Previsão de Preço Ankr Network - Projeção ANKR
Previsão de Preço Ankr Network até $0.007698 até 2026
| Ano | Preço Mínimo | Preço Máximo |
|---|---|---|
| 2026 | $0.002579 | $0.007698 |
| 2027 | $0.002482 | $0.006522 |
| 2028 | $0.00448 | $0.010975 |
| 2029 | $0.009843 | $0.032379 |
| 2030 | $0.008371 | $0.0242036 |
| 2031 | $0.009897 | $0.022095 |
| 2032 | $0.0151075 | $0.040985 |
| 2033 | $0.0351067 | $0.10917 |
| 2034 | $0.028224 | $0.063225 |
| 2035 | $0.033369 | $0.074495 |
Calculadora de lucro do investimento
Se você abrir um short de $10,000.00 em Ankr Network hoje e fechar em Apr 06, 2026, nossa previsão mostra que pode lucrar cerca de $3,954.44, com um retorno de 39.54% nos próximos 90 dias.
Previsão de preço de longo prazo de Ankr para os anos 2027, 2028, 2029, 2030, 2031, 2032 e 2037
[
'name' => 'Ankr Network'
'name_with_ticker' => 'Ankr Network <small>ANKR</small>'
'name_lang' => 'Ankr'
'name_lang_with_ticker' => 'Ankr <small>ANKR</small>'
'name_with_lang' => 'Ankr/Ankr Network'
'name_with_lang_with_ticker' => 'Ankr/Ankr Network <small>ANKR</small>'
'image' => '/uploads/coins/ankr.png?1754652982'
'price_for_sd' => 0.007464
'ticker' => 'ANKR'
'marketcap' => '$74.65M'
'low24h' => '$0.007177'
'high24h' => '$0.007553'
'volume24h' => '$11.04M'
'current_supply' => '10B'
'max_supply' => '10B'
'algo' => null
'proof' => null
'ico_price_and_roi' => '0.0066 USD 1.13x'
'price' => '$0.007464'
'change_24h_pct' => '3.8455%'
'ath_price' => '$0.2135'
'ath_days' => 1726
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '16 de abr. de 2021'
'ath_pct' => '-96.51%'
'fdv' => '$74.65M'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => '-71.21%'
'change_30d_pct_is_increased' => false
'max_price' => '$0.368074'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.007528'
'next_week_prediction_price_date' => '13 de janeiro de 2026'
'next_week_prediction_price_change_pct' => '0.86%'
'next_week_prediction_price_is_increased' => true
'next_month_prediction_price' => '$0.006597'
'next_month_prediction_price_date' => '5 de fevereiro de 2026'
'next_month_prediction_price_change_pct' => '-11.62%'
'next_month_prediction_price_is_increased' => false
'current_year' => '2026'
'current_year_min_price_prediction' => '$0.002579'
'current_year_max_price_prediction' => '$0.007698'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.008371'
'grand_prediction_max_price' => '$0.0242036'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.0076064374444205
107 => 0.0076348371207012
108 => 0.007698823041485
109 => 0.007152070354079
110 => 0.0073975462589087
111 => 0.0075417403550144
112 => 0.0068902661829828
113 => 0.0075288628052825
114 => 0.0071425526062062
115 => 0.0070114331224552
116 => 0.0071879682336475
117 => 0.0071191723291298
118 => 0.0070600256502566
119 => 0.0070270207871764
120 => 0.0071566486893668
121 => 0.0071506013927908
122 => 0.0069385049851157
123 => 0.0066618338674591
124 => 0.0067546937759645
125 => 0.0067209569006382
126 => 0.0065986901123122
127 => 0.0066810831650956
128 => 0.0063182658588072
129 => 0.0056940575409405
130 => 0.0061064286757411
131 => 0.0060905528356248
201 => 0.0060825475171261
202 => 0.0063924330278277
203 => 0.0063626446862489
204 => 0.006308578554595
205 => 0.0065976971454052
206 => 0.0064921649705657
207 => 0.0068173902669136
208 => 0.0070316046813417
209 => 0.0069772729767323
210 => 0.0071787426688901
211 => 0.0067568330807058
212 => 0.006896974521826
213 => 0.0069258574786132
214 => 0.0065941294668733
215 => 0.0063675184273298
216 => 0.0063524060545472
217 => 0.0059594937409036
218 => 0.0061693843273746
219 => 0.0063540793576065
220 => 0.0062656247710388
221 => 0.0062376226914371
222 => 0.0063806792432123
223 => 0.0063917959624817
224 => 0.0061383335850413
225 => 0.0061910364394208
226 => 0.0064108161033037
227 => 0.0061854985557875
228 => 0.0057477433663759
301 => 0.0056391740269628
302 => 0.0056246888757552
303 => 0.005330240216524
304 => 0.0056464291493669
305 => 0.0055084042068444
306 => 0.0059444233464802
307 => 0.0056953715523378
308 => 0.0056846354272658
309 => 0.0056684061995724
310 => 0.0054149620750512
311 => 0.005470450231107
312 => 0.0056549013129211
313 => 0.0057207155369026
314 => 0.0057138505741413
315 => 0.0056539974019933
316 => 0.0056813978777048
317 => 0.0055931313984795
318 => 0.0055619626675571
319 => 0.0054635855791312
320 => 0.0053189984365095
321 => 0.0053391041654956
322 => 0.0050526392026781
323 => 0.0048965578870889
324 => 0.0048533566360525
325 => 0.004795586117662
326 => 0.0048598819698261
327 => 0.0050518276834309
328 => 0.0048203004292688
329 => 0.0044233631917564
330 => 0.004447219796079
331 => 0.0045008185029026
401 => 0.0044009376673278
402 => 0.0043064088388194
403 => 0.0043885939858412
404 => 0.004220406445576
405 => 0.0045211431636182
406 => 0.0045130090782
407 => 0.0046251051292523
408 => 0.0046952010904177
409 => 0.0045336525937682
410 => 0.0044930235837344
411 => 0.0045161677143352
412 => 0.0041336467896922
413 => 0.0045938450088706
414 => 0.0045978248221802
415 => 0.0045637472444086
416 => 0.0048087885890951
417 => 0.0053259022566957
418 => 0.0051313432940953
419 => 0.0050560041832006
420 => 0.0049127844783173
421 => 0.0051036162315297
422 => 0.0050889633303221
423 => 0.0050226973541135
424 => 0.0049826194849401
425 => 0.0050564641877466
426 => 0.0049734693090592
427 => 0.0049585611483002
428 => 0.0048682339143395
429 => 0.0048359912014428
430 => 0.0048121199804335
501 => 0.00478584011164
502 => 0.0048438069536632
503 => 0.0047124464634654
504 => 0.0045540385897145
505 => 0.0045408686890091
506 => 0.0045772319427663
507 => 0.0045611439099046
508 => 0.0045407916656972
509 => 0.0045019336889015
510 => 0.0044904053572555
511 => 0.0045278668423536
512 => 0.0044855750098182
513 => 0.0045479789124795
514 => 0.004531008503921
515 => 0.0044362131812315
516 => 0.0043180631114367
517 => 0.0043170113279874
518 => 0.0042915560892551
519 => 0.0042591350155087
520 => 0.0042501162144861
521 => 0.004381672581992
522 => 0.0046539903255785
523 => 0.0046005278365011
524 => 0.0046391599639158
525 => 0.004829191795174
526 => 0.0048895971998745
527 => 0.0048467228743985
528 => 0.0047880338533138
529 => 0.0047906158723897
530 => 0.004991174023811
531 => 0.0050036825897055
601 => 0.0050352877003047
602 => 0.0050759091990278
603 => 0.0048536408912834
604 => 0.0047801470550832
605 => 0.0047453215982088
606 => 0.0046380726701834
607 => 0.0047537314442306
608 => 0.0046863420295958
609 => 0.0046954351639802
610 => 0.0046895132482834
611 => 0.004692747014692
612 => 0.0045210591015764
613 => 0.0045836131534647
614 => 0.0044796049096426
615 => 0.004340349546638
616 => 0.004339882713832
617 => 0.0043739652666444
618 => 0.0043536916305811
619 => 0.0042991357972177
620 => 0.0043068851958508
621 => 0.0042389923095253
622 => 0.0043151286214911
623 => 0.0043173119384894
624 => 0.0042879953112096
625 => 0.0044052938045794
626 => 0.0044533510930194
627 => 0.0044340542609208
628 => 0.004451997175838
629 => 0.004602749444291
630 => 0.0046273286418314
701 => 0.0046382450977682
702 => 0.0046236184929662
703 => 0.0044547526505654
704 => 0.0044622425687489
705 => 0.0044072865187573
706 => 0.0043608544476403
707 => 0.0043627114869809
708 => 0.0043865836072817
709 => 0.004490834556717
710 => 0.0047102245338745
711 => 0.0047185502231356
712 => 0.0047286412013976
713 => 0.0046875961214867
714 => 0.0046752165326371
715 => 0.0046915484057728
716 => 0.0047739397462161
717 => 0.0049858726428671
718 => 0.0049109614026684
719 => 0.0048500573983239
720 => 0.0049034866297357
721 => 0.004895261618352
722 => 0.0048258342449148
723 => 0.0048238856497775
724 => 0.0046906323228776
725 => 0.0046413716019541
726 => 0.0046002056564494
727 => 0.0045552535186225
728 => 0.0045286043845094
729 => 0.004569549566322
730 => 0.0045789142138517
731 => 0.0044893868582192
801 => 0.0044771846104614
802 => 0.0045502945816531
803 => 0.0045181216091461
804 => 0.0045512123092209
805 => 0.004558889635485
806 => 0.0045576534091327
807 => 0.004524061130793
808 => 0.0045454718472705
809 => 0.0044948291199594
810 => 0.0044397627603002
811 => 0.004404633853593
812 => 0.0043739792233177
813 => 0.004390988193852
814 => 0.0043303543196126
815 => 0.0043109563229246
816 => 0.0045382183782843
817 => 0.0047060993020574
818 => 0.0047036582469376
819 => 0.0046887989516842
820 => 0.0046667210530356
821 => 0.0047723246104152
822 => 0.0047355344426339
823 => 0.0047623023636162
824 => 0.0047691159229523
825 => 0.0047897385149499
826 => 0.0047971093190173
827 => 0.0047748296297729
828 => 0.0047000562714337
829 => 0.0045137281716902
830 => 0.0044269919382764
831 => 0.0043983675365437
901 => 0.0043994079791812
902 => 0.0043707079264983
903 => 0.0043791613782595
904 => 0.0043677681609587
905 => 0.0043461921637063
906 => 0.0043896559368213
907 => 0.0043946647317797
908 => 0.0043845197677813
909 => 0.0043869092740559
910 => 0.0043029133051197
911 => 0.0043092993362083
912 => 0.0042737411036095
913 => 0.0042670743636582
914 => 0.0041771862480581
915 => 0.0040179364217818
916 => 0.0041061762842935
917 => 0.0039995949387816
918 => 0.0039592309682654
919 => 0.0041503077268041
920 => 0.0041311289198911
921 => 0.004098303139283
922 => 0.0040497469682716
923 => 0.0040317370121194
924 => 0.0039223142197979
925 => 0.0039158489374796
926 => 0.0039700818280181
927 => 0.0039450552150744
928 => 0.003909908372182
929 => 0.0037826100700039
930 => 0.0036394846313363
1001 => 0.0036438046886752
1002 => 0.0036893302277719
1003 => 0.003821701872651
1004 => 0.003769981980944
1005 => 0.0037324586060933
1006 => 0.0037254316059322
1007 => 0.003813389224969
1008 => 0.0039378676835969
1009 => 0.0039962701913366
1010 => 0.0039383950798771
1011 => 0.0038719112680497
1012 => 0.0038759578296194
1013 => 0.0039028777908505
1014 => 0.0039057066981481
1015 => 0.0038624325712947
1016 => 0.0038746139845243
1017 => 0.0038561093039368
1018 => 0.0037425461133284
1019 => 0.0037404921153231
1020 => 0.003712621876894
1021 => 0.0037117779771507
1022 => 0.0036643637490259
1023 => 0.0036577301707522
1024 => 0.0035635863429726
1025 => 0.0036255520955109
1026 => 0.0035839887220562
1027 => 0.0035213429144514
1028 => 0.0035105427536077
1029 => 0.0035102180877311
1030 => 0.003574541324795
1031 => 0.003624800441035
1101 => 0.0035847117347323
1102 => 0.0035755843133941
1103 => 0.0036730412940046
1104 => 0.0036606390048818
1105 => 0.0036498987024876
1106 => 0.0039267220029185
1107 => 0.003707594759836
1108 => 0.0036120427745062
1109 => 0.0034937790478308
1110 => 0.0035322863135738
1111 => 0.0035404003602553
1112 => 0.0032559974162399
1113 => 0.0031406151772729
1114 => 0.0031010203409474
1115 => 0.0030782329528533
1116 => 0.0030886174517538
1117 => 0.0029847599036968
1118 => 0.0030545538936364
1119 => 0.002964622035879
1120 => 0.0029495446672624
1121 => 0.003110353969352
1122 => 0.0031327296443034
1123 => 0.0030372680633833
1124 => 0.0030985698521601
1125 => 0.003076340971391
1126 => 0.0029661636594602
1127 => 0.0029619556965539
1128 => 0.0029066725943468
1129 => 0.0028201652443106
1130 => 0.002780629064042
1201 => 0.0027600382780892
1202 => 0.0027685344376798
1203 => 0.002764238519404
1204 => 0.0027362047467837
1205 => 0.0027658453824355
1206 => 0.0026901258067015
1207 => 0.0026599736615302
1208 => 0.0026463546370807
1209 => 0.0025791491553607
1210 => 0.0026861029631907
1211 => 0.0027071742107017
1212 => 0.0027282869750796
1213 => 0.0029120591746929
1214 => 0.002902878434935
1215 => 0.0029858678511442
1216 => 0.0029826430350381
1217 => 0.0029589731091958
1218 => 0.0028591135855811
1219 => 0.0028989158118691
1220 => 0.002776410745994
1221 => 0.0028681998708824
1222 => 0.0028263111474888
1223 => 0.0028540372513667
1224 => 0.0028041832166322
1225 => 0.0028317744978769
1226 => 0.0027121709851784
1227 => 0.0026004869078872
1228 => 0.0026454318408507
1229 => 0.0026942921230584
1230 => 0.0028002336642532
1231 => 0.0027371357563163
]
'min_raw' => 0.0025791491553607
'max_raw' => 0.007698823041485
'avg_raw' => 0.0051389860984228
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.002579'
'max' => '$0.007698'
'avg' => '$0.005138'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.0048858308446393
'max_diff' => 0.00023384304148497
'year' => 2026
]
1 => [
'items' => [
101 => 0.0027598281500065
102 => 0.0026838124298053
103 => 0.0025269702862132
104 => 0.0025278579957129
105 => 0.0025037312489131
106 => 0.0024828822171154
107 => 0.0027443833100732
108 => 0.0027118615154433
109 => 0.002660042292048
110 => 0.0027294043817768
111 => 0.0027477448192254
112 => 0.002748266945696
113 => 0.0027988717358674
114 => 0.0028258795214534
115 => 0.0028306397607213
116 => 0.002910267491445
117 => 0.0029369576564684
118 => 0.0030468906688663
119 => 0.0028235880995393
120 => 0.0028189893300723
121 => 0.0027303804486231
122 => 0.002674183295157
123 => 0.0027342283157997
124 => 0.0027874200071264
125 => 0.0027320332627439
126 => 0.0027392656022823
127 => 0.002664913423212
128 => 0.0026914908286345
129 => 0.0027143828705474
130 => 0.0027017432305351
131 => 0.0026828210776712
201 => 0.0027830588950277
202 => 0.0027774030845373
203 => 0.0028707468445171
204 => 0.0029435149804977
205 => 0.0030739284890351
206 => 0.0029378351942663
207 => 0.0029328754136831
208 => 0.002981358064458
209 => 0.0029369502340272
210 => 0.0029650144499532
211 => 0.0030694069099783
212 => 0.0030716125581592
213 => 0.0030346651093128
214 => 0.0030324168536927
215 => 0.0030395130154045
216 => 0.0030810754561947
217 => 0.0030665522622978
218 => 0.0030833588699576
219 => 0.0031043757901881
220 => 0.0031913106832509
221 => 0.0032122703916516
222 => 0.0031613491666006
223 => 0.003165946783082
224 => 0.003146900847094
225 => 0.0031285027115745
226 => 0.0031698590333904
227 => 0.0032454385243694
228 => 0.0032449683482786
301 => 0.0032625013211304
302 => 0.0032734242179661
303 => 0.0032265351486982
304 => 0.0031960120887637
305 => 0.0032077165721754
306 => 0.0032264322960411
307 => 0.00320164731517
308 => 0.0030486629317133
309 => 0.0030950686209738
310 => 0.0030873444451586
311 => 0.0030763442795058
312 => 0.0031230055589018
313 => 0.0031185049646731
314 => 0.0029836946944282
315 => 0.0029923248105385
316 => 0.0029842195203727
317 => 0.0030104093710845
318 => 0.002935535896141
319 => 0.0029585664727531
320 => 0.0029730110345059
321 => 0.0029815189923467
322 => 0.0030122555700289
323 => 0.0030086489873982
324 => 0.0030120313797887
325 => 0.0030576056103358
326 => 0.0032881044292556
327 => 0.0033006499714024
328 => 0.003238871133555
329 => 0.0032635505607414
330 => 0.003216171457341
331 => 0.0032479773668661
401 => 0.0032697381623806
402 => 0.0031714053118107
403 => 0.0031655826785748
404 => 0.003118008024761
405 => 0.0031435719489545
406 => 0.0031028979074515
407 => 0.0031128778945188
408 => 0.0030849729806391
409 => 0.0031351962698096
410 => 0.0031913537110122
411 => 0.0032055412983846
412 => 0.0031682198641483
413 => 0.0031411966861589
414 => 0.0030937528875977
415 => 0.003172652981959
416 => 0.003195725773987
417 => 0.0031725317904049
418 => 0.0031671572376103
419 => 0.0031569724697763
420 => 0.0031693179842528
421 => 0.0031956001146065
422 => 0.0031832059472865
423 => 0.0031913925131585
424 => 0.0031601937660044
425 => 0.0032265506709312
426 => 0.0033319414056138
427 => 0.003332280254059
428 => 0.0033198860199297
429 => 0.0033148145663615
430 => 0.0033275318027232
501 => 0.003334430381761
502 => 0.0033755555922122
503 => 0.0034196845815269
504 => 0.0036256153196725
505 => 0.0035677907924464
506 => 0.0037505047942036
507 => 0.0038950078471498
508 => 0.0039383379943756
509 => 0.0038984762977688
510 => 0.0037621115869633
511 => 0.003755420883689
512 => 0.0039592073333283
513 => 0.0039016283272945
514 => 0.0038947794877416
515 => 0.0038219194061965
516 => 0.0038649887382863
517 => 0.0038555688435693
518 => 0.0038406990789214
519 => 0.0039228723643132
520 => 0.0040766934189068
521 => 0.0040527189650236
522 => 0.0040348231473428
523 => 0.0039564088836595
524 => 0.0040036317848567
525 => 0.0039868166142355
526 => 0.0040590652583952
527 => 0.0040162667620984
528 => 0.0039011921096932
529 => 0.0039195181273798
530 => 0.0039167481866733
531 => 0.0039737533701327
601 => 0.0039566418290139
602 => 0.0039134068836394
603 => 0.0040761676752646
604 => 0.0040655988947796
605 => 0.0040805830091478
606 => 0.0040871794796918
607 => 0.0041862491053873
608 => 0.0042268347611602
609 => 0.0042360484155726
610 => 0.0042746016495497
611 => 0.0042350891759901
612 => 0.0043931672421447
613 => 0.0044982799320267
614 => 0.0046203737303741
615 => 0.004798785585479
616 => 0.0048658700934003
617 => 0.0048537518774945
618 => 0.0049890217098486
619 => 0.0052320985917095
620 => 0.0049028846651526
621 => 0.0052495477292109
622 => 0.0051397982055476
623 => 0.0048795840592515
624 => 0.0048628293359532
625 => 0.0050390493769733
626 => 0.0054298884674055
627 => 0.0053319877081125
628 => 0.0054300485979757
629 => 0.0053156553611394
630 => 0.0053099747727486
701 => 0.0054244927737931
702 => 0.0056920703252847
703 => 0.0055649542605655
704 => 0.0053827022116528
705 => 0.005517274288414
706 => 0.0054006955014657
707 => 0.0051380108661233
708 => 0.0053319128452469
709 => 0.0052022561138174
710 => 0.0052400968409795
711 => 0.0055126160054611
712 => 0.0054798257785944
713 => 0.0055222593684532
714 => 0.0054473651930329
715 => 0.0053774022234628
716 => 0.005246811145242
717 => 0.0052081495650432
718 => 0.0052188342349122
719 => 0.0052081442702514
