Previsão de Preço Wrapped MAPO - Projeção WMAPO
$0.00468
-0.213%
Add to portfolio
Add to favorites
Sentiment
Altista 81.82%
Baixista 18.18%
SMA 50
$0.004057
SMA 200
$0.004378
RSI (14)
70.66
Momentum (10)
0
MACD (12, 26)
0
Hull Moving Average (9)
0.004697
Previsão de Preço Wrapped MAPO até $0.004827 até 2026
| Ano | Preço Mínimo | Preço Máximo |
|---|---|---|
| 2026 | $0.001617 | $0.004827 |
| 2027 | $0.001556 | $0.004089 |
| 2028 | $0.0028095 | $0.006881 |
| 2029 | $0.006171 | $0.0203021 |
| 2030 | $0.005248 | $0.015175 |
| 2031 | $0.0062056 | $0.013853 |
| 2032 | $0.009472 | $0.025697 |
| 2033 | $0.022012 | $0.06845 |
| 2034 | $0.017696 | $0.039642 |
| 2035 | $0.020922 | $0.0467088 |
Calculadora de lucro do investimento
Se você abrir um short de $10,000.00 em Wrapped MAPO hoje e fechar em Apr 06, 2026, nossa previsão mostra que pode lucrar cerca de $3,955.86, com um retorno de 39.56% nos próximos 90 dias.
$
≈ $3,955.86
(39.56% ROI)
Previsão de preço de longo prazo de Wrapped MAPO para os anos 2027, 2028, 2029, 2030, 2031, 2032 e 2037
[
'name' => 'Wrapped MAPO'
'name_with_ticker' => 'Wrapped MAPO <small>WMAPO</small>'
'name_lang' => 'Wrapped MAPO'
'name_lang_with_ticker' => 'Wrapped MAPO <small>WMAPO</small>'
'name_with_lang' => 'Wrapped MAPO'
'name_with_lang_with_ticker' => 'Wrapped MAPO <small>WMAPO</small>'
'image' => '/uploads/coins/wrapped-mapo.jpeg?1717198571'
'price_for_sd' => 0.00468
'ticker' => 'WMAPO'
'marketcap' => '$4.42M'
'low24h' => '$0.004572'
'high24h' => '$0.004737'
'volume24h' => '$11.38K'
'current_supply' => '944.16M'
'max_supply' => '944.16M'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.00468'
'change_24h_pct' => '-0.213%'
'ath_price' => '$0.02491'
'ath_days' => 629
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '17 de abr. de 2024'
'ath_pct' => '-81.21%'
'fdv' => '$4.42M'
'new_prediction' => true
'change_24h_pct_is_increased' => false
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$0.230784'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.00472'
'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' => '$0.004136'
'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' => '$0.001617'
'current_year_max_price_prediction' => '$0.004827'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.005248'
'grand_prediction_max_price' => '$0.015175'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.0047692643395202
107 => 0.004787071041321
108 => 0.004827190449711
109 => 0.0044843744976131
110 => 0.0046382887955575
111 => 0.0047286990257804
112 => 0.0043202223164809
113 => 0.0047206247545903
114 => 0.0044784068345837
115 => 0.0043961944345424
116 => 0.0045068826005379
117 => 0.0044637473146017
118 => 0.0044266621287427
119 => 0.004405967957829
120 => 0.004487245130729
121 => 0.004483453453466
122 => 0.0043504682233821
123 => 0.0041769944119091
124 => 0.0042352179171232
125 => 0.0042140647718306
126 => 0.0041374030444804
127 => 0.0041890637925422
128 => 0.0039615760029842
129 => 0.0035701950848361
130 => 0.0038287533076865
131 => 0.003818799097364
201 => 0.0038137797331319
202 => 0.0040080790915795
203 => 0.0039894016915137
204 => 0.0039555020275045
205 => 0.0041367804505664
206 => 0.0040706113876099
207 => 0.0042745288482498
208 => 0.0044088420763816
209 => 0.0043747758971496
210 => 0.0045010981373998
211 => 0.0042365592690884
212 => 0.0043244284696842
213 => 0.0043425381901455
214 => 0.0041345435029649
215 => 0.0039924575451518
216 => 0.0039829820316641
217 => 0.0037366245614672
218 => 0.0038682267335184
219 => 0.0039840311988555
220 => 0.0039285698467486
221 => 0.0039110124395323
222 => 0.0040007094252633
223 => 0.0040076796492573
224 => 0.0038487578035222
225 => 0.0038818026876508
226 => 0.0040196053477223
227 => 0.0038783304141822
228 => 0.0036038562954432
301 => 0.0035357829190944
302 => 0.0035267006758482
303 => 0.0033420802802225
304 => 0.0035403319076075
305 => 0.0034537897594407
306 => 0.0037271753685656
307 => 0.0035710189748299
308 => 0.0035642873848018
309 => 0.0035541115991647
310 => 0.0033952011980772
311 => 0.0034299924766325
312 => 0.0035456439854118
313 => 0.0035869097466517
314 => 0.003582605389674
315 => 0.0035450772299253
316 => 0.003562257429283
317 => 0.0035069140211737
318 => 0.0034873711118968
319 => 0.0034256883145185
320 => 0.00333503164268
321 => 0.0033476380089288
322 => 0.0031680234204082
323 => 0.0030701598597145
324 => 0.0030430725159355
325 => 0.0030068501877761
326 => 0.003047163924285
327 => 0.0031675145948463
328 => 0.0030223461523303
329 => 0.0027734650400188
330 => 0.0027884232189415
331 => 0.0028220298058576
401 => 0.0027594041534692
402 => 0.0027001342292562
403 => 0.0027516646196385
404 => 0.0026462104114103
405 => 0.0028347734431085
406 => 0.0028296733415429
407 => 0.0028999579791003
408 => 0.0029439084053509
409 => 0.0028426169019627
410 => 0.0028171423627819
411 => 0.0028316538180526
412 => 0.0025918117870952
413 => 0.0028803577682953
414 => 0.0028828531259229
415 => 0.0028614863589402
416 => 0.0030151281860716
417 => 0.0033393603634065
418 => 0.003217371176084
419 => 0.00317013327561
420 => 0.0030803339922783
421 => 0.003199986205564
422 => 0.0031907987824489
423 => 0.003149249770896
424 => 0.0031241207990679
425 => 0.0031704217001574
426 => 0.0031183836050335
427 => 0.0031090361332381
428 => 0.0030524006243071
429 => 0.0030321843243702
430 => 0.0030172169807311
501 => 0.0030007394060451
502 => 0.0030370848298465
503 => 0.0029547213178739
504 => 0.0028553989966296
505 => 0.0028471414203005
506 => 0.0028699413145586
507 => 0.0028598540586019
508 => 0.0028470931263999
509 => 0.0028227290315931
510 => 0.0028155007251204
511 => 0.0028389892144808
512 => 0.002812472079457
513 => 0.0028515995566477
514 => 0.0028409590478739
515 => 0.0027815220308262
516 => 0.0027074415011825
517 => 0.0027067820290795
518 => 0.0026908215004842
519 => 0.0026704933676365
520 => 0.002664838546123
521 => 0.0027473248738904
522 => 0.0029180691037609
523 => 0.0028845479258742
524 => 0.0029087704122858
525 => 0.0030279210715551
526 => 0.0030657954831515
527 => 0.003038913122905
528 => 0.0030021148901678
529 => 0.0030037338256541
530 => 0.0031294845264996
531 => 0.0031373274434624
601 => 0.0031571439644065
602 => 0.0031826137939678
603 => 0.0030432507450139
604 => 0.002997169838581
605 => 0.0029753341486418
606 => 0.0029080886751043
607 => 0.0029806071531233
608 => 0.0029383537415325
609 => 0.0029440551703382
610 => 0.0029403421073489
611 => 0.0029423696908173
612 => 0.0028347207358982
613 => 0.0028739423572082
614 => 0.0028087288046218
615 => 0.0027214151782734
616 => 0.0027211224723818
617 => 0.0027424923587334
618 => 0.0027297807141277
619 => 0.0026955740053401
620 => 0.0027004329068722
621 => 0.0026578638166739
622 => 0.0027056015651606
623 => 0.0027069705129733
624 => 0.0026885888795132
625 => 0.0027621354675967
626 => 0.0027922675647428
627 => 0.0027801683798266
628 => 0.0027914186536751
629 => 0.0028859408821544
630 => 0.0029013521296905
701 => 0.0029081967878362
702 => 0.0028990258526644
703 => 0.0027931463464948
704 => 0.0027978425528279
705 => 0.0027633849067379
706 => 0.0027342718268491
707 => 0.0027354361973666
708 => 0.0027504041048649
709 => 0.0028157698347662
710 => 0.0029533281598232
711 => 0.0029585483977052
712 => 0.0029648754783034
713 => 0.0029391400617747
714 => 0.0029313780138949
715 => 0.0029416181586029
716 => 0.0029932778330212
717 => 0.0031261605410898
718 => 0.0030791909171207
719 => 0.0030410038817081
720 => 0.0030745042069158
721 => 0.0030693470944343
722 => 0.0030258158751559
723 => 0.0030245940988159
724 => 0.002941043771248
725 => 0.0029101571174951
726 => 0.0028843459177931
727 => 0.0028561607615371
728 => 0.0028394516561335
729 => 0.002865124436186
730 => 0.0028709961047354
731 => 0.0028148621224672
801 => 0.0028072112681062
802 => 0.0028530514897626
803 => 0.0028328789173074
804 => 0.0028536269083333
805 => 0.0028584406202243
806 => 0.0028576655017407
807 => 0.0028366030192922
808 => 0.0028500276175126
809 => 0.002818274440656
810 => 0.0027837476299974
811 => 0.0027617216758936
812 => 0.0027425011096191
813 => 0.002753165796894
814 => 0.0027151481340538
815 => 0.0027029855185669
816 => 0.0028454796656985
817 => 0.0029507416242549
818 => 0.0029492110736892
819 => 0.002939894240746
820 => 0.002926051316843
821 => 0.0029922651369155
822 => 0.0029691975659893
823 => 0.0029859811511981
824 => 0.0029902532780386
825 => 0.0030031837193025
826 => 0.0030078052406454
827 => 0.0029938357932943
828 => 0.0029469526217598
829 => 0.0028301242158141
830 => 0.0027757402774741
831 => 0.0027577926719858
901 => 0.0027584450333579
902 => 0.0027404499944447
903 => 0.0027457503398857
904 => 0.002738606750606
905 => 0.00272507852073
906 => 0.0027523304668207
907 => 0.0027554709997383
908 => 0.0027491100698842
909 => 0.0027506082991338
910 => 0.0026979425167307
911 => 0.0027019465817827
912 => 0.002679651438761
913 => 0.0026754713682163
914 => 0.0026191111881175
915 => 0.0025192609595336
916 => 0.0025745876788653
917 => 0.0025077607820266
918 => 0.0024824524236011
919 => 0.0026022582561303
920 => 0.0025902330734409
921 => 0.0025696511878979
922 => 0.002539206289539
923 => 0.0025279139805888
924 => 0.0024593054861177
925 => 0.0024552517302523
926 => 0.0024892559526973
927 => 0.0024735641740528
928 => 0.0024515269738946
929 => 0.0023717104687967
930 => 0.00228197029073
1001 => 0.0022846789826192
1002 => 0.0023132236635868
1003 => 0.002396221173275
1004 => 0.0023637926103683
1005 => 0.0023402653159047
1006 => 0.0023358593608795
1007 => 0.0023910091125111
1008 => 0.0024690575653
1009 => 0.0025056761531129
1010 => 0.0024693882447134
1011 => 0.0024277026494238
1012 => 0.0024302398584566
1013 => 0.0024471187734623
1014 => 0.0024488925087744
1015 => 0.0024217594715893
1016 => 0.0024293972626243
1017 => 0.002417794759628
1018 => 0.0023465902201562
1019 => 0.0023453023558292
1020 => 0.0023278276135145
1021 => 0.0023272984852621
1022 => 0.0022975695893061
1023 => 0.0022934103112557
1024 => 0.00223438178392
1025 => 0.0022732345393672
1026 => 0.0022471741508744
1027 => 0.0022078949983916
1028 => 0.0022011232576984
1029 => 0.0022009196909961
1030 => 0.0022412505979381
1031 => 0.0022727632492378
1101 => 0.0022476274824897
1102 => 0.0022419045556375
1103 => 0.0023030104420212
1104 => 0.0022952341609863
1105 => 0.0022884999517618
1106 => 0.0024620691823957
1107 => 0.002324675592573
1108 => 0.0022647641452583
1109 => 0.0021906123523312
1110 => 0.0022147565500141
1111 => 0.0022198440872179
1112 => 0.0020415223920935
1113 => 0.00196917730259
1114 => 0.0019443511941396
1115 => 0.0019300634177368
1116 => 0.0019365745368582
1117 => 0.0018714554710724
1118 => 0.0019152165602504
1119 => 0.0018588289536575
1120 => 0.0018493753879111
1121 => 0.0019502034135831
1122 => 0.0019642330443266
1123 => 0.0019043782809103
1124 => 0.0019428147286296
1125 => 0.00192887713838
1126 => 0.0018597955573303
1127 => 0.0018571571490639
1128 => 0.0018224944400282
1129 => 0.0017682540124103
1130 => 0.001743464681524
1201 => 0.0017305541827676
1202 => 0.0017358813061751
1203 => 0.0017331877495676
1204 => 0.0017156104707117
1205 => 0.0017341952586164
1206 => 0.0016867188052845
1207 => 0.001667813299024
1208 => 0.0016592741204506
1209 => 0.0016171360354759
1210 => 0.001684196467562
1211 => 0.0016974082174881
1212 => 0.0017106459986428
1213 => 0.0018258718457775
1214 => 0.0018201154880795
1215 => 0.0018721501582094
1216 => 0.0018701281866138
1217 => 0.001855287055787
1218 => 0.0017926747660762
1219 => 0.0018176309087981
1220 => 0.0017408197805456
1221 => 0.0017983719004814
1222 => 0.0017721075163767
1223 => 0.001789491885796
1224 => 0.0017582332220947
1225 => 0.0017755330572256
1226 => 0.0017005412135192
1227 => 0.0016305148850298
1228 => 0.0016586955238099
1229 => 0.0016893311010108
1230 => 0.0017557568381822
1231 => 0.0017161942171233
]
'min_raw' => 0.0016171360354759
'max_raw' => 0.004827190449711
'avg_raw' => 0.0032221632425934
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.001617'
'max' => '$0.004827'
'avg' => '$0.003222'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.0030634339645241
'max_diff' => 0.00014662044971096
'year' => 2026
]
1 => [
'items' => [
101 => 0.0017304224316844
102 => 0.0016827602946791
103 => 0.0015844196920207
104 => 0.001584976289152
105 => 0.0015698487298995
106 => 0.0015567763100455
107 => 0.0017207384600668
108 => 0.0017003471748536
109 => 0.0016678563306119
110 => 0.0017113466167643
111 => 0.0017228461387066
112 => 0.0017231735139299
113 => 0.0017549029040599
114 => 0.0017718368852601
115 => 0.0017748215728427
116 => 0.0018247484537712
117 => 0.0018414832857069
118 => 0.0019104116900481
119 => 0.0017704001552664
120 => 0.0017675167098447
121 => 0.0017119586142779
122 => 0.0016767227917306
123 => 0.0017143712411932
124 => 0.0017477226278913
125 => 0.0017129949348292
126 => 0.0017175296384015
127 => 0.0016709105478224
128 => 0.0016875746790724
129 => 0.0017019280738057
130 => 0.0016940029728875
131 => 0.0016821387132337
201 => 0.0017449881945162
202 => 0.0017414419804732
203 => 0.0017999688623468
204 => 0.0018455947520647
205 => 0.0019273645030426
206 => 0.0018420335051436
207 => 0.0018389237044202
208 => 0.0018693225053195
209 => 0.0018414786318089
210 => 0.0018590749987297
211 => 0.0019245294562929
212 => 0.0019259124058394
213 => 0.0019027462191052
214 => 0.0019013365545371
215 => 0.0019057858741097
216 => 0.0019318456778185
217 => 0.0019227395816657
218 => 0.0019332773866718
219 => 0.0019464550731925
220 => 0.0020009635718654
221 => 0.0020141053863577
222 => 0.0019821775903909
223 => 0.0019850603128863
224 => 0.0019731184407571
225 => 0.0019615827419115
226 => 0.0019875133082629
227 => 0.0020349019279366
228 => 0.002034607125793
301 => 0.0020456003644542
302 => 0.0020524490610672
303 => 0.0020230494416519
304 => 0.0020039113704665
305 => 0.0020112501247461
306 => 0.0020229849526564
307 => 0.0020074446782128
308 => 0.0019115229053915
309 => 0.0019406194437589
310 => 0.0019357763570265
311 => 0.0019288792125801
312 => 0.0019581360069055
313 => 0.0019553141177204
314 => 0.0018707875809312
315 => 0.0018761986955708
316 => 0.0018711166487346
317 => 0.0018875377817512
318 => 0.0018405918367364
319 => 0.0018550320932372
320 => 0.0018640888867455
321 => 0.0018694234076994
322 => 0.0018886953553004
323 => 0.0018864340146854
324 => 0.0018885547871927
325 => 0.0019171299978794
326 => 0.0020616536077044
327 => 0.0020695197089138
328 => 0.0020307841496673
329 => 0.0020462582415611
330 => 0.0020165513689369
331 => 0.0020364937915483
401 => 0.0020501378906164
402 => 0.0019884828305369
403 => 0.0019848320180171
404 => 0.0019550025345622
405 => 0.0019710312093425
406 => 0.0019455284352645
407 => 0.001951785923974
408 => 0.001934289440024
409 => 0.0019657796276189
410 => 0.0020009905504305
411 => 0.0020098862200542
412 => 0.0019864855431008
413 => 0.0019695419108068
414 => 0.0019397944740781
415 => 0.0019892651243229
416 => 0.0020037318500452
417 => 0.0019891891367713
418 => 0.0019858192723412
419 => 0.0019794333853354
420 => 0.0019871740684575
421 => 0.00200365306115
422 => 0.0019958818725155
423 => 0.0020010148795193
424 => 0.0019814531499545
425 => 0.0020230591741492
426 => 0.0020891395536055
427 => 0.0020893520128307
428 => 0.0020815807823065
429 => 0.0020784009622095
430 => 0.002086374716325
501 => 0.0020907001508322
502 => 0.0021164858095052
503 => 0.0021441548486074
504 => 0.0022732741811498
505 => 0.0022370179892512
506 => 0.0023515803424263
507 => 0.002442184289728
508 => 0.0024693524518933
509 => 0.002444359021062
510 => 0.0023588578443067
511 => 0.0023546627486702
512 => 0.0024824376044083
513 => 0.0024463353552032
514 => 0.0024420411075366
515 => 0.0023963575676105
516 => 0.0024233621977233
517 => 0.0024174558889836
518 => 0.0024081324916915
519 => 0.002459655444788
520 => 0.0025561018134988
521 => 0.0025410697424669
522 => 0.0025298489987593
523 => 0.002480682966142
524 => 0.0025102918994085
525 => 0.0024997487253941
526 => 0.0025450488918238
527 => 0.0025182140767524
528 => 0.0024460618451579
529 => 0.0024575523258562
530 => 0.0024558155628143
531 => 0.0024915580231484
601 => 0.0024808290237385
602 => 0.0024537205534852
603 => 0.0025557721702956
604 => 0.0025491455059409
605 => 0.0025585406009295
606 => 0.0025626766122965
607 => 0.0026247936330978
608 => 0.0026502409889971
609 => 0.0026560179843049
610 => 0.0026801910042402
611 => 0.0026554165375478
612 => 0.0027545320682125
613 => 0.002820438112553
614 => 0.0028969913745485
615 => 0.0030088562659009
616 => 0.0030509184998576
617 => 0.0030433203337777
618 => 0.0031281350177048
619 => 0.0032805451193972
620 => 0.0030741267729014
621 => 0.0032914857929844
622 => 0.0032226724367567
623 => 0.0030595172070401
624 => 0.0030490119337202
625 => 0.0031595025495554
626 => 0.0034045601011502
627 => 0.0033431759638954
628 => 0.0034046605036085
629 => 0.0033329355220896
630 => 0.0033293737722116
701 => 0.0034011769813493
702 => 0.0035689490932886
703 => 0.0034892468517498
704 => 0.0033749741447125
705 => 0.0034593513333086
706 => 0.0033862560038065
707 => 0.0032215517683437
708 => 0.0033431290246025
709 => 0.0032618337756632
710 => 0.0032855600511968
711 => 0.0034564305727117
712 => 0.0034358709794957
713 => 0.0034624769968842
714 => 0.0034155180725941
715 => 0.0033716510325645
716 => 0.00328976994474
717 => 0.003265528991324
718 => 0.0032722283187501
719 => 0.0032655256714701
720 => 0.0032197139553583
721 => 0.0032098209196258
722 => 0.0031933320933143
723 => 0.0031984426700631
724 => 0.0031674388526213
