Previsão de Preço TrueFi - Projeção TRU
$0.01074
4.8807%
Add to portfolio
Add to favorites
Sentiment
Altista 47.06%
Baixista 52.94%
SMA 50
$0.011184
SMA 200
$0.023224
RSI (14)
51.93
Momentum (10)
-0
MACD (12, 26)
0
Hull Moving Average (9)
0.010689
Previsão de Preço TrueFi até $0.011079 até 2026
| Ano | Preço Mínimo | Preço Máximo |
|---|---|---|
| 2026 | $0.003711 | $0.011079 |
| 2027 | $0.003573 | $0.009386 |
| 2028 | $0.006448 | $0.015793 |
| 2029 | $0.014164 | $0.046596 |
| 2030 | $0.012046 | $0.03483 |
| 2031 | $0.014242 | $0.031796 |
| 2032 | $0.02174 | $0.05898 |
| 2033 | $0.05052 | $0.1571018 |
| 2034 | $0.040616 | $0.090984 |
| 2035 | $0.04802 | $0.1072029 |
Calculadora de lucro do investimento
Se você abrir um short de $10,000.00 em TrueFi hoje e fechar em Apr 06, 2026, nossa previsão mostra que pode lucrar cerca de $3,954.86, com um retorno de 39.55% nos próximos 90 dias.
$
≈ $3,954.86
(39.55% ROI)
Previsão de preço de longo prazo de TrustToken para os anos 2027, 2028, 2029, 2030, 2031, 2032 e 2037
[
'name' => 'TrueFi'
'name_with_ticker' => 'TrueFi <small>TRU</small>'
'name_lang' => 'TrustToken'
'name_lang_with_ticker' => 'TrustToken <small>TRU</small>'
'name_with_lang' => 'TrustToken/TrueFi'
'name_with_lang_with_ticker' => 'TrustToken/TrueFi <small>TRU</small>'
'image' => '/uploads/coins/truefi.png?1717129052'
'price_for_sd' => 0.01074
'ticker' => 'TRU'
'marketcap' => '$14.73M'
'low24h' => '$0.01019'
'high24h' => '$0.01072'
'volume24h' => '$4.31M'
'current_supply' => '1.37B'
'max_supply' => '1.39B'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.01074'
'change_24h_pct' => '4.8807%'
'ath_price' => '$1.02'
'ath_days' => 1608
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '12 de ago. de 2021'
'ath_pct' => '-98.95%'
'fdv' => '$14.89M'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$0.529679'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.010834'
'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' => '$0.009494'
'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' => '$0.003711'
'current_year_max_price_prediction' => '$0.011079'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.012046'
'grand_prediction_max_price' => '$0.03483'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.01094607491394
107 => 0.010986943584243
108 => 0.011079022785243
109 => 0.010292216094269
110 => 0.010645469199086
111 => 0.010852972302825
112 => 0.0099154657311011
113 => 0.010834440812216
114 => 0.010278519540266
115 => 0.010089831510909
116 => 0.010343875084681
117 => 0.010244874056917
118 => 0.01015975878678
119 => 0.010112263003578
120 => 0.01029880456639
121 => 0.010290102179519
122 => 0.0099848839766021
123 => 0.009586739273182
124 => 0.0097203697043042
125 => 0.0096718205158855
126 => 0.0094958719940864
127 => 0.0096144400536735
128 => 0.0090923263251737
129 => 0.0081940567923999
130 => 0.0087874811604901
131 => 0.0087646349678402
201 => 0.0087531148815137
202 => 0.0091990568930887
203 => 0.0091561898583084
204 => 0.009078385770427
205 => 0.0094944430609977
206 => 0.0093425765531792
207 => 0.0098105933460266
208 => 0.010118859475224
209 => 0.010040673213495
210 => 0.010330598997985
211 => 0.0097234482795417
212 => 0.0099251193935497
213 => 0.0099666835306427
214 => 0.009489308978615
215 => 0.009163203435344
216 => 0.0091414559134832
217 => 0.0085760338415634
218 => 0.0088780777484555
219 => 0.0091438638870944
220 => 0.0090165729525239
221 => 0.0089762764453474
222 => 0.0091821425612661
223 => 0.009198140121597
224 => 0.0088333940507064
225 => 0.0089092363088504
226 => 0.0092255111330373
227 => 0.0089012669947585
228 => 0.0082713135990621
301 => 0.0081150764471423
302 => 0.0080942315310541
303 => 0.0076705039837228
304 => 0.0081255169607106
305 => 0.0079268916026658
306 => 0.0085543467288321
307 => 0.0081959477258752
308 => 0.0081804978611808
309 => 0.0081571431246927
310 => 0.0077924233207401
311 => 0.007872273778653
312 => 0.0081377088623236
313 => 0.0082324190905175
314 => 0.0082225400377788
315 => 0.008136408085606
316 => 0.0081758388522438
317 => 0.0080488186143137
318 => 0.008003965124603
319 => 0.0078623951731516
320 => 0.0076543264542153
321 => 0.007683259685743
322 => 0.0072710211093883
323 => 0.0070464116538331
324 => 0.0069842427168405
325 => 0.0069011078160752
326 => 0.0069936330250955
327 => 0.0072698532892966
328 => 0.0069366730472719
329 => 0.0063654588921973
330 => 0.0063997898362188
331 => 0.0064769212744865
401 => 0.0063331873495503
402 => 0.006197155252272
403 => 0.0063154241242225
404 => 0.0060733931565343
405 => 0.006506169560615
406 => 0.0064944641717265
407 => 0.0066557764524545
408 => 0.0067566483320549
409 => 0.0065241713072347
410 => 0.0064657039641771
411 => 0.0064990096199753
412 => 0.0059485413188966
413 => 0.0066107914483686
414 => 0.0066165186149888
415 => 0.0065674791373228
416 => 0.0069201068865878
417 => 0.0076642614248901
418 => 0.0073842805540338
419 => 0.0072758634983717
420 => 0.0070697625963055
421 => 0.007344379811248
422 => 0.0073232934938363
423 => 0.0072279331697523
424 => 0.007170258948204
425 => 0.007276525469795
426 => 0.0071570913501793
427 => 0.0071356377004662
428 => 0.007005651925006
429 => 0.0069592529171427
430 => 0.0069249009389184
501 => 0.0068870827862491
502 => 0.0069705002073411
503 => 0.006781465356671
504 => 0.0065535078580779
505 => 0.0065345556586042
506 => 0.0065868843476455
507 => 0.0065637327981574
508 => 0.0065344448178923
509 => 0.0064785260874592
510 => 0.0064619361946544
511 => 0.0065158452979984
512 => 0.006454985063419
513 => 0.0065447876547694
514 => 0.0065203663189261
515 => 0.0063839507221066
516 => 0.0062139263809468
517 => 0.0062124128076723
518 => 0.0061757813422653
519 => 0.0061291256634917
520 => 0.0061161471209942
521 => 0.0063054638497056
522 => 0.0066973438123652
523 => 0.0066204083988024
524 => 0.0066760021197599
525 => 0.0069494682037427
526 => 0.0070363948484287
527 => 0.006974696375001
528 => 0.006890239699177
529 => 0.0068939553642883
530 => 0.0071825693923534
531 => 0.0072005698952627
601 => 0.007246051358932
602 => 0.0073045078928072
603 => 0.0069846517754931
604 => 0.006878890169927
605 => 0.0068287744537793
606 => 0.0066744374452674
607 => 0.0068408766770924
608 => 0.0067438996643465
609 => 0.0067569851765724
610 => 0.0067484632195688
611 => 0.006753116784345
612 => 0.0065060485907901
613 => 0.0065960672549995
614 => 0.0064463937663442
615 => 0.0062459977666724
616 => 0.0062453259690136
617 => 0.0062943726060325
618 => 0.0062651977471385
619 => 0.0061866889520092
620 => 0.0061978407558063
621 => 0.0061001392200646
622 => 0.0062097034911887
623 => 0.0062128454024447
624 => 0.0061706571900558
625 => 0.0063394560666783
626 => 0.0064086131041573
627 => 0.0063808439190038
628 => 0.0064066647440999
629 => 0.0066236054125785
630 => 0.0066589762073255
701 => 0.0066746855778885
702 => 0.0066536371024268
703 => 0.0064106300212761
704 => 0.006421408418671
705 => 0.0063423236901661
706 => 0.0062755054283227
707 => 0.0062781778083808
708 => 0.0063125310807343
709 => 0.0064625538358948
710 => 0.0067782678798057
711 => 0.0067902489969881
712 => 0.0068047704605271
713 => 0.0067457043704112
714 => 0.006727889472446
715 => 0.0067513919212775
716 => 0.0068699575167146
717 => 0.0071749404184239
718 => 0.0070671390918367
719 => 0.0069794949352937
720 => 0.0070563824892769
721 => 0.0070445462530057
722 => 0.0069446365073101
723 => 0.0069418323735082
724 => 0.0067500736284405
725 => 0.0066791847865243
726 => 0.0066199447642813
727 => 0.0065552562064919
728 => 0.0065169066610542
729 => 0.0065758289924032
730 => 0.0065893052267312
731 => 0.0064604705194506
801 => 0.0064429108249089
802 => 0.0065481200279645
803 => 0.0065018213802942
804 => 0.0065494406875743
805 => 0.0065604887753342
806 => 0.0065587097787458
807 => 0.0065103686732121
808 => 0.0065411798523268
809 => 0.0064683022284661
810 => 0.0063890587583828
811 => 0.0063385063615122
812 => 0.0062943926904403
813 => 0.0063188695190526
814 => 0.006231614094342
815 => 0.0062036993278724
816 => 0.0065307417181162
817 => 0.0067723314480875
818 => 0.0067688186377337
819 => 0.0067474353081263
820 => 0.0067156640177798
821 => 0.0068676332489346
822 => 0.0068146902075209
823 => 0.0068532106936885
824 => 0.0068630157741179
825 => 0.0068926927994762
826 => 0.0069032997852153
827 => 0.0068712381072865
828 => 0.0067636352001532
829 => 0.0064954989861545
830 => 0.0063706808547182
831 => 0.0063294887923338
901 => 0.0063309860455666
902 => 0.006289685117373
903 => 0.0063018500917038
904 => 0.00628545463575
905 => 0.0062544056086603
906 => 0.0063169523291237
907 => 0.0063241602559941
908 => 0.0063095611040603
909 => 0.0063129997328377
910 => 0.0061921249902051
911 => 0.0062013148343614
912 => 0.0061501446143106
913 => 0.0061405508149173
914 => 0.0060111969545299
915 => 0.0057820278407116
916 => 0.0059090097757511
917 => 0.0057556334545854
918 => 0.0056975475177295
919 => 0.0059725173085889
920 => 0.0059449179680614
921 => 0.0058976798942234
922 => 0.0058278049377396
923 => 0.0058018876366799
924 => 0.0056444223198616
925 => 0.0056351184288992
926 => 0.0057131624918356
927 => 0.0056771478421227
928 => 0.0056265696341113
929 => 0.005443380491725
930 => 0.0052374152438421
1001 => 0.0052436320400243
1002 => 0.0053091457532562
1003 => 0.0054996357102058
1004 => 0.0054252079885159
1005 => 0.0053712098224701
1006 => 0.0053610975891487
1007 => 0.0054876733605611
1008 => 0.0056668045955538
1009 => 0.0057508489631768
1010 => 0.0056675635473278
1011 => 0.0055718897460056
1012 => 0.0055777129669824
1013 => 0.0056164522472919
1014 => 0.0056205231979085
1015 => 0.0055582493886735
1016 => 0.0055757791012022
1017 => 0.0055491498649205
1018 => 0.0053857262910137
1019 => 0.0053827704767835
1020 => 0.0053426636961857
1021 => 0.0053414492788086
1022 => 0.0052732176399064
1023 => 0.0052636715619609
1024 => 0.0051281935015561
1025 => 0.0052173655711799
1026 => 0.00515755362862
1027 => 0.0050674029229714
1028 => 0.0050518609073377
1029 => 0.0050513936955802
1030 => 0.0051439583129525
1031 => 0.0052162838997321
1101 => 0.0051585940829686
1102 => 0.0051454592299616
1103 => 0.0052857050964982
1104 => 0.005267857531612
1105 => 0.0052524016555249
1106 => 0.0056507653581888
1107 => 0.005335429402823
1108 => 0.0051979249275364
1109 => 0.0050277370279777
1110 => 0.0050831510662359
1111 => 0.0050948276182985
1112 => 0.0046855563985343
1113 => 0.0045195151156475
1114 => 0.0044625360044945
1115 => 0.0044297437204596
1116 => 0.0044446875760739
1117 => 0.0042952309467757
1118 => 0.0043956682734486
1119 => 0.0042662514657308
1120 => 0.0042445543167582
1121 => 0.0044759676006236
1122 => 0.0045081674071767
1123 => 0.0043707930287255
1124 => 0.0044590096185829
1125 => 0.0044270210567983
1126 => 0.0042684699454503
1127 => 0.0042624144592199
1128 => 0.0041828590848865
1129 => 0.0040583703290108
1130 => 0.0040014756270964
1201 => 0.0039718443723569
1202 => 0.003984070805564
1203 => 0.0039778887467995
1204 => 0.003937546631655
1205 => 0.0039802011096167
1206 => 0.0038712365444715
1207 => 0.0038278459766436
1208 => 0.0038082474638092
1209 => 0.0037115351404764
1210 => 0.0038654474550642
1211 => 0.0038957701199743
1212 => 0.0039261525299013
1213 => 0.0041906106653641
1214 => 0.0041773990842673
1215 => 0.0042968253430814
1216 => 0.0042921846582747
1217 => 0.0042581223546838
1218 => 0.0041144190988108
1219 => 0.0041716966553375
1220 => 0.0039954052392569
1221 => 0.0041274947548356
1222 => 0.0040672146161155
1223 => 0.0041071139792979
1224 => 0.0040353713267154
1225 => 0.0040750766728361
1226 => 0.0039029607487211
1227 => 0.003742241320519
1228 => 0.0038069195101201
1229 => 0.0038772320990647
1230 => 0.0040296877072111
1231 => 0.0039388864047306
]
'min_raw' => 0.0037115351404764
'max_raw' => 0.011079022785243
'avg_raw' => 0.0073952789628597
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.003711'
'max' => '$0.011079'
'avg' => '$0.007395'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.0070309748595236
'max_diff' => 0.00033651278524293
'year' => 2026
]
1 => [
'items' => [
101 => 0.0039715419866799
102 => 0.0038621512536279
103 => 0.0036364469254235
104 => 0.0036377243874098
105 => 0.0036030046937516
106 => 0.0035730018092726
107 => 0.0039493160266061
108 => 0.0039025154050333
109 => 0.0038279447396709
110 => 0.0039277605385789
111 => 0.0039541534200999
112 => 0.0039549047883328
113 => 0.0040277278185974
114 => 0.0040665934829039
115 => 0.0040734437246914
116 => 0.0041880323362585
117 => 0.0042264409273954
118 => 0.0043846404785013
119 => 0.0040632960028268
120 => 0.0040566781248169
121 => 0.0039291651515662
122 => 0.0038482944080302
123 => 0.003934702440564
124 => 0.0040112481615163
125 => 0.0039315436404865
126 => 0.0039419513682787
127 => 0.003834954560895
128 => 0.0038732008848669
129 => 0.0039061437714078
130 => 0.0038879546457533
131 => 0.0038607246442849
201 => 0.0040049722853141
202 => 0.0039968332680961
203 => 0.0041311599876615
204 => 0.0042358772713585
205 => 0.0044235493641971
206 => 0.0042277037517526
207 => 0.0042205663592193
208 => 0.0042903355161059
209 => 0.004226430246101
210 => 0.0042668161708092
211 => 0.0044170425673627
212 => 0.0044202166143982
213 => 0.0043670472370246
214 => 0.0043638118755794
215 => 0.0043740236361132
216 => 0.0044338342365185
217 => 0.0044129345749428
218 => 0.0044371201924329
219 => 0.0044673646774477
220 => 0.0045924686908644
221 => 0.0046226308449616
222 => 0.0045493524477894
223 => 0.0045559686665906
224 => 0.0045285605345113
225 => 0.0045020846223455
226 => 0.0045615986063977
227 => 0.0046703615820034
228 => 0.004669684973177
301 => 0.0046949158694674
302 => 0.0047106345088322
303 => 0.0046431586019309
304 => 0.004599234267696
305 => 0.0046160776524197
306 => 0.004643010591394
307 => 0.0046073436633034
308 => 0.0043871908605997
309 => 0.0044539711575245
310 => 0.0044428556507265
311 => 0.0044270258173544
312 => 0.004494173922309
313 => 0.0044876973237773
314 => 0.0042936980530212
315 => 0.0043061172569059
316 => 0.0042944533059431
317 => 0.0043321419177237
318 => 0.0042243949373814
319 => 0.0042575371828477
320 => 0.0042783236885149
321 => 0.0042905671000424
322 => 0.0043347986978654
323 => 0.0043296086303801
324 => 0.0043344760759834
325 => 0.004400059858846
326 => 0.004731760126929
327 => 0.0047498138406654
328 => 0.0046609107513919
329 => 0.0046964257820208
330 => 0.0046282446894968
331 => 0.0046740151136818
401 => 0.0047053300754664
402 => 0.0045638237846825
403 => 0.0045554447005105
404 => 0.0044869822003643
405 => 0.0045237700700287
406 => 0.0044652379242513
407 => 0.0044795996654575
408 => 0.0044394429850108
409 => 0.0045117170146996
410 => 0.0045925306101404
411 => 0.0046129473157744
412 => 0.0045592397531959
413 => 0.0045203519383882
414 => 0.0044520777460285
415 => 0.0045656192495123
416 => 0.0045988222452456
417 => 0.0045654448483107
418 => 0.0045577105761303
419 => 0.0045430541443241
420 => 0.0045608200074234
421 => 0.0045986414146001
422 => 0.0045808055374273
423 => 0.0045925864485277
424 => 0.0045476897638359
425 => 0.0046431809392638
426 => 0.0047948439070461
427 => 0.0047953315282869
428 => 0.004777495554972
429 => 0.004770197458973
430 => 0.0047884982499714
501 => 0.0047984256783503
502 => 0.0048576070806479
503 => 0.0049211110832044
504 => 0.0052174565541683
505 => 0.0051342439317672
506 => 0.0053971792632773
507 => 0.0056051269726221
508 => 0.0056674813982034
509 => 0.0056101182606711
510 => 0.0054138820658688
511 => 0.0054042537819576
512 => 0.0056975135057766
513 => 0.0056146542016515
514 => 0.0056047983510819
515 => 0.0054999487527441
516 => 0.0055619278512371
517 => 0.0055483721132182
518 => 0.0055269737175859
519 => 0.0056452255200091
520 => 0.0058665823377343
521 => 0.0058320818018208
522 => 0.0058063287521951
523 => 0.0056934863853355
524 => 0.0057614426944401
525 => 0.0057372447543853
526 => 0.0058412144612528
527 => 0.0057796251101155
528 => 0.0056140264609283
529 => 0.0056403985916317
530 => 0.0056364124971292
531 => 0.0057184460395319
601 => 0.0056938216063003
602 => 0.0056316041813327
603 => 0.0058658257641959
604 => 0.0058506167174137
605 => 0.0058721796684787
606 => 0.005881672346394
607 => 0.0060242388964356
608 => 0.0060826438503668
609 => 0.0060959027974319
610 => 0.0061513829864653
611 => 0.0060945223997874
612 => 0.0063220052874103
613 => 0.006473268133685
614 => 0.006648967713548
615 => 0.0069057120233227
616 => 0.0070022502588157
617 => 0.0069848114906541
618 => 0.007179472096143
619 => 0.0075292728771444
620 => 0.0070555162296816
621 => 0.0075543831298309
622 => 0.007396447628939
623 => 0.0070219853974625
624 => 0.0069978744443751
625 => 0.0072514646151269
626 => 0.0078139032067049
627 => 0.0076730187186403
628 => 0.0078141336432569
629 => 0.0076495155879311
630 => 0.0076413409139743
701 => 0.0078061385117441
702 => 0.0081911970815828
703 => 0.0080082701887571
704 => 0.0077459996323772
705 => 0.0079396561298263
706 => 0.0077718929496731
707 => 0.0073938755508304
708 => 0.0076729109869274
709 => 0.0074863279372811
710 => 0.0075407827904683
711 => 0.007932952608691
712 => 0.0078857656986098
713 => 0.0079468299296451
714 => 0.007839053160197
715 => 0.0077383726626959
716 => 0.0075504450374782
717 => 0.0074948089323712
718 => 0.0075101847502454
719 => 0.0074948013128794
720 => 0.0073896575337141
721 => 0.0073669517446142
722 => 0.0073291077680176
