır. Fiyat 2030 yılı boyunca $0.053761 ve $0.018594 arasında olacaktır.
2031 yılında Ambire Wallet ne kadar olacak?
Ambire Wallet'ın değeri 2031 yılında 195.98% oranında artacaktır, ve en iyi durumda $0.049078 seviyesine ulaşacaktır. Yıl boyunca fiyat $0.049078 ve $0.021984 arasında olacaktır.
2032 yılında Ambire Wallet ne kadar olacak?
Ambire Wallet fiyatı 449.04% oranında artacaktır, 2032 yılında $0.091037 seviyesine ulaşabilir. Fiyat $0.091037 ve $0.033557 arasında olacaktır.
2033 yılında Ambire Wallet ne kadar olacak?
WALLET'ın değeri 1362.43% oranında artacaktır, ve 2033 yılı için $0.24249 seviyesine ulaşacaktır. Fiyat aralığı $0.24249 ve $0.077979 arasında olacaktır.
2034 yılında Ambire Wallet ne kadar olacak?
Yeni simülasyon sonuçlarına göre, WALLET'ın değeri 746.96% oranında artacaktır, ve $0.140437 seviyesine ulaşacaktır. Yıl boyunca fiyat aralığı $0.140437 ve $0.062691 arasında olacaktır.
2035 yılında Ambire Wallet ne kadar olacak?
Deneysel tahminimize göre, 2035 yılında WALLET'ın değeri 897.93% oranında artacaktır, ve en iyi durumda $0.16547 seviyesine ulaşacaktır. Yıl boyunca fiyat $0.16547 ve $0.074121 arasında olacaktır.
2036 yılında Ambire Wallet ne kadar olacak?
WALLET'ın değeri 2036 yılında 1964.7% oranında artacaktır, ve $0.342354 seviyesine ulaşacaktır. Fiyat $0.342354 ve $0.122694 arasında olacaktır.
2037 yılında Ambire Wallet ne kadar olacak?
Deneysel simülasyonumuza göre, 2037 yılında Ambire Wallet'ın değeri 4830.69% oranında artacaktır, ve en iyi durumda $0.817574 seviyesine ulaşacaktır. Fiyat 2037 yılı boyunca $0.817574 ve $0.318632 arasında olacaktır.
İlgili Tahminler
MINATIVERSE Fiyat Tahmini- Toucan Protocol: Base Carbon Tonne Fiyat Tahmini
- Velar Fiyat Tahmini
- OBSERVER Coin Fiyat Tahmini
- Octavia Fiyat Tahmini
- Shade Protocol Fiyat Tahmini
- CateCoin Fiyat Tahmini
- Reality Metaverse Fiyat Tahmini
- Tensorplex Staked TAO Fiyat Tahmini
- Ridotto Fiyat Tahmini
- Wall Street Memes Fiyat Tahmini
- Kryptonite Fiyat Tahmini
- Unibright Fiyat Tahmini
- Aeternity Fiyat Tahmini
- Cogito Finance Fiyat Tahmini
- King of Legends Fiyat Tahmini
- Lambda Fiyat Tahmini
- Stake DAO Fiyat Tahmini
- Wise Token KIV Fiyat Tahmini
- FOAM Fiyat Tahmini
- Robonomics Network Fiyat Tahmini
- FREE coin Fiyat Tahmini
- PKT Fiyat Tahmini
- Jesus Coin Fiyat Tahmini
- Decimated Fiyat Tahmini
MINATIVERSE Fiyat Tahmini
Toucan Protocol: Base Carbon Tonne Fiyat Tahmini
Velar Fiyat Tahmini
OBSERVER Coin Fiyat Tahmini
Octavia Fiyat Tahmini
Shade Protocol Fiyat Tahmini
CateCoin Fiyat Tahmini
Reality Metaverse Fiyat Tahmini
Tensorplex Staked TAO Fiyat Tahmini
Ridotto Fiyat Tahmini
Wall Street Memes Fiyat Tahmini
Kryptonite Fiyat Tahmini
Unibright Fiyat Tahmini
Aeternity Fiyat Tahmini
Cogito Finance Fiyat Tahmini
King of Legends Fiyat Tahmini
Lambda Fiyat Tahmini
Stake DAO Fiyat Tahmini
Wise Token KIV Fiyat Tahmini
FOAM Fiyat Tahmini
Robonomics Network Fiyat Tahmini
FREE coin Fiyat Tahmini
PKT Fiyat Tahmini
Jesus Coin Fiyat Tahmini
Decimated Fiyat TahminiAmbire Wallet fiyat hareketlerini nasıl okumalı ve tahmin etmeli?
Ambire Wallet 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.
Ambire Wallet Fiyat Tahmin Göstergeleri
Hareketli ortalamalar, Ambire Wallet fiyat tahmini için popüler araçlardır. Basit bir hareketli ortalama (SMA), WALLET'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. WALLET'ın bu ortalamaların üzerinde bir fiyat hareketi yükseliş olarak görülürken, aşağı düşüş zayıflık belirtir.
Tüccarlar ayrıca WALLET'ın gelecekteki yönünü ölçmek için RSI ve Fibonacci geri çekilme seviyelerini kullanır.
Ambire Wallet grafiklerini nasıl okumalı ve fiyat hareketlerini tahmin etmeli?
Çoğu tüccar, daha ayrıntılı bilgi sağladığı için basit çizgi grafiklere kıyasla mum grafiklerini tercih eder. Mumlar, Ambire Wallet'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 WALLET'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.
Ambire Wallet fiyatını ne etkiler?
Ambire Wallet'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 WALLET'ın fiyatını etkiler. Ambire Wallet'ın piyasa değeri hızla değişebilir.
Tüccarlar genellikle Ambire Wallet'ın büyük sahipleri olan WALLET "balinalarının" aktivitelerini izlerler, çünkü onların eylemleri nispeten küçük olan Ambire Wallet 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