725 => 0.0032259494618496
726 => 0.003236809546516
727 => 0.0032793886885324
728 => 0.0032838093963075
729 => 0.003402391700747
730 => 0.0033370785601564
731 => 0.0033808962537299
801 => 0.0033769767867885
802 => 0.003063053275598
803 => 0.0031063091656695
804 => 0.0031736017561746
805 => 0.003143286535365
806 => 0.0031004279058094
807 => 0.0030658172645089
808 => 0.0030133786038189
809 => 0.0030871850117448
810 => 0.0031842325897309
811 => 0.0032862706830381
812 => 0.003408862766346
813 => 0.0033815016404808
814 => 0.0032839789093139
815 => 0.0032883537077937
816 => 0.0033153969905757
817 => 0.0032803734822316
818 => 0.0032700443658809
819 => 0.0033139779286035
820 => 0.0033142804749045
821 => 0.0032739816958223
822 => 0.0032291969774711
823 => 0.003229009327866
824 => 0.0032210403198044
825 => 0.0033343531909205
826 => 0.0033966638128109
827 => 0.003403807625192
828 => 0.0033961829773187
829 => 0.0033991174016737
830 => 0.0033628602237165
831 => 0.0034457333807945
901 => 0.0035217859850349
902 => 0.0035014022624716
903 => 0.0034708441646322
904 => 0.0034465031678257
905 => 0.003495668297192
906 => 0.0034934790513744
907 => 0.0035211217318837
908 => 0.003519867700224
909 => 0.0035105725064625
910 => 0.0035014025944322
911 => 0.0035377602591123
912 => 0.0035272898355707
913 => 0.0035168031485693
914 => 0.0034957704923565
915 => 0.0034986291796512
916 => 0.0034680763580983
917 => 0.0034539412248459
918 => 0.003241382735657
919 => 0.0031845801617968
920 => 0.0032024514078562
921 => 0.0032083350860857
922 => 0.0031836145331472
923 => 0.003219057455872
924 => 0.0032135337139087
925 => 0.0032350233626069
926 => 0.0032215975630723
927 => 0.0032221485625683
928 => 0.0032616309763173
929 => 0.0032730928889988
930 => 0.0032672632677
1001 => 0.00327134613463
1002 => 0.0033654340797604
1003 => 0.0033520577827259
1004 => 0.0033449518915259
1005 => 0.0033469202719508
1006 => 0.0033709617591999
1007 => 0.0033776920630132
1008 => 0.0033491752928265
1009 => 0.0033626239665
1010 => 0.003419886712111
1011 => 0.0034399254322841
1012 => 0.0035038794079454
1013 => 0.0034767106223932
1014 => 0.0035265801041117
1015 => 0.0036798618891553
1016 => 0.0038023139853408
1017 => 0.0036897019771417
1018 => 0.003914569657606
1019 => 0.0040896614022005
1020 => 0.0040829410894124
1021 => 0.0040524097937973
1022 => 0.0038530724976314
1023 => 0.0036696393457479
1024 => 0.0038230889662815
1025 => 0.0038234801409215
1026 => 0.0038102986824299
1027 => 0.0037284297758182
1028 => 0.0038074498219409
1029 => 0.0038137221462435
1030 => 0.0038102113125797
1031 => 0.0037474426138324
1101 => 0.0036516064124397
1102 => 0.0036703325767924
1103 => 0.0037010064160055
1104 => 0.0036429344391419
1105 => 0.0036243769238289
1106 => 0.0036588788755076
1107 => 0.0037700513525836
1108 => 0.0037490348397707
1109 => 0.0037484860136867
1110 => 0.0038384035678888
1111 => 0.0037740420045028
1112 => 0.0036705687736944
1113 => 0.003644440418271
1114 => 0.0035517023586873
1115 => 0.0036157568667634
1116 => 0.003618062074475
1117 => 0.0035829800750229
1118 => 0.003673415484602
1119 => 0.0036725821063819
1120 => 0.0037584370682428
1121 => 0.0039225595096699
1122 => 0.0038740204277651
1123 => 0.0038175747565468
1124 => 0.003823711966077
1125 => 0.0038910220066985
1126 => 0.0038503248195999
1127 => 0.0038649598118314
1128 => 0.0038909998548849
1129 => 0.003906710459397
1130 => 0.0038214514518601
1201 => 0.0038015734987936
1202 => 0.0037609101830328
1203 => 0.0037503018829675
1204 => 0.0037834213051868
1205 => 0.0037746955075584
1206 => 0.0036178683306931
1207 => 0.0036014790181324
1208 => 0.0036019816549501
1209 => 0.0035607699492471
1210 => 0.0034979122061074
1211 => 0.0036630986020378
1212 => 0.0036498318226625
1213 => 0.0036351863249993
1214 => 0.0036369803148969
1215 => 0.0037086821306839
1216 => 0.003667091456499
1217 => 0.0037776670803971
1218 => 0.0037549360563311
1219 => 0.0037316220672699
1220 => 0.0037283993638202
1221 => 0.0037194254670877
1222 => 0.003688650636152
1223 => 0.0036514881785166
1224 => 0.0036269503050288
1225 => 0.0033456699365213
1226 => 0.0033978739367837
1227 => 0.0034579298805412
1228 => 0.0034786609516672
1229 => 0.0034431990199597
1230 => 0.0036900508893589
1231 => 0.0037351531046219
]
'min_raw' => 0.0015567763100455
'max_raw' => 0.0040896614022005
'avg_raw' => 0.002823218856123
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.001556'
'max' => '$0.004089'
'avg' => '$0.002823'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -6.035972543033E-5
'max_diff' => -0.00073752904751048
'year' => 2027
]
2 => [
'items' => [
101 => 0.0035985355526455
102 => 0.0035729799867286
103 => 0.0036917263080059
104 => 0.0036201077601283
105 => 0.0036523575878523
106 => 0.0035826511000256
107 => 0.0037242893017121
108 => 0.0037232102559241
109 => 0.0036681097964242
110 => 0.0037146803274819
111 => 0.0037065875516661
112 => 0.0036443792685971
113 => 0.0037262614152443
114 => 0.0037263020277674
115 => 0.0036732690334861
116 => 0.0036113381065807
117 => 0.0036002663195932
118 => 0.0035919252153834
119 => 0.0036503061875357
120 => 0.0037026503846148
121 => 0.0038000499581521
122 => 0.0038245385250962
123 => 0.0039201190321751
124 => 0.0038632054939401
125 => 0.003888434528286
126 => 0.0039158242139332
127 => 0.0039289558364549
128 => 0.0039075585622376
129 => 0.0040560344322374
130 => 0.0040685703448485
131 => 0.0040727735279118
201 => 0.0040227082999379
202 => 0.0040671779402912
203 => 0.0040463720682496
204 => 0.0041005031672642
205 => 0.0041089916147702
206 => 0.0041018022017179
207 => 0.0041044965689373
208 => 0.0039777986068308
209 => 0.0039712286491106
210 => 0.0038816468094124
211 => 0.003918152071245
212 => 0.0038499072339918
213 => 0.0038715483748845
214 => 0.0038810875835856
215 => 0.0038761048423055
216 => 0.0039202160239769
217 => 0.0038827125082372
218 => 0.0037837345640511
219 => 0.0036847296533903
220 => 0.0036834867273846
221 => 0.0036574204819895
222 => 0.0036385793608398
223 => 0.0036422088291979
224 => 0.0036549995490909
225 => 0.0036378359409473
226 => 0.0036414986669618
227 => 0.0037023243234174
228 => 0.0037145224750309
229 => 0.0036730683897229
301 => 0.0035066242554154
302 => 0.0034657784473628
303 => 0.0034951376041834
304 => 0.003481105818195
305 => 0.002809524084453
306 => 0.002967302251083
307 => 0.0028735558221117
308 => 0.0029167584896475
309 => 0.0028210676611879
310 => 0.0028667363401148
311 => 0.0028583030026701
312 => 0.0031120056256159
313 => 0.0031080444081151
314 => 0.0031099404333098
315 => 0.0030194382107021
316 => 0.0031636107087193
317 => 0.0032346352655179
318 => 0.0032214905103118
319 => 0.0032247987620045
320 => 0.0031679520371612
321 => 0.003110490833867
322 => 0.003046757516198
323 => 0.0031651661427509
324 => 0.0031520011247809
325 => 0.0031821969393802
326 => 0.0032589933977231
327 => 0.0032703019679355
328 => 0.0032855008009812
329 => 0.0032800531012609
330 => 0.0034098394100705
331 => 0.003394121431716
401 => 0.0034319972371793
402 => 0.003354083831697
403 => 0.0032659174177855
404 => 0.0032826749706928
405 => 0.0032810610835921
406 => 0.0032605144484667
407 => 0.0032419658649777
408 => 0.0032110876994993
409 => 0.0033087907841814
410 => 0.0033048242173701
411 => 0.0033690383234156
412 => 0.0033576878564295
413 => 0.003281886659966
414 => 0.0032845939145269
415 => 0.0033028015025111
416 => 0.003365818172415
417 => 0.0033845258105446
418 => 0.0033758596871925
419 => 0.0033963717583654
420 => 0.003412583663076
421 => 0.0033984077239942
422 => 0.0035991091269826
423 => 0.0035157639116088
424 => 0.0035563857896698
425 => 0.0035660738682293
426 => 0.0035412580587174
427 => 0.003546639719213
428 => 0.0035547914684492
429 => 0.0036042872935349
430 => 0.0037341786602922
501 => 0.0037917066624285
502 => 0.0039647824952374
503 => 0.0037869297626796
504 => 0.0037763767175573
505 => 0.0038075529014356
506 => 0.003909166737232
507 => 0.0039915152070426
508 => 0.004018834945276
509 => 0.0040224456996833
510 => 0.004073699344791
511 => 0.0041030769783428
512 => 0.0040674758041702
513 => 0.0040373075366573
514 => 0.003929248547049
515 => 0.003941756669331
516 => 0.0040279252281461
517 => 0.0041496433927751
518 => 0.0042540902406434
519 => 0.0042175165948601
520 => 0.0044965476952168
521 => 0.0045242124890774
522 => 0.0045203901090757
523 => 0.0045834146265633
524 => 0.0044583237940702
525 => 0.0044048450396586
526 => 0.0040438302585179
527 => 0.0041452606864169
528 => 0.0042926957701682
529 => 0.0042731821839806
530 => 0.0041661108852093
531 => 0.004254009017462
601 => 0.0042249471461105
602 => 0.0042020248423975
603 => 0.0043070363594142
604 => 0.0041915718828189
605 => 0.0042915439236885
606 => 0.0041633287471949
607 => 0.0042176836601933
608 => 0.0041868291827241
609 => 0.0042067958110292
610 => 0.0040900713099428
611 => 0.0041530530174019
612 => 0.0040874510638479
613 => 0.0040874199599803
614 => 0.0040859717932196
615 => 0.0041631522006523
616 => 0.0041656690509678
617 => 0.0041086326132619
618 => 0.0041004127715119
619 => 0.0041308058346552
620 => 0.0040952235176702
621 => 0.0041118722598351
622 => 0.00409572779111
623 => 0.0040920933311455
624 => 0.0040631333357957
625 => 0.0040506565735273
626 => 0.0040555490334993
627 => 0.0040388485453789
628 => 0.0040287858972033
629 => 0.0040839700792243
630 => 0.004054487396894
701 => 0.004079451435316
702 => 0.0040510017628213
703 => 0.0039523828030227
704 => 0.003895665996366
705 => 0.0037093839232888
706 => 0.0037622132881313
707 => 0.0037972392116778
708 => 0.0037856631441546
709 => 0.0038105330165378
710 => 0.0038120598247174
711 => 0.0038039743756873
712 => 0.0037946124615206
713 => 0.0037900555994506
714 => 0.0038240187159535
715 => 0.0038437354482294
716 => 0.0038007545316921
717 => 0.0037906847043143
718 => 0.003834140783975
719 => 0.0038606489674643
720 => 0.0040563705006873
721 => 0.0040418708173339
722 => 0.0040782621771318
723 => 0.0040741650684895
724 => 0.0041123090111559
725 => 0.0041746582365825
726 => 0.0040478848281726
727 => 0.0040698883083779
728 => 0.0040644935631661
729 => 0.0041233919768102
730 => 0.0041235758512286
731 => 0.004088263310055
801 => 0.0041074068115058
802 => 0.0040967214341705
803 => 0.0041160313552308
804 => 0.0040416771652227
805 => 0.0041322325426137
806 => 0.0041835716063347
807 => 0.0041842844492843
808 => 0.0042086187580361
809 => 0.004233343825076
810 => 0.0042808014381597
811 => 0.0042320202580048
812 => 0.0041442676636583
813 => 0.004150603117531
814 => 0.0040991538035731
815 => 0.0041000186758358
816 => 0.0040954019199162
817 => 0.0041092571519641
818 => 0.0040447176095099
819 => 0.0040598649111241
820 => 0.0040386586001618
821 => 0.0040698422099994
822 => 0.0040362938006495
823 => 0.0040644909616566
824 => 0.0040766599215966
825 => 0.0041215636457541
826 => 0.0040296614840813
827 => 0.0038422667552011
828 => 0.0038816593991532
829 => 0.0038233945845227
830 => 0.0038287872149465
831 => 0.0038396811866334
901 => 0.0038043702601103
902 => 0.0038111064721158
903 => 0.0038108658072209
904 => 0.003808791887175
905 => 0.0037996061514136
906 => 0.0037862850172172
907 => 0.0038393523158268
908 => 0.0038483694839447
909 => 0.0038684135316801
910 => 0.0039280510217332
911 => 0.003922091830128
912 => 0.0039318115188805
913 => 0.0039105934929075
914 => 0.0038297714583166
915 => 0.0038341604836415
916 => 0.0037794292675115
917 => 0.0038670139314311
918 => 0.0038462727269539
919 => 0.0038329007374979
920 => 0.0038292520662842
921 => 0.0038890373861399
922 => 0.0039069260908608
923 => 0.0038957790505451
924 => 0.0038729161456464
925 => 0.003916819681863
926 => 0.003928566416013
927 => 0.0039311960765864
928 => 0.0040089847250941
929 => 0.0039355435979139
930 => 0.0039532216071682
1001 => 0.00409114038896
1002 => 0.0039660670853657
1003 => 0.0040323212037471
1004 => 0.0040290784094222
1005 => 0.004062971774469
1006 => 0.0040262981642151
1007 => 0.0040267527775671
1008 => 0.0040568477895933
1009 => 0.0040145847728666
1010 => 0.0040041198555789
1011 => 0.0039896626472972
1012 => 0.004021229432674
1013 => 0.0040401522928645
1014 => 0.0041926566486907
1015 => 0.0042911814175979
1016 => 0.0042869041975391
1017 => 0.0043259899822566
1018 => 0.0043083814782566
1019 => 0.004251518973952
1020 => 0.0043485763351563
1021 => 0.0043178633250188
1022 => 0.0043203952682582
1023 => 0.0043203010292044
1024 => 0.0043407224959679
1025 => 0.004326252015166
1026 => 0.0042977292121411
1027 => 0.0043166639798925
1028 => 0.0043728934708109
1029 => 0.0045474315359529
1030 => 0.0046451053495282
1031 => 0.0045415514497328
1101 => 0.0046129815431697
1102 => 0.0045701489402522
1103 => 0.0045623649821426
1104 => 0.0046072283594634
1105 => 0.0046521702641873
1106 => 0.0046493076591455
1107 => 0.0046166821441083
1108 => 0.0045982528185056
1109 => 0.0047378058462464
1110 => 0.0048406261398619
1111 => 0.0048336144851534
1112 => 0.0048645616487248
1113 => 0.0049554234781303
1114 => 0.0049637307450936
1115 => 0.0049626842203966
1116 => 0.0049420937924543
1117 => 0.0050315590634035
1118 => 0.005106192566421
1119 => 0.0049373277033003
1120 => 0.0050016292325733
1121 => 0.0050304962607299
1122 => 0.005072881622525
1123 => 0.0051443928324847
1124 => 0.0052220729739127
1125 => 0.0052330577976301
1126 => 0.0052252635395304
1127 => 0.0051740313981044
1128 => 0.0052590299357717
1129 => 0.0053088200856762
1130 => 0.0053384689805171
1201 => 0.0054136536447277
1202 => 0.0050306745336682
1203 => 0.0047595828835635
1204 => 0.0047172480077887
1205 => 0.0048033376424134
1206 => 0.004826038792512
1207 => 0.0048168879873721
1208 => 0.0045117496886047
1209 => 0.0047156415177956
1210 => 0.004935011982293
1211 => 0.0049434388952487
1212 => 0.0050532603365963
1213 => 0.005089022699632
1214 => 0.0051774433545421
1215 => 0.0051719126185031
1216 => 0.0051934416408938
1217 => 0.0051884924914769
1218 => 0.0053522731355324
1219 => 0.0055329475075866
1220 => 0.0055266913285916
1221 => 0.0055007172499667
1222 => 0.0055392931859633
1223 => 0.0057257685001656
1224 => 0.0057086008414398
1225 => 0.0057252777595542
1226 => 0.0059451426642869
1227 => 0.0062309983158573
1228 => 0.0060981896662647
1229 => 0.0063863462212213
1230 => 0.0065677254980439
1231 => 0.0068814022023412
]
'min_raw' => 0.002809524084453
'max_raw' => 0.0068814022023412
'avg_raw' => 0.0048454631433971
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.0028095'
'max' => '$0.006881'
'avg' => '$0.004845'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.0012527477744074
'max_diff' => 0.0027917408001407
'year' => 2028
]
3 => [
'items' => [
101 => 0.0068421283340729
102 => 0.0069642403731898
103 => 0.0067718199131688
104 => 0.0063299836423695
105 => 0.0062600613612342
106 => 0.0064000475387812
107 => 0.0067441898966292
108 => 0.0063892092712339
109 => 0.0064610213894236
110 => 0.0064403394945539
111 => 0.0064392374442687
112 => 0.0064812982212928
113 => 0.0064202868704768
114 => 0.0061717156515198
115 => 0.0062856343763284
116 => 0.0062416448858533
117 => 0.0062904545051692
118 => 0.0065538598899986
119 => 0.0064374020905654
120 => 0.0063147232591259
121 => 0.0064685897383631
122 => 0.0066645146406907
123 => 0.006652254012414
124 => 0.006628463269012
125 => 0.006762570443926
126 => 0.0069840762071686
127 => 0.0070439483248908
128 => 0.0070881446981618
129 => 0.007094238631332
130 => 0.0071570099303437
131 => 0.0068194728351538
201 => 0.0073551528737875
202 => 0.0074476500185972
203 => 0.0074302643889868
204 => 0.0075330710725678
205 => 0.0075028227383045
206 => 0.0074589976477751
207 => 0.0076219681088597
208 => 0.0074351356262642
209 => 0.0071699504387755
210 => 0.0070244646001509
211 => 0.0072160520884596
212 => 0.0073330478820878
213 => 0.007410374659346
214 => 0.0074337736954223
215 => 0.0068456748790085
216 => 0.0065287222344172
217 => 0.0067318852457308
218 => 0.0069797581410954
219 => 0.0068180958887047
220 => 0.0068244327429313
221 => 0.0065939448551146
222 => 0.0070001512048239
223 => 0.0069409703564044
224 => 0.0072480007026938
225 => 0.0071747254464794
226 => 0.007425096775029
227 => 0.0073591656133649
228 => 0.0076328421792709
301 => 0.007742019170908
302 => 0.0079253443319086
303 => 0.0080601990666083
304 => 0.0081393883461839
305 => 0.0081346341188697
306 => 0.008448421496491
307 => 0.0082633920428037
308 => 0.0080309514408785
309 => 0.0080267473237304
310 => 0.0081471316051762
311 => 0.008399424033272
312 => 0.0084648397891717
313 => 0.0085013982725381
314 => 0.0084454076826525
315 => 0.0082445714718554
316 => 0.0081578514142959
317 => 0.0082317394158585
318 => 0.0081413807392157
319 => 0.008297365165268
320 => 0.0085115650987133
321 => 0.0084673336594952
322 => 0.0086151927292534
323 => 0.0087682113112254
324 => 0.0089870347559398
325 => 0.0090442433073969
326 => 0.009138806867509
327 => 0.0092361438333757
328 => 0.0092674058435073
329 => 0.0093270947208805
330 => 0.0093267801310335
331 => 0.0095066565805227
401 => 0.0097050658746192
402 => 0.0097799607899549
403 => 0.0099521775180396
404 => 0.0096572624063884
405 => 0.0098809589063165
406 => 0.010082738748738
407 => 0.0098421685021966
408 => 0.010173738541376
409 => 0.010186612654643
410 => 0.01038099648013
411 => 0.010183951233564
412 => 0.010066946395144
413 => 0.010404734979549
414 => 0.010568180235302
415 => 0.010518949194108
416 => 0.010144298539782
417 => 0.0099262357894414
418 => 0.0093555235106376
419 => 0.010031556857816
420 => 0.010360832981064
421 => 0.01014344579417
422 => 0.010253083246582
423 => 0.010851229636878
424 => 0.011078965055192
