Previsão de Preço TAC - Projeção TAC
$0.004603
1.4011%
Add to portfolio
Add to favorites
Sentiment
Altista 31.03%
Baixista 68.97%
SMA 50
$0.004537
SMA 200
—
RSI (14)
51.26
Momentum (10)
0
MACD (12, 26)
0
Hull Moving Average (9)
0.004686
Previsão de Preço TAC até $0.004748 até 2026
| Ano | Preço Mínimo | Preço Máximo |
|---|---|---|
| 2026 | $0.00159 | $0.004748 |
| 2027 | $0.001531 | $0.004022 |
| 2028 | $0.002763 | $0.006768 |
| 2029 | $0.00607 | $0.019969 |
| 2030 | $0.005162 | $0.014927 |
| 2031 | $0.006104 | $0.013626 |
| 2032 | $0.009317 | $0.025277 |
| 2033 | $0.021651 | $0.067329 |
| 2034 | $0.0174069 | $0.038993 |
| 2035 | $0.02058 | $0.045944 |
Calculadora de lucro do investimento
Se você abrir um short de $10,000.00 em TAC hoje e fechar em Apr 06, 2026, nossa previsão mostra que pode lucrar cerca de $3,955.19, com um retorno de 39.55% nos próximos 90 dias.
$
≈ $3,955.19
(39.55% ROI)
Previsão de preço de longo prazo de TAC para os anos 2027, 2028, 2029, 2030, 2031, 2032 e 2037
[
'name' => 'TAC'
'name_with_ticker' => 'TAC <small>TAC</small>'
'name_lang' => 'TAC'
'name_lang_with_ticker' => 'TAC <small>TAC</small>'
'name_with_lang' => 'TAC'
'name_with_lang_with_ticker' => 'TAC <small>TAC</small>'
'image' => '/uploads/coins/tac.jpg?1752520556'
'price_for_sd' => 0.004603
'ticker' => 'TAC'
'marketcap' => '$12.25M'
'low24h' => '$0.004534'
'high24h' => '$0.004681'
'volume24h' => '$568.86K'
'current_supply' => '2.66B'
'max_supply' => '10.03B'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.004603'
'change_24h_pct' => '1.4011%'
'ath_price' => '$0.02485'
'ath_days' => 175
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '15 de jul. de 2025'
'ath_pct' => '-81.47%'
'fdv' => '$46.14M'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$0.2270064'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.004643'
'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' => '$0.004069'
'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' => '$0.00159'
'current_year_max_price_prediction' => '$0.004748'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.005162'
'grand_prediction_max_price' => '$0.014927'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.0046911924308223
107 => 0.0047087076404561
108 => 0.00474817030211
109 => 0.0044109661789666
110 => 0.004562360930465
111 => 0.0046512911632005
112 => 0.004249501136392
113 => 0.004643349066224
114 => 0.0044050962053941
115 => 0.0043242296059906
116 => 0.0044331058287231
117 => 0.0043906766588386
118 => 0.0043541985500964
119 => 0.0043338431386448
120 => 0.0044137898203894
121 => 0.004410060212129
122 => 0.0042792519238127
123 => 0.004108617844132
124 => 0.0041658882421456
125 => 0.0041450813696344
126 => 0.0040696745795139
127 => 0.0041204896514046
128 => 0.0038967257917175
129 => 0.0035117517013593
130 => 0.0037660773775252
131 => 0.0037562861156459
201 => 0.003751348917408
202 => 0.0039424676340013
203 => 0.0039240959792599
204 => 0.0038907512460084
205 => 0.0040690621773385
206 => 0.0040039762887825
207 => 0.004204555661148
208 => 0.0043366702084484
209 => 0.0043031616857951
210 => 0.0044274160560961
211 => 0.0041672076364459
212 => 0.0042536384357039
213 => 0.004271451703643
214 => 0.0040668618481244
215 => 0.0039271018091817
216 => 0.0039177814079653
217 => 0.0036754567605584
218 => 0.0038049046312269
219 => 0.0039188134004984
220 => 0.003864259939695
221 => 0.0038469899437429
222 => 0.003935218607657
223 => 0.0039420747304705
224 => 0.0037857544037427
225 => 0.0038182583496903
226 => 0.0039538052076235
227 => 0.0038148429166478
228 => 0.0035448618846435
301 => 0.0034779028559267
302 => 0.0034689692871961
303 => 0.0032873710907284
304 => 0.0034823773784026
305 => 0.0033972519079892
306 => 0.0036661622490653
307 => 0.0035125621044377
308 => 0.0035059407091995
309 => 0.0034959314991495
310 => 0.0033396224297228
311 => 0.0033738441819677
312 => 0.0034876024985497
313 => 0.0035281927474853
314 => 0.0035239588519752
315 => 0.0034870450207378
316 => 0.0035039439836489
317 => 0.0034495065361233
318 => 0.0034302835403845
319 => 0.0033696104781314
320 => 0.0032804378379805
321 => 0.0032928378405211
322 => 0.0031161635070918
323 => 0.0030199019534229
324 => 0.0029932580240742
325 => 0.0029576286482228
326 => 0.0029972824568828
327 => 0.0031156630109031
328 => 0.0029728709469191
329 => 0.0027280639689171
330 => 0.0027427772854258
331 => 0.002775833739198
401 => 0.0027142332562839
402 => 0.0026559335689422
403 => 0.0027066204170826
404 => 0.0026028924732698
405 => 0.0027883687656417
406 => 0.0027833521517243
407 => 0.0028524862437436
408 => 0.0028957172102576
409 => 0.0027960838286344
410 => 0.0027710263025935
411 => 0.0027853002082274
412 => 0.0025493843436156
413 => 0.0028332068844913
414 => 0.0028356613936108
415 => 0.0028146443963541
416 => 0.0029657711373325
417 => 0.0032846956984097
418 => 0.0031647034498217
419 => 0.0031182388243835
420 => 0.0030299095374601
421 => 0.0031476030678115
422 => 0.0031385660409856
423 => 0.0030976971784882
424 => 0.0030729795629312
425 => 0.0031185225274784
426 => 0.0030673362856221
427 => 0.0030581418300808
428 => 0.0030024334331671
429 => 0.0029825480700394
430 => 0.0029678257388388
501 => 0.0029516178987733
502 => 0.0029873683552157
503 => 0.0029063531175531
504 => 0.0028086566829538
505 => 0.0028005342815069
506 => 0.0028229609460305
507 => 0.0028130388164476
508 => 0.0028004867781678
509 => 0.0027765215187473
510 => 0.002769411538214
511 => 0.0027925155256751
512 => 0.0027664324708777
513 => 0.0028049194390487
514 => 0.0027944531132873
515 => 0.0027359890683874
516 => 0.0026631212222804
517 => 0.0026624725456046
518 => 0.0026467732876881
519 => 0.0026267779223322
520 => 0.0026212156691221
521 => 0.0027023517121094
522 => 0.0028703008928955
523 => 0.0028373284500239
524 => 0.0028611544191505
525 => 0.002978354605825
526 => 0.0030156090208362
527 => 0.0029891667194804
528 => 0.0029529708664945
529 => 0.0029545633003288
530 => 0.0030782554872116
531 => 0.0030859700171836
601 => 0.003105462145621
602 => 0.0031305150391379
603 => 0.0029934333355781
604 => 0.0029481067644187
605 => 0.0029266285203809
606 => 0.0028604838418711
607 => 0.0029318152068278
608 => 0.0028902534751811
609 => 0.0028958615727312
610 => 0.0028922092918446
611 => 0.0028942036841748
612 => 0.0027883169212379
613 => 0.0028268964924077
614 => 0.0027627504727071
615 => 0.0026768661530565
616 => 0.0026765782387021
617 => 0.0026975983042644
618 => 0.0026850947467527
619 => 0.0026514479949847
620 => 0.0026562273572651
621 => 0.002614355114607
622 => 0.0026613114056453
623 => 0.0026626579440545
624 => 0.0026445772142784
625 => 0.0027169198593423
626 => 0.002746558700051
627 => 0.0027346575763855
628 => 0.0027457236854887
629 => 0.0028386986038869
630 => 0.0028538575723659
701 => 0.002860590184819
702 => 0.002851569376032
703 => 0.0027474230963205
704 => 0.0027520424266899
705 => 0.0027181488454132
706 => 0.002689512340852
707 => 0.0026906576508558
708 => 0.0027053805366853
709 => 0.0027696762425884
710 => 0.0029049827652226
711 => 0.0029101175488488
712 => 0.0029163410563959
713 => 0.0028910269235174
714 => 0.0028833919388176
715 => 0.0028934644543934
716 => 0.0029442784702158
717 => 0.0030749859147818
718 => 0.0030287851742155
719 => 0.0029912232529777
720 => 0.0030241751845245
721 => 0.0030191024929486
722 => 0.0029762838710721
723 => 0.0029750820949679
724 => 0.0028928994696452
725 => 0.0028625184242713
726 => 0.002837129748775
727 => 0.0028094059779212
728 => 0.0027929703972499
729 => 0.0028182229189989
730 => 0.0028239984695019
731 => 0.0027687833893592
801 => 0.0027612577779624
802 => 0.0028063476043073
803 => 0.0027865052528511
804 => 0.0028069136033904
805 => 0.0028116485157752
806 => 0.0028108860858269
807 => 0.0027901683920271
808 => 0.0028033732322446
809 => 0.0027721398485779
810 => 0.0027381782349429
811 => 0.002716512841327
812 => 0.0026976069118998
813 => 0.0027080970203651
814 => 0.0026707016991044
815 => 0.002658738183214
816 => 0.0027988997294972
817 => 0.0029024385707272
818 => 0.0029009330749698
819 => 0.0028917687567289
820 => 0.002878152438737
821 => 0.0029432823517439
822 => 0.002920592392366
823 => 0.002937101233623
824 => 0.0029413034265968
825 => 0.0029540221991088
826 => 0.0029585680670665
827 => 0.0029448272967902
828 => 0.0028987115934493
829 => 0.0027837956452734
830 => 0.0027303019611878
831 => 0.0027126481544318
901 => 0.002713289836778
902 => 0.0026955893730729
903 => 0.0027008029529132
904 => 0.0026937763027692
905 => 0.0026804695273257
906 => 0.002707275364479
907 => 0.0027103644874972
908 => 0.0027041076847998
909 => 0.0027055813883346
910 => 0.0026537777343149
911 => 0.0026577162536184
912 => 0.0026357860776537
913 => 0.0026316744340325
914 => 0.0025762368588726
915 => 0.0024780211586719
916 => 0.0025324421906118
917 => 0.0024667092367835
918 => 0.0024418151711519
919 => 0.0025596598060302
920 => 0.0025478314731898
921 => 0.0025275865090197
922 => 0.0024976399875919
923 => 0.0024865325314933
924 => 0.0024190471444315
925 => 0.0024150597477434
926 => 0.0024485073278299
927 => 0.0024330724204809
928 => 0.0024113959649064
929 => 0.0023328860401226
930 => 0.0022446148909228
1001 => 0.0022472792420645
1002 => 0.0022753566522818
1003 => 0.0023569955092434
1004 => 0.0023250977954619
1005 => 0.0023019556381294
1006 => 0.0022976218077117
1007 => 0.0023518687688776
1008 => 0.0024286395840171
1009 => 0.0024646587328304
1010 => 0.0024289648502742
1011 => 0.0023879616398889
1012 => 0.0023904573153144
1013 => 0.0024070599258385
1014 => 0.0024088046254563
1015 => 0.0023821157506936
1016 => 0.0023896285126083
1017 => 0.0023782159402785
1018 => 0.0023081770049563
1019 => 0.0023069102227121
1020 => 0.0022897215384537
1021 => 0.0022892010719255
1022 => 0.0022599588320837
1023 => 0.0022558676405877
1024 => 0.0021978053985046
1025 => 0.0022360221420724
1026 => 0.0022103883569562
1027 => 0.0021717521963875
1028 => 0.0021650913077426
1029 => 0.0021648910733866
1030 => 0.0022045617714033
1031 => 0.0022355585668686
1101 => 0.002210834267623
1102 => 0.0022052050239452
1103 => 0.0022653106191219
1104 => 0.002257661634261
1105 => 0.0022510376627021
1106 => 0.002421765599551
1107 => 0.0022866211154681
1108 => 0.0022276904066304
1109 => 0.0021547524638057
1110 => 0.0021785014257745
1111 => 0.0021835056810061
1112 => 0.0020081030765652
1113 => 0.0019369422617885
1114 => 0.0019125225517959
1115 => 0.0018984686634511
1116 => 0.0019048731968474
1117 => 0.0018408201172173
1118 => 0.0018838648460689
1119 => 0.0018284002933813
1120 => 0.0018191014806259
1121 => 0.001918278971571
1122 => 0.0019320789400495
1123 => 0.001873203987206
1124 => 0.0019110112379206
1125 => 0.0018973018032514
1126 => 0.0018293510739442
1127 => 0.0018267558558964
1128 => 0.0017926605685136
1129 => 0.0017393080459082
1130 => 0.0017149245114382
1201 => 0.0017022253549787
1202 => 0.0017074652744355
1203 => 0.001704815810814
1204 => 0.0016875262685171
1205 => 0.00170580682714
1206 => 0.0016591075539068
1207 => 0.0016405115270238
1208 => 0.0016321121331052
1209 => 0.0015906638402009
1210 => 0.0016566265063512
1211 => 0.0016696219825586
1212 => 0.0016826430638686
1213 => 0.0017959826868025
1214 => 0.0017903205595352
1215 => 0.0018415034324641
1216 => 0.0018395145601413
1217 => 0.0018249163756744
1218 => 0.0017633290366935
1219 => 0.0017878766523225
1220 => 0.0017123229069628
1221 => 0.0017689329101416
1222 => 0.001743098468781
1223 => 0.0017601982595305
1224 => 0.001729451293937
1225 => 0.0017464679342075
1226 => 0.0016727036920677
1227 => 0.0016038236806485
1228 => 0.0016315430079765
1229 => 0.0016616770868716
1230 => 0.0017270154479367
1231 => 0.0016881004591161
]
'min_raw' => 0.0015906638402009
'max_raw' => 0.00474817030211
'avg_raw' => 0.0031694170711554
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.00159'
'max' => '$0.004748'
'avg' => '$0.003169'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.0030132861597991
'max_diff' => 0.00014422030210995
'year' => 2026
]
1 => [
'items' => [
101 => 0.0017020957606346
102 => 0.0016552138433327
103 => 0.0015584830567813
104 => 0.0015590305425282
105 => 0.001544150618412
106 => 0.0015312921914712
107 => 0.0016925703137063
108 => 0.0016725128297766
109 => 0.0016405538541931
110 => 0.0016833322130108
111 => 0.001694643490066
112 => 0.001694965506222
113 => 0.0017261754925461
114 => 0.001742832267842
115 => 0.0017457680966825
116 => 0.0017948776844999
117 => 0.0018113385705652
118 => 0.0018791386306362
119 => 0.0017414190568326
120 => 0.001738582812839
121 => 0.0016839341922468
122 => 0.0016492751731067
123 => 0.0016863073249394
124 => 0.0017191127560703
125 => 0.0016849535484368
126 => 0.0016894140198135
127 => 0.0016435580744754
128 => 0.001659949417211
129 => 0.0016740678497272
130 => 0.0016662724811349
131 => 0.001654602437052
201 => 0.0017164230848258
202 => 0.0017129349216013
203 => 0.0017705037300588
204 => 0.0018153827330364
205 => 0.0018958139294537
206 => 0.0018118797830192
207 => 0.0018088208891151
208 => 0.0018387220676896
209 => 0.0018113339928505
210 => 0.0018286423107446
211 => 0.0018930252918554
212 => 0.0018943856027929
213 => 0.0018715986419281
214 => 0.0018702120532886
215 => 0.0018745885383848
216 => 0.0019002217482897
217 => 0.0018912647171199
218 => 0.0019016300203539
219 => 0.0019145919907671
220 => 0.0019682081961576
221 => 0.0019811348817605
222 => 0.0019497297374636
223 => 0.0019525652703651
224 => 0.0019408188843076
225 => 0.0019294720225578
226 => 0.0019549781106952
227 => 0.0020015909880898
228 => 0.0020013010117987
301 => 0.0020121142933294
302 => 0.002018850878141
303 => 0.0019899325246483
304 => 0.0019711077398819
305 => 0.0019783263602135
306 => 0.0019898690913249
307 => 0.0019745832080832
308 => 0.0018802316556054
309 => 0.0019088518894267
310 => 0.0019040880830609
311 => 0.0018973038434973
312 => 0.0019260817099183
313 => 0.001923306014498
314 => 0.0018401631603049
315 => 0.001845485696074
316 => 0.0018404868413338
317 => 0.0018566391636688
318 => 0.001810461714437
319 => 0.0018246655868109
320 => 0.0018335741224107
321 => 0.0018388213183176
322 => 0.0018577777879692
323 => 0.0018555534650504
324 => 0.0018576395209335
325 => 0.0018857469611045
326 => 0.0020279047481804
327 => 0.0020356420828774
328 => 0.0019975406170319
329 => 0.002012761401119
330 => 0.0019835408240913
331 => 0.0020031567932108
401 => 0.0020165775410908
402 => 0.0019559317620825
403 => 0.0019523407126375
404 => 0.0019229995318941
405 => 0.0019387658204562
406 => 0.0019136805217176
407 => 0.0019198355765815
408 => 0.0019026255065939
409 => 0.0019336002060809
410 => 0.001968234733089
411 => 0.0019769847823702
412 => 0.0019539671698445
413 => 0.0019373009014413
414 => 0.0019080404243354
415 => 0.0019567012498748
416 => 0.0019709311581742
417 => 0.0019566265062243
418 => 0.0019533118058047
419 => 0.0019470304544991
420 => 0.0019546444241781
421 => 0.0019708536590376
422 => 0.0019632096832154
423 => 0.0019682586639155
424 => 0.0019490171559731
425 => 0.0019899420978266
426 => 0.0020549407546136
427 => 0.0020551497359236
428 => 0.0020475057188975
429 => 0.0020443779518231
430 => 0.0020522211771696
501 => 0.0020564758051741
502 => 0.0020818393577431
503 => 0.0021090554601782
504 => 0.0022360611349268
505 => 0.0022003984496788
506 => 0.0023130854399173
507 => 0.0024022062186215
508 => 0.0024289296433756
509 => 0.0024043453500361
510 => 0.0023202438105393
511 => 0.002316117387784
512 => 0.0024418005945463
513 => 0.0024062893319804
514 => 0.0024020653802941
515 => 0.0023571296708307
516 => 0.0023836922405195
517 => 0.0023778826168792
518 => 0.0023687118417464
519 => 0.0024193913743479
520 => 0.0025142589351848
521 => 0.002499472936166
522 => 0.0024884358738012
523 => 0.0024400746793594
524 => 0.0024691989202772
525 => 0.0024588283359245
526 => 0.0025033869476393
527 => 0.0024769914131536
528 => 0.0024060202992402
529 => 0.0024173226830548
530 => 0.0024156143504784
531 => 0.0024507717138455
601 => 0.0024402183460221
602 => 0.0024135536360354
603 => 0.0025139346881753
604 => 0.0025074165009981
605 => 0.0025166578001503
606 => 0.0025207261058338
607 => 0.0025818262833588
608 => 0.0026068570711032
609 => 0.0026125394981467
610 => 0.0026363168105533
611 => 0.0026119478969534
612 => 0.0027094409260939
613 => 0.0027742681015963
614 => 0.0028495682019183
615 => 0.0029596018872476
616 => 0.0030009755708
617 => 0.0029935017851877
618 => 0.0030769280696073
619 => 0.0032268432482473
620 => 0.0030238039290298
621 => 0.0032376048251838
622 => 0.0031699179299115
623 => 0.0030094335188561
624 => 0.0029991002147711
625 => 0.0031077821212001
626 => 0.0033488281294138
627 => 0.0032884488382775
628 => 0.0033489268883038
629 => 0.0032783760304673
630 => 0.0032748725857264
701 => 0.0033455003906112
702 => 0.0035105261064456
703 => 0.0034321285747491
704 => 0.0033197264891988
705 => 0.003402722439999
706 => 0.0033308236665032
707 => 0.0031688156066176
708 => 0.0032884026673715
709 => 0.0032084382054888
710 => 0.0032317760866107
711 => 0.0033998494916721
712 => 0.0033796264549081
713 => 0.0034057969370836
714 => 0.0033596067210446
715 => 0.0033164577757357
716 => 0.0032359170650339
717 => 0.0032120729312042
718 => 0.0032186625919727
719 => 0.0032120696656956
720 => 0.0031670078782652
721 => 0.00315727678956
722 => 0.0031410578820559
723 => 0.0031460847996798
724 => 0.0031155885085633
725 => 0.0031731413107554
726 => 0.0031838236179958
727 => 0.0032257057479258
728 => 0.0032300540895937
729 => 0.003346695225294
730 => 0.0032824512478249
