Previsão de Preço Districts - Projeção DSTRX
Previsão de Preço Districts até $0.031527 até 2026
| Ano | Preço Mínimo | Preço Máximo |
|---|---|---|
| 2026 | $0.010561 | $0.031527 |
| 2027 | $0.010167 | $0.02671 |
| 2028 | $0.018349 | $0.044943 |
| 2029 | $0.0403088 | $0.132597 |
| 2030 | $0.03428 | $0.099116 |
| 2031 | $0.04053 | $0.090481 |
| 2032 | $0.061867 | $0.167839 |
| 2033 | $0.143765 | $0.447062 |
| 2034 | $0.11558 | $0.258914 |
| 2035 | $0.136652 | $0.305066 |
Calculadora de lucro do investimento
Se você abrir um short de $10,000.00 em Districts hoje e fechar em Apr 06, 2026, nossa previsão mostra que pode lucrar cerca de $3,954.50, com um retorno de 39.54% nos próximos 90 dias.
Previsão de preço de longo prazo de Districts para os anos 2027, 2028, 2029, 2030, 2031, 2032 e 2037
[
'name' => 'Districts'
'name_with_ticker' => 'Districts <small>DSTRX</small>'
'name_lang' => 'Districts'
'name_lang_with_ticker' => 'Districts <small>DSTRX</small>'
'name_with_lang' => 'Districts'
'name_with_lang_with_ticker' => 'Districts <small>DSTRX</small>'
'image' => '/uploads/coins/districts.jpg?1745459341'
'price_for_sd' => 0.03056
'ticker' => 'DSTRX'
'marketcap' => '$3.74M'
'low24h' => '$0.03026'
'high24h' => '$0.03191'
'volume24h' => '$23.87K'
'current_supply' => '123.05M'
'max_supply' => '125M'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.03056'
'change_24h_pct' => '-0.7528%'
'ath_price' => '$0.06702'
'ath_days' => 152
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '7 de ago. de 2025'
'ath_pct' => '-54.85%'
'fdv' => '$3.8M'
'new_prediction' => true
'change_24h_pct_is_increased' => false
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$1.50'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.030831'
'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' => '$0.0270182'
'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' => '$0.010561'
'current_year_max_price_prediction' => '$0.031527'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.03428'
'grand_prediction_max_price' => '$0.099116'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.031149112198769
107 => 0.031265411676592
108 => 0.031527440338524
109 => 0.029288434111308
110 => 0.030293682173559
111 => 0.030884171231126
112 => 0.028216320186864
113 => 0.030831436393776
114 => 0.029249457994232
115 => 0.028712510764908
116 => 0.029435439471774
117 => 0.029153713451637
118 => 0.028911501963031
119 => 0.028776343790666
120 => 0.029307182846259
121 => 0.029282418569826
122 => 0.028413862843456
123 => 0.027280867305266
124 => 0.027661137797193
125 => 0.027522981962422
126 => 0.027022287394751
127 => 0.027359695079268
128 => 0.025873922394774
129 => 0.023317727714846
130 => 0.025006428218767
131 => 0.024941415086319
201 => 0.024908632516827
202 => 0.02617764427327
203 => 0.026055658073971
204 => 0.02583425192775
205 => 0.027018221097246
206 => 0.026586056423748
207 => 0.027917886116668
208 => 0.028795115289769
209 => 0.028572621596079
210 => 0.029397659873398
211 => 0.027669898461289
212 => 0.028243791496635
213 => 0.028362070055839
214 => 0.027003611101478
215 => 0.026075616524805
216 => 0.026013729866454
217 => 0.024404715156033
218 => 0.025264237826827
219 => 0.02602058220766
220 => 0.025658351943936
221 => 0.025543680663762
222 => 0.026129511365004
223 => 0.026175035427791
224 => 0.025137081971821
225 => 0.025352905363028
226 => 0.026252924782016
227 => 0.025330227182882
228 => 0.02353757646956
301 => 0.023092974307321
302 => 0.023033656183235
303 => 0.021827859857401
304 => 0.02312268474975
305 => 0.02255745898509
306 => 0.024343000403207
307 => 0.023323108721229
308 => 0.023279143229251
309 => 0.02321268293979
310 => 0.022174804231326
311 => 0.022402033707847
312 => 0.023157379095828
313 => 0.023426894839835
314 => 0.023398782139658
315 => 0.02315367749135
316 => 0.023265885144206
317 => 0.022904425198618
318 => 0.022776786168693
319 => 0.022373922280367
320 => 0.021781823658518
321 => 0.021864158603438
322 => 0.020691056302523
323 => 0.020051887907733
324 => 0.019874974520159
325 => 0.019638398544576
326 => 0.019901696406106
327 => 0.020687733051097
328 => 0.019739606090261
329 => 0.01811410891928
330 => 0.018211804068969
331 => 0.018431296064368
401 => 0.018022274183026
402 => 0.017635169298941
403 => 0.017971725588841
404 => 0.017282981008946
405 => 0.018514527556332
406 => 0.018481217673595
407 => 0.018940262068133
408 => 0.019227311948577
409 => 0.018565754907656
410 => 0.018399375100905
411 => 0.018494152600371
412 => 0.016927691653687
413 => 0.01881224878935
414 => 0.018828546517717
415 => 0.0186889954728
416 => 0.019692463968367
417 => 0.021810095483686
418 => 0.021013357326092
419 => 0.020704836229934
420 => 0.020118337400609
421 => 0.02089981226783
422 => 0.020839807190934
423 => 0.020568441476963
424 => 0.020404318646441
425 => 0.020706719993959
426 => 0.020366847772956
427 => 0.020305797382999
428 => 0.019935898443344
429 => 0.019803861351216
430 => 0.019706106344753
501 => 0.019598487687846
502 => 0.019835867628085
503 => 0.019297933453571
504 => 0.018649237573445
505 => 0.018595305529999
506 => 0.018744216643706
507 => 0.018678334561019
508 => 0.018594990111934
509 => 0.018435862861119
510 => 0.018388653205017
511 => 0.018542061684477
512 => 0.018368872455437
513 => 0.018624422596991
514 => 0.018554927098722
515 => 0.018166730894658
516 => 0.017682894695752
517 => 0.017678587538701
518 => 0.017574345823297
519 => 0.017441578325883
520 => 0.017404645445411
521 => 0.017943381756838
522 => 0.01905854979847
523 => 0.018839615628188
524 => 0.018997818003493
525 => 0.019776017111347
526 => 0.020023383206471
527 => 0.019847808611339
528 => 0.019607471276554
529 => 0.019618044899552
530 => 0.020439350327572
531 => 0.020490574139684
601 => 0.020620000187463
602 => 0.020786349234655
603 => 0.01987613857339
604 => 0.01957517405926
605 => 0.01943256037559
606 => 0.018993365428327
607 => 0.019466999525221
608 => 0.019191033219995
609 => 0.019228270502921
610 => 0.019204019673565
611 => 0.019217262266228
612 => 0.018514183313973
613 => 0.018770348331433
614 => 0.018344424305884
615 => 0.01777415984789
616 => 0.017772248121466
617 => 0.017911819539667
618 => 0.017828796998691
619 => 0.017605385475629
620 => 0.017637120028007
621 => 0.017359091956508
622 => 0.017670877669748
623 => 0.017679818568381
624 => 0.017559764085701
625 => 0.018040112995084
626 => 0.018236912335186
627 => 0.01815788990287
628 => 0.018231367910677
629 => 0.018848713331391
630 => 0.018949367571637
701 => 0.018994071536308
702 => 0.018934174145789
703 => 0.018242651851691
704 => 0.018273323806014
705 => 0.018048273356352
706 => 0.017858129441621
707 => 0.017865734201036
708 => 0.017963492890187
709 => 0.01839041081918
710 => 0.01928883443256
711 => 0.019322928951949
712 => 0.019364252504055
713 => 0.019196168850085
714 => 0.019145473211704
715 => 0.019212353844383
716 => 0.019549754516699
717 => 0.020417640649285
718 => 0.020110871725863
719 => 0.019861463815979
720 => 0.020080261792837
721 => 0.020046579559295
722 => 0.019762267611598
723 => 0.019754287922156
724 => 0.019208602394497
725 => 0.01900687487958
726 => 0.018838296269072
727 => 0.018654212827254
728 => 0.018545081992411
729 => 0.018712756553807
730 => 0.018751105709865
731 => 0.018384482350923
801 => 0.018334512941819
802 => 0.018633905490846
803 => 0.018502153992499
804 => 0.018637663675829
805 => 0.018669103084742
806 => 0.018664040615796
807 => 0.018526476919958
808 => 0.018614155917477
809 => 0.018406768949978
810 => 0.018181266771339
811 => 0.018037410430649
812 => 0.017911876693622
813 => 0.017981530106988
814 => 0.017733228406549