723 => 0.0073408371987984
724 => 0.0072696794511509
725 => 0.0074039688229027
726 => 0.0074288941136537
727 => 0.0075266187196104
728 => 0.0075367648123897
729 => 0.0078089264489564
730 => 0.007659024393026
731 => 0.007759591634065
801 => 0.0077505959534509
802 => 0.0070301011294873
803 => 0.0071293789592499
804 => 0.0072838241072611
805 => 0.0072142467774275
806 => 0.0071158807116306
807 => 0.0070364448394447
808 => 0.0069160913703483
809 => 0.0070854865669179
810 => 0.0073082232372361
811 => 0.0075424137819205
812 => 0.0078237783765864
813 => 0.0077609810745019
814 => 0.0075371538665363
815 => 0.0075471945915798
816 => 0.0076092624029188
817 => 0.0075288789477795
818 => 0.0075051722975874
819 => 0.0076060054732228
820 => 0.0076066998558864
821 => 0.0075142089760836
822 => 0.0074114222888351
823 => 0.0074109916088625
824 => 0.0073927017106682
825 => 0.0076527693201886
826 => 0.0077957802096238
827 => 0.007812176177624
828 => 0.0077946766303412
829 => 0.0078014115115581
830 => 0.0077181966260257
831 => 0.0079084011777451
901 => 0.0080829516836833
902 => 0.0080361684193642
903 => 0.007966033655517
904 => 0.0079101679379648
905 => 0.0080230082317469
906 => 0.0080179836310919
907 => 0.0080814271372885
908 => 0.0080785489733799
909 => 0.008057215308477
910 => 0.0080361691812566
911 => 0.0081196146967393
912 => 0.0080955837283742
913 => 0.0080715154332778
914 => 0.0080232427827902
915 => 0.0080298038377153
916 => 0.0079596811836239
917 => 0.0079272392352469
918 => 0.0074393901707747
919 => 0.0073090209598197
920 => 0.0073500377674962
921 => 0.0073635415655842
922 => 0.0073068047179039
923 => 0.0073881507829771
924 => 0.0073754730849022
925 => 0.0074247945919062
926 => 0.007393980655621
927 => 0.0073952452703145
928 => 0.0074858624867053
929 => 0.0075121690501368
930 => 0.0074987893196555
1001 => 0.0075081600242543
1002 => 0.007724103956605
1003 => 0.0076934036349229
1004 => 0.0076770947009095
1005 => 0.0076816123870884
1006 => 0.0077367906916942
1007 => 0.00775223760436
1008 => 0.0076867879499595
1009 => 0.0077176543853347
1010 => 0.0078490797496286
1011 => 0.0078950711891001
1012 => 0.0080418537867497
1013 => 0.0079794979304155
1014 => 0.0080939548034152
1015 => 0.0084457562097927
1016 => 0.0087267995160127
1017 => 0.0084683404770069
1018 => 0.0089844407182308
1019 => 0.0093862987862061
1020 => 0.0093708748042276
1021 => 0.0093008015549315
1022 => 0.0088432968284911
1023 => 0.0084222941582095
1024 => 0.0087744807686177
1025 => 0.0087753785647154
1026 => 0.0087451254225425
1027 => 0.0085572257547745
1028 => 0.0087385869214003
1029 => 0.0087529827122001
1030 => 0.008744924897502
1031 => 0.0086008626627783
1101 => 0.0083809062575067
1102 => 0.0084238852125955
1103 => 0.008494285617778
1104 => 0.0083610029637045
1105 => 0.0083184110798473
1106 => 0.0083975974953754
1107 => 0.0086527526253517
1108 => 0.0086045170260427
1109 => 0.0086032573996094
1110 => 0.0088096297485307
1111 => 0.0086619116846434
1112 => 0.0084244273148569
1113 => 0.0083644593794517
1114 => 0.0081516136080053
1115 => 0.008298626940474
1116 => 0.0083039176885868
1117 => 0.0082233999888335
1118 => 0.0084309608824335
1119 => 0.0084290481722586
1120 => 0.0086260963493697
1121 => 0.0090027784560906
1122 => 0.0088913750217325
1123 => 0.0087618249482332
1124 => 0.0087759106332565
1125 => 0.0089303958315288
1126 => 0.0088369905540993
1127 => 0.0088705797431077
1128 => 0.0089303449902683
1129 => 0.0089664028477679
1130 => 0.0087707224624612
1201 => 0.0087251000041714
1202 => 0.0086317724658175
1203 => 0.0086074250531019
1204 => 0.0086834383857483
1205 => 0.0086634115581866
1206 => 0.0083034730216947
1207 => 0.0082658574419521
1208 => 0.0082670110580802
1209 => 0.0081724248942943
1210 => 0.0080281582912404
1211 => 0.0084072823103547
1212 => 0.0083768333457826
1213 => 0.0083432200454576
1214 => 0.0083473374829526
1215 => 0.0085119023699449
1216 => 0.0084164464247634
1217 => 0.0086702316999503
1218 => 0.0086180610768555
1219 => 0.0085645524741362
1220 => 0.0085571559553285
1221 => 0.008536559708421
1222 => 0.0084659275142493
1223 => 0.0083806348954501
1224 => 0.0083243173205988
1225 => 0.0076787427065037
1226 => 0.0077985575997449
1227 => 0.0079363937129479
1228 => 0.007983974186882
1229 => 0.0079025844937491
1230 => 0.0084691412754102
1231 => 0.0085726566588966
]
'min_raw' => 0.0035730018092726
'max_raw' => 0.0093862987862061
'avg_raw' => 0.0064796502977394
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.003573'
'max' => '$0.009386'
'avg' => '$0.006479'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.0001385333312038
'max_diff' => -0.0016927239990368
'year' => 2027
]
2 => [
'items' => [
101 => 0.0082591018101748
102 => 0.008200448500339
103 => 0.0084729865766383
104 => 0.008308612800205
105 => 0.0083826303016682
106 => 0.0082226449489135
107 => 0.008547722834299
108 => 0.0085452462854668
109 => 0.0084187836458348
110 => 0.008525669002873
111 => 0.0085070950417681
112 => 0.0083643190330873
113 => 0.0085522490884391
114 => 0.008552342299402
115 => 0.008430624758291
116 => 0.0082884853176694
117 => 0.00826307414287
118 => 0.0082439302361696
119 => 0.0083779220741627
120 => 0.0084980587371257
121 => 0.0087216032824953
122 => 0.0087778076924886
123 => 0.0089971772464319
124 => 0.0088665533579684
125 => 0.0089244572358617
126 => 0.0089873200863185
127 => 0.0090174588485323
128 => 0.0089683493528401
129 => 0.0093091205662248
130 => 0.0093378920975947
131 => 0.0093475389431902
201 => 0.0092326328073645
202 => 0.0093346963500937
203 => 0.00928694419844
204 => 0.0094111820311132
205 => 0.0094306641096246
206 => 0.0094141634822204
207 => 0.0094203474014437
208 => 0.0091295592869813
209 => 0.0091144803892169
210 => 0.0089088785482498
211 => 0.0089926628181759
212 => 0.0088360321414335
213 => 0.0088857013425033
214 => 0.0089075950530693
215 => 0.0088961590211268
216 => 0.0089973998550887
217 => 0.0089113244640851
218 => 0.0086841573551223
219 => 0.0084569283546325
220 => 0.0084540756796281
221 => 0.0083942502947241
222 => 0.0083510074990044
223 => 0.0083593375955806
224 => 0.0083886939424268
225 => 0.0083493012547588
226 => 0.0083577076819327
227 => 0.0084973103847512
228 => 0.0085253067112006
229 => 0.0084301642550549
301 => 0.008048153564639
302 => 0.0079544071830096
303 => 0.0080217902230533
304 => 0.007989585469936
305 => 0.0064482190358176
306 => 0.0068103402161022
307 => 0.0065951801072504
308 => 0.00669433578445
309 => 0.0064747130287524
310 => 0.0065795285191861
311 => 0.0065601729253518
312 => 0.0071424530673048
313 => 0.0071333615637884
314 => 0.00713771318541
315 => 0.0069299989473182
316 => 0.0072608933686546
317 => 0.0074239038591835
318 => 0.0073937349557703
319 => 0.0074013278187959
320 => 0.0072708572756576
321 => 0.0071389764254621
322 => 0.0069927002662779
323 => 0.0072644632897624
324 => 0.0072342478807004
325 => 0.0073035511579275
326 => 0.0074798089046793
327 => 0.0075057635274266
328 => 0.0075406468036047
329 => 0.0075281436322555
330 => 0.0078260198995158
331 => 0.0077899451180996
401 => 0.0078768749618895
402 => 0.0076980536778306
403 => 0.0074957004210459
404 => 0.0075341611597343
405 => 0.0075304570813169
406 => 0.0074832999117198
407 => 0.0074407285275471
408 => 0.0073698591673127
409 => 0.0075941003097863
410 => 0.0075849965289143
411 => 0.0077323761592447
412 => 0.0077063253780144
413 => 0.0075323518852514
414 => 0.0075385653825803
415 => 0.0075803541382225
416 => 0.0077249854986359
417 => 0.0077679219336605
418 => 0.007748032066236
419 => 0.0077951099071178
420 => 0.0078323183130325
421 => 0.00779978271003
422 => 0.0082604182370315
423 => 0.0080691302508235
424 => 0.008162362684328
425 => 0.0081845980703615
426 => 0.0081276425965966
427 => 0.0081399941994336
428 => 0.0081587035121213
429 => 0.0082723027951021
430 => 0.0085704201838612
501 => 0.0087024543459889
502 => 0.0090996856372008
503 => 0.0086914907468284
504 => 0.0086672701513121
505 => 0.0087388235020952
506 => 0.0089720403212391
507 => 0.0091610406482133
508 => 0.0092237429603611
509 => 0.0092320301060138
510 => 0.0093496638119739
511 => 0.0094170892584915
512 => 0.0093353799859967
513 => 0.0092661399328748
514 => 0.0090181306569839
515 => 0.0090468384059751
516 => 0.0092446063284197
517 => 0.0095239651673451
518 => 0.0097636841134765
519 => 0.00967974289359
520 => 0.010320155148058
521 => 0.010383649407239
522 => 0.010374876553635
523 => 0.010519525925262
524 => 0.010232426379915
525 => 0.010109685761987
526 => 0.0092811104182678
527 => 0.0095139062927038
528 => 0.0098522887678189
529 => 0.0098075025783683
530 => 0.0095617601799502
531 => 0.009763497695831
601 => 0.0096967969641654
602 => 0.0096441873296849
603 => 0.0098852022641197
604 => 0.0096201964433608
605 => 0.0098496451320379
606 => 0.0095553748154667
607 => 0.0096801263300118
608 => 0.0096093113368042
609 => 0.0096551373161686
610 => 0.0093872395771826
611 => 0.0095317906942895
612 => 0.009381225775471
613 => 0.0093811543880954
614 => 0.0093778306591674
615 => 0.0095549696184503
616 => 0.009560746113553
617 => 0.0094298401550008
618 => 0.009410974561238
619 => 0.009480730549237
620 => 0.0093990645564124
621 => 0.0094372755604554
622 => 0.0094002219287987
623 => 0.0093918803758439
624 => 0.0093254134627018
625 => 0.0092967776889744
626 => 0.0093080065137059
627 => 0.0092696767460413
628 => 0.009246581674575
629 => 0.0093732364681583
630 => 0.0093055699211865
701 => 0.0093628655993599
702 => 0.0092975699427903
703 => 0.0090712267491566
704 => 0.0089410543849619
705 => 0.008513513074213
706 => 0.008634763259578
707 => 0.0087151522579175
708 => 0.0086885836944458
709 => 0.0087456632494521
710 => 0.0087491674705485
711 => 0.0087306103253588
712 => 0.0087091235285466
713 => 0.0086986649441529
714 => 0.0087766146636666
715 => 0.0088218670995112
716 => 0.0087232203693669
717 => 0.0087001088207085
718 => 0.0087998461113196
719 => 0.0088606858009761
720 => 0.0093098918865306
721 => 0.0092766132487962
722 => 0.0093601360989068
723 => 0.0093507327077469
724 => 0.0094382779608963
725 => 0.009581377450411
726 => 0.009290416176981
727 => 0.0093409169933646
728 => 0.0093285353594215
729 => 0.0094637147921735
730 => 0.0094641368076072
731 => 0.009383089984959
801 => 0.0094270267823511
802 => 0.0094025024673898
803 => 0.0094468212191849
804 => 0.0092761687923002
805 => 0.0094840050274546
806 => 0.0096018347801159
807 => 0.0096034708463459
808 => 0.0096593212139527
809 => 0.0097160684220763
810 => 0.0098249897464293
811 => 0.0097130306654572
812 => 0.0095116271777853
813 => 0.0095261678590659
814 => 0.0094080850679345
815 => 0.0094100700609868
816 => 0.0093994740125068
817 => 0.0094312735516285
818 => 0.0092831470028942
819 => 0.009317912007811
820 => 0.0092692407973439
821 => 0.0093408111916584
822 => 0.009263813278386
823 => 0.0093285293886228
824 => 0.0093564587164279
825 => 0.0094595185373043
826 => 0.0092485912590472
827 => 0.0088184962601597
828 => 0.0089089074433236
829 => 0.008775182201779
830 => 0.0087875589820118
831 => 0.0088125620478321
901 => 0.0087315189310143
902 => 0.0087469794037411
903 => 0.0087464270468616
904 => 0.0087416671336816
905 => 0.0087205846889636
906 => 0.008690010973088
907 => 0.0088118072470431
908 => 0.0088325028073442
909 => 0.0088785064742562
910 => 0.0090153821824007
911 => 0.0090017050714056
912 => 0.0090240130068965
913 => 0.0089753149089735
914 => 0.0087898179471049
915 => 0.0087998913245872
916 => 0.0086742761459683
917 => 0.0088752942117174
918 => 0.0088276904804392
919 => 0.0087970000452036
920 => 0.0087886258756046
921 => 0.0089258408721549
922 => 0.0089668977497043
923 => 0.0089413138588401
924 => 0.0088888405522762
925 => 0.0089896048132193
926 => 0.0090165650785448
927 => 0.0090226004876948
928 => 0.0092011354384553
929 => 0.0090325786081665
930 => 0.0090731519125278
1001 => 0.0093896932509944
1002 => 0.009102633936724
1003 => 0.0092546956576797
1004 => 0.0092472530277299
1005 => 0.0093250426586827
1006 => 0.0092408720074826
1007 => 0.0092419154035818
1008 => 0.0093109873259419
1009 => 0.009213988268174
1010 => 0.0091899699373698
1011 => 0.0091567887853865
1012 => 0.009229238616834
1013 => 0.0092726690141628
1014 => 0.0096226861205208
1015 => 0.0098488131339474
1016 => 0.009838996363927
1017 => 0.0099287032656901
1018 => 0.0098882894848248
1019 => 0.0097577827257938
1020 => 0.0099805418498559
1021 => 0.009910051542365
1022 => 0.0099158626776689
1023 => 0.0099156463869226
1024 => 0.0099625162790344
1025 => 0.0099293046649107
1026 => 0.0098638411643706
1027 => 0.0099072988910827
1028 => 0.010036352802996
1029 => 0.010436940105434
1030 => 0.010661114066953
1031 => 0.010423444551469
1101 => 0.010587385800729
1102 => 0.010489079469413
1103 => 0.010471214284653
1104 => 0.010574181504351
1105 => 0.010677328954536
1106 => 0.010670758907878
1107 => 0.010595879155724
1108 => 0.010553581483735
1109 => 0.010873873626793
1110 => 0.011109859421765
1111 => 0.011093766772616
1112 => 0.011164794492347
1113 => 0.011373334074279
1114 => 0.011392400320148
1115 => 0.011389998411401
1116 => 0.011342740731658
1117 => 0.011548075032358
1118 => 0.011719368518515
1119 => 0.011331801944204
1120 => 0.011479382222082
1121 => 0.011545635763562
1122 => 0.011642915618993
1123 => 0.011807043041103
1124 => 0.011985328954163
1125 => 0.012010540537075
1126 => 0.011992651712514
1127 => 0.011875067360268
1128 => 0.012070149933732
1129 => 0.012184424730017
1130 => 0.012252472756073
1201 => 0.012425031228039
1202 => 0.011546044922878
1203 => 0.010923854727631
1204 => 0.010826690744108
1205 => 0.011024277525388
1206 => 0.011076379583886
1207 => 0.011055377309436
1208 => 0.010355045677627
1209 => 0.010823003643004
1210 => 0.011326487066725
1211 => 0.011345827915531
1212 => 0.011597882244788
1213 => 0.01167996146645
1214 => 0.011882898239018
1215 => 0.011870204488641
1216 => 0.011919616363332
1217 => 0.011908257429034
1218 => 0.012284155066838
1219 => 0.012698825982674
1220 => 0.012684467247431
1221 => 0.012624853397116
1222 => 0.012713390130506
1223 => 0.013141374954485
1224 => 0.01310197297021
1225 => 0.01314024864168
1226 => 0.013644866869319
1227 => 0.014300942346355
1228 => 0.013996129418371
1229 => 0.01465748576454
1230 => 0.01507377452746
1231 => 0.015793702897868
]
'min_raw' => 0.0064482190358176
'max_raw' => 0.015793702897868
'avg_raw' => 0.011120960966843
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.006448'
'max' => '$0.015793'
'avg' => '$0.01112'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.0028752172265449
'max_diff' => 0.0064074041116616
'year' => 2028
]
3 => [
'items' => [
101 => 0.015703564320171
102 => 0.015983827151692
103 => 0.015542197453604
104 => 0.014528126398706
105 => 0.01436764577256
106 => 0.014688932050121
107 => 0.015478783012846
108 => 0.014664056832463
109 => 0.014828874877653
110 => 0.014781407269551
111 => 0.014778877922439
112 => 0.014875412814085
113 => 0.014735383918832
114 => 0.014164881008853
115 => 0.014426339130502
116 => 0.014325377593483
117 => 0.014437401945986
118 => 0.01504195117409
119 => 0.014774665549692
120 => 0.014493101856909
121 => 0.014846245211644
122 => 0.015295918055443
123 => 0.015267778337018
124 => 0.015213175521783
125 => 0.015520968732351
126 => 0.016029352941259
127 => 0.016166767150074
128 => 0.016268203509712
129 => 0.016282189869924
130 => 0.016426258072589
131 => 0.015651567036999
201 => 0.016881021605956
202 => 0.017093314447018
203 => 0.017053412191535
204 => 0.017289366749727
205 => 0.017219942933118
206 => 0.017119358715114
207 => 0.017493396878822
208 => 0.017064592307454
209 => 0.016455958203392
210 => 0.016122049496486
211 => 0.016561767417387
212 => 0.01683028780764
213 => 0.017007762704494
214 => 0.017061466501048
215 => 0.01571170409683
216 => 0.014984257022211
217 => 0.015450542256844
218 => 0.016019442424384
219 => 0.015648406767844
220 => 0.015662950663117
221 => 0.015133951323347
222 => 0.016066247127878
223 => 0.015930419471
224 => 0.016635093595159
225 => 0.016466917460066
226 => 0.017041551853026
227 => 0.016890231359264
228 => 0.017518354268655
301 => 0.01776892950296
302 => 0.01818968432028
303 => 0.01849919327668
304 => 0.018680942855841
305 => 0.018670031292834
306 => 0.019390213672751
307 => 0.01896554728457
308 => 0.018432066214831
309 => 0.018422417225391
310 => 0.018698714630894
311 => 0.019277758194336
312 => 0.019427895765596
313 => 0.019511802185786
314 => 0.019383296582461
315 => 0.018922351654205
316 => 0.018723317971227
317 => 0.018892900435685
318 => 0.018685515654041
319 => 0.019043519969051
320 => 0.019535136359157
321 => 0.019433619518662
322 => 0.019772975096181
323 => 0.020124172417665
324 => 0.020626400360647
325 => 0.020757701342389
326 => 0.020974736872279
327 => 0.021198137724994
328 => 0.021269888058065
329 => 0.021406881706717
330 => 0.021406159682566
331 => 0.021818999263515
401 => 0.022274374105879
402 => 0.02244626756692
403 => 0.022841527102322
404 => 0.022164658999492
405 => 0.022678071230789
406 => 0.023141181914961
407 => 0.022589042265479
408 => 0.023350038140251
409 => 0.023379585885614
410 => 0.023825721759906
411 => 0.02337347758202
412 => 0.023104936432805
413 => 0.023880204668482
414 => 0.024255332547006
415 => 0.024142340977102
416 => 0.023282469551057
417 => 0.022781987499478
418 => 0.021472129434718
419 => 0.023023712894084
420 => 0.02377944393683
421 => 0.023280512390227