731 => 0.0033255516544693
801 => 0.0033216963484223
802 => 0.003012911702675
803 => 0.003055459502429
804 => 0.0031216505266111
805 => 0.0030918315599369
806 => 0.0030496745176231
807 => 0.0030156304456372
808 => 0.0029640501953933
809 => 0.0030366484071005
810 => 0.0031321073355364
811 => 0.0032324750855501
812 => 0.0033530603608361
813 => 0.0033261471311596
814 => 0.003230220827706
815 => 0.0032345240116047
816 => 0.0032611246012261
817 => 0.003226674420748
818 => 0.0032165143899775
819 => 0.0032597287690162
820 => 0.0032600263626944
821 => 0.0032203872666109
822 => 0.0031763356651921
823 => 0.0031761510873736
824 => 0.0031683125303892
825 => 0.0032797704923414
826 => 0.0033410611017441
827 => 0.0033480879713374
828 => 0.0033405881374334
829 => 0.0033434745258453
830 => 0.0033078108706802
831 => 0.0033893274106591
901 => 0.0034641350488939
902 => 0.0034440850038149
903 => 0.0034140271359596
904 => 0.0033900845964298
905 => 0.0034384449024065
906 => 0.0034362914941076
907 => 0.0034634816694347
908 => 0.0034622481660238
909 => 0.0034531051327355
910 => 0.0034440853303414
911 => 0.0034798478272818
912 => 0.0034695488024911
913 => 0.0034592337804702
914 => 0.0034385454246565
915 => 0.0034413573158088
916 => 0.0034113046378682
917 => 0.0033974008939359
918 => 0.0031883219449401
919 => 0.0031324492179167
920 => 0.0031500279152325
921 => 0.0031558152788195
922 => 0.0031314993964161
923 => 0.0031663621255449
924 => 0.0031609288061389
925 => 0.003182066673562
926 => 0.0031688606516956
927 => 0.0031694026314394
928 => 0.0032082387259278
929 => 0.0032195130093784
930 => 0.0032137788178208
1001 => 0.0032177948490311
1002 => 0.0033103425932125
1003 => 0.0032971852635002
1004 => 0.0032901956943258
1005 => 0.0032921318527547
1006 => 0.003315779785639
1007 => 0.0033223999157174
1008 => 0.0032943499593871
1009 => 0.0033075784809473
1010 => 0.0033639038468014
1011 => 0.0033836145371107
1012 => 0.00344652159891
1013 => 0.0034197975609738
1014 => 0.0034688506891949
1015 => 0.0036196232819029
1016 => 0.0037400708616279
1017 => 0.0036293022896061
1018 => 0.0038504889308643
1019 => 0.004022714458423
1020 => 0.0040161041558187
1021 => 0.0039860726514406
1022 => 0.0037899984671675
1023 => 0.003609568079498
1024 => 0.0037605057602625
1025 => 0.0037608905314514
1026 => 0.0037479248508137
1027 => 0.0036673961219207
1028 => 0.0037451226256044
1029 => 0.0037512922732056
1030 => 0.0037478389111906
1031 => 0.0036860977235579
1101 => 0.0035918303417216
1102 => 0.0036102499624882
1103 => 0.003640421677054
1104 => 0.003583300326902
1105 => 0.0035650465944237
1106 => 0.0035989837560154
1107 => 0.0037083363617523
1108 => 0.0036876638850743
1109 => 0.0036871240431642
1110 => 0.0037755696648873
1111 => 0.0037122616874933
1112 => 0.0036104822928939
1113 => 0.0035847816534522
1114 => 0.0034935616974595
1115 => 0.003556567645978
1116 => 0.0035588351178979
1117 => 0.0035243274037995
1118 => 0.0036132824037101
1119 => 0.0036124626677257
1120 => 0.0036969122009363
1121 => 0.0038583479906389
1122 => 0.0038106034838511
1123 => 0.0037550818170445
1124 => 0.0037611185616752
1125 => 0.0038273267503188
1126 => 0.0037872957680789
1127 => 0.0038016911883983
1128 => 0.003827304961126
1129 => 0.0038427583861668
1130 => 0.0037588950516265
1201 => 0.0037393424966982
1202 => 0.003699344831329
1203 => 0.003688910187026
1204 => 0.0037214874508905
1205 => 0.0037129044928339
1206 => 0.0035586445456631
1207 => 0.0035425235228895
1208 => 0.0035430179316424
1209 => 0.0035024808533654
1210 => 0.0034406520789793
1211 => 0.0036031344064616
1212 => 0.003590084801626
1213 => 0.0035756790478468
1214 => 0.0035774436704867
1215 => 0.0036479717418097
1216 => 0.0036070618986894
1217 => 0.0037158274216162
1218 => 0.0036934684998933
1219 => 0.0036705361561962
1220 => 0.003667366207761
1221 => 0.0036585392119332
1222 => 0.0036282681588593
1223 => 0.0035917140432643
1224 => 0.0035675778498852
1225 => 0.0032909019850675
1226 => 0.0033422514162282
1227 => 0.0034013242561307
1228 => 0.0034217159637455
1229 => 0.0033868345368072
1230 => 0.0036296454901996
1231 => 0.003674009391169
]
'min_raw' => 0.0015312921914712
'max_raw' => 0.004022714458423
'avg_raw' => 0.0027770033249471
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.001531'
'max' => '$0.004022'
'avg' => '$0.002777'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -5.9371648729743E-5
'max_diff' => -0.00072545584368696
'year' => 2027
]
2 => [
'items' => [
101 => 0.0035396282413471
102 => 0.0035144910149616
103 => 0.0036312934825766
104 => 0.0035608473160838
105 => 0.003592569220542
106 => 0.0035240038140574
107 => 0.0036633234265522
108 => 0.0036622620445291
109 => 0.0036080635685925
110 => 0.003653871749319
111 => 0.0036459114506338
112 => 0.0035847215047863
113 => 0.0036652632569781
114 => 0.0036653032046823
115 => 0.0036131383499698
116 => 0.0035522212200207
117 => 0.0035413306759841
118 => 0.0035331261139914
119 => 0.0035905514012406
120 => 0.0036420387342241
121 => 0.003737843896114
122 => 0.0037619315900877
123 => 0.0038559474632753
124 => 0.0037999655883419
125 => 0.0038247816284132
126 => 0.0038517229503539
127 => 0.0038646396108266
128 => 0.0038435926057326
129 => 0.0039896379552703
130 => 0.0040019686574852
131 => 0.0040061030352777
201 => 0.0039568573651284
202 => 0.0040005990463136
203 => 0.0039801337622592
204 => 0.0040333787459489
205 => 0.0040417282392575
206 => 0.0040346565154669
207 => 0.0040373067764309
208 => 0.0039126828347656
209 => 0.0039062204259465
210 => 0.0038181050231477
211 => 0.0038540127011044
212 => 0.0037868850182641
213 => 0.0038081718979845
214 => 0.0038175549517365
215 => 0.0038126537769401
216 => 0.0038560428673406
217 => 0.0038191532766946
218 => 0.0037217955817695
219 => 0.0036244113618056
220 => 0.0036231887822514
221 => 0.0035975492361092
222 => 0.0035790165403654
223 => 0.0035825865950484
224 => 0.0035951679334006
225 => 0.0035782852901088
226 => 0.0035818880580268
227 => 0.0036417180105837
228 => 0.0036537164808813
229 => 0.0036129409907051
301 => 0.0034492215137728
302 => 0.0034090443434744
303 => 0.003437922896737
304 => 0.0034241208082945
305 => 0.0027635327339656
306 => 0.0029187281033877
307 => 0.0028265162848138
308 => 0.0028690117332745
309 => 0.0027748873446452
310 => 0.002819808436381
311 => 0.002811513150993
312 => 0.003061062712459
313 => 0.0030571663393009
314 => 0.0030590313269402
315 => 0.002970010607717
316 => 0.0031118230306155
317 => 0.0031816849295451
318 => 0.0031687553513675
319 => 0.003172009447638
320 => 0.0031160932923743
321 => 0.0030595727175498
322 => 0.0029968827016154
323 => 0.0031133530025014
324 => 0.0031004034932572
325 => 0.003130105008377
326 => 0.0032056443239707
327 => 0.0032167677751378
328 => 0.0032317178063093
329 => 0.00322635928435
330 => 0.0033540210170971
331 => 0.0033385603389222
401 => 0.003375816124983
402 => 0.0032991781464526
403 => 0.0032124549992017
404 => 0.0032289382343008
405 => 0.003227350766211
406 => 0.0032071404754161
407 => 0.0031888955285497
408 => 0.003158522832499
409 => 0.0032546265371166
410 => 0.0032507249022151
411 => 0.003313887836116
412 => 0.003302723174017
413 => 0.0032281628280637
414 => 0.0032308257654059
415 => 0.0032487352987961
416 => 0.0033107203983468
417 => 0.0033291217961609
418 => 0.0033205975355245
419 => 0.0033407738281719
420 => 0.0033567203472267
421 => 0.0033427764654482
422 => 0.0035401924263865
423 => 0.0034582115556121
424 => 0.0034981684616083
425 => 0.0035076979482487
426 => 0.003483288368603
427 => 0.0034885819323866
428 => 0.003496600239109
429 => 0.0035452858273821
430 => 0.0036730508982991
501 => 0.0037296371784821
502 => 0.0038998797943302
503 => 0.0037249384756319
504 => 0.0037145581817595
505 => 0.0037452240177082
506 => 0.0038451744552222
507 => 0.00392617489696
508 => 0.003953047416512
509 => 0.0039565990635877
510 => 0.0040070136967187
511 => 0.0040359104242521
512 => 0.0040008920342201
513 => 0.0039712176152463
514 => 0.0038649275298064
515 => 0.0038772308966144
516 => 0.0039619888932594
517 => 0.0040817145557415
518 => 0.0041844516294832
519 => 0.0041484766870074
520 => 0.0044229401037467
521 => 0.0044501520304338
522 => 0.0044463922220326
523 => 0.0045083850407036
524 => 0.0043853419202596
525 => 0.0043327386024216
526 => 0.0039776335614474
527 => 0.0040774035934147
528 => 0.0042224251941678
529 => 0.0042032310415051
530 => 0.0040979124785997
531 => 0.0041843717359091
601 => 0.0041557856016117
602 => 0.0041332385314515
603 => 0.00423653103082
604 => 0.0041229566847423
605 => 0.0042212922031858
606 => 0.0040951758836313
607 => 0.0041486410175143
608 => 0.0041182916217048
609 => 0.0041379314002756
610 => 0.0040231176560571
611 => 0.0040850683654913
612 => 0.0040205403028696
613 => 0.0040205097081661
614 => 0.0040190852476073
615 => 0.0040950022271205
616 => 0.0040974778770969
617 => 0.0040413751145324
618 => 0.004033289829957
619 => 0.0040631853647015
620 => 0.0040281855231687
621 => 0.0040445617287355
622 => 0.0040286815417526
623 => 0.0040251065771748
624 => 0.0039966206511891
625 => 0.0039843481310377
626 => 0.0039891605024129
627 => 0.0039727333979616
628 => 0.0039628354733353
629 => 0.004017116301272
630 => 0.0039881162445878
701 => 0.0040126716266657
702 => 0.0039846876696516
703 => 0.003887683082611
704 => 0.003831894718799
705 => 0.0036486620462092
706 => 0.0037006266048562
707 => 0.0037350791610005
708 => 0.0037236925914003
709 => 0.0037481553489189
710 => 0.0037496571635523
711 => 0.0037417040717147
712 => 0.0037324954102209
713 => 0.0037280131430767
714 => 0.0037614202901173
715 => 0.0037808142634072
716 => 0.0037385369359253
717 => 0.0037286319496189
718 => 0.0037713766618984
719 => 0.003797450911696
720 => 0.0039899685223465
721 => 0.0039757061959258
722 => 0.0040115018364015
723 => 0.0040074717966128
724 => 0.0040449913305241
725 => 0.0041063199115309
726 => 0.0039816217586031
727 => 0.0040032650462137
728 => 0.0039979586119081
729 => 0.0040558928702349
730 => 0.0040560737346657
731 => 0.0040213392527679
801 => 0.0040401693789073
802 => 0.0040296589190738
803 => 0.0040486527405668
804 => 0.0039755157138612
805 => 0.0040645887177344
806 => 0.004115087371193
807 => 0.0041157885450453
808 => 0.0041397245060025
809 => 0.0041640448286125
810 => 0.0042107255700086
811 => 0.004162742928071
812 => 0.0040764268262412
813 => 0.004082658569994
814 => 0.004032051471073
815 => 0.0040329021855488
816 => 0.0040283610050054
817 => 0.0040419894296603
818 => 0.0039785063866801
819 => 0.0039934057299795
820 => 0.0039725465621099
821 => 0.0040032197024565
822 => 0.0039702204738953
823 => 0.0039979560529848
824 => 0.0040099258094708
825 => 0.0040540944685946
826 => 0.0039636967270303
827 => 0.0037793696125917
828 => 0.0038181174067969
829 => 0.0037608063755938
830 => 0.0037661107297301
831 => 0.0037768263692672
901 => 0.0037420934755884
902 => 0.0037487194171431
903 => 0.0037484826918847
904 => 0.0037464427214974
905 => 0.0037374073544036
906 => 0.0037243042845246
907 => 0.0037765028820103
908 => 0.0037853724408795
909 => 0.0038050883715399
910 => 0.0038637496077419
911 => 0.0038578879669181
912 => 0.0038674485462989
913 => 0.0038465778551911
914 => 0.003767078861232
915 => 0.0037713960390852
916 => 0.003717560762078
917 => 0.0038037116824687
918 => 0.0037833100073836
919 => 0.0037701569147355
920 => 0.0037665679715439
921 => 0.003825374617604
922 => 0.0038429704877865
923 => 0.0038320059223037
924 => 0.0038095172786111
925 => 0.0038527021226716
926 => 0.0038642565651199
927 => 0.0038668431786726
928 => 0.0039433584424754
929 => 0.0038711195319407
930 => 0.0038885081556994
1001 => 0.0040241692344634
1002 => 0.0039011433559736
1003 => 0.0039663129076142
1004 => 0.0039631231971873
1005 => 0.0039964617345892
1006 => 0.0039603884640414
1007 => 0.0039608356354633
1008 => 0.003990437998128
1009 => 0.0039488668185796
1010 => 0.0039385732099066
1011 => 0.0039243526632491
1012 => 0.0039554027066275
1013 => 0.0039740158033602
1014 => 0.0041240236932125
1015 => 0.0042209356312479
1016 => 0.0042167284284307
1017 => 0.004255174386626
1018 => 0.0042378541303344
1019 => 0.0041819224539161
1020 => 0.0042773910054209
1021 => 0.0042471807611509
1022 => 0.0042496712569831
1023 => 0.0042495785606038
1024 => 0.004269665732018
1025 => 0.0042554321301088
1026 => 0.0042273762396967
1027 => 0.0042460010490658
1028 => 0.0043013100744011
1029 => 0.00447299098613
1030 => 0.004569065898803
1031 => 0.0044672071557518
1101 => 0.0045374679527656
1102 => 0.0044953365110391
1103 => 0.0044876799747756
1104 => 0.0045318089475323
1105 => 0.0045760151622142
1106 => 0.0045731994174477
1107 => 0.0045411079756029
1108 => 0.004522980334395
1109 => 0.0046602489068267
1110 => 0.0047613860526853
1111 => 0.0047544891773698
1112 => 0.0047849297420285
1113 => 0.0048743041813578
1114 => 0.0048824754600131
1115 => 0.0048814460667172
1116 => 0.0048611926999853
1117 => 0.0049491934422424
1118 => 0.0050226052096591
1119 => 0.0048565046307628
1120 => 0.0049197535567903
1121 => 0.0049481480374372
1122 => 0.0049898395592895
1123 => 0.0050601801449649
1124 => 0.0051365886779272
1125 => 0.005147393682265
1126 => 0.0051397270146202
1127 => 0.00508933353316
1128 => 0.0051729406616707
1129 => 0.0052219157567239
1130 => 0.0052510793050529
1201 => 0.0053250332112636
1202 => 0.004948323392083
1203 => 0.0046816694583741
1204 => 0.004640027596096
1205 => 0.0047247079605239
1206 => 0.0047470374973103
1207 => 0.0047380364890306
1208 => 0.0044378932435262
1209 => 0.0046384474040245
1210 => 0.0048542268176478
1211 => 0.0048625157837144
1212 => 0.0049705394699091
1213 => 0.0050057164101746
1214 => 0.0050926896365494
1215 => 0.0050872494375594
1216 => 0.0051084260341354
1217 => 0.0051035579013101
1218 => 0.0052646574887961
1219 => 0.0054423742573133
1220 => 0.0054362204907243
1221 => 0.0054106716026006
1222 => 0.0054486160581971
1223 => 0.0056320388085932
1224 => 0.0056151521810264
1225 => 0.0056315561013081
1226 => 0.0058478218612783
1227 => 0.0061289981126853
1228 => 0.0059983635142727
1229 => 0.006281803003735
1230 => 0.0064602131378698
1231 => 0.0067687550169037
]
'min_raw' => 0.0027635327339656
'max_raw' => 0.0067687550169037
'avg_raw' => 0.0047661438754346
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.002763'
'max' => '$0.006768'
'avg' => '$0.004766'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.0012322405424944
'max_diff' => 0.0027460405584807
'year' => 2028
]
3 => [
'items' => [
101 => 0.0067301240540479
102 => 0.0068502371433709
103 => 0.0066609665680107
104 => 0.0062263630690892
105 => 0.0061575854017896
106 => 0.0062952800334514
107 => 0.0066337888493465
108 => 0.0062846191861883
109 => 0.0063552557542857
110 => 0.0063349124179217
111 => 0.0063338284079804
112 => 0.0063752006584499
113 => 0.0063151880513125
114 => 0.0060706858937725
115 => 0.0061827397917128
116 => 0.0061394704004479
117 => 0.0061874810160031
118 => 0.0064465745070706
119 => 0.0063320230986522
120 => 0.0062113524952843
121 => 0.0063627002108583
122 => 0.0065554178615015
123 => 0.0065433579372711
124 => 0.006519956643607
125 => 0.0066518685107398
126 => 0.0068697482686925
127 => 0.0069286402917553
128 => 0.0069721131791859
129 => 0.0069781073558821
130 => 0.0070398511012133
131 => 0.0067078394211403
201 => 0.0072347504840808
202 => 0.0073257334690263
203 => 0.0073086324387149
204 => 0.0074097561973325
205 => 0.0073800030222851
206 => 0.0073368953397714
207 => 0.0074971980068206
208 => 0.0073134239348069
209 => 0.0070525797760957
210 => 0.0069094755117143
211 => 0.0070979267509435
212 => 0.0072130073466988
213 => 0.0072890682999926
214 => 0.007312084298502
215 => 0.0067336125427483
216 => 0.0064218483499114
217 => 0.0066216856231361
218 => 0.0068655008885021
219 => 0.0067064850150306
220 => 0.0067127181362138
221 => 0.0064860032892799
222 => 0.0068855601218332
223 => 0.0068273480521321
224 => 0.0071293523727168
225 => 0.0070572766178732
226 => 0.0073035494175698
227 => 0.0072386975359094
228 => 0.0075078940708619
301 => 0.0076152838568597
302 => 0.0077956080214355
303 => 0.0079282552109489
304 => 0.0080061481777676
305 => 0.0080014717762089
306 => 0.0083101225168665
307 => 0.0081281219585363
308 => 0.0078994863630354
309 => 0.0078953510664488
310 => 0.0080137646811502
311 => 0.0082619271323755
312 => 0.0083262720453614
313 => 0.008362232073626
314 => 0.0083071580385611
315 => 0.0081096094765912
316 => 0.0080243090091265
317 => 0.0080969874787989
318 => 0.0080081079557217
319 => 0.0081615389477426
320 => 0.0083722324708788
321 => 0.0083287250915236
322 => 0.008474163737717
323 => 0.0086246774359354
324 => 0.0088399187843808
325 => 0.0088961908432284
326 => 0.0089892064166689
327 => 0.0090849499957633
328 => 0.0091157002530066
329 => 0.0091744120353286
330 => 0.0091741025952548
331 => 0.0093510345030408
401 => 0.0095461958764537
402 => 0.0096198647769209
403 => 0.0097892623514184
404 => 0.0094991749414905
405 => 0.0097192095742048
406 => 0.0099176863207372
407 => 0.0096810541612855
408 => 0.010007196464868
409 => 0.010019859831461
410 => 0.010211061632386
411 => 0.010017241977316
412 => 0.0099021524848301
413 => 0.01023441153729
414 => 0.010395181226714
415 => 0.010346756087872
416 => 0.0099782383902447
417 => 0.0097637452837579
418 => 0.0092023754514514
419 => 0.0098673422671905
420 => 0.010191228205789
421 => 0.0099773996039089
422 => 0.01008524231303
423 => 0.010673597165881
424 => 0.01089760460069
425 => 0.01085101262018
426 => 0.010858885897917
427 => 0.010979756243718
428 => 0.011515761921514
429 => 0.011194574894864