815 => 0.017653791695253
816 => 0.018584452245957
817 => 0.01927194120105
818 => 0.019261944839367
819 => 0.01920109455848
820 => 0.019110683384111
821 => 0.019543140376158
822 => 0.019392481007379
823 => 0.019502098286177
824 => 0.019530000484254
825 => 0.019614452034228
826 => 0.019644636204487
827 => 0.019553398677708
828 => 0.019247194394113
829 => 0.018484162432422
830 => 0.018128968994489
831 => 0.018011749243757
901 => 0.018016009959064
902 => 0.017898480410223
903 => 0.017933098129661
904 => 0.017886441780142
905 => 0.017798085941534
906 => 0.017976074382934
907 => 0.017996585892729
908 => 0.017955041263702
909 => 0.017964826527776
910 => 0.017620854743381
911 => 0.017647006171081
912 => 0.017501391698485
913 => 0.017474090740282
914 => 0.01710599003366
915 => 0.01645384627483
916 => 0.016815197222348
917 => 0.016378736091378
918 => 0.016213441647614
919 => 0.016995919835832
920 => 0.016917380728301
921 => 0.016782955916339
922 => 0.01658411360286
923 => 0.016510361054577
924 => 0.01606226391843
925 => 0.016035787949121
926 => 0.016257876989436
927 => 0.016155390538948
928 => 0.016011460747809
929 => 0.015490161634232
930 => 0.014904048834366
1001 => 0.01492173989562
1002 => 0.015108171472241
1003 => 0.01565024642499
1004 => 0.015438448362959
1005 => 0.015284786438853
1006 => 0.015256010179528
1007 => 0.015616205312155
1008 => 0.016125956888036
1009 => 0.016365120922391
1010 => 0.016128116627865
1011 => 0.015855858855531
1012 => 0.015872429924612
1013 => 0.015982669823238
1014 => 0.015994254477875
1015 => 0.015817042656637
1016 => 0.015866926746291
1017 => 0.01579114825261
1018 => 0.015326095776762
1019 => 0.015317684452171
1020 => 0.015203553074614
1021 => 0.01520009722186
1022 => 0.015005931277228
1023 => 0.014978766119369
1024 => 0.014593237851273
1025 => 0.014846993724821
1026 => 0.014676787607626
1027 => 0.014420246841449
1028 => 0.014376019116665
1029 => 0.014374689577851
1030 => 0.014638099583249
1031 => 0.014843915625543
1101 => 0.014679748415906
1102 => 0.014642370724519
1103 => 0.015041466680514
1104 => 0.014990678082273
1105 => 0.014946695483748
1106 => 0.01608031422542
1107 => 0.015182966534013
1108 => 0.014791671721744
1109 => 0.014307370086691
1110 => 0.014465061141125
1111 => 0.014498288963258
1112 => 0.013333630832888
1113 => 0.012861129174446
1114 => 0.012698984411118
1115 => 0.012605667807432
1116 => 0.012648193355528
1117 => 0.012222886444013
1118 => 0.012508699722478
1119 => 0.012140419887404
1120 => 0.012078676574568
1121 => 0.012737206540797
1122 => 0.012828837138521
1123 => 0.012437912541233
1124 => 0.012688949417635
1125 => 0.012597919956578
1126 => 0.012146732988149
1127 => 0.012129500964662
1128 => 0.011903111203893
1129 => 0.011548855065986
1130 => 0.011386950505001
1201 => 0.01130262920392
1202 => 0.011337421816136
1203 => 0.011319829606728
1204 => 0.011205028540515
1205 => 0.011326409869462
1206 => 0.011016330732229
1207 => 0.010892854721306
1208 => 0.010837083471794
1209 => 0.01056187039001
1210 => 0.01099985679094
1211 => 0.011086145629531
1212 => 0.011172604483789
1213 => 0.011925169782143
1214 => 0.011887573746565
1215 => 0.01222742359818
1216 => 0.01221421765789
1217 => 0.012117286975007
1218 => 0.011708352368245
1219 => 0.011871346413942
1220 => 0.011369676076186
1221 => 0.0117455616035
1222 => 0.011574023146189
1223 => 0.011687564278531
1224 => 0.011483407084989
1225 => 0.011596396105339
1226 => 0.011106607914266
1227 => 0.010649250592947
1228 => 0.010833304530138
1229 => 0.011033392208986
1230 => 0.01146723327812
1231 => 0.011208841116455
]
'min_raw' => 0.01056187039001
'max_raw' => 0.031527440338524
'avg_raw' => 0.021044655364267
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.010561'
'max' => '$0.031527'
'avg' => '$0.021044'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.02000795960999
'max_diff' => 0.0009576103385245
'year' => 2026
]
1 => [
'items' => [
101 => 0.011301768708679
102 => 0.010990476830619
103 => 0.010348192770053
104 => 0.010351828028084
105 => 0.010253026618285
106 => 0.010167647774976
107 => 0.011238520564526
108 => 0.011105340605152
109 => 0.010893135770051
110 => 0.011177180374518
111 => 0.011252286276333
112 => 0.011254424435771
113 => 0.011461656046938
114 => 0.011572255594966
115 => 0.011591749244672
116 => 0.011917832662378
117 => 0.012027131522849
118 => 0.012477318060575
119 => 0.011562871996032
120 => 0.011544039581101
121 => 0.011181177464606
122 => 0.010951044573702
123 => 0.011196934860533
124 => 0.011414760087295
125 => 0.011187945901587
126 => 0.011217563045931
127 => 0.010913083533018
128 => 0.011021920631792
129 => 0.011115665803196
130 => 0.011063905229633
131 => 0.010986417145769
201 => 0.011396900902746
202 => 0.011373739800479
203 => 0.011755991711957
204 => 0.01205398441205
205 => 0.012588040603184
206 => 0.012030725126757
207 => 0.012010414335668
208 => 0.01220895557652
209 => 0.012027101127219
210 => 0.012142026861775
211 => 0.012569524290603
212 => 0.012578556637632
213 => 0.012427253187366
214 => 0.012418046358667
215 => 0.012447105841369
216 => 0.012617308139211
217 => 0.012557834226556
218 => 0.012626658943975
219 => 0.012712725306989
220 => 0.013068732275795
221 => 0.013154564350718
222 => 0.012946036907483
223 => 0.012964864600824
224 => 0.012886869612848
225 => 0.012811527431738
226 => 0.012980885652032
227 => 0.013290391128365
228 => 0.01328846571086
301 => 0.013360264965443
302 => 0.013404995306231
303 => 0.013212979938959
304 => 0.013087984995466
305 => 0.013135916010436
306 => 0.013212558747175
307 => 0.013111061803877
308 => 0.012484575651881
309 => 0.012674611530306
310 => 0.012642980267856
311 => 0.012597933503635
312 => 0.012789016048896
313 => 0.012770585671256
314 => 0.012218524306907
315 => 0.012253865484294
316 => 0.012220673520957
317 => 0.012327923544934
318 => 0.01202130927396
319 => 0.012115621758633
320 => 0.012174773664895
321 => 0.01220961459211
322 => 0.012335483911857
323 => 0.012320714599963
324 => 0.012334565830693
325 => 0.01252119680361
326 => 0.013465112220608
327 => 0.013516487454123
328 => 0.013263497014685
329 => 0.013364561705225
330 => 0.013170539599807
331 => 0.013300787939009
401 => 0.013389900544742
402 => 0.012987217814803
403 => 0.012963373556925
404 => 0.012768550653261
405 => 0.012873237446357
406 => 0.012706673231295
407 => 0.012747542263502
408 => 0.012633268886552
409 => 0.01283893821346
410 => 0.013068908478725
411 => 0.013127008049532
412 => 0.012974173092177
413 => 0.012863510510737
414 => 0.012669223472249
415 => 0.012992327147223
416 => 0.013086812508192
417 => 0.012991830855846
418 => 0.012969821531607
419 => 0.012928113901945
420 => 0.012978670002405
421 => 0.013086297920624
422 => 0.013035542581968
423 => 0.013069067377344
424 => 0.012941305427987
425 => 0.013213043504035
426 => 0.013644628966129
427 => 0.013646016583961
428 => 0.013595260971714
429 => 0.013574492868728
430 => 0.013626571207001
501 => 0.013654821569149
502 => 0.013823233365592
503 => 0.014003945932996
504 => 0.014847252634004
505 => 0.014610455486907
506 => 0.015358687360581
507 => 0.015950441626908
508 => 0.016127882857101
509 => 0.015964645274578
510 => 0.015406218322688
511 => 0.015378819232312
512 => 0.016213344860214
513 => 0.015977553146636
514 => 0.015949506472589
515 => 0.015651137246332
516 => 0.015827510412798
517 => 0.015788935014054
518 => 0.015728041859963
519 => 0.016064549575317
520 => 0.01669446197821
521 => 0.016596284222938
522 => 0.016522999082963
523 => 0.016201884932573
524 => 0.01639526737455
525 => 0.016326407590959
526 => 0.016622272920764
527 => 0.016447008853607
528 => 0.015975766792498