720 => 0.0051350797621809
721 => 0.0051193014886195
722 => 0.0050930036747553
723 => 0.0051011544669064
724 => 0.0050517068831449
725 => 0.005145024690095
726 => 0.0051623452973786
727 => 0.0052302542152176
728 => 0.0052373047443468
729 => 0.0054264301139055
730 => 0.0053222630384753
731 => 0.0053921473060265
801 => 0.0053858961993605
802 => 0.00488522368884
803 => 0.0049542119433188
804 => 0.0050615360175808
805 => 0.0050131866676001
806 => 0.0049448319987329
807 => 0.0048896319386771
808 => 0.0048059982031967
809 => 0.0049237110798418
810 => 0.0050784909952612
811 => 0.0052412302184276
812 => 0.0054367507319658
813 => 0.0053931128294538
814 => 0.0052375750984282
815 => 0.0052445524074217
816 => 0.0052876833861491
817 => 0.0052318248498344
818 => 0.0052153510769871
819 => 0.0052854201427319
820 => 0.0052859026698784
821 => 0.0052216306731187
822 => 0.0051502041103716
823 => 0.0051499048304657
824 => 0.0051371951635236
825 => 0.0053179163826538
826 => 0.0054172947801992
827 => 0.0054286883533215
828 => 0.0054165279019488
829 => 0.0054212079770511
830 => 0.005363381877173
831 => 0.0054955551936971
901 => 0.0056168504995259
902 => 0.0055843407664676
903 => 0.0055356040550822
904 => 0.0054967829169857
905 => 0.0055751957400855
906 => 0.0055717041405061
907 => 0.0056157910908452
908 => 0.0056137910521193
909 => 0.0055989662689143
910 => 0.0055843412959073
911 => 0.0056423276607482
912 => 0.0056256285189066
913 => 0.0056089034386852
914 => 0.0055753587298195
915 => 0.005579918012873
916 => 0.005531189716568
917 => 0.0055086457770422
918 => 0.0051696390170481
919 => 0.0050790453334123
920 => 0.0051075479504886
921 => 0.0051169317521003
922 => 0.005077505264883
923 => 0.005134032719719
924 => 0.0051252229757602
925 => 0.0051594965359761
926 => 0.0051380839035382
927 => 0.0051389626854425
928 => 0.0052019326717877
929 => 0.0052202131267171
930 => 0.0052109155397986
1001 => 0.0052174272509737
1002 => 0.0053674868865821
1003 => 0.0053461532050356
1004 => 0.0053348201119101
1005 => 0.0053379594561576
1006 => 0.0053763029103704
1007 => 0.005387036984075
1008 => 0.0053415559595186
1009 => 0.0053630050736221
1010 => 0.0054543326791767
1011 => 0.0054862921724261
1012 => 0.0055882915334508
1013 => 0.0055449603919934
1014 => 0.0056244965774664
1015 => 0.0058689636957265
1016 => 0.0060642609456305
1017 => 0.0058846575236185
1018 => 0.0062432960521125
1019 => 0.0065225475901864
1020 => 0.0065118294510373
1021 => 0.0064631354861697
1022 => 0.0061452150343588
1023 => 0.0058526598946755
1024 => 0.006097394691568
1025 => 0.0060980185708954
1026 => 0.0060769956347978
1027 => 0.0059464239842343
1028 => 0.0060724520243886
1029 => 0.0060824556725495
1030 => 0.0060768562897642
1031 => 0.0059767473114185
1101 => 0.0058238994047166
1102 => 0.00585376551982
1103 => 0.0059026868256115
1104 => 0.0058100685876946
1105 => 0.0057804714487432
1106 => 0.0058354981611399
1107 => 0.006012805693753
1108 => 0.0059792867317851
1109 => 0.0059784114162273
1110 => 0.006121819749778
1111 => 0.0060191703324111
1112 => 0.005854142227176
1113 => 0.0058124704541508
1114 => 0.0056645637333815
1115 => 0.0057667234322425
1116 => 0.0057703999779331
1117 => 0.0057144481549137
1118 => 0.0058586824092459
1119 => 0.0058573532652003
1120 => 0.005994282223253
1121 => 0.0062560389628818
1122 => 0.0061786246147067
1123 => 0.0060886001504362
1124 => 0.00609838830581
1125 => 0.006205740211035
1126 => 0.0061408327985304
1127 => 0.0061641739566176
1128 => 0.0062057048813967
1129 => 0.0062307615194708
1130 => 0.0060947830411909
1201 => 0.0060630799533014
1202 => 0.0059982265617512
1203 => 0.0059813075224417
1204 => 0.0060341292566489
1205 => 0.0060202125959047
1206 => 0.0057700909785041
1207 => 0.0057439518778222
1208 => 0.0057447535267221
1209 => 0.005679025515211
1210 => 0.0055787745211262
1211 => 0.0058422281479051
1212 => 0.0058210691346436
1213 => 0.0057977112215805
1214 => 0.0058005724326523
1215 => 0.0059149287227651
1216 => 0.0058485962993686
1217 => 0.0060249519186386
1218 => 0.0059886985050519
1219 => 0.0059515153282033
1220 => 0.0059463754805356
1221 => 0.0059320631297684
1222 => 0.0058829807535967
1223 => 0.0058237108349759
1224 => 0.00578457570083
1225 => 0.0053359653125011
1226 => 0.0054192247911283
1227 => 0.0055150072319487
1228 => 0.0055480709466959
1229 => 0.0054915131746815
1230 => 0.0058852139991596
1231 => 0.0059571469335872
]
'min_raw' => 0.0024828822171154
'max_raw' => 0.0065225475901864
'avg_raw' => 0.0045027149036509
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.002482'
'max' => '$0.006522'
'avg' => '$0.0045027'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -9.6266938245322E-5
'max_diff' => -0.0011762754512986
'year' => 2027
]
2 => [
'items' => [
101 => 0.0057392573831366
102 => 0.005698499144619
103 => 0.0058878861024913
104 => 0.0057736626152803
105 => 0.0058250974445774
106 => 0.0057139234769844
107 => 0.0059398203961258
108 => 0.0059380994400828
109 => 0.0058502204364235
110 => 0.0059244951685469
111 => 0.0059115881060291
112 => 0.0058123729273341
113 => 0.0059429656942574
114 => 0.0059430304666405
115 => 0.0058584488362727
116 => 0.0057596760093028
117 => 0.0057420177607507
118 => 0.0057287146425185
119 => 0.0058218256929882
120 => 0.0059053087696887
121 => 0.0060606500782184
122 => 0.0060997065740012
123 => 0.0062521466771797
124 => 0.0061613760179108
125 => 0.0062016134754879
126 => 0.0062452969276236
127 => 0.0062662403809833
128 => 0.0062321141476214
129 => 0.0064689163747073
130 => 0.0064889097381061
131 => 0.0064956133399118
201 => 0.0064157649612912
202 => 0.006486689010252
203 => 0.0064535059965009
204 => 0.0065398389797747
205 => 0.0065533770939069
206 => 0.0065419107928693
207 => 0.0065462080039794
208 => 0.006344139077937
209 => 0.0063336607381232
210 => 0.006190787831253
211 => 0.0062490095968658
212 => 0.0061401667966945
213 => 0.0061746819698339
214 => 0.0061898959292811
215 => 0.0061819490202505
216 => 0.0062523013681383
217 => 0.0061924875003985
218 => 0.0060346288691228
219 => 0.0058767272293686
220 => 0.0058747449029054
221 => 0.0058331721883536
222 => 0.005803122730155
223 => 0.0058089113218659
224 => 0.0058293110740727
225 => 0.0058019370594721
226 => 0.0058077786933849
227 => 0.0059047887389409
228 => 0.0059242434117332
229 => 0.0058581288321537
301 => 0.0055926692548537
302 => 0.0055275248087294
303 => 0.005574349344733
304 => 0.0055519702324096
305 => 0.0044808732910649
306 => 0.0047325116296283
307 => 0.0045829966736845
308 => 0.0046519000442358
309 => 0.0044992839909272
310 => 0.0045721203708588
311 => 0.0045586701510441
312 => 0.0049632971529344
313 => 0.0049569794588461
314 => 0.0049600034046812
315 => 0.0048156625911218
316 => 0.0050456014264022
317 => 0.0051588775649944
318 => 0.0051379131664877
319 => 0.0051431894539316
320 => 0.0050525253544692
321 => 0.0049608812313459
322 => 0.0048592337948728
323 => 0.005048082167837
324 => 0.0050270854525126
325 => 0.005075244363087
326 => 0.0051977260321148
327 => 0.0052157619231417
328 => 0.0052400023435839
329 => 0.005231313878406
330 => 0.0054383083682945
331 => 0.0054132399697754
401 => 0.005473647597536
402 => 0.0053493845240947
403 => 0.0052087690613366
404 => 0.0052354954637411
405 => 0.0052329214962694
406 => 0.0052001519360923
407 => 0.0051705690423904
408 => 0.0051213218593053
409 => 0.0052771472337981
410 => 0.0052708210081643
411 => 0.0053732352477436
412 => 0.0053551325360991
413 => 0.0052342381972522
414 => 0.005238555962215
415 => 0.005267595006637
416 => 0.0053680994709437
417 => 0.0053979360388156
418 => 0.0053841145517957
419 => 0.0054168289863762
420 => 0.0054426851415937
421 => 0.0054200761213831
422 => 0.0057401721693604
423 => 0.0056072459732216
424 => 0.0056720332763251
425 => 0.0056874846663663
426 => 0.0056479062556835
427 => 0.0056564893957639
428 => 0.0056694905142202
429 => 0.0057484307596066
430 => 0.0059555928050446
501 => 0.0060473434647694
502 => 0.0063233798514492
503 => 0.0060397248497101
504 => 0.006022893935788
505 => 0.0060726164245293
506 => 0.0062346790049293
507 => 0.0063660155045794
508 => 0.0064095873984978
509 => 0.0064153461435727
510 => 0.0064970899131683
511 => 0.0065439439174694
512 => 0.0064871640694648
513 => 0.0064390490933787
514 => 0.0062667072212893
515 => 0.0062866562622549
516 => 0.0064240853719965
517 => 0.0066182120840407
518 => 0.0067847929984165
519 => 0.0067264621681331
520 => 0.007171485228047
521 => 0.0072156074466812
522 => 0.0072095111827081
523 => 0.0073100281630235
524 => 0.0071105224270245
525 => 0.0070252298596434
526 => 0.0064494520973367
527 => 0.0066112221628752
528 => 0.0068463644535581
529 => 0.0068152424896479
530 => 0.0066444758727825
531 => 0.0067846634566246
601 => 0.0067383130573354
602 => 0.0067017545743361
603 => 0.0068692360721664
604 => 0.0066850832855412
605 => 0.006844527388642
606 => 0.0066400386771772
607 => 0.0067267286184524
608 => 0.0066775192150639
609 => 0.0067093637299339
610 => 0.0065232013466943
611 => 0.006623650049854
612 => 0.0065190223503982
613 => 0.0065189727432457
614 => 0.0065166630809812
615 => 0.0066397571054008
616 => 0.0066437711971179
617 => 0.0065528045270871
618 => 0.0065396948087692
619 => 0.0065881683084719
620 => 0.0065314185355497
621 => 0.0065579713971212
622 => 0.0065322227946769
623 => 0.0065264262419181
624 => 0.0064802383233341
625 => 0.0064603392980449
626 => 0.0064681422185955
627 => 0.0064415068280749
628 => 0.0064254580418421
629 => 0.0065134705734574
630 => 0.0064664490282308
701 => 0.0065062638472675
702 => 0.0064608898359444
703 => 0.0063036037441826
704 => 0.0062131468495401
705 => 0.0059160480026305
706 => 0.0060003048670641
707 => 0.0060561672553536
708 => 0.0060377047363572
709 => 0.0060773693712079
710 => 0.0060798044576449
711 => 0.0060669090805219
712 => 0.0060519778858135
713 => 0.0060447102059763
714 => 0.0060988775371843
715 => 0.0061303234961391
716 => 0.0060617737933608
717 => 0.0060457135571121
718 => 0.0061150210913538
719 => 0.0061572986472035
720 => 0.0064694523658915
721 => 0.0064463270101679
722 => 0.0065043671149124
723 => 0.0064978326898161
724 => 0.0065586679661021
725 => 0.0066581079319236
726 => 0.0064559186775567
727 => 0.0064910117409365
728 => 0.0064824077322129
729 => 0.0065763440433641
730 => 0.006576637302274
731 => 0.0065203177912721
801 => 0.006550849511866
802 => 0.0065338075430244
803 => 0.0065646046840813
804 => 0.0064460181569434
805 => 0.0065904437463729
806 => 0.006672323749
807 => 0.0066734606529159
808 => 0.0067122711243213
809 => 0.00675170481102
810 => 0.0068273943386881
811 => 0.0067495938711739
812 => 0.0066096384038389
813 => 0.0066197427365271
814 => 0.0065376868972363
815 => 0.0065390662707193
816 => 0.0065317030669632
817 => 0.0065538005957114
818 => 0.0064508673218517
819 => 0.0064750255554865
820 => 0.0064412038869274
821 => 0.0064909382192343
822 => 0.0064374322990517
823 => 0.0064824035830994
824 => 0.0065018116984727
825 => 0.006573428062027
826 => 0.0064268545039253
827 => 0.0061279810967983
828 => 0.0061908079104662
829 => 0.0060978821181117
830 => 0.0061064827539875
831 => 0.0061238574072378
901 => 0.0060675404714209
902 => 0.0060782839680241
903 => 0.0060779001347246
904 => 0.0060745924667132
905 => 0.0060599422566439
906 => 0.0060386965535878
907 => 0.0061233328954808
908 => 0.0061377142592158
909 => 0.0061696822493247
910 => 0.0062647973037938
911 => 0.0062552930668849
912 => 0.0062707948716103
913 => 0.0062369545189336
914 => 0.0061080525108917
915 => 0.0061150525100947
916 => 0.0060277624078666
917 => 0.0061674500451558
918 => 0.006134370168859
919 => 0.0061130433574131
920 => 0.0061072241393186
921 => 0.0062025749656104
922 => 0.006231105427278
923 => 0.0062133271581748
924 => 0.0061768634095692
925 => 0.0062468845864315
926 => 0.0062656192994035
927 => 0.0062698133107283
928 => 0.0063938774108993
929 => 0.0062767471157477
930 => 0.0063049415419657
1001 => 0.0065249064068647
1002 => 0.0063254286274778
1003 => 0.0064310964561044
1004 => 0.0064259245657619
1005 => 0.0064799806512829
1006 => 0.0064214903889703
1007 => 0.0064222154458716
1008 => 0.0064702135877379
1009 => 0.0064028088539972
1010 => 0.0063861184940081
1011 => 0.0063630608812218
1012 => 0.0064134063351948
1013 => 0.0064435861579226
1014 => 0.0066868133644712
1015 => 0.0068439492324098
1016 => 0.0068371275499662
1017 => 0.0068994649578461
1018 => 0.006871381384651
1019 => 0.0067806921187317
1020 => 0.0069354876372782
1021 => 0.0068865038582905
1022 => 0.006890542021515
1023 => 0.0068903917208781
1024 => 0.0069229616516686
1025 => 0.0068998828707132
1026 => 0.0068543922244618
1027 => 0.006884591038403
1028 => 0.006974270719535
1029 => 0.0072526392014771
1030 => 0.0074084178918638
1031 => 0.0072432611287144
1101 => 0.0073571840523977
1102 => 0.0072888708930759
1103 => 0.0072764563598867
1104 => 0.0073480083747977
1105 => 0.007419685632039
1106 => 0.007415120100622
1107 => 0.0073630860925328
1108 => 0.0073336934016772
1109 => 0.0075562647041092
1110 => 0.0077202514483379
1111 => 0.0077090686517625
1112 => 0.0077584258790057
1113 => 0.0079033402247532
1114 => 0.0079165893764026
1115 => 0.0079149202878231
1116 => 0.0078820808830539
1117 => 0.0080247678759481
1118 => 0.0081437998757591
1119 => 0.0078744795096715
1120 => 0.0079770331794152
1121 => 0.008023072825836
1122 => 0.0080906726861294
1123 => 0.0082047249814963
1124 => 0.0083286160251421
1125 => 0.0083461355771097
1126 => 0.0083337046166009
1127 => 0.0082519951429465
1128 => 0.0083875582012313
1129 => 0.0084669678614296
1130 => 0.0085142544968199
1201 => 0.0086341655364239
1202 => 0.0080233571510185
1203 => 0.0075909966166821
1204 => 0.0075234772758837
1205 => 0.0076607805104642
1206 => 0.0076969862784504
1207 => 0.0076823917787733
1208 => 0.0071957306888777
1209 => 0.0075209151059622
1210 => 0.0078707861964628
1211 => 0.0078842261699438
1212 => 0.0080593789533079
1213 => 0.0081164158793264
1214 => 0.0082574368277347
1215 => 0.0082486159290158
1216 => 0.0082829522858199
1217 => 0.0082750589520134
1218 => 0.0085362705634755
1219 => 0.0088244257612179
1220 => 0.0088144478629975
1221 => 0.0087730221440245
1222 => 0.0088345464008341
1223 => 0.0091319534454919
1224 => 0.0091045729706706
1225 => 0.0091311707696962
1226 => 0.0094818304364742
1227 => 0.0099377378840416
1228 => 0.0097259231022872
1229 => 0.010185500230633
1230 => 0.010474779671789
1231 => 0.010975058553218
]
'min_raw' => 0.0044808732910649
'max_raw' => 0.010975058553218
'avg_raw' => 0.0077279659221412
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.00448'
'max' => '$0.010975'
'avg' => '$0.007727'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.0019979910739495
'max_diff' => 0.0044525109630312
'year' => 2028
]
3 => [
'items' => [
101 => 0.010912421173337
102 => 0.011107176070661
103 => 0.010800287190536
104 => 0.010095608289293
105 => 0.0099840901557687
106 => 0.010207352283173
107 => 0.010756220437797
108 => 0.010190066471728
109 => 0.010304598681703
110 => 0.010271613397525
111 => 0.01026985575191
112 => 0.010336937936189
113 => 0.010239631729121
114 => 0.0098431887364749
115 => 0.010024876223751
116 => 0.0099547179595642
117 => 0.010032563784325
118 => 0.010452665594499
119 => 0.010266928570244
120 => 0.010071269703243
121 => 0.010316669342641
122 => 0.01062914741206
123 => 0.010609593096052
124 => 0.010571649549929
125 => 0.010785535332769
126 => 0.011138811983367
127 => 0.011234301242443
128 => 0.011304789461302
129 => 0.011314508595774
130 => 0.011414621721247
131 => 0.010876288213822
201 => 0.011730637315491
202 => 0.011878159804431
203 => 0.011850431690691
204 => 0.012014396728453
205 => 0.011966154054952
206 => 0.011896257990093
207 => 0.012156177451309
208 => 0.011858200763443
209 => 0.011435260369239
210 => 0.011203226904166
211 => 0.01150878728858
212 => 0.011695382352754
213 => 0.011818709820497
214 => 0.01185602863772
215 => 0.010918077511564
216 => 0.01041257387572
217 => 0.010736595910685
218 => 0.011131925156149
219 => 0.010874092139902
220 => 0.010884198705997
221 => 0.010516596582154
222 => 0.011164449787309
223 => 0.011070063024621
224 => 0.011559741716414
225 => 0.011442875966701
226 => 0.01184218993064
227 => 0.011737037181467
228 => 0.012173520364275
301 => 0.012347645323207
302 => 0.012640028229641
303 => 0.012855106285826
304 => 0.012981404234206
305 => 0.012973821779117
306 => 0.013474277171985
307 => 0.01317917611139
308 => 0.012808459629304
309 => 0.012801754537738
310 => 0.012993753856904
311 => 0.013396131757434
312 => 0.013500462492682
313 => 0.013558769140624
314 => 0.013469470479631
315 => 0.01314915942844
316 => 0.013010850740549
317 => 0.01312869374982
318 => 0.012984581875847
319 => 0.013233359400975
320 => 0.013574984078989
321 => 0.013504439933909
322 => 0.013740258434341
323 => 0.013984305773457
324 => 0.014333304429246
325 => 0.014424545601252
326 => 0.014575363788987
327 => 0.01473060524536
328 => 0.014780464617272
329 => 0.014875661628707
330 => 0.014875159893467
331 => 0.015162042494925
401 => 0.015478482888348
402 => 0.015597931811253
403 => 0.015872598023022
404 => 0.01540224176082
405 => 0.015759012388763
406 => 0.016080828425716
407 => 0.015697146079543
408 => 0.016225962807222
409 => 0.016246495562433
410 => 0.016556515788514
411 => 0.016242250896692
412 => 0.016055641407098
413 => 0.016594376011391
414 => 0.016855052716427
415 => 0.016776534771413
416 => 0.016179009332944
417 => 0.015831223898684
418 => 0.014921002334425
419 => 0.015999199095935
420 => 0.016524357287036