430 => 0.011440110342089
501 => 0.011570341457954
502 => 0.011691307376228
503 => 0.011394253312618
504 => 0.011007790340453
505 => 0.010885381294557
506 => 0.009956138563553
507 => 0.0099077674439076
508 => 0.0098806152686558
509 => 0.0097094246444441
510 => 0.0095749157068721
511 => 0.0094679492057182
512 => 0.0091872371637892
513 => 0.0092819692375518
514 => 0.0088345728318734
515 => 0.0091208011974713
516 => 0.0084067457312447
517 => 0.009001432341791
518 => 0.0086777714567529
519 => 0.0088951010362244
520 => 0.0088943427937953
521 => 0.0084941701335823
522 => 0.0082633588945618
523 => 0.0084104407993735
524 => 0.0085681242767077
525 => 0.0085937078903943
526 => 0.008798148634718
527 => 0.0088552036520197
528 => 0.0086823242859516
529 => 0.008391948518847
530 => 0.0084593961867793
531 => 0.0082619920697239
601 => 0.0079160489476242
602 => 0.0081645113375037
603 => 0.0082493473215287
604 => 0.0082868157250735
605 => 0.0079466203963244
606 => 0.0078397236380315
607 => 0.007782812700867
608 => 0.0083480335738955
609 => 0.008378997649234
610 => 0.0082205810619232
611 => 0.0089366390582448
612 => 0.0087745730803263
613 => 0.0089556404847899
614 => 0.0084532760178674
615 => 0.0084724670170273
616 => 0.0082346396276385
617 => 0.0083678070740644
618 => 0.0082736886151177
619 => 0.0083570484603795
620 => 0.0084070140079239
621 => 0.0086448023721783
622 => 0.0090041475029461
623 => 0.0086092847201018
624 => 0.0084372373510774
625 => 0.008543974571189
626 => 0.0088282298540127
627 => 0.0092588911582507
628 => 0.0090039309982753
629 => 0.0091170779877681
630 => 0.0091417955714131
701 => 0.0089537973885854
702 => 0.0092658229194094
703 => 0.0094330399362688
704 => 0.0096045699948805
705 => 0.0097535047386099
706 => 0.0095360571174442
707 => 0.0097687572419836
708 => 0.0095812420187064
709 => 0.0094130214784594
710 => 0.0094132765995805
711 => 0.0093077493973735
712 => 0.0091032771458144
713 => 0.0090655693254597
714 => 0.0092617301689175
715 => 0.0094190325888695
716 => 0.0094319887696046
717 => 0.0095190794717802
718 => 0.0095706188522222
719 => 0.010075774844944
720 => 0.010278952764086
721 => 0.010527394877651
722 => 0.010624177082316
723 => 0.010915456820014
724 => 0.010680224775239
725 => 0.010629330842673
726 => 0.0099227814758925
727 => 0.010038478895121
728 => 0.010223721626447
729 => 0.0099258360603029
730 => 0.010114775888215
731 => 0.010152076612538
801 => 0.0099157140227527
802 => 0.010041965494582
803 => 0.0097066790163565
804 => 0.0090114558319392
805 => 0.0092665969015537
806 => 0.0094544666083455
807 => 0.0091863533725859
808 => 0.0096669359702698
809 => 0.0093861895379413
810 => 0.0092972063970986
811 => 0.0089500514398907
812 => 0.0091138952164731
813 => 0.0093354962703177
814 => 0.0091985725829294
815 => 0.0094827097934552
816 => 0.009885123860186
817 => 0.01017190808831
818 => 0.010193923820332
819 => 0.010009540774699
820 => 0.010305015782042
821 => 0.010307167994894
822 => 0.0099738709795591
823 => 0.0097697284134724
824 => 0.0097233467929378
825 => 0.0098392171746854
826 => 0.0099799052089796
827 => 0.010201731027096
828 => 0.010335775723166
829 => 0.010685293198702
830 => 0.01077986260613
831 => 0.010883765713242
901 => 0.011022612306874
902 => 0.011189333242065
903 => 0.010824557327295
904 => 0.010839050554416
905 => 0.010499376273248
906 => 0.0101363855896
907 => 0.010411850271061
908 => 0.01077198369854
909 => 0.010689368692365
910 => 0.010680072816498
911 => 0.010695705901244
912 => 0.010633416884542
913 => 0.010351685970534
914 => 0.010210202469248
915 => 0.010392752282198
916 => 0.010489769383423
917 => 0.010640234446643
918 => 0.010621686451669
919 => 0.011009268295755
920 => 0.011159870880501
921 => 0.011121340294675
922 => 0.011128430849757
923 => 0.011401089635722
924 => 0.011704342282271
925 => 0.011988378403475
926 => 0.012277312145599
927 => 0.011928991242192
928 => 0.011752135368889
929 => 0.011934605486301
930 => 0.011837784273549
1001 => 0.012394147681057
1002 => 0.012432669076268
1003 => 0.012988992252369
1004 => 0.01351700919222
1005 => 0.013185371212706
1006 => 0.013498090890085
1007 => 0.013836322717581
1008 => 0.014488826788956
1009 => 0.014269086373087
1010 => 0.014100768658302
1011 => 0.013941709231136
1012 => 0.014272686649096
1013 => 0.014698483809807
1014 => 0.01479019643999
1015 => 0.014938805937807
1016 => 0.014782561221957
1017 => 0.014970740772407
1018 => 0.015635097275781
1019 => 0.015455582284133
1020 => 0.015200642137516
1021 => 0.015725087791453
1022 => 0.015914882634882
1023 => 0.017246962242398
1024 => 0.01892876777235
1025 => 0.01823248923962
1026 => 0.017800286685586
1027 => 0.017901864537765
1028 => 0.018516002984594
1029 => 0.018713244761935
1030 => 0.018177073617804
1031 => 0.018366458330225
1101 => 0.019409986715558
1102 => 0.01996980621389
1103 => 0.019209496141365
1104 => 0.017111830805604
1105 => 0.015177687566674
1106 => 0.015690709449243
1107 => 0.015632548688683
1108 => 0.016753689755906
1109 => 0.015451300910951
1110 => 0.015473229798938
1111 => 0.016617554876123
1112 => 0.016312268564228
1113 => 0.015817743837076
1114 => 0.015181298144456
1115 => 0.014004769417548
1116 => 0.012962685114194
1117 => 0.015006452410753
1118 => 0.014918321448575
1119 => 0.014790694755066
1120 => 0.015074714150821
1121 => 0.016453831716294
1122 => 0.016422038592642
1123 => 0.016219786960962
1124 => 0.016373193041027
1125 => 0.015790851009533
1126 => 0.01594093381073
1127 => 0.015177381188503
1128 => 0.015522538862524
1129 => 0.015816682809114
1130 => 0.015875736561267
1201 => 0.016008787680228
1202 => 0.01487188043621
1203 => 0.015382318410931
1204 => 0.015682152899509
1205 => 0.014327489772041
1206 => 0.015655375565053
1207 => 0.014852089410482
1208 => 0.014579442024667
1209 => 0.014946525811105
1210 => 0.01480347290253
1211 => 0.014680484412085
1212 => 0.014611854721206
1213 => 0.014881400540407
1214 => 0.014868825905765
1215 => 0.014427796628963
1216 => 0.013852491916028
1217 => 0.014045583061423
1218 => 0.013975431238062
1219 => 0.013721191980437
1220 => 0.013892518543111
1221 => 0.013138083067482
1222 => 0.011840116043807
1223 => 0.012697592817452
1224 => 0.012664580894422
1225 => 0.012647934785859
1226 => 0.013292304882336
1227 => 0.013230363565707
1228 => 0.013117939469495
1229 => 0.013719127223746
1230 => 0.013499685606328
1231 => 0.014175952964262
]
'min_raw' => 0.0060706858937725
'max_raw' => 0.01996980621389
'avg_raw' => 0.013020246053831
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.00607'
'max' => '$0.019969'
'avg' => '$0.01302'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.0033071531598069
'max_diff' => 0.013201051196987
'year' => 2029
]
4 => [
'items' => [
101 => 0.014621386384429
102 => 0.014508410060813
103 => 0.014927342345446
104 => 0.014050031491423
105 => 0.014341438965527
106 => 0.014401497642067
107 => 0.013711708660178
108 => 0.013240497931149
109 => 0.013209073547718
110 => 0.012392059080419
111 => 0.01282850161414
112 => 0.013212552982595
113 => 0.013028622180695
114 => 0.01297039518359
115 => 0.013267864283905
116 => 0.01329098018065
117 => 0.01276393528515
118 => 0.012873524608266
119 => 0.013330530303367
120 => 0.012862009237305
121 => 0.011951749338429
122 => 0.01172599229818
123 => 0.011695872147483
124 => 0.011083601149311
125 => 0.011741078463109
126 => 0.011454071996339
127 => 0.012360721985998
128 => 0.011842848374366
129 => 0.01182052387803
130 => 0.011786777127526
131 => 0.011259770186803
201 => 0.011375151213783
202 => 0.011758695320491
203 => 0.011895548178698
204 => 0.011881273304384
205 => 0.011756815745126
206 => 0.011813791778429
207 => 0.011630252123395
208 => 0.011565440451155
209 => 0.011360876985711
210 => 0.011060225203607
211 => 0.011102032677913
212 => 0.010506362827748
213 => 0.010181810278787
214 => 0.010091978410768
215 => 0.009971851482521
216 => 0.010105547066959
217 => 0.010504675369905
218 => 0.010023241956759
219 => 0.009197858138548
220 => 0.009247465112408
221 => 0.0093589172542289
222 => 0.0091512269252754
223 => 0.008954665459049
224 => 0.009125559706397
225 => 0.0087758337017784
226 => 0.0094011799710513
227 => 0.0093842661069801
228 => 0.0096173565250112
301 => 0.0097631127469029
302 => 0.0094271918445797
303 => 0.0093427086460721
304 => 0.0093908341154893
305 => 0.0085954273068308
306 => 0.0095523548192502
307 => 0.0095606303681149
308 => 0.009489770094504
309 => 0.009999304453045
310 => 0.011074580877318
311 => 0.010670018633613
312 => 0.010513359904891
313 => 0.010215551547075
314 => 0.010612363501755
315 => 0.010581894534866
316 => 0.010444102311583
317 => 0.010360765145004
318 => 0.010514316429683
319 => 0.010341738441555
320 => 0.010310738692762
321 => 0.010122913943131
322 => 0.010055869052994
323 => 0.010006231685471
324 => 0.0099515858210952
325 => 0.010072120981008
326 => 0.0097989724509251
327 => 0.0094695821007261
328 => 0.0094421968571601
329 => 0.0095178099223812
330 => 0.0094843567697515
331 => 0.0094420366963356
401 => 0.0093612361509985
402 => 0.0093372643552275
403 => 0.0094151610620213
404 => 0.0093272202217112
405 => 0.0094569817219743
406 => 0.009421693773934
407 => 0.0092245781647249
408 => 0.0089788991341047
409 => 0.0089767120754029
410 => 0.0089237809312502
411 => 0.0088563651609209
412 => 0.0088376116358791
413 => 0.0091111674695482
414 => 0.009677419858406
415 => 0.009566250965202
416 => 0.0096465818835883
417 => 0.010041730495617
418 => 0.010167336356848
419 => 0.010078184291684
420 => 0.0099561474462282
421 => 0.0099615164480808
422 => 0.010378553292069
423 => 0.010404563368481
424 => 0.010470282440404
425 => 0.010554750020034
426 => 0.010092569485743
427 => 0.0099397477864789
428 => 0.0098673323871425
429 => 0.0096443209854726
430 => 0.009884819662621
501 => 0.0097446913826268
502 => 0.0097635994750617
503 => 0.0097512855550585
504 => 0.0097580097880439
505 => 0.0094010051740244
506 => 0.009531078891763
507 => 0.0093148061078102
508 => 0.0090252411278567
509 => 0.0090242704045093
510 => 0.0090951410231265
511 => 0.0090529844060054
512 => 0.0089395420332782
513 => 0.0089556559868912
514 => 0.0088144807973426
515 => 0.0089727972109618
516 => 0.008977337159221
517 => 0.0089163767164243
518 => 0.0091602849950596
519 => 0.0092602144158267
520 => 0.0092200889464787
521 => 0.009257399105931
522 => 0.0095708705346121
523 => 0.0096219800552044
524 => 0.0096446795281461
525 => 0.0096142652415081
526 => 0.0092631287881997
527 => 0.0092787031830514
528 => 0.0091644286074028
529 => 0.0090678786329378
530 => 0.0090717401255785
531 => 0.0091213793630716
601 => 0.0093381568245068
602 => 0.0097943522123678
603 => 0.0098116644938626
604 => 0.0098326474840692
605 => 0.009747299117693
606 => 0.00972155723372
607 => 0.0097555174232243
608 => 0.0099268404252909
609 => 0.010367529700348
610 => 0.010211760677896
611 => 0.010085118037953
612 => 0.010196217775793
613 => 0.010179114841981
614 => 0.010034748868824
615 => 0.010030696996783
616 => 0.0097536125377
617 => 0.0096511807220849
618 => 0.0095655810300684
619 => 0.0094721084010229
620 => 0.0094166946932939
621 => 0.0095018353334455
622 => 0.0095213080052026
623 => 0.0093351465075075
624 => 0.009309773383262
625 => 0.0094617968808548
626 => 0.0093948970075715
627 => 0.0094637051862804
628 => 0.0094796692739665
629 => 0.009477098688165
630 => 0.0094072475370556
701 => 0.0094517685777814
702 => 0.0093464630441039
703 => 0.0092319590926093
704 => 0.0091589127054041
705 => 0.0090951700443702
706 => 0.009130538177457
707 => 0.0090044572409686
708 => 0.0089641214118781
709 => 0.0094366858509386
710 => 0.0097857742829965
711 => 0.0097806983989402
712 => 0.0097498002601588
713 => 0.0097038918933882
714 => 0.0099234819423161
715 => 0.0098469811601112
716 => 0.0099026418710195
717 => 0.0099168098580184
718 => 0.0099596920875392
719 => 0.0099750187987407
720 => 0.0099286908324043
721 => 0.009773208518895
722 => 0.0093857613764445
723 => 0.0092054036857403
724 => 0.0091458826437129
725 => 0.0091480461205441
726 => 0.0090883677713553
727 => 0.0091059457197874
728 => 0.0090822548782419
729 => 0.0090373901557847
730 => 0.0091277679072708
731 => 0.0091381831012025
801 => 0.009117087854072
802 => 0.0091220565484303
803 => 0.0089473969120873
804 => 0.0089606759048976
805 => 0.0088867367855167
806 => 0.0088728740919821
807 => 0.0086859624368027
808 => 0.0083548213463746
809 => 0.0085383056551151
810 => 0.0083166824119546
811 => 0.0082327503316296
812 => 0.0086300717457717
813 => 0.0085901916957724
814 => 0.0085219343856147
815 => 0.0084209675978215
816 => 0.0083835180340873
817 => 0.0081559863399291
818 => 0.0081425425536038
819 => 0.0082553134051011
820 => 0.0082032735373432
821 => 0.0081301898539719
822 => 0.0078654881611753
823 => 0.0075678758187533
824 => 0.0075768588646465
825 => 0.0076715238134965
826 => 0.0079467749195854
827 => 0.007839229550544
828 => 0.0077612041513635
829 => 0.0077465923395319
830 => 0.0079294897565047
831 => 0.0081883279197147
901 => 0.0083097689947153
902 => 0.0081894245776099
903 => 0.0080511793910429
904 => 0.0080595937349827
905 => 0.0081155705955219
906 => 0.0081214529720943
907 => 0.008031469567474
908 => 0.0080567993687938
909 => 0.0080183210843834
910 => 0.0077821799239823
911 => 0.0077779088792023
912 => 0.0077199560301493
913 => 0.0077182012409119
914 => 0.007619608987657
915 => 0.0076058152498905
916 => 0.0074100543469309
917 => 0.0075389047660775
918 => 0.0074524786698646
919 => 0.0073222141570166
920 => 0.0072997565059019
921 => 0.007299081401791
922 => 0.0074328339298738
923 => 0.0075373417899124
924 => 0.0074539820888104
925 => 0.0074350027007294
926 => 0.0076376529113062
927 => 0.0076118638248126
928 => 0.0075895306422309
929 => 0.008165151801161
930 => 0.0077095027375887
1001 => 0.0075108137383319
1002 => 0.0072648983717339
1003 => 0.0073449696551111
1004 => 0.0073618418510106
1005 => 0.0067704597239191
1006 => 0.00653053606861
1007 => 0.0064482033114402
1008 => 0.0064008196456746
1009 => 0.0064224129771706
1010 => 0.0062064535471545
1011 => 0.0063515818557646
1012 => 0.0061645792439669
1013 => 0.0061332276475398
1014 => 0.0064676114826125
1015 => 0.0065141390398208
1016 => 0.0063156380257911
1017 => 0.0064431078111933
1018 => 0.0063968854950439
1019 => 0.0061677848670161
1020 => 0.0061590349081756
1021 => 0.0060440802663077
1022 => 0.0058641985113894
1023 => 0.0057819877225198
1024 => 0.0057391716298898
1025 => 0.005756838384178
1026 => 0.0057479055325983
1027 => 0.0056896126336271
1028 => 0.0057512468133321
1029 => 0.0055937969531872
1030 => 0.0055310991502178
1031 => 0.0055027800071945
1101 => 0.0053630341938402
1102 => 0.0055854319281322
1103 => 0.0056292470834806
1104 => 0.0056731485682202
1105 => 0.0060552810200617
1106 => 0.0060361907626628
1107 => 0.0062087573922165
1108 => 0.0062020517703217
1109 => 0.0061528329721789
1110 => 0.0059451869589139
1111 => 0.0060279509588671
1112 => 0.0057732162313926
1113 => 0.0059640808094942
1114 => 0.005876978186744
1115 => 0.005934631325125
1116 => 0.005830965783942
1117 => 0.005888338574678
1118 => 0.0056396372822488
1119 => 0.0054074035147
1120 => 0.0055008611620879
1121 => 0.005602460312977
1122 => 0.0058227531590866
1123 => 0.0056915485573202
1124 => 0.0057387346935107
1125 => 0.0055806690361364
1126 => 0.0052545344357504
1127 => 0.0052563803221705
1128 => 0.0052062116191296
1129 => 0.0051628585349517
1130 => 0.0057066189841464
1201 => 0.0056389937767084
1202 => 0.0055312418592243
1203 => 0.0056754720826678
1204 => 0.0057136088429877
1205 => 0.00571469454294
1206 => 0.0058199211908435
1207 => 0.0058760806716925
1208 => 0.0058859790236013
1209 => 0.0060515554276496
1210 => 0.006107054454281
1211 => 0.0063356470904596
1212 => 0.0058713159321069
1213 => 0.0058617533374623
1214 => 0.0056775016976909
1215 => 0.0055606463948448
1216 => 0.0056855028802509
1217 => 0.0057961086817108
1218 => 0.0056809385282548
1219 => 0.0056959773189215
1220 => 0.005541370797654
1221 => 0.0055966353540942
1222 => 0.0056442366350401
1223 => 0.0056179540055757
1224 => 0.0055786076371739
1225 => 0.005787040267323
1226 => 0.0057752796814759
1227 => 0.0059693769385162
1228 => 0.0061206896304072
1229 => 0.0063918690246548
1230 => 0.0061088791898559
1231 => 0.0060985659154931
]
'min_raw' => 0.0051628585349517
'max_raw' => 0.014927342345446
'avg_raw' => 0.010045100440199
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.005162'
'max' => '$0.014927'
'avg' => '$0.010045'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.00090782735882078
'max_diff' => -0.0050424638684445
'year' => 2030
]
5 => [
'items' => [
101 => 0.0061993798266906
102 => 0.0061070390201965
103 => 0.0061653952224044
104 => 0.0063824669382957
105 => 0.0063870533215953
106 => 0.0063102254921051
107 => 0.0063055505116984
108 => 0.0063203061367564
109 => 0.0064067302936045
110 => 0.0063765310376557
111 => 0.0064114783811913
112 => 0.0064551805694153
113 => 0.0066359513492535
114 => 0.0066795345722758
115 => 0.0065736499356417
116 => 0.0065832101327898
117 => 0.0065436063720904
118 => 0.0065053496354884
119 => 0.0065913451924219
120 => 0.0067485037629649
121 => 0.0067475260876541
122 => 0.006783983821294
123 => 0.0068066966873194
124 => 0.006709196439504
125 => 0.0066457273633596
126 => 0.0066700654457956
127 => 0.0067089825696253
128 => 0.0066574451470495
129 => 0.0063393323004558
130 => 0.006435827416985
131 => 0.0064197659112244
201 => 0.0063968923738755
202 => 0.0064939189597203
203 => 0.0064845605088176
204 => 0.006204238571057
205 => 0.0062221838720102