529 => 0.016050813643964
530 => 0.016039470463338
531 => 0.016272912316829
601 => 0.016202838866794
602 => 0.01602578749758
603 => 0.016692309006097
604 => 0.016649028806722
605 => 0.016710390234205
606 => 0.016737403432249
607 => 0.017143103329057
608 => 0.01730930559583
609 => 0.017347036420168
610 => 0.017504915719058
611 => 0.017343108239387
612 => 0.01799045352485
613 => 0.018420900366038
614 => 0.01892088652267
615 => 0.019651500681119
616 => 0.019926218363255
617 => 0.01987659307288
618 => 0.020430536389432
619 => 0.021425960215808
620 => 0.020077796688447
621 => 0.021497416156354
622 => 0.02104798102311
623 => 0.019982378407179
624 => 0.019913766161343
625 => 0.020635404624752
626 => 0.022235929281464
627 => 0.021835016007958
628 => 0.022236585031957
629 => 0.021768133434868
630 => 0.021744870864653
701 => 0.02221383338349
702 => 0.023309589870569
703 => 0.022789037037375
704 => 0.022042696906201
705 => 0.022593782844721
706 => 0.022116381204179
707 => 0.021040661691731
708 => 0.021834709437134
709 => 0.021303752322961
710 => 0.021458713836109
711 => 0.02257470671619
712 => 0.022440427500308
713 => 0.02261419723958
714 => 0.022307498198111
715 => 0.022020992931378
716 => 0.021486209574862
717 => 0.021327886587498
718 => 0.021371641365341
719 => 0.021327864904804
720 => 0.021028658531745
721 => 0.020964044943971
722 => 0.020856352800228
723 => 0.020889731098686
724 => 0.020687238362001
725 => 0.02106938399326
726 => 0.021140313589877
727 => 0.021418407312007
728 => 0.021447279924779
729 => 0.022221766982493
730 => 0.02179519252583
731 => 0.022081375500026
801 => 0.022055776601156
802 => 0.020005473247056
803 => 0.020287986959272
804 => 0.020727489637792
805 => 0.02052949427685
806 => 0.020249575160258
807 => 0.020023525465297
808 => 0.019681037062662
809 => 0.020163082912463
810 => 0.020796921945091
811 => 0.02146335512864
812 => 0.022264030932242
813 => 0.022085329413772
814 => 0.02144838705143
815 => 0.021476959820518
816 => 0.02165358543605
817 => 0.021424839215807
818 => 0.021357377489801
819 => 0.021644317230842
820 => 0.021646293227139
821 => 0.021383093055845
822 => 0.021090594230575
823 => 0.021089368649818
824 => 0.021037321309064
825 => 0.021777392541164
826 => 0.022184356889178
827 => 0.022231014695822
828 => 0.022181216447041
829 => 0.022200381816575
830 => 0.021963578229313
831 => 0.022504841007871
901 => 0.023001557258817
902 => 0.022868426692768
903 => 0.022668845048637
904 => 0.022509868655932
905 => 0.02283097690699
906 => 0.022816678462041
907 => 0.022997218875691
908 => 0.022989028519675
909 => 0.022928319569034
910 => 0.022868428860876
911 => 0.023105888748981
912 => 0.023037504114696
913 => 0.022969013260186
914 => 0.02283164436604
915 => 0.02285031508021
916 => 0.022650767896663
917 => 0.022558448238896
918 => 0.021170182091918
919 => 0.020799192014541
920 => 0.020915913045083
921 => 0.020954340638998
922 => 0.020792885281887
923 => 0.021024370789506
924 => 0.020988294018347
925 => 0.021128647630721
926 => 0.021040960787155
927 => 0.021044559485802
928 => 0.021302427795921
929 => 0.021377288063399
930 => 0.021339213527163
1001 => 0.021365879627224
1002 => 0.021980388648067
1003 => 0.021893025116195
1004 => 0.021846614981108
1005 => 0.0218594709057
1006 => 0.022016491135747
1007 => 0.022060448227173
1008 => 0.021874198941989
1009 => 0.021962035181576
1010 => 0.02233603074166
1011 => 0.022466908021374
1012 => 0.022884605473562
1013 => 0.022707160171892
1014 => 0.02303286870276
1015 => 0.024033985684426
1016 => 0.024833747201407
1017 => 0.024098253458849
1018 => 0.02556691363577
1019 => 0.026710476250292
1020 => 0.026666584412444
1021 => 0.026467177819522
1022 => 0.025165262186073
1023 => 0.023967220009705
1024 => 0.024969433161795
1025 => 0.024971988009226
1026 => 0.024885897010643
1027 => 0.024351193212301
1028 => 0.024867290477498
1029 => 0.02490825640422
1030 => 0.024885326378975
1031 => 0.024475370230466
1101 => 0.023849442964253
1102 => 0.023971747653813
1103 => 0.02417208523026
1104 => 0.023792804403249
1105 => 0.023671601197583
1106 => 0.023896941016769
1107 => 0.024623032865602
1108 => 0.024485769407544
1109 => 0.024482184903929
1110 => 0.025069456186266
1111 => 0.024649096689187
1112 => 0.023973290307622
1113 => 0.023802640283485
1114 => 0.023196947661432
1115 => 0.023615301712887
1116 => 0.023630357530418
1117 => 0.023401229291911
1118 => 0.023991882801379
1119 => 0.023986439825307
1120 => 0.024547177425374
1121 => 0.025619097113277
1122 => 0.0253020777156
1123 => 0.024933418647713
1124 => 0.0249735021102
1125 => 0.02541311875926
1126 => 0.025147316497766
1127 => 0.025242900844239
1128 => 0.025412974080904
1129 => 0.025515583487265
1130 => 0.024958738195694
1201 => 0.024828910921239
1202 => 0.024563329880886
1203 => 0.024494044744763
1204 => 0.0247103549606
1205 => 0.02465336486108
1206 => 0.023629092147254
1207 => 0.023522049949659
1208 => 0.023525332781038
1209 => 0.023256170085608
1210 => 0.022845632368628
1211 => 0.023924500976918
1212 => 0.023837852728916
1213 => 0.023742199769163
1214 => 0.023753916710945
1215 => 0.024222217007554
1216 => 0.023950579185789
1217 => 0.024672772855514
1218 => 0.024524311548148
1219 => 0.024372042768443
1220 => 0.024350994584867
1221 => 0.024292384095642
1222 => 0.024091386920089
1223 => 0.02384867075255
1224 => 0.023688408515027
1225 => 0.021851304690576
1226 => 0.022192260474452
1227 => 0.022584499024705
1228 => 0.022719898200455
1229 => 0.022488288540997
1230 => 0.024100532281122
1231 => 0.02439510474841
]
'min_raw' => 0.010167647774976
'max_raw' => 0.026710476250292
'avg_raw' => 0.018439062012634
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.010167'
'max' => '$0.02671'
'avg' => '$0.018439'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.00039422261503447
'max_diff' => -0.0048169640882322
'year' => 2027
]
2 => [
'items' => [
101 => 0.023502825530508
102 => 0.023335916520359
103 => 0.02411147480804
104 => 0.023643718352423
105 => 0.023854349055746
106 => 0.023399080683997
107 => 0.024324150867129
108 => 0.02431710338225
109 => 0.023957230187354
110 => 0.024261392547374
111 => 0.024208536852253
112 => 0.023802240901544
113 => 0.024337031173463
114 => 0.024337296422766
115 => 0.023990926296997
116 => 0.023586441820268
117 => 0.023514129549326
118 => 0.023459651966958
119 => 0.02384095091002
120 => 0.024182822350079
121 => 0.024818960342911
122 => 0.024978900548575
123 => 0.025603157819103
124 => 0.025231443009038
125 => 0.025396219369827
126 => 0.025575107418503
127 => 0.025660872927428
128 => 0.025521122633065
129 => 0.02649085112874
130 => 0.026572725925488
131 => 0.026600177836623
201 => 0.026273190843998
202 => 0.026563631825708
203 => 0.02642774410876
204 => 0.026781286197563
205 => 0.026836726111339
206 => 0.026789770476703
207 => 0.026807367980395
208 => 0.025979875781166
209 => 0.025936965945267
210 => 0.02535188728804
211 => 0.025590311165543
212 => 0.025144589154505
213 => 0.02528593219565
214 => 0.025348234861422
215 => 0.025315691484468
216 => 0.025603791293849
217 => 0.025358847600972
218 => 0.024712400923
219 => 0.024065778121063
220 => 0.024057660298512
221 => 0.023887415928602
222 => 0.023764360430969
223 => 0.023788065285441
224 => 0.023871604284475
225 => 0.02375950499248
226 => 0.023783427060005
227 => 0.024180692772832
228 => 0.02426036157837
229 => 0.02398961584854
301 => 0.02290253267485
302 => 0.022635759737285
303 => 0.02282751083447
304 => 0.022735866160368
305 => 0.018349618453016
306 => 0.019380102289726
307 => 0.018767823785878
308 => 0.01904998989003
309 => 0.018425012086351
310 => 0.01872328425216
311 => 0.01866820427429
312 => 0.020325191789487