422 => 0.023532144441219
423 => 0.024904967319463
424 => 0.0254276493878
425 => 0.025318935171409
426 => 0.025337306084391
427 => 0.025619335841115
428 => 0.026870011099052
429 => 0.026120577494071
430 => 0.026693491404338
501 => 0.026997362876548
502 => 0.027279615634879
503 => 0.02658649206732
504 => 0.025684748489932
505 => 0.025399128446353
506 => 0.023230903480784
507 => 0.023118037955202
508 => 0.023054683115518
509 => 0.022655239813027
510 => 0.022341386793999
511 => 0.022091799220652
512 => 0.021436806895031
513 => 0.021657847577427
514 => 0.020613926517909
515 => 0.021281790217498
516 => 0.019615667000153
517 => 0.021003263924676
518 => 0.020248058004949
519 => 0.020755158468848
520 => 0.020753389243101
521 => 0.019819656512714
522 => 0.019281098960332
523 => 0.019624288793683
524 => 0.019992215537479
525 => 0.020051910413806
526 => 0.020528937041007
527 => 0.020662064919006
528 => 0.020258681233523
529 => 0.019581140299786
530 => 0.01973851760563
531 => 0.019277909714252
601 => 0.018470712101639
602 => 0.019050455519336
603 => 0.019248405411656
604 => 0.019335831361062
605 => 0.018542045216329
606 => 0.018292620375719
607 => 0.018159828683455
608 => 0.019478672476441
609 => 0.019550921716542
610 => 0.019181284389171
611 => 0.020852080159338
612 => 0.020473927618922
613 => 0.020896416656189
614 => 0.019724237264675
615 => 0.01976901609598
616 => 0.019214087587029
617 => 0.019524810471705
618 => 0.019305201551882
619 => 0.019499707133247
620 => 0.01961629297674
621 => 0.020171130427383
622 => 0.021009599277115
623 => 0.020088256214455
624 => 0.019686813848179
625 => 0.019935866434419
626 => 0.020599126291343
627 => 0.021603998926231
628 => 0.021009094101431
629 => 0.021273102760538
630 => 0.021330776907625
701 => 0.020892116114392
702 => 0.021620172975377
703 => 0.022010344561902
704 => 0.022410579875043
705 => 0.022758092983105
706 => 0.022250717089611
707 => 0.022793682025127
708 => 0.022356148133315
709 => 0.021963635000937
710 => 0.021964230281337
711 => 0.021718001059694
712 => 0.021240900915884
713 => 0.021152916329336
714 => 0.021610623259787
715 => 0.021977660873002
716 => 0.022007891848818
717 => 0.022211102730567
718 => 0.022331360837148
719 => 0.023510053764605
720 => 0.023984133810688
721 => 0.024563829917162
722 => 0.024789654220516
723 => 0.025469304411118
724 => 0.024920431683718
725 => 0.024801679616573
726 => 0.023153070566055
727 => 0.023423030205721
728 => 0.023855261636056
729 => 0.023160197903141
730 => 0.023601055860058
731 => 0.023688090559402
801 => 0.023136579903466
802 => 0.02343116557417
803 => 0.022648833371344
804 => 0.021026651981269
805 => 0.021621978926989
806 => 0.022060339943922
807 => 0.021434744723235
808 => 0.022556099942437
809 => 0.02190102737285
810 => 0.021693400817319
811 => 0.020883375599983
812 => 0.021265676321836
813 => 0.021782743522161
814 => 0.021463256107874
815 => 0.022126240463795
816 => 0.02306520312325
817 => 0.02373436383057
818 => 0.023785733680677
819 => 0.023355508176155
820 => 0.024044947292814
821 => 0.024049969104101
822 => 0.023272278964069
823 => 0.022795948083496
824 => 0.022687724705221
825 => 0.022958087922595
826 => 0.02328635878029
827 => 0.02380395042863
828 => 0.02411672022152
829 => 0.024932257961095
830 => 0.025152919090125
831 => 0.025395358770655
901 => 0.025719332949471
902 => 0.026108347016414
903 => 0.025257206384526
904 => 0.025291023788555
905 => 0.024498453416985
906 => 0.023651478308873
907 => 0.024294226838992
908 => 0.025134535040869
909 => 0.0249417674109
910 => 0.024920077114643
911 => 0.024956554176561
912 => 0.024811213678767
913 => 0.024153843993814
914 => 0.023823717053383
915 => 0.024249665030904
916 => 0.024476037424193
917 => 0.024827121264437
918 => 0.024783842770646
919 => 0.025688197039463
920 => 0.026039601762071
921 => 0.025949697396572
922 => 0.025966241963493
923 => 0.026602443428499
924 => 0.027310030302396
925 => 0.027972778784112
926 => 0.028646955005423
927 => 0.027834209257086
928 => 0.02742154708927
929 => 0.027847309111229
930 => 0.027621393789343
1001 => 0.028919570239736
1002 => 0.029009453160548
1003 => 0.030307535738008
1004 => 0.031539570676815
1005 => 0.030765751605949
1006 => 0.031495428136199
1007 => 0.032284632795065
1008 => 0.033807136625859
1009 => 0.033294410897978
1010 => 0.032901671025858
1011 => 0.03253053374441
1012 => 0.033302811510719
1013 => 0.034296334519638
1014 => 0.034510329859914
1015 => 0.034857084063673
1016 => 0.034492514417508
1017 => 0.034931598400285
1018 => 0.036481757802768
1019 => 0.036062891048582
1020 => 0.035468032921446
1021 => 0.036691734890815
1022 => 0.037134587876508
1023 => 0.040242762054015
1024 => 0.044166960345389
1025 => 0.042542316485085
1026 => 0.041533847614065
1027 => 0.041770861719956
1028 => 0.04320384609347
1029 => 0.043664075193592
1030 => 0.042413013848976
1031 => 0.042854909865881
1101 => 0.045289800365284
1102 => 0.046596040997574
1103 => 0.044821990767402
1104 => 0.03992745654221
1105 => 0.035414472455581
1106 => 0.036611519057677
1107 => 0.03647581112168
1108 => 0.039091797204513
1109 => 0.036052901215023
1110 => 0.036104068429803
1111 => 0.038774150334451
1112 => 0.038061818259083
1113 => 0.036907931525587
1114 => 0.035422897105703
1115 => 0.032677673631491
1116 => 0.03024615264416
1117 => 0.035014925246155
1118 => 0.034809287100107
1119 => 0.034511492590763
1120 => 0.035174202046576
1121 => 0.038392131050644
1122 => 0.03831794737168
1123 => 0.03784602865496
1124 => 0.038203974842292
1125 => 0.036845181828303
1126 => 0.03719537372715
1127 => 0.035413757575844
1128 => 0.036219122483097
1129 => 0.036905455802894
1130 => 0.037043247378181
1201 => 0.037353698833116
1202 => 0.034700925141409
1203 => 0.035891942647642
1204 => 0.036591553849305
1205 => 0.033430684988118
1206 => 0.036529073634888
1207 => 0.034654746253325
1208 => 0.03401857138857
1209 => 0.034875097034298
1210 => 0.034541308157159
1211 => 0.034254336081336
1212 => 0.034094200732221
1213 => 0.034723138635157
1214 => 0.034693797930242
1215 => 0.033664733449451
1216 => 0.032322360784295
1217 => 0.032772905112602
1218 => 0.032609218134253
1219 => 0.032015995408673
1220 => 0.032415755899729
1221 => 0.030655413011275
1222 => 0.027626834566352
1223 => 0.029627606254935
1224 => 0.029550578721345
1225 => 0.029511737945989
1226 => 0.031015262572691
1227 => 0.030870733372049
1228 => 0.030608411457649
1229 => 0.032011177661
1230 => 0.031499149126909
1231 => 0.033077100419883
]
'min_raw' => 0.014164881008853
'max_raw' => 0.046596040997574
'avg_raw' => 0.030380461003214
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.014164'
'max' => '$0.046596'
'avg' => '$0.03038'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072434
'min_diff' => 0.0077166619730357
'max_diff' => 0.030802338099706
'year' => 2029
]
4 => [
'items' => [
101 => 0.034116441196927
102 => 0.033852830756716
103 => 0.034830335781096
104 => 0.032783284743955
105 => 0.03346323298506
106 => 0.033603369375185
107 => 0.031993867743796
108 => 0.030894380136697
109 => 0.030821056848379
110 => 0.028914696856393
111 => 0.029933058976512
112 => 0.030829175499529
113 => 0.030400005226455
114 => 0.030264142739097
115 => 0.03095823472203
116 => 0.0310121716136
117 => 0.029782404769835
118 => 0.030038112238305
119 => 0.031104454889654
120 => 0.030011243139444
121 => 0.027887311283912
122 => 0.027360546818085
123 => 0.027290266728148
124 => 0.025861639718608
125 => 0.027395747738514
126 => 0.026726068476286
127 => 0.028841577241674
128 => 0.027633209980585
129 => 0.027581119683093
130 => 0.027502377558448
131 => 0.026272699275498
201 => 0.026541920669332
202 => 0.027436853586013
203 => 0.027756175732826
204 => 0.027722867816784
205 => 0.027432467926493
206 => 0.02756541150918
207 => 0.027137153908729
208 => 0.026985927236599
209 => 0.026508614261182
210 => 0.025807096048394
211 => 0.025904646458544
212 => 0.024514755316786
213 => 0.02375746885565
214 => 0.023547861944082
215 => 0.023267566821859
216 => 0.023579522023975
217 => 0.024510817929812
218 => 0.023387477481924
219 => 0.021461589077191
220 => 0.02157733825187
221 => 0.021837392281134
222 => 0.021352783318029
223 => 0.020894141604598
224 => 0.021292893363648
225 => 0.020476869058025
226 => 0.021936004919866
227 => 0.021896539383985
228 => 0.022440415000923
301 => 0.022780511585645
302 => 0.021996699065437
303 => 0.021799572336258
304 => 0.021911864680109
305 => 0.020055922370552
306 => 0.022288744918894
307 => 0.022308054461012
308 => 0.022142714438235
309 => 0.023331623514565
310 => 0.025840592495662
311 => 0.02489661744193
312 => 0.024531081769328
313 => 0.023836198188506
314 => 0.024762089301846
315 => 0.024690995310493
316 => 0.024369481319999
317 => 0.024175028655363
318 => 0.024533313652199
319 => 0.024130633179291
320 => 0.024058300701437
321 => 0.023620044584156
322 => 0.023463607089669
323 => 0.023347786996707
324 => 0.023220280454604
325 => 0.023501528113834
326 => 0.022864183916808
327 => 0.022095609294817
328 => 0.022031710631091
329 => 0.022208140459666
330 => 0.022130083394178
331 => 0.022031336923892
401 => 0.021842803020116
402 => 0.021786869038255
403 => 0.021968627343993
404 => 0.021763432813983
405 => 0.022066208520537
406 => 0.021983870281698
407 => 0.021523935572788
408 => 0.020950686635848
409 => 0.020945583517879
410 => 0.020822077974731
411 => 0.020664775096351
412 => 0.020621017034188
413 => 0.02125931160271
414 => 0.022580562257002
415 => 0.022321169138716
416 => 0.022508607250354
417 => 0.023430617245294
418 => 0.023723696496878
419 => 0.023515675786066
420 => 0.023230924206949
421 => 0.023243451831291
422 => 0.024216534177301
423 => 0.024277224129614
424 => 0.02443056805979
425 => 0.024627658345055
426 => 0.023549241113889
427 => 0.023192658476684
428 => 0.023023689840724
429 => 0.02250333184106
430 => 0.023064493331575
501 => 0.022737528562383
502 => 0.022781647280454
503 => 0.022752914907432
504 => 0.022768604725977
505 => 0.021935597061656
506 => 0.02223910127294
507 => 0.02173446665607
508 => 0.021058817551974
509 => 0.021056552539264
510 => 0.0212219167003
511 => 0.021123551626616
512 => 0.020858853742528
513 => 0.020896452827624
514 => 0.020567045278568
515 => 0.020936448868196
516 => 0.020947042041357
517 => 0.0208048015378
518 => 0.021373918735494
519 => 0.021607086515745
520 => 0.021513460769217
521 => 0.021600517483781
522 => 0.022331948093871
523 => 0.02245120319787
524 => 0.022504168437517
525 => 0.02243320203294
526 => 0.021613886692628
527 => 0.021650226811968
528 => 0.021383587128294
529 => 0.021158304693388
530 => 0.021167314809333
531 => 0.021283139265542
601 => 0.02178895145882
602 => 0.022853403400316
603 => 0.022893798573391
604 => 0.022942758701569
605 => 0.022743613254881
606 => 0.022683549082594
607 => 0.022762789229718
608 => 0.02316254141272
609 => 0.024190812559059
610 => 0.023827352860022
611 => 0.023531854467118
612 => 0.02379108622349
613 => 0.023751179526522
614 => 0.023414326843434
615 => 0.023404872510542
616 => 0.022758344513378
617 => 0.022519337833557
618 => 0.022319605962558
619 => 0.02210150397356
620 => 0.021972205803638
621 => 0.022170866557606
622 => 0.022216302622524
623 => 0.021781927411976
624 => 0.021722723675849
625 => 0.022077443849423
626 => 0.021921344726334
627 => 0.022081896545503
628 => 0.022119145944739
629 => 0.022113147933535
630 => 0.02195016252116
701 => 0.022054044562713
702 => 0.021808332565714
703 => 0.021541157673725
704 => 0.021370716738221
705 => 0.021221984416283
706 => 0.021304509752868
707 => 0.021010321996477
708 => 0.020916205412377
709 => 0.022018851664455
710 => 0.02283338830631
711 => 0.022821544620945
712 => 0.022749449232237
713 => 0.022642330108633
714 => 0.023154704981625
715 => 0.022976203821133
716 => 0.023106078329662
717 => 0.023139136842898
718 => 0.023239195005878
719 => 0.023274957198853
720 => 0.023166859013241
721 => 0.022804068299246
722 => 0.021900028333077
723 => 0.021479195288416
724 => 0.021340313374149
725 => 0.021345361467958
726 => 0.021206112505015
727 => 0.021247127565302
728 => 0.02119184914086
729 => 0.021087165178253
730 => 0.021298045813168
731 => 0.021322347841853
801 => 0.021273125781828
802 => 0.021284719358829
803 => 0.020877181724838
804 => 0.020908165926025
805 => 0.020735641956533
806 => 0.020703295792061
807 => 0.020267170220567
808 => 0.019494510553252
809 => 0.019922639012833
810 => 0.01940552003763
811 => 0.01920967924609
812 => 0.02013675909375
813 => 0.020043705990237
814 => 0.019884439526235
815 => 0.019648851231937
816 => 0.019561469241926
817 => 0.019030563932395
818 => 0.018999195214439
819 => 0.019262326221491
820 => 0.019140900315521
821 => 0.018970372355954
822 => 0.018352737372541
823 => 0.017658311159269
824 => 0.01767927152164
825 => 0.017900155579823
826 => 0.018542405769262
827 => 0.018291467509207
828 => 0.018109408922352
829 => 0.018075314821696
830 => 0.018502073872251
831 => 0.019106027337572
901 => 0.019389388790803
902 => 0.019108586196466
903 => 0.018786015295577
904 => 0.018805648691665
905 => 0.018936260879918
906 => 0.018949986374147
907 => 0.018740025878493
908 => 0.018799128528169
909 => 0.018709346198851
910 => 0.018158352209555
911 => 0.018148386475509
912 => 0.018013163664558
913 => 0.018009069171583
914 => 0.017779021437243
915 => 0.017746836168964
916 => 0.017290062429533
917 => 0.017590712288065
918 => 0.017389052147788
919 => 0.017085102749572
920 => 0.017032701758754
921 => 0.017031126521694
922 => 0.01734321459182
923 => 0.017587065357259
924 => 0.017392560112266
925 => 0.017348275038307
926 => 0.017821123768989
927 => 0.017760949457898
928 => 0.017708838892575
929 => 0.019051949928972
930 => 0.017988772739403
1001 => 0.017525166800719
1002 => 0.016951366415216
1003 => 0.017138198714089
1004 => 0.017177567024599
1005 => 0.01579768053276
1006 => 0.015237860754875
1007 => 0.015045751703468
1008 => 0.01493519022836
1009 => 0.01498557448091
1010 => 0.014481671020503
1011 => 0.01482030247969
1012 => 0.014383964676877
1013 => 0.014310811224269
1014 => 0.015091037267581
1015 => 0.015199601163494
1016 => 0.014736433855372
1017 => 0.015033862247162
1018 => 0.014926010577735
1019 => 0.014391444436141
1020 => 0.014371027941534
1021 => 0.01410280144259
1022 => 0.013683078910628
1023 => 0.013491254450862
1024 => 0.01339135060672
1025 => 0.0134325728799
1026 => 0.013411729637158
1027 => 0.013275713379352
1028 => 0.01341952592984
1029 => 0.01305214429079
1030 => 0.012905849961925
1031 => 0.01283977220758
1101 => 0.012513699857225
1102 => 0.013032625971672
1103 => 0.013134860953477
1104 => 0.013237297369778
1105 => 0.014128936437369
1106 => 0.014084392669298
1107 => 0.014487046638964
1108 => 0.014471400246136
1109 => 0.014356556811425
1110 => 0.013872051251209
1111 => 0.01406516653203
1112 => 0.01347078771444
1113 => 0.013916136738409
1114 => 0.01371289804209
1115 => 0.013847421530744
1116 => 0.01360553616865
1117 => 0.013739405515235
1118 => 0.013159104660331
1119 => 0.012617227887075
1120 => 0.012835294919002
1121 => 0.013072358721697
1122 => 0.013586373448673
1123 => 0.013280230517816
1124 => 0.013390331092298
1125 => 0.013021512598396
1126 => 0.012260534697682
1127 => 0.012264841749958
1128 => 0.012147781878738
1129 => 0.012046625058983
1130 => 0.013315394716142
1201 => 0.013157603152994
1202 => 0.012906182948367
1203 => 0.013242718883302
1204 => 0.013331704326043
1205 => 0.013334237616499
1206 => 0.013579765547378
1207 => 0.013710803848101
1208 => 0.013733899916556
1209 => 0.014120243420776
1210 => 0.014249740667396
1211 => 0.01478312149909
1212 => 0.013699686163798
1213 => 0.013677373526042
1214 => 0.013247454634056
1215 => 0.01297479327601
1216 => 0.013266123990513
1217 => 0.013524203232955
1218 => 0.013255473875512
1219 => 0.013290564256408
1220 => 0.012929817050035
1221 => 0.013058767201579
1222 => 0.013169836443551
1223 => 0.013108510536482
1224 => 0.013016702685393
1225 => 0.013503043678172
1226 => 0.013475602413374
1227 => 0.01392849432678
1228 => 0.014281555959892
1229 => 0.014914305523745
1230 => 0.014253998367884
1231 => 0.014229934150641
]
'min_raw' => 0.012046625058983
'max_raw' => 0.034830335781096
'avg_raw' => 0.023438480420039
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.012046'
'max' => '$0.03483'
'avg' => '$0.023438'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.0021182559498704
'max_diff' => -0.011765705216478
'year' => 2030
]
5 => [
'items' => [
101 => 0.014465165734211
102 => 0.014249704654666
103 => 0.014385868619475
104 => 0.014892367403927
105 => 0.014903068925112
106 => 0.01472380465713
107 => 0.014712896410132
108 => 0.014747326073734
109 => 0.014948981688843
110 => 0.014878517020673
111 => 0.014960060518627
112 => 0.015062031911456
113 => 0.015483828827174
114 => 0.015585522635567
115 => 0.015338459403367
116 => 0.015360766446985
117 => 0.015268358016105
118 => 0.015179092629749
119 => 0.015379748182114
120 => 0.015746450147957
121 => 0.01574416891406
122 => 0.015829236642468
123 => 0.015882233132527
124 => 0.015654733401392
125 => 0.015506639441819
126 => 0.015563428089383
127 => 0.015654234373533
128 => 0.01553398083529
129 => 0.014791720290396
130 => 0.01501687472393
131 => 0.0149793980167
201 => 0.014926026628283
202 => 0.015152421152268
203 => 0.015130584848137
204 => 0.014476502762186
205 => 0.014518374975164
206 => 0.014479049150142
207 => 0.014606118936096
208 => 0.014242842469217