421 => 0.016177649300098
422 => 0.016352508641911
423 => 0.017306484512507
424 => 0.017669696758666
425 => 0.01759415115051
426 => 0.017606917114702
427 => 0.017802899849961
428 => 0.018671995227764
429 => 0.018151213131911
430 => 0.018549331530858
501 => 0.018760492094136
502 => 0.018956629793415
503 => 0.018474977593942
504 => 0.017848355159304
505 => 0.017649877530434
506 => 0.016143176023665
507 => 0.016064745666965
508 => 0.016020720331066
509 => 0.01574314681573
510 => 0.015525050066462
511 => 0.01535161143403
512 => 0.014896456669369
513 => 0.015050058041234
514 => 0.014324636344547
515 => 0.014788735438721
516 => 0.01363094489489
517 => 0.014595187263724
518 => 0.014070393981088
519 => 0.014422778556108
520 => 0.014421549119523
521 => 0.01377269739328
522 => 0.013398453258773
523 => 0.01363693618708
524 => 0.013892608817024
525 => 0.013934090841046
526 => 0.014265577079507
527 => 0.014358087763389
528 => 0.014077776072317
529 => 0.013606952259304
530 => 0.013716313892719
531 => 0.013396237048762
601 => 0.012835314691305
602 => 0.013238178921196
603 => 0.01337573448197
604 => 0.013436486853975
605 => 0.012884884137785
606 => 0.01271155858848
607 => 0.012619281520372
608 => 0.013535747275374
609 => 0.013585953338238
610 => 0.013329092022206
611 => 0.014490129527257
612 => 0.014227350981912
613 => 0.014520938999369
614 => 0.013706390470761
615 => 0.013737507321489
616 => 0.013351886994326
617 => 0.013567808610378
618 => 0.013415202171631
619 => 0.01355036427758
620 => 0.013631379886591
621 => 0.014016936937253
622 => 0.014599589705914
623 => 0.013959347571078
624 => 0.013680384904494
625 => 0.013853451773897
626 => 0.014314351653604
627 => 0.015012638564389
628 => 0.01459923865887
629 => 0.014782698516954
630 => 0.014822776334384
701 => 0.014517950548951
702 => 0.015023877925897
703 => 0.015295008517349
704 => 0.015573132401608
705 => 0.015814619577456
706 => 0.01546204360616
707 => 0.015839350435227
708 => 0.01553530773462
709 => 0.015262550000819
710 => 0.015262963661711
711 => 0.015091858750943
712 => 0.014760321425724
713 => 0.014699180856258
714 => 0.015017241819821
715 => 0.015272296592113
716 => 0.015293304124789
717 => 0.015434515551917
718 => 0.015518083019898
719 => 0.016337157810577
720 => 0.01666659646713
721 => 0.017069427820409
722 => 0.017226353334842
723 => 0.017698642872374
724 => 0.017317230713336
725 => 0.017234709793533
726 => 0.016089089860209
727 => 0.016276685060112
728 => 0.016577043075401
729 => 0.016094042653252
730 => 0.016400395249733
731 => 0.016460875741714
801 => 0.01607763048373
802 => 0.016282338335069
803 => 0.01573869497356
804 => 0.014611439645589
805 => 0.01502513288332
806 => 0.015329750353928
807 => 0.014895023664307
808 => 0.015674254429206
809 => 0.01521904390294
810 => 0.015074764020073
811 => 0.014511876757514
812 => 0.014777537877924
813 => 0.015136848347179
814 => 0.014914836251505
815 => 0.015375544685313
816 => 0.016028030694037
817 => 0.016493031080067
818 => 0.016528728035774
819 => 0.016229763940163
820 => 0.016708855811343
821 => 0.016712345472588
822 => 0.016171927884749
823 => 0.015840925121255
824 => 0.015765720596954
825 => 0.015953596243374
826 => 0.016181711961887
827 => 0.016541386870546
828 => 0.016758730884983
829 => 0.017325448804276
830 => 0.01747878642416
831 => 0.017647257979351
901 => 0.017872387931791
902 => 0.018142714161829
903 => 0.017551255760186
904 => 0.0175747555051
905 => 0.017023997630788
906 => 0.016435433855418
907 => 0.016882080395414
908 => 0.017466011331559
909 => 0.017332056929621
910 => 0.017316984322963
911 => 0.017342332266569
912 => 0.01724133502205
913 => 0.016784528228221
914 => 0.016555122716122
915 => 0.016851114354317
916 => 0.017008420736946
917 => 0.017252389217845
918 => 0.017222314953025
919 => 0.017850751559519
920 => 0.018094943021866
921 => 0.018032468396256
922 => 0.018043965230904
923 => 0.018486062209379
924 => 0.018977764973621
925 => 0.019438309498229
926 => 0.019906795169507
927 => 0.019342017407474
928 => 0.019055258090564
929 => 0.01935112050807
930 => 0.019194131744776
1001 => 0.020096235744554
1002 => 0.020158695468231
1003 => 0.021060734235622
1004 => 0.021916876438654
1005 => 0.02137914886031
1006 => 0.021886201746907
1007 => 0.022434620784389
1008 => 0.023492610085474
1009 => 0.023136316509381
1010 => 0.022863401213926
1011 => 0.022605497578438
1012 => 0.023142154102839
1013 => 0.023832554148184
1014 => 0.023981259705382
1015 => 0.024222219517938
1016 => 0.023968879738199
1017 => 0.024273999598433
1018 => 0.025351206781516
1019 => 0.025060135891876
1020 => 0.024646768436607
1021 => 0.025497120051574
1022 => 0.025804858995372
1023 => 0.027964732067085
1024 => 0.030691661040029
1025 => 0.029562694539249
1026 => 0.028861908600694
1027 => 0.029026609919119
1028 => 0.030022392067667
1029 => 0.030342205689235
1030 => 0.029472842019447
1031 => 0.029779915964761
1101 => 0.031471923594284
1102 => 0.03237963140142
1103 => 0.031146842277907
1104 => 0.027745625979261
1105 => 0.024609549220011
1106 => 0.025441377995941
1107 => 0.025347074427403
1108 => 0.027164925543076
1109 => 0.025053193947422
1110 => 0.025088750091655
1111 => 0.026944192443262
1112 => 0.026449192234188
1113 => 0.025647355290325
1114 => 0.024615403517067
1115 => 0.022707745220214
1116 => 0.021018079067704
1117 => 0.024331903499652
1118 => 0.024189005364347
1119 => 0.02398206768811
1120 => 0.024442585093582
1121 => 0.026678726894407
1122 => 0.026627176588213
1123 => 0.026299239841406
1124 => 0.026547976973557
1125 => 0.025603750468433
1126 => 0.025847099138441
1127 => 0.02460905244943
1128 => 0.02516870125826
1129 => 0.025645634908367
1130 => 0.02574138639975
1201 => 0.025957119399026
1202 => 0.024113704540384
1203 => 0.024941343692097
1204 => 0.025427504154428
1205 => 0.023231013498949
1206 => 0.025384086596425
1207 => 0.024081614788922
1208 => 0.023639536294986
1209 => 0.024234736747659
1210 => 0.024002786552401
1211 => 0.02380336939509
1212 => 0.02369209119489
1213 => 0.024129140717456
1214 => 0.024108751834841
1215 => 0.023393653988266
1216 => 0.022460837998526
1217 => 0.022773921663324
1218 => 0.022660175432728
1219 => 0.022247944419492
1220 => 0.022525738349451
1221 => 0.021302474470204
1222 => 0.019197912545683
1223 => 0.020588250617497
1224 => 0.020534724114129
1225 => 0.020507733623897
1226 => 0.021552534258743
1227 => 0.021452100785354
1228 => 0.021269813047706
1229 => 0.022244596562238
1230 => 0.021888787466746
1231 => 0.022985307259888
]
'min_raw' => 0.0098431887364749
'max_raw' => 0.03237963140142
'avg_raw' => 0.021111410068947
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.009843'
'max' => '$0.032379'
'avg' => '$0.021111'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.00536231544541
'max_diff' => 0.021404572848202
'year' => 2029
]
4 => [
'items' => [
101 => 0.023707546114105
102 => 0.023524362978696
103 => 0.024203632111971
104 => 0.022781134478621
105 => 0.02325363113172
106 => 0.023351012037072
107 => 0.022232567884981
108 => 0.021468532943682
109 => 0.021417580523734
110 => 0.020092849226022
111 => 0.020800509992402
112 => 0.021423222181824
113 => 0.021124991367509
114 => 0.021030580401089
115 => 0.021512905553289
116 => 0.02155038634845
117 => 0.020695820246732
118 => 0.020873511599868
119 => 0.021614514081175
120 => 0.020854840238556
121 => 0.019378918054363
122 => 0.019012868946463
123 => 0.018964031247845
124 => 0.017971277035498
125 => 0.019037330098185
126 => 0.018571969367876
127 => 0.020042038339043
128 => 0.01920234282685
129 => 0.019166145231598
130 => 0.019111427257341
131 => 0.018256922696614
201 => 0.018444004888816
202 => 0.019065894589115
203 => 0.019287791840271
204 => 0.019264646139025
205 => 0.019062846990313
206 => 0.019155229607215
207 => 0.018857633009938
208 => 0.018752545457501
209 => 0.018420860235405
210 => 0.017933374589304
211 => 0.018001162458317
212 => 0.017035325835833
213 => 0.016509086783075
214 => 0.01636343074899
215 => 0.016168653412828
216 => 0.016385431367393
217 => 0.017032589742033
218 => 0.016251979439909
219 => 0.014913677830363
220 => 0.014994112037451
221 => 0.015174823819649
222 => 0.014838068609052
223 => 0.014519358063943
224 => 0.014796451025111
225 => 0.014229394990628
226 => 0.015243349832274
227 => 0.015215925195383
228 => 0.015593864857802
301 => 0.015830198284815
302 => 0.015285526249406
303 => 0.01514854270545
304 => 0.015226574757642
305 => 0.01393687875345
306 => 0.015488469179423
307 => 0.015501887397858
308 => 0.015386992465181
309 => 0.016213166467032
310 => 0.017956651301071
311 => 0.01730068217499
312 => 0.0170466711026
313 => 0.016563795868306
314 => 0.017207198447709
315 => 0.017157795168254
316 => 0.016934374802924
317 => 0.016799249468859
318 => 0.017048222040044
319 => 0.016768399012032
320 => 0.016718135107178
321 => 0.016413590531434
322 => 0.016304881973788
323 => 0.01622439848552
324 => 0.016135794073081
325 => 0.016331233328078
326 => 0.015888342264079
327 => 0.015354259058043
328 => 0.015309855818322
329 => 0.015432457067166
330 => 0.015378215141142
331 => 0.015309596128848
401 => 0.015178583747104
402 => 0.015139715172077
403 => 0.015266019184563
404 => 0.015123429318448
405 => 0.015333828433172
406 => 0.015276611515881
407 => 0.014957002467035
408 => 0.014558651257748
409 => 0.014555105096415
410 => 0.014469280981801
411 => 0.014359971068098
412 => 0.014329563550778
413 => 0.014773115028797
414 => 0.015691253313916
415 => 0.01551100079936
416 => 0.015641251714148
417 => 0.016281957300833
418 => 0.016485618340152
419 => 0.01634106455842
420 => 0.016143190426296
421 => 0.016151895883881
422 => 0.016828091693921
423 => 0.016870265197155
424 => 0.016976824034138
425 => 0.017113782253185
426 => 0.016364389135347
427 => 0.016116599535423
428 => 0.015999183076135
429 => 0.015637585827416
430 => 0.016027537459154
501 => 0.015800329342734
502 => 0.015830987480174
503 => 0.015811021327947
504 => 0.015821924197168
505 => 0.015243066411231
506 => 0.015453971764557
507 => 0.015103300708887
508 => 0.014633791530018
509 => 0.01463221757062
510 => 0.014747129276995
511 => 0.014678775297547
512 => 0.014494836496396
513 => 0.014520964134933
514 => 0.014292058528556
515 => 0.014548757420017
516 => 0.014556118625711
517 => 0.014457275570016
518 => 0.014852755629931
519 => 0.015014784133159
520 => 0.014949723516477
521 => 0.015010219306855
522 => 0.015518491105131
523 => 0.015601361585704
524 => 0.015638167179057
525 => 0.01558885255977
526 => 0.015019509582279
527 => 0.015044762364364
528 => 0.014859474204909
529 => 0.014702925235354
530 => 0.014709186373145
531 => 0.014789672893438
601 => 0.015141162248028
602 => 0.015880850873333
603 => 0.015908921515958
604 => 0.015942943953698
605 => 0.015804557601102
606 => 0.015762818952981
607 => 0.015817883003512
608 => 0.016095671160197
609 => 0.016810217717938
610 => 0.016557649241472
611 => 0.016352307138643
612 => 0.016532447522658
613 => 0.016504716322526
614 => 0.016270637085718
615 => 0.016264067261166
616 => 0.015814794366073
617 => 0.015648708406205
618 => 0.015509914546822
619 => 0.01535835527568
620 => 0.015268505859435
621 => 0.015406555398617
622 => 0.015438128961582
623 => 0.015136281231467
624 => 0.015095140501218
625 => 0.015341635873466
626 => 0.015233162450413
627 => 0.015344730056034
628 => 0.015370614697548
629 => 0.01536644667409
630 => 0.01525318796233
701 => 0.015325375687783
702 => 0.015154630196891
703 => 0.014968970120689
704 => 0.014850530559104
705 => 0.014747176332893
706 => 0.014804523264578
707 => 0.014600091924258
708 => 0.014534690224099
709 => 0.015300920110675
710 => 0.015866942366247
711 => 0.015858712178482
712 => 0.015808613027092
713 => 0.015734175850369
714 => 0.016090225617079
715 => 0.015966184997797
716 => 0.016056434912265
717 => 0.016079407303274
718 => 0.016148937812018
719 => 0.016173788992544
720 => 0.016098671464738
721 => 0.015846567866589
722 => 0.015218349669291
723 => 0.014925912402606
724 => 0.014829403233672
725 => 0.014832911158666
726 => 0.014736146927272
727 => 0.014764648330086
728 => 0.014726235302507
729 => 0.014653490321383
730 => 0.014800031466983
731 => 0.014816918968889
801 => 0.014782714514469
802 => 0.014790770901704
803 => 0.014507572628024
804 => 0.014529103577698
805 => 0.014409216513895
806 => 0.014386739134692
807 => 0.014083675077158
808 => 0.0135467531694
809 => 0.013844260026569
810 => 0.013484913578904
811 => 0.013348823634186
812 => 0.013993052266152
813 => 0.013928389579623
814 => 0.013817715168481
815 => 0.013654004647832
816 => 0.01359328282325
817 => 0.013224356239282
818 => 0.013202558088555
819 => 0.013385408065425
820 => 0.013301029092583
821 => 0.013182529057897
822 => 0.01275333394442
823 => 0.012270776535253
824 => 0.012285341910188
825 => 0.012438834443744
826 => 0.012885134686347
827 => 0.012710757460489
828 => 0.012584244782382
829 => 0.012560552760729
830 => 0.012857108014317
831 => 0.013276795828389
901 => 0.013473703960766
902 => 0.013278573981769
903 => 0.013054419168442
904 => 0.013068062433296
905 => 0.013158824962078
906 => 0.01316836282054
907 => 0.013022461080551
908 => 0.013063531565733
909 => 0.013001141743177
910 => 0.012618255517312
911 => 0.012611330319632
912 => 0.01251736386493
913 => 0.012514518598026
914 => 0.012354658217548
915 => 0.012332292645256
916 => 0.012014880156985
917 => 0.012223802017979
918 => 0.012083668202514
919 => 0.011872453488384
920 => 0.011836039992056
921 => 0.011834945358386
922 => 0.012051815643052
923 => 0.012221267762434
924 => 0.012086105890231
925 => 0.012055332151933
926 => 0.01238391516629
927 => 0.012342099982613
928 => 0.012305888303227
929 => 0.013239217387815
930 => 0.012500414588787
1001 => 0.012178254399021
1002 => 0.011779519987625
1003 => 0.011909349922569
1004 => 0.01193670699746
1005 => 0.010977822615333
1006 => 0.010588803340925
1007 => 0.010455306585831
1008 => 0.010378477315907
1009 => 0.010413489378972
1010 => 0.010063326404596
1011 => 0.010298641714538
1012 => 0.0099954301772669
1013 => 0.0099445957763078
1014 => 0.01048677556565
1015 => 0.010562216715968
1016 => 0.010240361330981
1017 => 0.010447044591797
1018 => 0.010372098368313
1019 => 0.010000627868804
1020 => 0.0099864404280743
1021 => 0.0098000495892401
1022 => 0.0095083840188429
1023 => 0.0093750850267393
1024 => 0.0093056617542968
1025 => 0.0093343071495392
1026 => 0.0093198231611411
1027 => 0.0092253053394962
1028 => 0.0093252408120392
1029 => 0.0090699469758802
1030 => 0.0089682869132795
1031 => 0.0089223694214983
1101 => 0.0086957814477423
1102 => 0.0090563836781174
1103 => 0.0091274268602485
1104 => 0.0091986100193947
1105 => 0.009818210820956
1106 => 0.0097872573158837
1107 => 0.010067061926769
1108 => 0.010056189234118
1109 => 0.009976384426559
1110 => 0.0096397010707226
1111 => 0.0097738970555552
1112 => 0.0093608626729268
1113 => 0.009670336116
1114 => 0.0095291053605014
1115 => 0.0096225858555006
1116 => 0.0094544994966956
1117 => 0.0095475254277739
1118 => 0.0091442738342601
1119 => 0.0087677231701398
1120 => 0.008919258149581
1121 => 0.0090839940023604
1122 => 0.0094411833051008
1123 => 0.0092284443031364
1124 => 0.0093049532927951
1125 => 0.0090486609848886
1126 => 0.0085198567473992
1127 => 0.0085228497219554
1128 => 0.0084415047106442
1129 => 0.0083712107443052
1130 => 0.0092528799366356
1201 => 0.009143230435442
1202 => 0.0089685183058618
1203 => 0.0092023774340889
1204 => 0.0092642134994356
1205 => 0.0092659738852847
1206 => 0.0094365914684615
1207 => 0.0095276501031878
1208 => 0.009543699582229
1209 => 0.0098121700357944
1210 => 0.0099021577906186
1211 => 0.010272804617196
1212 => 0.0095199244142225
1213 => 0.0095044193418888
1214 => 0.0092056683116083
1215 => 0.0090161956851374
1216 => 0.0092186416644436
1217 => 0.0093979811654769
1218 => 0.0092112408898123
1219 => 0.0092356252275117
1220 => 0.008984941664673
1221 => 0.0090745492426299
1222 => 0.0091517313602107
1223 => 0.0091091159314378
1224 => 0.0090453185719546
1225 => 0.0093832773715529
1226 => 0.0093642084116083
1227 => 0.0096789234154335
1228 => 0.009924266266401
1229 => 0.010363964515615
1230 => 0.0099051164705721
1231 => 0.0098883942240549
]
'min_raw' => 0.0083712107443052
'max_raw' => 0.024203632111971
'avg_raw' => 0.016287421428138
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.008371'
'max' => '$0.0242036'
'avg' => '$0.016287'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.0014719779921698
'max_diff' => -0.0081759992894494
'year' => 2030
]
5 => [
'items' => [
101 => 0.010051856866093
102 => 0.0099021327653398
103 => 0.0099967532287155
104 => 0.010348719696139
105 => 0.010356156192974
106 => 0.0102315852896
107 => 0.010224005138809
108 => 0.010247930343458
109 => 0.010388061014379
110 => 0.010339095052179
111 => 0.010395759703304
112 => 0.010466619717215
113 => 0.010759726778777
114 => 0.01083039389901
115 => 0.010658709433544
116 => 0.010674210618507
117 => 0.010609995915578
118 => 0.010547965317158
119 => 0.010687401043566
120 => 0.010942222574193
121 => 0.010940637342677
122 => 0.010999750984759
123 => 0.011036578294053
124 => 0.010878488523326
125 => 0.010775577895705
126 => 0.010815040378709
127 => 0.010878141748412
128 => 0.010794577454973
129 => 0.01027877992512
130 => 0.010435239946404
131 => 0.010409197348358
201 => 0.010372109521853
202 => 0.010529431283123
203 => 0.010514257215459
204 => 0.010059734977176
205 => 0.010088832016177
206 => 0.01006150446449
207 => 0.010149805374682
208 => 0.0098973642264106
209 => 0.0099750134234018