425 => 0.011031597680174
426 => 0.011039601986819
427 => 0.011162483884851
428 => 0.011707409893022
429 => 0.01138087759764
430 => 0.011630499302528
501 => 0.011762897754723
502 => 0.011885876815767
503 => 0.011583879109774
504 => 0.011190984531503
505 => 0.011066538325973
506 => 0.010121830922666
507 => 0.010072654799668
508 => 0.01004505075164
509 => 0.0098710111334931
510 => 0.0097342636670933
511 => 0.0096255170047043
512 => 0.0093401332880932
513 => 0.0094364419149226
514 => 0.0089815998348552
515 => 0.0092725916790687
516 => 0.0085466527367352
517 => 0.0091512362593027
518 => 0.0088221889350088
519 => 0.0090431353635728
520 => 0.0090423645022979
521 => 0.0086355320761827
522 => 0.0084008796231756
523 => 0.0085504092990418
524 => 0.0087107169812509
525 => 0.0087367263633495
526 => 0.0089445694577921
527 => 0.0090025739978787
528 => 0.0088268175334434
529 => 0.0085316092657087
530 => 0.0086001794133198
531 => 0.0083994900513229
601 => 0.0080477896638281
602 => 0.0083003870222265
603 => 0.0083866348663055
604 => 0.0084247268276821
605 => 0.0080788698896435
606 => 0.0079701941307923
607 => 0.0079123360686578
608 => 0.0084869634780934
609 => 0.0085184428647303
610 => 0.0083573898719591
611 => 0.0090853646709562
612 => 0.0089206015535753
613 => 0.0091046823236336
614 => 0.0085939573911423
615 => 0.0086134677713458
616 => 0.0083716824035743
617 => 0.0085070660534223
618 => 0.0084113812533285
619 => 0.0084961283924019
620 => 0.0085469254781369
621 => 0.0087886711713087
622 => 0.0091539966067973
623 => 0.0087525624262573
624 => 0.0085776518051526
625 => 0.0086861653707513
626 => 0.0089751512956909
627 => 0.0094129797648918
628 => 0.0091537764990058
629 => 0.0092688065068491
630 => 0.009293935446234
701 => 0.0091028085541961
702 => 0.0094200268860218
703 => 0.0095900267671243
704 => 0.0097644114686167
705 => 0.0099158248187742
706 => 0.0096947583840389
707 => 0.0099313311578343
708 => 0.0097406952628714
709 => 0.0095696751575131
710 => 0.0095699345244189
711 => 0.0094626511141226
712 => 0.0092547759880938
713 => 0.0092164406254775
714 => 0.0094158660230302
715 => 0.0095757863062121
716 => 0.0095889581067014
717 => 0.0096774981924717
718 => 0.0097298953031952
719 => 0.010243458218703
720 => 0.010450017471735
721 => 0.010702594216377
722 => 0.01080098709286
723 => 0.011097114375276
724 => 0.010857967544443
725 => 0.010806226623289
726 => 0.010087918698643
727 => 0.010205541581063
728 => 0.010393867164738
729 => 0.010091024118153
730 => 0.010283108326351
731 => 0.010321029817949
801 => 0.010080733627315
802 => 0.010209086205318
803 => 0.0098682198120283
804 => 0.0091614265626906
805 => 0.0094208137489559
806 => 0.0096118100268299
807 => 0.0093392347886324
808 => 0.0098278153529829
809 => 0.0095423966736394
810 => 0.0094519326548003
811 => 0.0090990002645574
812 => 0.0092655707671386
813 => 0.0094908597569393
814 => 0.0093516573538987
815 => 0.009640523241554
816 => 0.010049634376192
817 => 0.010341191333725
818 => 0.010363573456647
819 => 0.010176121865753
820 => 0.010476514236461
821 => 0.010478702266936
822 => 0.010139858445638
823 => 0.0099323184917834
824 => 0.0098851649775999
825 => 0.010002963701021
826 => 0.010145993098099
827 => 0.010371510592751
828 => 0.010507786091634
829 => 0.010863120317781
830 => 0.010959263571146
831 => 0.01106489585778
901 => 0.011206053168515
902 => 0.011375548712044
903 => 0.01100470211219
904 => 0.011019436538946
905 => 0.010674109319883
906 => 0.010305077661381
907 => 0.010585126689738
908 => 0.010951253540955
909 => 0.010867263636751
910 => 0.01085781305677
911 => 0.010873706310926
912 => 0.010810380666011
913 => 0.010523961121016
914 => 0.010380123018601
915 => 0.01056571086773
916 => 0.010664342549977
917 => 0.010817311687556
918 => 0.010798455012563
919 => 0.011192487083279
920 => 0.011345596031048
921 => 0.011306424210308
922 => 0.011313632768047
923 => 0.011590829204546
924 => 0.011899128651729
925 => 0.012187891767711
926 => 0.012481634011952
927 => 0.012127516271564
928 => 0.011947717121941
929 => 0.012133223949221
930 => 0.012034791415469
1001 => 0.012600413951395
1002 => 0.012639576428569
1003 => 0.013205158063548
1004 => 0.013741962383352
1005 => 0.013404805207931
1006 => 0.01372272923846
1007 => 0.014066589998203
1008 => 0.014729953193145
1009 => 0.014506555806487
1010 => 0.014335436909391
1011 => 0.014173730378475
1012 => 0.014510215999122
1013 => 0.014943099374595
1014 => 0.015036338307567
1015 => 0.015187420998994
1016 => 0.015028576022471
1017 => 0.015219887300493
1018 => 0.015895300178348
1019 => 0.015712797656717
1020 => 0.015453614737257
1021 => 0.015986788336981
1022 => 0.016179741790061
1023 => 0.017533990174285
1024 => 0.019243784700579
1025 => 0.018535918539577
1026 => 0.018096523170745
1027 => 0.018199791505018
1028 => 0.018824150585823
1029 => 0.019024674906411
1030 => 0.018479580678175
1031 => 0.018672117174752
1101 => 0.019733012200662
1102 => 0.020302148344476
1103 => 0.019529185015995
1104 => 0.017396609848887
1105 => 0.015430278151141
1106 => 0.015951837862454
1107 => 0.015892709177073
1108 => 0.017032508533064
1109 => 0.015708445031934
1110 => 0.015730738865543
1111 => 0.016894108065147
1112 => 0.01658374110789
1113 => 0.01608098638593
1114 => 0.015433948816993
1115 => 0.014237840027084
1116 => 0.013178413115899
1117 => 0.015256193260178
1118 => 0.015166595602159
1119 => 0.015036844915718
1120 => 0.015325591027902
1121 => 0.016727660186652
1122 => 0.016695337954488
1123 => 0.016489720404407
1124 => 0.016645679503913
1125 => 0.016053646001735
1126 => 0.016206226515599
1127 => 0.015429966674154
1128 => 0.015780868541962
1129 => 0.016079907700095
1130 => 0.016139944238441
1201 => 0.016275209624875
1202 => 0.015119381707732
1203 => 0.015638314509204
1204 => 0.015943138912642
1205 => 0.014565931168305
1206 => 0.015915915943597
1207 => 0.015099261315179
1208 => 0.014822076468553
1209 => 0.015195269348208
1210 => 0.015049835720065
1211 => 0.014924800426736
1212 => 0.01485502858468
1213 => 0.015129060247703
1214 => 0.015116276343085
1215 => 0.014667907355124
1216 => 0.014083028288188
1217 => 0.014279332901053
1218 => 0.014208013594834
1219 => 0.013949543228722
1220 => 0.01412372104765
1221 => 0.013356730082465
1222 => 0.012037161991586
1223 => 0.012908909091885
1224 => 0.012875347776801
1225 => 0.012858424639852
1226 => 0.013513518492406
1227 => 0.01345054633407
1228 => 0.013336251250064
1229 => 0.013947444109872
1230 => 0.013724350494338
1231 => 0.014411872449948
]
'min_raw' => 0.0061717156515198
'max_raw' => 0.020302148344476
'avg_raw' => 0.013236931997998
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.006171'
'max' => '$0.0203021'
'avg' => '$0.013236'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.0033621915670669
'max_diff' => 0.013420746142134
'year' => 2029
]
4 => [
'items' => [
101 => 0.014864718876045
102 => 0.014749862374339
103 => 0.01517576662688
104 => 0.014283855362854
105 => 0.014580112507494
106 => 0.01464117069441
107 => 0.013939902084855
108 => 0.013460849357964
109 => 0.013428902002681
110 => 0.012598290591782
111 => 0.013041996503023
112 => 0.013432439343117
113 => 0.0132454475223
114 => 0.013186251498052
115 => 0.013488671147887
116 => 0.013512171744729
117 => 0.012976355646264
118 => 0.013087768780224
119 => 0.013552380069729
120 => 0.013076061767798
121 => 0.012150653113298
122 => 0.011921138972207
123 => 0.011890517555
124 => 0.011268057001364
125 => 0.011936476204579
126 => 0.011644693309855
127 => 0.012566431978193
128 => 0.012039939794222
129 => 0.012017243768458
130 => 0.011982935396732
131 => 0.011447157884695
201 => 0.011564459109394
202 => 0.011954386245774
203 => 0.012093516640878
204 => 0.012079004200806
205 => 0.011952475390081
206 => 0.012010399631699
207 => 0.011823805467305
208 => 0.011757915184236
209 => 0.011549947326319
210 => 0.011244292027769
211 => 0.011286795271726
212 => 0.010681212146238
213 => 0.010351258318744
214 => 0.010259931448015
215 => 0.010137805339663
216 => 0.010273725916918
217 => 0.010679496605331
218 => 0.010190051066051
219 => 0.0093509310195687
220 => 0.0094013635641533
221 => 0.009514670518278
222 => 0.0093035237588671
223 => 0.009103691071289
224 => 0.0092774293801998
225 => 0.008921883154581
226 => 0.0095576365810019
227 => 0.0095404412324956
228 => 0.0097774107951372
301 => 0.0099255927257619
302 => 0.0095840813501416
303 => 0.0094981921627181
304 => 0.0095471185473205
305 => 0.0087384743947117
306 => 0.0097113273159652
307 => 0.0097197405884268
308 => 0.0096477010417647
309 => 0.010165715188868
310 => 0.01125888661192
311 => 0.010847591549849
312 => 0.010688325670356
313 => 0.010385561117018
314 => 0.010788976907961
315 => 0.010758000869483
316 => 0.010617915476173
317 => 0.010533191393206
318 => 0.010689298113855
319 => 0.010513848042961
320 => 0.010482332389183
321 => 0.010291381816658
322 => 0.010223221149963
323 => 0.010172757705897
324 => 0.010117202412416
325 => 0.010239743546319
326 => 0.0099620492152666
327 => 0.0096271770747284
328 => 0.0095993360796094
329 => 0.0096762075149382
330 => 0.0096421976272105
331 => 0.0095991732533515
401 => 0.0095170280066636
402 => 0.0094926572667268
403 => 0.0095718503485193
404 => 0.0094824459764191
405 => 0.009614366997561
406 => 0.0095784917793335
407 => 0.009378095726597
408 => 0.009128328048766
409 => 0.0091261045925279
410 => 0.0090722925560403
411 => 0.0090037548368795
412 => 0.0089846892113396
413 => 0.0092627976244189
414 => 0.0098384737164086
415 => 0.0097254547247897
416 => 0.0098071225288865
417 => 0.010208847295446
418 => 0.010336543518451
419 => 0.010245907764013
420 => 0.010121839953169
421 => 0.010127298307191
422 => 0.010551275574726
423 => 0.010577718516841
424 => 0.010644531300749
425 => 0.010730404609362
426 => 0.010260532359796
427 => 0.010105167366492
428 => 0.010031546813342
429 => 0.0098048240043818
430 => 0.010049325116101
501 => 0.0099068647888838
502 => 0.0099260875541632
503 => 0.0099135687030572
504 => 0.0099204048422821
505 => 0.0095574588749625
506 => 0.0096896973095753
507 => 0.0094698252639653
508 => 0.0091754412766889
509 => 0.0091744543983393
510 => 0.0092465044621716
511 => 0.0092036462648849
512 => 0.0090883159579711
513 => 0.0091046980837245
514 => 0.008961173424042
515 => 0.0091221245760078
516 => 0.0091267400791353
517 => 0.00906476511856
518 => 0.0093127325751423
519 => 0.0094143250444262
520 => 0.0093735317977432
521 => 0.0094114628814925
522 => 0.0097301511741416
523 => 0.0097821112711884
524 => 0.0098051885140053
525 => 0.0097742680657795
526 => 0.0094172879184578
527 => 0.0094331215059883
528 => 0.0093169451464397
529 => 0.0092187883649844
530 => 0.0092227141214781
531 => 0.0092731794666346
601 => 0.0094935645886862
602 => 0.0099573520856313
603 => 0.0099749524821161
604 => 0.0099962846760955
605 => 0.0099095159224796
606 => 0.009883345636124
607 => 0.0099178709989511
608 => 0.010092045198016
609 => 0.010540068525843
610 => 0.010381707159317
611 => 0.01025295690329
612 => 0.010365905588645
613 => 0.010348518023856
614 => 0.010201749478806
615 => 0.010197630174574
616 => 0.0099159344118816
617 => 0.0098117979023162
618 => 0.0097247736404408
619 => 0.0096297454182986
620 => 0.0095734095028379
621 => 0.0096599670732012
622 => 0.0096797638136624
623 => 0.0094905041732956
624 => 0.009464708783652
625 => 0.0096192622914286
626 => 0.0095512490549917
627 => 0.0096212023553142
628 => 0.0096374321210373
629 => 0.0096348187549527
630 => 0.009563805124842
701 => 0.0096090670950176
702 => 0.0095020090423096
703 => 0.0093855994895893
704 => 0.0093113374475251
705 => 0.0092465339663936
706 => 0.0092824907041258
707 => 0.0091543114995516
708 => 0.0091133043922706
709 => 0.0095937333579487
710 => 0.0099486314003769
711 => 0.0099434710422849
712 => 0.0099120586895365
713 => 0.0098653863051154
714 => 0.010088630822391
715 => 0.010010856896487
716 => 0.010067443925811
717 => 0.010081847699724
718 => 0.01012544358522
719 => 0.010141025367092
720 => 0.010093926400032
721 => 0.0099358565139249
722 => 0.00954196138658
723 => 0.0093586021415014
724 => 0.0092980905365357
725 => 0.0093002900184483
726 => 0.009239618488379
727 => 0.0092574889730917
728 => 0.0092334038630855
729 => 0.0091877924915477
730 => 0.0092796743304628
731 => 0.0092902628564592
801 => 0.0092688165373502
802 => 0.0092738679218685
803 => 0.0090963015594888
804 => 0.0091098015443666
805 => 0.0090346319130715
806 => 0.0090205385133871
807 => 0.0088305162312417
808 => 0.0084938642142509
809 => 0.0086804021112658
810 => 0.0084550905628694
811 => 0.0083697616654646
812 => 0.0087736953944128
813 => 0.008733151651404
814 => 0.0086637583873145
815 => 0.0085611112869027
816 => 0.0085230384788731
817 => 0.0082917201496719
818 => 0.0082780526287474
819 => 0.0083927002388198
820 => 0.0083397943115547
821 => 0.0082654943526331
822 => 0.0079963874330851
823 => 0.0076938221572741
824 => 0.0077029547010933
825 => 0.0077991950859017
826 => 0.0080790269845163
827 => 0.0079696918205866
828 => 0.0078903679046791
829 => 0.0078755129196978
830 => 0.0080614541577565
831 => 0.0083245999655033
901 => 0.0084480620909425
902 => 0.0083257148742327
903 => 0.0081851689793186
904 => 0.008193723356715
905 => 0.008250631797105
906 => 0.008256612069548
907 => 0.0081651311403103
908 => 0.0081908824860381
909 => 0.0081517638371252
910 => 0.0079116927609539
911 => 0.0079073506364596
912 => 0.0078484333226981
913 => 0.0078466493298526
914 => 0.0077464162815316
915 => 0.0077323929851932
916 => 0.0075333741840407
917 => 0.0076643689616437
918 => 0.0075765045423621
919 => 0.0074440721373836
920 => 0.0074212407408485
921 => 0.0074205544014989
922 => 0.007556532870068
923 => 0.0076627799740679
924 => 0.0075780329815536
925 => 0.0075587377341095
926 => 0.0077647604963287
927 => 0.0077385422218971
928 => 0.0077158373653291
929 => 0.008301038144628
930 => 0.0078378060640267
1001 => 0.0076358104365217
1002 => 0.007385802489555
1003 => 0.0074672063377368
1004 => 0.0074843593246201
1005 => 0.0068831352794848
1006 => 0.0066392187592511
1007 => 0.0065555158013071
1008 => 0.0065073435656241
1009 => 0.0065292962583337
1010 => 0.0063097427815691
1011 => 0.0064572863490342
1012 => 0.0062671715965495
1013 => 0.0062352982396085
1014 => 0.0065752469677498
1015 => 0.006622548847319
1016 => 0.0064207443335347
1017 => 0.0065503355005673
1018 => 0.0065033439419493
1019 => 0.0062704305683184
1020 => 0.0062615349906405
1021 => 0.0061446672470535
1022 => 0.0059617918583942
1023 => 0.0058782128985751
1024 => 0.0058346842506355
1025 => 0.0058526450191318
1026 => 0.0058435635049715
1027 => 0.0057843004821025
1028 => 0.0058469603920715
1029 => 0.0056868902149631
1030 => 0.0056231489806655
1031 => 0.0055943585439187
1101 => 0.0054522870484394
1102 => 0.0056783859772278
1103 => 0.0057229303145183
1104 => 0.0057675624179138
1105 => 0.0061560544063403
1106 => 0.0061366464444654
1107 => 0.0063120849677531
1108 => 0.0063052677493488
1109 => 0.0062552298405916
1110 => 0.0060441281343811
1111 => 0.0061282695119505
1112 => 0.0058692954302652
1113 => 0.0060633364207896
1114 => 0.0059747842160598
1115 => 0.006033396831295
1116 => 0.0059280060642156
1117 => 0.0059863336661954
1118 => 0.0057334934293759
1119 => 0.0054973947737919
1120 => 0.0055924077649483
1121 => 0.0056956977523889
1122 => 0.0059196567629592
1123 => 0.0057862686238852
1124 => 0.0058342400426602
1125 => 0.0056735438200826
1126 => 0.0053419816122982
1127 => 0.0053438582183867
1128 => 0.0052928545961945
1129 => 0.0052487800199696
1130 => 0.0058015898562379
1201 => 0.0057328392144676
1202 => 0.0056232940646683
1203 => 0.0057699246008259
1204 => 0.0058086960419255
1205 => 0.0058097998103474
1206 => 0.0059167776644461
1207 => 0.0059738717643553
1208 => 0.0059839348469244
1209 => 0.0061522668117581
1210 => 0.0062086894660181
1211 => 0.006441086393682
1212 => 0.0059690277288723
1213 => 0.0059593059913174
1214 => 0.0057719879931713
1215 => 0.0056531879573667
1216 => 0.0057801223332607
1217 => 0.0058925688620326
1218 => 0.0057754820202638
1219 => 0.0057907710899606
1220 => 0.0056335915712324
1221 => 0.005689775853194
1222 => 0.0057381693256594
1223 => 0.0057114492946009
1224 => 0.005671448114842
1225 => 0.0058833495289966
1226 => 0.0058713932207617
1227 => 0.0060687206892149
1228 => 0.0062225515618968
1229 => 0.0064982439863005
1230 => 0.0062105445692641
1231 => 0.0062000596590057
]
'min_raw' => 0.0052487800199696
'max_raw' => 0.01517576662688
'avg_raw' => 0.010212273323425
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.005248'
'max' => '$0.015175'
'avg' => '$0.010212'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.00092293563155026
'max_diff' => -0.0051263817175958
'year' => 2030
]
5 => [
'items' => [
101 => 0.0063025513386143
102 => 0.0062086737750759
103 => 0.0062680011546888
104 => 0.0064886854282472
105 => 0.0064933481391977
106 => 0.0064152417232121
107 => 0.006410488940701
108 => 0.0064254901322816
109 => 0.006513352579923
110 => 0.0064826507409768
111 => 0.0065181796862808
112 => 0.006562609176422
113 => 0.0067463883853594
114 => 0.0067906969304526
115 => 0.0066830501372227
116 => 0.0066927694373814
117 => 0.0066525065817429
118 => 0.0066136131676882
119 => 0.0067010398825561
120 => 0.0068608139223537
121 => 0.0068598199763445
122 => 0.006896884448014
123 => 0.0069199753068054
124 => 0.0068208524373308
125 => 0.0067563270941518
126 => 0.0067810702165809
127 => 0.0068206350081801
128 => 0.0067682398879062
129 => 0.0064448329337947
130 => 0.0065429339443559
131 => 0.0065266051393042
201 => 0.00650335093526