209 => 0.014354583863725
210 => 0.014424667018849
211 => 0.014465946535622
212 => 0.014615076455834
213 => 0.014597577780948
214 => 0.014613988713634
215 => 0.014835109016469
216 => 0.015953459628884
217 => 0.016014328985216
218 => 0.015714586012715
219 => 0.01583432741806
220 => 0.015604450104364
221 => 0.015758768285092
222 => 0.01586434886509
223 => 0.015387250526059
224 => 0.015358999858764
225 => 0.015128173759622
226 => 0.015252206630642
227 => 0.01505486141457
228 => 0.015103283027751
301 => 0.014967891975975
302 => 0.015211568913082
303 => 0.015484037592336
304 => 0.01555287394083
305 => 0.015371795143854
306 => 0.01524068216117
307 => 0.015010490954877
308 => 0.015393304061087
309 => 0.015505250279361
310 => 0.01539271605526
311 => 0.015366639416614
312 => 0.0153172242335
313 => 0.015377123081312
314 => 0.015504640596215
315 => 0.015444505691066
316 => 0.015484225855357
317 => 0.015332853548333
318 => 0.015654808713269
319 => 0.016166150997917
320 => 0.016167795046975
321 => 0.016107659817676
322 => 0.016083053777479
323 => 0.01614475617205
324 => 0.01617822718994
325 => 0.016377761419701
326 => 0.016591869598027
327 => 0.017591019043562
328 => 0.017310461877417
329 => 0.018196966705162
330 => 0.018898076925664
331 => 0.019108309224958
401 => 0.018914905401801
402 => 0.018253281370252
403 => 0.01822081893882
404 => 0.019209564572416
405 => 0.018930198643506
406 => 0.018896968955197
407 => 0.018543461214036
408 => 0.018752428071848
409 => 0.018706723954686
410 => 0.018634577769823
411 => 0.01903327197777
412 => 0.01977959194337
413 => 0.019663270977787
414 => 0.019576442772954
415 => 0.019195986854684
416 => 0.019425106295388
417 => 0.019343521251047
418 => 0.019694062376684
419 => 0.019486409579294
420 => 0.018928082171831
421 => 0.01901699765174
422 => 0.019003558255825
423 => 0.019280140071435
424 => 0.019197117075571
425 => 0.018987346683411
426 => 0.019777041102863
427 => 0.019725762739775
428 => 0.019798463734768
429 => 0.019830468961117
430 => 0.020311142038261
501 => 0.020508058418144
502 => 0.020552761883884
503 => 0.020739817214713
504 => 0.020548107776849
505 => 0.021315082214818
506 => 0.021825075461868
507 => 0.022417458862329
508 => 0.023283090228049
509 => 0.023608575629098
510 => 0.023549779604706
511 => 0.024206091426881
512 => 0.025385469182338
513 => 0.023788165568784
514 => 0.025470130152412
515 => 0.02493763958445
516 => 0.023675114026909
517 => 0.023593822265202
518 => 0.024448819230992
519 => 0.026345120210706
520 => 0.025870118322955
521 => 0.02634589714363
522 => 0.025790875876833
523 => 0.02576331439285
524 => 0.026318940999532
525 => 0.027617192851674
526 => 0.027000442060964
527 => 0.026116178568984
528 => 0.026769104970798
529 => 0.026203479696061
530 => 0.024928967643531
531 => 0.025869755097964
601 => 0.025240677319269
602 => 0.025424275658706
603 => 0.026746503581266
604 => 0.026587409619442
605 => 0.026793291937746
606 => 0.026429915034818
607 => 0.026090463708205
608 => 0.025456852599096
609 => 0.025269271586339
610 => 0.025321112229807
611 => 0.025269245896691
612 => 0.024914746304331
613 => 0.024838192151113
614 => 0.024710598541835
615 => 0.024750145136635
616 => 0.024510231822366
617 => 0.024962997815012
618 => 0.025047035173007
619 => 0.025376520504904
620 => 0.025410728765088
621 => 0.026328340724491
622 => 0.025822935477094
623 => 0.026162004951638
624 => 0.026131675386389
625 => 0.023702476784054
626 => 0.024037198918455
627 => 0.02455792151799
628 => 0.024323336692722
629 => 0.023991688634189
630 => 0.023723865045079
701 => 0.023318084921209
702 => 0.023889212653238
703 => 0.024640184888194
704 => 0.025429774660259
705 => 0.026378415035424
706 => 0.026166689547078
707 => 0.025412040488306
708 => 0.025445893493811
709 => 0.025655159453176
710 => 0.025384141021981
711 => 0.025304212395713
712 => 0.025644178487315
713 => 0.025646519646946
714 => 0.025334680188183
715 => 0.024988127695788
716 => 0.024986675628191
717 => 0.024925009959469
718 => 0.025801846062308
719 => 0.02628401726074
720 => 0.026339297411582
721 => 0.026280296466139
722 => 0.026303003588376
723 => 0.026022438791926
724 => 0.026663726717706
725 => 0.027252235935204
726 => 0.027094502893248
727 => 0.026858038640285
728 => 0.026669683473138
729 => 0.027050132401882
730 => 0.027033191609967
731 => 0.027247095820593
801 => 0.027237391890028
802 => 0.027165463949339
803 => 0.027094505462022
804 => 0.027375847843451
805 => 0.02729482575582
806 => 0.027213677818508
807 => 0.0270509232071
808 => 0.027073044261858
809 => 0.026836620837782
810 => 0.026727240543804
811 => 0.025082423362402
812 => 0.02464287446558
813 => 0.024781165496363
814 => 0.024826694494422
815 => 0.024635402251227
816 => 0.024909666189023
817 => 0.024866922444835
818 => 0.025033213349216
819 => 0.02492932201167
820 => 0.024933585748402
821 => 0.025239108020156
822 => 0.025327802435431
823 => 0.02528269173997
824 => 0.025314285724766
825 => 0.026042355769411
826 => 0.025938847491432
827 => 0.025883860781752
828 => 0.025899092476119
829 => 0.026085129982523
830 => 0.026137210327045
831 => 0.025916542247685
901 => 0.026020610589578
902 => 0.026463720381121
903 => 0.026618783730319
904 => 0.027113671506328
905 => 0.026903434383151
906 => 0.027289333721593
907 => 0.028475456725184
908 => 0.029423013853922
909 => 0.02855160115888
910 => 0.030291669155135
911 => 0.031646561688148
912 => 0.031594558656039
913 => 0.03135830180368
914 => 0.029815792676526
915 => 0.028396352780203
916 => 0.029583774526079
917 => 0.029586801508304
918 => 0.029484800927262
919 => 0.028851284078646
920 => 0.029462755914157
921 => 0.02951129232792
922 => 0.029484124843087
923 => 0.028998408960612
924 => 0.028256810583373
925 => 0.02840171713115
926 => 0.028639077012422
927 => 0.028189705238716
928 => 0.028046103728621
929 => 0.028313086257192
930 => 0.02917335959227
1001 => 0.029010729901498
1002 => 0.029006482983033
1003 => 0.029702281765879
1004 => 0.029204240000137
1005 => 0.028403544866772
1006 => 0.028201358785727
1007 => 0.027483734406878
1008 => 0.027979400121439
1009 => 0.027997238248089
1010 => 0.027725767201805
1011 => 0.028425573246016
1012 => 0.02841912441012
1013 => 0.029083486096715
1014 => 0.030353496118629
1015 => 0.029977891661751
1016 => 0.029541104544051
1017 => 0.029588595414538
1018 => 0.030109453046325
1019 => 0.029794530632124
1020 => 0.029907778927988
1021 => 0.030109281631466
1022 => 0.030230853215505
1023 => 0.029571103134476
1024 => 0.029417283831093
1025 => 0.029102623519612
1026 => 0.02902053451776
1027 => 0.029276818775858
1028 => 0.029209296928506
1029 => 0.027995739022617
1030 => 0.027868915469279
1031 => 0.027872804966598
1101 => 0.027553901111598
1102 => 0.02706749618703
1103 => 0.028345739287067
1104 => 0.028243078477134
1105 => 0.028129748888282
1106 => 0.028143631116267
1107 => 0.028698473122315
1108 => 0.028376636738614
1109 => 0.029232291512629
1110 => 0.029056394614428
1111 => 0.028875986624509
1112 => 0.02885104874494
1113 => 0.028781607060508
1114 => 0.028543465686475
1115 => 0.028255895667253
1116 => 0.028066017031675
1117 => 0.025889417147673
1118 => 0.026293381425444
1119 => 0.026758105504518
1120 => 0.02691852639435
1121 => 0.026644115361505
1122 => 0.028554301106607
1123 => 0.028903310449245
1124 => 0.027846138385079
1125 => 0.027648384655924
1126 => 0.028567265808168
1127 => 0.028013068144712
1128 => 0.028262623318632
1129 => 0.027723221531999
1130 => 0.02881924431879
1201 => 0.028810894461495
1202 => 0.028384516842636
1203 => 0.028744888286388
1204 => 0.02868226487973
1205 => 0.02820088559816
1206 => 0.028834504900636
1207 => 0.028834819167905
1208 => 0.028424439980002
1209 => 0.027945206932088
1210 => 0.0278595313821
1211 => 0.027794986364075
1212 => 0.02824674920088
1213 => 0.028651798347733
1214 => 0.029405494389829
1215 => 0.029594991482188
1216 => 0.030334611249201
1217 => 0.029894203689377
1218 => 0.030089430656414
1219 => 0.030301377145674
1220 => 0.030402992086699
1221 => 0.030237415993257
1222 => 0.03138634993107
1223 => 0.031483355157847
1224 => 0.031515880171294
1225 => 0.031128466111867
1226 => 0.031472580472028
1227 => 0.031311580758779
1228 => 0.031730457285645
1229 => 0.031796142473541
1230 => 0.031740509456211
1231 => 0.03176135897162
]
'min_raw' => 0.014242842469217
'max_raw' => 0.031796142473541
'avg_raw' => 0.023019492471379
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.014242'
'max' => '$0.031796'
'avg' => '$0.023019'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.0021962174102345
'max_diff' => -0.0030341933075546
'year' => 2031
]
6 => [
'items' => [
101 => 0.030780946541532
102 => 0.030730106984944
103 => 0.030036906023462
104 => 0.030319390539149
105 => 0.029791299276907
106 => 0.029958762456106
107 => 0.03003257862985
108 => 0.029994021249717
109 => 0.030335361789829
110 => 0.030045152599469
111 => 0.0292792428313
112 => 0.028513124391526
113 => 0.028503506398581
114 => 0.028301800936503
115 => 0.028156004831618
116 => 0.028184090333813
117 => 0.0282830673068
118 => 0.028150252110018
119 => 0.028178594966153
120 => 0.028649275225455
121 => 0.02874366679472
122 => 0.02842288736119
123 => 0.027134911647318
124 => 0.026818839176492
125 => 0.027046025800532
126 => 0.026937445226934
127 => 0.021740620679535
128 => 0.022961537521359
129 => 0.022236110192366
130 => 0.022570420480872
131 => 0.021829947026467
201 => 0.022183339770448
202 => 0.022118081034471
203 => 0.024081279186567
204 => 0.024050626547713
205 => 0.024065298343831
206 => 0.023364975287959
207 => 0.024480608931806
208 => 0.025030210181653
209 => 0.02492849361747
210 => 0.024954093485277
211 => 0.024514202939924
212 => 0.024069557445863
213 => 0.023576377162498
214 => 0.024492645170064
215 => 0.024390771808839
216 => 0.024624432646611
217 => 0.025218697945707
218 => 0.025306205768394
219 => 0.025423817169501
220 => 0.025381661854354
221 => 0.026385972486478
222 => 0.026264343842273
223 => 0.026557433879858
224 => 0.025954525435751
225 => 0.025272277302648
226 => 0.025401950368379
227 => 0.025389461809384
228 => 0.025230468119679
229 => 0.025086935725701
301 => 0.02484799472973
302 => 0.025604039397597
303 => 0.025573345364781
304 => 0.026070246078157
305 => 0.025982414050432
306 => 0.02539585027314
307 => 0.025416799513197
308 => 0.025557693220442
309 => 0.026045327949915
310 => 0.026190091138327
311 => 0.026123031061639
312 => 0.026281757289042
313 => 0.026407208027391
314 => 0.026297511970305
315 => 0.027850576810136
316 => 0.027205636009335
317 => 0.027519975668176
318 => 0.027594943824613
319 => 0.027402914468311
320 => 0.027444558759637
321 => 0.027507638513606
322 => 0.027890646427425
323 => 0.028895770017517
324 => 0.029340932413461
325 => 0.030680225445586
326 => 0.029303967873438
327 => 0.029222306444627
328 => 0.029463553562487
329 => 0.030249860350909
330 => 0.030887088148884
331 => 0.031098493372026
401 => 0.031126434062184
402 => 0.031523044314752
403 => 0.03175037391518
404 => 0.031474885398205
405 => 0.031241437724918
406 => 0.030405257135797
407 => 0.030502047315832
408 => 0.03116883567407
409 => 0.032110713503718
410 => 0.032918942667242
411 => 0.032635928983806
412 => 0.034795123611899
413 => 0.035009198939756
414 => 0.03497962065133
415 => 0.035467316106867
416 => 0.034499339945078
417 => 0.034085511382259
418 => 0.031291911761627
419 => 0.032076799305577
420 => 0.033217679445537
421 => 0.033066679680932
422 => 0.032238142027479
423 => 0.032918314147135
424 => 0.032693427973428
425 => 0.03251605091769
426 => 0.033328649596262
427 => 0.032435163969458
428 => 0.033208766242929
429 => 0.032216613325312
430 => 0.032637221766473
501 => 0.032398464072728
502 => 0.032552969561623
503 => 0.031649733630609
504 => 0.032137097814172
505 => 0.031629457678268
506 => 0.031629216990747
507 => 0.031618010806611
508 => 0.032215247175281
509 => 0.032234723031821
510 => 0.031793364453001
511 => 0.031729757786476
512 => 0.031964944970222
513 => 0.031689602373676
514 => 0.031818433441614
515 => 0.031693504535482
516 => 0.031665380407306
517 => 0.031441282569076
518 => 0.031344735058668
519 => 0.031382593825222
520 => 0.031253362337441
521 => 0.031175495691547
522 => 0.031602521170868
523 => 0.031374378683425
524 => 0.031567555062643
525 => 0.031347406197722
526 => 0.030584274317608
527 => 0.030145389103382
528 => 0.028703903724211
529 => 0.029112707189587
530 => 0.029383744310069
531 => 0.029294166543366
601 => 0.029486614248237
602 => 0.029498428974321
603 => 0.029435862263695
604 => 0.029363418028082
605 => 0.029328156180604
606 => 0.02959096910222
607 => 0.029743540849094
608 => 0.029410946511118
609 => 0.029333024311219
610 => 0.02966929554995
611 => 0.029874420811318
612 => 0.031388950491333
613 => 0.031276749240771
614 => 0.031558352361298
615 => 0.031526648171479
616 => 0.031821813104686
617 => 0.032304283024472
618 => 0.031323286776836
619 => 0.031493553805127
620 => 0.03145180826183
621 => 0.03190757515728
622 => 0.031908998011779
623 => 0.031635742990712
624 => 0.031783878970689
625 => 0.031701193530564
626 => 0.031850617296477
627 => 0.031275250724664
628 => 0.031975985102149
629 => 0.032373256339857
630 => 0.032378772451378
701 => 0.032567075865113
702 => 0.032758403039265
703 => 0.033125638888965
704 => 0.032748161030734
705 => 0.032069115110506
706 => 0.032118140032642
707 => 0.031720015658065
708 => 0.031726708200728
709 => 0.031690982883486
710 => 0.031798197249808
711 => 0.031298778248884
712 => 0.031415990890177
713 => 0.031251892505971
714 => 0.031493197087288
715 => 0.031233593246868
716 => 0.031451788130865
717 => 0.031545953809524
718 => 0.031893427191015
719 => 0.031182271145899
720 => 0.029732175828876
721 => 0.030037003445221
722 => 0.029586139456954
723 => 0.029627868635629
724 => 0.0297121682177
725 => 0.029438925691099
726 => 0.029491051754313
727 => 0.02948918944453
728 => 0.029473141064917
729 => 0.029402060130621
730 => 0.029298978712958
731 => 0.029709623354142
801 => 0.029779399880615
802 => 0.029934504455482
803 => 0.030395990461848
804 => 0.030349877127222
805 => 0.03042508988922
806 => 0.03026090085208
807 => 0.029635484894156
808 => 0.029669447989638
809 => 0.029245927644753
810 => 0.029923674088059
811 => 0.029763174784469
812 => 0.029659699839334
813 => 0.029631465741865
814 => 0.030094095682779
815 => 0.030232521811937
816 => 0.030146263937678
817 => 0.029969346521029
818 => 0.030309080261934
819 => 0.030399978678785
820 => 0.030420327482113
821 => 0.031022270533514
822 => 0.030453969411933
823 => 0.030590765140325
824 => 0.031658006363176
825 => 0.030690165843272
826 => 0.031202852552084
827 => 0.031177759205581
828 => 0.031440032377437
829 => 0.031156245150308
830 => 0.031159763033104
831 => 0.031392643841789
901 => 0.031065604746267
902 => 0.030984625267054
903 => 0.030872752696508
904 => 0.031117022361519
905 => 0.031263450978327
906 => 0.032443558089827
907 => 0.033205961103278
908 => 0.033172863177769
909 => 0.0334753162602
910 => 0.033339058376412
911 => 0.032899045726648
912 => 0.033650093665969
913 => 0.033412430672788
914 => 0.033432023321185
915 => 0.033431294081833
916 => 0.033589319195439
917 => 0.03347734391966
918 => 0.033256629157074
919 => 0.033403149916805
920 => 0.033838264191078
921 => 0.035188872249358
922 => 0.035944690411948
923 => 0.035143371046937
924 => 0.035696110414828
925 => 0.035364663755268
926 => 0.035304430037542
927 => 0.035651591207696
928 => 0.035999360037521
929 => 0.035977208666507
930 => 0.035724746354181
1001 => 0.035582136799942
1002 => 0.036662024122347
1003 => 0.037457666706094
1004 => 0.037403409215938
1005 => 0.037642884132006
1006 => 0.03834598989226
1007 => 0.03841027307137
1008 => 0.038402174868334
1009 => 0.038242842301655
1010 => 0.038935141232446
1011 => 0.039512669180353
1012 => 0.038205961416029
1013 => 0.038703538626623
1014 => 0.038926917067395
1015 => 0.039254902891845
1016 => 0.0398082699545
1017 => 0.040409373357907
1018 => 0.040494375969912
1019 => 0.040434062548945
1020 => 0.040037618695871
1021 => 0.040695353212534
1022 => 0.041080638666623
1023 => 0.041310067337432
1024 => 0.041891860273313
1025 => 0.038928296576598
1026 => 0.036830538893391
1027 => 0.03650294373917
1028 => 0.037169121367322
1029 => 0.037344787095198
1030 => 0.037273976460557
1031 => 0.034912759468323
1101 => 0.036490512420371
1102 => 0.038188041935539
1103 => 0.038253250957623
1104 => 0.039103069726584
1105 => 0.039379805553006
1106 => 0.040064021050312
1107 => 0.040021223184664
1108 => 0.040187818770011
1109 => 0.040149521329973
1110 => 0.041416886460162
1111 => 0.042814978404302
1112 => 0.042766566925937
1113 => 0.042565574667494
1114 => 0.042864082445555
1115 => 0.044307063160546
1116 => 0.044174216619604
1117 => 0.044303265718288
1118 => 0.046004621304092
1119 => 0.048216625580647
1120 => 0.047188927512589
1121 => 0.049418736608123
1122 => 0.05082228323666
1123 => 0.053249572001285
1124 => 0.052945663493304
1125 => 0.053890589197105
1126 => 0.0524016038364
1127 => 0.048982592474631
1128 => 0.048441520839181
1129 => 0.049524759955468
1130 => 0.05218779762193
1201 => 0.049440891422404
1202 => 0.04999658696899
1203 => 0.04983654661419
1204 => 0.04982801874381
1205 => 0.050153492870844
1206 => 0.049681375673993
1207 => 0.04775788528176
1208 => 0.04863940959332
1209 => 0.048299010722352
1210 => 0.048676708648108
1211 => 0.050714988578938
1212 => 0.049813816434993