206 => 0.0062053298842447
207 => 0.0062597885667164
208 => 0.0061040980726248
209 => 0.0061519874200159
210 => 0.0061820231697649
211 => 0.0061997144571125
212 => 0.0062636275180414
213 => 0.0062561280580232
214 => 0.006263161341077
215 => 0.0063579275380121
216 => 0.0068372224422782
217 => 0.0068633094064128
218 => 0.0067348476541552
219 => 0.0067861655903861
220 => 0.0066876463748217
221 => 0.0067537829842514
222 => 0.0067990319727355
223 => 0.006594560494656
224 => 0.006582453020733
225 => 0.0064835271813207
226 => 0.0065366843239749
227 => 0.0064521074878783
228 => 0.0064728596850843
301 => 0.0064148347325523
302 => 0.006519268094457
303 => 0.0066360408203703
304 => 0.0066655422224307
305 => 0.006587936734762
306 => 0.006531745247239
307 => 0.0064330915057753
308 => 0.0065971548764714
309 => 0.0066451320058036
310 => 0.0065969028730355
311 => 0.0065857271291458
312 => 0.0065645491146689
313 => 0.006590220145032
314 => 0.0066448707120537
315 => 0.0066190985138838
316 => 0.0066361215048227
317 => 0.0065712474173956
318 => 0.006709228716143
319 => 0.0069283762255618
320 => 0.0069290808206388
321 => 0.0069033084835471
322 => 0.006892762998482
323 => 0.0069192069803342
324 => 0.0069335517557001
325 => 0.0070190667440133
326 => 0.0071108277335407
327 => 0.0075390362332089
328 => 0.007418797000006
329 => 0.0077987290551493
330 => 0.0080992059827647
331 => 0.008189305875093
401 => 0.0081064182136785
402 => 0.007822864001483
403 => 0.0078089514790659
404 => 0.0082327011855864
405 => 0.0081129724845282
406 => 0.008098731136511
407 => 0.0079472272547441
408 => 0.0080367848129891
409 => 0.0080171972612708
410 => 0.0079862773526277
411 => 0.0081571469351255
412 => 0.0084769995399287
413 => 0.0084271475119114
414 => 0.0083899352855655
415 => 0.008226882142034
416 => 0.008325076553678
417 => 0.0082901114044817
418 => 0.0084403438748612
419 => 0.0083513494874651
420 => 0.0081120654218613
421 => 0.0081501721979993
422 => 0.0081444124354462
423 => 0.0082629479406471
424 => 0.0082273665242179
425 => 0.0081374645928271
426 => 0.0084759063184979
427 => 0.0084539297953446
428 => 0.0084850874806433
429 => 0.0084988040572952
430 => 0.0087048075716989
501 => 0.0087892006201729
502 => 0.0088083593196847
503 => 0.0088885261885424
504 => 0.0088063646949572
505 => 0.00913506924945
506 => 0.0093536385977453
507 => 0.009607518143266
508 => 0.0099785043956605
509 => 0.010117998658376
510 => 0.010092800268381
511 => 0.010374077810939
512 => 0.010879527302467
513 => 0.010194966061973
514 => 0.010915810710458
515 => 0.010687599617299
516 => 0.010146515220762
517 => 0.010111675764591
518 => 0.010478104400045
519 => 0.011290807846032
520 => 0.011087234850419
521 => 0.011291140818525
522 => 0.011053273675626
523 => 0.011041461567079
524 => 0.011279588142324
525 => 0.011835983864987
526 => 0.011571661113332
527 => 0.011192689634236
528 => 0.011472516276951
529 => 0.011230104542298
530 => 0.010683883057352
531 => 0.011087079181985
601 => 0.010817473415807
602 => 0.010896158711409
603 => 0.011462829931084
604 => 0.011394646550707
605 => 0.011482882158526
606 => 0.011327148620253
607 => 0.011181668938581
608 => 0.010910120309277
609 => 0.010829728147325
610 => 0.010851945648682
611 => 0.010829717137435
612 => 0.010677788175
613 => 0.010644979130028
614 => 0.01059029595101
615 => 0.010607244554747
616 => 0.010504424180064
617 => 0.010698467470863
618 => 0.010734483615539
619 => 0.010875692140715
620 => 0.01089035287824
621 => 0.011283616610878
622 => 0.01106701355547
623 => 0.011212329585645
624 => 0.011199331152139
625 => 0.010158242160346
626 => 0.010301695037809
627 => 0.010524862697149
628 => 0.010424325969113
629 => 0.010282190557642
630 => 0.01016740859206
701 => 0.0099935021771448
702 => 0.010238272116561
703 => 0.010560118558512
704 => 0.010898515435136
705 => 0.011305077109757
706 => 0.011214337276881
707 => 0.010890915047427
708 => 0.01090542353238
709 => 0.010995109277483
710 => 0.010878958088766
711 => 0.010844702835673
712 => 0.010990403131733
713 => 0.010991406489596
714 => 0.010857760509637
715 => 0.010709237459869
716 => 0.010708615142868
717 => 0.010682186900724
718 => 0.011057975201192
719 => 0.011264620769967
720 => 0.011288312351402
721 => 0.011263026137772
722 => 0.011272757797824
723 => 0.011152515294478
724 => 0.01142735400032
725 => 0.011679573175532
726 => 0.011611973048698
727 => 0.011510630848651
728 => 0.011429906905011
729 => 0.011592957053021
730 => 0.011585696686594
731 => 0.011677370261067
801 => 0.011673211418197
802 => 0.011642385043119
803 => 0.011611974149605
804 => 0.011732549904897
805 => 0.011697826023761
806 => 0.011663048206845
807 => 0.011593295970805
808 => 0.011602776458145
809 => 0.011501451756257
810 => 0.01145457431286
811 => 0.010749650038895
812 => 0.010561271238826
813 => 0.010620539044132
814 => 0.010640051544527
815 => 0.010558068849323
816 => 0.010675610974619
817 => 0.010657292158899
818 => 0.010728559954715
819 => 0.010684034929977
820 => 0.010685862252523
821 => 0.010816800856541
822 => 0.010854812890339
823 => 0.010835479663155
824 => 0.010849019992771
825 => 0.011161051173755
826 => 0.011116690318015
827 => 0.011093124497547
828 => 0.011099652390868
829 => 0.011179383047634
830 => 0.011201703278396
831 => 0.011107130892243
901 => 0.011151731776269
902 => 0.011341636679758
903 => 0.011408092648292
904 => 0.011620188199179
905 => 0.011530086239464
906 => 0.011695472286042
907 => 0.012203812608963
908 => 0.012609910033387
909 => 0.012236446059201
910 => 0.012982192262961
911 => 0.013562862653528
912 => 0.013540575556781
913 => 0.013439322243037
914 => 0.012778244441298
915 => 0.012169910792023
916 => 0.012678807720853
917 => 0.01268010500378
918 => 0.012636390306275
919 => 0.012364882074476
920 => 0.012626942408337
921 => 0.012647743805975
922 => 0.012636100554836
923 => 0.0124279358301
924 => 0.012110106770701
925 => 0.012172209808132
926 => 0.012273935850312
927 => 0.01208134723019
928 => 0.012019803496704
929 => 0.012134225006428
930 => 0.012502914951425
1001 => 0.012433216252999
1002 => 0.012431396138308
1003 => 0.012729596727024
1004 => 0.012516149461218
1005 => 0.012172993126316
1006 => 0.012086341626077
1007 => 0.011778787175673
1008 => 0.011991216130038
1009 => 0.011998861069926
1010 => 0.011882515902592
1011 => 0.01218243389543
1012 => 0.012179670098326
1013 => 0.012464397595624
1014 => 0.013008689631693
1015 => 0.012847715693643
1016 => 0.012660520517606
1017 => 0.0126808738236
1018 => 0.01290409935412
1019 => 0.012769132102625
1020 => 0.012817667267288
1021 => 0.012904025890336
1022 => 0.012956128191784
1023 => 0.012673377104231
1024 => 0.012607454300174
1025 => 0.012472599378834
1026 => 0.012437418247043
1027 => 0.012547254766634
1028 => 0.012518316724303
1029 => 0.011998218542331
1030 => 0.011943865388516
1031 => 0.011945532322145
1101 => 0.011808858732526
1102 => 0.011600398702936
1103 => 0.012148219214196
1104 => 0.012104221560399
1105 => 0.012055651555754
1106 => 0.012061601104187
1107 => 0.012299391420765
1108 => 0.012161461028451
1109 => 0.012528171582765
1110 => 0.012452786917126
1111 => 0.012375468919266
1112 => 0.012364781216798
1113 => 0.012335020384084
1114 => 0.012232959415188
1115 => 0.012109714662332
1116 => 0.012028337801219
1117 => 0.011095505806094
1118 => 0.011268633998356
1119 => 0.011467802202421
1120 => 0.011536554268347
1121 => 0.011418949102082
1122 => 0.012237603183964
1123 => 0.012387179173471
1124 => 0.011934103744654
1125 => 0.01184935183087
1126 => 0.012243159505322
1127 => 0.012005645336597
1128 => 0.012112597952231
1129 => 0.011881424897184
1130 => 0.012351150697695
1201 => 0.012347572174101
1202 => 0.012164838228464
1203 => 0.012319283708008
1204 => 0.012292445005221
1205 => 0.01208613883065
1206 => 0.01235769097141
1207 => 0.012357825657884
1208 => 0.012181948208187
1209 => 0.011976561851465
1210 => 0.011939843621893
1211 => 0.01191218136831
1212 => 0.012105794733576
1213 => 0.012279387871461
1214 => 0.012602401663676
1215 => 0.012683615005657
1216 => 0.013000596086088
1217 => 0.01281184928622
1218 => 0.012895518297921
1219 => 0.012986352845827
1220 => 0.013029902268423
1221 => 0.012958940821294
1222 => 0.013451342913821
1223 => 0.01349291673724
1224 => 0.013506856080621
1225 => 0.01334082086549
1226 => 0.013488298997552
1227 => 0.013419298863522
1228 => 0.013598818043478
1229 => 0.013626968943111
1230 => 0.013603126132619
1231 => 0.013612061672494
]
'min_raw' => 0.0061040980726248
'max_raw' => 0.013626968943111
'avg_raw' => 0.0098655335078679
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.006104'
'max' => '$0.013626'
'avg' => '$0.009865'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.00094123953767314
'max_diff' => -0.0013003734023348
'year' => 2031
]
6 => [
'items' => [
101 => 0.013191883352204
102 => 0.01317009488968
103 => 0.012873007657122
104 => 0.012994072900348
105 => 0.012767747230946
106 => 0.012839517432126
107 => 0.012871153052955
108 => 0.01285462839994
109 => 0.013000917747555
110 => 0.012876541917143
111 => 0.012548293651406
112 => 0.012219955954648
113 => 0.012215833942323
114 => 0.012129388422409
115 => 0.012066904144797
116 => 0.012078940833414
117 => 0.01212135969407
118 => 0.012064438683503
119 => 0.012076585667076
120 => 0.012278306529315
121 => 0.01231876020963
122 => 0.012181282797647
123 => 0.011629291150641
124 => 0.011493831015899
125 => 0.01159119707446
126 => 0.011544662369645
127 => 0.0093174435562589
128 => 0.0098406955796605
129 => 0.009529796995315
130 => 0.0096730733667375
131 => 0.0093557264189189
201 => 0.0095071810159965
202 => 0.0094792128821526
203 => 0.010320586651629
204 => 0.010307449757491
205 => 0.010313737693526
206 => 0.010013598123437
207 => 0.010491728608266
208 => 0.010727272878109
209 => 0.010683679902569
210 => 0.010694651315339
211 => 0.010506126093926
212 => 0.010315563029765
213 => 0.010104199264165
214 => 0.010496887015299
215 => 0.010453226840776
216 => 0.010553367572696
217 => 0.010808053649207
218 => 0.010845557141431
219 => 0.010895962215304
220 => 0.010877895584398
221 => 0.011308316029412
222 => 0.011256189273515
223 => 0.011381799757335
224 => 0.011123409462027
225 => 0.010831016316254
226 => 0.010886590694214
227 => 0.010881238434715
228 => 0.010813098028263
229 => 0.010751583916081
301 => 0.010649180250792
302 => 0.010973200600657
303 => 0.010960045966183
304 => 0.011173004207725
305 => 0.011135361769967
306 => 0.010883976357948
307 => 0.010892954637118
308 => 0.010953337879346
309 => 0.011162324970143
310 => 0.011224366567618
311 => 0.011195626427737
312 => 0.011263652207062
313 => 0.011317417009405
314 => 0.011270404238459
315 => 0.011936005933904
316 => 0.011659601704367
317 => 0.011794319202635
318 => 0.01182644853217
319 => 0.011744149930173
320 => 0.011761997550054
321 => 0.011789031830989
322 => 0.011953178690971
323 => 0.01238394754784
324 => 0.012574732142205
325 => 0.013148717007497
326 => 0.012558890137492
327 => 0.012523892251973
328 => 0.012627284258894
329 => 0.012964274137289
330 => 0.013237372781878
331 => 0.013327975357727
401 => 0.013339949983811
402 => 0.013509926439249
403 => 0.013607353773633
404 => 0.013489286826735
405 => 0.013389237451363
406 => 0.013030873007365
407 => 0.013072354667552
408 => 0.013358122170855
409 => 0.013761785600892
410 => 0.014108170817886
411 => 0.013986878787638
412 => 0.014912251359599
413 => 0.015003998270301
414 => 0.014991321813774
415 => 0.015200334930124
416 => 0.014785486458951
417 => 0.014608130700213
418 => 0.013410869261927
419 => 0.013747250890426
420 => 0.01423620134245
421 => 0.014171486916654
422 => 0.013816398028711
423 => 0.014107901451123
424 => 0.014011521303519
425 => 0.013935502282288
426 => 0.014283760155561
427 => 0.013900836318252
428 => 0.014232381384251
429 => 0.013807171407713
430 => 0.013987432839416
501 => 0.013885107732517
502 => 0.013951324617174
503 => 0.013564222062501
504 => 0.013773093204619
505 => 0.013555532336285
506 => 0.013555429184106
507 => 0.013550626515879
508 => 0.013806585912662
509 => 0.013814932739402
510 => 0.013625778358446
511 => 0.013598518257004
512 => 0.013699313139634
513 => 0.013581308730295
514 => 0.013636522250714
515 => 0.013582981091582
516 => 0.013570927848912
517 => 0.013474885560627
518 => 0.013433507902097
519 => 0.013449733148177
520 => 0.013394348018616
521 => 0.013360976474688
522 => 0.013543988075842
523 => 0.013446212360012
524 => 0.01352900254509
525 => 0.013434652680239
526 => 0.013107594942388
527 => 0.012919500578777
528 => 0.012301718830243
529 => 0.012476920967772
530 => 0.012593080166212
531 => 0.012554689551821
601 => 0.01263716744673
602 => 0.01264223091962
603 => 0.012615416515222
604 => 0.012584368870068
605 => 0.012569256593449
606 => 0.012681891122109
607 => 0.0127472792571
608 => 0.012604738295786
609 => 0.01257134294291
610 => 0.0127154597247
611 => 0.012803370878339
612 => 0.013452457443798
613 => 0.013404371014506
614 => 0.013525058515542
615 => 0.013511470955026
616 => 0.013637970683138
617 => 0.013844744275827
618 => 0.013424315747084
619 => 0.013497287602349
620 => 0.013479396588605
621 => 0.013674725985394
622 => 0.01367533578245
623 => 0.013558226051648
624 => 0.013621713136604
625 => 0.013586276387459
626 => 0.013650315382729
627 => 0.013403728790926
628 => 0.013704044642364
629 => 0.013874304378203
630 => 0.0138766684348
701 => 0.013957370198323
702 => 0.014039367863993
703 => 0.014196755242755
704 => 0.014034978415421
705 => 0.013743957651705
706 => 0.013764968410854
707 => 0.013594343043567
708 => 0.013597211286817
709 => 0.01358190037956
710 => 0.01362784956479
711 => 0.013413812053138
712 => 0.01346404622931
713 => 0.013393718088498
714 => 0.013497134722706
715 => 0.01338587551968
716 => 0.013479387961016
717 => 0.01351974483071
718 => 0.013668662548704
719 => 0.013363880251651
720 => 0.012742408516013
721 => 0.01287304940946
722 => 0.012679821266431
723 => 0.01269770526674
724 => 0.012733833793581
725 => 0.01261672941757
726 => 0.01263906924213
727 => 0.012638271106393
728 => 0.012631393203807
729 => 0.01260092983282
730 => 0.012556751917896
731 => 0.012732743133709
801 => 0.012762647470689
802 => 0.012829121107433
803 => 0.013026901560885
804 => 0.013007138629601
805 => 0.013039372790481
806 => 0.012969005798266
807 => 0.012700969389691
808 => 0.012715525056239
809 => 0.01253401566115
810 => 0.012824479504112
811 => 0.012755693832163
812 => 0.012711347261981
813 => 0.012699246889438
814 => 0.012897517602379
815 => 0.012956843307203
816 => 0.012919875509157
817 => 0.01284405347684
818 => 0.01298965419366
819 => 0.01302861080308
820 => 0.013037331751264
821 => 0.0132953083053
822 => 0.013051749774873
823 => 0.01311037673391
824 => 0.013567767532517
825 => 0.013152977193796
826 => 0.013372700887145
827 => 0.013361946555743
828 => 0.013474349762216
829 => 0.013352726212008
830 => 0.013354233881678
831 => 0.013454040314173
901 => 0.013313880179918
902 => 0.0132791745596
903 => 0.013231228993698
904 => 0.013335916382793
905 => 0.013398671737952
906 => 0.013904433811805
907 => 0.014231179177067
908 => 0.014216994299032
909 => 0.014346617531298
910 => 0.014288221077949
911 => 0.01409964352588
912 => 0.01442152241268
913 => 0.014319666464912
914 => 0.014328063345491
915 => 0.014327750813176
916 => 0.014395476114041
917 => 0.014347486531446
918 => 0.014252894138121
919 => 0.014315688983252
920 => 0.014502167223723
921 => 0.015081001403995
922 => 0.015404924679808
923 => 0.015061500816061
924 => 0.015298389998645
925 => 0.015156340901341
926 => 0.015130526354766
927 => 0.015279310267402
928 => 0.015428354606581
929 => 0.015418861126512
930 => 0.015310662589779
1001 => 0.015249543981815
1002 => 0.015712354557555
1003 => 0.016053345505987
1004 => 0.016030092209336
1005 => 0.016132724698375
1006 => 0.016434056860498
1007 => 0.016461606896985
1008 => 0.016458136225618
1009 => 0.016389850585636
1010 => 0.016686551232172
1011 => 0.016934064131463
1012 => 0.016374044432942
1013 => 0.016587292602943
1014 => 0.016683026576883
1015 => 0.016823592453618
1016 => 0.017060750649245
1017 => 0.017318367352801
1018 => 0.017354797179307
1019 => 0.017328948474073
1020 => 0.017159043332969
1021 => 0.017440930604006
1022 => 0.01760605355631
1023 => 0.017704380495635
1024 => 0.017953721253722
1025 => 0.016683617797314
1026 => 0.015784575442632
1027 => 0.015644176996619
1028 => 0.015929682757482
1029 => 0.016004968349756
1030 => 0.01597462082191
1031 => 0.01496266691436
1101 => 0.015638849268725
1102 => 0.016366364626993
1103 => 0.016394311454804
1104 => 0.016758520854782
1105 => 0.016877122364863
1106 => 0.017170358669862
1107 => 0.017152016659145
1108 => 0.017223415033004
1109 => 0.017207001783301
1110 => 0.017750160290124
1111 => 0.018349344782968
1112 => 0.018328596929271
1113 => 0.018242457069196
1114 => 0.018370389450437
1115 => 0.018988812059565
1116 => 0.018931877615737
1117 => 0.018987184578251
1118 => 0.019716339687184
1119 => 0.020664345049902
1120 => 0.020223901380737
1121 => 0.021179537408573
1122 => 0.021781059632006
1123 => 0.022821330118875
1124 => 0.022691083130479
1125 => 0.023096052797159
1126 => 0.022457913837883
1127 => 0.020992617798222
1128 => 0.020760729091018
1129 => 0.021224976155198
1130 => 0.022366282261919
1201 => 0.021189032364334
1202 => 0.021427188485362
1203 => 0.021358599506484
1204 => 0.021354944691284
1205 => 0.02149443412226
1206 => 0.02129209742735
1207 => 0.020467741332608
1208 => 0.020845538872867
1209 => 0.020699653099245
1210 => 0.020861524241584
1211 => 0.021735076036047