210 => 0.010023714271839
211 => 0.010052399445705
212 => 0.01015602996332
213 => 0.010143870118177
214 => 0.010155274090273
215 => 0.010308930790454
216 => 0.011086073651356
217 => 0.011128371822605
218 => 0.010920080157542
219 => 0.011003288569363
220 => 0.010843546614346
221 => 0.010950782458927
222 => 0.011024150500295
223 => 0.010692614429218
224 => 0.01067298301474
225 => 0.01051258174785
226 => 0.010598772303085
227 => 0.010461636932387
228 => 0.010495285155564
301 => 0.01040120179016
302 => 0.010570533116076
303 => 0.010759871849879
304 => 0.01080770629125
305 => 0.010681874470023
306 => 0.010590763938734
307 => 0.010430803859465
308 => 0.010696821036232
309 => 0.010774612565446
310 => 0.010696412430446
311 => 0.01067829175046
312 => 0.01064395309463
313 => 0.010685576858624
314 => 0.010774188896071
315 => 0.010732401095618
316 => 0.010760002674024
317 => 0.010654813919767
318 => 0.010878540857619
319 => 0.011233873077747
320 => 0.011235015528938
321 => 0.011193227503233
322 => 0.01117612874345
323 => 0.011219005793733
324 => 0.011242264834602
325 => 0.011380921352909
326 => 0.011529705321371
327 => 0.012224015182654
328 => 0.012029055751932
329 => 0.01264508876554
330 => 0.013132290897429
331 => 0.013278381514016
401 => 0.013143985020851
402 => 0.01268422187769
403 => 0.012661663704471
404 => 0.013348743947345
405 => 0.013154612308464
406 => 0.013131520967741
407 => 0.012885868115883
408 => 0.013031079376029
409 => 0.012999319543314
410 => 0.01294918509363
411 => 0.013226238062484
412 => 0.013744856487489
413 => 0.01366402494238
414 => 0.013603687943623
415 => 0.013339308778905
416 => 0.013498524087289
417 => 0.013441830565542
418 => 0.013685421913566
419 => 0.013541123795206
420 => 0.013153141570366
421 => 0.013214929018478
422 => 0.013205589969995
423 => 0.013397786926003
424 => 0.013340094170431
425 => 0.013194324533534
426 => 0.013743083906094
427 => 0.0137074505248
428 => 0.01375797051255
429 => 0.01378021097354
430 => 0.014114231133392
501 => 0.014251068505431
502 => 0.014282132984559
503 => 0.014412117904613
504 => 0.014278898841334
505 => 0.014811870078033
506 => 0.015166264850704
507 => 0.015577912616149
508 => 0.016179440641953
509 => 0.0164056207441
510 => 0.016364763333107
511 => 0.016820835017127
512 => 0.017640385695407
513 => 0.016530417957038
514 => 0.017699216680753
515 => 0.017329188499255
516 => 0.016451858337446
517 => 0.016395368618069
518 => 0.016989506789658
519 => 0.018307248070564
520 => 0.017977168825395
521 => 0.018307787961962
522 => 0.017922103177287
523 => 0.017902950676922
524 => 0.018289056112835
525 => 0.019191212509357
526 => 0.018762631822196
527 => 0.018148156314855
528 => 0.018601875467178
529 => 0.01820882194771
530 => 0.017323162359598
531 => 0.017976916420017
601 => 0.017539769697658
602 => 0.017667352351241
603 => 0.018586169740971
604 => 0.018475615201749
605 => 0.018618683012577
606 => 0.018366172071203
607 => 0.018130287034639
608 => 0.01768999009684
609 => 0.017559639879934
610 => 0.017595663990377
611 => 0.017559622028174
612 => 0.017313279938013
613 => 0.017260082387097
614 => 0.017171417471599
615 => 0.017198898436406
616 => 0.017032182455434
617 => 0.017346809956808
618 => 0.017405207593551
619 => 0.017634167251294
620 => 0.017657938602506
621 => 0.018295587990284
622 => 0.017944381422759
623 => 0.018180001109971
624 => 0.018158925067408
625 => 0.01647087274235
626 => 0.016703471458931
627 => 0.017065322068434
628 => 0.01690230885933
629 => 0.016671846320873
630 => 0.01648573546445
701 => 0.016203758486157
702 => 0.016600635668216
703 => 0.017122486959441
704 => 0.017671173612437
705 => 0.018330384674637
706 => 0.018183256439617
707 => 0.017658850120167
708 => 0.017682374604578
709 => 0.017827793710667
710 => 0.017639462755563
711 => 0.017583920280246
712 => 0.017820163027471
713 => 0.017821789901434
714 => 0.017605092377031
715 => 0.017364272733886
716 => 0.017363263690788
717 => 0.017320412161332
718 => 0.017929726369182
719 => 0.018264787574885
720 => 0.018303201802141
721 => 0.018262201991322
722 => 0.018277981191282
723 => 0.018083016458253
724 => 0.018528648022961
725 => 0.01893760361513
726 => 0.018827994780367
727 => 0.018663675555243
728 => 0.018532787377745
729 => 0.018797161685435
730 => 0.018785389513677
731 => 0.018934031744798
801 => 0.018927288474595
802 => 0.018877305682986
803 => 0.01882799656541
804 => 0.01902350164295
805 => 0.018967199320334
806 => 0.01891080954466
807 => 0.018797711216702
808 => 0.018813083157836
809 => 0.018648792304743
810 => 0.018572783838664
811 => 0.017429798878648
812 => 0.017124355949221
813 => 0.017220454512683
814 => 0.017252092654973
815 => 0.01711916350065
816 => 0.01730974976125
817 => 0.017280047094417
818 => 0.017395602795588
819 => 0.017323408610341
820 => 0.017326371484886
821 => 0.017538679190273
822 => 0.017600313020369
823 => 0.017568965556936
824 => 0.017590920245796
825 => 0.018096856784079
826 => 0.018024928787275
827 => 0.017986718472551
828 => 0.017997302990863
829 => 0.018126580623796
830 => 0.01816277130272
831 => 0.018009428853045
901 => 0.018081746038774
902 => 0.018389663437191
903 => 0.018497417100022
904 => 0.018841315067085
905 => 0.018695221098378
906 => 0.018963382900739
907 => 0.019787620858102
908 => 0.020446079171372
909 => 0.019840533694548
910 => 0.021049708532708
911 => 0.021991224590044
912 => 0.021955087635586
913 => 0.021790912533331
914 => 0.020719021533553
915 => 0.019732651454563
916 => 0.020557791909124
917 => 0.020559895361835
918 => 0.020489015065007
919 => 0.020048783628911
920 => 0.020473695965288
921 => 0.020507423963494
922 => 0.020488545253497
923 => 0.020151020843619
924 => 0.019635683454674
925 => 0.01973637914693
926 => 0.019901320744983
927 => 0.019589051889447
928 => 0.019489263069066
929 => 0.019674789471754
930 => 0.020272594197176
1001 => 0.020159582676682
1002 => 0.020156631489166
1003 => 0.020640142698182
1004 => 0.020294053020777
1005 => 0.019737649242082
1006 => 0.019597149949897
1007 => 0.019098472114306
1008 => 0.019442910671578
1009 => 0.019455306402063
1010 => 0.019266660924321
1011 => 0.019752956782916
1012 => 0.019748475480968
1013 => 0.020210141023118
1014 => 0.021092672146048
1015 => 0.020831664266279
1016 => 0.020528140499683
1017 => 0.020561141948913
1018 => 0.02092308639245
1019 => 0.0207042465195
1020 => 0.020782942863618
1021 => 0.020922967276108
1022 => 0.021007447480773
1023 => 0.020548986547538
1024 => 0.02044209737328
1025 => 0.020223439635749
1026 => 0.020166395913468
1027 => 0.020344488078243
1028 => 0.020297567084914
1029 => 0.019454264588914
1030 => 0.019366134785991
1031 => 0.019368837601227
1101 => 0.019147231021434
1102 => 0.018809227795576
1103 => 0.019697480092006
1104 => 0.01962614100152
1105 => 0.01954738816683
1106 => 0.019557034939722
1107 => 0.019942595155938
1108 => 0.019718950759275
1109 => 0.0203135460424
1110 => 0.02019131512736
1111 => 0.020065949450568
1112 => 0.020048620095304
1113 => 0.020000365005436
1114 => 0.019834880347351
1115 => 0.019635047678628
1116 => 0.019503100841527
1117 => 0.017990579596299
1118 => 0.018271294741482
1119 => 0.018594231928024
1120 => 0.018705708550729
1121 => 0.018515020073645
1122 => 0.019842409890686
1123 => 0.020084936801307
1124 => 0.019350306969399
1125 => 0.019212887722588
1126 => 0.01985141907363
1127 => 0.019466306611669
1128 => 0.019639722729709
1129 => 0.019264891936051
1130 => 0.020026519170555
1201 => 0.020020716847103
1202 => 0.019724426650749
1203 => 0.0199748490958
1204 => 0.019931332033378
1205 => 0.019596821131426
1206 => 0.020037123762803
1207 => 0.020037342147415
1208 => 0.019752169275329
1209 => 0.019419149793102
1210 => 0.019359613775249
1211 => 0.019314761383335
1212 => 0.0196286917908
1213 => 0.019910160812498
1214 => 0.020433904879789
1215 => 0.020565586582158
1216 => 0.021079549033053
1217 => 0.020773509417923
1218 => 0.020909172815433
1219 => 0.02105645462419
1220 => 0.021127066939418
1221 => 0.021012007961021
1222 => 0.021810403202644
1223 => 0.021877812223235
1224 => 0.021900413884754
1225 => 0.021631199501398
1226 => 0.021870324884229
1227 => 0.021758446036603
1228 => 0.022049523717287
1229 => 0.022095168414285
1230 => 0.022056508979785
1231 => 0.022070997327064
]
'min_raw' => 0.0098973642264106
'max_raw' => 0.022095168414285
'avg_raw' => 0.015996266320348
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.009897'
'max' => '$0.022095'
'avg' => '$0.015996'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.0015261534821054
'max_diff' => -0.002108463697686
'year' => 2031
]
6 => [
'items' => [
101 => 0.021389707834911
102 => 0.021354379380654
103 => 0.020872673400073
104 => 0.021068972147751
105 => 0.020702001047811
106 => 0.020818371363823
107 => 0.020869666290304
108 => 0.020842872731672
109 => 0.02108007058442
110 => 0.020878403953264
111 => 0.020346172556581
112 => 0.019813796153809
113 => 0.019807112601737
114 => 0.019666947292111
115 => 0.019565633445808
116 => 0.019585150086908
117 => 0.019653929275739
118 => 0.01956163587432
119 => 0.019581331350907
120 => 0.019908407492524
121 => 0.019974000280125
122 => 0.0197510903591
123 => 0.018856074860438
124 => 0.018636435812089
125 => 0.01879430800441
126 => 0.018718855264752
127 => 0.015107577145408
128 => 0.015955993372703
129 => 0.015451893259937
130 => 0.01568420578443
131 => 0.015169650105388
201 => 0.015415223045601
202 => 0.015369874690431
203 => 0.01673410287746
204 => 0.016712802330754
205 => 0.016722997775262
206 => 0.016236342644792
207 => 0.017011597481757
208 => 0.017393515891708
209 => 0.017322832958455
210 => 0.017340622329951
211 => 0.017034941988648
212 => 0.01672595742915
213 => 0.016383246000283
214 => 0.017019961474704
215 => 0.016949169583044
216 => 0.017111540712394
217 => 0.017524496210918
218 => 0.017585305476741
219 => 0.017667033746674
220 => 0.017637739979717
221 => 0.01833563635427
222 => 0.018251116498443
223 => 0.018454785032964
224 => 0.018035823405086
225 => 0.017561728554939
226 => 0.017651838486624
227 => 0.017643160175584
228 => 0.017532675315549
229 => 0.017432934524022
301 => 0.017266894207922
302 => 0.017792270337405
303 => 0.017770941025997
304 => 0.018116237785073
305 => 0.018055203228872
306 => 0.017647599524877
307 => 0.017662157170906
308 => 0.017760064336616
309 => 0.018098922155023
310 => 0.018199518226726
311 => 0.018152918118253
312 => 0.01826321711849
313 => 0.018350392951025
314 => 0.018274165060874
315 => 0.019353391235021
316 => 0.018905221284129
317 => 0.019123656199847
318 => 0.019175751640153
319 => 0.019042310265259
320 => 0.019071248921296
321 => 0.019115083099881
322 => 0.019381235648633
323 => 0.020079696948419
324 => 0.020389040703508
325 => 0.021319716653444
326 => 0.020363354010921
327 => 0.020306607409535
328 => 0.02047425025184
329 => 0.021020655556507
330 => 0.021463465734699
331 => 0.021610371417137
401 => 0.02162978742822
402 => 0.021905392254579
403 => 0.022063363801322
404 => 0.021871926579532
405 => 0.021709703578378
406 => 0.021128640924103
407 => 0.021195900508516
408 => 0.021659252347004
409 => 0.022313764110155
410 => 0.022875403293281
411 => 0.022678736826452
412 => 0.02417916314347
413 => 0.02432792428411
414 => 0.024307370304497
415 => 0.024646270321502
416 => 0.023973622803536
417 => 0.023686052957673
418 => 0.021744778032537
419 => 0.022290197102925
420 => 0.023082995753073
421 => 0.022978065878884
422 => 0.022402314307577
423 => 0.022874966534086
424 => 0.0227186929268
425 => 0.022595433448937
426 => 0.023160109012056
427 => 0.022539225034812
428 => 0.023076801960449
429 => 0.022387353992799
430 => 0.022679635182307
501 => 0.022513722243092
502 => 0.022621088248289
503 => 0.021993428775754
504 => 0.022332098591561
505 => 0.021979338997973
506 => 0.021979171743995
507 => 0.021971384556415
508 => 0.022386404653896
509 => 0.022399938444375
510 => 0.022093237965276
511 => 0.022049037634676
512 => 0.022212469423236
513 => 0.022021133601686
514 => 0.022110658428336
515 => 0.022023845217485
516 => 0.022004301735156
517 => 0.021848575942913
518 => 0.021781484989844
519 => 0.021807793081263
520 => 0.0217179900025
521 => 0.021663880399225
522 => 0.021960620794405
523 => 0.021802084371734
524 => 0.021936322813898
525 => 0.02178334116681
526 => 0.021253040127071
527 => 0.020948058391285
528 => 0.01994636888615
529 => 0.020230446787214
530 => 0.02041879072952
531 => 0.020356543057712
601 => 0.020490275143407
602 => 0.020498485207342
603 => 0.020455007543045
604 => 0.020404665977623
605 => 0.020380162487639
606 => 0.020562791426649
607 => 0.020668813672752
608 => 0.020437693563847
609 => 0.020383545356045
610 => 0.020617220546638
611 => 0.02075976227791
612 => 0.021812210334344
613 => 0.021734241582961
614 => 0.021929927848337
615 => 0.021907896577906
616 => 0.022113006959288
617 => 0.022448275746732
618 => 0.021766580559231
619 => 0.021884899272535
620 => 0.021855890256411
621 => 0.022172603087881
622 => 0.02217359183077
623 => 0.021983706667325
624 => 0.022086646494964
625 => 0.022029188307182
626 => 0.022133023018443
627 => 0.02173320026275
628 => 0.022220141220985
629 => 0.022496205366521
630 => 0.02250003851745
701 => 0.022630890731454
702 => 0.022763844159331
703 => 0.023019036686337
704 => 0.022756726978258
705 => 0.02228485734876
706 => 0.02231892481188
707 => 0.022042267820755
708 => 0.022046918474758
709 => 0.022022092919212
710 => 0.022096596280187
711 => 0.021749549560797
712 => 0.021831000732171
713 => 0.02171696861527
714 => 0.021884651388983
715 => 0.021704252443423
716 => 0.021855876267385
717 => 0.021921312083397
718 => 0.022162771653216
719 => 0.021668588668636
720 => 0.020660916109833
721 => 0.020872741098542
722 => 0.020559435301747
723 => 0.02058843294608
724 => 0.020647012802573
725 => 0.020457136321543
726 => 0.020493358770428
727 => 0.020492064649661
728 => 0.020480912616026
729 => 0.020431518409932
730 => 0.020359887038751
731 => 0.020645244374564
801 => 0.020693732146471
802 => 0.020801514457057
803 => 0.021122201503921
804 => 0.021090157305618
805 => 0.021142422722551
806 => 0.021028327610844
807 => 0.02059372549108
808 => 0.020617326477117
809 => 0.020323021803054
810 => 0.020793988424854
811 => 0.020682457312356
812 => 0.020610552478576
813 => 0.020590932578486
814 => 0.02091241454651
815 => 0.021008606989956
816 => 0.020948666314435
817 => 0.020825726240194
818 => 0.021061807526708
819 => 0.021124972919509
820 => 0.021139113321507
821 => 0.021557404097112
822 => 0.021162491129233
823 => 0.021257550605699
824 => 0.021999177505162
825 => 0.021326624244865
826 => 0.021682890706572
827 => 0.021665453317193
828 => 0.021847707183602
829 => 0.021650503180555
830 => 0.02165294776052
831 => 0.021814776846945
901 => 0.02158751708109
902 => 0.021531244367103
903 => 0.021453504015763
904 => 0.021623247228841
905 => 0.021725000608255
906 => 0.022545058116715
907 => 0.023074852666346
908 => 0.023051852887713
909 => 0.023262027810639
910 => 0.023167342082879
911 => 0.02286157689111
912 => 0.023383480789367
913 => 0.023218328558572
914 => 0.023231943507819
915 => 0.023231436758728
916 => 0.023341248554348
917 => 0.023263436833048
918 => 0.023110061943156
919 => 0.023211879352773
920 => 0.023514240658944
921 => 0.024452779430879
922 => 0.024977998161639
923 => 0.024421160603803
924 => 0.024805259694846
925 => 0.02457493710872
926 => 0.024533080643318
927 => 0.024774323257193
928 => 0.025015988134328
929 => 0.0250005951264
930 => 0.024825158835229
1001 => 0.024726059325877
1002 => 0.025476474011459
1003 => 0.026029366768814
1004 => 0.025991663189403
1005 => 0.026158074527065
1006 => 0.026646663361349
1007 => 0.026691333801161
1008 => 0.026685706352483
1009 => 0.02657498600653
1010 => 0.02705606516516
1011 => 0.027457389863072
1012 => 0.02654935744546
1013 => 0.02689512430307
1014 => 0.027050350185363
1015 => 0.027278267834013
1016 => 0.02766280311072
1017 => 0.028080510414168
1018 => 0.028139578806803
1019 => 0.028097666955546
1020 => 0.027822177760347
1021 => 0.028279238076064
1022 => 0.028546973289628
1023 => 0.028706403482294
1024 => 0.029110691924241
1025 => 0.027051308807567
1026 => 0.025593575079603
1027 => 0.025365928908051
1028 => 0.025828856349645
1029 => 0.025950926624217
1030 => 0.0259017202496
1031 => 0.024260908407425
1101 => 0.025357290373276
1102 => 0.026536905182118
1103 => 0.026582218991058
1104 => 0.027172758828947
1105 => 0.02736506280721
1106 => 0.027840524780536
1107 => 0.02781078450465
1108 => 0.027926551928903
1109 => 0.02789993900288
1110 => 0.028780632188136
1111 => 0.029752167555678
1112 => 0.029718526375194
1113 => 0.029578856671425
1114 => 0.029786289998745
1115 => 0.030789018614105
1116 => 0.030696703431602
1117 => 0.030786379768015
1118 => 0.031968653316834
1119 => 0.033505777106749
1120 => 0.032791628781628
1121 => 0.034341125156495
1122 => 0.035316450989201
1123 => 0.037003176166292
1124 => 0.036791989866823
1125 => 0.037448619600504
1126 => 0.036413922314864
1127 => 0.034038048200213
1128 => 0.033662057027089
1129 => 0.034414800877296
1130 => 0.036265348181362
1201 => 0.034356520557153
1202 => 0.034742673899468
1203 => 0.034631461710903
1204 => 0.034625535685996
1205 => 0.03485170795382
1206 => 0.034523633282989
1207 => 0.033186998054517
1208 => 0.033799570102885
1209 => 0.033563026616884
1210 => 0.033825489250087
1211 => 0.035241891833659
1212 => 0.034615666488641
1213 => 0.033955988958081
1214 => 0.034783370975567
1215 => 0.035836912603133
1216 => 0.035770983861476
1217 => 0.035643054546586
1218 => 0.036364185396461