313 => 0.020299320208549
314 => 0.020311703565251
315 => 0.019720613685228
316 => 0.020662235913944
317 => 0.021126112883449
318 => 0.02104026160208
319 => 0.021061868520007
320 => 0.020690590082868
321 => 0.020315298352097
322 => 0.019899042065688
323 => 0.020672394795004
324 => 0.020586411173075
325 => 0.020783626665849
326 => 0.021285201191205
327 => 0.02135905994536
328 => 0.021458326859946
329 => 0.021422746737367
330 => 0.022270409606769
331 => 0.022167752040225
401 => 0.022415127238999
402 => 0.021906257686719
403 => 0.021330423485973
404 => 0.021439870742097
405 => 0.021429330091213
406 => 0.021295135507464
407 => 0.021173990637501
408 => 0.020972318561369
409 => 0.021610438852104
410 => 0.021584532333645
411 => 0.022003928754468
412 => 0.021929796363288
413 => 0.021434722111714
414 => 0.021452403785462
415 => 0.021571321538938
416 => 0.021982897241498
417 => 0.022105080932228
418 => 0.022048480578504
419 => 0.022182449417492
420 => 0.022288332925479
421 => 0.022195746755884
422 => 0.023506571670397
423 => 0.022962225775497
424 => 0.023227536177137
425 => 0.023290811144628
426 => 0.023128733645928
427 => 0.023163882451836
428 => 0.02321712331531
429 => 0.023540391412696
430 => 0.024388740438613
501 => 0.024764468447285
502 => 0.025894864699467
503 => 0.024733269466551
504 => 0.024664345212589
505 => 0.024867963712303
506 => 0.025531625976929
507 => 0.026069461907782
508 => 0.026247893114545
509 => 0.026271475744097
510 => 0.026606224549867
511 => 0.026798096322639
512 => 0.026565577240079
513 => 0.026368541663372
514 => 0.025662784684565
515 => 0.025744477976574
516 => 0.02630726374718
517 => 0.027102231796076
518 => 0.027784397084357
519 => 0.027545526576261
520 => 0.029367939936732
521 => 0.029548624777532
522 => 0.029523659974774
523 => 0.029935286931625
524 => 0.029118291248647
525 => 0.028769009765629
526 => 0.026411142991505
527 => 0.027073607378898
528 => 0.028036538271143
529 => 0.027909090756749
530 => 0.027209784603584
531 => 0.027783866597931
601 => 0.027594057137396
602 => 0.027444346540671
603 => 0.028130199807099
604 => 0.027376075967362
605 => 0.028029015308967
606 => 0.027191613849566
607 => 0.027546617716621
608 => 0.027345100352076
609 => 0.027475506783976
610 => 0.026713153447727
611 => 0.027124500802886
612 => 0.026696040045368
613 => 0.026695836899182
614 => 0.026686378604212
615 => 0.027190460785346
616 => 0.027206898887176
617 => 0.026834381393692
618 => 0.026780695803064
619 => 0.026979199569373
620 => 0.026746803647244
621 => 0.026855540236525
622 => 0.026750097167761
623 => 0.026726359712012
624 => 0.026537215626004
625 => 0.026455727153127
626 => 0.026487680883041
627 => 0.026378606329567
628 => 0.026312884965699
629 => 0.026673304970756
630 => 0.026480747101356
701 => 0.026643792715602
702 => 0.026457981660171
703 => 0.025813879588026
704 => 0.02544344967508
705 => 0.024226800569091
706 => 0.024571840746301
707 => 0.024800602740761
708 => 0.024724996902957
709 => 0.024887427498136
710 => 0.024897399417473
711 => 0.024844591575196
712 => 0.024783446858944
713 => 0.024753684992587
714 => 0.024975505560972
715 => 0.025104279867056
716 => 0.024823562067346
717 => 0.024757793814533
718 => 0.025041615008895
719 => 0.025214745773497
720 => 0.026493046065549
721 => 0.026398345451058
722 => 0.026636025409373
723 => 0.026609266293563
724 => 0.026858392755263
725 => 0.027265609231446
726 => 0.02643762427585
727 => 0.026581333834576
728 => 0.026546099569514
729 => 0.026930778036532
730 => 0.026931978960717
731 => 0.026701345003626
801 => 0.026826375413374
802 => 0.026756586868682
803 => 0.026882704201427
804 => 0.026397080666615
805 => 0.026988517712195
806 => 0.027323824405677
807 => 0.027328480139441
808 => 0.027487412850993
809 => 0.027648897690692
810 => 0.027958853778129
811 => 0.027640253183643
812 => 0.027067121729305
813 => 0.027108499969105
814 => 0.026772473207127
815 => 0.026778121877704
816 => 0.02674796883147
817 => 0.026838460393035
818 => 0.026416938475597
819 => 0.026515868827094
820 => 0.026377365755663
821 => 0.026581032755948
822 => 0.026361920731003
823 => 0.026546082578485
824 => 0.026625560726796
825 => 0.026918836805108
826 => 0.026318603615781
827 => 0.025094687510527
828 => 0.0253519695144
829 => 0.024971429221607
830 => 0.025006649674524
831 => 0.02507780059471
901 => 0.024847177183255
902 => 0.024891172862382
903 => 0.024889601027131
904 => 0.024876055800109
905 => 0.024816061743691
906 => 0.024729058492423
907 => 0.025075652667289
908 => 0.025134545771429
909 => 0.025265457846621
910 => 0.025654963383885
911 => 0.025616042595539
912 => 0.025679524016139
913 => 0.025540944431403
914 => 0.025013077984004
915 => 0.02504174367174
916 => 0.024684282086338
917 => 0.0252563167502
918 => 0.025120851391308
919 => 0.025033515993177
920 => 0.02500968572064
921 => 0.025400156766792
922 => 0.025516991823684
923 => 0.025444188056738
924 => 0.025294865406706
925 => 0.025581609038046
926 => 0.02565832953705
927 => 0.025675504427433
928 => 0.02618355916453
929 => 0.025703899043453
930 => 0.025819358002008
1001 => 0.026720135837439
1002 => 0.025903254639547
1003 => 0.026335974828695
1004 => 0.026314795427203
1005 => 0.026536160433519
1006 => 0.026296637035525
1007 => 0.02629960621511
1008 => 0.026496163344153
1009 => 0.026220134305677
1010 => 0.026151785633945
1011 => 0.02605736243347
1012 => 0.026263532037303
1013 => 0.026387121390553
1014 => 0.027383160811364
1015 => 0.028026647702123
1016 => 0.02799871223912
1017 => 0.028253990077979
1018 => 0.028138985073496
1019 => 0.027767603577232
1020 => 0.028401506506206
1021 => 0.028200913095853
1022 => 0.028217449772882
1023 => 0.028216834276937
1024 => 0.028350211358641
1025 => 0.028255701472424
1026 => 0.028069412785449
1027 => 0.028193079909592
1028 => 0.028560327056491
1029 => 0.029700273468983
1030 => 0.030338202583695
1031 => 0.02966186933527
1101 => 0.030128394953571
1102 => 0.029848645822665
1103 => 0.029797807083764
1104 => 0.030090819648029
1105 => 0.030384345091999
1106 => 0.030365648790164
1107 => 0.03015256439054
1108 => 0.030032198420008
1109 => 0.030943649874429
1110 => 0.031615191779876
1111 => 0.031569397123999
1112 => 0.031771519841822
1113 => 0.032364958392771
1114 => 0.032419214976655
1115 => 0.032412379894159
1116 => 0.032277899289912
1117 => 0.032862216611055
1118 => 0.033349664400437
1119 => 0.032246770915547
1120 => 0.032666738316657
1121 => 0.03285527521352
1122 => 0.033132103314492
1123 => 0.033599158722608
1124 => 0.03410650477615
1125 => 0.034178249070888
1126 => 0.034127343060491
1127 => 0.033792734699986
1128 => 0.034347878805669
1129 => 0.034673069203047
1130 => 0.034866712642836
1201 => 0.035357760186944
1202 => 0.03285643955321
1203 => 0.031085880484951
1204 => 0.030809382119259
1205 => 0.031371652418654
1206 => 0.031519918612583
1207 => 0.03146015269572
1208 => 0.029467227492207
1209 => 0.030798889780508
1210 => 0.032231646433375
1211 => 0.032286684451497
1212 => 0.03300395238945
1213 => 0.033237524231854
1214 => 0.033815018936365
1215 => 0.033778896485363
1216 => 0.033919507255964
1217 => 0.033887183274842
1218 => 0.034956870609091
1219 => 0.036136894588874
1220 => 0.0360960341107
1221 => 0.035926391702196
1222 => 0.036178339607154
1223 => 0.037396250813345
1224 => 0.037284125066108
1225 => 0.0373930456787
1226 => 0.038829031629267
1227 => 0.040696017631623
1228 => 0.039828615191198
1229 => 0.041710628898591
1230 => 0.042895256766135
1231 => 0.044943948170244
]
'min_raw' => 0.018349618453016
'max_raw' => 0.044943948170244
'avg_raw' => 0.03164678331163
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.018349'
'max' => '$0.044943'