1212 => 0.021348857964841
1213 => 0.020942008600634
1214 => 0.021452287990451
1215 => 0.022102049004712
1216 => 0.022061388128172
1217 => 0.021982489032757
1218 => 0.022427239102588
1219 => 0.023161835918404
1220 => 0.02336039448587
1221 => 0.023506966361023
1222 => 0.023527176146254
1223 => 0.023735349494449
1224 => 0.022615948934767
1225 => 0.024392466371227
1226 => 0.0246992218572
1227 => 0.024641564539549
1228 => 0.024982510351964
1229 => 0.024882195444991
1230 => 0.024736854883714
1231 => 0.025277326517645
]
'min_raw' => 0.0093174435562589
'max_raw' => 0.025277326517645
'avg_raw' => 0.017297385036952
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.009317'
'max' => '$0.025277'
'avg' => '$0.017297'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.0032133454836341
'max_diff' => 0.011650357574534
'year' => 2032
]
7 => [
'items' => [
101 => 0.024657719403155
102 => 0.023778265110503
103 => 0.02329577909192
104 => 0.023931155602227
105 => 0.024319157865486
106 => 0.024575602679922
107 => 0.024653202725822
108 => 0.022702844813691
109 => 0.02165171007086
110 => 0.02232547538973
111 => 0.02314751557955
112 => 0.022611382460007
113 => 0.022632397863259
114 => 0.021868012928096
115 => 0.023215146685217
116 => 0.023018880627983
117 => 0.024037109280102
118 => 0.023794100840478
119 => 0.024624426778873
120 => 0.024405774132041
121 => 0.025313389044336
122 => 0.025675461205543
123 => 0.026283436716241
124 => 0.026730665976817
125 => 0.026993287552759
126 => 0.026977520738408
127 => 0.028018158259842
128 => 0.027404530670558
129 => 0.026633669797499
130 => 0.026619727356341
131 => 0.027018967125681
201 => 0.027855664156136
202 => 0.028072607522686
203 => 0.028193849268629
204 => 0.028008163314262
205 => 0.02734211454518
206 => 0.027054518063635
207 => 0.027299558598384
208 => 0.026999895080959
209 => 0.027517198382767
210 => 0.028227566306173
211 => 0.028080878139089
212 => 0.028571234688931
213 => 0.029078702131005
214 => 0.02980440336496
215 => 0.029994128540155
216 => 0.030307737040149
217 => 0.030630543201669
218 => 0.03073421984088
219 => 0.030932170714104
220 => 0.030931127415291
221 => 0.031527665695382
222 => 0.032185665891576
223 => 0.0324340457329
224 => 0.033005181482279
225 => 0.032027131526451
226 => 0.032768993652974
227 => 0.033438171861112
228 => 0.032640350014391
301 => 0.033739961561447
302 => 0.033782656986046
303 => 0.034427307207146
304 => 0.033773830708022
305 => 0.033385798448814
306 => 0.03450603304177
307 => 0.035048079274242
308 => 0.034884810537703
309 => 0.033642327391067
310 => 0.032919148907117
311 => 0.031026451323905
312 => 0.03326843336967
313 => 0.034360437424649
314 => 0.033639499364374
315 => 0.034003098587514
316 => 0.035986778051523
317 => 0.036742034757684
318 => 0.036584946642445
319 => 0.03661149194803
320 => 0.037019014757795
321 => 0.038826195323206
322 => 0.037743290838294
323 => 0.038571130741352
324 => 0.039010214040936
325 => 0.039418059079966
326 => 0.038416520564855
327 => 0.037113533672217
328 => 0.03670082302765
329 => 0.033567816282416
330 => 0.033404729675368
331 => 0.033313184220802
401 => 0.032736003079124
402 => 0.032282496804986
403 => 0.031921851778183
404 => 0.03097541153013
405 => 0.031294807330803
406 => 0.029786379112839
407 => 0.030751418031279
408 => 0.028343930173135
409 => 0.030348957600285
410 => 0.029257712329098
411 => 0.029990454179753
412 => 0.029987897712464
413 => 0.028638687649393
414 => 0.02786049144231
415 => 0.028356388353313
416 => 0.028888029206254
417 => 0.028974286145989
418 => 0.029663572389074
419 => 0.02985593736336
420 => 0.02927306251061
421 => 0.028294040338428
422 => 0.028521444859907
423 => 0.02785588309694
424 => 0.026689511707803
425 => 0.027527220002372
426 => 0.027813250445571
427 => 0.027939577784083
428 => 0.026792585481526
429 => 0.026432175597648
430 => 0.026240296399604
501 => 0.02814597803548
502 => 0.028250375577327
503 => 0.027716262992916
504 => 0.030130502521087
505 => 0.029584085761449
506 => 0.030194567157321
507 => 0.028500810283125
508 => 0.028565514076665
509 => 0.027763662428763
510 => 0.028212645771841
511 => 0.027895318816362
512 => 0.028176372354661
513 => 0.02834483468669
514 => 0.029146554758627
515 => 0.030358111955686
516 => 0.029026804514888
517 => 0.028446734798258
518 => 0.028806606788019
519 => 0.029764993320129
520 => 0.03121699797518
521 => 0.030357381995073
522 => 0.030738864969818
523 => 0.030822202028804
524 => 0.030188353029786
525 => 0.031240368891886
526 => 0.031804152738947
527 => 0.032382478307403
528 => 0.032884622194178
529 => 0.03215148235771
530 => 0.032936047074198
531 => 0.032303826407025
601 => 0.031736659110798
602 => 0.03173751926947
603 => 0.031381726939556
604 => 0.030692334467627
605 => 0.030565199918626
606 => 0.031226569897856
607 => 0.031756925989229
608 => 0.031800608657149
609 => 0.032094241040012
610 => 0.032268009659537
611 => 0.033971178357862
612 => 0.034656206897679
613 => 0.035493846829241
614 => 0.035820154789384
615 => 0.036802224761536
616 => 0.036009123499199
617 => 0.035837531052252
618 => 0.033455350532451
619 => 0.033845432459116
620 => 0.034469991261015
621 => 0.033465649277055
622 => 0.034102673098219
623 => 0.034228435094527
624 => 0.033431522120756
625 => 0.033857187772624
626 => 0.032726746002333
627 => 0.030382752497138
628 => 0.031242978426724
629 => 0.031876394259816
630 => 0.030972431766384
701 => 0.032592749547681
702 => 0.031646193349996
703 => 0.03134618047804
704 => 0.030175723302228
705 => 0.030728134034183
706 => 0.031475277458912
707 => 0.031013629687175
708 => 0.03197161813029
709 => 0.033328385251926
710 => 0.034295298299682
711 => 0.034369525877282
712 => 0.033747865565717
713 => 0.034744080182382
714 => 0.034751336518273
715 => 0.033627602361018
716 => 0.032939321446678
717 => 0.032782942574784
718 => 0.033173607656658
719 => 0.033647947186806
720 => 0.03439584841997
721 => 0.03484778947147
722 => 0.03602621204277
723 => 0.036345059402541
724 => 0.036695375982451
725 => 0.037163506966841
726 => 0.037725618239923
727 => 0.036495750775433
728 => 0.036544615702557
729 => 0.035399380148297
730 => 0.034175531715179
731 => 0.035104280121055
801 => 0.036318495115514
802 => 0.036039952854197
803 => 0.036008611159697
804 => 0.036061319196385
805 => 0.035851307427691
806 => 0.03490143198129
807 => 0.034424410478642
808 => 0.035039889918222
809 => 0.035366989848521
810 => 0.035874293314302
811 => 0.035811757454268
812 => 0.037118516701706
813 => 0.037626283830912
814 => 0.03749637527068
815 => 0.037520281572187
816 => 0.038439569705495
817 => 0.039462007175758
818 => 0.040419654789166
819 => 0.041393815073447
820 => 0.040219426828623
821 => 0.039623144904099
822 => 0.04023835564461
823 => 0.039911916165977
824 => 0.041787734238442
825 => 0.041917611811875
826 => 0.043793294241342
827 => 0.045573540219016
828 => 0.044455399616859
829 => 0.045509755842534
830 => 0.046650128063527
831 => 0.048850091096546
901 => 0.048109220942658
902 => 0.047541726015695
903 => 0.047005446051831
904 => 0.048121359524586
905 => 0.049556964380132
906 => 0.049866179915965
907 => 0.050367227213439
908 => 0.049840437245293
909 => 0.050474897737913
910 => 0.052714822072929
911 => 0.052109574745249
912 => 0.05125002624158
913 => 0.053018231379455
914 => 0.053658137945128
915 => 0.058149337344696
916 => 0.063819662108843
917 => 0.061472110423126
918 => 0.060014909336782
919 => 0.060357386157345
920 => 0.062427996808605
921 => 0.063093011231892
922 => 0.061285272785178
923 => 0.061923796565524
924 => 0.0654421253735
925 => 0.067329595897477
926 => 0.064766157404805
927 => 0.057693732270969
928 => 0.051172633303348
929 => 0.052902322398475
930 => 0.052706229333589
1001 => 0.056486234717303
1002 => 0.052095139796652
1003 => 0.052169074573525
1004 => 0.056027246465479
1005 => 0.054997952350517
1006 => 0.053330627706309
1007 => 0.051184806618423
1008 => 0.047218057873038
1009 => 0.043704597888279
1010 => 0.050595302019903
1011 => 0.050298162327815
1012 => 0.049867860020036
1013 => 0.050825451242424
1014 => 0.055475242401332
1015 => 0.055368049665214
1016 => 0.054686144168246
1017 => 0.055203363477657
1018 => 0.053239956660651
1019 => 0.053745971303335
1020 => 0.051171600327954
1021 => 0.052335323524055
1022 => 0.053327050376456
1023 => 0.053526154224842
1024 => 0.053974745361752
1025 => 0.050141583212216
1026 => 0.05186256048163
1027 => 0.052873473393647
1028 => 0.048306132079827
1029 => 0.052783191740994
1030 => 0.050074856387209
1031 => 0.049155606690302
1101 => 0.050393255305249
1102 => 0.049910942436351
1103 => 0.049496278154035
1104 => 0.049264888359666
1105 => 0.05017368090819
1106 => 0.050131284649559
1107 => 0.048644323651142
1108 => 0.046704643644991
1109 => 0.047355663922881
1110 => 0.047119142152576
1111 => 0.046261956745074
1112 => 0.046839596212769
1113 => 0.044295964333685
1114 => 0.039919777892199
1115 => 0.04281082070166
1116 => 0.042699518698346
1117 => 0.04264339518113
1118 => 0.044815933949886
1119 => 0.044607094476267
1120 => 0.044228048786688
1121 => 0.046254995273734
1122 => 0.045515132539684
1123 => 0.047795215152441
1124 => 0.0492970250277
1125 => 0.048916117464874
1126 => 0.050328576911432
1127 => 0.047370662115207
1128 => 0.048353162759569
1129 => 0.048555654780685
1130 => 0.046229983068718
1201 => 0.044641263196913
1202 => 0.044535313694196
1203 => 0.041780692375569
1204 => 0.043252188849453
1205 => 0.044547044851809
1206 => 0.043926909311566
1207 => 0.043730592925547
1208 => 0.044733530765888
1209 => 0.044811467625664
1210 => 0.043034498963388
1211 => 0.043403987017554
1212 => 0.044944813625706
1213 => 0.043365162140383
1214 => 0.040296157339005
1215 => 0.039535001715952
1216 => 0.039433449524955
1217 => 0.037369135107223
1218 => 0.039585865774292
1219 => 0.038618203433428
1220 => 0.041675037173842
1221 => 0.039928990135446
1222 => 0.0398537215374
1223 => 0.039739942011952
1224 => 0.037963101316855
1225 => 0.038352116504964
1226 => 0.039645262238925
1227 => 0.040106671205132
1228 => 0.040058542469744
1229 => 0.039638925119356
1230 => 0.039831023793575
1231 => 0.039212207032299
]
'min_raw' => 0.02165171007086
'max_raw' => 0.067329595897477
'avg_raw' => 0.044490652984169
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.021651'
'max' => '$0.067329'
'avg' => '$0.04449'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.012334266514601
'max_diff' => 0.042052269379832
'year' => 2033
]
8 => [
'items' => [
101 => 0.038993689954336
102 => 0.038303989948425
103 => 0.037290321474226
104 => 0.037431278292754
105 => 0.035422935804582
106 => 0.034328684226222
107 => 0.034025809811336
108 => 0.033620793485757
109 => 0.034071557483017
110 => 0.035417246422647
111 => 0.033794060057619
112 => 0.031011220888063
113 => 0.03117847426388
114 => 0.031554242941369
115 => 0.030854000496827
116 => 0.030191279789961
117 => 0.03076746167635
118 => 0.029588336034689
119 => 0.031696734641825
120 => 0.03163970836822
121 => 0.032425588986465
122 => 0.032917016264948
123 => 0.031784435489517
124 => 0.03149959448732
125 => 0.031661852867473
126 => 0.028980083278551
127 => 0.032206431197218
128 => 0.032234332787996
129 => 0.03199542242821
130 => 0.033713353092584
131 => 0.037338722630424
201 => 0.035974712780137
202 => 0.03544652693869
203 => 0.034442445267997
204 => 0.035780324477725
205 => 0.035677596228585
206 => 0.035213020127441
207 => 0.034932043051904
208 => 0.035449751928809
209 => 0.034867893192825
210 => 0.034763375375433
211 => 0.034130111118548
212 => 0.033904064590528
213 => 0.033736708740353
214 => 0.033552466393357
215 => 0.033958859100498
216 => 0.033037919760703
217 => 0.031927357197707
218 => 0.031835025937048
219 => 0.032089960665577
220 => 0.031977171025861
221 => 0.031834485943646
222 => 0.031562061263728
223 => 0.031481238680629
224 => 0.031743872866159
225 => 0.03144737418322
226 => 0.031884874141015
227 => 0.031765898360472
228 => 0.031101309321851
301 => 0.030272985317353
302 => 0.030265611496244
303 => 0.030087150448199
304 => 0.029859853471714
305 => 0.029796624652707
306 => 0.030718937244981
307 => 0.032628096708494
308 => 0.032253283023492
309 => 0.032524124323358
310 => 0.033856395457208
311 => 0.034279884387868
312 => 0.03397930197577
313 => 0.033567846230975
314 => 0.033585948195573
315 => 0.034992017031661
316 => 0.035079711820249
317 => 0.035301288259599
318 => 0.035586076601658
319 => 0.034027802661883
320 => 0.033512553633143
321 => 0.033268400058398
322 => 0.03251650154751
323 => 0.033327359628597
324 => 0.032854907349152
325 => 0.032918657302917
326 => 0.032877140061896
327 => 0.032899811282877
328 => 0.031696145301445
329 => 0.032134697922257
330 => 0.031405519131477
331 => 0.030429230584782
401 => 0.030425957723243
402 => 0.030664902961939
403 => 0.030522768984034
404 => 0.030140290104091
405 => 0.030194619423738
406 => 0.029718637415638
407 => 0.030252412257454
408 => 0.030267719009979
409 => 0.030062186620967
410 => 0.030884540411519
411 => 0.031221459430484
412 => 0.031086173609107
413 => 0.031211967416612
414 => 0.032268858224287
415 => 0.032441177541316
416 => 0.032517710399166
417 => 0.032415166508308
418 => 0.031231285440415
419 => 0.031283795600027
420 => 0.030898510889831
421 => 0.030572985910019
422 => 0.030586005202058
423 => 0.030753367356967
424 => 0.031484247703114
425 => 0.033022342303832
426 => 0.033080711869597
427 => 0.033151457486064
428 => 0.032863699509994
429 => 0.032776908950938
430 => 0.032891408100877
501 => 0.033469035563734
502 => 0.034954850222531
503 => 0.034429664087888
504 => 0.034002679585414
505 => 0.034377260108279
506 => 0.034319596372843
507 => 0.033832856415032
508 => 0.033819195245554
509 => 0.032884985646337
510 => 0.032539629628429
511 => 0.032251024290416
512 => 0.031935874795539
513 => 0.031749043611069
514 => 0.03203610122367
515 => 0.032101754696037
516 => 0.031474098209177
517 => 0.031388550949289
518 => 0.031901108785365
519 => 0.03167555119179
520 => 0.031907542770341
521 => 0.031961366806552
522 => 0.031952699897049
523 => 0.031717191864232
524 => 0.031867297661399
525 => 0.031512252702408
526 => 0.031126194635533
527 => 0.030879913641135
528 => 0.030665000809089
529 => 0.030784246939115
530 => 0.030359156259054
531 => 0.030223161195118
601 => 0.031816445194806
602 => 0.032993421216065
603 => 0.032976307518583
604 => 0.032872132286442
605 => 0.032717349022655
606 => 0.033457712203903
607 => 0.033199784475585
608 => 0.033387448448519
609 => 0.033435216805863
610 => 0.033579797236634
611 => 0.033631472313527
612 => 0.033475274340509
613 => 0.032951054865083
614 => 0.031644749773616
615 => 0.031036661227235
616 => 0.030835981878413
617 => 0.030843276191598
618 => 0.030642066470699
619 => 0.030701331751091
620 => 0.030621456424779
621 => 0.03047019188066
622 => 0.030774906779768
623 => 0.030810022333274
624 => 0.030738898234751
625 => 0.030755650534683
626 => 0.030166773376406
627 => 0.030211544427776
628 => 0.029962253524518
629 => 0.029915514485404
630 => 0.029285328790212
701 => 0.028168863484301
702 => 0.028787493641685
703 => 0.028040275404129
704 => 0.027757292535362
705 => 0.029096889423237
706 => 0.028962431050329
707 => 0.028732296763559
708 => 0.028391880189238
709 => 0.028265616370463
710 => 0.027498477377853
711 => 0.027453150713642
712 => 0.027833365512875
713 => 0.027657909465421
714 => 0.027411502724395
715 => 0.026519042486249
716 => 0.025515621695143
717 => 0.025545908661549
718 => 0.025865078145892
719 => 0.026793106467489
720 => 0.026430509747188
721 => 0.026167441666292
722 => 0.026118176922538
723 => 0.026734828333351
724 => 0.027607519272117
725 => 0.028016966335227
726 => 0.027611216730777
727 => 0.027145113432296
728 => 0.02717348298036
729 => 0.027362212873847
730 => 0.027382045717155
731 => 0.027078660386037
801 => 0.027164061579657
802 => 0.0270343293573
803 => 0.026238162948158
804 => 0.026223762822487
805 => 0.026028370745766
806 => 0.026022454351337
807 => 0.025690043685997
808 => 0.025643537136069
809 => 0.024983515584151
810 => 0.025417943768353
811 => 0.025126552150894
812 => 0.024687356251049
813 => 0.024611638712372
814 => 0.024609362551728
815 => 0.025060318538463
816 => 0.025412674085088
817 => 0.025131621032835
818 => 0.025067630700821
819 => 0.025750880034367
820 => 0.025663930328717
821 => 0.02558863244439
822 => 0.027529379370309
823 => 0.025993126740073
824 => 0.025323232907055
825 => 0.024494112079308
826 => 0.024764078001613
827 => 0.024820963788067
828 => 0.022827077657596
829 => 0.022018158302787
830 => 0.021740567663699
831 => 0.021580810326349
901 => 0.021653613751086
902 => 0.02092549145498
903 => 0.021414801679994
904 => 0.020784309318213
905 => 0.020678605221961
906 => 0.021806003667842
907 => 0.02196287457542
908 => 0.021293614547721
909 => 0.02172338782886
910 => 0.021567546062824
911 => 0.020795117300133
912 => 0.020765616202999
913 => 0.020378038602065
914 => 0.019771554706415
915 => 0.019494375291967
916 => 0.019350017846341
917 => 0.019409582541877
918 => 0.019379464809104
919 => 0.019182926230342
920 => 0.019390730170379
921 => 0.018859876974102
922 => 0.01864848695397
923 => 0.018553006986088
924 => 0.018081844219622
925 => 0.018831673708102
926 => 0.018979399563435
927 => 0.019127416484339
928 => 0.020415802725358
929 => 0.020351438589699
930 => 0.020933259029456
1001 => 0.020910650557066
1002 => 0.020744705942781
1003 => 0.020044612911677
1004 => 0.020323657515917
1005 => 0.019464801597226
1006 => 0.020108314848035
1007 => 0.019814642274121
1008 => 0.020009023855387
1009 => 0.019659508245591