202 => 0.006601992259972
203 => 0.0065924780635664
204 => 0.0063074909433274
205 => 0.0063257348941267
206 => 0.0063086004184014
207 => 0.0063639654148537
208 => 0.0062056838835751
209 => 0.006254370216554
210 => 0.0062849058281924
211 => 0.006302891538033
212 => 0.006367868254894
213 => 0.0063602439871288
214 => 0.0063673943197048
215 => 0.0064637376375923
216 => 0.0069510090784336
217 => 0.0069775301878547
218 => 0.0068469305454249
219 => 0.0068991025266116
220 => 0.0067989437314912
221 => 0.0068661810016611
222 => 0.0069121830342699
223 => 0.0067043086945931
224 => 0.0066919997252907
225 => 0.0065914275391945
226 => 0.0066454693353028
227 => 0.0065594849519518
228 => 0.0065805825120201
301 => 0.0065215918948169
302 => 0.0066277632608679
303 => 0.0067464793454752
304 => 0.0067764717166873
305 => 0.006697574700556
306 => 0.0066404480613103
307 => 0.0065401525014795
308 => 0.0067069462527104
309 => 0.0067557218285177
310 => 0.0067066900553751
311 => 0.0066953283221725
312 => 0.0066737978582838
313 => 0.0066998961118675
314 => 0.0067554561862568
315 => 0.0067292550812083
316 => 0.0067465613726969
317 => 0.0066806076357126
318 => 0.0068208852511251
319 => 0.0070436798640467
320 => 0.0070443961851578
321 => 0.0070181949388756
322 => 0.0070074739534106
323 => 0.0070343580221208
324 => 0.0070489415265538
325 => 0.0071358796750673
326 => 0.0072291677721909
327 => 0.0076645026166814
328 => 0.007542262334369
329 => 0.0079285173065868
330 => 0.0082339948406801
331 => 0.008325594196241
401 => 0.0082413270992076
402 => 0.0079530539122757
403 => 0.0079389098544449
404 => 0.0083697117015215
405 => 0.0082479904477478
406 => 0.0082335120919252
407 => 0.0080794868475413
408 => 0.0081705348433698
409 => 0.0081506213110886
410 => 0.0081191868261794
411 => 0.0082929000597618
412 => 0.0086180757255409
413 => 0.0085673940485511
414 => 0.0085295625277336
415 => 0.0083637958161014
416 => 0.0084636244018395
417 => 0.0084280773545488
418 => 0.0085808100284232
419 => 0.008490334575863
420 => 0.0082470682895343
421 => 0.0082858092474483
422 => 0.0082799536295956
423 => 0.0084004618300709
424 => 0.0083642882594856
425 => 0.0082728901593737
426 => 0.0086169643104664
427 => 0.0085946220489354
428 => 0.0086262982676342
429 => 0.0086402431187251
430 => 0.0088496749912285
501 => 0.0089354725283208
502 => 0.008954950071338
503 => 0.009036451095756
504 => 0.0089529222516048
505 => 0.0092870971832662
506 => 0.0095093040131732
507 => 0.0097674086807691
508 => 0.010144568972121
509 => 0.010286384730597
510 => 0.010260766983172
511 => 0.010546725611604
512 => 0.011060586910394
513 => 0.010364633043514
514 => 0.011097474155246
515 => 0.010865465120329
516 => 0.010315375872206
517 => 0.010279956609753
518 => 0.01065248343525
519 => 0.011478712079823
520 => 0.011271751175365
521 => 0.011479050593721
522 => 0.011237224810852
523 => 0.011225216122465
524 => 0.011467305655213
525 => 0.012032961044091
526 => 0.01176423937211
527 => 0.011378960962068
528 => 0.011663444544447
529 => 0.011416998537678
530 => 0.010861686708533
531 => 0.011271592916262
601 => 0.01099750030861
602 => 0.011077495103087
603 => 0.011653596996174
604 => 0.011584278892221
605 => 0.011673982937419
606 => 0.011515657645608
607 => 0.011367756857449
608 => 0.011091689053094
609 => 0.011009958986202
610 => 0.011032546236351
611 => 0.011009947793083
612 => 0.01085549039374
613 => 0.010822135333058
614 => 0.010766542103936
615 => 0.010783772770254
616 => 0.010679241235132
617 => 0.010876513839225
618 => 0.010913129372905
619 => 0.011056687922994
620 => 0.011071592647901
621 => 0.011471401166471
622 => 0.011251193352952
623 => 0.011398927766089
624 => 0.011385713009648
625 => 0.010327297974229
626 => 0.010473138227635
627 => 0.010700019894742
628 => 0.010597810011241
629 => 0.0104533091494
630 => 0.010336616955818
701 => 0.010159816350151
702 => 0.010408659807472
703 => 0.010735862492298
704 => 0.011079891047955
705 => 0.011493218815933
706 => 0.011400968869786
707 => 0.011072164172838
708 => 0.011086914111351
709 => 0.011178092427352
710 => 0.011060008223707
711 => 0.011025182886774
712 => 0.011173307960837
713 => 0.011174328016814
714 => 0.011038457869567
715 => 0.010887463064877
716 => 0.010886830391132
717 => 0.010859962324074
718 => 0.011242004580294
719 => 0.011452089192386
720 => 0.011476175054594
721 => 0.011450468021953
722 => 0.011460361638541
723 => 0.011338118031663
724 => 0.011617530666771
725 => 0.011873947331791
726 => 0.011805222188022
727 => 0.011702193427659
728 => 0.011620126057491
729 => 0.011785889723749
730 => 0.011778508528627
731 => 0.011871707755915
801 => 0.01186747970062
802 => 0.011836140305884
803 => 0.011805223307251
804 => 0.011927805712131
805 => 0.011892503948139
806 => 0.011857147350756
807 => 0.011786234281882
808 => 0.011795872545683
809 => 0.011692861574687
810 => 0.011645203986044
811 => 0.010928548199383
812 => 0.010737034355784
813 => 0.010797288509604
814 => 0.01081712574154
815 => 0.010733778671374
816 => 0.010853276959887
817 => 0.010834653278202
818 => 0.010907107129148
819 => 0.010861841108657
820 => 0.010863698841928
821 => 0.010996816556457
822 => 0.011035461195307
823 => 0.011015806220087
824 => 0.011029571890998
825 => 0.011346795967016
826 => 0.011301696847661
827 => 0.011277738839363
828 => 0.011284375371393
829 => 0.011365432924177
830 => 0.011388124613378
831 => 0.011291978331716
901 => 0.011337321473963
902 => 0.011530386818748
903 => 0.01159794876287
904 => 0.011813574056936
905 => 0.011721972599583
906 => 0.011890111038973
907 => 0.01240691127904
908 => 0.012819767070662
909 => 0.012440087822699
910 => 0.013198244907144
911 => 0.01378857894856
912 => 0.013765920944798
913 => 0.013662982550004
914 => 0.012990902938695
915 => 0.012372445260227
916 => 0.012889811369366
917 => 0.012891130241975
918 => 0.012846688034371
919 => 0.012570661299825
920 => 0.012837082902332
921 => 0.012858230481637
922 => 0.012846393460821
923 => 0.012634764410624
924 => 0.012311645966559
925 => 0.012374782537093
926 => 0.012478201527579
927 => 0.012282407803127
928 => 0.012219839844605
929 => 0.012336165583539
930 => 0.012710991351815
1001 => 0.012640132711541
1002 => 0.012638282306081
1003 => 0.012941445617916
1004 => 0.012724446113379
1005 => 0.012375578891439
1006 => 0.012287485316905
1007 => 0.011974812474254
1008 => 0.012190776720376
1009 => 0.01219854888912
1010 => 0.01208026747862
1011 => 0.012385176776015
1012 => 0.012382366983161
1013 => 0.012671832981277
1014 => 0.013225183251211
1015 => 0.013061530347679
1016 => 0.012871219826256
1017 => 0.012891911856673
1018 => 0.013118852358065
1019 => 0.012981638950376
1020 => 0.013030981848467
1021 => 0.013118777671679
1022 => 0.013171747071671
1023 => 0.012884290375167
1024 => 0.012817270468568
1025 => 0.012680171260459
1026 => 0.012644404636141
1027 => 0.012756069080477
1028 => 0.012726649444558
1029 => 0.012197895668432
1030 => 0.012142637956869
1031 => 0.012144332631993
1101 => 0.012005384488906
1102 => 0.011793455219323
1103 => 0.012350392686148
1104 => 0.012305662813227
1105 => 0.012256284495339
1106 => 0.012262333057532
1107 => 0.012504080735518
1108 => 0.012363854873736
1109 => 0.012736668309852
1110 => 0.012660029075184
1111 => 0.012581424333333
1112 => 0.012570558763651
1113 => 0.012540302644279
1114 => 0.01243654315315
1115 => 0.012311247332632
1116 => 0.012228516178988
1117 => 0.011280159778197
1118 => 0.011456169209849
1119 => 0.011658652017199
1120 => 0.011728548270898
1121 => 0.011608985892273
1122 => 0.012441264204599
1123 => 0.012593329472295
1124 => 0.012132713857473
1125 => 0.012046551482752
1126 => 0.012446912995542
1127 => 0.012205446061125
1128 => 0.012314178606908
1129 => 0.012079158316448
1130 => 0.012556701402298
1201 => 0.012553063324087
1202 => 0.012367288277892
1203 => 0.012524304074803
1204 => 0.012497018716121
1205 => 0.01228727914651
1206 => 0.01256335052076
1207 => 0.012563487448717
1208 => 0.012384683005852
1209 => 0.012175878561912
1210 => 0.012138549259076
1211 => 0.012110426643875
1212 => 0.012307262167516
1213 => 0.012483744282523
1214 => 0.012812133744926
1215 => 0.012894698658115
1216 => 0.013216955010949
1217 => 0.013025067043213
1218 => 0.013110128493945
1219 => 0.013202474731392
1220 => 0.013246748913544
1221 => 0.013174606509611
1222 => 0.013675203271569
1223 => 0.013717468976167
1224 => 0.013731640301322
1225 => 0.013562841889765
1226 => 0.013712774386988
1227 => 0.01364262593678
1228 => 0.01382513271642
1229 => 0.013853752109831
1230 => 0.013829512501776
1231 => 0.013838596748971
]
'min_raw' => 0.0062056838835751
'max_raw' => 0.013853752109831
'avg_raw' => 0.010029717996703
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.0062056'
'max' => '$0.013853'
'avg' => '$0.010029'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.00095690386360554
'max_diff' => -0.0013220145170487
'year' => 2031
]
6 => [
'items' => [
101 => 0.01341142572396
102 => 0.013389274652806
103 => 0.01308724322586
104 => 0.013210323264844
105 => 0.012980231031343
106 => 0.013053195648799
107 => 0.013085357756941
108 => 0.013068558096831
109 => 0.013217282025581
110 => 0.013090836303852
111 => 0.012757125254609
112 => 0.012423323286015
113 => 0.012419132674208
114 => 0.012331248507971
115 => 0.01226772435257
116 => 0.012279961358541
117 => 0.012323086163679
118 => 0.012265217860499
119 => 0.01227756699698
120 => 0.012482644944432
121 => 0.012523771864244
122 => 0.012384006521396
123 => 0.01182282850182
124 => 0.011685114008208
125 => 0.011784100455219
126 => 0.011736791309091
127 => 0.0094725066054407
128 => 0.010004466709954
129 => 0.0096883940795103
130 => 0.0098340548894211
131 => 0.0095114265803493
201 => 0.0096654017198368
202 => 0.0096369681338453
203 => 0.010492344240058
204 => 0.010478988718691
205 => 0.010485381300011
206 => 0.010180246737826
207 => 0.010666334380693
208 => 0.010905798632716
209 => 0.010861480172801
210 => 0.010872634174358
211 => 0.010680971472637
212 => 0.010487237013918
213 => 0.010272355683678
214 => 0.010671578635128
215 => 0.01062719185789
216 => 0.010728999155016
217 => 0.010987923776076
218 => 0.011026051410087
219 => 0.011077295336849
220 => 0.011058928036896
221 => 0.011496511638438
222 => 0.011443517377022
223 => 0.011571218299545
224 => 0.011308527813222
225 => 0.011011268593136
226 => 0.011067767852738
227 => 0.0110623265197
228 => 0.010993052104855
229 => 0.010930514260601
301 => 0.010826406369846
302 => 0.011155819141263
303 => 0.011142445584322
304 => 0.01135894792614
305 => 0.011320679034232
306 => 0.011065110008085
307 => 0.011074237705851
308 => 0.011135625859953
309 => 0.011348090962218
310 => 0.011411165070297
311 => 0.011381946630366
312 => 0.011451104510433
313 => 0.011505764079043
314 => 0.011457968910697
315 => 0.012134647703397
316 => 0.011853643490787
317 => 0.011990602988798
318 => 0.012023267022062
319 => 0.011939598787708
320 => 0.011957743431804
321 => 0.011985227623491
322 => 0.012152106253456
323 => 0.012590044065203
324 => 0.012784003740883
325 => 0.013367540994967
326 => 0.012767898089867
327 => 0.012732317761447
328 => 0.012837430442045
329 => 0.013180028583883
330 => 0.013457672199237
331 => 0.013549782604094
401 => 0.013561956514673
402 => 0.013734761757569
403 => 0.013833810500169
404 => 0.013713778655852
405 => 0.013612064235651
406 => 0.013247735807749
407 => 0.013289907815312
408 => 0.013580431127453
409 => 0.013990812417591
410 => 0.014342962257425
411 => 0.014219651657176
412 => 0.015160424493358
413 => 0.015253698277353
414 => 0.015240810856308
415 => 0.015453302417248
416 => 0.015031549941935
417 => 0.014851242587669
418 => 0.013634056047806
419 => 0.013976035817114
420 => 0.01447312349557
421 => 0.014407332077343
422 => 0.014046333718056
423 => 0.014342688407798
424 => 0.014244704279502
425 => 0.014167420132149
426 => 0.014521473793441
427 => 0.014132177249127
428 => 0.014469239964744
429 => 0.014036953545498
430 => 0.014220214929611
501 => 0.014116186904633
502 => 0.014183505785989
503 => 0.013789960981132
504 => 0.014002308205073
505 => 0.013781126638483
506 => 0.013781021769622
507 => 0.01377613917428
508 => 0.014036358306504
509 => 0.014044844043064
510 => 0.013852541711181
511 => 0.01382482794083
512 => 0.013927300275194
513 => 0.013807332009201
514 => 0.013863464405787
515 => 0.01380903220231
516 => 0.01379677836679
517 => 0.013699137720546
518 => 0.013657071445458
519 => 0.013673566715834
520 => 0.013617259854146
521 => 0.01358333293327
522 => 0.01376939025579
523 => 0.013669987333899
524 => 0.013754155332372
525 => 0.013658235275263
526 => 0.013325734566946
527 => 0.013134509893462
528 => 0.012506446878283
529 => 0.012684564770278
530 => 0.012802657116947
531 => 0.012763627597078
601 => 0.012847478108177
602 => 0.012852625848553
603 => 0.012825365192639
604 => 0.012793800845398
605 => 0.012778437066779
606 => 0.012892946085298
607 => 0.012959422424745
608 => 0.012814509263807
609 => 0.01278055813775
610 => 0.012927073344333
611 => 0.013016447535709
612 => 0.013676336349812
613 => 0.01362744965505
614 => 0.013750145665372
615 => 0.013736331977534
616 => 0.013864936943359
617 => 0.014075151709968
618 => 0.013647726312478
619 => 0.013721912582224
620 => 0.013703723822093
621 => 0.01390230393585
622 => 0.013902923881289
623 => 0.01378386518328
624 => 0.013848408834978
625 => 0.013812382339262
626 => 0.013877487086293
627 => 0.013626796743437
628 => 0.013932110520685
629 => 0.0141052037584
630 => 0.014107607158173
701 => 0.014189651979097
702 => 0.014273014268871
703 => 0.014433020924767
704 => 0.014268551770082
705 => 0.013972687771552
706 => 0.013994048196611
707 => 0.013820583242526
708 => 0.013823499219743
709 => 0.013807933504829
710 => 0.013854647387019
711 => 0.013637047813628
712 => 0.013688117998571
713 => 0.013616619440584
714 => 0.013721757158322
715 => 0.013608646353924
716 => 0.013703715050922
717 => 0.01374474354897
718 => 0.013896139590045
719 => 0.013586285035561
720 => 0.012954470623659
721 => 0.01308728567305
722 => 0.012890841782604
723 => 0.012909023412579
724 => 0.012945753198714
725 => 0.012826699944611
726 => 0.012849411553695
727 => 0.012848600135199
728 => 0.012841607768968
729 => 0.012810637419521
730 => 0.012765724285526
731 => 0.012944644387829
801 => 0.012975046399697
802 => 0.013042626306067
803 => 0.013243698267538
804 => 0.013223606436984
805 => 0.01325637704622
806 => 0.013184838990257
807 => 0.012912341857819
808 => 0.012927139763134
809 => 0.01274260964674
810 => 0.013037907456111
811 => 0.012967977037111
812 => 0.012922892441058
813 => 0.012910590691319
814 => 0.01311216107129
815 => 0.013172474088206
816 => 0.01313489106352
817 => 0.013057807183417
818 => 0.013205831021018
819 => 0.013245435955336
820 => 0.013254302039556
821 => 0.01351657189903
822 => 0.013268960011246
823 => 0.013328562653686
824 => 0.013793565455679
825 => 0.013371872080272
826 => 0.01359525246611
827 => 0.013584319158638
828 => 0.013698593005253
829 => 0.013574945367812
830 => 0.013576478128469
831 => 0.013677945562681
901 => 0.013535452851078
902 => 0.013500169651805
903 => 0.013451426164713
904 => 0.013557855785534
905 => 0.013621655529818
906 => 0.014135834613
907 => 0.014468017750151
908 => 0.014453596804096
909 => 0.014585377256154
910 => 0.014526008955531
911 => 0.014334293052255
912 => 0.014661528721884
913 => 0.014557977663891
914 => 0.014566514287298
915 => 0.014566196553748
916 => 0.014635048954722
917 => 0.014586260718402
918 => 0.014490094096605
919 => 0.014553933988062
920 => 0.014743515642511
921 => 0.015331982914996
922 => 0.015661296996833
923 => 0.015312157793771
924 => 0.015552989340883
925 => 0.01540857622967
926 => 0.015382332071445
927 => 0.015533592080343
928 => 0.015685116849863
929 => 0.015675465377104
930 => 0.015565466175315
1001 => 0.015503330417351
1002 => 0.015973843193661
1003 => 0.016320508992269
1004 => 0.016296868708881
1005 => 0.016401209231524
1006 => 0.016707556233135
1007 => 0.016735564763697
1008 => 0.016732036332615
1009 => 0.01666261426723
1010 => 0.016964252674501
1011 => 0.017215884740669
1012 => 0.016646545064889
1013 => 0.016863342160223
1014 => 0.016960669361084
1015 => 0.017103574567627
1016 => 0.01734467960476
1017 => 0.017606583625039
1018 => 0.017643619725138
1019 => 0.017617340839777
1020 => 0.017444608098045
1021 => 0.017731186602199
1022 => 0.017899057568839
1023 => 0.017999020887815
1024 => 0.018252511232427
1025 => 0.016961270420742
1026 => 0.016047265995399
1027 => 0.015904531005998
1028 => 0.016194788219722
1029 => 0.016271326732223
1030 => 0.016240474153805
1031 => 0.015211679075435
1101 => 0.015899114612825
1102 => 0.016638737449835
1103 => 0.016667149375213
1104 => 0.017037420032204
1105 => 0.017157995336028
1106 => 0.01745611174739
1107 => 0.017437464484691
1108 => 0.01751005108679
1109 => 0.017493364683992
1110 => 0.018045562560225
1111 => 0.018654718819887
1112 => 0.018633625675613
1113 => 0.018546052256077
1114 => 0.018676113717575
1115 => 0.019304828258699
1116 => 0.019246946298697
1117 => 0.019303173692465
1118 => 0.020044463569249
1119 => 0.021008245856323
1120 => 0.020560472221818
1121 => 0.021532012165302
1122 => 0.022143545060606
1123 => 0.023201127969353
1124 => 0.023068713380472
1125 => 0.023480422645945
1126 => 0.022831663630617
1127 => 0.021341981795594
1128 => 0.021106233942928
1129 => 0.021578207114051
1130 => 0.022738507100787
1201 => 0.021541665138311
1202 => 0.02178378470855
1203 => 0.021714054256033
1204 => 0.021710338616554
1205 => 0.02185214946288
1206 => 0.021646445433927
1207 => 0.020808370214526
1208 => 0.021192455148769