1213 => 0.048864504786628
1214 => 0.050055152262797
1215 => 0.051571255650823
1216 => 0.0514763806255
1217 => 0.051292283421689
1218 => 0.052330029720554
1219 => 0.054044082575141
1220 => 0.054507384174113
1221 => 0.054849383942691
1222 => 0.054896539932644
1223 => 0.055382275936448
1224 => 0.052770351022758
1225 => 0.056915542939774
1226 => 0.057631303075226
1227 => 0.057496769834979
1228 => 0.058292307101744
1229 => 0.05805823985703
1230 => 0.057719113143463
1231 => 0.058980208926915
]
'min_raw' => 0.021740620679535
'max_raw' => 0.058980208926915
'avg_raw' => 0.040360414803225
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.02174'
'max' => '$0.05898'
'avg' => '$0.04036'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.0074977782103181
'max_diff' => 0.027184066453374
'year' => 2032
]
7 => [
'items' => [
101 => 0.05753446437637
102 => 0.055482412001048
103 => 0.054356615482953
104 => 0.055839155153396
105 => 0.05674449039663
106 => 0.057342859402273
107 => 0.057523925501836
108 => 0.052973107318611
109 => 0.050520468717801
110 => 0.052092581941362
111 => 0.054010668575565
112 => 0.052759695954659
113 => 0.052808731712994
114 => 0.051025173505404
115 => 0.054168473901195
116 => 0.053710521472846
117 => 0.056086379481226
118 => 0.055519361900075
119 => 0.057456781875632
120 => 0.056946594266054
121 => 0.059064354509208
122 => 0.059909186406272
123 => 0.061327790649027
124 => 0.062371321704756
125 => 0.062984103100249
126 => 0.062947314003749
127 => 0.065375459179168
128 => 0.063943666802154
129 => 0.062144998129071
130 => 0.062112465887502
131 => 0.063044021880624
201 => 0.064996307682302
202 => 0.065502506986074
203 => 0.065785403339903
204 => 0.06535213772632
205 => 0.063798029718556
206 => 0.063126973760309
207 => 0.063698732879098
208 => 0.062999520608641
209 => 0.064206557151763
210 => 0.065864076134563
211 => 0.065521805019156
212 => 0.066665966041811
213 => 0.067850052331009
214 => 0.069543348905205
215 => 0.069986039332291
216 => 0.070717789774254
217 => 0.071471001346532
218 => 0.071712912603927
219 => 0.072174796254948
220 => 0.072172361900115
221 => 0.073564279370824
222 => 0.07509960744511
223 => 0.075679158250227
224 => 0.077011803369975
225 => 0.074729695303861
226 => 0.076460700486977
227 => 0.078022110492017
228 => 0.076160533114629
301 => 0.078726283837458
302 => 0.078825906123909
303 => 0.080330084372297
304 => 0.078805311551871
305 => 0.07789990631835
306 => 0.080513777302435
307 => 0.081778547135469
308 => 0.081397588168721
309 => 0.078498471621503
310 => 0.076811061442064
311 => 0.072394783525357
312 => 0.077626055486705
313 => 0.080174055460782
314 => 0.078491872917122
315 => 0.079340267945429
316 => 0.083968836126862
317 => 0.085731095212756
318 => 0.085364557642011
319 => 0.085426496457745
320 => 0.086377379473228
321 => 0.090594118424722
322 => 0.088067350701743
323 => 0.08999896994978
324 => 0.091023493833967
325 => 0.091975128714937
326 => 0.089638214214568
327 => 0.08659792278568
328 => 0.0856349348674
329 => 0.078324613015349
330 => 0.077944079015831
331 => 0.077730473750542
401 => 0.076383722767955
402 => 0.075325545401782
403 => 0.074484043472595
404 => 0.072275691116659
405 => 0.073020945209924
406 => 0.069501292473521
407 => 0.071753041565438
408 => 0.066135590813151
409 => 0.070813970723106
410 => 0.06826774123795
411 => 0.06997746585661
412 => 0.069971500788481
413 => 0.066823355696844
414 => 0.0650075713081
415 => 0.066164659791994
416 => 0.067405150496525
417 => 0.067606415939824
418 => 0.06921474451837
419 => 0.069663594453735
420 => 0.068303558194779
421 => 0.066019181632287
422 => 0.066549790206672
423 => 0.064996818542276
424 => 0.062275295434615
425 => 0.064229940843772
426 => 0.06489734272615
427 => 0.065192105418455
428 => 0.062515800011111
429 => 0.061674846746706
430 => 0.061227130285018
501 => 0.065673704211803
502 => 0.065917297569085
503 => 0.064671039512599
504 => 0.070304244102955
505 => 0.069029276411175
506 => 0.070453727697562
507 => 0.066501643040122
508 => 0.066652617996224
509 => 0.064781637784426
510 => 0.06582926168409
511 => 0.065088834878302
512 => 0.065744624025818
513 => 0.06613770133692
514 => 0.068008374539276
515 => 0.070835330806173
516 => 0.067728958344297
517 => 0.066375467378585
518 => 0.067215165561391
519 => 0.069451392476335
520 => 0.072839390722825
521 => 0.070833627571084
522 => 0.071723751197759
523 => 0.071918203611344
524 => 0.070439228120638
525 => 0.072893922658756
526 => 0.074209413403636
527 => 0.075558834705429
528 => 0.076730499411849
529 => 0.075019846163082
530 => 0.076850490351774
531 => 0.075375314287889
601 => 0.074051928857687
602 => 0.074053935887114
603 => 0.073223756875172
604 => 0.071615180430247
605 => 0.071318534253812
606 => 0.072861725125907
607 => 0.074099218064608
608 => 0.074201143910231
609 => 0.074886283585779
610 => 0.075291742188268
611 => 0.079265787686904
612 => 0.080864181661484
613 => 0.082818667557551
614 => 0.083580049962859
615 => 0.085871538032135
616 => 0.084020975310633
617 => 0.08362059442525
618 => 0.078062193909222
619 => 0.078972381682334
620 => 0.080429680127144
621 => 0.07808622422382
622 => 0.079572607605285
623 => 0.079866051170691
624 => 0.07800659448896
625 => 0.078999810645053
626 => 0.076362123002537
627 => 0.070892825188811
628 => 0.072900011550704
629 => 0.074377976324682
630 => 0.072268738360474
701 => 0.076049465772535
702 => 0.073840842868464
703 => 0.07314081544047
704 => 0.070409758866066
705 => 0.071698712441177
706 => 0.073442040607551
707 => 0.072364866484384
708 => 0.074600164528464
709 => 0.077765942691095
710 => 0.080022064735134
711 => 0.080195261771296
712 => 0.078744726445417
713 => 0.081069218562332
714 => 0.081086149949698
715 => 0.078464113345988
716 => 0.076858130525777
717 => 0.076493247850008
718 => 0.077404796313541
719 => 0.078511584429399
720 => 0.080256680808873
721 => 0.08131120600249
722 => 0.084060848430496
723 => 0.084804822833088
724 => 0.085622225142592
725 => 0.086714526705626
726 => 0.08802611479242
727 => 0.085156434727266
728 => 0.085270452466007
729 => 0.082598246122761
730 => 0.079742610411848
731 => 0.081909681956414
801 => 0.084742839727488
802 => 0.084092910204442
803 => 0.084019779856244
804 => 0.084142764817246
805 => 0.083652739181584
806 => 0.08143637139268
807 => 0.080323325364289
808 => 0.08175943870924
809 => 0.082522669038029
810 => 0.083706372717303
811 => 0.083560456253879
812 => 0.086609549811193
813 => 0.087794335367762
814 => 0.087491216522559
815 => 0.087546997685039
816 => 0.089691995342473
817 => 0.092077673889953
818 => 0.09431217666768
819 => 0.096585208867311
820 => 0.093844979832699
821 => 0.092453660522754
822 => 0.093889146905544
823 => 0.093127457624902
824 => 0.097504350163187
825 => 0.097807396706129
826 => 0.10218397274527
827 => 0.10633786455939
828 => 0.10372887953564
829 => 0.10618903490177
830 => 0.10884989350964
831 => 0.11398312147299
901 => 0.11225443088407
902 => 0.110930280985
903 => 0.10967896572861
904 => 0.11228275413644
905 => 0.11563248632657
906 => 0.11635398655699
907 => 0.11752309256457
908 => 0.11629392054908
909 => 0.11777432285288
910 => 0.12300079350702
911 => 0.12158855500094
912 => 0.11958294929364
913 => 0.12370874591951
914 => 0.12520185567978
915 => 0.13568128192504
916 => 0.14891199044318
917 => 0.14343439023915
918 => 0.14003426703146
919 => 0.14083337663727
920 => 0.14566478350034
921 => 0.14721647804358
922 => 0.14299843737389
923 => 0.14448832064708
924 => 0.15269772396444
925 => 0.15710180545501
926 => 0.15112047124376
927 => 0.13461820737806
928 => 0.1194023664435
929 => 0.12343829263759
930 => 0.12298074385655
1001 => 0.13180072357714
1002 => 0.12155487357963
1003 => 0.12172738741664
1004 => 0.13072975497733
1005 => 0.12832807765179
1006 => 0.12443766796801
1007 => 0.11943077073958
1008 => 0.11017505813089
1009 => 0.10197701535873
1010 => 0.11805526513143
1011 => 0.11736194176483
1012 => 0.11635790678523
1013 => 0.1185922779844
1014 => 0.12944175029024
1015 => 0.12919163483727
1016 => 0.12760052793554
1017 => 0.12880736849713
1018 => 0.12422610298257
1019 => 0.12540679941915
1020 => 0.11939995617656
1021 => 0.12211530019014
1022 => 0.1244293208961
1023 => 0.12489389481248
1024 => 0.12594060356782
1025 => 0.11699659185549
1026 => 0.12101219053194
1027 => 0.12337097854364
1028 => 0.11271388849333
1029 => 0.1231603221385
1030 => 0.11684089651021
1031 => 0.11469598853737
1101 => 0.11758382455265
1102 => 0.11645843204899
1103 => 0.1154908856596
1104 => 0.11495097814976
1105 => 0.11707148620055
1106 => 0.11697256196543
1107 => 0.11350299922146
1108 => 0.10897709605942
1109 => 0.1104961377183
1110 => 0.10994425564254
1111 => 0.10794416380576
1112 => 0.10929198421174
1113 => 0.1033568652601
1114 => 0.093145801584451
1115 => 0.099891543021926
1116 => 0.099631839314538
1117 => 0.099500884928647
1118 => 0.10457012318031
1119 => 0.10408283288964
1120 => 0.10319839624051
1121 => 0.10792792043312
1122 => 0.10620158048174
1123 => 0.11152175343504
1124 => 0.1150259634293
1125 => 0.11413718242544
1126 => 0.11743290886235
1127 => 0.11053113337009
1128 => 0.11282362633745
1129 => 0.11329610596076
1130 => 0.10786955883872
1201 => 0.10416255960761
1202 => 0.10391534502178
1203 => 0.097487919210998
1204 => 0.10092139819875
1205 => 0.10394271762096
1206 => 0.10249574008158
1207 => 0.10203767021984
1208 => 0.10437784980025
1209 => 0.10455970179593
1210 => 0.1004134570226
1211 => 0.10127559260547
1212 => 0.10487084130416
1213 => 0.10118500156272
1214 => 0.094024017023607
1215 => 0.09224799384955
1216 => 0.092011039619529
1217 => 0.087194323913312
1218 => 0.092366676210426
1219 => 0.090108805822312
1220 => 0.097241391324923
1221 => 0.093167296738655
1222 => 0.09299167066383
1223 => 0.092726186092989
1224 => 0.088580239908628
1225 => 0.089487938634378
1226 => 0.092505267445189
1227 => 0.093581884357529
1228 => 0.09346958439311
1229 => 0.092490480887919
1230 => 0.092938709458774
1231 => 0.091494809058862
]
'min_raw' => 0.050520468717801
'max_raw' => 0.15710180545501
'avg_raw' => 0.10381113708641
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.05052'
'max' => '$0.1571018'
'avg' => '$0.103811'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.028779848038265
'max_diff' => 0.098121596528099
'year' => 2033
]
8 => [
'items' => [
101 => 0.090984937775466
102 => 0.08937564375392
103 => 0.087010426121069
104 => 0.08733932413964
105 => 0.082653209116102
106 => 0.08009996494033
107 => 0.079393260603694
108 => 0.078448226029537
109 => 0.079500004773486
110 => 0.082639933941019
111 => 0.078852513191841
112 => 0.072359245974049
113 => 0.072749502397827
114 => 0.073626292713885
115 => 0.07199239976046
116 => 0.070446057202284
117 => 0.071790476597881
118 => 0.069039193678473
119 => 0.073958772110286
120 => 0.073825711300664
121 => 0.075659425915355
122 => 0.076806085295532
123 => 0.074163406659605
124 => 0.073498780129233
125 => 0.073877381606525
126 => 0.067619942532101
127 => 0.075148059644529
128 => 0.075213163113929
129 => 0.074655707683462
130 => 0.078664197641291
131 => 0.087123361731679
201 => 0.083940683931788
202 => 0.082708254890724
203 => 0.080365406382762
204 => 0.083487112915042
205 => 0.083247414559571
206 => 0.082163407693229
207 => 0.081507796958158
208 => 0.082715779839649
209 => 0.081358114510986
210 => 0.08111424051181
211 => 0.079636629414332
212 => 0.079109189479554
213 => 0.078718693949832
214 => 0.078288796740908
215 => 0.079237042860086
216 => 0.077088192401862
217 => 0.074496889403653
218 => 0.074281450597638
219 => 0.074876296082617
220 => 0.074613121236552
221 => 0.074280190617726
222 => 0.073644535398129
223 => 0.073455950073099
224 => 0.074068760890853
225 => 0.073376933206699
226 => 0.074397762640472
227 => 0.074120153519555
228 => 0.072569451536849
301 => 0.070636702722991
302 => 0.07061949720447
303 => 0.070203089642868
304 => 0.069672732005871
305 => 0.069525198644198
306 => 0.071677253346274
307 => 0.076131942173996
308 => 0.075257380165445
309 => 0.075889340845343
310 => 0.078997961915966
311 => 0.07998609907482
312 => 0.079284742724776
313 => 0.078324682895061
314 => 0.078366920655183
315 => 0.081647735723193
316 => 0.081852356134655
317 => 0.082369365901374
318 => 0.083033869558549
319 => 0.079397910570988
320 => 0.078195667313845
321 => 0.077625977760694
322 => 0.075871554434592
323 => 0.077763549578905
324 => 0.076661165031624
325 => 0.07680991436987
326 => 0.076713041168198
327 => 0.076765940486848
328 => 0.073957396987853
329 => 0.074980682626186
330 => 0.073279271782943
331 => 0.071001273656171
401 => 0.070993637007681
402 => 0.071551173821971
403 => 0.071219529108414
404 => 0.070327081711596
405 => 0.070453849652081
406 => 0.069343229101937
407 => 0.070588699095303
408 => 0.070624414718207
409 => 0.070144840929552
410 => 0.072063659296071
411 => 0.07284980074644
412 => 0.072534135005282
413 => 0.07282765279654
414 => 0.075293722165311
415 => 0.07569579907457
416 => 0.075874375077954
417 => 0.075635106890207
418 => 0.072872728017574
419 => 0.072995251267117
420 => 0.072096256957422
421 => 0.071336701499416
422 => 0.071367079734393
423 => 0.071757589975106
424 => 0.073462971099422
425 => 0.077051845137837
426 => 0.077188040284162
427 => 0.077353112774601
428 => 0.0766816799972
429 => 0.07647916944679
430 => 0.076746333135189
501 => 0.078094125529985
502 => 0.081561013491467
503 => 0.080335583740218
504 => 0.079339290277502
505 => 0.080213308243093
506 => 0.080078760028069
507 => 0.078943037688733
508 => 0.078911161745309
509 => 0.076731347463728
510 => 0.075925519755797
511 => 0.075252109807891
512 => 0.07451676372459
513 => 0.074080825917385
514 => 0.074750624519442
515 => 0.074903815384556
516 => 0.073439289035083
517 => 0.073239679505261
518 => 0.074435643336237
519 => 0.07390934424425
520 => 0.074450655911949
521 => 0.07457624486214
522 => 0.0745560221486
523 => 0.0740065054515
524 => 0.074356751007408
525 => 0.07352831585446
526 => 0.072627517052566
527 => 0.072052863538706
528 => 0.071551402131136
529 => 0.071829642065164
530 => 0.070837767504959
531 => 0.070520446870658
601 => 0.074238095693841
602 => 0.076984362850986
603 => 0.07694443103888
604 => 0.076701356402313
605 => 0.076340196798263
606 => 0.078067704455425
607 => 0.077465875330275
608 => 0.077903756303328
609 => 0.078015215388776
610 => 0.078352568471099
611 => 0.078473143201553
612 => 0.078108682621588
613 => 0.076885508400115
614 => 0.07383747453612
615 => 0.07241860654442
616 => 0.071950356474044
617 => 0.071967376474768
618 => 0.071497888874152
619 => 0.071636174013492
620 => 0.071449798946068
621 => 0.071096849657339
622 => 0.07180784844117
623 => 0.071889784427595
624 => 0.071723828815646
625 => 0.071762917369941
626 => 0.070388875783572
627 => 0.070493341181122
628 => 0.069911664572742
629 => 0.069802607220887
630 => 0.068332179407278
701 => 0.065727103393551
702 => 0.067170568386003
703 => 0.065427065657014
704 => 0.064766774755168
705 => 0.067892489188202
706 => 0.067578754152949
707 => 0.067041776149936
708 => 0.066247473767459
709 => 0.065952859287321
710 => 0.064162874969615
711 => 0.06405711314693
712 => 0.064944277708427
713 => 0.064534881788765
714 => 0.0639599348672
715 => 0.061877535398725
716 => 0.05953622893739
717 => 0.05960689826253
718 => 0.060351624286325
719 => 0.062517015640498
720 => 0.061670959776772
721 => 0.061057136540266
722 => 0.060942185899528
723 => 0.06238103383384
724 => 0.064417305108855
725 => 0.065372678032089
726 => 0.064425932480271
727 => 0.063338362166742
728 => 0.063404557532411
729 => 0.06384492564416
730 => 0.063891202106235
731 => 0.063183305636162
801 => 0.063382574345961
802 => 0.063079866954264
803 => 0.06122215225018
804 => 0.06118855208206
805 => 0.060732638933981
806 => 0.060718834065049
807 => 0.059943212067303
808 => 0.059834697188196
809 => 0.058294652634781
810 => 0.059308314623523
811 => 0.058628403381118
812 => 0.057603616763964
813 => 0.057426943164902
814 => 0.057421632143174
815 => 0.058473858860896
816 => 0.05929601874169
817 => 0.058640230728274
818 => 0.058490920509536
819 => 0.060085163018274
820 => 0.059882281127194
821 => 0.059706586717967
822 => 0.064234979350196
823 => 0.060650403226903
824 => 0.059087323436695
825 => 0.057152715375511
826 => 0.057782633515373
827 => 0.057915366522865
828 => 0.053262982875032
829 => 0.051375511408524
830 => 0.05072780232908
831 => 0.050355036596597
901 => 0.050524910621787
902 => 0.048825964923608
903 => 0.049967684530752
904 => 0.048496541164434
905 => 0.048249899191556
906 => 0.050880485770225
907 => 0.051246516524983
908 => 0.049684915608344
909 => 0.05068771619705
910 => 0.050324086763615
911 => 0.048521759695012
912 => 0.048452924058012
913 => 0.047548579689847
914 => 0.046133455869245
915 => 0.045486706310388
916 => 0.045149873524798
917 => 0.045288857296873
918 => 0.045218582848738
919 => 0.044759994539193
920 => 0.045244868593837
921 => 0.044006215748013
922 => 0.043512974204302
923 => 0.043290188442124
924 => 0.042190812747258
925 => 0.043940408372381
926 => 0.044285100751355
927 => 0.044630472280797
928 => 0.047636695649429
929 => 0.047486513225431
930 => 0.048844089196565
1001 => 0.048791336290749
1002 => 0.048404133632509
1003 => 0.04677058930914
1004 => 0.047421690961307
1005 => 0.0454177012796
1006 => 0.046919226607188
1007 => 0.046233993152874
1008 => 0.046687548487001