1010 => 0.019852944615198
1011 => 0.019014430844003
1012 => 0.018231438482668
1013 => 0.018546537465841
1014 => 0.01888908609649
1015 => 0.019631818807504
1016 => 0.019189453332236
1017 => 0.019348544684833
1018 => 0.018815615285204
1019 => 0.017716029710012
1020 => 0.017722253244953
1021 => 0.017553105959983
1022 => 0.017406938009862
1023 => 0.019240264328464
1024 => 0.019012261220146
1025 => 0.018648968107349
1026 => 0.019135250375522
1027 => 0.019263831125564
1028 => 0.019267491638754
1029 => 0.019622270628851
1030 => 0.019811616239463
1031 => 0.019844989224004
1101 => 0.020403241630428
1102 => 0.020590360473534
1103 => 0.021361076506239
1104 => 0.019795551587287
1105 => 0.019763310631803
1106 => 0.019142093364275
1107 => 0.018748107552153
1108 => 0.019169069909901
1109 => 0.019541985091773
1110 => 0.019153680878473
1111 => 0.019204385211181
1112 => 0.018683118530445
1113 => 0.018869446840931
1114 => 0.019029937883056
1115 => 0.018941324162822
1116 => 0.018808665134679
1117 => 0.019511410299528
1118 => 0.019471758663247
1119 => 0.020126171116796
1120 => 0.020636332421821
1121 => 0.021550632682668
1122 => 0.020596512696924
1123 => 0.02056174077236
1124 => 0.020901641912565
1125 => 0.020590308436441
1126 => 0.020787060446485
1127 => 0.021518932892075
1128 => 0.021534396203581
1129 => 0.021275365812507
1130 => 0.02125960378967
1201 => 0.021309353409757
1202 => 0.021600738488513
1203 => 0.021498919588636
1204 => 0.021616746997312
1205 => 0.021764091976099
1206 => 0.022373573281336
1207 => 0.02252051716064
1208 => 0.022163519715598
1209 => 0.022195752587755
1210 => 0.02206222574351
1211 => 0.021933240485057
1212 => 0.022223180509276
1213 => 0.022753051602323
1214 => 0.022749755301753
1215 => 0.022872675096118
1216 => 0.022949253109684
1217 => 0.022620524216925
1218 => 0.022406533795434
1219 => 0.022488591339598
1220 => 0.022619803139697
1221 => 0.022446041121255
1222 => 0.021373501449034
1223 => 0.021698841471486
1224 => 0.021644688983436
1225 => 0.021567569255285
1226 => 0.02189470116364
1227 => 0.021863148493036
1228 => 0.020918023508423
1229 => 0.020978527343488
1230 => 0.020921702947028
1231 => 0.021105314197166
]
'min_raw' => 0.017406938009862
'max_raw' => 0.038993689954336
'avg_raw' => 0.028200313982099
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.0174069'
'max' => '$0.038993'
'avg' => '$0.02820031'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.0042447720609987
'max_diff' => -0.028335905943141
'year' => 2034
]
9 => [
'items' => [
101 => 0.020580392826373
102 => 0.020741855104629
103 => 0.020843122731937
104 => 0.020902770142396
105 => 0.021118257489585
106 => 0.021092972536538
107 => 0.021116685741402
108 => 0.021436196590733
109 => 0.023052172823768
110 => 0.023140126844682
111 => 0.022707009078032
112 => 0.022880031082938
113 => 0.022547866669271
114 => 0.022770850865474
115 => 0.022923410989331
116 => 0.022234021125243
117 => 0.022193199931595
118 => 0.021859664557235
119 => 0.022038887575007
120 => 0.021753730867141
121 => 0.021823698348893
122 => 0.021628063170259
123 => 0.021980167541225
124 => 0.022373874939453
125 => 0.022473340976222
126 => 0.022211688656305
127 => 0.022022235132957
128 => 0.021689617155827
129 => 0.022242768264668
130 => 0.022404526505868
131 => 0.02224191861749
201 => 0.0222042388167
202 => 0.022132835662289
203 => 0.022219387333453
204 => 0.022403645535747
205 => 0.02231675277026
206 => 0.022374146972718
207 => 0.022155419457593
208 => 0.022620633039867
209 => 0.023359504168262
210 => 0.023361879759758
211 => 0.023274986525886
212 => 0.023239431686727
213 => 0.023328589417801
214 => 0.023376953829468
215 => 0.023665273583031
216 => 0.023974652165771
217 => 0.025418387018965
218 => 0.025012992049386
219 => 0.026293959499311
220 => 0.027307038439395
221 => 0.027610816516954
222 => 0.027331354979463
223 => 0.026375332155923
224 => 0.026328425115253
225 => 0.027757126836046
226 => 0.027353453161238
227 => 0.027305437462098
228 => 0.026794631547058
301 => 0.02709658110739
302 => 0.027030540309213
303 => 0.026926291678463
304 => 0.027502390405588
305 => 0.028580795794077
306 => 0.02841271620106
307 => 0.02828725258186
308 => 0.027737507524437
309 => 0.028068576839009
310 => 0.027950689397305
311 => 0.028457208660086
312 => 0.02815715786959
313 => 0.027350394936127
314 => 0.027478874592406
315 => 0.027459455150825
316 => 0.027859105882494
317 => 0.027739140652788
318 => 0.027436030014352
319 => 0.028577109921697
320 => 0.028503014539534
321 => 0.028608064850879
322 => 0.028654311246722
323 => 0.02934886647824
324 => 0.029633403533304
325 => 0.029697998426326
326 => 0.029968286621752
327 => 0.029691273409797
328 => 0.030799523764689
329 => 0.031536445582491
330 => 0.032392418195518
331 => 0.033643224246899
401 => 0.034113538892821
402 => 0.034028580761658
403 => 0.034976927634563
404 => 0.036681085884607
405 => 0.034373039867741
406 => 0.036803417927874
407 => 0.0360339882941
408 => 0.03420968447387
409 => 0.034092220814976
410 => 0.035327660542639
411 => 0.038067746951928
412 => 0.037381386384204
413 => 0.038068869591935
414 => 0.037266883912296
415 => 0.037227058563636
416 => 0.03802991893754
417 => 0.039905845962809
418 => 0.039014663351177
419 => 0.037736934550461
420 => 0.038680389613248
421 => 0.037863081525218
422 => 0.036021457652757
423 => 0.037380861537213
424 => 0.036471866873271
425 => 0.036737159841023
426 => 0.038647731421878
427 => 0.038417846394525
428 => 0.038715338906701
429 => 0.038190272409444
430 => 0.03769977750562
501 => 0.036784232343002
502 => 0.036513184556181
503 => 0.036588092413181
504 => 0.036513147435568
505 => 0.036000908331377
506 => 0.035890290345598
507 => 0.035705922189681
508 => 0.035763065590494
509 => 0.035416399518563
510 => 0.036070630021162
511 => 0.036192060967504
512 => 0.036668155368999
513 => 0.036717585069144
514 => 0.038043501200528
515 => 0.037313208876477
516 => 0.037803152017857
517 => 0.037759326891768
518 => 0.034249222669427
519 => 0.034732884061354
520 => 0.035485309405886
521 => 0.035146342808063
522 => 0.034667123344709
523 => 0.034280127933929
524 => 0.033693790314285
525 => 0.034519049254317
526 => 0.035604177003956
527 => 0.036745105699609
528 => 0.038115856770825
529 => 0.037809921089031
530 => 0.036719480461807
531 => 0.036768396831777
601 => 0.037070778583049
602 => 0.036679166740872
603 => 0.036563672763443
604 => 0.03705491148408
605 => 0.037058294375169
606 => 0.036607697622874
607 => 0.036106941791032
608 => 0.036104843605812
609 => 0.036015738942264
610 => 0.037282735433994
611 => 0.037979455396652
612 => 0.038059333217551
613 => 0.037974078982873
614 => 0.038006889954181
615 => 0.037601483959087
616 => 0.038528121844458
617 => 0.039378496403064
618 => 0.039150577855755
619 => 0.038808895552808
620 => 0.038536729140862
621 => 0.039086464098673
622 => 0.039061985266365
623 => 0.039371069123145
624 => 0.039357047294046
625 => 0.039253114018243
626 => 0.039150581567539
627 => 0.039557111144837
628 => 0.039440037155241
629 => 0.039322781317402
630 => 0.039087606783645
701 => 0.039119570908618
702 => 0.038777947601938
703 => 0.038619897028649
704 => 0.036243195622734
705 => 0.035608063346114
706 => 0.035807888889648
707 => 0.035873676647048
708 => 0.035597266266319
709 => 0.035993567748283
710 => 0.035931804582106
711 => 0.036172088931457
712 => 0.036021969701916
713 => 0.03602813064746
714 => 0.036469599292746
715 => 0.036597759518614
716 => 0.036532576193357
717 => 0.036578228360013
718 => 0.037630263272025
719 => 0.037480697549719
720 => 0.0374012437407
721 => 0.037423252988795
722 => 0.037692070464697
723 => 0.03776732468106
724 => 0.037448467278312
725 => 0.03759884227274
726 => 0.038239119913589
727 => 0.03846318085131
728 => 0.039178275809164
729 => 0.038874490761268
730 => 0.039432101364189
731 => 0.041146006254106
801 => 0.04251519207337
802 => 0.041256032209978
803 => 0.043770367602293
804 => 0.0457281383652
805 => 0.045652995862482
806 => 0.045311613245915
807 => 0.043082743282374
808 => 0.041031703911344
809 => 0.042747485436942
810 => 0.042751859316905
811 => 0.042604472162205
812 => 0.041689063202594
813 => 0.042572617914674
814 => 0.04264275127912
815 => 0.042603495244997
816 => 0.041901653341954
817 => 0.040830070478072
818 => 0.041039455204668
819 => 0.041382431658164
820 => 0.040733105679312
821 => 0.04052560668502
822 => 0.040911386793707
823 => 0.042154450684375
824 => 0.041919456656423
825 => 0.041913320012668
826 => 0.042918724117222
827 => 0.042199071758147
828 => 0.041042096216613
829 => 0.040749944633743
830 => 0.039713003331442
831 => 0.040429222382399
901 => 0.040454997830983
902 => 0.040062731976355
903 => 0.041073926428815
904 => 0.041064608093918
905 => 0.042024586730097
906 => 0.043859705330961
907 => 0.043316970459983
908 => 0.042685828854423
909 => 0.042754451446606
910 => 0.043507071907863
911 => 0.043052020396333
912 => 0.043215660092611
913 => 0.043506824219584
914 => 0.043682490766585
915 => 0.042729175733847
916 => 0.042506912397387
917 => 0.042052239614819
918 => 0.041933623972717
919 => 0.042303945467059
920 => 0.042206378836951
921 => 0.040452831504337
922 => 0.040269576051434
923 => 0.040275196234546
924 => 0.039814391684898
925 => 0.039111554140922
926 => 0.040958569242243
927 => 0.040810228080647
928 => 0.040646470918939
929 => 0.040666530236863
930 => 0.041468256891196
1001 => 0.041003214943516
1002 => 0.042239605180299
1003 => 0.041985440516909
1004 => 0.041724757488954
1005 => 0.041688723153892
1006 => 0.04158838242856
1007 => 0.041244276746257
1008 => 0.040828748457332
1009 => 0.040554380688539
1010 => 0.037409272488725
1011 => 0.037992986276357
1012 => 0.038664495781843
1013 => 0.038896298172231
1014 => 0.038499784143235
1015 => 0.041259933536904
1016 => 0.041764239428588
1017 => 0.040236663987616
1018 => 0.039950916993105
1019 => 0.041278667062292
1020 => 0.040477871459727
1021 => 0.040838469670529
1022 => 0.040059053575452
1023 => 0.041642766907082
1024 => 0.04163070166494
1025 => 0.041014601409148
1026 => 0.041535325126471
1027 => 0.041444836566205
1028 => 0.040749260894804
1029 => 0.041664817896541
1030 => 0.041665272001391
1031 => 0.041072288900366
1101 => 0.040379814459061
1102 => 0.040256016384472
1103 => 0.040162751165201
1104 => 0.04081553214385
1105 => 0.041400813528114
1106 => 0.042489877080669
1107 => 0.042763693533293
1108 => 0.043832417376878
1109 => 0.043196044363242
1110 => 0.043478140277777
1111 => 0.043784395297907
1112 => 0.043931225216713
1113 => 0.043691973743347
1114 => 0.045352141776718
1115 => 0.045492310824969
1116 => 0.04553930829439
1117 => 0.044979508974367
1118 => 0.04547674179321
1119 => 0.045244103023893
1120 => 0.045849364472743
1121 => 0.045944277196288
1122 => 0.045863889496063
1123 => 0.045894016292612
1124 => 0.04447735574984
1125 => 0.044403894427217
1126 => 0.043402244080682
1127 => 0.043810424000721
1128 => 0.043047351204781
1129 => 0.043289329448894
1130 => 0.043395991153246
1201 => 0.043340277131891
1202 => 0.043833501880971
1203 => 0.043414160085094
1204 => 0.0423074481396
1205 => 0.041200434671176
1206 => 0.041186537018833
1207 => 0.040895079913008
1208 => 0.040684409808528
1209 => 0.040724992344574
1210 => 0.040868010494865
1211 => 0.04067609733364
1212 => 0.040717051736832
1213 => 0.041397167707572
1214 => 0.041533560115139
1215 => 0.041070045422273
1216 => 0.039208967045566
1217 => 0.03875225374376
1218 => 0.03908053020808
1219 => 0.038923635201847
1220 => 0.031414411473062
1221 => 0.03317859220225
1222 => 0.032130375918884
1223 => 0.032613442208371
1224 => 0.031543484817344
1225 => 0.032054124565614
1226 => 0.031959828049686
1227 => 0.034796578456318
1228 => 0.034752286500541
1229 => 0.034773486715893
1230 => 0.033761545200261
1231 => 0.035373595511869
]
'min_raw' => 0.020580392826373
'max_raw' => 0.045944277196288
'avg_raw' => 0.033262335011331
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.02058'
'max' => '$0.045944'
'avg' => '$0.033262'
'bar_min_pct' => 61.631153054958
'bar_max_pct' => 60.119598047091
'min_diff' => 0.003173454816511
'max_diff' => 0.0069505872419526
'year' => 2035
]
10 => [
'items' => [
101 => 0.036167749462821
102 => 0.036020772702223
103 => 0.036057763586376
104 => 0.035422137639972
105 => 0.034779640964464
106 => 0.034067013271796
107 => 0.035390987441328
108 => 0.035243784114669
109 => 0.03558141558394
110 => 0.036440107472509
111 => 0.036566553114954
112 => 0.036736497340686
113 => 0.036675584433215
114 => 0.038126777014576
115 => 0.037951028017696
116 => 0.038374532533739
117 => 0.037503351612874
118 => 0.036517527707662
119 => 0.036704900603031
120 => 0.036686855086449
121 => 0.036457114948685
122 => 0.036249715824686
123 => 0.035904454717569
124 => 0.036996911949516
125 => 0.03695256018096
126 => 0.037670563760589
127 => 0.037543649653575
128 => 0.036696086185785
129 => 0.036726357080848
130 => 0.036929943397845
131 => 0.03763455796548
201 => 0.037843735542972
202 => 0.037746836154792
203 => 0.037976189819193
204 => 0.038157461604033
205 => 0.037998954764459
206 => 0.04024307735148
207 => 0.039311161193668
208 => 0.039765370644755
209 => 0.039873696922482
210 => 0.039596221439941
211 => 0.039656395936452
212 => 0.039747543902097
213 => 0.040300976500894
214 => 0.04175334377715
215 => 0.042396587357205
216 => 0.044331817404881
217 => 0.042343174932264
218 => 0.04222517711776
219 => 0.042573770487695
220 => 0.043709955390585
221 => 0.044630726537957
222 => 0.044936199448102
223 => 0.044976572735985
224 => 0.045549660222872
225 => 0.045878143282907
226 => 0.045480072328267
227 => 0.045142748873976
228 => 0.043934498130833
229 => 0.044074356444309
301 => 0.045037841533345
302 => 0.046398820970596
303 => 0.047566682913534
304 => 0.047157738365215
305 => 0.050277696599029
306 => 0.050587027714025
307 => 0.050544288155805
308 => 0.051248990470409
309 => 0.049850299886052
310 => 0.049252332562886
311 => 0.045215682033577
312 => 0.046349816179478
313 => 0.047998346765907
314 => 0.04778015756112
315 => 0.046582950583907
316 => 0.047565774724686
317 => 0.047240822327992
318 => 0.046984518890432
319 => 0.04815869462476
320 => 0.046867640172386
321 => 0.047985467510139
322 => 0.046551842387027
323 => 0.047159606389465
324 => 0.046814610147444
325 => 0.047037864997181
326 => 0.045732721707466
327 => 0.046436945346034
328 => 0.045703423688829
329 => 0.045703075904056
330 => 0.045686883372818
331 => 0.046549868349586
401 => 0.046578010258697
402 => 0.045940263056967
403 => 0.045848353721714
404 => 0.046188190705777
405 => 0.045790330600886
406 => 0.045976486839863
407 => 0.045795969083725
408 => 0.045755330734532
409 => 0.045431517454122
410 => 0.04529200978949
411 => 0.045346714339462
412 => 0.045159979508279
413 => 0.045047465017997
414 => 0.045664501408752
415 => 0.045334843756349
416 => 0.045613976645565
417 => 0.045295869488924
418 => 0.044193171491316
419 => 0.043558998212071
420 => 0.041476103914747
421 => 0.042066810153646
422 => 0.042458449001166
423 => 0.042329012364397
424 => 0.042607092345505
425 => 0.042624164197874
426 => 0.042533757561325
427 => 0.04242907825801
428 => 0.042378126162284
429 => 0.042757881339553
430 => 0.042978342001929
501 => 0.042497755198966
502 => 0.042385160435156
503 => 0.042871060226876
504 => 0.043167458819129
505 => 0.045355899492349
506 => 0.045193772738707
507 => 0.045600679074581
508 => 0.045554867665648
509 => 0.045981370330907
510 => 0.04667852193513
511 => 0.04526101779709
512 => 0.045507047501849
513 => 0.045446726699898
514 => 0.046105293398637
515 => 0.046107349371985
516 => 0.045712505738245
517 => 0.045926556877702
518 => 0.045807079403843
519 => 0.046022991347455
520 => 0.045191607437068
521 => 0.046204143297572
522 => 0.046778185884108
523 => 0.046786156465979
524 => 0.047058248096114
525 => 0.047334708950815
526 => 0.047865351486748
527 => 0.047319909618495
528 => 0.046338712795202
529 => 0.046409552036598
530 => 0.045834276698107
531 => 0.045843947180479
601 => 0.045792325387688
602 => 0.045947246273762
603 => 0.045225603859604
604 => 0.045394971891809
605 => 0.045157855654904
606 => 0.045506532057458
607 => 0.045131413886585
608 => 0.04544669761138
609 => 0.045582763615181
610 => 0.046084850098498
611 => 0.045057255304765
612 => 0.04296191995829
613 => 0.043402384851604
614 => 0.042750902676622
615 => 0.042811199832284
616 => 0.042933009682943
617 => 0.042538184103254
618 => 0.042613504381475
619 => 0.042610813411116
620 => 0.042587624082345
621 => 0.042484914700181
622 => 0.04233596577561
623 => 0.042929332447037
624 => 0.043030157007021
625 => 0.043254277514344
626 => 0.043921108121747
627 => 0.043854476019119
628 => 0.043963155743044
629 => 0.043725908515925
630 => 0.042822205050708
701 => 0.042871280496718
702 => 0.042259308898595
703 => 0.04323862802468
704 => 0.043006712329243
705 => 0.042857194771693
706 => 0.042816397520845
707 => 0.043484881072344
708 => 0.043684901828148
709 => 0.043560262316024
710 => 0.043304623040344
711 => 0.043795526022618
712 => 0.043926870951141
713 => 0.043956274236823
714 => 0.044826060200103
715 => 0.044004885610053
716 => 0.044202550495652
717 => 0.045744675507161
718 => 0.044346180920427
719 => 0.045086994693171
720 => 0.045050735714004
721 => 0.045429710972368
722 => 0.045019648681359
723 => 0.045024731894911
724 => 0.045361236250331
725 => 0.044888676572024
726 => 0.044771664150054
727 => 0.04461001232716
728 => 0.044962973168535
729 => 0.045174557229893
730 => 0.04687976937307
731 => 0.047981414184683
801 => 0.04793358887803