1209 => 0.021044141510384
1210 => 0.021208706549686
1211 => 0.022096796195016
1212 => 0.021704150593403
1213 => 0.021290530348042
1214 => 0.021809301925405
1215 => 0.022469876412642
1216 => 0.022428538848397
1217 => 0.022348326696001
1218 => 0.022800478399287
1219 => 0.023547300545098
1220 => 0.023749163570137
1221 => 0.023898174728312
1222 => 0.02391872084946
1223 => 0.02413035866663
1224 => 0.02299232878411
1225 => 0.02479841143435
1226 => 0.02511027201602
1227 => 0.025051655151962
1228 => 0.025398275063389
1229 => 0.025296290692549
1230 => 0.025148531340059
1231 => 0.02569799762784
]
'min_raw' => 0.0094725066054407
'max_raw' => 0.02569799762784
'avg_raw' => 0.01758525211664
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.009472'
'max' => '$0.025697'
'avg' => '$0.017585'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.0032668227218656
'max_diff' => 0.011844245518009
'year' => 2032
]
7 => [
'items' => [
101 => 0.025068078868542
102 => 0.024173988494285
103 => 0.023683472831866
104 => 0.02432942342491
105 => 0.024723882911513
106 => 0.024984595539822
107 => 0.025063487023622
108 => 0.023080670804334
109 => 0.022012042834168
110 => 0.0226970211112
111 => 0.023532741883855
112 => 0.022987686313021
113 => 0.023009051459471
114 => 0.022231945453547
115 => 0.023601498522014
116 => 0.023401966159692
117 => 0.024437140408381
118 => 0.024190087766139
119 => 0.025034232180712
120 => 0.024811940665995
121 => 0.025734660315435
122 => 0.026102758165233
123 => 0.026720851744901
124 => 0.027175523898198
125 => 0.027442516083106
126 => 0.027426486873787
127 => 0.028484442925372
128 => 0.027860603203921
129 => 0.027076913486046
130 => 0.027062739011559
131 => 0.027468623021416
201 => 0.028319244557236
202 => 0.028539798345434
203 => 0.028663057824535
204 => 0.028474281641598
205 => 0.027797148334959
206 => 0.027504765606296
207 => 0.02775388416226
208 => 0.027449233575317
209 => 0.027975145958237
210 => 0.02869733598881
211 => 0.028548206603346
212 => 0.029046723780226
213 => 0.029562636612761
214 => 0.030300415134381
215 => 0.030493297759792
216 => 0.030812125404927
217 => 0.031140303781196
218 => 0.031245705830999
219 => 0.031446951048407
220 => 0.031445890386774
221 => 0.032052356394799
222 => 0.03272130718234
223 => 0.03297382061839
224 => 0.033554461340916
225 => 0.032560134451668
226 => 0.033314342819167
227 => 0.03399465764571
228 => 0.033183558263417
301 => 0.03430146979999
302 => 0.034344875771713
303 => 0.035000254410788
304 => 0.03433590260473
305 => 0.033941412622979
306 => 0.035080290418948
307 => 0.035631357510103
308 => 0.035465371617515
309 => 0.034202210779181
310 => 0.033466996991753
311 => 0.031542800697908
312 => 0.033822094327062
313 => 0.034932271765916
314 => 0.034199335687813
315 => 0.034568986013263
316 => 0.036585678329395
317 => 0.03735350419222
318 => 0.03719380178026
319 => 0.037220788858956
320 => 0.037635093757511
321 => 0.039472349839581
322 => 0.038371423407942
323 => 0.039213040414004
324 => 0.039659431039343
325 => 0.040074063529777
326 => 0.039055857179214
327 => 0.037731185677553
328 => 0.03731160660705
329 => 0.034126459639437
330 => 0.033960658907381
331 => 0.033867589932201
401 => 0.033280803208561
402 => 0.032819749578191
403 => 0.032453102613497
404 => 0.031490911488088
405 => 0.031815622747497
406 => 0.03028209091849
407 => 0.031263190237657
408 => 0.028815636410141
409 => 0.030854031967151
410 => 0.029744625939944
411 => 0.030489562249834
412 => 0.030486963237226
413 => 0.029115299308446
414 => 0.028324152180222
415 => 0.028828301922233
416 => 0.029368790465126
417 => 0.029456482912788
418 => 0.030157240416843
419 => 0.030352806773493
420 => 0.029760231582725
421 => 0.028764916297274
422 => 0.02899610533736
423 => 0.028319467141703
424 => 0.027133684730328
425 => 0.027985334359952
426 => 0.028276124987897
427 => 0.028404554695174
428 => 0.027238473881616
429 => 0.02687206597315
430 => 0.026676993477143
501 => 0.02861438990726
502 => 0.028720524857127
503 => 0.028177523447638
504 => 0.030631941308034
505 => 0.03007643095439
506 => 0.030697072122751
507 => 0.028975127355181
508 => 0.029040907964208
509 => 0.028225711715851
510 => 0.028682167143498
511 => 0.028359559159482
512 => 0.028645290055725
513 => 0.02881655597682
514 => 0.029631618459494
515 => 0.030863338671451
516 => 0.029509875304521
517 => 0.028920151933597
518 => 0.029286012996188
519 => 0.030260349218475
520 => 0.031736518470593
521 => 0.030862596562664
522 => 0.031250428265247
523 => 0.031335152238829
524 => 0.03069075457827
525 => 0.031760278331497
526 => 0.032333444799647
527 => 0.03292139499588
528 => 0.033431895677278
529 => 0.032686554758202
530 => 0.033484176382037
531 => 0.032841434152397
601 => 0.032264827926939
602 => 0.03226570240057
603 => 0.031903988892468
604 => 0.031203123391684
605 => 0.031073873040133
606 => 0.031746249691419
607 => 0.032285432091444
608 => 0.03232984173642
609 => 0.032628360817266
610 => 0.032805021334319
611 => 0.034536534559771
612 => 0.035232963502877
613 => 0.036084543631781
614 => 0.036416282084416
615 => 0.037414695892028
616 => 0.036608395655176
617 => 0.036433947527067
618 => 0.034012122208467
619 => 0.034408695968715
620 => 0.035043648822547
621 => 0.034022592347159
622 => 0.034670217665989
623 => 0.034798072622506
624 => 0.033987897238838
625 => 0.034420646916867
626 => 0.033271392073359
627 => 0.030888389286488
628 => 0.031762931294816
629 => 0.032406888580603
630 => 0.031487882134425
701 => 0.033135165618738
702 => 0.032172856614036
703 => 0.031867850858523
704 => 0.030677914663867
705 => 0.0312395187429
706 => 0.031999096301189
707 => 0.031529765680536
708 => 0.032503697188738
709 => 0.033883043942398
710 => 0.034866048580576
711 => 0.034941511470678
712 => 0.034309505344526
713 => 0.035322299195094
714 => 0.035329676292603
715 => 0.034187240691778
716 => 0.03348750524738
717 => 0.033328523882157
718 => 0.033725690502617
719 => 0.034207924100858
720 => 0.034968272079205
721 => 0.035427734438141
722 => 0.036625768590239
723 => 0.036949922281466
724 => 0.037306068910865
725 => 0.037781990639296
726 => 0.038353456698104
727 => 0.037103121495013
728 => 0.037152799643549
729 => 0.035988504814499
730 => 0.034744288812892
731 => 0.035688493664398
801 => 0.036922915905434
802 => 0.036639738079425
803 => 0.036607874789201
804 => 0.036661460005218
805 => 0.03644795317213
806 => 0.035482269679008
807 => 0.03499730947426
808 => 0.035623031864928
809 => 0.035955575467868
810 => 0.036471321595179
811 => 0.036407744998908
812 => 0.03773625163577
813 => 0.038252469142899
814 => 0.038120398614383
815 => 0.038144702770085
816 => 0.03907928990898
817 => 0.040118743019936
818 => 0.041092328026266
819 => 0.042082700511153
820 => 0.040888767825725
821 => 0.040282562439596
822 => 0.040908011659443
823 => 0.040576139499557
824 => 0.042483175369937
825 => 0.042615214395966
826 => 0.044522112365947
827 => 0.046331985608645
828 => 0.045195236652153
829 => 0.046267139717827
830 => 0.047426490276893
831 => 0.04966306560318
901 => 0.048909865716955
902 => 0.048332926408254
903 => 0.047787721549282
904 => 0.048922206311969
905 => 0.05038170283533
906 => 0.050696064407578
907 => 0.051205450249982
908 => 0.050669893321431
909 => 0.051314912652211
910 => 0.053592114325718
911 => 0.052976794332121
912 => 0.052102941023589
913 => 0.053900573040049
914 => 0.054551129078689
915 => 0.059117072056704
916 => 0.064881763676145
917 => 0.06249514349269
918 => 0.061013691329068
919 => 0.061361867728034
920 => 0.063466937960328
921 => 0.064143019707351
922 => 0.062305196459588
923 => 0.062954346700267
924 => 0.066531228349449
925 => 0.068450110594132
926 => 0.065844010765584
927 => 0.058653884698037
928 => 0.052024260094191
929 => 0.053782735075018
930 => 0.053583378584024
1001 => 0.057426291690997
1002 => 0.052962119153774
1003 => 0.053037284370292
1004 => 0.056959664850601
1005 => 0.05591324098508
1006 => 0.054218168338778
1007 => 0.052036636000389
1008 => 0.048003871705559
1009 => 0.044431939907675
1010 => 0.051437320730089
1011 => 0.051135235970569
1012 => 0.050697772472329
1013 => 0.051671300149166
1014 => 0.056398474207236
1015 => 0.056289497544828
1016 => 0.055596243618972
1017 => 0.056122070611674
1018 => 0.054125988324621
1019 => 0.054640424179944
1020 => 0.052023209927782
1021 => 0.053206300074281
1022 => 0.054214531474175
1023 => 0.054416948854825
1024 => 0.054873005549116
1025 => 0.050976051029139
1026 => 0.052725669200035
1027 => 0.053753405958384
1028 => 0.04911005389478
1029 => 0.053661621817601
1030 => 0.050908213720887
1031 => 0.04997366565806
1101 => 0.051231911507312
1102 => 0.050741571876174
1103 => 0.050320006655032
1104 => 0.050084766018224
1105 => 0.051008682902387
1106 => 0.050965581075422
1107 => 0.049453873728391
1108 => 0.047481913119264
1109 => 0.048143767827087
1110 => 0.047903309806814
1111 => 0.047031858921642
1112 => 0.047619111598867
1113 => 0.045033148010146
1114 => 0.040584132062444
1115 => 0.04352328827454
1116 => 0.043410133957561
1117 => 0.043353076419801
1118 => 0.04556177108088
1119 => 0.045349456052473
1120 => 0.044964102196919
1121 => 0.047024781595886
1122 => 0.046272605895214
1123 => 0.048590634169802
1124 => 0.050117437512115
1125 => 0.04973019079759
1126 => 0.051166156720716
1127 => 0.048159015622797
1128 => 0.049157867269966
1129 => 0.049363729210098
1130 => 0.046999353131974
1201 => 0.045384193416865
1202 => 0.045276480678036
1203 => 0.042476016314755
1204 => 0.043972001773061
1205 => 0.045288407068286
1206 => 0.044657951089051
1207 => 0.044458367560361
1208 => 0.045477996524048
1209 => 0.045557230427058
1210 => 0.043750689041598
1211 => 0.044126326201361
1212 => 0.045692795602053
1213 => 0.04408685519161
1214 => 0.040966775302995
1215 => 0.04019295235214
1216 => 0.040089710106109
1217 => 0.037991040890716
1218 => 0.040244662901894
1219 => 0.0392608965007
1220 => 0.042368602774742
1221 => 0.040593497617972
1222 => 0.040516976382522
1223 => 0.040401303311913
1224 => 0.038594892023291
1225 => 0.038990381292073
1226 => 0.040305047856221
1227 => 0.040774135697087
1228 => 0.040725205992161
1229 => 0.040298605272842
1230 => 0.040493900897598
1231 => 0.039864785644755
]
'min_raw' => 0.022012042834168
'max_raw' => 0.068450110594132
'avg_raw' => 0.04523107671415
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.022012'
'max' => '$0.06845'
'avg' => '$0.045231'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.012539536228727
'max_diff' => 0.042752112966292
'year' => 2033
]
8 => [
'items' => [
101 => 0.039642631955075
102 => 0.038941453802257
103 => 0.037910915623024
104 => 0.038054218277504
105 => 0.03601245248946
106 => 0.034899990123422
107 => 0.034592075202521
108 => 0.034180318501641
109 => 0.034638584217528
110 => 0.036006668423517
111 => 0.034356468615838
112 => 0.031527316793631
113 => 0.031697353638786
114 => 0.032079375945456
115 => 0.031367479904307
116 => 0.030693730046264
117 => 0.031279500884778
118 => 0.03008075196166
119 => 0.032224239025725
120 => 0.032166263707695
121 => 0.032965223132827
122 => 0.033464828857661
123 => 0.032313399411194
124 => 0.032023818019204
125 => 0.032188776740822
126 => 0.02946237652257
127 => 0.032742418068998
128 => 0.032770784004498
129 => 0.032527897643287
130 => 0.034274418506838
131 => 0.03796012228245
201 => 0.036573412264974
202 => 0.036036436232675
203 => 0.035015644402748
204 => 0.036375788907504
205 => 0.036271351031099
206 => 0.035799043347104
207 => 0.035513390186134
208 => 0.036039714893825
209 => 0.035448172730273
210 => 0.035341915503208
211 => 0.034698112316194
212 => 0.034468303869609
213 => 0.034298162844695
214 => 0.034110854293977
215 => 0.034524010282479
216 => 0.033587744457337
217 => 0.032458699655486
218 => 0.032364831796646
219 => 0.032624009207849
220 => 0.032509342496881
221 => 0.032364282816549
222 => 0.032087324382143
223 => 0.032005156730936
224 => 0.032272161735283
225 => 0.031970728652734
226 => 0.032415509585945
227 => 0.032294553782963
228 => 0.031618904499956
301 => 0.030776795335927
302 => 0.030769298797983
303 => 0.030587867759929
304 => 0.030356788054628
305 => 0.030292506967
306 => 0.031230168898606
307 => 0.033171101035171
308 => 0.032790049614194
309 => 0.03306539831757
310 => 0.034419841415555
311 => 0.034850378146879
312 => 0.034544793372806
313 => 0.034126490086408
314 => 0.034144893308084
315 => 0.035574362266724
316 => 0.035663516492252
317 => 0.035888780457918
318 => 0.036178308313388
319 => 0.034594101218547
320 => 0.034070277296382
321 => 0.033822060461416
322 => 0.033057648681725
323 => 0.033882001250409
324 => 0.033401686310933
325 => 0.033466497206163
326 => 0.033424289025621
327 => 0.033447337546302
328 => 0.032223639877406
329 => 0.032669490992296
330 => 0.031928177039546
331 => 0.03093564087321
401 => 0.030932313543952
402 => 0.031175235364538
403 => 0.031030735960122
404 => 0.030641891778257
405 => 0.030697125258998
406 => 0.030213221848307
407 => 0.03075587989441
408 => 0.030771441385448
409 => 0.030562488478915
410 => 0.031398528071317
411 => 0.031741054174468
412 => 0.031603516895183
413 => 0.031731404192307
414 => 0.032805884021079
415 => 0.032981071116011
416 => 0.03305887765137
417 => 0.03295462720138
418 => 0.031751043711127
419 => 0.031804427756951
420 => 0.031412731049559
421 => 0.031081788607795
422 => 0.031095024569901
423 => 0.031265172004474
424 => 0.032008215830269
425 => 0.033571907756828
426 => 0.033631248722397
427 => 0.033703171703765
428 => 0.033410624792948
429 => 0.033322389845349
430 => 0.033438794516605
501 => 0.034026034989205
502 => 0.035536576918965
503 => 0.035002650515285
504 => 0.034568560038033
505 => 0.034949374416535
506 => 0.034890751027886
507 => 0.034395910631198
508 => 0.03438202210938
509 => 0.033432265178091
510 => 0.033081161665513
511 => 0.03278775329076
512 => 0.032467359005149
513 => 0.032277418532925
514 => 0.032569253424662
515 => 0.032635999517291
516 => 0.031997897426108
517 => 0.031910926468948
518 => 0.032432014410998
519 => 0.032202703035818
520 => 0.032438555471839
521 => 0.032493275260101
522 => 0.032484464113887
523 => 0.032245036701956
524 => 0.032397640594493
525 => 0.032036686895233
526 => 0.031644203960781
527 => 0.031393824301151
528 => 0.031175334840082
529 => 0.031296565491765
530 => 0.030864400354357
531 => 0.030726142029134
601 => 0.032345941829397
602 => 0.033542505357634
603 => 0.033525106850042
604 => 0.033419197909611
605 => 0.033261838706973
606 => 0.034014523183402
607 => 0.033752302962215
608 => 0.033943090082361
609 => 0.033991653411748
610 => 0.034138639983465
611 => 0.034191175048931
612 => 0.034032377593144
613 => 0.033499433936047
614 => 0.032171389013324
615 => 0.031553180516808
616 => 0.031349161415881
617 => 0.031356577122712
618 => 0.031152018823133
619 => 0.031212270410019
620 => 0.031131065780064
621 => 0.03097728385644
622 => 0.031287069891328
623 => 0.031322769845992
624 => 0.031250462083782
625 => 0.031267493179361
626 => 0.030668815791311
627 => 0.030714331932865
628 => 0.030460892272778
629 => 0.030413375391772
630 => 0.029772702000587
701 => 0.028637656221009
702 => 0.029266581764455
703 => 0.028506928148286
704 => 0.028219235813213
705 => 0.029581126582114
706 => 0.029444430521886
707 => 0.029210466287125
708 => 0.028864384421495
709 => 0.028736019291065
710 => 0.027956113394033
711 => 0.027910032393
712 => 0.0282965748148
713 => 0.028118198787252
714 => 0.02786769128829
715 => 0.026960378520589
716 => 0.025940258568759
717 => 0.025971049577859
718 => 0.02629553075453
719 => 0.027239003537948
720 => 0.026870372399222
721 => 0.026602926278521
722 => 0.026552841659514
723 => 0.027179755525632
724 => 0.028066969988704
725 => 0.028483231164472
726 => 0.028070728981326
727 => 0.027596868684021
728 => 0.027625710364661
729 => 0.027817581144657
730 => 0.027837744050727
731 => 0.027529309710808
801 => 0.027616132170831
802 => 0.027484240914844
803 => 0.026674824520305
804 => 0.026660184744415
805 => 0.026461540907593
806 => 0.02645552605116
807 => 0.026117583330698
808 => 0.026070302808017
809 => 0.025399297024883
810 => 0.025840955063335
811 => 0.025544714039229
812 => 0.025098208939708
813 => 0.025021231292253
814 => 0.025018917251217
815 => 0.025477378151712
816 => 0.025835597680783
817 => 0.025549867278675
818 => 0.025484812004766
819 => 0.026179432131638
820 => 0.026091035388891
821 => 0.026014484379769
822 => 0.027987529664589
823 => 0.026425710363011
824 => 0.025744668001993
825 => 0.024901748753797
826 => 0.025176207511378
827 => 0.025234040004238
828 => 0.023206971159942
829 => 0.022384589582266
830 => 0.022102379215604
831 => 0.021939963159721
901 => 0.022013978195879
902 => 0.021273738320233
903 => 0.021771191759105
904 => 0.021130206597715
905 => 0.021022743349461
906 => 0.022168904220852
907 => 0.022328385810331
908 => 0.021647987802566
909 => 0.022084913469983
910 => 0.021926478149257
911 => 0.021141194448568
912 => 0.021111202387357
913 => 0.020717174630408
914 => 0.020100597489591
915 => 0.019818805191265
916 => 0.019672045315663
917 => 0.019732601300629
918 => 0.019701982341587
919 => 0.019502172922372
920 => 0.019713435183608
921 => 0.019173747405744
922 => 0.018958839384039
923 => 0.018861770416462
924 => 0.018382766450339
925 => 0.019145074774472
926 => 0.019295259117634
927 => 0.019445739370345
928 => 0.02075556723297
929 => 0.020690131934488
930 => 0.021281635164479
1001 => 0.021258650436666
1002 => 0.021089944133756
1003 => 0.020378199992616
1004 => 0.020661888521655
1005 => 0.01978873932426
1006 => 0.020442962071323