'avg' => '$0.031646'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.0081819706780399
'max_diff' => 0.018233471919951
'year' => 2028
]
3 => [
'items' => [
101 => 0.044687441916431
102 => 0.045484982446059
103 => 0.044228242187637
104 => 0.041342512525187
105 => 0.040885834759975
106 => 0.041800115210853
107 => 0.044047784485153
108 => 0.041729328106629
109 => 0.04219834881244
110 => 0.042063270817614
111 => 0.042056073085314
112 => 0.042330781251904
113 => 0.041932302728451
114 => 0.040308829538988
115 => 0.041052857734531
116 => 0.040765552717063
117 => 0.041084339053952
118 => 0.042804697436653
119 => 0.04204408598744
120 => 0.041242843612749
121 => 0.042247779360528
122 => 0.043527407900838
123 => 0.043447331046499
124 => 0.043291948479553
125 => 0.044167831873862
126 => 0.045614534631506
127 => 0.046005572573575
128 => 0.046294228787991
129 => 0.046334029603072
130 => 0.046744002734479
131 => 0.044539473880376
201 => 0.048038117788153
202 => 0.048642236942939
203 => 0.048528687580013
204 => 0.049200140595337
205 => 0.04900258208511
206 => 0.048716350799771
207 => 0.049780746651212
208 => 0.048560502699851
209 => 0.046828520035336
210 => 0.04587832009085
211 => 0.047129620028192
212 => 0.047893745235577
213 => 0.048398783390167
214 => 0.048551607630594
215 => 0.044710605179831
216 => 0.042640517890632
217 => 0.043967420109409
218 => 0.045586332394217
219 => 0.044530480740893
220 => 0.044571868126712
221 => 0.043066501142004
222 => 0.045719523969466
223 => 0.045333000858939
224 => 0.0473382834401
225 => 0.046859706658708
226 => 0.048494936759024
227 => 0.048064325871082
228 => 0.049851767591797
301 => 0.050564826487243
302 => 0.051762163351453
303 => 0.052642929222803
304 => 0.053160131788826
305 => 0.05312908088674
306 => 0.055178495122619
307 => 0.053970027148801
308 => 0.052451906559652
309 => 0.052424448547804
310 => 0.053210704712859
311 => 0.054858481935969
312 => 0.055285726595738
313 => 0.055524498074761
314 => 0.055158811242943
315 => 0.053847105869043
316 => 0.053280718139091
317 => 0.053763296894843
318 => 0.053173144545023
319 => 0.054191913068315
320 => 0.05559089984801
321 => 0.055302014610196
322 => 0.056267714648112
323 => 0.057267112592747
324 => 0.058696296539347
325 => 0.059069938145516
326 => 0.059687553512197
327 => 0.06032328260059
328 => 0.060527461650402
329 => 0.060917302809533
330 => 0.060915248154193
331 => 0.06209006072657
401 => 0.063385915374817
402 => 0.063875070505427
403 => 0.064999855756092
404 => 0.063073700431504
405 => 0.064534711371282
406 => 0.065852579810437
407 => 0.064281362727938
408 => 0.066446919429535
409 => 0.066531003089001
410 => 0.067800566518219
411 => 0.066513620763783
412 => 0.065749436482875
413 => 0.067955607868245
414 => 0.069023104707878
415 => 0.068701565972203
416 => 0.066254640317392
417 => 0.064830424632713
418 => 0.061102977475221
419 => 0.065518299647005
420 => 0.067668874280167
421 => 0.066249070848632
422 => 0.066965137114465
423 => 0.070871762475581
424 => 0.072359152477833
425 => 0.072049785755006
426 => 0.072102063638554
427 => 0.072904632285731
428 => 0.076463663649942
429 => 0.074331009558806
430 => 0.075961343702455
501 => 0.07682606705364
502 => 0.077629270293776
503 => 0.075656856990992
504 => 0.073090776264577
505 => 0.07227799078178
506 => 0.066107899378634
507 => 0.065786719325751
508 => 0.065606431229316
509 => 0.064469740283553
510 => 0.063576612566038
511 => 0.062866364245363
512 => 0.061002460553811
513 => 0.061631473334243
514 => 0.058660799876842
515 => 0.060561331480684
516 => 0.055820064913254
517 => 0.059768732598107
518 => 0.05761965230113
519 => 0.059062701921221
520 => 0.059057667257039
521 => 0.056400555387154
522 => 0.054867988713114
523 => 0.0558445998462
524 => 0.056891604504356
525 => 0.057061477487595
526 => 0.058418946356512
527 => 0.058797786739131
528 => 0.057649882693429
529 => 0.055721812702116
530 => 0.056169659386503
531 => 0.05485891311435
601 => 0.052561880689528
602 => 0.054211649479373
603 => 0.05477495307944
604 => 0.055023740039927
605 => 0.052764872466071
606 => 0.052055087231965
607 => 0.051677203529001
608 => 0.055430221263975
609 => 0.055635820047455
610 => 0.054583947602431
611 => 0.059338510796578
612 => 0.058262406713399
613 => 0.059464678626211
614 => 0.056129021994002
615 => 0.05625644856941
616 => 0.054677295263453
617 => 0.055561515595727
618 => 0.054936577164627
619 => 0.055490079330914
620 => 0.055821846247212
621 => 0.05740074042965
622 => 0.059786761033457
623 => 0.057164906290275
624 => 0.056022526633019
625 => 0.056731252547393
626 => 0.058618683052182
627 => 0.061478236882726
628 => 0.05978532346116
629 => 0.060536609690117
630 => 0.060700732308746
701 => 0.059452440626744
702 => 0.061524263177586
703 => 0.062634569714039
704 => 0.063773514474874
705 => 0.0647624282982
706 => 0.063318594891465
707 => 0.064863703602061
708 => 0.063618618729724
709 => 0.06250164888473
710 => 0.062503342866919
711 => 0.061802651366829
712 => 0.060444973292593
713 => 0.060194596625185
714 => 0.061497087668128
715 => 0.062541562138208
716 => 0.062627590058259
717 => 0.063205864791931
718 => 0.063548081822615
719 => 0.066902273944809
720 => 0.068251357763687
721 => 0.069900991920563
722 => 0.070543617392952
723 => 0.072477689670863
724 => 0.07091576922878
725 => 0.070577837916195
726 => 0.065886411200205
727 => 0.06665463206213
728 => 0.067884627784359
729 => 0.065906693376629
730 => 0.067161237500591
731 => 0.067408911085538
801 => 0.06583948392232
802 => 0.06667778278114
803 => 0.064451509550405
804 => 0.059835287706185
805 => 0.061529402352116
806 => 0.062776840964345
807 => 0.060996592256622
808 => 0.064187619160076
809 => 0.062323487119244
810 => 0.061732646756419
811 => 0.05942756785124
812 => 0.060515476363861
813 => 0.06198688820453
814 => 0.061077726756983
815 => 0.062964373271921
816 => 0.065636367887321
817 => 0.067540590370284
818 => 0.067686772927702
819 => 0.066462485444154
820 => 0.068424413949838
821 => 0.068438704457115
822 => 0.066225641087991
823 => 0.064870152096791
824 => 0.064562182146017
825 => 0.065331551464116
826 => 0.066265707849699
827 => 0.067738612105704
828 => 0.068628657299776
829 => 0.07094942312242
830 => 0.071577355812457
831 => 0.072267263461512
901 => 0.073189192840288
902 => 0.07429620543735
903 => 0.071874124897241
904 => 0.071970358672423
905 => 0.06971495080946
906 => 0.06730472404968
907 => 0.069133785721346
908 => 0.071525040547172
909 => 0.070976484048026
910 => 0.07091476023588
911 => 0.071018562567152
912 => 0.070604968880976
913 => 0.0687342999669
914 => 0.067794861749258
915 => 0.069006976726266
916 => 0.069651161891515
917 => 0.070650236903966
918 => 0.070527079820766
919 => 0.073100589760017
920 => 0.074100577903509
921 => 0.073844738144498
922 => 0.073891818817284
923 => 0.075702249585416
924 => 0.077715820943065
925 => 0.079601796233645
926 => 0.081520291303747
927 => 0.079207470616602
928 => 0.078033162906619
929 => 0.079244748712147
930 => 0.078601864229429
1001 => 0.082296069159051
1002 => 0.082551847893175
1003 => 0.086245785689733
1004 => 0.089751772524597
1005 => 0.087549725009897
1006 => 0.089626156633861
1007 => 0.091871986729131
1008 => 0.096204557355709
1009 => 0.09474549999035
1010 => 0.093627884914829
1011 => 0.092571744068738
1012 => 0.094769405511815
1013 => 0.097596661849835
1014 => 0.09820562578592
1015 => 0.099192380004505
1016 => 0.098154928598228
1017 => 0.099404424545565
1018 => 0.10381569429601
1019 => 0.10262373027008
1020 => 0.10093094973549
1021 => 0.10441322354061
1022 => 0.10567344489369
1023 => 0.11451833833263
1024 => 0.12568538166362
1025 => 0.12106215239783