802 => 0.048370622655621
803 => 0.048173734936046
804 => 0.04753793255318
805 => 0.048623169692891
806 => 0.048279755253636
807 => 0.04830806592276
808 => 0.048307012198241
809 => 0.048535352778534
810 => 0.04837355255029
811 => 0.048054627691967
812 => 0.048266344896521
813 => 0.048895069303764
814 => 0.050846649155463
815 => 0.051938779095469
816 => 0.050780901561756
817 => 0.051579589979913
818 => 0.051100661530801
819 => 0.05101362598471
820 => 0.051515261333923
821 => 0.052017774729409
822 => 0.051985766798542
823 => 0.051620967877767
824 => 0.051414902223852
825 => 0.052975300392359
826 => 0.054124975182227
827 => 0.054046575069075
828 => 0.054392607671443
829 => 0.055408570094379
830 => 0.055501456965877
831 => 0.055489755355048
901 => 0.055259525552299
902 => 0.056259872497071
903 => 0.057094379517831
904 => 0.055206234004941
905 => 0.055925215098609
906 => 0.056247988875681
907 => 0.056721916543087
908 => 0.057521511957501
909 => 0.058390084659763
910 => 0.058512910363278
911 => 0.058425759648884
912 => 0.057852912603254
913 => 0.058803315218297
914 => 0.059360038780505
915 => 0.059691554921408
916 => 0.060532224695712
917 => 0.056249982216643
918 => 0.053218798148698
919 => 0.05274543498566
920 => 0.053708037591785
921 => 0.053961868222408
922 => 0.053859549413481
923 => 0.05044767616181
924 => 0.052727472179093
925 => 0.055180341002997
926 => 0.055274565684146
927 => 0.05650252310446
928 => 0.05690239637619
929 => 0.057891063051601
930 => 0.057829221681869
1001 => 0.058069946284209
1002 => 0.0580146078669
1003 => 0.05984590469477
1004 => 0.06186609704612
1005 => 0.061796144208811
1006 => 0.061505717656474
1007 => 0.061937050611781
1008 => 0.064022105615344
1009 => 0.063830147162941
1010 => 0.064016618448468
1011 => 0.06647501580622
1012 => 0.069671282074243
1013 => 0.068186295492859
1014 => 0.071408289081083
1015 => 0.073436363254329
1016 => 0.076943707830174
1017 => 0.076504571015242
1018 => 0.077869954520535
1019 => 0.075718424465895
1020 => 0.070778076564475
1021 => 0.069996247598184
1022 => 0.071561488987762
1023 => 0.07540948221002
1024 => 0.071440301987348
1025 => 0.072243261976923
1026 => 0.072012009445908
1027 => 0.07199968698129
1028 => 0.072469985336667
1029 => 0.07178779304308
1030 => 0.069008418914954
1031 => 0.070282189698919
1101 => 0.069790325627733
1102 => 0.07033608548561
1103 => 0.073281326350083
1104 => 0.071979165158127
1105 => 0.070607444121386
1106 => 0.072327886710725
1107 => 0.074518601335169
1108 => 0.074381510351064
1109 => 0.074115496542314
1110 => 0.075615002454206
1111 => 0.078091746906643
1112 => 0.078761200979772
1113 => 0.079255378290169
1114 => 0.079323516992079
1115 => 0.080025387969716
1116 => 0.076251250828699
1117 => 0.08224090339821
1118 => 0.083275150936151
1119 => 0.083080755264186
1120 => 0.084230277874819
1121 => 0.083892059162197
1122 => 0.083402033312498
1123 => 0.085224271160821
1124 => 0.08313522251473
1125 => 0.080170080965515
1126 => 0.078543345667765
1127 => 0.080685561932835
1128 => 0.081993738652868
1129 => 0.082858360249144
1130 => 0.083119994221759
1201 => 0.076544226351366
1202 => 0.073000252178029
1203 => 0.075271898991391
1204 => 0.078043464884381
1205 => 0.076235854640224
1206 => 0.076306709539536
1207 => 0.073729532362983
1208 => 0.07827148787899
1209 => 0.077609763164167
1210 => 0.081042792155242
1211 => 0.080223472234743
1212 => 0.083022974107547
1213 => 0.082285771442914
1214 => 0.085345858487363
1215 => 0.086566610057943
1216 => 0.088616441939758
1217 => 0.090124306616338
1218 => 0.091009753595281
1219 => 0.090956594679893
1220 => 0.094465176738398
1221 => 0.092396288479018
1222 => 0.089797277225713
1223 => 0.089750269311916
1224 => 0.091096334068277
1225 => 0.093917316522778
1226 => 0.094648756229604
1227 => 0.09505753124088
1228 => 0.094431478081551
1229 => 0.092185848154551
1230 => 0.091216196537675
1231 => 0.092042367808766
]
'min_raw' => 0.034067013271796
'max_raw' => 0.09505753124088
'avg_raw' => 0.064562272256338
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.034067'
'max' => '$0.095057'
'avg' => '$0.064562'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.013486620445423
'max_diff' => 0.049113254044592
'year' => 2036
]
11 => [
'items' => [
101 => 0.091032031337929
102 => 0.092776155536939
103 => 0.095171210587005
104 => 0.094676641190241
105 => 0.096329912533637
106 => 0.098040874444835
107 => 0.10048762682196
108 => 0.10112729849631
109 => 0.10218465144949
110 => 0.10327301496066
111 => 0.10362256798823
112 => 0.1042899731778
113 => 0.10428645562301
114 => 0.10629772608331
115 => 0.10851621968488
116 => 0.10935364966123
117 => 0.11127927371569
118 => 0.10798171000435
119 => 0.11048294995908
120 => 0.11273913100835
121 => 0.11004921894998
122 => 0.11375663605331
123 => 0.11390058665824
124 => 0.11607406988672
125 => 0.11387082824566
126 => 0.11256255039219
127 => 0.11633949953462
128 => 0.11816704625186
129 => 0.11761657430756
130 => 0.11342745563128
131 => 0.11098920888193
201 => 0.1046078468362
202 => 0.11216684583369
203 => 0.11584861374634
204 => 0.11341792074183
205 => 0.11464382090834
206 => 0.12133193471732
207 => 0.12387833543248
208 => 0.12334870188441
209 => 0.12343820123552
210 => 0.12481219284098
211 => 0.13090522829058
212 => 0.12725414021373
213 => 0.13004526024482
214 => 0.13152566024518
215 => 0.13290073826911
216 => 0.12952398124022
217 => 0.12513086996005
218 => 0.12373938720736
219 => 0.11317623622626
220 => 0.11262637834425
221 => 0.11231772645268
222 => 0.11037171993602
223 => 0.10884269186996
224 => 0.10762675198266
225 => 0.10443576260801
226 => 0.10551262784948
227 => 0.10042685679752
228 => 0.1036805528879
301 => 0.095563539488735
302 => 0.10232362944592
303 => 0.098644419825797
304 => 0.10111491013368
305 => 0.10110629082573
306 => 0.09655733489925
307 => 0.093933592055143
308 => 0.095605543113007
309 => 0.097398007366677
310 => 0.097688828661262
311 => 0.10001280535425
312 => 0.10066137729555
313 => 0.098696174034479
314 => 0.095395332427823
315 => 0.096162042648868
316 => 0.093918054696985
317 => 0.08998555212506
318 => 0.092809944127124
319 => 0.093774315736379
320 => 0.094200237178065
321 => 0.090333072549549
322 => 0.08911792546304
323 => 0.088470991350255
324 => 0.094896130036055
325 => 0.095248113637194
326 => 0.093447315768303
327 => 0.10158709289435
328 => 0.099744810639634
329 => 0.10180309128827
330 => 0.096092471732584
331 => 0.096310625089981
401 => 0.093607126275583
402 => 0.09512090496379
403 => 0.09405101497833
404 => 0.094998606605235
405 => 0.095566589119335
406 => 0.09826964431618
407 => 0.10235449399429
408 => 0.097865898008718
409 => 0.095910152459927
410 => 0.097123485998867
411 => 0.10035475310429
412 => 0.10525028817452
413 => 0.10235203288112
414 => 0.10363822936476
415 => 0.10391920607754
416 => 0.10178213992343
417 => 0.1053290848519
418 => 0.1072299214544
419 => 0.10917978648585
420 => 0.11087279965868
421 => 0.10840096751383
422 => 0.11104618223203
423 => 0.10891460611242
424 => 0.10700236197484
425 => 0.10700526205985
426 => 0.10580568337892
427 => 0.10348134852797
428 => 0.10305270551976
429 => 0.10528256058011
430 => 0.10707069317045
501 => 0.10721797233517
502 => 0.10820797441476
503 => 0.10879384744762
504 => 0.11453619962547
505 => 0.11684582117462
506 => 0.11966998268603
507 => 0.12077015275575
508 => 0.1240812702328
509 => 0.12140727395427
510 => 0.12082873803918
511 => 0.11279705009814
512 => 0.11411223854854
513 => 0.11621798215445
514 => 0.11283177303461
515 => 0.11497954332325
516 => 0.11540355867422
517 => 0.11271671094447
518 => 0.11415187240877
519 => 0.11034050905531
520 => 0.10243757130014
521 => 0.10533788308079
522 => 0.10747348878575
523 => 0.1044257161265
524 => 0.10988873065311
525 => 0.10669735034617
526 => 0.10568583600214
527 => 0.10173955791519
528 => 0.10360204926606
529 => 0.10612109548642
530 => 0.10456461779279
531 => 0.10779454271337
601 => 0.11236897779042
602 => 0.11562899263864
603 => 0.11587925609892
604 => 0.11378328495555
605 => 0.11714209208912
606 => 0.11716655733219
607 => 0.11337780916439
608 => 0.11105722200746
609 => 0.11052997972284
610 => 0.11184713432175
611 => 0.11344640316497
612 => 0.11596800438938
613 => 0.11749175519803
614 => 0.121464889172
615 => 0.12253990530668
616 => 0.12372102211417
617 => 0.1252993584119
618 => 0.12719455581446
619 => 0.12304797179132
620 => 0.12321272330476
621 => 0.11935148167578
622 => 0.11522519123715
623 => 0.11835653133071
624 => 0.12245034195831
625 => 0.12151121727708
626 => 0.12140554656587
627 => 0.12158325539152
628 => 0.12087518605081
629 => 0.11767261466509
630 => 0.11606430336433
701 => 0.11813943526628
702 => 0.11924227551867
703 => 0.12095268457235
704 => 0.12074184055412
705 => 0.12514767059188
706 => 0.12685964291917
707 => 0.12642164713842
708 => 0.12650224890303
709 => 0.12960169302713
710 => 0.13304891234243
711 => 0.13627768813185
712 => 0.139562137544
713 => 0.13560260558341
714 => 0.13359219944381
715 => 0.13566642540808
716 => 0.13456581191459
717 => 0.14089026351134
718 => 0.14132815481793
719 => 0.14765214908485
720 => 0.15365437269138
721 => 0.14988448358513
722 => 0.15343931921279
723 => 0.15728416377411
724 => 0.16470149273645
725 => 0.16220359728672
726 => 0.16029024851923
727 => 0.15848214317919
728 => 0.16224452336317
729 => 0.16708476536438
730 => 0.16812730713218
731 => 0.16981662307762
801 => 0.16804051392071
802 => 0.1701796417682
803 => 0.17773170305023
804 => 0.17569106942793
805 => 0.17279304163605
806 => 0.17875466871054
807 => 0.18091215837356
808 => 0.19605455071473
809 => 0.21517244654648
810 => 0.20725751213726
811 => 0.20234445693612
812 => 0.20349914144762
813 => 0.21048034982376
814 => 0.2127224923817
815 => 0.20662757599634
816 => 0.20878040350208
817 => 0.22064269472004
818 => 0.22700643337062
819 => 0.21836362151901
820 => 0.19451844639933
821 => 0.1725321059414
822 => 0.17836387348866
823 => 0.17770273202962
824 => 0.19044728409235
825 => 0.17564240099092
826 => 0.17589167725311
827 => 0.18889977315579
828 => 0.18542943618418
829 => 0.17980793473734
830 => 0.17257314912309
831 => 0.15919897877847
901 => 0.14735310313792
902 => 0.17058559321128
903 => 0.16958376599378
904 => 0.16813297172035
905 => 0.17136155738352
906 => 0.18703865291383
907 => 0.18667724512005
908 => 0.1843781531279
909 => 0.18612199414068
910 => 0.17950223097646
911 => 0.18120829467308
912 => 0.17252862319274
913 => 0.17645219719696
914 => 0.17979587351998
915 => 0.1804671660458
916 => 0.18197962238353
917 => 0.16905584857353
918 => 0.17485824359216
919 => 0.17826660705471
920 => 0.16286749693358
921 => 0.17796221615953
922 => 0.1688308744243
923 => 0.16573155989122
924 => 0.16990437860638
925 => 0.16827822709488
926 => 0.16688015751612
927 => 0.16610001066928
928 => 0.1691640681965
929 => 0.16902112625051
930 => 0.16400773342805
1001 => 0.15746796686317
1002 => 0.15966292718287
1003 => 0.15886547752086
1004 => 0.15597541707269
1005 => 0.15792296886753
1006 => 0.14934693639649
1007 => 0.13459231827344
1008 => 0.1443396709517
1009 => 0.14396440847667
1010 => 0.14377518411996
1011 => 0.15110005026063
1012 => 0.15039593339462
1013 => 0.14911795438807
1014 => 0.15595194598604
1015 => 0.15345744712262
1016 => 0.16114490484181
1017 => 0.16620836168927
1018 => 0.16492410524708
1019 => 0.16968631088592
1020 => 0.15971349463543
1021 => 0.16302606415391
1022 => 0.16370878014064
1023 => 0.15586761559053
1024 => 0.15051113562186
1025 => 0.15015391947629
1026 => 0.14086652137902
1027 => 0.14582777447732
1028 => 0.15019347189323
1029 => 0.14810264162281
1030 => 0.14744074722098
1031 => 0.15082222217257
1101 => 0.15108499173669
1102 => 0.14509381782783
1103 => 0.14633957259929
1104 => 0.15153457708575
1105 => 0.14620867181524
1106 => 0.13586130785632
1107 => 0.13329501853101
1108 => 0.13295262822891
1109 => 0.1259926480437
1110 => 0.13346651025491
1111 => 0.13020396911266
1112 => 0.14051029748979
1113 => 0.13462337799472
1114 => 0.13436960466133
1115 => 0.13398598904745
1116 => 0.12799524658887
1117 => 0.12930683845575
1118 => 0.13366676958235
1119 => 0.13522244212647
1120 => 0.13506017273487
1121 => 0.13364540354128
1122 => 0.13429307763331
1123 => 0.13220669371827
1124 => 0.13146994813354
1125 => 0.12914457641029
1126 => 0.12572692237746
1127 => 0.12620216813241
1128 => 0.11943090121555
1129 => 0.1157415556209
1130 => 0.1147203933851
1201 => 0.11335485256607
1202 => 0.11487463485417
1203 => 0.11941171906714
1204 => 0.11393903291019
1205 => 0.1045564963584
1206 => 0.10512040279223
1207 => 0.10638733312372
1208 => 0.10402641683258
1209 => 0.1017920076997
1210 => 0.10373464515739
1211 => 0.099759140732606
1212 => 0.10686775384025
1213 => 0.10667548577735
1214 => 0.1093251371502
1215 => 0.11098201852996
1216 => 0.10716344337133
1217 => 0.10620308204546
1218 => 0.10675014750266
1219 => 0.097708374098435
1220 => 0.10858623136264
1221 => 0.10868030352397
1222 => 0.10787480056577
1223 => 0.1136669237428
1224 => 0.12589011025484
1225 => 0.12129125581247
1226 => 0.11951044037127
1227 => 0.11612510891579
1228 => 0.12063586207913
1229 => 0.1202895066149
1230 => 0.11872315585422
1231 => 0.11777582202686
]
'min_raw' => 0.088470991350255
'max_raw' => 0.22700643337062
'avg_raw' => 0.15773871236043
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$0.08847'
'max' => '$0.2270064'
'avg' => '$0.157738'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.054403978078458
'max_diff' => 0.13194890212973
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.0027770033249471
]
1 => [
'year' => 2028
'avg' => 0.0047661438754346
]
2 => [
'year' => 2029
'avg' => 0.013020246053831
]
3 => [
'year' => 2030
'avg' => 0.010045100440199
]
4 => [
'year' => 2031
'avg' => 0.0098655335078679
]
5 => [
'year' => 2032
'avg' => 0.017297385036952
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.0027770033249471
'min' => '$0.002777'
'max_raw' => 0.017297385036952
'max' => '$0.017297'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.017297385036952
]
1 => [
'year' => 2033
'avg' => 0.044490652984169
]
2 => [
'year' => 2034
'avg' => 0.028200313982099
]
3 => [
'year' => 2035
'avg' => 0.033262335011331
]
4 => [
'year' => 2036
'avg' => 0.064562272256338
]
5 => [
'year' => 2037
'avg' => 0.15773871236043
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.017297385036952
'min' => '$0.017297'
'max_raw' => 0.15773871236043
'max' => '$0.157738'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 0.15773871236043
]
]
]
]
'prediction_2025_max_price' => '$0.004748'
'last_price' => 0.00460395
'sma_50day_nextmonth' => '$0.004335'
'sma_200day_nextmonth' => '$0.007147'
'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' => '$0.004644'
'daily_sma3_action' => 'SELL'
'daily_sma5' => '$0.004666'
'daily_sma5_action' => 'SELL'
'daily_sma10' => '$0.0046046'
'daily_sma10_action' => 'SELL'
'daily_sma21' => '$0.004475'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.004537'
'daily_sma50_action' => 'BUY'
'daily_sma100' => '$0.005027'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '—'
'daily_sma200_action' => '—'
'daily_ema3' => '$0.00464'
'daily_ema3_action' => 'SELL'
'daily_ema5' => '$0.004639'
'daily_ema5_action' => 'SELL'
'daily_ema10' => '$0.0046045'
'daily_ema10_action' => 'SELL'
'daily_ema21' => '$0.004556'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$0.004731'
'daily_ema50_action' => 'SELL'
'daily_ema100' => '$0.0059095'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.007011'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.0062079'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '—'
'weekly_sma50_action' => '—'
'weekly_sma100' => '—'
'weekly_sma100_action' => '—'
'weekly_sma200' => '—'
'weekly_sma200_action' => '—'
'weekly_ema3' => '$0.004575'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$0.004592'
'weekly_ema5_action' => 'BUY'
'weekly_ema10' => '$0.004949'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.006893'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.0042022'
'weekly_ema50_action' => 'BUY'
'weekly_ema100' => '$0.0021011'
'weekly_ema100_action' => 'BUY'
'weekly_ema200' => '$0.00105'
'weekly_ema200_action' => 'BUY'
'rsi_14' => '51.26'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 75.8
'stoch_rsi_14_action' => 'NEUTRAL'
'momentum_10' => 0
'momentum_10_action' => 'SELL'
'vwma_10' => '0.0046072'
'vwma_10_action' => 'SELL'
'hma_9' => '0.004686'
'hma_9_action' => 'SELL'
'stochastic_fast_14' => 66.35
'stochastic_fast_14_action' => 'NEUTRAL'
'cci_20' => 51.49
'cci_20_action' => 'NEUTRAL'
'adx_14' => 6.44
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '0.0002020'
'ao_5_34_action' => 'BUY'
'macd_12_26' => 0
'macd_12_26_action' => 'NEUTRAL'
'williams_percent_r_14' => -33.65
'williams_percent_r_14_action' => 'NEUTRAL'
'ultimate_oscillator' => 54
'ultimate_oscillator_action' => 'NEUTRAL'
'ichimoku_cloud' => '-0.000352'
'ichimoku_cloud_action' => 'SELL'
'sell_signals' => 20
'buy_signals' => 9
'sell_pct' => 68.97
'buy_pct' => 31.03
'overall_action' => 'bearish'
'overall_action_label' => 'Baixista'
'overall_action_dir' => -1
'last_updated' => 1767702499
'last_updated_date' => '6 de janeiro de 2026'
]
Previsão de preço de TAC para 2026
A previsão de preço para TAC em 2026 sugere que o preço médio poderia variar entre $0.00159 na extremidade inferior e $0.004748 na extremidade superior. No mercado de criptomoedas, comparado ao preço médio de hoje, TAC poderia potencialmente ganhar 3.13% até 2026 se TAC atingir a meta de preço prevista.