1007 => 0.020144402130558
1008 => 0.020342018655026
1009 => 0.01998668632567
1010 => 0.020183341908048
1011 => 0.019330873396869
1012 => 0.018534850295686
1013 => 0.018855193228965
1014 => 0.019203442633097
1015 => 0.019958536073554
1016 => 0.019508808649804
1017 => 0.019670547637461
1018 => 0.019128749103588
1019 => 0.018010863971109
1020 => 0.018017191079557
1021 => 0.017845228806377
1022 => 0.017696628295446
1023 => 0.019560465254375
1024 => 0.01932866766563
1025 => 0.018959328544883
1026 => 0.019453703634956
1027 => 0.019584424255559
1028 => 0.019588145687856
1029 => 0.019948828991905
1030 => 0.020141325735932
1031 => 0.020175254121395
1101 => 0.020742797093394
1102 => 0.020933030011536
1103 => 0.02171657247859
1104 => 0.020124993732101
1105 => 0.020092216215184
1106 => 0.01946066050631
1107 => 0.019060117891241
1108 => 0.019488086001843
1109 => 0.019867207324363
1110 => 0.019472440862597
1111 => 0.019523989028529
1112 => 0.018994047307213
1113 => 0.019183476536508
1114 => 0.01934663850765
1115 => 0.019256550057403
1116 => 0.019121683287053
1117 => 0.019836123699359
1118 => 0.019795812171382
1119 => 0.020461115508236
1120 => 0.020979767035612
1121 => 0.021909283292719
1122 => 0.020939284621649
1123 => 0.02090393401468
1124 => 0.021249491868221
1125 => 0.020932977108429
1126 => 0.021133003510899
1127 => 0.021877055946885
1128 => 0.021892776602395
1129 => 0.021629435367683
1130 => 0.021613411029619
1201 => 0.021663988594383
1202 => 0.021960222970966
1203 => 0.021856709577425
1204 => 0.021976497897069
1205 => 0.022126295025048
1206 => 0.022745919459035
1207 => 0.02289530881234
1208 => 0.022532370133307
1209 => 0.022565139432372
1210 => 0.022429390403524
1211 => 0.022298258542587
1212 => 0.022593023815702
1213 => 0.023131713145947
1214 => 0.023128361987582
1215 => 0.023253327441574
1216 => 0.023331179884142
1217 => 0.022996980209171
1218 => 0.022779428509627
1219 => 0.022862851674406
1220 => 0.022996247131609
1221 => 0.022819593325495
1222 => 0.021729204200155
1223 => 0.022059958606456
1224 => 0.022004904900184
1225 => 0.021926501727692
1226 => 0.022259077840876
1227 => 0.022227000063434
1228 => 0.021266146090383
1229 => 0.021327656844255
1230 => 0.021269886763056
1231 => 0.021456553714056
]
'min_raw' => 0.017696628295446
'max_raw' => 0.039642631955075
'avg_raw' => 0.02866963012526
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.017696'
'max' => '$0.039642'
'avg' => '$0.028669'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.0043154145387219
'max_diff' => -0.028807478639058
'year' => 2034
]
9 => [
'items' => [
101 => 0.020922896480486
102 => 0.021087045851296
103 => 0.021189998797863
104 => 0.021250638874313
105 => 0.021469712411739
106 => 0.02144400666066
107 => 0.02146811450616
108 => 0.021792942728893
109 => 0.023435812411895
110 => 0.023525230183953
111 => 0.023084904371325
112 => 0.023260805848427
113 => 0.022923113477815
114 => 0.02314980862855
115 => 0.023304907693249
116 => 0.022604044843706
117 => 0.022562544294318
118 => 0.022223458147169
119 => 0.022405663835826
120 => 0.02211576148412
121 => 0.022186893380875
122 => 0.021988002396381
123 => 0.02234596656967
124 => 0.022746226137416
125 => 0.022847347510958
126 => 0.022581340712658
127 => 0.022388734259986
128 => 0.022050580777604
129 => 0.022612937555047
130 => 0.022777387814283
131 => 0.022612073767844
201 => 0.0225737668911
202 => 0.022501175428891
203 => 0.02258916751297
204 => 0.022776492182854
205 => 0.02268815332788
206 => 0.022746502697921
207 => 0.022524135068936
208 => 0.022997090843169
209 => 0.023748258435657
210 => 0.023750673562295
211 => 0.023662334231142
212 => 0.023626187680132
213 => 0.023716829194774
214 => 0.023765998498158
215 => 0.024059116535699
216 => 0.024373643868318
217 => 0.025841405690626
218 => 0.025429264044265
219 => 0.026731549650559
220 => 0.027761488484515
221 => 0.028070322107051
222 => 0.027786209706062
223 => 0.02681427652973
224 => 0.026766588851247
225 => 0.02821906735629
226 => 0.027808675650885
227 => 0.027759860863383
228 => 0.027240553998244
301 => 0.027547528672947
302 => 0.027480388808543
303 => 0.027374405247986
304 => 0.02796009154328
305 => 0.029056444003494
306 => 0.028885567191041
307 => 0.028758015577293
308 => 0.028199121535562
309 => 0.028535700582187
310 => 0.028415851230431
311 => 0.028930800103854
312 => 0.028625755798753
313 => 0.027805566530086
314 => 0.0279361843745
315 => 0.027916441750083
316 => 0.0283227435616
317 => 0.028200781842813
318 => 0.027892626767075
319 => 0.029052696789974
320 => 0.028977368295335
321 => 0.029084166878241
322 => 0.029131182917292
323 => 0.029837297097504
324 => 0.030126569484003
325 => 0.030192239380165
326 => 0.03046702577421
327 => 0.030185402444356
328 => 0.031312096557801
329 => 0.032061282398818
330 => 0.03293150030591
331 => 0.034203122560694
401 => 0.034681264291656
402 => 0.034594892267639
403 => 0.035559021748392
404 => 0.037291540993911
405 => 0.034945083941779
406 => 0.037415908915316
407 => 0.03663367425574
408 => 0.034779009949687
409 => 0.034659591433433
410 => 0.035915591634588
411 => 0.03870127919521
412 => 0.038003496056281
413 => 0.038702420518451
414 => 0.037887088007771
415 => 0.037846599876454
416 => 0.038662821638264
417 => 0.040569968274665
418 => 0.039663954396033
419 => 0.038364961337298
420 => 0.039324117597298
421 => 0.038493207679164
422 => 0.036620935076568
423 => 0.038002962474665
424 => 0.037078840111431
425 => 0.03734854814607
426 => 0.03929091590076
427 => 0.039057205073648
428 => 0.03935964852497
429 => 0.038825843749709
430 => 0.038327185916328
501 => 0.037396404039506
502 => 0.037120845412771
503 => 0.03719699990364
504 => 0.037120807674387
505 => 0.036600043768632
506 => 0.036487584852767
507 => 0.036300148399386
508 => 0.036358242793883
509 => 0.036005807425059
510 => 0.036670925782893
511 => 0.03679437761111
512 => 0.037278395285673
513 => 0.037328647606313
514 => 0.038676629940411
515 => 0.037934183922713
516 => 0.03843228081109
517 => 0.038387726337124
518 => 0.034819206149033
519 => 0.035310916745632
520 => 0.036075864126654
521 => 0.035731256368365
522 => 0.035244061623941
523 => 0.03485062574609
524 => 0.03425453016026
525 => 0.035093523250313
526 => 0.036196709946765
527 => 0.03735662624147
528 => 0.038750189668833
529 => 0.038439162534712
530 => 0.037330574542538
531 => 0.037380304990043
601 => 0.037687719048308
602 => 0.037289589911342
603 => 0.037172173856447
604 => 0.037671587885412
605 => 0.037675027075356
606 => 0.037216931387764
607 => 0.03670784186163
608 => 0.036705708757927
609 => 0.036615121193973
610 => 0.037903203334157
611 => 0.038611518271464
612 => 0.03869272543752
613 => 0.038606052382164
614 => 0.03863940940124
615 => 0.038227256545875
616 => 0.039169315753107
617 => 0.040033842441661
618 => 0.03980213082121
619 => 0.039454762162405
620 => 0.039178066294126
621 => 0.039736950068165
622 => 0.039712063853471
623 => 0.040026291555234
624 => 0.040012036371614
625 => 0.039906373414213
626 => 0.039802134594767
627 => 0.04021542973125
628 => 0.04009640736926
629 => 0.039977200132667
630 => 0.039738111769964
701 => 0.039770607849292
702 => 0.039423299168584
703 => 0.039262618281125
704 => 0.036846363261091
705 => 0.036200660966327
706 => 0.036403812052742
707 => 0.036470694665205
708 => 0.036189684199034
709 => 0.036592581021858
710 => 0.036529789978794
711 => 0.036774073195823
712 => 0.036621455647368
713 => 0.036627719124792
714 => 0.037076534793307
715 => 0.037206827891276
716 => 0.037140559770055
717 => 0.03718697169062
718 => 0.038256514810791
719 => 0.038104459981166
720 => 0.038023683883493
721 => 0.038046059414582
722 => 0.038319350613049
723 => 0.038395857227474
724 => 0.038071693326133
725 => 0.038224570895974
726 => 0.038875504185308
727 => 0.039103293996941
728 => 0.039830289730361
729 => 0.039521449021485
730 => 0.04008833950894
731 => 0.041830767600166
801 => 0.04322273972629
802 => 0.041942624633425
803 => 0.044498804176471
804 => 0.04648915661291
805 => 0.046412763571294
806 => 0.046065699586319
807 => 0.043799736253691
808 => 0.041714563011397
809 => 0.043458898969709
810 => 0.043463345640792
811 => 0.043313505634998
812 => 0.042382862227906
813 => 0.043281121261718
814 => 0.043352421801824
815 => 0.043312512459709
816 => 0.0425989903415
817 => 0.041509573947925
818 => 0.041722443303535
819 => 0.042071127650442
820 => 0.041410995438573
821 => 0.041200043198059
822 => 0.04159224354848
823 => 0.042855994795722
824 => 0.042617089942843
825 => 0.042610851171644
826 => 0.043632987443683
827 => 0.042901358463717
828 => 0.041725128267811
829 => 0.041428114630775
830 => 0.040373916311656
831 => 0.041102054845597
901 => 0.041128259255154
902 => 0.04072946522151
903 => 0.041757488205762
904 => 0.041748014792983
905 => 0.042723969615502
906 => 0.044589628684268
907 => 0.044037861494127
908 => 0.043396216284092
909 => 0.043465980909315
910 => 0.044231126654239
911 => 0.04376850207028
912 => 0.043934865096205
913 => 0.044230874843875
914 => 0.044409464874152
915 => 0.043440284552302
916 => 0.043214322258025
917 => 0.042752082705923
918 => 0.042631493034889
919 => 0.043007977505132
920 => 0.042908787148616
921 => 0.041126056875999
922 => 0.040939751643493
923 => 0.040945465358991
924 => 0.040476991993524
925 => 0.039762457664695
926 => 0.041640211218229
927 => 0.041489401328736
928 => 0.041322918882494
929 => 0.041343312032223
930 => 0.042158381206839
1001 => 0.041685599923582
1002 => 0.042942566452449
1003 => 0.042684171921987
1004 => 0.042419150546829
1005 => 0.042382516520034
1006 => 0.04228050590116
1007 => 0.04193067353256
1008 => 0.04150822992581
1009 => 0.041229296065195
1010 => 0.038031846247798
1011 => 0.038625274335197
1012 => 0.039307959257077
1013 => 0.039543619356422
1014 => 0.03914050644931
1015 => 0.041946590887135
1016 => 0.042459289554028
1017 => 0.040906291849503
1018 => 0.040615789387464
1019 => 0.041965636180183
1020 => 0.041151513552114
1021 => 0.041518112921684
1022 => 0.040725725603808
1023 => 0.042335795458743
1024 => 0.042323529424053
1025 => 0.041697175885407
1026 => 0.042226565607187
1027 => 0.042134571115386
1028 => 0.041427419512895
1029 => 0.042358213425865
1030 => 0.042358675088034
1031 => 0.041755823425186
1101 => 0.04105182466418
1102 => 0.04092596631342
1103 => 0.040831148952813
1104 => 0.041494793663385
1105 => 0.04208981543572
1106 => 0.043197003435629
1107 => 0.043475376804944
1108 => 0.044561886597746
1109 => 0.043914922917334
1110 => 0.044201713537279
1111 => 0.044513065324238
1112 => 0.044662338820489
1113 => 0.044419105668805
1114 => 0.046106902602299
1115 => 0.046249404376248
1116 => 0.046297183988417
1117 => 0.045728068358725
1118 => 0.046233576241063
1119 => 0.045997065843579
1120 => 0.046612400193353
1121 => 0.04670889247638
1122 => 0.046627166945468
1123 => 0.046657795119129
1124 => 0.045217558184174
1125 => 0.045142874301241
1126 => 0.04412455425813
1127 => 0.04453952720274
1128 => 0.043763755172963
1129 => 0.044009760474943
1130 => 0.044118197268031
1201 => 0.044061556041055
1202 => 0.044562989150407
1203 => 0.044136668571442
1204 => 0.043011538469959
1205 => 0.041886101827532
1206 => 0.041871972887247
1207 => 0.041575665284903
1208 => 0.041361489159852
1209 => 0.041402747079843
1210 => 0.041548145371246
1211 => 0.041353038346836
1212 => 0.041394674322671
1213 => 0.04208610894059
1214 => 0.042224771222128
1215 => 0.041753542610612
1216 => 0.039861491737413
1217 => 0.03939717770728
1218 => 0.039730917424392
1219 => 0.039571411335203
1220 => 0.031937217369535
1221 => 0.033730758002169
1222 => 0.032665097061143
1223 => 0.03315620265147
1224 => 0.032068438782245
1225 => 0.032587576715228
1226 => 0.032491710894888
1227 => 0.035375671157438
1228 => 0.035330642084696
1229 => 0.035352195118932
1230 => 0.03432341263871
1231 => 0.035962291064192
]
'min_raw' => 0.020922896480486
'max_raw' => 0.04670889247638
'avg_raw' => 0.033815894478433
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.020922'
'max' => '$0.0467088'
'avg' => '$0.033815'
'bar_min_pct' => 61.631153054958
'bar_max_pct' => 60.119598047091
'min_diff' => 0.0032262681850404
'max_diff' => 0.0070662605213058
'year' => 2035
]
10 => [
'items' => [
101 => 0.036769661508747
102 => 0.036620238726929
103 => 0.036657845221925
104 => 0.03601164104161
105 => 0.03535845178793
106 => 0.034633964380493
107 => 0.035979972434161
108 => 0.035830319315717
109 => 0.036173569725935
110 => 0.037046552163382
111 => 0.037175102143434
112 => 0.037347874620248
113 => 0.037285947986093
114 => 0.038761291649804
115 => 0.038582617797497
116 => 0.03901317037358
117 => 0.038127491058475
118 => 0.037125260843982
119 => 0.037315752042383
120 => 0.037297406208144
121 => 0.037063842681907
122 => 0.036852991973751
123 => 0.03650198495149
124 => 0.037612623109188
125 => 0.037567533228249
126 => 0.0382974859894
127 => 0.038168459748484
128 => 0.037306790933568
129 => 0.037337565603863
130 => 0.037544540051402
131 => 0.038260880977527
201 => 0.03847353973661
202 => 0.038375027726417
203 => 0.03860819834751
204 => 0.038792486899291
205 => 0.038631342152257
206 => 0.04091281194605
207 => 0.039965386624148
208 => 0.0404271551339
209 => 0.040537284202578
210 => 0.040255190908925
211 => 0.040316366843315
212 => 0.040409031714471
213 => 0.040971674666491
214 => 0.04244821257464
215 => 0.043102161163026
216 => 0.04506959775644
217 => 0.043047859836164
218 => 0.042927898274758
219 => 0.043282293016125
220 => 0.044437386570773
221 => 0.045373481404395
222 => 0.045684038065314
223 => 0.045725083254786
224 => 0.046307708196086
225 => 0.046641657947127
226 => 0.046236962203655
227 => 0.045894024934473
228 => 0.044665666203202
229 => 0.044807852071057
301 => 0.045787371701632
302 => 0.047171000873238
303 => 0.048358298644556
304 => 0.047942548346545
305 => 0.051114429646395
306 => 0.051428908721302
307 => 0.051385457881475
308 => 0.052101888014874
309 => 0.050679920098537
310 => 0.050072001264972
311 => 0.045968171864573
312 => 0.047121180533059
313 => 0.048797146346528
314 => 0.048575325986567
315 => 0.047358194814131
316 => 0.048357375341418
317 => 0.048027015011833
318 => 0.047766446113226
319 => 0.04896016275151
320 => 0.047647622272541
321 => 0.04878405275121
322 => 0.047326568907448
323 => 0.047944447458886
324 => 0.047593709709667
325 => 0.047820680018214
326 => 0.046493816232217
327 => 0.047209759723343
328 => 0.046464030629182
329 => 0.046463677056495
330 => 0.046447215045409
331 => 0.04732456201762
401 => 0.047353172270886
402 => 0.046704811532824
403 => 0.046611372621172
404 => 0.046956865250869
405 => 0.046552383866156
406 => 0.046741638160288
407 => 0.046558116185929
408 => 0.046516801523937
409 => 0.046187599268072
410 => 0.046045769884641
411 => 0.046101384840377
412 => 0.045911542324974
413 => 0.04579715534254
414 => 0.046424460595524
415 => 0.046089316704277
416 => 0.046373094987551
417 => 0.046049693818085
418 => 0.044928644465537
419 => 0.044283917128004
420 => 0.04216635882237
421 => 0.042766895731025
422 => 0.043165052322763
423 => 0.043033461571569
424 => 0.043316169423995
425 => 0.043333525390076
426 => 0.043241614185387
427 => 0.043135192784911
428 => 0.043083392732632
429 => 0.043469467883333
430 => 0.043693597503007
501 => 0.043205012663392
502 => 0.043090544071499
503 => 0.043584530319857
504 => 0.043885861645989
505 => 0.046110722854702
506 => 0.045945897950154
507 => 0.046359576115317
508 => 0.046313002302328
509 => 0.046746602923518
510 => 0.04745535668587
511 => 0.046014262116341
512 => 0.04626438630431
513 => 0.046203061629631
514 => 0.046872588347584
515 => 0.046874678536916
516 => 0.046473263824163
517 => 0.046690877252156
518 => 0.046569411406563
519 => 0.046788916606644
520 => 0.045943696613065
521 => 0.046973083329384
522 => 0.047556679265323
523 => 0.047564782495459
524 => 0.04784140233739
525 => 0.048122464117533
526 => 0.048661937729195
527 => 0.048107418491304
528 => 0.047109892363697
529 => 0.04718191052812
530 => 0.046597061324485
531 => 0.046606892745259
601 => 0.046554411850661
602 => 0.046711910965927
603 => 0.045978258811922
604 => 0.046150445506064
605 => 0.045909383125941
606 => 0.046263862281774
607 => 0.045882501307601
608 => 0.046203032057016
609 => 0.046341362502701
610 => 0.046851804825319
611 => 0.045807108561523
612 => 0.043676902159922
613 => 0.044124697371795
614 => 0.04346237307988
615 => 0.043523673714743
616 => 0.04364751075309
617 => 0.04324611439485
618 => 0.043322688170549
619 => 0.04331995241644
620 => 0.043296377165499
621 => 0.043191958470058
622 => 0.043040530703059
623 => 0.043643772319775
624 => 0.043746274825389
625 => 0.043974125197996
626 => 0.04465205335449
627 => 0.044584312345009
628 => 0.04469480074202
629 => 0.044453605191712
630 => 0.043534862084557
701 => 0.043584754255482
702 => 0.042962598084579
703 => 0.043958215265908
704 => 0.043722439975865
705 => 0.043570434112565
706 => 0.043528957904439
707 => 0.044208566513707
708 => 0.04441191606116
709 => 0.044285202269468
710 => 0.044025308585875
711 => 0.044524381289043
712 => 0.044657912090223
713 => 0.044687804712181
714 => 0.045572065854494
715 => 0.04473722508712
716 => 0.044938179557431
717 => 0.046505968969809
718 => 0.045084200312932
719 => 0.045837342879705
720 => 0.045800480470226
721 => 0.046185762722432
722 => 0.045768876079999
723 => 0.045774043889566
724 => 0.046116148428244
725 => 0.045635724302549
726 => 0.045516764532807
727 => 0.045352422462915
728 => 0.04571125736019
729 => 0.045926362652401
730 => 0.047659953330186
731 => 0.048779931969375
801 => 0.048731310742914