1026 => 0.11819236480188
1027 => 0.1188668329592
1028 => 0.12294465915541
1029 => 0.12425432750589
1030 => 0.12069419745952
1031 => 0.12195169557816
1101 => 0.12888063384634
1102 => 0.13259778692027
1103 => 0.12754939376561
1104 => 0.1136210772741
1105 => 0.10077853336946
1106 => 0.10418495432026
1107 => 0.10379877189799
1108 => 0.1112430516645
1109 => 0.10259530232227
1110 => 0.10274090824281
1111 => 0.11033912783126
1112 => 0.10831205311152
1113 => 0.10502845167366
1114 => 0.10080250729381
1115 => 0.092990458255114
1116 => 0.086071108566436
1117 => 0.099641546736998
1118 => 0.099056364766843
1119 => 0.098208934554949
1120 => 0.10009479878999
1121 => 0.10925202020346
1122 => 0.10904091661085
1123 => 0.10769798326064
1124 => 0.1087165863707
1125 => 0.10484988562359
1126 => 0.10584642244926
1127 => 0.10077649904489
1128 => 0.10306831616237
1129 => 0.10502140653972
1130 => 0.10541351834896
1201 => 0.10629696627693
1202 => 0.098748000459446
1203 => 0.1021372644855
1204 => 0.10412813956972
1205 => 0.095133293510576
1206 => 0.10395034038376
1207 => 0.098616589759496
1208 => 0.096806234687374
1209 => 0.099243639295842
1210 => 0.098293780349468
1211 => 0.097477147404965
1212 => 0.097021452190397
1213 => 0.098811213128326
1214 => 0.098727718641345
1215 => 0.095799322369264
1216 => 0.091979348809037
1217 => 0.093261457322207
1218 => 0.092795655279541
1219 => 0.09110752858726
1220 => 0.092245122152663
1221 => 0.087235735813555
1222 => 0.078617346982364
1223 => 0.084310918632638
1224 => 0.084091722317516
1225 => 0.083981193595671
1226 => 0.08825975533209
1227 => 0.087848470344347
1228 => 0.08710198406428
1229 => 0.091093818781325
1230 => 0.089636745411849
1231 => 0.09412710220691
]
'min_raw' => 0.040308829538988
'max_raw' => 0.13259778692027
'avg_raw' => 0.086453308229628
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.0403088'
'max' => '$0.132597'
'avg' => '$0.086453'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.021959211085972
'max_diff' => 0.087653838750025
'year' => 2029
]
4 => [
'items' => [
101 => 0.097084741610205
102 => 0.096334588587917
103 => 0.099116262742228
104 => 0.093290994512855
105 => 0.095225914949457
106 => 0.095624699369756
107 => 0.091044560160553
108 => 0.087915761654789
109 => 0.087707106465369
110 => 0.082282201031367
111 => 0.085180141725904
112 => 0.087730209612163
113 => 0.086508924987907
114 => 0.086122302760708
115 => 0.088097471871337
116 => 0.088250959427413
117 => 0.084751426883013
118 => 0.085479090514776
119 => 0.088513568823244
120 => 0.085402629447072
121 => 0.079358582408233
122 => 0.077859575177113
123 => 0.077659579980297
124 => 0.073594153481736
125 => 0.077959746008079
126 => 0.076054047879724
127 => 0.082074125433426
128 => 0.078635489421075
129 => 0.078487256695297
130 => 0.078263181189271
131 => 0.074763900661306
201 => 0.075530020706052
202 => 0.078076720418163
203 => 0.078985411566069
204 => 0.078890627634656
205 => 0.078064240200226
206 => 0.078442556135919
207 => 0.077223868693041
208 => 0.076793524792175
209 => 0.075435241065627
210 => 0.073438939223057
211 => 0.073716537238297
212 => 0.069761340927374
213 => 0.067606340059028
214 => 0.067009864221124
215 => 0.066212231802239
216 => 0.067099958925256
217 => 0.06975013635317
218 => 0.0665534601086
219 => 0.061072982908052
220 => 0.061402368926084
221 => 0.062142401513015
222 => 0.060763355683075
223 => 0.05945820453958
224 => 0.06059292756859
225 => 0.058270777130863
226 => 0.062423022299209
227 => 0.062310715703938
228 => 0.063858415929579
301 => 0.064826224642678
302 => 0.062595738890776
303 => 0.062034777756048
304 => 0.062354326712651
305 => 0.057072894264094
306 => 0.063426810222561
307 => 0.063481759151622
308 => 0.06301125306054
309 => 0.066394517153277
310 => 0.073534259655486
311 => 0.070848001330678
312 => 0.069807800914725
313 => 0.067830379163616
314 => 0.070465176239283
315 => 0.070262864933109
316 => 0.069347936482306
317 => 0.06879458490051
318 => 0.069814152156655
319 => 0.068668249234422
320 => 0.068462413582283
321 => 0.067215273481715
322 => 0.066770101207072
323 => 0.066440513377745
324 => 0.066077669562287
325 => 0.066878012604142
326 => 0.065064329977403
327 => 0.062877206527056
328 => 0.062695370877164
329 => 0.063197435093671
330 => 0.062975309052152
331 => 0.062694307423135
401 => 0.062157798787102
402 => 0.061998628135485
403 => 0.06251585553462
404 => 0.061931935957227
405 => 0.062793541101416
406 => 0.062559232176983
407 => 0.061250401571988
408 => 0.059619114047009
409 => 0.059604592166295
410 => 0.059253133944887
411 => 0.058805499057825
412 => 0.058680977272744
413 => 0.060497364360086
414 => 0.064257231270995
415 => 0.063519079430394
416 => 0.064052469784072
417 => 0.06667622240833
418 => 0.067510234468588
419 => 0.066918272462875
420 => 0.066107958358829
421 => 0.066143608066994
422 => 0.068912696659279
423 => 0.069085401318146
424 => 0.06952177027447
425 => 0.070082627701199
426 => 0.067013788907863
427 => 0.065999066035804
428 => 0.06551823404434
429 => 0.064037457616032
430 => 0.065634348041786
501 => 0.064703908376365
502 => 0.064829456475575
503 => 0.064747693111262
504 => 0.064792341436992
505 => 0.062421861662062
506 => 0.063285539903297
507 => 0.061849507314093
508 => 0.059926820879373
509 => 0.059920375360263
510 => 0.060390950141293
511 => 0.060111033847943
512 => 0.059357786299845
513 => 0.059464781558824
514 => 0.058527390504465
515 => 0.059578597804836
516 => 0.05960874266881
517 => 0.059203970598519
518 => 0.060823500483395
519 => 0.061487023198639
520 => 0.061220593550915
521 => 0.061468329784308
522 => 0.063549752971926
523 => 0.063889115770369
524 => 0.064039838308389
525 => 0.063837890074352
526 => 0.061506374379255
527 => 0.061609787014703
528 => 0.060851013711148
529 => 0.060209930227206
530 => 0.060235570204523
531 => 0.060565170450289
601 => 0.062004554054348
602 => 0.06503365199279
603 => 0.065148604045313
604 => 0.065287929286357
605 => 0.064721223511772
606 => 0.064550299627514
607 => 0.064775792350049
608 => 0.065913362273325
609 => 0.068839500963211
610 => 0.067805208119973
611 => 0.066964311938694
612 => 0.067702004593659
613 => 0.067588442591653
614 => 0.066629865009965
615 => 0.066602960929889
616 => 0.064763144074839
617 => 0.06408300567413
618 => 0.063514631119021
619 => 0.062893980942635
620 => 0.062526038713691
621 => 0.063091365204101
622 => 0.063220662061205
623 => 0.061984565809706
624 => 0.06181609045816
625 => 0.062825513340124
626 => 0.06238130396485
627 => 0.062838184323182
628 => 0.062944184485362
629 => 0.06292711601786
630 => 0.062463310412952
701 => 0.062758926274638
702 => 0.06205970663442
703 => 0.061299410295078
704 => 0.060814388598713
705 => 0.060391142839842
706 => 0.060625984186051
707 => 0.059788817667151
708 => 0.059520991248922
709 => 0.062658778272266
710 => 0.064976695283306
711 => 0.06494299185197
712 => 0.064737830881528
713 => 0.064433003294835
714 => 0.065891062236704
715 => 0.065383103656166
716 => 0.065752685964867
717 => 0.065846760173752
718 => 0.066131494470709
719 => 0.066233262508131
720 => 0.065925648816594
721 => 0.064893259695951
722 => 0.062320644163919
723 => 0.061123084689116
724 => 0.0607278701155
725 => 0.060742235414632
726 => 0.060345976335063
727 => 0.060462692393082
728 => 0.060305387253234
729 => 0.060007489374562
730 => 0.060607589831498
731 => 0.060676745818837
801 => 0.060536675201522
802 => 0.06056966690253
803 => 0.059409942016102
804 => 0.059498113380427
805 => 0.05900716401959
806 => 0.058915116932916
807 => 0.057674039700571
808 => 0.05547529148645
809 => 0.056693611434727
810 => 0.055222052258918
811 => 0.054664750501279