1009 => 0.045872015100804
1010 => 0.046323364949274
1011 => 0.044366840101654
1012 => 0.042539864727995
1013 => 0.043275092951091
1014 => 0.044074370113143
1015 => 0.045807406652505
1016 => 0.044775224386902
1017 => 0.045146436160746
1018 => 0.04390293885847
1019 => 0.041337248736432
1020 => 0.04135177026389
1021 => 0.040957094735212
1022 => 0.040616037454864
1023 => 0.044893782936645
1024 => 0.044361777664837
1025 => 0.043514096891339
1026 => 0.044648751292161
1027 => 0.044948771925125
1028 => 0.044957313090766
1029 => 0.045785127651937
1030 => 0.046226932431628
1031 => 0.04630480243894
1101 => 0.047607386537059
1102 => 0.048043995545249
1103 => 0.049842326258764
1104 => 0.046189448382789
1105 => 0.046114219766776
1106 => 0.044664718206466
1107 => 0.043745421401205
1108 => 0.044727663245215
1109 => 0.045597795429626
1110 => 0.04469175563892
1111 => 0.044810065308042
1112 => 0.04359378091519
1113 => 0.044028545354135
1114 => 0.044403023058049
1115 => 0.04419625848073
1116 => 0.043886721900964
1117 => 0.045526454513361
1118 => 0.045433934373206
1119 => 0.04696089107916
1120 => 0.048151263025172
1121 => 0.050284622356865
1122 => 0.048058350679706
1123 => 0.047977216491162
1124 => 0.048770316198514
1125 => 0.048043874125816
1126 => 0.048502960439833
1127 => 0.05021065645423
1128 => 0.050246737380062
1129 => 0.049642335384728
1130 => 0.049605557468383
1201 => 0.049721639483021
1202 => 0.050401535468507
1203 => 0.050163958920085
1204 => 0.050438888516621
1205 => 0.050782692186962
1206 => 0.052204809937225
1207 => 0.052547677712256
1208 => 0.051714686775489
1209 => 0.051789896530475
1210 => 0.051478335054012
1211 => 0.051177370571602
1212 => 0.051853894775726
1213 => 0.05309025605588
1214 => 0.053082564716524
1215 => 0.05336937650209
1216 => 0.053548057868421
1217 => 0.052781026641375
1218 => 0.052281717517087
1219 => 0.052473184407204
1220 => 0.052779344134107
1221 => 0.052373900934087
1222 => 0.049871317684003
1223 => 0.050630441576441
1224 => 0.050504086241478
1225 => 0.050324140879156
1226 => 0.051087445823134
1227 => 0.051013823199193
1228 => 0.048808539779857
1229 => 0.048949714869338
1230 => 0.048817125104635
1231 => 0.049245549759705
]
'min_raw' => 0.040616037454864
'max_raw' => 0.090984937775466
'avg_raw' => 0.065800487615165
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.040616'
'max' => '$0.090984'
'avg' => '$0.06580048'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.0099044312629371
'max_diff' => -0.066116867679549
'year' => 2034
]
9 => [
'items' => [
101 => 0.048020737788472
102 => 0.048397481701589
103 => 0.048633771952141
104 => 0.048772948724983
105 => 0.049275750662897
106 => 0.049216752658801
107 => 0.049272083264125
108 => 0.05001760580326
109 => 0.053788202973763
110 => 0.0539934282584
111 => 0.052982823899227
112 => 0.053386540407427
113 => 0.052611492994778
114 => 0.053131787515256
115 => 0.053487759812119
116 => 0.051879189452131
117 => 0.051783940354948
118 => 0.051005694045927
119 => 0.051423879530271
120 => 0.05075851635608
121 => 0.05092177320561
122 => 0.050465292821846
123 => 0.051286866628284
124 => 0.052205513803544
125 => 0.052437600358491
126 => 0.05182708055197
127 => 0.051385023976833
128 => 0.05060891825338
129 => 0.051899599368126
130 => 0.052277033858872
131 => 0.051897616865425
201 => 0.051809697657618
202 => 0.051643090917691
203 => 0.051845044065094
204 => 0.052274978269577
205 => 0.052072229238381
206 => 0.052206148545464
207 => 0.051695786243853
208 => 0.052781280560627
209 => 0.054505306774097
210 => 0.05451084980028
211 => 0.054308099676191
212 => 0.054225138693726
213 => 0.054433172624948
214 => 0.054546022498636
215 => 0.055218766085308
216 => 0.055940646757092
217 => 0.0593093488711
218 => 0.058363430797566
219 => 0.061352343718099
220 => 0.063716185776472
221 => 0.064424998651493
222 => 0.063772924158697
223 => 0.061542212543214
224 => 0.061432763189186
225 => 0.06476638812487
226 => 0.063824486390844
227 => 0.063712450176688
228 => 0.062520574146241
301 => 0.063225120496954
302 => 0.063071025874981
303 => 0.062827779975631
304 => 0.064172005333667
305 => 0.066688275204083
306 => 0.066296090947349
307 => 0.066003343592601
308 => 0.064720609901571
309 => 0.065493102092513
310 => 0.065218032419432
311 => 0.066399906298517
312 => 0.065699790394259
313 => 0.063817350558823
314 => 0.064117135307219
315 => 0.064071823445582
316 => 0.065004338347236
317 => 0.064724420520202
318 => 0.064017164997333
319 => 0.066679674867219
320 => 0.066506786285927
321 => 0.066751902766367
322 => 0.066859810621536
323 => 0.068480433460649
324 => 0.069144350783687
325 => 0.069295071639526
326 => 0.069925741747203
327 => 0.069279379992719
328 => 0.071865287858775
329 => 0.073584765697795
330 => 0.075582027691337
331 => 0.078500564277317
401 => 0.079597961031618
402 => 0.079399726130371
403 => 0.081612527261064
404 => 0.085588881705112
405 => 0.080203461051838
406 => 0.085874322076558
407 => 0.084078992949371
408 => 0.079822299885401
409 => 0.079548219035196
410 => 0.082430900999339
411 => 0.088824412147951
412 => 0.087222910119827
413 => 0.088827031631546
414 => 0.086955738680195
415 => 0.086862813212665
416 => 0.088736147109704
417 => 0.093113293870249
418 => 0.091033875519207
419 => 0.088052519418689
420 => 0.090253906368273
421 => 0.088346861263799
422 => 0.084049754895104
423 => 0.087221685481408
424 => 0.085100705829729
425 => 0.085719720449569
426 => 0.090177704205486
427 => 0.089641307805612
428 => 0.090335454416018
429 => 0.089110303817631
430 => 0.087965819970221
501 => 0.085829555878544
502 => 0.085197113397545
503 => 0.085371897746396
504 => 0.085197026783102
505 => 0.084001806657089
506 => 0.083743698984674
507 => 0.083313508222694
508 => 0.083446842328118
509 => 0.082637957838848
510 => 0.084164489994164
511 => 0.084447827813946
512 => 0.085558710614369
513 => 0.085674046151921
514 => 0.08876783893867
515 => 0.087063829860804
516 => 0.088207026267302
517 => 0.088104768020523
518 => 0.07991455533152
519 => 0.081043094377206
520 => 0.082798746977232
521 => 0.082007827860651
522 => 0.080889653276376
523 => 0.079986667346846
524 => 0.078618551328556
525 => 0.080544148351958
526 => 0.083076103673318
527 => 0.085738260717233
528 => 0.088936667974057
529 => 0.088222820707899
530 => 0.085678468718332
531 => 0.085792606489934
601 => 0.086498161282418
602 => 0.085584403719739
603 => 0.085314918775838
604 => 0.086461138189349
605 => 0.086469031572498
606 => 0.085417643065346
607 => 0.084249217141711
608 => 0.084244321394428
609 => 0.084036411286973
610 => 0.086992725426436
611 => 0.088618399286068
612 => 0.088804780174171
613 => 0.088605854367294
614 => 0.088682413015278
615 => 0.087736469215637
616 => 0.089898616230696
617 => 0.091882816145891
618 => 0.091351008182371
619 => 0.090553752444096
620 => 0.089918699847522
621 => 0.09120140997288
622 => 0.09114429291017
623 => 0.09186548589061
624 => 0.091832768411205
625 => 0.091590258337323
626 => 0.091351016843169
627 => 0.092299582324857
628 => 0.092026410699627
629 => 0.09175281476341
630 => 0.091204076227885
701 => 0.091278658908445
702 => 0.090481540827615
703 => 0.090112757529781
704 => 0.084567141565216
705 => 0.083085171771255
706 => 0.083551429636712
707 => 0.0837049338324
708 => 0.083059978678873
709 => 0.083984678693646
710 => 0.083840565175843
711 => 0.084401226570026
712 => 0.084050949672029
713 => 0.084065325158104
714 => 0.085095414828205
715 => 0.08539445424175
716 => 0.085242360382477
717 => 0.08534888170804
718 => 0.087803620695785
719 => 0.087454635309862
720 => 0.087269243779127
721 => 0.087320598500129
722 => 0.087947836941695
723 => 0.088123429459384
724 => 0.087379431623267
725 => 0.08773030530378
726 => 0.089224280902905
727 => 0.089747087810903
728 => 0.09141563649968
729 => 0.090706807360599
730 => 0.092007893922788
731 => 0.09600699044186
801 => 0.099201745457726
802 => 0.096263716716301
803 => 0.10213047745334
804 => 0.10669859222397
805 => 0.10652326037048
806 => 0.10572670389782
807 => 0.10052602668108
808 => 0.095740285968496
809 => 0.099743761287853
810 => 0.099753966969764
811 => 0.099410064889325
812 => 0.097274118603483
813 => 0.09933573858851
814 => 0.099499382496217
815 => 0.099407785424328
816 => 0.097770160414964
817 => 0.095269809709357
818 => 0.095758372252239
819 => 0.096558647663885
820 => 0.095043559354699
821 => 0.094559396837476
822 => 0.095459547072681
823 => 0.098360018684261
824 => 0.09781170132738
825 => 0.097797382545267
826 => 0.10014331672075
827 => 0.098464134135386
828 => 0.095764534590499
829 => 0.095082850102071
830 => 0.092663329405848
831 => 0.094334500968766
901 => 0.094394643458186
902 => 0.093479359872135
903 => 0.095838804809091
904 => 0.095817062108625
905 => 0.09805700391923
906 => 0.10233893137738
907 => 0.10107255472715
908 => 0.099599896464325
909 => 0.099760015249879
910 => 0.10151612312057
911 => 0.10045434021391
912 => 0.10083616475015
913 => 0.1015155451834
914 => 0.10192543226685
915 => 0.099701038806375
916 => 0.099182426285701
917 => 0.098121527076661
918 => 0.097844758275644
919 => 0.098708838545019
920 => 0.098481183922445
921 => 0.094389588714834
922 => 0.093961994250218
923 => 0.093975107961983
924 => 0.092899901349697
925 => 0.091259953186806
926 => 0.095569639042667
927 => 0.095223510954426
928 => 0.094841412333195
929 => 0.094888217234071
930 => 0.096758905795294
1001 => 0.095673811957748
1002 => 0.098558711768247
1003 => 0.097965663095235
1004 => 0.097357404961537
1005 => 0.097273325159464
1006 => 0.097039197672136
1007 => 0.096236287403086
1008 => 0.095266725005782
1009 => 0.094626535929025
1010 => 0.087287977454762
1011 => 0.088649971221155
1012 => 0.090216820899751
1013 => 0.090757691130047
1014 => 0.089832495174045
1015 => 0.096272819778565
1016 => 0.097449529144323
1017 => 0.09388519972059
1018 => 0.093218459216021
1019 => 0.096316531175045
1020 => 0.094448015059859
1021 => 0.095289407752116
1022 => 0.093470776968653
1023 => 0.097166094316184
1024 => 0.097137942189346
1025 => 0.095700380278629
1026 => 0.096915397761568
1027 => 0.096704258573795
1028 => 0.095081254717154
1029 => 0.09721754643334
1030 => 0.097218606007378
1031 => 0.095834983923604
1101 => 0.094219216243577
1102 => 0.093930355145117
1103 => 0.093712737110456
1104 => 0.095235887055818
1105 => 0.096601538534063
1106 => 0.099142677361365
1107 => 0.099781580038518
1108 => 0.10227525972161
1109 => 0.10079039488539
1110 => 0.10144861623506
1111 => 0.10216320862123
1112 => 0.10250581048943
1113 => 0.10194755913023
1114 => 0.10582127011758
1115 => 0.10614833001235
1116 => 0.10625799036601
1117 => 0.10495179681626
1118 => 0.10611200240684
1119 => 0.10556918063298
1120 => 0.10698145208833
1121 => 0.10720291428532
1122 => 0.10701534368322
1123 => 0.10708563928009
1124 => 0.10378011032183
1125 => 0.1036087012073
1126 => 0.10127152576791
1127 => 0.10222394203499
1128 => 0.10044344547419
1129 => 0.10100805927476
1130 => 0.10125693565822
1201 => 0.10112693675911
1202 => 0.10227779022174
1203 => 0.10129932967468
1204 => 0.098717011417181
1205 => 0.096133989608804
1206 => 0.096101561874084
1207 => 0.09542149782606
1208 => 0.094929936079282
1209 => 0.095024628310801
1210 => 0.095358336085577
1211 => 0.094910540376764
1212 => 0.095006100295058
1213 => 0.096593031651142
1214 => 0.096911279417128
1215 => 0.095829749160878
1216 => 0.091487249117967
1217 => 0.090421588715099
1218 => 0.091187564279716
1219 => 0.090821477294974
1220 => 0.073300020502718
1221 => 0.077416426876616
1222 => 0.074970597989198
1223 => 0.076097748467697
1224 => 0.073601190517962
1225 => 0.074792678827389
1226 => 0.074572654442824
1227 => 0.081191714078732
1228 => 0.081088366566737
1229 => 0.0811378335517
1230 => 0.078776645473835
1231 => 0.082538082195117
]
'min_raw' => 0.048020737788472
'max_raw' => 0.10720291428532
'avg_raw' => 0.077611826036897
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.04802'
'max' => '$0.1072029'
'avg' => '$0.077611'
'bar_min_pct' => 61.631153054957
'bar_max_pct' => 60.119598047091
'min_diff' => 0.0074047003336086
'max_diff' => 0.016217976509855
'year' => 2035
]
10 => [
'items' => [
101 => 0.08439110118091
102 => 0.084048156683143
103 => 0.084134468424782
104 => 0.082651346738947
105 => 0.081152193411563
106 => 0.079489401653451
107 => 0.08257866321275
108 => 0.082235190062809
109 => 0.083022993891034
110 => 0.085026600837217
111 => 0.085321639571005
112 => 0.085718174621203
113 => 0.085576045032994
114 => 0.088962148447932
115 => 0.088552068982153
116 => 0.089540242506765
117 => 0.087507494593732
118 => 0.085207247379932
119 => 0.085644449174528
120 => 0.085602343125954
121 => 0.085066284800529
122 => 0.084582355313122
123 => 0.083776749062878
124 => 0.086325806445943
125 => 0.086222319371316
126 => 0.087897654818963
127 => 0.087601523005251
128 => 0.085623882277536
129 => 0.085694514103018
130 => 0.08616954707388
131 => 0.087813641609867
201 => 0.08830172080664
202 => 0.088075623076102
203 => 0.088610779633701
204 => 0.089033745556738
205 => 0.088663897641537
206 => 0.093900164180552
207 => 0.091725701242323
208 => 0.0927855193486
209 => 0.093038279722136
210 => 0.092390839340302
211 => 0.092531245976019
212 => 0.092743923770614
213 => 0.094035261692812
214 => 0.097424106052297
215 => 0.098925002150469
216 => 0.10344052211473
217 => 0.098800373622998
218 => 0.098525046414342
219 => 0.099338427915545
220 => 0.1019895161509
221 => 0.10413797416159
222 => 0.10485074163126
223 => 0.10494494561888
224 => 0.10628214477586
225 => 0.10704860239535
226 => 0.10611977362637
227 => 0.10533268849709
228 => 0.1025134472606
229 => 0.10283978211027
301 => 0.10508790561374
302 => 0.10826351247621
303 => 0.11098851352979
304 => 0.1100343131367
305 => 0.11731418857547
306 => 0.1180359584896
307 => 0.11793623322508
308 => 0.11958053250324
309 => 0.11631693329183
310 => 0.1149216813997
311 => 0.10550286523584
312 => 0.10814916838936
313 => 0.11199572543495
314 => 0.11148661918611
315 => 0.10869314664085
316 => 0.11098639443037
317 => 0.11022817499466
318 => 0.10963013586717
319 => 0.1123698690458
320 => 0.10935741987386
321 => 0.11196567395005
322 => 0.1086205611184
323 => 0.11003867184372
324 => 0.10923368360973
325 => 0.10975460965277
326 => 0.10670928664944
327 => 0.108352469021
328 => 0.1066409248605
329 => 0.10664011336572
330 => 0.10660233093351
331 => 0.10861595504819
401 => 0.10868161925828
402 => 0.10719354799511
403 => 0.10697909367805
404 => 0.10777204368829
405 => 0.10684370690023
406 => 0.10727806984048
407 => 0.1068568633112
408 => 0.10676204084949
409 => 0.10600647934189
410 => 0.10568096266982
411 => 0.10580860614447
412 => 0.10537289316076
413 => 0.10511036032765
414 => 0.10655010654515
415 => 0.10578090822034
416 => 0.10643221587001
417 => 0.10568996860163
418 => 0.10311701618766
419 => 0.10163728404591
420 => 0.096777215448737
421 => 0.098155524873999
422 => 0.099069345448911
423 => 0.098767327754354
424 => 0.099416178627596
425 => 0.099456012801464
426 => 0.099245064768322
427 => 0.099000813970059
428 => 0.098881926189381
429 => 0.099768018303622
430 => 0.10028242460043
501 => 0.099161059568946
502 => 0.098898339431634
503 => 0.10003210139072
504 => 0.10072369553081
505 => 0.10583003808807
506 => 0.10545174373816
507 => 0.10640118831992
508 => 0.10629429543043
509 => 0.10728946461049
510 => 0.10891614563002
511 => 0.10560864829015
512 => 0.1061827154637
513 => 0.10604196744989
514 => 0.10757861735853
515 => 0.10758341461181
516 => 0.10666211623023
517 => 0.10716156702924
518 => 0.10688278729495
519 => 0.10738657995416
520 => 0.10544669138648
521 => 0.10780926626388
522 => 0.10914869397841
523 => 0.10916729193352
524 => 0.10980217003985
525 => 0.11044724296555
526 => 0.1116854042724
527 => 0.11041271131871
528 => 0.10812326058919
529 => 0.10828855153698
530 => 0.10694624741194
531 => 0.10696881178679
601 => 0.10684836138544
602 => 0.10720984210696
603 => 0.10552601607703
604 => 0.10592120668067
605 => 0.10536793752134
606 => 0.1061815127646
607 => 0.10530624029166
608 => 0.10604189957694
609 => 0.10635938573697
610 => 0.10753091650249
611 => 0.10513320424505
612 => 0.10024410664128
613 => 0.10127185423217
614 => 0.099751734817415
615 => 0.099892427656753
616 => 0.10017664958332
617 => 0.099255393327697
618 => 0.099431139989149
619 => 0.099424861081691
620 => 0.099370752849365
621 => 0.099131098516674
622 => 0.098783552320107
623 => 0.10016806939815
624 => 0.1004033258288
625 => 0.10092627173202
626 => 0.1024822040224
627 => 0.10232672969518
628 => 0.10258031477345
629 => 0.10202673997142
630 => 0.099918106404129
701 => 0.10003261535177
702 => 0.098604686939748
703 => 0.1008897563921
704 => 0.10034862178434
705 => 0.099999748782429
706 => 0.099904555551571
707 => 0.10146434469716
708 => 0.10193105805621
709 => 0.10164023361082
710 => 0.1010437441886
711 => 0.10218918021552
712 => 0.10249565057426
713 => 0.10256425798538
714 => 0.10459375100951
715 => 0.10267768410058
716 => 0.10313890044962
717 => 0.10673717874487
718 => 0.10347403685954
719 => 0.10520259589295
720 => 0.10511799192325
721 => 0.10600226423349
722 => 0.10504545578384
723 => 0.10505731657129
724 => 0.10584249047699
725 => 0.1047398553333
726 => 0.10446682736533
727 => 0.10408964118304
728 => 0.10491321341299
729 => 0.10540690771787
730 => 0.10938572123674
731 => 0.11195621622587
801 => 0.1118446242592
802 => 0.11286436594321