802 => 0.049175617737643
803 => 0.048975453367132
804 => 0.048329069814059
805 => 0.049432367721078
806 => 0.049083238099352
807 => 0.049112019921175
808 => 0.049110948660329
809 => 0.049343089337335
810 => 0.049178596392296
811 => 0.048854363912768
812 => 0.049069604563975
813 => 0.049708792348118
814 => 0.051692850842774
815 => 0.052803156261662
816 => 0.051626009062416
817 => 0.052437989437827
818 => 0.051951090550771
819 => 0.051862606539005
820 => 0.052372590219642
821 => 0.0528834665592
822 => 0.05285092594495
823 => 0.05248005595622
824 => 0.052270560910065
825 => 0.053856927585544
826 => 0.055025735528986
827 => 0.054946030663031
828 => 0.055297822019945
829 => 0.056330692324341
830 => 0.056425125040623
831 => 0.056413228688882
901 => 0.056179167348543
902 => 0.057196162298378
903 => 0.058044557377854
904 => 0.056124988910936
905 => 0.056855935454142
906 => 0.057184080907014
907 => 0.057665895788199
908 => 0.058478798254308
909 => 0.059361825944233
910 => 0.059486695741494
911 => 0.059398094644767
912 => 0.058815714146203
913 => 0.05978193358123
914 => 0.060347922265635
915 => 0.060684955574777
916 => 0.061539615969767
917 => 0.057186107421617
918 => 0.054104477687823
919 => 0.053623236705618
920 => 0.054601859166799
921 => 0.054859914105444
922 => 0.054755892483249
923 => 0.051287238048346
924 => 0.053604974957873
925 => 0.056098664991669
926 => 0.05619445778174
927 => 0.057442851153258
928 => 0.057849379208398
929 => 0.05885449950313
930 => 0.058791628955029
1001 => 0.059036359751839
1002 => 0.058980100379799
1003 => 0.060841874072742
1004 => 0.062895686932126
1005 => 0.06282456992353
1006 => 0.062529310025383
1007 => 0.062967821323425
1008 => 0.065087576294271
1009 => 0.064892423224937
1010 => 0.065081997808697
1011 => 0.067581308383479
1012 => 0.07083076765348
1013 => 0.069321067582188
1014 => 0.072596682332399
1015 => 0.074658508184779
1016 => 0.0782242227997
1017 => 0.077777777768397
1018 => 0.079165884301563
1019 => 0.076978547986475
1020 => 0.07195598167343
1021 => 0.071161141328779
1022 => 0.072752431827333
1023 => 0.076664464242173
1024 => 0.072629228004849
1025 => 0.073445551040157
1026 => 0.073210449951071
1027 => 0.073197922413149
1028 => 0.073676047582455
1029 => 0.072982502087044
1030 => 0.070156872972288
1031 => 0.071451842144044
1101 => 0.070951792357302
1102 => 0.071506634876874
1103 => 0.07450089112054
1104 => 0.073177059061061
1105 => 0.071782509525784
1106 => 0.073531584118337
1107 => 0.075758757121896
1108 => 0.075619384637948
1109 => 0.07534894376591
1110 => 0.076873404801765
1111 => 0.079391367807823
1112 => 0.080071963090366
1113 => 0.080574364613781
1114 => 0.080643637295717
1115 => 0.081357188972386
1116 => 0.07752024176876
1117 => 0.083609575520707
1118 => 0.084661035245218
1119 => 0.08446340439555
1120 => 0.085632057627155
1121 => 0.085288210200546
1122 => 0.084790029227398
1123 => 0.086642593179162
1124 => 0.084518778102666
1125 => 0.081504289982463
1126 => 0.079850482179905
1127 => 0.082028349703183
1128 => 0.083358297402547
1129 => 0.084237308231266
1130 => 0.084503296376924
1201 => 0.07781809305779
1202 => 0.074215139247151
1203 => 0.076524591331821
1204 => 0.079342282264987
1205 => 0.077504589353358
1206 => 0.077576623436281
1207 => 0.074956556281499
1208 => 0.079574100070975
1209 => 0.078901362780504
1210 => 0.082391525033517
1211 => 0.081558569801534
1212 => 0.084404661631548
1213 => 0.083655190269781
1214 => 0.086766203990095
1215 => 0.088007271590462
1216 => 0.090091217248227
1217 => 0.091624176157264
1218 => 0.092524358949481
1219 => 0.092470315351137
1220 => 0.096037288043189
1221 => 0.09393396886722
1222 => 0.091291704267934
1223 => 0.091243914037571
1224 => 0.09261238031472
1225 => 0.095480310211236
1226 => 0.096223922706719
1227 => 0.096639500646212
1228 => 0.096003028565507
1229 => 0.093720026346235
1230 => 0.092734237563038
1231 => 0.093574158167372
]
'min_raw' => 0.034633964380493
'max_raw' => 0.096639500646212
'avg_raw' => 0.065636732513353
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.034633'
'max' => '$0.096639'
'avg' => '$0.065636'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.013711067900007
'max_diff' => 0.049930608169832
'year' => 2036
]
11 => [
'items' => [
101 => 0.092547007443471
102 => 0.094320157760516
103 => 0.09675507187029
104 => 0.096252271735315
105 => 0.097933057202525
106 => 0.0996724933373
107 => 0.10215996513299
108 => 0.1028102823712
109 => 0.10388523203661
110 => 0.10499170834488
111 => 0.10534707871473
112 => 0.10602559101571
113 => 0.10602201492096
114 => 0.10806675740913
115 => 0.11032217169397
116 => 0.11117353837354
117 => 0.11313120910858
118 => 0.10977876657979
119 => 0.11232163274796
120 => 0.11461536168372
121 => 0.11188068348716
122 => 0.11564980028281
123 => 0.11579614654698
124 => 0.1180058013857
125 => 0.11576589288801
126 => 0.11443584237213
127 => 0.11827564837515
128 => 0.12013360954725
129 => 0.11957397652163
130 => 0.11531514156411
131 => 0.11283631694881
201 => 0.10634875480101
202 => 0.11403355240691
203 => 0.11777659315212
204 => 0.11530544799283
205 => 0.11655174987325
206 => 0.12335116881805
207 => 0.12593994732245
208 => 0.12540149949046
209 => 0.12549248831046
210 => 0.12688934620179
211 => 0.13308378335561
212 => 0.12937193302711
213 => 0.13220950352287
214 => 0.1337145406822
215 => 0.13511250307241
216 => 0.13167954927259
217 => 0.12721332681913
218 => 0.12579868668886
219 => 0.11505974130769
220 => 0.11450073256372
221 => 0.11418694401604
222 => 0.11220855160914
223 => 0.11065407710461
224 => 0.10941790126467
225 => 0.10617380670732
226 => 0.10726859338903
227 => 0.10209818375976
228 => 0.1054060286125
301 => 0.09715393000028
302 => 0.10402652293697
303 => 0.10028608305999
304 => 0.10279768783858
305 => 0.10278892508611
306 => 0.09816426438371
307 => 0.095496856604772
308 => 0.097196632658575
309 => 0.099018927516643
310 => 0.099314588726429
311 => 0.10167724157668
312 => 0.10233660720213
313 => 0.10033869857417
314 => 0.096982923598583
315 => 0.097762393588334
316 => 0.095481060670309
317 => 0.091483112481672
318 => 0.094354508668229
319 => 0.095334929572698
320 => 0.095767939297459
321 => 0.091836416421386
322 => 0.09060104657621
323 => 0.089943346036395
324 => 0.096475413365232
325 => 0.096833254758814
326 => 0.095002487595574
327 => 0.10327772877388
328 => 0.10140478683208
329 => 0.10349732186299
330 => 0.097691664856782
331 => 0.097913448772773
401 => 0.095164957706254
402 => 0.096703929049265
403 => 0.095616233707386
404 => 0.096579595373161
405 => 0.097157030383537
406 => 0.099905070449718
407 => 0.10405790114029
408 => 0.099494604902891
409 => 0.09750631138465
410 => 0.09873983750078
411 => 0.1020248801002
412 => 0.10700188779657
413 => 0.1040553990687
414 => 0.10536300073151
415 => 0.10564865352368
416 => 0.1034760218207
417 => 0.10708199582646
418 => 0.10901446659104
419 => 0.11099678172701
420 => 0.11271797041636
421 => 0.11020500146966
422 => 0.11289423846258
423 => 0.11072718816052
424 => 0.10878312001402
425 => 0.10878606836293
426 => 0.10756652601633
427 => 0.10520350904757
428 => 0.10476773246334
429 => 0.10703469728699
430 => 0.10885258839319
501 => 0.10900231861181
502 => 0.11000879653482
503 => 0.11060441980211
504 => 0.11644233753211
505 => 0.11879039633691
506 => 0.12166155819693
507 => 0.12278003755123
508 => 0.12614625941062
509 => 0.12342776186799
510 => 0.12283959782449
511 => 0.11467424467639
512 => 0.11601132079696
513 => 0.11815210867465
514 => 0.11470954547999
515 => 0.11689305945818
516 => 0.11732413137063
517 => 0.11459256849995
518 => 0.11605161425304
519 => 0.11217682130974
520 => 0.10414236103787
521 => 0.10709094047752
522 => 0.10926208742621
523 => 0.10616359302994
524 => 0.11171752430696
525 => 0.10847303231134
526 => 0.10744468411181
527 => 0.10343273115283
528 => 0.10532621851524
529 => 0.10788718728502
530 => 0.10630480632987
531 => 0.1095884844075
601 => 0.11423904829038
602 => 0.11755331705919
603 => 0.11780774546182
604 => 0.11567689268224
605 => 0.11909159786044
606 => 0.11911647025974
607 => 0.11526466886925
608 => 0.1129054619645
609 => 0.11236944519192
610 => 0.11370852018209
611 => 0.11533440442704
612 => 0.11789797072183
613 => 0.11944708014362
614 => 0.12348633593149
615 => 0.12457924273315
616 => 0.12578001595954
617 => 0.12738461929474
618 => 0.12931135701049
619 => 0.12509576457766
620 => 0.12526325792386
621 => 0.12133775661925
622 => 0.11714279550145
623 => 0.12032624808058
624 => 0.12448818885084
625 => 0.1235334350396
626 => 0.12342600573199
627 => 0.12360667202899
628 => 0.12288681883467
629 => 0.11963094951573
630 => 0.11799587232659
701 => 0.12010553905326
702 => 0.12122673302803
703 => 0.1229656071045
704 => 0.1227512541714
705 => 0.12723040705095
706 => 0.12897087041739
707 => 0.12852558540963
708 => 0.12860752856744
709 => 0.13175855435702
710 => 0.13526314309291
711 => 0.13854565291528
712 => 0.14188476289368
713 => 0.13785933548704
714 => 0.1358154717038
715 => 0.13792421741598
716 => 0.13680528725835
717 => 0.14323499184033
718 => 0.14368017063525
719 => 0.15010941027641
720 => 0.15621152427548
721 => 0.15237889580339
722 => 0.15599289182719
723 => 0.15990172318036
724 => 0.16744249304564
725 => 0.16490302704249
726 => 0.16295783588259
727 => 0.16111963963558
728 => 0.16494463422017
729 => 0.16986542864748
730 => 0.17092532063634
731 => 0.17264275056819
801 => 0.17083708299219
802 => 0.17301181069972
803 => 0.18068955513109
804 => 0.17861496081241
805 => 0.1756687033722
806 => 0.18172954522236
807 => 0.18392294032701
808 => 0.19931733586134
809 => 0.2187533961342
810 => 0.21070673955719
811 => 0.20571192015585
812 => 0.20688582119386
813 => 0.21398321245335
814 => 0.21626266926596
815 => 0.21006631987341
816 => 0.21225497523208
817 => 0.22431468144219
818 => 0.23078432690223
819 => 0.22199767937819
820 => 0.19775566734289
821 => 0.17540342512541
822 => 0.18133224629607
823 => 0.18066010196806
824 => 0.19361675181185
825 => 0.17856548242403
826 => 0.17881890719938
827 => 0.19204348684061
828 => 0.18851539571902
829 => 0.18280033994582
830 => 0.17544515135722
831 => 0.16184840497859
901 => 0.14980538753771
902 => 0.17342451808055
903 => 0.17240601822294
904 => 0.1709310794959
905 => 0.17421339602789
906 => 0.19015139340542
907 => 0.18978397097961
908 => 0.18744661696714
909 => 0.1892194793851
910 => 0.18248954859229
911 => 0.18422400499527
912 => 0.17539988441605
913 => 0.17938875544568
914 => 0.18278807800289
915 => 0.18347054233409
916 => 0.18500816931975
917 => 0.17186931507897
918 => 0.17776827489659
919 => 0.18123336113165
920 => 0.16557797546072
921 => 0.18092390449284
922 => 0.17164059685795
923 => 0.16848970281607
924 => 0.17273196654474
925 => 0.17107875224394
926 => 0.16965741566811
927 => 0.16886428543714
928 => 0.17197933571791
929 => 0.17183401489902
930 => 0.16673718803447
1001 => 0.16008858516291
1002 => 0.16232007451955
1003 => 0.16150935351596
1004 => 0.15857119601384
1005 => 0.16055115941578
1006 => 0.1518324026302
1007 => 0.13683223474215
1008 => 0.14674180511656
1009 => 0.14636029743669
1010 => 0.1461679239645
1011 => 0.15361469222046
1012 => 0.15289885727882
1013 => 0.15159960985028
1014 => 0.15854733431594
1015 => 0.15601132142589
1016 => 0.16382671559323
1017 => 0.16897443965984
1018 => 0.16766881032512
1019 => 0.17251026969088
1020 => 0.16237148352736
1021 => 0.16573918159338
1022 => 0.16643325949736
1023 => 0.1584616004745
1024 => 0.15301597672816
1025 => 0.15265281570893
1026 => 0.14321085458595
1027 => 0.148254674005
1028 => 0.15269302636633
1029 => 0.15056740001531
1030 => 0.14989449021386
1031 => 0.15333224045315
1101 => 0.15359938308908
1102 => 0.14750850267931
1103 => 0.1487749895896
1104 => 0.15405645054143
1105 => 0.14864191032445
1106 => 0.13812234314296
1107 => 0.13551334503756
1108 => 0.13516525659692
1109 => 0.12808944681282
1110 => 0.13568769076637
1111 => 0.13237085366037
1112 => 0.14284870233642
1113 => 0.13686381136649
1114 => 0.13660581467863
1115 => 0.13621581484504
1116 => 0.13012537306584
1117 => 0.13145879274772
1118 => 0.13589128285583
1119 => 0.13747284526198
1120 => 0.13730787534566
1121 => 0.13586956123616
1122 => 0.13652801407013
1123 => 0.13440690807174
1124 => 0.13365790139671
1125 => 0.13129383029979
1126 => 0.12781929887863
1127 => 0.12830245378328
1128 => 0.12141849787736
1129 => 0.11766775334062
1130 => 0.11662959668686
1201 => 0.11524133022191
1202 => 0.11678640507812
1203 => 0.1213989964952
1204 => 0.11583523263034
1205 => 0.10629654973669
1206 => 0.10686984083173
1207 => 0.10815785571061
1208 => 0.10575764850488
1209 => 0.10348605381878
1210 => 0.10546102109804
1211 => 0.10141935540977
1212 => 0.10864627169975
1213 => 0.10845080386731
1214 => 0.11114455135071
1215 => 0.11282900693334
1216 => 0.10894688216434
1217 => 0.10797053828332
1218 => 0.10852670813031
1219 => 0.099334459443285
1220 => 0.11039334852226
1221 => 0.11048898625424
1222 => 0.10967007792963
1223 => 0.11555859495929
1224 => 0.12798520256638
1225 => 0.12330981292546
1226 => 0.1214993607421
1227 => 0.11805768981809
1228 => 0.12264351197813
1229 => 0.12229139238621
1230 => 0.12069897405415
1231 => 0.11973587447827
]
'min_raw' => 0.089943346036395
'max_raw' => 0.23078432690223
'avg_raw' => 0.16036383646931
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$0.089943'
'max' => '$0.230784'
'avg' => '$0.160363'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.055309381655902
'max_diff' => 0.13414482625601
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.002823218856123
]
1 => [
'year' => 2028
'avg' => 0.0048454631433971
]
2 => [
'year' => 2029
'avg' => 0.013236931997998
]
3 => [
'year' => 2030
'avg' => 0.010212273323425
]
4 => [
'year' => 2031
'avg' => 0.010029717996703
]
5 => [
'year' => 2032
'avg' => 0.01758525211664
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.002823218856123
'min' => '$0.002823'
'max_raw' => 0.01758525211664
'max' => '$0.017585'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.01758525211664
]
1 => [
'year' => 2033
'avg' => 0.04523107671415
]
2 => [
'year' => 2034
'avg' => 0.02866963012526
]
3 => [
'year' => 2035
'avg' => 0.033815894478433
]
4 => [
'year' => 2036
'avg' => 0.065636732513353
]
5 => [
'year' => 2037
'avg' => 0.16036383646931
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.01758525211664
'min' => '$0.017585'
'max_raw' => 0.16036383646931
'max' => '$0.160363'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 0.16036383646931
]
]
]
]
'prediction_2025_max_price' => '$0.004827'
'last_price' => 0.00468057
'sma_50day_nextmonth' => '$0.00428'
'sma_200day_nextmonth' => '$0.0043089'
'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' => '$0.004633'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.004518'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.004372'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.004233'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.004057'
'daily_sma50_action' => 'BUY'
'daily_sma100' => '$0.004076'
'daily_sma100_action' => 'BUY'
'daily_sma200' => '$0.004378'
'daily_sma200_action' => 'BUY'
'daily_ema3' => '$0.004627'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.004551'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.004428'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.004298'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$0.004164'
'daily_ema50_action' => 'BUY'
'daily_ema100' => '$0.00418'
'daily_ema100_action' => 'BUY'
'daily_ema200' => '$0.004546'
'daily_ema200_action' => 'BUY'
'weekly_sma21' => '$0.004217'
'weekly_sma21_action' => 'BUY'
'weekly_sma50' => '$0.004885'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '—'
'weekly_sma100_action' => '—'
'weekly_sma200' => '—'
'weekly_sma200_action' => '—'
'weekly_ema3' => '$0.004499'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$0.004379'
'weekly_ema5_action' => 'BUY'
'weekly_ema10' => '$0.004252'
'weekly_ema10_action' => 'BUY'
'weekly_ema21' => '$0.004338'
'weekly_ema21_action' => 'BUY'
'weekly_ema50' => '$0.0055013'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.007068'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$0.003534'
'weekly_ema200_action' => 'BUY'
'rsi_14' => '70.66'
'rsi_14_action' => 'SELL'
'stoch_rsi_14' => 119.68
'stoch_rsi_14_action' => 'SELL'
'momentum_10' => 0
'momentum_10_action' => 'SELL'
'vwma_10' => '0.004663'
'vwma_10_action' => 'BUY'
'hma_9' => '0.004697'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 89.81
'stochastic_fast_14_action' => 'SELL'
'cci_20' => 201.71
'cci_20_action' => 'SELL'
'adx_14' => 19.44
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '0.000312'
'ao_5_34_action' => 'NEUTRAL'
'macd_12_26' => 0
'macd_12_26_action' => 'BUY'
'williams_percent_r_14' => -10.19
'williams_percent_r_14_action' => 'SELL'
'ultimate_oscillator' => 79.01
'ultimate_oscillator_action' => 'SELL'
'ichimoku_cloud' => '0.000081'
'ichimoku_cloud_action' => 'BUY'
'sell_signals' => 6
'buy_signals' => 27
'sell_pct' => 18.18
'buy_pct' => 81.82
'overall_action' => 'bullish'
'overall_action_label' => 'Altista'
'overall_action_dir' => 1
'last_updated' => 1767690156
'last_updated_date' => '6 de janeiro de 2026'
]
Previsão de preço de Wrapped MAPO para 2026
A previsão de preço para Wrapped MAPO em 2026 sugere que o preço médio poderia variar entre $0.001617 na extremidade inferior e $0.004827 na extremidade superior. No mercado de criptomoedas, comparado ao preço médio de hoje, Wrapped MAPO poderia potencialmente ganhar 3.13% até 2026 se WMAPO atingir a meta de preço prevista.