1219 => 0.037555282288941
1220 => 0.037877230992763
1221 => 0.038114886943974
1222 => 0.038147655684415
1223 => 0.038485194076623
1224 => 0.036670165071093
1225 => 0.03955066271612
1226 => 0.040048045087275
1227 => 0.039954557815885
1228 => 0.040507377388374
1229 => 0.040344723846469
1230 => 0.040109064383807
1231 => 0.040985400994297
]
'min_raw' => 0.015107577145408
'max_raw' => 0.040985400994297
'avg_raw' => 0.028046489069852
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.0151075'
'max' => '$0.040985'
'avg' => '$0.028046'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.0052102129189976
'max_diff' => 0.018890232580012
'year' => 2032
]
7 => [
'items' => [
101 => 0.039980751787088
102 => 0.038554778719274
103 => 0.037772461691721
104 => 0.038802679861317
105 => 0.039431798147829
106 => 0.039847605315776
107 => 0.039973428313559
108 => 0.036811060606068
109 => 0.035106719804683
110 => 0.036199182718064
111 => 0.03753206287015
112 => 0.03666276085455
113 => 0.036696835847755
114 => 0.035457439622059
115 => 0.037641721934906
116 => 0.03732349037463
117 => 0.038974476272283
118 => 0.038580455237818
119 => 0.039926770146451
120 => 0.039572240311082
121 => 0.041043873836203
122 => 0.04163094829226
123 => 0.042616737674824
124 => 0.043341888357523
125 => 0.043767710708325
126 => 0.043742145931603
127 => 0.045429466229336
128 => 0.044434512400244
129 => 0.043184615898291
130 => 0.043162009213944
131 => 0.043809348323475
201 => 0.045165993508242
202 => 0.045517751866268
203 => 0.045714336800646
204 => 0.045413260130475
205 => 0.044333309057978
206 => 0.043866991660351
207 => 0.044264307593645
208 => 0.043778424348973
209 => 0.044617195144037
210 => 0.045769006597433
211 => 0.045531162087063
212 => 0.046326240625589
213 => 0.047149063268262
214 => 0.048325736602561
215 => 0.048633362584234
216 => 0.049141856633972
217 => 0.049665264042746
218 => 0.049833368396219
219 => 0.050154331766716
220 => 0.050152640131321
221 => 0.051119884851642
222 => 0.05218678573123
223 => 0.052589516114463
224 => 0.053515572424023
225 => 0.051929733446785
226 => 0.053132610527825
227 => 0.05421763576489
228 => 0.052924023946922
301 => 0.054706966465095
302 => 0.054776194082841
303 => 0.055821448919992
304 => 0.054761882895942
305 => 0.054132715973116
306 => 0.055949097304739
307 => 0.056827987015635
308 => 0.056563258282072
309 => 0.054548659548382
310 => 0.05337607667517
311 => 0.05030720112163
312 => 0.053942416780356
313 => 0.055713024287027
314 => 0.054544074102687
315 => 0.055133624581896
316 => 0.058350020834079
317 => 0.059574616280675
318 => 0.059319908988352
319 => 0.059362950327915
320 => 0.060023719802919
321 => 0.062953935547482
322 => 0.06119808235147
323 => 0.062540366329257
324 => 0.06325230891111
325 => 0.063913600858126
326 => 0.06228967683972
327 => 0.060176975551956
328 => 0.059507794368955
329 => 0.054427845044344
330 => 0.054163411620897
331 => 0.054014977127163
401 => 0.053079118640646
402 => 0.052343790223457
403 => 0.051759029765115
404 => 0.050224443698171
405 => 0.050742321447518
406 => 0.048296511549813
407 => 0.049861254048184
408 => 0.045957682395302
409 => 0.04920869286308
410 => 0.047439315670776
411 => 0.048627404868161
412 => 0.048623259736876
413 => 0.046435610840467
414 => 0.045173820612086
415 => 0.045977882455221
416 => 0.04683990057757
417 => 0.046979760117744
418 => 0.048097389114345
419 => 0.048409295343941
420 => 0.047464204906755
421 => 0.045876789549313
422 => 0.046245509931757
423 => 0.045166348505304
424 => 0.043275159614791
425 => 0.044633444492948
426 => 0.045097222669921
427 => 0.045302053533732
428 => 0.043442286464424
429 => 0.04285790727374
430 => 0.042546788696036
501 => 0.04563671697462
502 => 0.045805990220839
503 => 0.044939964360355
504 => 0.048854483369685
505 => 0.047968507157442
506 => 0.04895835965596
507 => 0.046212052421794
508 => 0.046316965056533
509 => 0.045016819200353
510 => 0.045744814004036
511 => 0.045230290741161
512 => 0.045685999218083
513 => 0.045959149000194
514 => 0.047259081515232
515 => 0.049223536004292
516 => 0.047064914946415
517 => 0.046124372839475
518 => 0.046707879872811
519 => 0.048261835996242
520 => 0.05061615906879
521 => 0.049222352424674
522 => 0.049840900144961
523 => 0.049976025304571
524 => 0.048948283886727
525 => 0.050654053360822
526 => 0.051568189079635
527 => 0.052505903173405
528 => 0.053320094046872
529 => 0.052131359543578
530 => 0.0534034758605
531 => 0.05237837466782
601 => 0.051458752924973
602 => 0.051460147611553
603 => 0.050883255458735
604 => 0.049765454219561
605 => 0.04955931452091
606 => 0.050631679265869
607 => 0.051491614238007
608 => 0.051562442601123
609 => 0.052038546786753
610 => 0.052320300339546
611 => 0.055081868182295
612 => 0.056192593613536
613 => 0.057550767645901
614 => 0.058079852974001
615 => 0.059672210123996
616 => 0.058386252400451
617 => 0.058108027357908
618 => 0.054245489768077
619 => 0.054877980082028
620 => 0.055890658100902
621 => 0.054262188455615
622 => 0.055295077623507
623 => 0.055498991824833
624 => 0.05420685368021
625 => 0.054897040493247
626 => 0.05306410894395
627 => 0.049263488903242
628 => 0.050658284537392
629 => 0.051685323607259
630 => 0.050219612221554
701 => 0.052846843149567
702 => 0.051312069078476
703 => 0.050825619380089
704 => 0.048927805674838
705 => 0.049823500690168
706 => 0.051034941023518
707 => 0.050286411742563
708 => 0.051839722392783
709 => 0.054039624526313
710 => 0.055607405793104
711 => 0.055727760571551
712 => 0.054719782250191
713 => 0.056335073943001
714 => 0.056346839579529
715 => 0.054524783951379
716 => 0.053408785024386
717 => 0.053155227720091
718 => 0.053788663579057
719 => 0.054557771650552
720 => 0.055770440716799
721 => 0.056503231235946
722 => 0.058413960267822
723 => 0.058930948758954
724 => 0.05949896236959
725 => 0.060258003722311
726 => 0.06116942748046
727 => 0.059175284185013
728 => 0.059254515215689
729 => 0.057397596589762
730 => 0.055413212728891
731 => 0.056919112722352
801 => 0.058887876642321
802 => 0.058436240023789
803 => 0.058385421678105
804 => 0.058470884039712
805 => 0.058130364778412
806 => 0.056590208779785
807 => 0.055816752079161
808 => 0.056814708552815
809 => 0.057345078004629
810 => 0.058167634771316
811 => 0.058066237287755
812 => 0.060185055182593
813 => 0.0610083637468
814 => 0.060797726184716
815 => 0.060836488565415
816 => 0.062327049394569
817 => 0.063984859593803
818 => 0.065537617612708
819 => 0.067117149762048
820 => 0.06521296210583
821 => 0.06424613304797
822 => 0.065243653845046
823 => 0.064714355268996
824 => 0.067755861887137
825 => 0.067966449206314
826 => 0.071007735888908
827 => 0.073894279100371
828 => 0.072081293027044
829 => 0.073790857235505
830 => 0.075639890309771
831 => 0.079206975104833
901 => 0.078005706437412
902 => 0.077085553464448
903 => 0.076216013351143
904 => 0.078025388291325
905 => 0.080353120246397
906 => 0.080854491414781
907 => 0.081666904246089
908 => 0.080812751491083
909 => 0.081841484402648
910 => 0.085473363628618
911 => 0.084491997802276
912 => 0.083098300566442
913 => 0.085965320405956
914 => 0.087002883740619
915 => 0.094285046599422
916 => 0.1034790780198
917 => 0.0996726886405
918 => 0.097309939921349
919 => 0.097865241915498
920 => 0.10122259095262
921 => 0.10230086490641
922 => 0.099369744596683
923 => 0.10040506584253
924 => 0.10610978769767
925 => 0.10917018794356
926 => 0.10501375334305
927 => 0.093546315126823
928 => 0.082972813379126
929 => 0.085777382173605
930 => 0.085459431108213
1001 => 0.091588443063016
1002 => 0.084468592551877
1003 => 0.08458847257461
1004 => 0.090844226005902
1005 => 0.089175298241198
1006 => 0.086471849002496
1007 => 0.082992551550385
1008 => 0.076560748414095
1009 => 0.070863921012184
1010 => 0.082036711448329
1011 => 0.081554920408321
1012 => 0.080857215584958
1013 => 0.082409882169805
1014 => 0.089949190373722
1015 => 0.089775384917263
1016 => 0.088669723279591
1017 => 0.089508357886911
1018 => 0.086324832301094
1019 => 0.087145299332089
1020 => 0.082971138482428
1021 => 0.084858033514831
1022 => 0.086466048614611
1023 => 0.086788881452962
1024 => 0.087516240322021
1025 => 0.081301038422991
1026 => 0.084091481606915
1027 => 0.085730605548302
1028 => 0.078324983949275
1029 => 0.085584220220178
1030 => 0.081192845585505
1031 => 0.079702347078264
1101 => 0.081709106960018
1102 => 0.08092707068246
1103 => 0.080254721813727
1104 => 0.079879539592554
1105 => 0.081353082571709
1106 => 0.081284340030467
1107 => 0.078873337714202
1108 => 0.075728283477662
1109 => 0.076783866912331
1110 => 0.076400363554368
1111 => 0.075010497912194
1112 => 0.075947099542002
1113 => 0.071822779967565
1114 => 0.064727102503222
1115 => 0.069414724382646
1116 => 0.069234256039439
1117 => 0.069143255717207
1118 => 0.072665874003241
1119 => 0.07232725553567
1120 => 0.071712659701267
1121 => 0.074999210377723
1122 => 0.073799575170472
1123 => 0.077496568209618
1124 => 0.079931646931717
1125 => 0.079314032201248
1126 => 0.081604235509139
1127 => 0.076808185422687
1128 => 0.078401240877275
1129 => 0.078729567398586
1130 => 0.074958654852534
1201 => 0.07238265770473
1202 => 0.072210868063488
1203 => 0.067744444003469
1204 => 0.070130371684616
1205 => 0.072229889307629
1206 => 0.071224383295355
1207 => 0.070906070130507
1208 => 0.072532263056015
1209 => 0.072658632173727
1210 => 0.069777402897884
1211 => 0.070376501700996
1212 => 0.072874843301865
1213 => 0.070313549902739
1214 => 0.065337375213138
1215 => 0.064103215089119
1216 => 0.063938555378491
1217 => 0.060591415239678
1218 => 0.064185687569972
1219 => 0.062616691377289
1220 => 0.067573131550514
1221 => 0.06474203950549
1222 => 0.064619996785861
1223 => 0.064435511315367
1224 => 0.061554489529273
1225 => 0.062185250201941
1226 => 0.064281994745454
1227 => 0.065030136820097
1228 => 0.064952099472365
1229 => 0.064271719553316
1230 => 0.064583193996147
1231 => 0.063579826290897
]
'min_raw' => 0.035106719804683
'max_raw' => 0.10917018794356
'avg_raw' => 0.072138453874121
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.0351067'
'max' => '$0.10917'
'avg' => '$0.072138'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.019999142659275
'max_diff' => 0.068184786949263
'year' => 2033
]
8 => [
'items' => [
101 => 0.06322551627088
102 => 0.062107216387058
103 => 0.060463624496068
104 => 0.060692176029245
105 => 0.057435790423981
106 => 0.055661538716768
107 => 0.055170449228473
108 => 0.054513743840682
109 => 0.05524462584945
110 => 0.057426565492704
111 => 0.054794683358621
112 => 0.050282506044803
113 => 0.050553695589739
114 => 0.051162977980313
115 => 0.050027584276285
116 => 0.048953029421793
117 => 0.049887267686383
118 => 0.047975398675535
119 => 0.051394018216212
120 => 0.051301554138207
121 => 0.052575804096957
122 => 0.053372618746405
123 => 0.051536218951234
124 => 0.051074369368901
125 => 0.051337459880891
126 => 0.046989159759058
127 => 0.052220455208812
128 => 0.052265695669096
129 => 0.051878319381866
130 => 0.054663822710733
131 => 0.060542103554918
201 => 0.058330457848037
202 => 0.057474041782987
203 => 0.055845994217291
204 => 0.058015270934682
205 => 0.057848704328774
206 => 0.057095426968352
207 => 0.056639842470401
208 => 0.05747927087686
209 => 0.056535828001298
210 => 0.05636635973677
211 => 0.055339566437024
212 => 0.054973047945133
213 => 0.054701692245259
214 => 0.054402956282558
215 => 0.055061893375913
216 => 0.053568655231976
217 => 0.051767956414327
218 => 0.051618247791471
219 => 0.052031606461694
220 => 0.051848726021054
221 => 0.051617372230281
222 => 0.051175654838238
223 => 0.051044606723818
224 => 0.051470449520177
225 => 0.050989697831265
226 => 0.051699073136154
227 => 0.05150616230475
228 => 0.050428578082175
301 => 0.049085509168069
302 => 0.049073553037551
303 => 0.048784191043081
304 => 0.048415645037257
305 => 0.048313123969627
306 => 0.049808588745542
307 => 0.05290415607619
308 => 0.052296422138536
309 => 0.05273557219157
310 => 0.054895755809717
311 => 0.055582413222938
312 => 0.055095040055406
313 => 0.05442789360382
314 => 0.054457244661864
315 => 0.056737086045898
316 => 0.05687927695651
317 => 0.0572385475151
318 => 0.057700311712735
319 => 0.055173680494988
320 => 0.054338240558725
321 => 0.05394236276848
322 => 0.052723212398512
323 => 0.054037961550469
324 => 0.053271913522796
325 => 0.053375279573656
326 => 0.05330796229743
327 => 0.053344722082224
328 => 0.051393062642379
329 => 0.052104144766058
330 => 0.050921832818795
331 => 0.049338849842154
401 => 0.049333543128151
402 => 0.049720975969074
403 => 0.049490515755044
404 => 0.048870353244766
405 => 0.048958444402266
406 => 0.048186673168689
407 => 0.049052151403392
408 => 0.049076970222333
409 => 0.048743713959055
410 => 0.050077102592595
411 => 0.050623393003698
412 => 0.050404036592167
413 => 0.050608002373106
414 => 0.052321676227399
415 => 0.052601079838481
416 => 0.052725172466157
417 => 0.052558904784194
418 => 0.050639325185327
419 => 0.050724466703219
420 => 0.050099754737209
421 => 0.049571938956455
422 => 0.049593048819656
423 => 0.049864414742212
424 => 0.051049485641415
425 => 0.053543397485043
426 => 0.053638039616483
427 => 0.053752748640693
428 => 0.053286169391092
429 => 0.05314544462485
430 => 0.053331096915667
501 => 0.054267679080478
502 => 0.05667682268795
503 => 0.055825270435778
504 => 0.055132945199562
505 => 0.055740301081267
506 => 0.055646803403891
507 => 0.054857588914103
508 => 0.054835438291935
509 => 0.053320683358896
510 => 0.052760712949453
511 => 0.052292759762263
512 => 0.051781767098079
513 => 0.051478833518122
514 => 0.051944277177786
515 => 0.052050729649719
516 => 0.0510330289533
517 => 0.050894320108911
518 => 0.051725396466202
519 => 0.051359670747008
520 => 0.051735828718761
521 => 0.051823100594831
522 => 0.051809047812742
523 => 0.051427188158572
524 => 0.051670574114921
525 => 0.051094893771309
526 => 0.050468927862023
527 => 0.050069600610953
528 => 0.049721134621321
529 => 0.049914483805331
530 => 0.049225229268501
531 => 0.049004722870216
601 => 0.051588120429267
602 => 0.053496503982342
603 => 0.053468755329678
604 => 0.053299842542956
605 => 0.053048872404596
606 => 0.054249319051661
607 => 0.053831107443512
608 => 0.054135391331189
609 => 0.054212844351358
610 => 0.05444727131605
611 => 0.05453105880625
612 => 0.054277794816714
613 => 0.053427809934242
614 => 0.051309728421258
615 => 0.050323755759312
616 => 0.049998368358196
617 => 0.050010195572228
618 => 0.04968394821022
619 => 0.049780042679712
620 => 0.049650530475319
621 => 0.049405265692565
622 => 0.049899339396134
623 => 0.049956276787855
624 => 0.049840954081701
625 => 0.049868116753743
626 => 0.04891329400176
627 => 0.048985887101827
628 => 0.048581679495967
629 => 0.048505895442664
630 => 0.047484093813433
701 => 0.045673824114736
702 => 0.046676889254945
703 => 0.045465327617874
704 => 0.045006490867761
705 => 0.047178552679043
706 => 0.046960537916807
707 => 0.046587391412598
708 => 0.046035429962328
709 => 0.045830702091286
710 => 0.044586840355808
711 => 0.044513346368732
712 => 0.045129837831927
713 => 0.044845348233839
714 => 0.044445817093486
715 => 0.042998755802952
716 => 0.041371779806864
717 => 0.04142088798538
718 => 0.041938398778771
719 => 0.043443131206394
720 => 0.042855206214787
721 => 0.042428659887713
722 => 0.042348780582588
723 => 0.043348637324884
724 => 0.044763644091697
725 => 0.045427533607694
726 => 0.044769639259965
727 => 0.044013885656842
728 => 0.044059884876839
729 => 0.044365897079466
730 => 0.044398054635183
731 => 0.043906136732276
801 => 0.044044608740518
802 => 0.043834257097852
803 => 0.042543329455085
804 => 0.042519980667603
805 => 0.042203166205048
806 => 0.042193573189032
807 => 0.041654592755154
808 => 0.041579185666659
809 => 0.040509007301421
810 => 0.041213401942219
811 => 0.04074093099955
812 => 0.040028805844319
813 => 0.039906035199141
814 => 0.039902344565297
815 => 0.040633537871448
816 => 0.041204857522715
817 => 0.04074914983388
818 => 0.040645394026655
819 => 0.041753234600494
820 => 0.041612251789282
821 => 0.041490161584014
822 => 0.044636945755659
823 => 0.042146020537171
824 => 0.041059834964869
825 => 0.0397154740581
826 => 0.040153204748201
827 => 0.040245441036206
828 => 0.037012495394694
829 => 0.03570088975057
830 => 0.035250796120323
831 => 0.034991760872726
901 => 0.035109806487816
902 => 0.033929207572107
903 => 0.034722589568767
904 => 0.033700290701305
905 => 0.033528898969327
906 => 0.035356895982877
907 => 0.035611251088309
908 => 0.034526093186599
909 => 0.035222940230603
910 => 0.034970253805549
911 => 0.033717815081212
912 => 0.033669981134258
913 => 0.033041551407736
914 => 0.032058180573701
915 => 0.031608753715186
916 => 0.031374688305168
917 => 0.031471268255185
918 => 0.031422434477061
919 => 0.031103761042362
920 => 0.031440700465312
921 => 0.030579959472656
922 => 0.030237205473919
923 => 0.030082391444522
924 => 0.029318434271136
925 => 0.030534229867289
926 => 0.030773756915921
927 => 0.031013755906832
928 => 0.033102783268442
929 => 0.032998421364986
930 => 0.03394180214592
1001 => 0.033905144103539
1002 => 0.033636076623062
1003 => 0.032500925182378
1004 => 0.032953376314506
1005 => 0.031560802056334
1006 => 0.032604213376401
1007 => 0.032128044023821
1008 => 0.032443220039311
1009 => 0.031876505145185
1010 => 0.032190148566678
1011 => 0.030830557665019
1012 => 0.02956099081101
1013 => 0.03007190157403
1014 => 0.030627320003166
1015 => 0.031831608675516