812 => 0.057302930343736
813 => 0.057038130259272
814 => 0.056584907620499
815 => 0.055914496877879
816 => 0.055665835012105
817 => 0.054155044232443
818 => 0.054065778653425
819 => 0.054814567358608
820 => 0.054469027135412
821 => 0.053983757795729
822 => 0.052226161438361
823 => 0.050250041212524
824 => 0.050309687860693
825 => 0.050938254937508
826 => 0.052765898487167
827 => 0.052051806533761
828 => 0.051533724628303
829 => 0.051436703460896
830 => 0.05265112649857
831 => 0.05436978952637
901 => 0.055176147766096
902 => 0.054377071239991
903 => 0.053459135152138
904 => 0.053515005668499
905 => 0.053886687183419
906 => 0.053925745655344
907 => 0.053328263627506
908 => 0.053496451318571
909 => 0.053240958836438
910 => 0.051673001945189
911 => 0.051644642577071
912 => 0.051259840669238
913 => 0.051248189020399
914 => 0.050593544981841
915 => 0.050501955755506
916 => 0.049202120282896
917 => 0.050057675927232
918 => 0.049483814119699
919 => 0.04861886901543
920 => 0.048469752153437
921 => 0.048465269520502
922 => 0.049353374744399
923 => 0.050047297900611
924 => 0.049493796691532
925 => 0.049367775195395
926 => 0.050713355075019
927 => 0.050542117770104
928 => 0.05039382736841
929 => 0.054215902102692
930 => 0.051190431710297
1001 => 0.0498711539314
1002 => 0.04823829715596
1003 => 0.048769963555622
1004 => 0.048881993477835
1005 => 0.044955267277458
1006 => 0.043362194947008
1007 => 0.042815512556862
1008 => 0.042500889112378
1009 => 0.042644266966822
1010 => 0.041210315020669
1011 => 0.04217395444386
1012 => 0.040932273267433
1013 => 0.040724101377424
1014 => 0.042944381135658
1015 => 0.04325332009333
1016 => 0.04193529052009
1017 => 0.042781678875716
1018 => 0.042474766692288
1019 => 0.040953558327361
1020 => 0.040895459357072
1021 => 0.040132170472612
1022 => 0.038937771170283
1023 => 0.038391898639107
1024 => 0.038107603485388
1025 => 0.038224909206615
1026 => 0.038165595844349
1027 => 0.037778536034456
1028 => 0.038187781659576
1029 => 0.037142328199362
1030 => 0.036726020207714
1031 => 0.036537983546158
1101 => 0.035610083426163
1102 => 0.037086785156132
1103 => 0.037377713999934
1104 => 0.037669216063431
1105 => 0.040206542509261
1106 => 0.040079784850438
1107 => 0.041225612352719
1108 => 0.041181087603022
1109 => 0.040854279038197
1110 => 0.039475527460597
1111 => 0.040025073265544
1112 => 0.038333656696296
1113 => 0.039600980995124
1114 => 0.039022627109867
1115 => 0.039405438964747
1116 => 0.03871710873292
1117 => 0.039098059103672
1118 => 0.037446704021548
1119 => 0.035904691881055
1120 => 0.03652524258053
1121 => 0.03719985215944
1122 => 0.038662577613841
1123 => 0.037791390400423
1124 => 0.038104702265604
1125 => 0.03705515996502
1126 => 0.03488965441198
1127 => 0.034901910938237
1128 => 0.034568795087005
1129 => 0.03428093435583
1130 => 0.037891456731748
1201 => 0.03744243120039
1202 => 0.03672696778318
1203 => 0.037684643998502
1204 => 0.037937868790198
1205 => 0.037945077744025
1206 => 0.038643773589523
1207 => 0.039016667687513
1208 => 0.039082391888499
1209 => 0.040181804897713
1210 => 0.040550313636793
1211 => 0.042068148979755
1212 => 0.038985030228565
1213 => 0.038921535426787
1214 => 0.0376981204668
1215 => 0.036922211357751
1216 => 0.037751247627316
1217 => 0.038485660587414
1218 => 0.037720940724638
1219 => 0.037820796994599
1220 => 0.036794223058732
1221 => 0.037161174936011
1222 => 0.03747724332648
1223 => 0.037302728938905
1224 => 0.037041472454112
1225 => 0.038425447099821
1226 => 0.038347357826469
1227 => 0.039636146833993
1228 => 0.040640850027544
1229 => 0.042441457762565
1230 => 0.040562429723266
1231 => 0.040493950473054
]
'min_raw' => 0.03428093435583
'max_raw' => 0.099116262742228
'avg_raw' => 0.066698598549029
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.03428'
'max' => '$0.099116'
'avg' => '$0.066698'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.0060278951831579
'max_diff' => -0.03348152417804
'year' => 2030
]
5 => [
'items' => [
101 => 0.041163346128294
102 => 0.040550211155806
103 => 0.040937691293719
104 => 0.042379028721928
105 => 0.042409481910556
106 => 0.041899351764315
107 => 0.041868310298556
108 => 0.041966286373354
109 => 0.042540135303672
110 => 0.042339614854822
111 => 0.042571662194788
112 => 0.04286184094665
113 => 0.044062143297592
114 => 0.0443515321308
115 => 0.043648467297012
116 => 0.04371194617962
117 => 0.043448980632222
118 => 0.043194959208385
119 => 0.043765962272322
120 => 0.04480948159476
121 => 0.044802989915214
122 => 0.045045066114903
123 => 0.045195877581841
124 => 0.044548484365
125 => 0.044127055186145
126 => 0.044288657949553
127 => 0.044547064287494
128 => 0.044204860256873
129 => 0.042092618455553
130 => 0.042733337687545
131 => 0.042626690677771
201 => 0.042474812367135
202 => 0.043119060509438
203 => 0.043056921204459
204 => 0.041195607770861
205 => 0.041314763017864
206 => 0.041202853996086
207 => 0.041564454939881
208 => 0.040530683518168
209 => 0.04084866464493
210 => 0.041048099426747
211 => 0.041165568045368
212 => 0.041589945244811
213 => 0.0415401494786
214 => 0.041586849870067
215 => 0.042216089225415
216 => 0.045398565955892
217 => 0.045571781142593
218 => 0.0447188062128
219 => 0.045059552873066
220 => 0.044405393798459
221 => 0.044844535167728
222 => 0.0451449845396
223 => 0.043787311601201
224 => 0.043706919021013
225 => 0.043050059999208
226 => 0.04340301883113
227 => 0.042841435950904
228 => 0.042979228746376
301 => 0.042593948077677
302 => 0.04328737657272
303 => 0.044062737378074
304 => 0.044258624137432
305 => 0.043743330408113
306 => 0.043370223788574
307 => 0.042715171473625
308 => 0.043804538072178
309 => 0.04412310206344
310 => 0.043802864791149
311 => 0.043728658817836
312 => 0.043588038632496
313 => 0.04375849205491
314 => 0.044121367095529
315 => 0.043950241927623
316 => 0.044063273115862
317 => 0.043632514783549
318 => 0.044548698679093
319 => 0.046003819196878
320 => 0.046008497647279
321 => 0.045837371556944
322 => 0.045767350447743
323 => 0.045942936201225
324 => 0.046038184269585
325 => 0.046605996399426
326 => 0.04721528143738
327 => 0.050058548857619
328 => 0.049260170743534
329 => 0.051782886745507
330 => 0.053778027569392
331 => 0.05437628306554
401 => 0.05382591615918
402 => 0.051943140702757
403 => 0.05185076275661
404 => 0.0546644241758
405 => 0.053869435951022
406 => 0.053774874631316
407 => 0.052768901953517
408 => 0.053363556398236
409 => 0.053233496748122
410 => 0.05302819122768
411 => 0.054162750484217
412 => 0.056286544129649
413 => 0.055955530973198
414 => 0.055708445007165
415 => 0.054625786229654
416 => 0.055277788634308
417 => 0.055045623066295
418 => 0.056043153682392
419 => 0.055452238643425
420 => 0.053863413133326
421 => 0.054116438832647
422 => 0.054078194507212
423 => 0.054865260014647
424 => 0.054629002485482
425 => 0.054032061432844
426 => 0.056279285233855
427 => 0.056133363019933
428 => 0.056340247356812
429 => 0.056431324240017
430 => 0.057799169767167
501 => 0.058359532313466
502 => 0.058486744422002
503 => 0.059019045500991
504 => 0.058473500286242
505 => 0.060656070112385
506 => 0.06210735169029
507 => 0.063793089925294
508 => 0.066256406570357
509 => 0.067182636415854
510 => 0.067015321284627
511 => 0.068882979851469
512 => 0.072239120780367
513 => 0.067693693322098
514 => 0.072480039472815
515 => 0.070964737542522
516 => 0.067371983924914
517 => 0.067140652947723
518 => 0.069573707410294
519 => 0.074969988035463
520 => 0.073618280942967
521 => 0.074972198944031
522 => 0.073392781678201
523 => 0.073314350298578
524 => 0.074895490172755
525 => 0.078589909672216
526 => 0.076834829451266