803 => 0.1124049629748
804 => 0.11092142960542
805 => 0.11345364016933
806 => 0.11265234279472
807 => 0.1127184007767
808 => 0.11271594209532
809 => 0.1132487347988
810 => 0.11287120233865
811 => 0.11212704710677
812 => 0.11262105207796
813 => 0.11408807023238
814 => 0.11864173959732
815 => 0.12119003330203
816 => 0.11848832911656
817 => 0.12035192848643
818 => 0.11923443293286
819 => 0.11903135074816
820 => 0.12020182887136
821 => 0.12137435576156
822 => 0.12129967086763
823 => 0.12044847655526
824 => 0.11996765848646
825 => 0.12360857398928
826 => 0.12629113851037
827 => 0.12610820559417
828 => 0.1269156119933
829 => 0.12928618215328
830 => 0.12950291737975
831 => 0.12947561372282
901 => 0.12893841285002
902 => 0.13127254702995
903 => 0.13321972282803
904 => 0.12881406636919
905 => 0.13049168267444
906 => 0.13124481868328
907 => 0.13235064578966
908 => 0.13421636147625
909 => 0.13624302356854
910 => 0.1365296158096
911 => 0.13632626489986
912 => 0.1349896267704
913 => 0.13720722461489
914 => 0.13850624142312
915 => 0.13927977620495
916 => 0.14124133170776
917 => 0.13124946979488
918 => 0.12417673330518
919 => 0.12307222337076
920 => 0.12531828775511
921 => 0.12591055702123
922 => 0.1256718140227
923 => 0.11771080607848
924 => 0.1230303103115
925 => 0.12875364958961
926 => 0.12897350636032
927 => 0.13183872967232
928 => 0.13277176383218
929 => 0.13507864415175
930 => 0.13493434815967
1001 => 0.135496036807
1002 => 0.13536691431407
1003 => 0.13963992433511
1004 => 0.14435368893644
1005 => 0.14419046625715
1006 => 0.14351280682498
1007 => 0.14451924663986
1008 => 0.14938435686615
1009 => 0.14893645547831
1010 => 0.14937155352444
1011 => 0.15510779266684
1012 => 0.16256571952245
1013 => 0.1591007637344
1014 => 0.16661872078029
1015 => 0.1713508762309
1016 => 0.17953464976873
1017 => 0.17851000101586
1018 => 0.18169588399883
1019 => 0.17667566589757
1020 => 0.16514823038362
1021 => 0.16332396958828
1022 => 0.16697618589818
1023 => 0.17595480331801
1024 => 0.16669341728344
1025 => 0.16856698361618
1026 => 0.16802739638631
1027 => 0.16799864407593
1028 => 0.1690960028191
1029 => 0.16750422672775
1030 => 0.16101904457652
1031 => 0.16399116533901
1101 => 0.16284348677965
1102 => 0.16411692170637
1103 => 0.17098912480132
1104 => 0.16795076000018
1105 => 0.16475008949889
1106 => 0.16876444059315
1107 => 0.17387608901684
1108 => 0.173556211245
1109 => 0.1729355146691
1110 => 0.17643434876885
1111 => 0.18221339763944
1112 => 0.18377545132706
1113 => 0.18492852742448
1114 => 0.18508751713693
1115 => 0.18672520998676
1116 => 0.17791892278148
1117 => 0.19189472673776
1118 => 0.19430796200721
1119 => 0.19385437379491
1120 => 0.19653658323245
1121 => 0.19574740917484
1122 => 0.19460401978298
1123 => 0.19885589226378
1124 => 0.19398146357296
1125 => 0.18706282571984
1126 => 0.18326712415848
1127 => 0.18826561016499
1128 => 0.19131801114604
1129 => 0.19333545402536
1130 => 0.19394593102166
1201 => 0.17860252978895
1202 => 0.17033328750855
1203 => 0.17563377700323
1204 => 0.18210074000698
1205 => 0.17788299847547
1206 => 0.17804832595827
1207 => 0.17203493493732
1208 => 0.18263279167996
1209 => 0.18108877309456
1210 => 0.18909914424692
1211 => 0.18718740488417
1212 => 0.1937195515981
1213 => 0.19199941845225
1214 => 0.19913959496934
1215 => 0.20198800469457
1216 => 0.20677092794281
1217 => 0.21028926575421
1218 => 0.21235530101214
1219 => 0.21223126400476
1220 => 0.22041792499137
1221 => 0.21559053702771
1222 => 0.20952620001738
1223 => 0.2094165152936
1224 => 0.21255732136357
1225 => 0.21913958924817
1226 => 0.22084627554254
1227 => 0.22180008035067
1228 => 0.22033929508484
1229 => 0.2150995114323
1230 => 0.21283699941745
1231 => 0.21476472520539
]
'min_raw' => 0.079489401653451
'max_raw' => 0.22180008035067
'avg_raw' => 0.15064474100206
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.079489'
'max' => '$0.22180008'
'avg' => '$0.150644'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.031468663864978
'max_diff' => 0.11459716606535
'year' => 2036
]
11 => [
'items' => [
101 => 0.2124072822181
102 => 0.21647689019584
103 => 0.22206533117063
104 => 0.22091134020843
105 => 0.22476895897908
106 => 0.22876118857338
107 => 0.23447025619547
108 => 0.23596281787805
109 => 0.23842996558231
110 => 0.2409694709858
111 => 0.24178509167981
112 => 0.24334236465692
113 => 0.24333415705963
114 => 0.2480271039927
115 => 0.25320356978834
116 => 0.25515756579074
117 => 0.25965067185428
118 => 0.25195638517768
119 => 0.25779259000748
120 => 0.26305699285363
121 => 0.25678055475459
122 => 0.2654311624516
123 => 0.26576704594578
124 => 0.27083848792859
125 => 0.26569760990829
126 => 0.26264497295009
127 => 0.27145782146758
128 => 0.27572208126307
129 => 0.27443765150897
130 => 0.26466307766017
131 => 0.25897385642897
201 => 0.24408406709812
202 => 0.26172166575155
203 => 0.27031242555983
204 => 0.26464082966764
205 => 0.26750125273863
206 => 0.28310679351864
207 => 0.28904837306373
208 => 0.28781256605313
209 => 0.28802139709481
210 => 0.29122736557004
211 => 0.30544439534831
212 => 0.296925221557
213 => 0.30343781071311
214 => 0.30689206451862
215 => 0.31010056796083
216 => 0.30222149756468
217 => 0.29197094274582
218 => 0.28872416174566
219 => 0.2640769012311
220 => 0.26279390428369
221 => 0.26207371921832
222 => 0.25753305425338
223 => 0.25396533538375
224 => 0.2511281528777
225 => 0.24368253872743
226 => 0.24619521493485
227 => 0.23432845999976
228 => 0.24192038927526
301 => 0.22298076186604
302 => 0.2387542463665
303 => 0.23016945588523
304 => 0.23593391180621
305 => 0.23591380016254
306 => 0.22529960918962
307 => 0.21917756534895
308 => 0.22307876995774
309 => 0.22726117097636
310 => 0.22793975147035
311 => 0.23336234356283
312 => 0.23487567245761
313 => 0.23029021525584
314 => 0.22258828018532
315 => 0.22437726403977
316 => 0.21914131164824
317 => 0.20996550648008
318 => 0.21655572994604
319 => 0.21880592198899
320 => 0.21979973498577
321 => 0.21077638445123
322 => 0.20794105180681
323 => 0.20643154449767
324 => 0.2214234789417
325 => 0.22224477095292
326 => 0.21804292490452
327 => 0.23703566747869
328 => 0.23273702489045
329 => 0.23753966185452
330 => 0.22421493250622
331 => 0.22472395511145
401 => 0.21841581469971
402 => 0.22194795182019
403 => 0.21945155114953
404 => 0.22166259004611
405 => 0.22298787764427
406 => 0.22929498295225
407 => 0.23882626337788
408 => 0.22835291174266
409 => 0.22378952245404
410 => 0.22662062350323
411 => 0.23416021867534
412 => 0.24558309130587
413 => 0.23882052080186
414 => 0.24182163475564
415 => 0.24247724464428
416 => 0.23749077551859
417 => 0.24576694953515
418 => 0.25020221842615
419 => 0.25475188655873
420 => 0.25870223591944
421 => 0.25293464905723
422 => 0.2591067937509
423 => 0.25413313465801
424 => 0.24967124828426
425 => 0.2496780151241
426 => 0.24687900862409
427 => 0.2414555808328
428 => 0.24045541753778
429 => 0.24565839330519
430 => 0.24983068714702
501 => 0.25017433725178
502 => 0.25248433350281
503 => 0.25385136548932
504 => 0.26725013734697
505 => 0.27263923422857
506 => 0.279228919885
507 => 0.28179597382252
508 => 0.28952188583467
509 => 0.28328258441697
510 => 0.2819326723082
511 => 0.26319213689328
512 => 0.2662608985176
513 => 0.27117428196961
514 => 0.26327315677669
515 => 0.26828460212327
516 => 0.26927396759161
517 => 0.26300467956604
518 => 0.26635337718044
519 => 0.25746022913623
520 => 0.23902010970307
521 => 0.24578747865947
522 => 0.25077054008314
523 => 0.24365909702452
524 => 0.25640608345625
525 => 0.24895955713404
526 => 0.24659936578621
527 => 0.23739141786932
528 => 0.24173721483967
529 => 0.24761496746789
530 => 0.24398319970574
531 => 0.25151966312488
601 => 0.26219330522776
602 => 0.26979997821665
603 => 0.2703839241163
604 => 0.26549334299196
605 => 0.27333053045499
606 => 0.27338761580961
607 => 0.26454723633545
608 => 0.25913255313097
609 => 0.25790232571432
610 => 0.2609756750014
611 => 0.2647072884075
612 => 0.27059100268963
613 => 0.27414640800451
614 => 0.28341701942444
615 => 0.28592538106541
616 => 0.28868131002111
617 => 0.29236408100294
618 => 0.29678619180972
619 => 0.28711086511539
620 => 0.28749528388202
621 => 0.27848575362827
622 => 0.26885777845481
623 => 0.27616421146742
624 => 0.28571640069736
625 => 0.28352511793378
626 => 0.28327855385903
627 => 0.28369320624158
628 => 0.28204105059845
629 => 0.27456841185631
630 => 0.27081569946119
701 => 0.27565765586993
702 => 0.27823094021048
703 => 0.2822218798087
704 => 0.28172991226471
705 => 0.2920101440741
706 => 0.29600473129716
707 => 0.29498274494748
708 => 0.2951708150313
709 => 0.30240282439229
710 => 0.31044630617788
711 => 0.31798008830098
712 => 0.32564377506008
713 => 0.3164049015532
714 => 0.31171397136091
715 => 0.31655381392295
716 => 0.31398572533382
717 => 0.32874272411152
718 => 0.32976446668909
719 => 0.34452039836781
720 => 0.35852553463459
721 => 0.34972915947351
722 => 0.35802374505297
723 => 0.36699501562464
724 => 0.38430205209359
725 => 0.37847365107973
726 => 0.3740091872458
727 => 0.36979029049488
728 => 0.37856914490256
729 => 0.38986300085242
730 => 0.39229558925281
731 => 0.39623731178174
801 => 0.39209307251347
802 => 0.39708435223912
803 => 0.4147057629501
804 => 0.4099443022275
805 => 0.4031822625584
806 => 0.41709267393644
807 => 0.4221267977388
808 => 0.45745891497485
809 => 0.50206717248234
810 => 0.48359906096063
811 => 0.47213530817687
812 => 0.4748295620049
813 => 0.49111898756183
814 => 0.49635063405019
815 => 0.48212921543814
816 => 0.48715246091402
817 => 0.51483103736075
818 => 0.52967970558937
819 => 0.5095132196927
820 => 0.45387468491822
821 => 0.40257341487127
822 => 0.41618082181402
823 => 0.41463816415371
824 => 0.44437534157299
825 => 0.40983074296398
826 => 0.41041238541
827 => 0.44076449616609
828 => 0.43266707338328
829 => 0.41955028551467
830 => 0.40266918193862
831 => 0.3714629006652
901 => 0.3438226270898
902 => 0.398031568746
903 => 0.39569398060922
904 => 0.39230880657601
905 => 0.39984214507283
906 => 0.43642189843795
907 => 0.43557861672577
908 => 0.43021408871904
909 => 0.43428303593137
910 => 0.41883697939528
911 => 0.4228177798648
912 => 0.40256528848799
913 => 0.41172026040906
914 => 0.41952214277895
915 => 0.42108848617355
916 => 0.42461753782106
917 => 0.39446217788197
918 => 0.40800104917977
919 => 0.41595386764654
920 => 0.38002274448765
921 => 0.41524362486906
922 => 0.39393724015505
923 => 0.38670553317195
924 => 0.39644207391974
925 => 0.39264773452123
926 => 0.38938558431748
927 => 0.38756524845293
928 => 0.39471468939532
929 => 0.39438115942992
930 => 0.38268328640149
1001 => 0.3674238879022
1002 => 0.37254544291124
1003 => 0.37068473396162
1004 => 0.36394128469197
1005 => 0.36848555529255
1006 => 0.34847488737033
1007 => 0.31404757327417
1008 => 0.33679131150324
1009 => 0.33591570232185
1010 => 0.33547418046688
1011 => 0.35256547115527
1012 => 0.35092253791875
1013 => 0.34794059800681
1014 => 0.36388651902702
1015 => 0.35806604335174
1016 => 0.37600337790642
1017 => 0.38781806655819
1018 => 0.38482147935096
1019 => 0.3959332511333
1020 => 0.37266343319456
1021 => 0.38039273329076
1022 => 0.38198573132824
1023 => 0.36368974883685
1024 => 0.35119134211474
1025 => 0.35035784087865
1026 => 0.32868732600904
1027 => 0.3402635401341
1028 => 0.35045012950786
1029 => 0.3455715437091
1030 => 0.34402712918882
1031 => 0.3519172080303
1101 => 0.35253033473024
1102 => 0.33855098099538
1103 => 0.34145773130542
1104 => 0.3535793633053
1105 => 0.34115229727992
1106 => 0.31700853794233
1107 => 0.31102055181302
1108 => 0.31022164408288
1109 => 0.29398175078702
1110 => 0.31142069767885
1111 => 0.30380813002584
1112 => 0.32785614002911
1113 => 0.31412004568731
1114 => 0.31352791011422
1115 => 0.31263281034809
1116 => 0.2986544633268
1117 => 0.30171483295416
1118 => 0.31188796770298
1119 => 0.31551785678993
1120 => 0.31513922961936
1121 => 0.31183811379278
1122 => 0.31334934771374
1123 => 0.30848113670553
1124 => 0.30676207007548
1125 => 0.30133622292452
1126 => 0.29336172654114
1127 => 0.29447062917368
1128 => 0.27867106519772
1129 => 0.27006262419729
1130 => 0.2676799211858
1201 => 0.26449367113882
1202 => 0.26803981660689
1203 => 0.27862630701808
1204 => 0.26585675353296
1205 => 0.24396424976273
1206 => 0.24528002654233
1207 => 0.24823618630847
1208 => 0.24272740214123
1209 => 0.23751380024415
1210 => 0.24204660410077
1211 => 0.23277046164955
1212 => 0.2493571638064
1213 => 0.24890853999675
1214 => 0.25509103684605
1215 => 0.25895707900352
1216 => 0.25004710347656
1217 => 0.24780626872667
1218 => 0.24908275004047
1219 => 0.2279853573206
1220 => 0.25336692976151
1221 => 0.25358643065397
1222 => 0.25170693074986
1223 => 0.2652218345065
1224 => 0.29374249683722
1225 => 0.28301187642742
1226 => 0.27885665587003
1227 => 0.27095757855298
1228 => 0.28148263007715
1229 => 0.28067447033647
1230 => 0.27701966550366
1231 => 0.27480922813709
]
'min_raw' => 0.20643154449767
'max_raw' => 0.52967970558937
'avg_raw' => 0.36805562504352
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$0.206431'
'max' => '$0.529679'
'avg' => '$0.368055'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.12694214284422
'max_diff' => 0.3078796252387
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.0064796502977394
]
1 => [
'year' => 2028
'avg' => 0.011120960966843
]
2 => [
'year' => 2029
'avg' => 0.030380461003214
]
3 => [
'year' => 2030
'avg' => 0.023438480420039
]
4 => [
'year' => 2031
'avg' => 0.023019492471379
]
5 => [
'year' => 2032
'avg' => 0.040360414803225
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.0064796502977394
'min' => '$0.006479'
'max_raw' => 0.040360414803225
'max' => '$0.04036'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.040360414803225
]
1 => [
'year' => 2033
'avg' => 0.10381113708641
]
2 => [
'year' => 2034
'avg' => 0.065800487615165
]
3 => [
'year' => 2035
'avg' => 0.077611826036897
]
4 => [
'year' => 2036
'avg' => 0.15064474100206
]
5 => [
'year' => 2037
'avg' => 0.36805562504352
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.040360414803225
'min' => '$0.04036'
'max_raw' => 0.36805562504352
'max' => '$0.368055'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 0.36805562504352
]
]
]
]
'prediction_2025_max_price' => '$0.011079'
'last_price' => 0.01074251
'sma_50day_nextmonth' => '$0.009796'
'sma_200day_nextmonth' => '$0.020458'
'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' => '$0.010577'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.010576'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.01045'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.009646'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.011184'
'daily_sma50_action' => 'SELL'
'daily_sma100' => '$0.015819'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.023224'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.010636'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.010553'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.010364'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.010332'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$0.011876'
'daily_ema50_action' => 'SELL'
'daily_ema100' => '$0.015712'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.023315'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.019546'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.029845'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '$0.067783'
'weekly_sma100_action' => 'SELL'
'weekly_sma200' => '$0.067533'
'weekly_sma200_action' => 'SELL'
'weekly_ema3' => '$0.010653'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$0.0110087'
'weekly_ema5_action' => 'SELL'
'weekly_ema10' => '$0.013029'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.018465'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.033178'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.054515'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$0.104115'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '51.93'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 81.44
'stoch_rsi_14_action' => 'SELL'
'momentum_10' => -0
'momentum_10_action' => 'SELL'
'vwma_10' => '0.010647'
'vwma_10_action' => 'BUY'
'hma_9' => '0.010689'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 76.57
'stochastic_fast_14_action' => 'NEUTRAL'
'cci_20' => 75.38
'cci_20_action' => 'NEUTRAL'
'adx_14' => 18.42
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '0.000179'
'ao_5_34_action' => 'BUY'
'macd_12_26' => 0
'macd_12_26_action' => 'NEUTRAL'
'williams_percent_r_14' => -23.43
'williams_percent_r_14_action' => 'NEUTRAL'
'ultimate_oscillator' => 61.07
'ultimate_oscillator_action' => 'NEUTRAL'
'ichimoku_cloud' => '-0.003789'
'ichimoku_cloud_action' => 'SELL'
'sell_signals' => 18
'buy_signals' => 16
'sell_pct' => 52.94
'buy_pct' => 47.06
'overall_action' => 'bearish'
'overall_action_label' => 'Baixista'
'overall_action_dir' => -1
'last_updated' => 1767703409
'last_updated_date' => '6 de janeiro de 2026'
]
Previsão de preço de TrustToken para 2026
A previsão de preço para TrustToken em 2026 sugere que o preço médio poderia variar entre $0.003711 na extremidade inferior e $0.011079 na extremidade superior. No mercado de criptomoedas, comparado ao preço médio de hoje, TrustToken poderia potencialmente ganhar 3.13% até 2026 se TRU atingir a meta de preço prevista.