1016 => 0.03111434427743
1017 => 0.031372299677752
1018 => 0.030508192267887
1019 => 0.028725291861259
1020 => 0.028735382883938
1021 => 0.028461122498975
1022 => 0.028224121483695
1023 => 0.031196730721814
1024 => 0.030827039773056
1025 => 0.030237985630166
1026 => 0.031026458008506
1027 => 0.031234942620079
1028 => 0.031240877883875
1029 => 0.031816126977695
1030 => 0.032123137522185
1031 => 0.032177249461312
1101 => 0.033082416339516
1102 => 0.03338581633765
1103 => 0.03463547799119
1104 => 0.032097089822449
1105 => 0.032044813388546
1106 => 0.031037553431824
1107 => 0.030398733243121
1108 => 0.031081293996679
1109 => 0.031685949645497
1110 => 0.031056341768304
1111 => 0.031138555265318
1112 => 0.03029335813104
1113 => 0.030595476336323
1114 => 0.03085570123443
1115 => 0.030712020341007
1116 => 0.030496923089321
1117 => 0.031636374777696
1118 => 0.031572082447891
1119 => 0.032633166055987
1120 => 0.033460356607315
1121 => 0.034942829953293
1122 => 0.033395791733682
1123 => 0.033339411512039
1124 => 0.033890537222268
1125 => 0.033385731963176
1126 => 0.033704751461637
1127 => 0.034891430980068
1128 => 0.034916503648348
1129 => 0.03449650415036
1130 => 0.034470947142738
1201 => 0.034551612640617
1202 => 0.035024072981239
1203 => 0.034858980820986
1204 => 0.035050029648453
1205 => 0.035288939132644
1206 => 0.036277170054781
1207 => 0.036515429184468
1208 => 0.035936583022524
1209 => 0.035988846349882
1210 => 0.035772341995632
1211 => 0.035563201502218
1212 => 0.036033318788896
1213 => 0.036892467370477
1214 => 0.036887122651741
1215 => 0.037086428423206
1216 => 0.03721059426769
1217 => 0.03667758356821
1218 => 0.036330613202194
1219 => 0.036463663718823
1220 => 0.036676414392374
1221 => 0.036394671542772
1222 => 0.03465562415904
1223 => 0.035183140044487
1224 => 0.03509533560694
1225 => 0.034970291410488
1226 => 0.035500712712465
1227 => 0.035449552283918
1228 => 0.033917098823816
1229 => 0.034015201522299
1230 => 0.033923064773837
1231 => 0.034220777457522
]
'min_raw' => 0.028224121483695
'max_raw' => 0.06322551627088
'avg_raw' => 0.045724818877288
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.028224'
'max' => '$0.063225'
'avg' => '$0.045724'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.0068825983209883
'max_diff' => -0.045944671672679
'year' => 2034
]
9 => [
'items' => [
101 => 0.033369654501247
102 => 0.033631454190196
103 => 0.033795652500886
104 => 0.033892366567313
105 => 0.034241764092704
106 => 0.03420076632583
107 => 0.034239215613951
108 => 0.034757279906578
109 => 0.037377471320491
110 => 0.037520082558023
111 => 0.036817812666802
112 => 0.037098355636684
113 => 0.036559774482515
114 => 0.036921327619489
115 => 0.037168693093352
116 => 0.036050896082607
117 => 0.035984707398074
118 => 0.035443903327897
119 => 0.035734500802502
120 => 0.035272139325708
121 => 0.035385586659395
122 => 0.035068378024244
123 => 0.035639290411906
124 => 0.036277659172128
125 => 0.036438936330907
126 => 0.036014685560343
127 => 0.035707500042967
128 => 0.035168183467655
129 => 0.036065078951853
130 => 0.036327358523827
131 => 0.036063701308917
201 => 0.036002606171199
202 => 0.035886830995618
203 => 0.036027168422003
204 => 0.036325930092951
205 => 0.036185039606193
206 => 0.036278100254868
207 => 0.035923449025846
208 => 0.03667776001693
209 => 0.037875787405597
210 => 0.037879639259548
211 => 0.037738748013339
212 => 0.037681098350934
213 => 0.037825661319541
214 => 0.037904080799727
215 => 0.038371570931886
216 => 0.038873206469322
217 => 0.041214120641804
218 => 0.04055680130949
219 => 0.042633799624923
220 => 0.044276435627954
221 => 0.044768990341496
222 => 0.044315863181527
223 => 0.042765739644723
224 => 0.042689683188753
225 => 0.045006222198014
226 => 0.04435169382369
227 => 0.044273839756256
228 => 0.043445604015282
301 => 0.04393519391719
302 => 0.043828113423792
303 => 0.043659081626407
304 => 0.044593185054118
305 => 0.046341743282806
306 => 0.046069214084989
307 => 0.045865783681085
308 => 0.044974410868878
309 => 0.045511216397152
310 => 0.045320070230366
311 => 0.046141355467233
312 => 0.045654844286609
313 => 0.044346735127508
314 => 0.044555055822679
315 => 0.044523568568687
316 => 0.045171574024632
317 => 0.044977058871241
318 => 0.04448558636313
319 => 0.046335766900873
320 => 0.046215626467996
321 => 0.046385958133888
322 => 0.046460943400895
323 => 0.047587115690381
324 => 0.04804847244389
325 => 0.048153208504123
326 => 0.048591461737344
327 => 0.048142304364441
328 => 0.049939254099833
329 => 0.051134120818945
330 => 0.052522020000473
331 => 0.054550113736816
401 => 0.055312695742597
402 => 0.05517494212886
403 => 0.056712619653442
404 => 0.059475791984464
405 => 0.05573345825908
406 => 0.059674144759005
407 => 0.058426568910542
408 => 0.055468589016768
409 => 0.055278129983901
410 => 0.057281308310818
411 => 0.06172416504115
412 => 0.060611279820666
413 => 0.061725985322691
414 => 0.06042562214351
415 => 0.060361048151342
416 => 0.061662829585543
417 => 0.064704512862965
418 => 0.063259523153655
419 => 0.061187776079345
420 => 0.062717521879061
421 => 0.061392314496057
422 => 0.058406251359957
423 => 0.060610428818312
424 => 0.05913655812327
425 => 0.059566711947359
426 => 0.062664568926616
427 => 0.062291826578959
428 => 0.062774189691839
429 => 0.061922831423246
430 => 0.061127528553504
501 => 0.059643036687162
502 => 0.059203551830103
503 => 0.059325009633586
504 => 0.059203491641648
505 => 0.058372932085614
506 => 0.058193572828567
507 => 0.057894632875579
508 => 0.057987286867087
509 => 0.057425192297502
510 => 0.058485980884973
511 => 0.058682872594445
512 => 0.05945482606598
513 => 0.059534972836252
514 => 0.061684852266406
515 => 0.060500734803533
516 => 0.061295143029411
517 => 0.061224083680429
518 => 0.055532697410445
519 => 0.056316920222923
520 => 0.057536924816462
521 => 0.05698731440075
522 => 0.056210293861963
523 => 0.055582808115688
524 => 0.054632103046368
525 => 0.055970202174762
526 => 0.057729660237621
527 => 0.059579595596274
528 => 0.061802171717129
529 => 0.061306118600592
530 => 0.059538046081686
531 => 0.059617360523306
601 => 0.060107651192321
602 => 0.059472680228343
603 => 0.05928541489496
604 => 0.060081923811169
605 => 0.060087408930321
606 => 0.05935679809746
607 => 0.058544857857105
608 => 0.058541455797852
609 => 0.058396978874493
610 => 0.060451324267218
611 => 0.061581006515471
612 => 0.061710522764659
613 => 0.061572289039969
614 => 0.061625489714302
615 => 0.060968152504893
616 => 0.062470630438307
617 => 0.063849452769674
618 => 0.063479898930625
619 => 0.062925885190717
620 => 0.062484586561963
621 => 0.063375942998363
622 => 0.063336252299375
623 => 0.063837409959468
624 => 0.063814674553179
625 => 0.063646154081583
626 => 0.063479904949022
627 => 0.064139063967677
628 => 0.063949236756074
629 => 0.06375911469038
630 => 0.063377795781399
701 => 0.063429623354166
702 => 0.062875705272541
703 => 0.062619437422414
704 => 0.058765783829059
705 => 0.05773596166715
706 => 0.05805996468325
707 => 0.058166634888884
708 => 0.057718454964269
709 => 0.058361029848191
710 => 0.058260885233187
711 => 0.058650489347528
712 => 0.058407081611532
713 => 0.058417071149921
714 => 0.059132881401484
715 => 0.059340684162787
716 => 0.059234994001214
717 => 0.059309015767533
718 => 0.061014816129715
719 => 0.060772305866637
720 => 0.060643477122786
721 => 0.060679163565264
722 => 0.061115032130574
723 => 0.061237051531319
724 => 0.06072004675621
725 => 0.060963869196921
726 => 0.062002034203791
727 => 0.062365333201145
728 => 0.063524809207287
729 => 0.063032243191835
730 => 0.063936369430955
731 => 0.066715345250661
801 => 0.068935383425942
802 => 0.066893744572996
803 => 0.070970561961742
804 => 0.074144949083603
805 => 0.074023110818647
806 => 0.073469582999054
807 => 0.069855627656264
808 => 0.06653001206879
809 => 0.069312030720809
810 => 0.06931912265848
811 => 0.069080144789021
812 => 0.067595873766245
813 => 0.069028495374773
814 => 0.06914221167554
815 => 0.069078560786716
816 => 0.06794057367361
817 => 0.066203077687073
818 => 0.066542580243864
819 => 0.067098692357554
820 => 0.0660458561092
821 => 0.065709411134253
822 => 0.066334926353955
823 => 0.068350466723106
824 => 0.067969440491548
825 => 0.067959490356794
826 => 0.069589682155667
827 => 0.068422816645083
828 => 0.066546862458343
829 => 0.066073159285396
830 => 0.064391832146125
831 => 0.065553130789901
901 => 0.06559492386067
902 => 0.064958892461658
903 => 0.066598472901004
904 => 0.066583363878613
905 => 0.068139901486428
906 => 0.071115416783744
907 => 0.070235410494112
908 => 0.069212058923683
909 => 0.06932332561385
910 => 0.070543646575388
911 => 0.069805812664824
912 => 0.070071142883424
913 => 0.070543244966324
914 => 0.070828075874573
915 => 0.069282342829452
916 => 0.068921958515675
917 => 0.068184738687395
918 => 0.067992411795057
919 => 0.068592861962595
920 => 0.068434664557666
921 => 0.065591411314903
922 => 0.065294275531322
923 => 0.065303388261593
924 => 0.064556226205743
925 => 0.063416624731133
926 => 0.066411429364341
927 => 0.06617090464003
928 => 0.065905383959526
929 => 0.065937908727848
930 => 0.067237851915777
1001 => 0.066483819218074
1002 => 0.068488538728447
1003 => 0.068076428664499
1004 => 0.067653749532444
1005 => 0.067595322401273
1006 => 0.06743262699672
1007 => 0.066874683918217
1008 => 0.066200934123744
1009 => 0.065756066150225
1010 => 0.060656495171077
1011 => 0.061602945881967
1012 => 0.06269175115315
1013 => 0.063067602369648
1014 => 0.062424682855715
1015 => 0.066900070299268
1016 => 0.067717766711112
1017 => 0.06524091094262
1018 => 0.06477759235769
1019 => 0.066930445388562
1020 => 0.065632011835367
1021 => 0.066216696384866
1022 => 0.064952928194198
1023 => 0.067520807590445
1024 => 0.06750124465182
1025 => 0.066502281568493
1026 => 0.067346598325917
1027 => 0.0671998775117
1028 => 0.066072050650961
1029 => 0.067556561713598
1030 => 0.067557298012565
1031 => 0.066595817764193
1101 => 0.065473019329186
1102 => 0.065272289488322
1103 => 0.065121066517491
1104 => 0.066179504804179
1105 => 0.067128497262372
1106 => 0.068894336951889
1107 => 0.06933831100515
1108 => 0.071071171292053
1109 => 0.070039337362638
1110 => 0.070496735979061
1111 => 0.070993306880173
1112 => 0.071231381230956
1113 => 0.070843451852129
1114 => 0.073535297151439
1115 => 0.073762571370709
1116 => 0.073838774450517
1117 => 0.072931099361086
1118 => 0.0737373272845
1119 => 0.073360119938597
1120 => 0.074341508661418
1121 => 0.074495402944157
1122 => 0.074365059961625
1123 => 0.074413908436022
1124 => 0.072116893347112
1125 => 0.071997780997032
1126 => 0.070373675651866
1127 => 0.071035510584802
1128 => 0.069798241900253
1129 => 0.070190592545403
1130 => 0.070363536971331
1201 => 0.070273200617736
1202 => 0.071072929738901
1203 => 0.070392996612045
1204 => 0.068598541298917
1205 => 0.066803597087638
1206 => 0.066781063025196
1207 => 0.066308485897763
1208 => 0.065966899191447
1209 => 0.066032700909523
1210 => 0.066264594746675
1211 => 0.065953421100072
1212 => 0.066019825774479
1213 => 0.067122585821669
1214 => 0.067343736484608
1215 => 0.066592180122799
1216 => 0.063574572881071
1217 => 0.062834044494857
1218 => 0.063366321613551
1219 => 0.063111927433852
1220 => 0.050936251123097
1221 => 0.053796745667949
1222 => 0.052097136942614
1223 => 0.052880394838486
1224 => 0.051145534441465
1225 => 0.051973500754747
1226 => 0.051820605609172
1227 => 0.056420196189108
1228 => 0.056348379908732
1229 => 0.056382754561715
1230 => 0.054741962812161
1231 => 0.057355788621552
]
'min_raw' => 0.033369654501247
'max_raw' => 0.074495402944157
'avg_raw' => 0.053932528722702
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.033369'
'max' => '$0.074495'
'avg' => '$0.053932'
'bar_min_pct' => 61.631153054958
'bar_max_pct' => 60.119598047091
'min_diff' => 0.0051455330175519
'max_diff' => 0.011269886673276
'year' => 2035
]
10 => [
'items' => [
101 => 0.058643453205393
102 => 0.058405140761007
103 => 0.058465118869019
104 => 0.057434496256396
105 => 0.056392733241435
106 => 0.055237257731664
107 => 0.057383988407729
108 => 0.057145308602465
109 => 0.057692754201457
110 => 0.059085062496363
111 => 0.059290085181653
112 => 0.059565637749817
113 => 0.059466871769298
114 => 0.061819878121672
115 => 0.061534913526763
116 => 0.062221596210583
117 => 0.060809037831225
118 => 0.05921059394371
119 => 0.059514405869659
120 => 0.059485146338089
121 => 0.059112638918675
122 => 0.058776355876359
123 => 0.058216539358064
124 => 0.059987881659206
125 => 0.05991596839663
126 => 0.061080160527704
127 => 0.060874378260177
128 => 0.059500113914174
129 => 0.059549196034143
130 => 0.059879296878995
131 => 0.061021779672053
201 => 0.061360946351193
202 => 0.06120383083196
203 => 0.061575711612089
204 => 0.061869631017903
205 => 0.061612623364197
206 => 0.065251309759501
207 => 0.06374027347984
208 => 0.064476742048824
209 => 0.064652385463002
210 => 0.064202478550968
211 => 0.06430004725023
212 => 0.064447837243732
213 => 0.065345189144027
214 => 0.067700100181268
215 => 0.06874307424924
216 => 0.071880913192169
217 => 0.068656469771795
218 => 0.068465144643303
219 => 0.069030364190583
220 => 0.070872607824067
221 => 0.07236557325586
222 => 0.072860876020828
223 => 0.072926338457776
224 => 0.073855559371961
225 => 0.074388171471027
226 => 0.073742727512042
227 => 0.073195781337602
228 => 0.071236688030215
229 => 0.071463458414979
301 => 0.073025681488633
302 => 0.075232413594649
303 => 0.077126019312954
304 => 0.076462944589226
305 => 0.08152173667347
306 => 0.08202329524531
307 => 0.081953996068012
308 => 0.083096621136587
309 => 0.080828743067014
310 => 0.079859181254204
311 => 0.073314037308619
312 => 0.075152955784376
313 => 0.077825931784784
314 => 0.077472153387985
315 => 0.075530966767635
316 => 0.077124546748832
317 => 0.076597659371195
318 => 0.076182081435875
319 => 0.078085924521322
320 => 0.07599257084331
321 => 0.077805048980514
322 => 0.075480527021864
323 => 0.07646597345871
324 => 0.075906586400475
325 => 0.076268578383053
326 => 0.074152380649616
327 => 0.075294229578782
328 => 0.074104875980112
329 => 0.074104312071648
330 => 0.074078057025037
331 => 0.075477326259472
401 => 0.075522956378971
402 => 0.074488894300546
403 => 0.074339869799959
404 => 0.074890891485531
405 => 0.074245789404534
406 => 0.074547628608008
407 => 0.074254931806519
408 => 0.074189039591366
409 => 0.07366399921039
410 => 0.073437797377979
411 => 0.07352649694497
412 => 0.073223719595068
413 => 0.073041285289817
414 => 0.074041766249918
415 => 0.073507249632222
416 => 0.073959843912208
417 => 0.073444055608213
418 => 0.071656108628296
419 => 0.070627841412949
420 => 0.067250575310659
421 => 0.068208363787783
422 => 0.06884337853902
423 => 0.068633506167525
424 => 0.069084393231324
425 => 0.069112074035088
426 => 0.068965486054397
427 => 0.068795755951841
428 => 0.06871314072458
429 => 0.069328886943198
430 => 0.06968634834817
501 => 0.068907110764708
502 => 0.068724546301596
503 => 0.069512398521362
504 => 0.069992987920291
505 => 0.073541390022133
506 => 0.073278512933241
507 => 0.073938282839337
508 => 0.073864002872905
509 => 0.074555546844082
510 => 0.075685928968669
511 => 0.073387546049571
512 => 0.073786465852225
513 => 0.073688659929018
514 => 0.074756479352503
515 => 0.074759812968187
516 => 0.074119601882271
517 => 0.074466670698185
518 => 0.074272946406477
519 => 0.074623032385001
520 => 0.07327500204945
521 => 0.074916757487269
522 => 0.075847527028129
523 => 0.075860450764106
524 => 0.07630162813943
525 => 0.076749889904029
526 => 0.077610289325806
527 => 0.076725893831138
528 => 0.075134952430398
529 => 0.075249813260822
530 => 0.074317044899671
531 => 0.07433272490434
601 => 0.074249023810551
602 => 0.074500217093736
603 => 0.073330124849285
604 => 0.073604743160311
605 => 0.073220275916713
606 => 0.073785630095523
607 => 0.073177402455517
608 => 0.07368861276404
609 => 0.073909234186309
610 => 0.07472333198412
611 => 0.073057159548857
612 => 0.0696597211634
613 => 0.070373903901982
614 => 0.069317571533776
615 => 0.069415339116194
616 => 0.069612845192275
617 => 0.068972663379731
618 => 0.069094789895117
619 => 0.069090426676596
620 => 0.069052826816586
621 => 0.068886290802149
622 => 0.068644780633069
623 => 0.069606882813775
624 => 0.069770362722069
625 => 0.070133758307329
626 => 0.071214977075484
627 => 0.071106937823651
628 => 0.071283154325897
629 => 0.070898474690909
630 => 0.069433183301173
701 => 0.069512755673366
702 => 0.068520486917068
703 => 0.070108383764306
704 => 0.069732348831666
705 => 0.069489916664341
706 => 0.069423766801368
707 => 0.070507665701718
708 => 0.070831985240737
709 => 0.070629891068295
710 => 0.070215390024588
711 => 0.071011354564738
712 => 0.071224321096634
713 => 0.071271996449222
714 => 0.072682293003305
715 => 0.071350816360155
716 => 0.071671316021901
717 => 0.074171762892179
718 => 0.071904202618919
719 => 0.073105379868293
720 => 0.073046588492561
721 => 0.073661070127719
722 => 0.072996183063103
723 => 0.073004425135129
724 => 0.073550043198558
725 => 0.072783821031208
726 => 0.072594093647166
727 => 0.072331986624965
728 => 0.072904287718948
729 => 0.073247356341838
730 => 0.076012237486198
731 => 0.077798476799352
801 => 0.077720931439897
802 => 0.078429550866487
803 => 0.078110311324598
804 => 0.077079402632704
805 => 0.078839038063845
806 => 0.078282215787159
807 => 0.07832811953911