Previsão de preço de Wrapped MAPO 2027-2032
A previsão de preço de WMAPO para 2027-2032 está atualmente dentro de uma faixa de preço entre $0.002823 na extremidade inferior e $0.017585 na extremidade superior. Considerando a volatilidade de preços no mercado, se Wrapped MAPO atingir a meta de preço superior, poderia ganhar 275.71% até 2032 em comparação com o preço de hoje.
| Previsão de Preço de Wrapped MAPO | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2027 | $0.001556 | $0.002823 | $0.004089 |
| 2028 | $0.0028095 | $0.004845 | $0.006881 |
| 2029 | $0.006171 | $0.013236 | $0.0203021 |
| 2030 | $0.005248 | $0.010212 | $0.015175 |
| 2031 | $0.0062056 | $0.010029 | $0.013853 |
| 2032 | $0.009472 | $0.017585 | $0.025697 |
Previsão de preço de Wrapped MAPO 2032-2037
A previsão de preço de Wrapped MAPO para 2032-2037 é atualmente estimada entre $0.017585 na extremidade inferior e $0.160363 na extremidade superior. Comparado ao preço atual, Wrapped MAPO poderia potencialmente ganhar 3326.16% até 2037 se atingir a meta de preço superior. Por favor, note que esta informação é apenas para fins gerais e não deve ser considerada como aconselhamento de investimento a longo prazo.
| Previsão de Preço de Wrapped MAPO | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2032 | $0.009472 | $0.017585 | $0.025697 |
| 2033 | $0.022012 | $0.045231 | $0.06845 |
| 2034 | $0.017696 | $0.028669 | $0.039642 |
| 2035 | $0.020922 | $0.033815 | $0.0467088 |
| 2036 | $0.034633 | $0.065636 | $0.096639 |
| 2037 | $0.089943 | $0.160363 | $0.230784 |
Wrapped MAPO Histograma de preços potenciais
Previsão de preço de Wrapped MAPO baseada na análise técnica
Indicador de Sentimento de Mercado
Altista 81.82%
Baixista 18.18%
Em 6 de janeiro de 2026, o sentimento geral de previsão de preço para Wrapped MAPO é Altista, com 27 indicadores técnicos mostrando sinais de alta e 6 indicando sinais de baixa. A previsão de preço de WMAPO 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 Wrapped MAPO
De acordo com nossos indicadores técnicos, o SMA de 200 dias de Wrapped MAPO está projetado para aumentar no próximo mês, alcançando $0.0043089 até 4 de fev. de 2026. O SMA de 50 dias de curto prazo para Wrapped MAPO é esperado para alcançar $0.00428 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 70.66, sugerindo que o mercado de WMAPO está em um estado SELL.
Médias Móveis e Osciladores Populares de WMAPO 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 | $0.004633 | BUY |
| SMA 5 | $0.004518 | BUY |
| SMA 10 | $0.004372 | BUY |
| SMA 21 | $0.004233 | BUY |
| SMA 50 | $0.004057 | BUY |
| SMA 100 | $0.004076 | BUY |
| SMA 200 | $0.004378 | BUY |
Média Móvel Exponencial Diária (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 3 | $0.004627 | BUY |
| EMA 5 | $0.004551 | BUY |
| EMA 10 | $0.004428 | BUY |
| EMA 21 | $0.004298 | BUY |
| EMA 50 | $0.004164 | BUY |
| EMA 100 | $0.00418 | BUY |
| EMA 200 | $0.004546 | BUY |
Média Móvel Simples Semanal (SMA)
| Período | Valor | Ação |
|---|---|---|
| SMA 21 | $0.004217 | BUY |
| SMA 50 | $0.004885 | SELL |
| SMA 100 | — | — |
| SMA 200 | — | — |
Média Móvel Exponencial Semanal (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 21 | $0.004338 | BUY |
| EMA 50 | $0.0055013 | SELL |
| EMA 100 | $0.007068 | SELL |
| EMA 200 | $0.003534 | BUY |
Osciladores de Wrapped MAPO
Um oscilador é uma ferramenta de análise técnica que define limites altos e baixos entre dois extremos, criando um indicador de tendência que flutua dentro desses limites. Os traders usam esse indicador para identificar condições de sobrecompra ou sobrevenda de curto prazo.
| Período | Valor | Ação |
|---|---|---|
| RSI (14) | 70.66 | SELL |
| Stoch RSI (14) | 119.68 | SELL |
| Estocástico Rápido (14) | 89.81 | SELL |
| Índice de Canal de Commodities (20) | 201.71 | SELL |
| Índice Direcional Médio (14) | 19.44 | NEUTRAL |
| Oscilador Impressionante (5, 34) | 0.000312 | NEUTRAL |
| Momentum (10) | 0 | SELL |
| MACD (12, 26) | 0 | BUY |
| Williams Percent Range (14) | -10.19 | SELL |
| Oscilador Ultimate (7, 14, 28) | 79.01 | SELL |
| VWMA (10) | 0.004663 | BUY |
| Média Móvel de Hull (9) | 0.004697 | BUY |
| Nuvem Ichimoku B/L (9, 26, 52, 26) | 0.000081 | BUY |
Previsão do preço de Wrapped MAPO com base nos fluxos financeiros mundiais
Definições dos fluxos financeiros mundiais, usadas na previsão do preço do Wrapped MAPO
M0: o total de todas as moedas físicas, mais as contas no Banco Central que podem ser trocadas por moedas físicas.
M1: o valor de M0, mais o valor em contas de demanda, incluindo contas 'correntes'.
M2: o valor de M1, mais a maioria das contas de poupança, do mercado de moedas e de certificados de depósito (CD) de menos de US$ 100.000.
Previsões de preço de Wrapped MAPO por empresas de Internet ou nichos tecnológicos
| Comparação | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook stock | $0.006576 | $0.009241 | $0.012986 | $0.018247 | $0.025641 | $0.03603 |
| Amazon.com stock | $0.009766 | $0.020377 | $0.042519 | $0.08872 | $0.185119 | $0.386263 |
| Apple stock | $0.006639 | $0.009416 | $0.013357 | $0.018946 | $0.026873 | $0.038118 |
| Netflix stock | $0.007385 | $0.011652 | $0.018386 | $0.02901 | $0.045773 | $0.072224 |
| Google stock | $0.006061 | $0.007849 | $0.010164 | $0.013163 | $0.017046 | $0.022075 |
| Tesla stock | $0.01061 | $0.024053 | $0.054526 | $0.123608 | $0.28021 | $0.635215 |
| Kodak stock | $0.0035099 | $0.002632 | $0.001973 | $0.00148 | $0.0011099 | $0.000832 |
| Nokia stock | $0.00310068 | $0.002054 | $0.00136 | $0.0009014 | $0.000597 | $0.000395 |
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 Wrapped MAPO
Você pode fazer perguntas como: 'Devo investir em Wrapped MAPO agora?', 'Devo comprar WMAPO hoje?', 'Wrapped MAPO será um bom ou mau investimento no curto ou no longo prazo?'.
Atualizamos a previsão para Wrapped MAPO regularmente com novos valores. Veja nossas previsões semelhantes. Fazemos previsões de preços futuros para uma enorme quantidade de moedas digitais, como Wrapped MAPO, 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 Wrapped MAPO para poder tomar sozinho uma decisão de tão grande responsabilidade sobre o seu investimento.
O preço de Wrapped MAPO é de $0.00468 USD hoje, mas o preço pode tanto subir quanto descer e seu investimento pode ser perdido, porque criptomoedas são ativos de alto risco
Previsão do preço de Wrapped MAPO com base no padrão de crescimento do Bitcoin
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Se Wrapped MAPO tiver 1% da média anterior do crescimento anual do Bitcoin | $0.0048022 | $0.004927 | $0.005055 | $0.005186 |
| Se Wrapped MAPO tiver 2% da média anterior do crescimento anual do Bitcoin | $0.004923 | $0.005179 | $0.005449 | $0.005732 |
| Se Wrapped MAPO tiver 5% da média anterior do crescimento anual do Bitcoin | $0.005288 | $0.005976 | $0.006752 | $0.00763 |
| Se Wrapped MAPO tiver 10% da média anterior do crescimento anual do Bitcoin | $0.005897 | $0.00743 | $0.009361 | $0.011794 |
| Se Wrapped MAPO tiver 20% da média anterior do crescimento anual do Bitcoin | $0.007113 | $0.010812 | $0.016432 | $0.024975 |
| Se Wrapped MAPO tiver 50% da média anterior do crescimento anual do Bitcoin | $0.010763 | $0.024752 | $0.056923 | $0.1309042 |
| Se Wrapped MAPO tiver 100% da média anterior do crescimento anual do Bitcoin | $0.016846 | $0.060637 | $0.218253 | $0.785563 |
Perguntas Frequentes sobre Wrapped MAPO
WMAPO é um bom investimento?
A decisão de adquirir Wrapped MAPO depende inteiramente da sua tolerância individual ao risco. Como você pode perceber, o valor de Wrapped MAPO experimentou uma queda de -0.213% nas últimas 24 horas, e Wrapped MAPO registrou um declínio de durante os últimos 30 dias. Consequentemente, a decisão de investir ou não em Wrapped MAPO dependerá de quão alinhado esse investimento está com suas aspirações de negociação.
Wrapped MAPO pode subir?
Parece que o valor médio de Wrapped MAPO pode potencialmente subir para $0.004827 até o final deste ano. Observando as perspectivas de Wrapped MAPO em um horizonte de cinco anos mais longo, a moeda digital poderia potencialmente crescer até $0.015175. 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 Wrapped MAPO na próxima semana?
Com base na nossa nova previsão experimental de Wrapped MAPO, o preço de Wrapped MAPO aumentará 0.86% na próxima semana e atingirá $0.00472 até 13 de janeiro de 2026.
Qual será o preço de Wrapped MAPO no próximo mês?
Com base na nossa nova previsão experimental de Wrapped MAPO, o preço de Wrapped MAPO diminuirá -11.62% no próximo mês e atingirá $0.004136 até 5 de fevereiro de 2026.
Até onde o preço de Wrapped MAPO pode subir este ano em 2026?
De acordo com nossa previsão mais recente sobre o valor de Wrapped MAPO em 2026, espera-se que WMAPO fluctue dentro do intervalo de $0.001617 e $0.004827. No entanto, é crucial lembrar que o mercado de criptomoedas é excepcionalmente instável, e essa previsão de preço de Wrapped MAPO não considera flutuações repentinas e extremas de preço.
Onde estará Wrapped MAPO em 5 anos?
O futuro de Wrapped MAPO parece seguir uma tendência de alta, com um preço máximo de $0.015175 projetada após um período de cinco anos. Com base na previsão de Wrapped MAPO para 2030, o valor de Wrapped MAPO pode potencialmente atingir seu pico mais alto de aproximadamente $0.015175, enquanto seu pico mais baixo está previsto para cerca de $0.005248.
Quanto será Wrapped MAPO em 2026?
Com base na nossa nova simulação experimental de previsão de preços de Wrapped MAPO, espera-se que o valor de WMAPO em 2026 aumente 3.13% para $0.004827 se o melhor cenário ocorrer. O preço ficará entre $0.004827 e $0.001617 durante 2026.
Quanto será Wrapped MAPO em 2027?
De acordo com nossa última simulação experimental para previsão de preços de Wrapped MAPO, o valor de WMAPO pode diminuir -12.62% para $0.004089 em 2027, assumindo as condições mais favoráveis. O preço está projetado para flutuar entre $0.004089 e $0.001556 ao longo do ano.
Quanto será Wrapped MAPO em 2028?
Nosso novo modelo experimental de previsão de preços de Wrapped MAPO sugere que o valor de WMAPO em 2028 pode aumentar 47.02%, alcançando $0.006881 no melhor cenário. O preço é esperado para variar entre $0.006881 e $0.0028095 durante o ano.
Quanto será Wrapped MAPO em 2029?
Com base no nosso modelo de previsão experimental, o valor de Wrapped MAPO pode experimentar um 333.75% crescimento em 2029, potencialmente alcançando $0.0203021 sob condições ótimas. A faixa de preço prevista para 2029 está entre $0.0203021 e $0.006171.
Quanto será Wrapped MAPO em 2030?
Usando nossa nova simulação experimental para previsões de preços de Wrapped MAPO, espera-se que o valor de WMAPO em 2030 aumente 224.23%, alcançando $0.015175 no melhor cenário. O preço está previsto para variar entre $0.015175 e $0.005248 ao longo de 2030.
Quanto será Wrapped MAPO em 2031?
Nossa simulação experimental indica que o preço de Wrapped MAPO poderia aumentar 195.98% em 2031, potencialmente atingindo $0.013853 sob condições ideais. O preço provavelmente oscilará entre $0.013853 e $0.0062056 durante o ano.
Quanto será Wrapped MAPO em 2032?
Com base nos achados da nossa mais recente previsão experimental de preços de Wrapped MAPO, WMAPO poderia ver um 449.04% aumento em valor, atingindo $0.025697 se o cenário mais positivo se desenrolar em 2032. O preço é esperado para permanecer dentro de uma faixa de $0.025697 e $0.009472 ao longo do ano.
Quanto será Wrapped MAPO em 2033?
De acordo com nossa previsão experimental de preços de Wrapped MAPO, espera-se que o valor de WMAPO seja aumentar 1362.43% em 2033, com o preço potencial mais alto sendo $0.06845. Ao longo do ano, o preço de WMAPO poderia variar entre $0.06845 e $0.022012.
Quanto será Wrapped MAPO em 2034?
Os resultados da nossa nova simulação de previsão de preços de Wrapped MAPO sugerem que WMAPO pode aumentar 746.96% em 2034, atingindo potencialmente $0.039642 nas melhores circunstâncias. A faixa de preço prevista para o ano é entre $0.039642 e $0.017696.
Quanto será Wrapped MAPO em 2035?
Com base em nossa previsão experimental para o preço de Wrapped MAPO, WMAPO poderia aumentar 897.93%, com o valor potencialmente atingindo $0.0467088 em 2035. A faixa de preço esperada para o ano está entre $0.0467088 e $0.020922.
Quanto será Wrapped MAPO em 2036?
Nossa recente simulação de previsão de preços de Wrapped MAPO sugere que o valor de WMAPO pode aumentar 1964.7% em 2036, possivelmente atingindo $0.096639 se as condições forem ideais. A faixa de preço esperada para 2036 está entre $0.096639 e $0.034633.
Quanto será Wrapped MAPO em 2037?
De acordo com a simulação experimental, o valor de Wrapped MAPO poderia aumentar 4830.69% em 2037, com um pico de $0.230784 sob condições favoráveis. O preço é esperado para cair entre $0.230784 e $0.089943 ao longo do ano.
Previsões relacionadas
Como ler e prever os movimentos de preço de Wrapped MAPO?
Traders de Wrapped MAPO 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 Wrapped MAPO
Médias móveis são ferramentas populares para a previsão de preço de Wrapped MAPO. Uma média móvel simples (SMA) calcula o preço médio de fechamento de WMAPO 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 WMAPO 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 WMAPO.
Como ler gráficos de Wrapped MAPO 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 Wrapped MAPO 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 WMAPO 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 Wrapped MAPO?
A ação de preço de Wrapped MAPO 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 WMAPO. A capitalização de mercado de Wrapped MAPO pode mudar rapidamente.
Traders frequentemente monitoram a atividade de "baleias" de WMAPO, grandes detentores de Wrapped MAPO, pois suas ações podem influenciar significativamente os movimentos de preço no relativamente pequeno mercado de Wrapped MAPO.
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