Previsão de preço de TrustToken 2027-2032
A previsão de preço de TRU para 2027-2032 está atualmente dentro de uma faixa de preço entre $0.006479 na extremidade inferior e $0.04036 na extremidade superior. Considerando a volatilidade de preços no mercado, se TrustToken atingir a meta de preço superior, poderia ganhar 275.71% até 2032 em comparação com o preço de hoje.
| Previsão de Preço de TrustToken | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2027 | $0.003573 | $0.006479 | $0.009386 |
| 2028 | $0.006448 | $0.01112 | $0.015793 |
| 2029 | $0.014164 | $0.03038 | $0.046596 |
| 2030 | $0.012046 | $0.023438 | $0.03483 |
| 2031 | $0.014242 | $0.023019 | $0.031796 |
| 2032 | $0.02174 | $0.04036 | $0.05898 |
Previsão de preço de TrustToken 2032-2037
A previsão de preço de TrustToken para 2032-2037 é atualmente estimada entre $0.04036 na extremidade inferior e $0.368055 na extremidade superior. Comparado ao preço atual, TrustToken poderia potencialmente ganhar 3326.16% até 2037 se atingir a meta de preço superior. Por favor, note que esta informação é apenas para fins gerais e não deve ser considerada como aconselhamento de investimento a longo prazo.
| Previsão de Preço de TrustToken | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2032 | $0.02174 | $0.04036 | $0.05898 |
| 2033 | $0.05052 | $0.103811 | $0.1571018 |
| 2034 | $0.040616 | $0.06580048 | $0.090984 |
| 2035 | $0.04802 | $0.077611 | $0.1072029 |
| 2036 | $0.079489 | $0.150644 | $0.22180008 |
| 2037 | $0.206431 | $0.368055 | $0.529679 |
TrustToken Histograma de preços potenciais
Previsão de preço de TrustToken baseada na análise técnica
Indicador de Sentimento de Mercado
Altista 47.06%
Baixista 52.94%
Em 6 de janeiro de 2026, o sentimento geral de previsão de preço para TrustToken é Baixista, com 16 indicadores técnicos mostrando sinais de alta e 18 indicando sinais de baixa. A previsão de preço de TRU 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 TrustToken
De acordo com nossos indicadores técnicos, o SMA de 200 dias de TrustToken está projetado para aumentar no próximo mês, alcançando $0.020458 até 4 de fev. de 2026. O SMA de 50 dias de curto prazo para TrustToken é esperado para alcançar $0.009796 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 51.93, sugerindo que o mercado de TRU está em um estado NEUTRAL.
Médias Móveis e Osciladores Populares de TRU 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 | $0.010577 | BUY |
| SMA 5 | $0.010576 | BUY |
| SMA 10 | $0.01045 | BUY |
| SMA 21 | $0.009646 | BUY |
| SMA 50 | $0.011184 | SELL |
| SMA 100 | $0.015819 | SELL |
| SMA 200 | $0.023224 | SELL |
Média Móvel Exponencial Diária (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 3 | $0.010636 | BUY |
| EMA 5 | $0.010553 | BUY |
| EMA 10 | $0.010364 | BUY |
| EMA 21 | $0.010332 | BUY |
| EMA 50 | $0.011876 | SELL |
| EMA 100 | $0.015712 | SELL |
| EMA 200 | $0.023315 | SELL |
Média Móvel Simples Semanal (SMA)
| Período | Valor | Ação |
|---|---|---|
| SMA 21 | $0.019546 | SELL |
| SMA 50 | $0.029845 | SELL |
| SMA 100 | $0.067783 | SELL |
| SMA 200 | $0.067533 | SELL |
Média Móvel Exponencial Semanal (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 21 | $0.018465 | SELL |
| EMA 50 | $0.033178 | SELL |
| EMA 100 | $0.054515 | SELL |
| EMA 200 | $0.104115 | SELL |
Osciladores de TrustToken
Um oscilador é uma ferramenta de análise técnica que define limites altos e baixos entre dois extremos, criando um indicador de tendência que flutua dentro desses limites. Os traders usam esse indicador para identificar condições de sobrecompra ou sobrevenda de curto prazo.
| Período | Valor | Ação |
|---|---|---|
| RSI (14) | 51.93 | NEUTRAL |
| Stoch RSI (14) | 81.44 | SELL |
| Estocástico Rápido (14) | 76.57 | NEUTRAL |
| Índice de Canal de Commodities (20) | 75.38 | NEUTRAL |
| Índice Direcional Médio (14) | 18.42 | NEUTRAL |
| Oscilador Impressionante (5, 34) | 0.000179 | BUY |
| Momentum (10) | -0 | SELL |
| MACD (12, 26) | 0 | NEUTRAL |
| Williams Percent Range (14) | -23.43 | NEUTRAL |
| Oscilador Ultimate (7, 14, 28) | 61.07 | NEUTRAL |
| VWMA (10) | 0.010647 | BUY |
| Média Móvel de Hull (9) | 0.010689 | BUY |
| Nuvem Ichimoku B/L (9, 26, 52, 26) | -0.003789 | SELL |
Previsão do preço de TrustToken com base nos fluxos financeiros mundiais
Definições dos fluxos financeiros mundiais, usadas na previsão do preço do TrustToken
M0: o total de todas as moedas físicas, mais as contas no Banco Central que podem ser trocadas por moedas físicas.
M1: o valor de M0, mais o valor em contas de demanda, incluindo contas 'correntes'.
M2: o valor de M1, mais a maioria das contas de poupança, do mercado de moedas e de certificados de depósito (CD) de menos de US$ 100.000.
Previsões de preço de TrustToken por empresas de Internet ou nichos tecnológicos
| Comparação | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook stock | $0.015095 | $0.021211 | $0.029805 | $0.041881 | $0.058849 | $0.082693 |
| Amazon.com stock | $0.022414 | $0.046769 | $0.097588 | $0.203623 | $0.424873 | $0.886523 |
| Apple stock | $0.015237 | $0.021613 | $0.030656 | $0.043484 | $0.061678 | $0.087486 |
| Netflix stock | $0.016949 | $0.026744 | $0.042198 | $0.066582 | $0.105057 | $0.165763 |
| Google stock | $0.013911 | $0.018015 | $0.023329 | $0.030211 | $0.039124 | $0.050665 |
| Tesla stock | $0.024352 | $0.0552051 | $0.125145 | $0.283696 | $0.643118 | $1.45 |
| Kodak stock | $0.008055 | $0.00604 | $0.00453 | $0.003397 | $0.002547 | $0.00191 |
| Nokia stock | $0.007116 | $0.004714 | $0.003123 | $0.002068 | $0.00137 | $0.0009079 |
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 TrustToken
Você pode fazer perguntas como: 'Devo investir em TrustToken agora?', 'Devo comprar TRU hoje?', 'TrustToken será um bom ou mau investimento no curto ou no longo prazo?'.
Atualizamos a previsão para TrustToken/TrueFi regularmente com novos valores. Veja nossas previsões semelhantes. Fazemos previsões de preços futuros para uma enorme quantidade de moedas digitais, como TrustToken, 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 TrustToken para poder tomar sozinho uma decisão de tão grande responsabilidade sobre o seu investimento.
O preço de TrustToken é de $0.01074 USD hoje, mas o preço pode tanto subir quanto descer e seu investimento pode ser perdido, porque criptomoedas são ativos de alto risco
Previsão de curto prazo para TrustToken
com base no histórico de preços de 4 horas
Previsão de longo prazo para TrustToken
com base no histórico de preços de 1 mês
Previsão do preço de TrustToken com base no padrão de crescimento do Bitcoin
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Se TrustToken tiver 1% da média anterior do crescimento anual do Bitcoin | $0.011021 | $0.0113082 | $0.0116021 | $0.0119037 |
| Se TrustToken tiver 2% da média anterior do crescimento anual do Bitcoin | $0.01130097 | $0.011888 | $0.0125065 | $0.013156 |
| Se TrustToken tiver 5% da média anterior do crescimento anual do Bitcoin | $0.012138 | $0.013716 | $0.015498 | $0.017513 |
| Se TrustToken tiver 10% da média anterior do crescimento anual do Bitcoin | $0.013534 | $0.017052 | $0.021485 | $0.02707 |
| Se TrustToken tiver 20% da média anterior do crescimento anual do Bitcoin | $0.016327 | $0.024815 | $0.037715 | $0.057322 |
| Se TrustToken tiver 50% da média anterior do crescimento anual do Bitcoin | $0.0247041 | $0.056811 | $0.130646 | $0.300442 |
| Se TrustToken tiver 100% da média anterior do crescimento anual do Bitcoin | $0.038665 | $0.13917 | $0.500919 | $1.80 |
Perguntas Frequentes sobre TrustToken
TRU é um bom investimento?
A decisão de adquirir TrustToken depende inteiramente da sua tolerância individual ao risco. Como você pode perceber, o valor de TrustToken experimentou uma escalada de 4.8807% nas últimas 24 horas, e TrustToken registrou um declínio de durante os últimos 30 dias. Consequentemente, a decisão de investir ou não em TrustToken dependerá de quão alinhado esse investimento está com suas aspirações de negociação.
TrustToken pode subir?
Parece que o valor médio de TrustToken pode potencialmente subir para $0.011079 até o final deste ano. Observando as perspectivas de TrustToken em um horizonte de cinco anos mais longo, a moeda digital poderia potencialmente crescer até $0.03483. 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 TrustToken na próxima semana?
Com base na nossa nova previsão experimental de TrustToken, o preço de TrustToken aumentará 0.86% na próxima semana e atingirá $0.010834 até 13 de janeiro de 2026.
Qual será o preço de TrustToken no próximo mês?
Com base na nossa nova previsão experimental de TrustToken, o preço de TrustToken diminuirá -11.62% no próximo mês e atingirá $0.009494 até 5 de fevereiro de 2026.
Até onde o preço de TrustToken pode subir este ano em 2026?
De acordo com nossa previsão mais recente sobre o valor de TrustToken em 2026, espera-se que TRU fluctue dentro do intervalo de $0.003711 e $0.011079. No entanto, é crucial lembrar que o mercado de criptomoedas é excepcionalmente instável, e essa previsão de preço de TrustToken não considera flutuações repentinas e extremas de preço.
Onde estará TrustToken em 5 anos?
O futuro de TrustToken parece seguir uma tendência de alta, com um preço máximo de $0.03483 projetada após um período de cinco anos. Com base na previsão de TrustToken para 2030, o valor de TrustToken pode potencialmente atingir seu pico mais alto de aproximadamente $0.03483, enquanto seu pico mais baixo está previsto para cerca de $0.012046.
Quanto será TrustToken em 2026?
Com base na nossa nova simulação experimental de previsão de preços de TrustToken, espera-se que o valor de TRU em 2026 aumente 3.13% para $0.011079 se o melhor cenário ocorrer. O preço ficará entre $0.011079 e $0.003711 durante 2026.
Quanto será TrustToken em 2027?
De acordo com nossa última simulação experimental para previsão de preços de TrustToken, o valor de TRU pode diminuir -12.62% para $0.009386 em 2027, assumindo as condições mais favoráveis. O preço está projetado para flutuar entre $0.009386 e $0.003573 ao longo do ano.
Quanto será TrustToken em 2028?
Nosso novo modelo experimental de previsão de preços de TrustToken sugere que o valor de TRU em 2028 pode aumentar 47.02%, alcançando $0.015793 no melhor cenário. O preço é esperado para variar entre $0.015793 e $0.006448 durante o ano.
Quanto será TrustToken em 2029?
Com base no nosso modelo de previsão experimental, o valor de TrustToken pode experimentar um 333.75% crescimento em 2029, potencialmente alcançando $0.046596 sob condições ótimas. A faixa de preço prevista para 2029 está entre $0.046596 e $0.014164.
Quanto será TrustToken em 2030?
Usando nossa nova simulação experimental para previsões de preços de TrustToken, espera-se que o valor de TRU em 2030 aumente 224.23%, alcançando $0.03483 no melhor cenário. O preço está previsto para variar entre $0.03483 e $0.012046 ao longo de 2030.
Quanto será TrustToken em 2031?
Nossa simulação experimental indica que o preço de TrustToken poderia aumentar 195.98% em 2031, potencialmente atingindo $0.031796 sob condições ideais. O preço provavelmente oscilará entre $0.031796 e $0.014242 durante o ano.
Quanto será TrustToken em 2032?
Com base nos achados da nossa mais recente previsão experimental de preços de TrustToken, TRU poderia ver um 449.04% aumento em valor, atingindo $0.05898 se o cenário mais positivo se desenrolar em 2032. O preço é esperado para permanecer dentro de uma faixa de $0.05898 e $0.02174 ao longo do ano.
Quanto será TrustToken em 2033?
De acordo com nossa previsão experimental de preços de TrustToken, espera-se que o valor de TRU seja aumentar 1362.43% em 2033, com o preço potencial mais alto sendo $0.1571018. Ao longo do ano, o preço de TRU poderia variar entre $0.1571018 e $0.05052.
Quanto será TrustToken em 2034?
Os resultados da nossa nova simulação de previsão de preços de TrustToken sugerem que TRU pode aumentar 746.96% em 2034, atingindo potencialmente $0.090984 nas melhores circunstâncias. A faixa de preço prevista para o ano é entre $0.090984 e $0.040616.
Quanto será TrustToken em 2035?
Com base em nossa previsão experimental para o preço de TrustToken, TRU poderia aumentar 897.93%, com o valor potencialmente atingindo $0.1072029 em 2035. A faixa de preço esperada para o ano está entre $0.1072029 e $0.04802.
Quanto será TrustToken em 2036?
Nossa recente simulação de previsão de preços de TrustToken sugere que o valor de TRU pode aumentar 1964.7% em 2036, possivelmente atingindo $0.22180008 se as condições forem ideais. A faixa de preço esperada para 2036 está entre $0.22180008 e $0.079489.
Quanto será TrustToken em 2037?
De acordo com a simulação experimental, o valor de TrustToken poderia aumentar 4830.69% em 2037, com um pico de $0.529679 sob condições favoráveis. O preço é esperado para cair entre $0.529679 e $0.206431 ao longo do ano.
Previsões relacionadas
Previsão de Preço do Sun Token- Previsão de Preço do Vulcan Forged
- Previsão de Preço do Maple
- Previsão de Preço do Oasys
- Previsão de Preço do Maverick Protocol
- Previsão de Preço do Myria
- Previsão de Preço do MimbleWimbleCoin
- Previsão de Preço do CYBER
- Previsão de Preço do Velodrome Finance
- Previsão de Preço do Ontology Gas
- Previsão de Preço do DODO
- Previsão de Preço do Cudos
- Previsão de Preço do Acala
- Previsão de Preço do WINk
- Previsão de Preço do Radiant Capital
- Previsão de Preço do APEX
- Previsão de Preço do Metars Genesis
- Previsão de Preço do Liquity
- Previsão de Preço do Steem
- Previsão de Preço do Alpha Finance
- Previsão de Preço do Zignaly
- Previsão de Preço do Heroes of Mavia
- Previsão de Preço do Sovryn
- Previsão de Preço do Verge
- Previsão de Preço do Quasar
Previsão de Preço do Sun Token
Previsão de Preço do Vulcan Forged
Previsão de Preço do Maple
Previsão de Preço do Oasys
Previsão de Preço do Maverick Protocol
Previsão de Preço do Myria
Previsão de Preço do MimbleWimbleCoin
Previsão de Preço do CYBER
Previsão de Preço do Velodrome Finance
Previsão de Preço do Ontology Gas
Previsão de Preço do DODO
Previsão de Preço do Cudos
Previsão de Preço do Acala
Previsão de Preço do WINk
Previsão de Preço do Radiant Capital
Previsão de Preço do APEX
Previsão de Preço do Metars Genesis
Previsão de Preço do Liquity
Previsão de Preço do Steem
Previsão de Preço do Alpha Finance
Previsão de Preço do Zignaly
Previsão de Preço do Heroes of Mavia
Previsão de Preço do Sovryn
Previsão de Preço do Verge
Previsão de Preço do QuasarComo ler e prever os movimentos de preço de TrustToken?
Traders de TrustToken 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 TrustToken
Médias móveis são ferramentas populares para a previsão de preço de TrustToken. Uma média móvel simples (SMA) calcula o preço médio de fechamento de TRU 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 TRU 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 TRU.
Como ler gráficos de TrustToken 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 TrustToken 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 TRU 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 TrustToken?
A ação de preço de TrustToken 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 TRU. A capitalização de mercado de TrustToken pode mudar rapidamente.
Traders frequentemente monitoram a atividade de "baleias" de TRU, grandes detentores de TrustToken, pois suas ações podem influenciar significativamente os movimentos de preço no relativamente pequeno mercado de TrustToken.
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