808 => 0.078326410999169
809 => 0.078696649134918
810 => 0.078434301483913
811 => 0.077917187334349
812 => 0.078260471839537
813 => 0.079279904093487
814 => 0.08244425308975
815 => 0.084215064710106
816 => 0.082337648006707
817 => 0.083632664909101
818 => 0.082856116229368
819 => 0.082714994233938
820 => 0.083528360549639
821 => 0.084343150555402
822 => 0.084291251954469
823 => 0.083699756250214
824 => 0.083365635335529
825 => 0.085895710840247
826 => 0.087759827373412
827 => 0.087632707123046
828 => 0.088193774566441
829 => 0.089841085933413
830 => 0.089991695440031
831 => 0.089972722103917
901 => 0.089599420727288
902 => 0.091221412698485
903 => 0.09257450693709
904 => 0.089513012244312
905 => 0.090678789345414
906 => 0.091202144245091
907 => 0.091970584510218
908 => 0.09326707204303
909 => 0.094675401379998
910 => 0.094874554589791
911 => 0.094733245857084
912 => 0.093804414801429
913 => 0.095345425566803
914 => 0.09624811353201
915 => 0.096785643557644
916 => 0.098148730266183
917 => 0.09120537630678
918 => 0.086290525267231
919 => 0.085523000306096
920 => 0.087083792495993
921 => 0.087495360949384
922 => 0.087329458221885
923 => 0.081797346538166
924 => 0.085493874882978
925 => 0.089471028569066
926 => 0.089623807239617
927 => 0.091614853533234
928 => 0.092263219822181
929 => 0.093866273060946
930 => 0.093766001644397
1001 => 0.094156319597888
1002 => 0.094066592259745
1003 => 0.097035910821873
1004 => 0.10031151014397
1005 => 0.10019808655522
1006 => 0.099727180397533
1007 => 0.10042655634313
1008 => 0.10380732587809
1009 => 0.10349607879504
1010 => 0.10379842882426
1011 => 0.1077845466378
1012 => 0.11296706681406
1013 => 0.11055926587567
1014 => 0.11578350108592
1015 => 0.11907188022596
1016 => 0.12475879192391
1017 => 0.1240467625707
1018 => 0.12626063556222
1019 => 0.12277208142343
1020 => 0.11476165596765
1021 => 0.1134939754766
1022 => 0.11603190392247
1023 => 0.12227115335921
1024 => 0.11583540775411
1025 => 0.11713735070809
1026 => 0.11676239104975
1027 => 0.11674241104304
1028 => 0.11750496663485
1029 => 0.1163988399767
1030 => 0.11189228098302
1031 => 0.1139576104125
1101 => 0.11316008753451
1102 => 0.11404499862691
1103 => 0.1188204988275
1104 => 0.11670913635511
1105 => 0.11448498750361
1106 => 0.11727456374153
1107 => 0.1208266528948
1108 => 0.12060436953931
1109 => 0.12017304692241
1110 => 0.12260438993052
1111 => 0.12662025626324
1112 => 0.12770572879592
1113 => 0.12850700242803
1114 => 0.12861748452427
1115 => 0.12975551877978
1116 => 0.12363602176636
1117 => 0.13334782068649
1118 => 0.13502478007697
1119 => 0.1347095812144
1120 => 0.13657345099968
1121 => 0.13602505322704
1122 => 0.13523051089545
1123 => 0.13818514096159
1124 => 0.13479789601712
1125 => 0.12999012826072
1126 => 0.1273524917827
1127 => 0.13082594426902
1128 => 0.13294706049564
1129 => 0.1343489833931
1130 => 0.13477320441481
1201 => 0.12411106089954
1202 => 0.11836475689439
1203 => 0.12204807188018
1204 => 0.12654197037166
1205 => 0.12361105793333
1206 => 0.12372594415197
1207 => 0.11954723324515
1208 => 0.12691169356464
1209 => 0.12583875364095
1210 => 0.13140516786304
1211 => 0.13007669843567
1212 => 0.13461589314683
1213 => 0.1334205710544
1214 => 0.13838228623052
1215 => 0.14036164874735
1216 => 0.14368530647628
1217 => 0.1461302026314
1218 => 0.1475658924171
1219 => 0.1474796989875
1220 => 0.15316861717625
1221 => 0.14981406087601
1222 => 0.14559994755469
1223 => 0.14552372754006
1224 => 0.14770627654362
1225 => 0.15228030050201
1226 => 0.15346627836507
1227 => 0.15412907819645
1228 => 0.15311397718247
1229 => 0.14947284674177
1230 => 0.14790062507843
1231 => 0.14924020348724
]
'min_raw' => 0.055237257731664
'max_raw' => 0.15412907819645
'avg_raw' => 0.10468316796406
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.055237'
'max' => '$0.154129'
'avg' => '$0.104683'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.021867603230417
'max_diff' => 0.079633675252294
'year' => 2036
]
11 => [
'items' => [
101 => 0.14760201420454
102 => 0.15042998850121
103 => 0.15431340123324
104 => 0.15351149186076
105 => 0.15619215466401
106 => 0.15896635865142
107 => 0.16293359495072
108 => 0.16397077742569
109 => 0.1656852006163
110 => 0.16744990523812
111 => 0.16801668080253
112 => 0.1690988312151
113 => 0.16909312774827
114 => 0.1723542608537
115 => 0.17595139165787
116 => 0.17730922526268
117 => 0.18043148876554
118 => 0.17508472193404
119 => 0.17914030599497
120 => 0.18279854433578
121 => 0.1784370417744
122 => 0.18444835695549
123 => 0.18468176270204
124 => 0.18820591236286
125 => 0.18463351153624
126 => 0.1825122313289
127 => 0.18863628780416
128 => 0.19159952582657
129 => 0.19070697441859
130 => 0.18391461413316
131 => 0.179961169109
201 => 0.16961424091819
202 => 0.18187062431424
203 => 0.18784035114285
204 => 0.18389915398285
205 => 0.18588686458461
206 => 0.19673116911046
207 => 0.20085997815718
208 => 0.20000121473802
209 => 0.20014633161941
210 => 0.20237416203783
211 => 0.21225358900175
212 => 0.20633360736165
213 => 0.21085921150803
214 => 0.21325957562899
215 => 0.21548916759828
216 => 0.21001399439148
217 => 0.20289087449569
218 => 0.20063468341646
219 => 0.1835072795978
220 => 0.18261572384849
221 => 0.1821152665895
222 => 0.17895995436266
223 => 0.17648074326512
224 => 0.17450918255314
225 => 0.16933521848706
226 => 0.17108127947606
227 => 0.16283506064495
228 => 0.16811069922504
301 => 0.15494953485868
302 => 0.1659105436291
303 => 0.15994496489127
304 => 0.16395069057
305 => 0.16393671497047
306 => 0.15656090397945
307 => 0.15230669012909
308 => 0.15501764077102
309 => 0.1579239950547
310 => 0.15839554125908
311 => 0.16216370545148
312 => 0.16321531908117
313 => 0.16002888068809
314 => 0.15467679898067
315 => 0.15591996549332
316 => 0.15228149739939
317 => 0.14590522201643
318 => 0.15048477431556
319 => 0.15204843481918
320 => 0.15273903637735
321 => 0.14646870185839
322 => 0.14449842661695
323 => 0.14344946861061
324 => 0.15386737753376
325 => 0.15443809410167
326 => 0.15151822744905
327 => 0.164716301592
328 => 0.16172917093554
329 => 0.16506652774358
330 => 0.15580716116255
331 => 0.15616088143533
401 => 0.15177734890794
402 => 0.15423183421553
403 => 0.15249708311188
404 => 0.15403353605837
405 => 0.15495447961947
406 => 0.15933729285231
407 => 0.16596058831601
408 => 0.15868264670927
409 => 0.15551154332916
410 => 0.15747887803122
411 => 0.16271814959512
412 => 0.1706559142078
413 => 0.16595659779469
414 => 0.16804207461926
415 => 0.16849765852902
416 => 0.16503255658415
417 => 0.17078367745908
418 => 0.17386574985798
419 => 0.17702731839423
420 => 0.17977241976912
421 => 0.17576451839647
422 => 0.18005354737529
423 => 0.17659734713389
424 => 0.17349677822195
425 => 0.17350148050513
426 => 0.17155644833458
427 => 0.16778770341431
428 => 0.16709268902809
429 => 0.17070824163584
430 => 0.17360757243314
501 => 0.17384637520447
502 => 0.17545159370685
503 => 0.1764015454815
504 => 0.18571236426984
505 => 0.18945725260964
506 => 0.19403643118444
507 => 0.19582027930769
508 => 0.20118902261372
509 => 0.19685332636609
510 => 0.1959152712101
511 => 0.18289245605222
512 => 0.18502494130477
513 => 0.18843925594833
514 => 0.18294875684312
515 => 0.18643121478669
516 => 0.1871187257533
517 => 0.18276219178449
518 => 0.18508920481195
519 => 0.1789093481223
520 => 0.16609529230424
521 => 0.1707979431663
522 => 0.17426067709593
523 => 0.16931892882633
524 => 0.17817682132753
525 => 0.17300222339234
526 => 0.17136212427139
527 => 0.16496351286302
528 => 0.16798341114263
529 => 0.17206786680659
530 => 0.1695441480752
531 => 0.1747812433811
601 => 0.18219836701656
602 => 0.18748425101654
603 => 0.18789003555498
604 => 0.18449156626972
605 => 0.18993763498809
606 => 0.18997730365309
607 => 0.18383411589093
608 => 0.18007144759201
609 => 0.17921656143777
610 => 0.18135223466136
611 => 0.18394533622181
612 => 0.18803393464451
613 => 0.19050458904162
614 => 0.19694674537543
615 => 0.19868980816826
616 => 0.20060490571397
617 => 0.20316406662924
618 => 0.20623699546342
619 => 0.19951360211618
620 => 0.19978073506784
621 => 0.19352000427461
622 => 0.18682951554242
623 => 0.19190676250895
624 => 0.19854458751984
625 => 0.1970218631282
626 => 0.1968505255277
627 => 0.19713866784665
628 => 0.19599058338288
629 => 0.19079783990325
630 => 0.18819007663608
701 => 0.19155475656209
702 => 0.1933429341981
703 => 0.19611624176606
704 => 0.19577437307089
705 => 0.20291811553448
706 => 0.20569395784027
707 => 0.20498377859346
708 => 0.20511446866629
709 => 0.21013999856942
710 => 0.21572942140075
711 => 0.22096465347159
712 => 0.2262901563925
713 => 0.21987005476342
714 => 0.216610323093
715 => 0.21997353410502
716 => 0.21818896700142
717 => 0.22844361891569
718 => 0.22915362876504
719 => 0.23940753915126
720 => 0.24913972112072
721 => 0.24302711199585
722 => 0.24879102708264
723 => 0.25502517118789
724 => 0.26705184662035
725 => 0.26300168543824
726 => 0.25989932544686
727 => 0.2569676102455
728 => 0.26306804418285
729 => 0.27091615498643
730 => 0.27260656288525
731 => 0.27534566946686
801 => 0.27246583381832
802 => 0.2759342786535
803 => 0.28817941303357
804 => 0.28487066963328
805 => 0.28017172209783
806 => 0.28983807965569
807 => 0.29333629687886
808 => 0.31788861738169
809 => 0.34888693622228
810 => 0.33605342867634
811 => 0.32808725640787
812 => 0.3299594958511
813 => 0.34127903253237
814 => 0.34491450845025
815 => 0.33503203168174
816 => 0.33852268954592
817 => 0.35775655757148
818 => 0.36807491067083
819 => 0.35406120122221
820 => 0.31539793264524
821 => 0.27974863328456
822 => 0.28920443278389
823 => 0.28813243856828
824 => 0.30879683028785
825 => 0.28479175719746
826 => 0.28519594106386
827 => 0.30628765052022
828 => 0.3006607440407
829 => 0.29154587618362
830 => 0.27981518190704
831 => 0.25812990857888
901 => 0.23892265725355
902 => 0.27659250026833
903 => 0.27496810813937
904 => 0.2726157476152
905 => 0.27785067140973
906 => 0.30326997539693
907 => 0.30268397816577
908 => 0.29895616275953
909 => 0.3017836778897
910 => 0.29105019911047
911 => 0.29381646098864
912 => 0.27974298625341
913 => 0.28610478459396
914 => 0.29152631977089
915 => 0.29261477322486
916 => 0.29506711443447
917 => 0.27411212730035
918 => 0.28352030131747
919 => 0.28904672212584
920 => 0.26407815186073
921 => 0.28855317377177
922 => 0.27374734759499
923 => 0.26872202781454
924 => 0.27548795886337
925 => 0.27285126895356
926 => 0.27058439780073
927 => 0.26931944474766
928 => 0.27428759778136
929 => 0.27405582750411
930 => 0.26592696486402
1001 => 0.25532319492485
1002 => 0.25888216817332
1003 => 0.2575891598266
1004 => 0.25290313077669
1005 => 0.25606094856302
1006 => 0.24215551716701
1007 => 0.2182319451916
1008 => 0.23403658963738
1009 => 0.23342812801836
1010 => 0.23312131407852
1011 => 0.24499806757124
1012 => 0.24385639176623
1013 => 0.24178423900083
1014 => 0.25286507406615
1015 => 0.24882042020904
1016 => 0.26128509035634
1017 => 0.26949512827966
1018 => 0.2674127970954
1019 => 0.27513437744485
1020 => 0.25896415972885
1021 => 0.26433525741757
1022 => 0.2654422332072
1023 => 0.25272833828147
1024 => 0.24404318404728
1025 => 0.24346398327786
1026 => 0.22840512272374
1027 => 0.23644944448088
1028 => 0.2435281147305
1029 => 0.24013798100793
1030 => 0.23906476594873
1031 => 0.24454758893425
1101 => 0.24497365123742
1102 => 0.23525938557291
1103 => 0.23727928901535
1104 => 0.24570262215132
1105 => 0.23706704263237
1106 => 0.22028952224096
1107 => 0.21612846521652
1108 => 0.21557330350596
1109 => 0.20428818683809
1110 => 0.21640652694376
1111 => 0.21111654673631
1112 => 0.22782753082795
1113 => 0.21828230633761
1114 => 0.21787083078763
1115 => 0.2172488251435
1116 => 0.20753525904516
1117 => 0.20966191269137
1118 => 0.21673123330985
1119 => 0.21925364654812
1120 => 0.21899053818185
1121 => 0.21669658978217
1122 => 0.21774674761262
1123 => 0.21436382334148
1124 => 0.21316924237185
1125 => 0.20939881623634
1126 => 0.20385733142395
1127 => 0.20462790887501
1128 => 0.19364877745328
1129 => 0.18766676394812
1130 => 0.18601102145156
1201 => 0.18379689338691
1202 => 0.18626111310803
1203 => 0.19361767495342
1204 => 0.18474410058622
1205 => 0.16953097974252
1206 => 0.17044531422712
1207 => 0.17249955234568
1208 => 0.16867149320189
1209 => 0.16504855648695
1210 => 0.16819840602244
1211 => 0.16175240616994
1212 => 0.17327852063172
1213 => 0.1729667715371
1214 => 0.17726299423831
1215 => 0.17994951046075
1216 => 0.17375796033799
1217 => 0.17220080222585
1218 => 0.17308783025541
1219 => 0.15842723280603
1220 => 0.17606491065226
1221 => 0.1762174420227
1222 => 0.17491137582456
1223 => 0.18430289477546
1224 => 0.2041219290501
1225 => 0.19666521113717
1226 => 0.1937777445808
1227 => 0.1882886685464
1228 => 0.19560253645315
1229 => 0.19504094551202
1230 => 0.19250121829921
1231 => 0.19096518335648
]
'min_raw' => 0.14344946861061
'max_raw' => 0.36807491067083
'avg_raw' => 0.25576218964072
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$0.143449'
'max' => '$0.368074'
'avg' => '$0.255762'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.088212210878948
'max_diff' => 0.21394583247438
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.0045027149036509
]
1 => [
'year' => 2028
'avg' => 0.0077279659221412
]
2 => [
'year' => 2029
'avg' => 0.021111410068947
]
3 => [
'year' => 2030
'avg' => 0.016287421428138
]
4 => [
'year' => 2031
'avg' => 0.015996266320348
]
5 => [
'year' => 2032
'avg' => 0.028046489069852
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.0045027149036509
'min' => '$0.0045027'
'max_raw' => 0.028046489069852
'max' => '$0.028046'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.028046489069852
]
1 => [
'year' => 2033
'avg' => 0.072138453874121
]
2 => [
'year' => 2034
'avg' => 0.045724818877288
]
3 => [
'year' => 2035
'avg' => 0.053932528722702
]
4 => [
'year' => 2036
'avg' => 0.10468316796406
]
5 => [
'year' => 2037
'avg' => 0.25576218964072
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.028046489069852
'min' => '$0.028046'
'max_raw' => 0.25576218964072
'max' => '$0.255762'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 0.25576218964072
]
]
]
]
'prediction_2025_max_price' => '$0.007698'
'last_price' => 0.00746498
'sma_50day_nextmonth' => '$0.006726'
'sma_200day_nextmonth' => '$0.01107'
'sma_50day_ts_nextmonth' => 1770163200
'sma_200day_ts_nextmonth' => 1770163200
'sma_200day_direction' => 'increase'
'sma_200day_direction_label' => 'aumentar'
'sma_200day_date_nextmonth' => '4 de fev. de 2026'
'sma_50day_date_nextmonth' => '4 de fev. de 2026'
'daily_sma3' => '$0.007055'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.006892'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.006663'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.006536'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.007298'
'daily_sma50_action' => 'BUY'
'daily_sma100' => '$0.0091054'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.012298'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.007135'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.006966'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.006773'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.006781'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$0.007491'
'daily_ema50_action' => 'SELL'
'daily_ema100' => '$0.009079'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.01198'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.0106039'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.015026'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '$0.02515'
'weekly_sma100_action' => 'SELL'
'weekly_sma200' => '$0.028578'
'weekly_sma200_action' => 'SELL'
'weekly_ema3' => '$0.007157'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$0.007246'
'weekly_ema5_action' => 'BUY'
'weekly_ema10' => '$0.008031'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.010183'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.0152027'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.02110021'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$0.026053'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '61.20'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 119.57
'stoch_rsi_14_action' => 'SELL'
'momentum_10' => 0
'momentum_10_action' => 'BUY'
'vwma_10' => '0.006748'
'vwma_10_action' => 'BUY'
'hma_9' => '0.007148'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 100
'stochastic_fast_14_action' => 'SELL'
'cci_20' => 295.81
'cci_20_action' => 'SELL'
'adx_14' => 23.79
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '-0.000034'
'ao_5_34_action' => 'NEUTRAL'
'macd_12_26' => 0
'macd_12_26_action' => 'BUY'
'williams_percent_r_14' => -0
'williams_percent_r_14_action' => 'SELL'
'ultimate_oscillator' => 76.11
'ultimate_oscillator_action' => 'SELL'
'ichimoku_cloud' => '-0.001022'
'ichimoku_cloud_action' => 'SELL'
'sell_signals' => 15
'buy_signals' => 19
'sell_pct' => 44.12
'buy_pct' => 55.88
'overall_action' => 'bullish'
'overall_action_label' => 'Altista'
'overall_action_dir' => 1
'last_updated' => 1767711925
'last_updated_date' => '6 de janeiro de 2026'
]
Previsão de preço de Ankr para 2026
A previsão de preço para Ankr em 2026 sugere que o preço médio poderia variar entre $0.002579 na extremidade inferior e $0.007698 na extremidade superior. No mercado de criptomoedas, comparado ao preço médio de hoje, Ankr poderia potencialmente ganhar 3.13% até 2026 se ANKR atingir a meta de preço prevista.