Previsão de preço de TAC 2027-2032
A previsão de preço de TAC para 2027-2032 está atualmente dentro de uma faixa de preço entre $0.002777 na extremidade inferior e $0.017297 na extremidade superior. Considerando a volatilidade de preços no mercado, se TAC atingir a meta de preço superior, poderia ganhar 275.71% até 2032 em comparação com o preço de hoje.
| Previsão de Preço de TAC | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2027 | $0.001531 | $0.002777 | $0.004022 |
| 2028 | $0.002763 | $0.004766 | $0.006768 |
| 2029 | $0.00607 | $0.01302 | $0.019969 |
| 2030 | $0.005162 | $0.010045 | $0.014927 |
| 2031 | $0.006104 | $0.009865 | $0.013626 |
| 2032 | $0.009317 | $0.017297 | $0.025277 |
Previsão de preço de TAC 2032-2037
A previsão de preço de TAC para 2032-2037 é atualmente estimada entre $0.017297 na extremidade inferior e $0.157738 na extremidade superior. Comparado ao preço atual, TAC poderia potencialmente ganhar 3326.16% até 2037 se atingir a meta de preço superior. Por favor, note que esta informação é apenas para fins gerais e não deve ser considerada como aconselhamento de investimento a longo prazo.
| Previsão de Preço de TAC | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2032 | $0.009317 | $0.017297 | $0.025277 |
| 2033 | $0.021651 | $0.04449 | $0.067329 |
| 2034 | $0.0174069 | $0.02820031 | $0.038993 |
| 2035 | $0.02058 | $0.033262 | $0.045944 |
| 2036 | $0.034067 | $0.064562 | $0.095057 |
| 2037 | $0.08847 | $0.157738 | $0.2270064 |
TAC Histograma de preços potenciais
Previsão de preço de TAC baseada na análise técnica
Indicador de Sentimento de Mercado
Altista 31.03%
Baixista 68.97%
Em 6 de janeiro de 2026, o sentimento geral de previsão de preço para TAC é Baixista, com 9 indicadores técnicos mostrando sinais de alta e 20 indicando sinais de baixa. A previsão de preço de TAC 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 TAC
De acordo com nossos indicadores técnicos, o SMA de 200 dias de TAC está projetado para aumentar no próximo mês, alcançando $0.007147 até 4 de fev. de 2026. O SMA de 50 dias de curto prazo para TAC é esperado para alcançar $0.004335 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 51.26, sugerindo que o mercado de TAC está em um estado NEUTRAL.
Médias Móveis e Osciladores Populares de TAC 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 | $0.004644 | SELL |
| SMA 5 | $0.004666 | SELL |
| SMA 10 | $0.0046046 | SELL |
| SMA 21 | $0.004475 | BUY |
| SMA 50 | $0.004537 | BUY |
| SMA 100 | $0.005027 | SELL |
| SMA 200 | — | — |
Média Móvel Exponencial Diária (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 3 | $0.00464 | SELL |
| EMA 5 | $0.004639 | SELL |
| EMA 10 | $0.0046045 | SELL |
| EMA 21 | $0.004556 | BUY |
| EMA 50 | $0.004731 | SELL |
| EMA 100 | $0.0059095 | SELL |
| EMA 200 | $0.007011 | SELL |
Média Móvel Simples Semanal (SMA)
| Período | Valor | Ação |
|---|---|---|
| SMA 21 | $0.0062079 | SELL |
| SMA 50 | — | — |
| SMA 100 | — | — |
| SMA 200 | — | — |
Média Móvel Exponencial Semanal (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 21 | $0.006893 | SELL |
| EMA 50 | $0.0042022 | BUY |
| EMA 100 | $0.0021011 | BUY |
| EMA 200 | $0.00105 | BUY |
Osciladores de TAC
Um oscilador é uma ferramenta de análise técnica que define limites altos e baixos entre dois extremos, criando um indicador de tendência que flutua dentro desses limites. Os traders usam esse indicador para identificar condições de sobrecompra ou sobrevenda de curto prazo.
| Período | Valor | Ação |
|---|---|---|
| RSI (14) | 51.26 | NEUTRAL |
| Stoch RSI (14) | 75.8 | NEUTRAL |
| Estocástico Rápido (14) | 66.35 | NEUTRAL |
| Índice de Canal de Commodities (20) | 51.49 | NEUTRAL |
| Índice Direcional Médio (14) | 6.44 | NEUTRAL |
| Oscilador Impressionante (5, 34) | 0.0002020 | BUY |
| Momentum (10) | 0 | SELL |
| MACD (12, 26) | 0 | NEUTRAL |
| Williams Percent Range (14) | -33.65 | NEUTRAL |
| Oscilador Ultimate (7, 14, 28) | 54 | NEUTRAL |
| VWMA (10) | 0.0046072 | SELL |
| Média Móvel de Hull (9) | 0.004686 | SELL |
| Nuvem Ichimoku B/L (9, 26, 52, 26) | -0.000352 | SELL |
Previsão do preço de TAC com base nos fluxos financeiros mundiais
Definições dos fluxos financeiros mundiais, usadas na previsão do preço do TAC
M0: o total de todas as moedas físicas, mais as contas no Banco Central que podem ser trocadas por moedas físicas.
M1: o valor de M0, mais o valor em contas de demanda, incluindo contas 'correntes'.
M2: o valor de M1, mais a maioria das contas de poupança, do mercado de moedas e de certificados de depósito (CD) de menos de US$ 100.000.
Previsões de preço de TAC por empresas de Internet ou nichos tecnológicos
| Comparação | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook stock | $0.006469 | $0.00909 | $0.012773 | $0.017949 | $0.025221 | $0.03544 |
| Amazon.com stock | $0.0096064 | $0.020044 | $0.041823 | $0.087267 | $0.182089 | $0.37994 |
| Apple stock | $0.00653 | $0.009262 | $0.013138 | $0.018636 | $0.026433 | $0.037494 |
| Netflix stock | $0.007264 | $0.011461 | $0.018085 | $0.028535 | $0.045024 | $0.071041 |
| Google stock | $0.005962 | $0.00772 | $0.009998 | $0.012948 | $0.016767 | $0.021714 |
| Tesla stock | $0.010436 | $0.023659 | $0.053634 | $0.121584 | $0.275623 | $0.624816 |
| Kodak stock | $0.003452 | $0.002588 | $0.001941 | $0.001455 | $0.001091 | $0.000818 |
| Nokia stock | $0.003049 | $0.00202 | $0.001338 | $0.000886 | $0.000587 | $0.000389 |
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 TAC
Você pode fazer perguntas como: 'Devo investir em TAC agora?', 'Devo comprar TAC hoje?', 'TAC será um bom ou mau investimento no curto ou no longo prazo?'.
Atualizamos a previsão para TAC regularmente com novos valores. Veja nossas previsões semelhantes. Fazemos previsões de preços futuros para uma enorme quantidade de moedas digitais, como TAC, 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 TAC para poder tomar sozinho uma decisão de tão grande responsabilidade sobre o seu investimento.
O preço de TAC é de $0.004603 USD hoje, mas o preço pode tanto subir quanto descer e seu investimento pode ser perdido, porque criptomoedas são ativos de alto risco
Previsão do preço de TAC com base no padrão de crescimento do Bitcoin
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Se TAC tiver 1% da média anterior do crescimento anual do Bitcoin | $0.004723 | $0.004846 | $0.004972 | $0.0051016 |
| Se TAC tiver 2% da média anterior do crescimento anual do Bitcoin | $0.004843 | $0.005095 | $0.005359 | $0.005638 |
| Se TAC tiver 5% da média anterior do crescimento anual do Bitcoin | $0.0052023 | $0.005878 | $0.006642 | $0.0075057 |
| Se TAC tiver 10% da média anterior do crescimento anual do Bitcoin | $0.00580066 | $0.0073084 | $0.0092081 | $0.0116016 |
| Se TAC tiver 20% da média anterior do crescimento anual do Bitcoin | $0.006997 | $0.010635 | $0.016163 | $0.024566 |
| Se TAC tiver 50% da média anterior do crescimento anual do Bitcoin | $0.010587 | $0.024347 | $0.055991 | $0.128761 |
| Se TAC tiver 100% da média anterior do crescimento anual do Bitcoin | $0.016571 | $0.059644 | $0.21468 | $0.7727037 |
Perguntas Frequentes sobre TAC
TAC é um bom investimento?
A decisão de adquirir TAC depende inteiramente da sua tolerância individual ao risco. Como você pode perceber, o valor de TAC experimentou uma escalada de 1.4011% nas últimas 24 horas, e TAC registrou um declínio de durante os últimos 30 dias. Consequentemente, a decisão de investir ou não em TAC dependerá de quão alinhado esse investimento está com suas aspirações de negociação.
TAC pode subir?
Parece que o valor médio de TAC pode potencialmente subir para $0.004748 até o final deste ano. Observando as perspectivas de TAC em um horizonte de cinco anos mais longo, a moeda digital poderia potencialmente crescer até $0.014927. 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 TAC na próxima semana?
Com base na nossa nova previsão experimental de TAC, o preço de TAC aumentará 0.86% na próxima semana e atingirá $0.004643 até 13 de janeiro de 2026.
Qual será o preço de TAC no próximo mês?
Com base na nossa nova previsão experimental de TAC, o preço de TAC diminuirá -11.62% no próximo mês e atingirá $0.004069 até 5 de fevereiro de 2026.
Até onde o preço de TAC pode subir este ano em 2026?
De acordo com nossa previsão mais recente sobre o valor de TAC em 2026, espera-se que TAC fluctue dentro do intervalo de $0.00159 e $0.004748. No entanto, é crucial lembrar que o mercado de criptomoedas é excepcionalmente instável, e essa previsão de preço de TAC não considera flutuações repentinas e extremas de preço.
Onde estará TAC em 5 anos?
O futuro de TAC parece seguir uma tendência de alta, com um preço máximo de $0.014927 projetada após um período de cinco anos. Com base na previsão de TAC para 2030, o valor de TAC pode potencialmente atingir seu pico mais alto de aproximadamente $0.014927, enquanto seu pico mais baixo está previsto para cerca de $0.005162.
Quanto será TAC em 2026?
Com base na nossa nova simulação experimental de previsão de preços de TAC, espera-se que o valor de TAC em 2026 aumente 3.13% para $0.004748 se o melhor cenário ocorrer. O preço ficará entre $0.004748 e $0.00159 durante 2026.
Quanto será TAC em 2027?
De acordo com nossa última simulação experimental para previsão de preços de TAC, o valor de TAC pode diminuir -12.62% para $0.004022 em 2027, assumindo as condições mais favoráveis. O preço está projetado para flutuar entre $0.004022 e $0.001531 ao longo do ano.
Quanto será TAC em 2028?
Nosso novo modelo experimental de previsão de preços de TAC sugere que o valor de TAC em 2028 pode aumentar 47.02%, alcançando $0.006768 no melhor cenário. O preço é esperado para variar entre $0.006768 e $0.002763 durante o ano.
Quanto será TAC em 2029?
Com base no nosso modelo de previsão experimental, o valor de TAC pode experimentar um 333.75% crescimento em 2029, potencialmente alcançando $0.019969 sob condições ótimas. A faixa de preço prevista para 2029 está entre $0.019969 e $0.00607.
Quanto será TAC em 2030?
Usando nossa nova simulação experimental para previsões de preços de TAC, espera-se que o valor de TAC em 2030 aumente 224.23%, alcançando $0.014927 no melhor cenário. O preço está previsto para variar entre $0.014927 e $0.005162 ao longo de 2030.
Quanto será TAC em 2031?
Nossa simulação experimental indica que o preço de TAC poderia aumentar 195.98% em 2031, potencialmente atingindo $0.013626 sob condições ideais. O preço provavelmente oscilará entre $0.013626 e $0.006104 durante o ano.
Quanto será TAC em 2032?
Com base nos achados da nossa mais recente previsão experimental de preços de TAC, TAC poderia ver um 449.04% aumento em valor, atingindo $0.025277 se o cenário mais positivo se desenrolar em 2032. O preço é esperado para permanecer dentro de uma faixa de $0.025277 e $0.009317 ao longo do ano.
Quanto será TAC em 2033?
De acordo com nossa previsão experimental de preços de TAC, espera-se que o valor de TAC seja aumentar 1362.43% em 2033, com o preço potencial mais alto sendo $0.067329. Ao longo do ano, o preço de TAC poderia variar entre $0.067329 e $0.021651.
Quanto será TAC em 2034?
Os resultados da nossa nova simulação de previsão de preços de TAC sugerem que TAC pode aumentar 746.96% em 2034, atingindo potencialmente $0.038993 nas melhores circunstâncias. A faixa de preço prevista para o ano é entre $0.038993 e $0.0174069.
Quanto será TAC em 2035?
Com base em nossa previsão experimental para o preço de TAC, TAC poderia aumentar 897.93%, com o valor potencialmente atingindo $0.045944 em 2035. A faixa de preço esperada para o ano está entre $0.045944 e $0.02058.
Quanto será TAC em 2036?
Nossa recente simulação de previsão de preços de TAC sugere que o valor de TAC pode aumentar 1964.7% em 2036, possivelmente atingindo $0.095057 se as condições forem ideais. A faixa de preço esperada para 2036 está entre $0.095057 e $0.034067.
Quanto será TAC em 2037?
De acordo com a simulação experimental, o valor de TAC poderia aumentar 4830.69% em 2037, com um pico de $0.2270064 sob condições favoráveis. O preço é esperado para cair entre $0.2270064 e $0.08847 ao longo do ano.
Previsões relacionadas
Como ler e prever os movimentos de preço de TAC?
Traders de TAC 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 TAC
Médias móveis são ferramentas populares para a previsão de preço de TAC. Uma média móvel simples (SMA) calcula o preço médio de fechamento de TAC 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 TAC 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 TAC.
Como ler gráficos de TAC 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 TAC 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 TAC 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 TAC?
A ação de preço de TAC 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 TAC. A capitalização de mercado de TAC pode mudar rapidamente.
Traders frequentemente monitoram a atividade de "baleias" de TAC, grandes detentores de TAC, pois suas ações podem influenciar significativamente os movimentos de preço no relativamente pequeno mercado de TAC.
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