Previsão de preço de Ankr 2027-2032
A previsão de preço de ANKR para 2027-2032 está atualmente dentro de uma faixa de preço entre $0.0045027 na extremidade inferior e $0.028046 na extremidade superior. Considerando a volatilidade de preços no mercado, se Ankr atingir a meta de preço superior, poderia ganhar 275.71% até 2032 em comparação com o preço de hoje.
| Previsão de Preço de Ankr | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2027 | $0.002482 | $0.0045027 | $0.006522 |
| 2028 | $0.00448 | $0.007727 | $0.010975 |
| 2029 | $0.009843 | $0.021111 | $0.032379 |
| 2030 | $0.008371 | $0.016287 | $0.0242036 |
| 2031 | $0.009897 | $0.015996 | $0.022095 |
| 2032 | $0.0151075 | $0.028046 | $0.040985 |
Previsão de preço de Ankr 2032-2037
A previsão de preço de Ankr para 2032-2037 é atualmente estimada entre $0.028046 na extremidade inferior e $0.255762 na extremidade superior. Comparado ao preço atual, Ankr poderia potencialmente ganhar 3326.16% até 2037 se atingir a meta de preço superior. Por favor, note que esta informação é apenas para fins gerais e não deve ser considerada como aconselhamento de investimento a longo prazo.
| Previsão de Preço de Ankr | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2032 | $0.0151075 | $0.028046 | $0.040985 |
| 2033 | $0.0351067 | $0.072138 | $0.10917 |
| 2034 | $0.028224 | $0.045724 | $0.063225 |
| 2035 | $0.033369 | $0.053932 | $0.074495 |
| 2036 | $0.055237 | $0.104683 | $0.154129 |
| 2037 | $0.143449 | $0.255762 | $0.368074 |
Ankr Histograma de preços potenciais
Previsão de preço de Ankr baseada na análise técnica
Em 6 de janeiro de 2026, o sentimento geral de previsão de preço para Ankr é Altista, com 19 indicadores técnicos mostrando sinais de alta e 15 indicando sinais de baixa. A previsão de preço de ANKR foi atualizada pela última vez em 6 de janeiro de 2026.
Médias Móveis Simples de 50 e 200 dias e Índice de Força Relativa de 14 dias - RSI (14) de Ankr
De acordo com nossos indicadores técnicos, o SMA de 200 dias de Ankr está projetado para aumentar no próximo mês, alcançando $0.01107 até 4 de fev. de 2026. O SMA de 50 dias de curto prazo para Ankr é esperado para alcançar $0.006726 até 4 de fev. de 2026.
O oscilador de momentum Índice de Força Relativa (RSI) é uma ferramenta comumente usada para identificar se uma criptomoeda está sobrevendida (abaixo de 30) ou sobrecomprada (acima de 70). No momento, o RSI está em 61.20, sugerindo que o mercado de ANKR está em um estado NEUTRAL.
Médias Móveis e Osciladores Populares de ANKR para Sábado, 19 de Outubro de 2024
Médias móveis (MA) são indicadores amplamente utilizados nos mercados financeiros, projetados para suavizar movimentos de preços ao longo de um período definido. Como indicadores atrasados, eles se baseiam em dados históricos de preços. A tabela abaixo destaca dois tipos: a média móvel simples (SMA) e a média móvel exponencial (EMA).
Média Móvel Simples Diária (SMA)
| Período | Valor | Ação |
|---|---|---|
| SMA 3 | $0.007055 | BUY |
| SMA 5 | $0.006892 | BUY |
| SMA 10 | $0.006663 | BUY |
| SMA 21 | $0.006536 | BUY |
| SMA 50 | $0.007298 | BUY |
| SMA 100 | $0.0091054 | SELL |
| SMA 200 | $0.012298 | SELL |
Média Móvel Exponencial Diária (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 3 | $0.007135 | BUY |
| EMA 5 | $0.006966 | BUY |
| EMA 10 | $0.006773 | BUY |
| EMA 21 | $0.006781 | BUY |
| EMA 50 | $0.007491 | SELL |
| EMA 100 | $0.009079 | SELL |
| EMA 200 | $0.01198 | SELL |
Média Móvel Simples Semanal (SMA)
| Período | Valor | Ação |
|---|---|---|
| SMA 21 | $0.0106039 | SELL |
| SMA 50 | $0.015026 | SELL |
| SMA 100 | $0.02515 | SELL |
| SMA 200 | $0.028578 | SELL |
Média Móvel Exponencial Semanal (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 21 | $0.010183 | SELL |
| EMA 50 | $0.0152027 | SELL |
| EMA 100 | $0.02110021 | SELL |
| EMA 200 | $0.026053 | SELL |
Osciladores de Ankr
Um oscilador é uma ferramenta de análise técnica que define limites altos e baixos entre dois extremos, criando um indicador de tendência que flutua dentro desses limites. Os traders usam esse indicador para identificar condições de sobrecompra ou sobrevenda de curto prazo.
| Período | Valor | Ação |
|---|---|---|
| RSI (14) | 61.20 | NEUTRAL |
| Stoch RSI (14) | 119.57 | SELL |
| Estocástico Rápido (14) | 100 | SELL |
| Índice de Canal de Commodities (20) | 295.81 | SELL |
| Índice Direcional Médio (14) | 23.79 | NEUTRAL |
| Oscilador Impressionante (5, 34) | -0.000034 | NEUTRAL |
| Momentum (10) | 0 | BUY |
| MACD (12, 26) | 0 | BUY |
| Williams Percent Range (14) | -0 | SELL |
| Oscilador Ultimate (7, 14, 28) | 76.11 | SELL |
| VWMA (10) | 0.006748 | BUY |
| Média Móvel de Hull (9) | 0.007148 | BUY |
| Nuvem Ichimoku B/L (9, 26, 52, 26) | -0.001022 | SELL |
Previsão do preço de Ankr com base nos fluxos financeiros mundiais
Definições dos fluxos financeiros mundiais, usadas na previsão do preço do Ankr
M0: o total de todas as moedas físicas, mais as contas no Banco Central que podem ser trocadas por moedas físicas.
M1: o valor de M0, mais o valor em contas de demanda, incluindo contas 'correntes'.
M2: o valor de M1, mais a maioria das contas de poupança, do mercado de moedas e de certificados de depósito (CD) de menos de US$ 100.000.
Previsões de preço de Ankr por empresas de Internet ou nichos tecnológicos
| Comparação | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook stock | $0.010489 | $0.014739 | $0.020711 | $0.0291031 | $0.040894 | $0.057464 |
| Amazon.com stock | $0.015576 | $0.0325005 | $0.067814 | $0.141498 | $0.295244 | $0.616046 |
| Apple stock | $0.010588 | $0.015018 | $0.0213032 | $0.030217 | $0.04286 | $0.060794 |
| Netflix stock | $0.011778 | $0.018584 | $0.029323 | $0.046268 | $0.0730042 | $0.115189 |
| Google stock | $0.009667 | $0.012518 | $0.016211 | $0.020994 | $0.027187 | $0.0352077 |
| Tesla stock | $0.016922 | $0.038362 | $0.086964 | $0.19714 | $0.4469035 | $1.01 |
| Kodak stock | $0.005597 | $0.004197 | $0.003147 | $0.00236 | $0.00177 | $0.001327 |
| Nokia stock | $0.004945 | $0.003276 | $0.00217 | $0.001437 | $0.000952 | $0.00063 |
Este cálculo mostra quanto a criptomoeda pode custar, se assumirmos que sua capitalização se comportará da mesma forma que a de algumas empresas de Internet ou nichos tecnológicos. Se você extrapolar os dados, poderá obter uma imagem em potencial do preço futuro para 2024, 2025, 2026, 2027, 2028, 2029 e 2030.
Visão geral da previsão para Ankr
Você pode fazer perguntas como: 'Devo investir em Ankr agora?', 'Devo comprar ANKR hoje?', 'Ankr será um bom ou mau investimento no curto ou no longo prazo?'.
Atualizamos a previsão para Ankr/Ankr Network regularmente com novos valores. Veja nossas previsões semelhantes. Fazemos previsões de preços futuros para uma enorme quantidade de moedas digitais, como Ankr, com métodos de análise técnica.
Se você estiver tentando encontrar criptomoedas com bom retorno, você deve explorar o máximo de fontes de informações disponíveis sobre Ankr para poder tomar sozinho uma decisão de tão grande responsabilidade sobre o seu investimento.
O preço de Ankr é de $0.007464 USD hoje, mas o preço pode tanto subir quanto descer e seu investimento pode ser perdido, porque criptomoedas são ativos de alto risco
Previsão de curto prazo para Ankr
com base no histórico de preços de 4 horas
Previsão de longo prazo para Ankr
com base no histórico de preços de 1 mês
Previsão do preço de Ankr com base no padrão de crescimento do Bitcoin
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Se Ankr tiver 1% da média anterior do crescimento anual do Bitcoin | $0.007659 | $0.007858 | $0.008062 | $0.008271 |
| Se Ankr tiver 2% da média anterior do crescimento anual do Bitcoin | $0.007853 | $0.008261 | $0.00869 | $0.009142 |
| Se Ankr tiver 5% da média anterior do crescimento anual do Bitcoin | $0.008435 | $0.009531 | $0.01077 | $0.012169 |
| Se Ankr tiver 10% da média anterior do crescimento anual do Bitcoin | $0.0094053 | $0.01185 | $0.01493 | $0.018811 |
| Se Ankr tiver 20% da média anterior do crescimento anual do Bitcoin | $0.011345 | $0.017244 | $0.0262085 | $0.039833 |
| Se Ankr tiver 50% da média anterior do crescimento anual do Bitcoin | $0.017166 | $0.039478 | $0.090786 | $0.208777 |
| Se Ankr tiver 100% da média anterior do crescimento anual do Bitcoin | $0.026868 | $0.0967096 | $0.348089 | $1.25 |
Perguntas Frequentes sobre Ankr
ANKR é um bom investimento?
A decisão de adquirir Ankr depende inteiramente da sua tolerância individual ao risco. Como você pode perceber, o valor de Ankr experimentou uma escalada de 3.8455% nas últimas 24 horas, e Ankr registrou um declínio de -71.21% durante os últimos 30 dias. Consequentemente, a decisão de investir ou não em Ankr dependerá de quão alinhado esse investimento está com suas aspirações de negociação.
Ankr pode subir?
Parece que o valor médio de Ankr pode potencialmente subir para $0.007698 até o final deste ano. Observando as perspectivas de Ankr em um horizonte de cinco anos mais longo, a moeda digital poderia potencialmente crescer até $0.0242036. No entanto, dada a imprevisibilidade do mercado, é vital conduzir uma pesquisa aprofundada antes de investir quaisquer fundos em um projeto, rede ou ativo específico.
Qual será o preço de Ankr na próxima semana?
Com base na nossa nova previsão experimental de Ankr, o preço de Ankr aumentará 0.86% na próxima semana e atingirá $0.007528 até 13 de janeiro de 2026.
Qual será o preço de Ankr no próximo mês?
Com base na nossa nova previsão experimental de Ankr, o preço de Ankr diminuirá -11.62% no próximo mês e atingirá $0.006597 até 5 de fevereiro de 2026.
Até onde o preço de Ankr pode subir este ano em 2026?
De acordo com nossa previsão mais recente sobre o valor de Ankr em 2026, espera-se que ANKR fluctue dentro do intervalo de $0.002579 e $0.007698. No entanto, é crucial lembrar que o mercado de criptomoedas é excepcionalmente instável, e essa previsão de preço de Ankr não considera flutuações repentinas e extremas de preço.
Onde estará Ankr em 5 anos?
O futuro de Ankr parece seguir uma tendência de alta, com um preço máximo de $0.0242036 projetada após um período de cinco anos. Com base na previsão de Ankr para 2030, o valor de Ankr pode potencialmente atingir seu pico mais alto de aproximadamente $0.0242036, enquanto seu pico mais baixo está previsto para cerca de $0.008371.
Quanto será Ankr em 2026?
Com base na nossa nova simulação experimental de previsão de preços de Ankr, espera-se que o valor de ANKR em 2026 aumente 3.13% para $0.007698 se o melhor cenário ocorrer. O preço ficará entre $0.007698 e $0.002579 durante 2026.
Quanto será Ankr em 2027?
De acordo com nossa última simulação experimental para previsão de preços de Ankr, o valor de ANKR pode diminuir -12.62% para $0.006522 em 2027, assumindo as condições mais favoráveis. O preço está projetado para flutuar entre $0.006522 e $0.002482 ao longo do ano.
Quanto será Ankr em 2028?
Nosso novo modelo experimental de previsão de preços de Ankr sugere que o valor de ANKR em 2028 pode aumentar 47.02%, alcançando $0.010975 no melhor cenário. O preço é esperado para variar entre $0.010975 e $0.00448 durante o ano.
Quanto será Ankr em 2029?
Com base no nosso modelo de previsão experimental, o valor de Ankr pode experimentar um 333.75% crescimento em 2029, potencialmente alcançando $0.032379 sob condições ótimas. A faixa de preço prevista para 2029 está entre $0.032379 e $0.009843.
Quanto será Ankr em 2030?
Usando nossa nova simulação experimental para previsões de preços de Ankr, espera-se que o valor de ANKR em 2030 aumente 224.23%, alcançando $0.0242036 no melhor cenário. O preço está previsto para variar entre $0.0242036 e $0.008371 ao longo de 2030.
Quanto será Ankr em 2031?
Nossa simulação experimental indica que o preço de Ankr poderia aumentar 195.98% em 2031, potencialmente atingindo $0.022095 sob condições ideais. O preço provavelmente oscilará entre $0.022095 e $0.009897 durante o ano.
Quanto será Ankr em 2032?
Com base nos achados da nossa mais recente previsão experimental de preços de Ankr, ANKR poderia ver um 449.04% aumento em valor, atingindo $0.040985 se o cenário mais positivo se desenrolar em 2032. O preço é esperado para permanecer dentro de uma faixa de $0.040985 e $0.0151075 ao longo do ano.
Quanto será Ankr em 2033?
De acordo com nossa previsão experimental de preços de Ankr, espera-se que o valor de ANKR seja aumentar 1362.43% em 2033, com o preço potencial mais alto sendo $0.10917. Ao longo do ano, o preço de ANKR poderia variar entre $0.10917 e $0.0351067.
Quanto será Ankr em 2034?
Os resultados da nossa nova simulação de previsão de preços de Ankr sugerem que ANKR pode aumentar 746.96% em 2034, atingindo potencialmente $0.063225 nas melhores circunstâncias. A faixa de preço prevista para o ano é entre $0.063225 e $0.028224.
Quanto será Ankr em 2035?
Com base em nossa previsão experimental para o preço de Ankr, ANKR poderia aumentar 897.93%, com o valor potencialmente atingindo $0.074495 em 2035. A faixa de preço esperada para o ano está entre $0.074495 e $0.033369.
Quanto será Ankr em 2036?
Nossa recente simulação de previsão de preços de Ankr sugere que o valor de ANKR pode aumentar 1964.7% em 2036, possivelmente atingindo $0.154129 se as condições forem ideais. A faixa de preço esperada para 2036 está entre $0.154129 e $0.055237.
Quanto será Ankr em 2037?
De acordo com a simulação experimental, o valor de Ankr poderia aumentar 4830.69% em 2037, com um pico de $0.368074 sob condições favoráveis. O preço é esperado para cair entre $0.368074 e $0.143449 ao longo do ano.
Previsões relacionadas
Previsão de Preço do Terra
Previsão de Preço do cUSDT
Previsão de Preço do GMT
Previsão de Preço do Biconomy
Previsão de Preço do Celo
Previsão de Preço do Fasttoken
Previsão de Preço do Rocket Pool
Previsão de Preço do BitClout
Previsão de Preço do EthereumPoW
Previsão de Preço do 0x
Previsão de Preço do Wootrade Network
Previsão de Preço do MX Token
Previsão de Preço do Ravencoin
Previsão de Preço do Holo
Previsão de Preço do Siacoin
Previsão de Preço do Frax Share
Previsão de Preço do Saga
Previsão de Preço do Golem
Previsão de Preço do APENFT
Previsão de Preço do Qtum
Previsão de Preço do Jeo Boden
Previsão de Preço do Polymesh
Previsão de Preço do Trust Wallet Token
Previsão de Preço do AMP Token
Previsão de Preço do Raydium
Como ler e prever os movimentos de preço de Ankr?
Traders de Ankr utilizam indicadores e padrões de gráfico para prever a direção do mercado. Eles também identificam níveis-chave de suporte e resistência para avaliar quando uma tendência de baixa pode desacelerar ou uma tendência de alta pode estagnar.
Indicadores de Previsão de Preço de Ankr
Médias móveis são ferramentas populares para a previsão de preço de Ankr. Uma média móvel simples (SMA) calcula o preço médio de fechamento de ANKR em um período específico, como uma SMA de 12 dias. Uma média móvel exponencial (EMA) dá mais peso aos preços recentes, reagindo mais rapidamente às mudanças de preço.
Médias móveis comumente usadas no mercado de criptomoedas incluem as de 50 dias, 100 dias e 200 dias, que ajudam a identificar níveis-chave de resistência e suporte. Um movimento de preço de ANKR acima dessas médias é visto como altista, enquanto uma queda abaixo indica fraqueza.
Traders também usam RSI e níveis de retração de Fibonacci para avaliar a direção futura de ANKR.
Como ler gráficos de Ankr e prever movimentos de preço?
A maioria dos traders prefere gráficos de velas em vez de gráficos de linha simples porque eles fornecem informações mais detalhadas. Velas podem representar a ação de preço de Ankr em diferentes períodos de tempo, como 5 minutos para tendências de curto prazo e semanal para tendências de longo prazo. Opções populares incluem gráficos de 1 hora, 4 horas e 1 dia.
Por exemplo, um gráfico de velas de 1 hora mostra os preços de abertura, fechamento, máximo e mínimo de ANKR dentro de cada hora. A cor da vela é crucial: verde indica que o preço fechou mais alto do que abriu, enquanto vermelho significa o oposto. Alguns gráficos usam velas vazias e preenchidas para transmitir a mesma informação.
O que afeta o preço de Ankr?
A ação de preço de Ankr é impulsionada pela oferta e demanda, influenciada por fatores como reduções pela metade das recompensas de bloco, hard forks e atualizações de protocolo. Eventos do mundo real, como regulamentações, adoção por empresas e governos e hacks de exchanges de criptomoedas, também impactam o preço de ANKR. A capitalização de mercado de Ankr pode mudar rapidamente.
Traders frequentemente monitoram a atividade de "baleias" de ANKR, grandes detentores de Ankr, pois suas ações podem influenciar significativamente os movimentos de preço no relativamente pequeno mercado de Ankr.
Padrões de previsão de preço altistas e baixistas
Traders frequentemente identificam padrões de velas para ganhar vantagem em previsões de preço de criptomoedas. Certas formações indicam tendências altistas, enquanto outras sugerem movimentos baixistas.
Padrões de velas altistas comumente seguidos:
- Martelo
- Engolfo de Alta
- Linha de Perfuração
- Estrela da Manhã
- Três Soldados Brancos
Padrões de velas baixistas comuns:
- Harami de Baixa
- Nuvem Negra
- Estrela da Noite
- Estrela Cadente
- Homem Enforcado