527 => 0.074318491591209
528 => 0.076176516308522
529 => 0.074566923346315
530 => 0.070940059905761
531 => 0.073617247318028
601 => 0.071827088337353
602 => 0.072349551897999
603 => 0.076112199809327
604 => 0.075659468057904
605 => 0.076245344866076
606 => 0.075211287634718
607 => 0.074245315124771
608 => 0.072442255700895
609 => 0.071908458695241
610 => 0.072055980983599
611 => 0.071908385590521
612 => 0.070899590413834
613 => 0.070681741191476
614 => 0.070318649610021
615 => 0.07043118687367
616 => 0.069748468474344
617 => 0.071036899150691
618 => 0.071276043237833
619 => 0.072213655637876
620 => 0.072311001667658
621 => 0.074922238855701
622 => 0.073484013292586
623 => 0.074448899170745
624 => 0.074362590695944
625 => 0.06744984978999
626 => 0.068402364495201
627 => 0.069884178460928
628 => 0.069216623277919
629 => 0.068272856433001
630 => 0.067510714104152
701 => 0.066355990542892
702 => 0.067981241780863
703 => 0.070118274332596
704 => 0.072365200339811
705 => 0.075064734713056
706 => 0.074462230066992
707 => 0.07231473442246
708 => 0.072411069508327
709 => 0.073006575102699
710 => 0.072235341250599
711 => 0.072007889331341
712 => 0.072975326701755
713 => 0.07298198891123
714 => 0.072094591157665
715 => 0.071108410946652
716 => 0.071104278815559
717 => 0.07092879757238
718 => 0.073423999401529
719 => 0.074796108114201
720 => 0.074953418166845
721 => 0.074785519894277
722 => 0.074850137275744
723 => 0.074051737448193
724 => 0.075876642695861
725 => 0.077551356215545
726 => 0.077102497217234
727 => 0.076429593769699
728 => 0.075893593762316
729 => 0.07697623264982
730 => 0.076928024444391
731 => 0.077536729053939
801 => 0.077509114696802
802 => 0.077304430231149
803 => 0.077102504527161
804 => 0.077903117118827
805 => 0.077672553549872
806 => 0.077441631852011
807 => 0.076978483034608
808 => 0.07704143265098
809 => 0.076368645389713
810 => 0.076057383218
811 => 0.071376746977816
812 => 0.070125928030238
813 => 0.070519461133914
814 => 0.070649022449726
815 => 0.070104664440772
816 => 0.070885133991513
817 => 0.070763498638752
818 => 0.071236710642045
819 => 0.070941068326864
820 => 0.070953201590603
821 => 0.071822622601961
822 => 0.07207501922034
823 => 0.071946648263142
824 => 0.072036554881265
825 => 0.074108414948685
826 => 0.073813862701453
827 => 0.073657387690755
828 => 0.073700732338088
829 => 0.074230137006495
830 => 0.074378341409226
831 => 0.073750388940717
901 => 0.074046534955016
902 => 0.075307487097374
903 => 0.075748748983489
904 => 0.077157045106246
905 => 0.076558775882831
906 => 0.077656924934895
907 => 0.081032260734339
908 => 0.083728712526406
909 => 0.081248944022838
910 => 0.086200634347905
911 => 0.09005623554376
912 => 0.089908251148023
913 => 0.089235937897863
914 => 0.084846438442844
915 => 0.080807155600585
916 => 0.084186187215144
917 => 0.084194801061633
918 => 0.083904539249228
919 => 0.082101748061291
920 => 0.083841806023664
921 => 0.083979925505755
922 => 0.083902615324719
923 => 0.082520419547795
924 => 0.080410062068912
925 => 0.080822420868804
926 => 0.081497872994918
927 => 0.080219101206109
928 => 0.07981045613607
929 => 0.080570205069179
930 => 0.083018274431633
1001 => 0.082555481099361
1002 => 0.082543395695161
1003 => 0.084523421825534
1004 => 0.08310615043257
1005 => 0.080827622033826
1006 => 0.080252263563046
1007 => 0.078210128599685
1008 => 0.079620638492714
1009 => 0.079671400232682
1010 => 0.078898878379331
1011 => 0.080890307924615
1012 => 0.080871956550771
1013 => 0.082762522518846
1014 => 0.086376574585656
1015 => 0.085307721552799
1016 => 0.084064761766466
1017 => 0.084199905958777
1018 => 0.085682104184138
1019 => 0.08478593330179
1020 => 0.085108202599408
1021 => 0.085681616390959
1022 => 0.086027571168465
1023 => 0.084150128390235
1024 => 0.083712406670161
1025 => 0.082816981650335
1026 => 0.082583381976563
1027 => 0.083312686971554
1028 => 0.0831205408721
1029 => 0.079667133904997
1030 => 0.079306233662359
1031 => 0.079317301957554
1101 => 0.078409801137572
1102 => 0.077025644561945
1103 => 0.080663125398996
1104 => 0.080370984781269
1105 => 0.080048484149187
1106 => 0.080087988636454
1107 => 0.081666895782153
1108 => 0.080751049900926
1109 => 0.083185976280358
1110 => 0.082685428617333
1111 => 0.082172043795491
1112 => 0.082101078375029
1113 => 0.081903469018554
1114 => 0.081225793008001
1115 => 0.080407458503243
1116 => 0.07986712318028
1117 => 0.073673199373651
1118 => 0.074822755603764
1119 => 0.076145215261162
1120 => 0.076601723035471
1121 => 0.075820834898139
1122 => 0.081256627231232
1123 => 0.082249798871086
1124 => 0.079241417190984
1125 => 0.078678671810052
1126 => 0.081293520724719
1127 => 0.079716447176895
1128 => 0.080426603298915
1129 => 0.078891634197739
1130 => 0.082010572906506
1201 => 0.081986811819197
1202 => 0.080773474217061
1203 => 0.081798978849809
1204 => 0.081620772183439
1205 => 0.080250917018946
1206 => 0.082053999758587
1207 => 0.08205489406513
1208 => 0.080887083003309
1209 => 0.079523335349815
1210 => 0.079279529479652
1211 => 0.079095854507195
1212 => 0.080381430515171
1213 => 0.081534073944031
1214 => 0.083678857600599
1215 => 0.084218107170664
1216 => 0.086322834142501
1217 => 0.085069571708068
1218 => 0.085625126712786
1219 => 0.086228260258462
1220 => 0.08651742465976
1221 => 0.086046246785262
1222 => 0.089315754112708
1223 => 0.089591800706261
1224 => 0.089684356741285
1225 => 0.088581897266146
1226 => 0.089561139313923
1227 => 0.089102984388856
1228 => 0.090294976224776
1229 => 0.090481895764764
1230 => 0.09032358156425
1231 => 0.090382912776566
]
'min_raw' => 0.040530683518168
'max_raw' => 0.090481895764764
'avg_raw' => 0.065506289641466
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.04053'
'max' => '$0.090481'
'avg' => '$0.0655062'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.0062497491623381
'max_diff' => -0.0086343669774645
'year' => 2031
]
6 => [
'items' => [
101 => 0.087592965053206
102 => 0.087448291545603
103 => 0.085475658003874
104 => 0.086279520753099
105 => 0.084776737873566
106 => 0.085253285805045
107 => 0.085463343592526
108 => 0.08535362132502
109 => 0.086324969946835
110 => 0.085499125184879
111 => 0.083319585076629
112 => 0.081139451154135
113 => 0.081112081348636
114 => 0.080538090569404
115 => 0.080123200367673
116 => 0.080203122939547
117 => 0.080484780507296
118 => 0.08010682991781
119 => 0.080187484838658
120 => 0.081526893925661
121 => 0.081795502865831
122 => 0.080882664734846
123 => 0.077217487917027
124 => 0.076318044332534
125 => 0.076964546544326
126 => 0.076655560127165
127 => 0.061867019743792
128 => 0.065341367945345
129 => 0.063277028221699
130 => 0.064228370942059
131 => 0.062121214642396
201 => 0.063126860074119
202 => 0.062941154083171
203 => 0.068527803177831
204 => 0.068440575336403
205 => 0.0684823266881
206 => 0.066489425889025
207 => 0.069664170975105
208 => 0.071228164564649
209 => 0.070938710975566
210 => 0.071011560207905
211 => 0.06975976903526
212 => 0.068494446762931
213 => 0.067091009631217
214 => 0.06969842235187
215 => 0.069408522567353
216 => 0.070073448370385
217 => 0.071764541901439
218 => 0.072013561847726
219 => 0.072348247180847
220 => 0.072228286313447
221 => 0.075086240859568
222 => 0.074740123706641
223 => 0.075574166460493
224 => 0.073858477236844
225 => 0.071917012025569
226 => 0.072286021090953
227 => 0.072250482550573
228 => 0.071798036142298
229 => 0.071389587755154
301 => 0.070709636270178
302 => 0.072861103382528
303 => 0.072773757746806
304 => 0.074187782060936
305 => 0.073937839528315
306 => 0.072268662124153
307 => 0.072328277121689
308 => 0.072729216630106
309 => 0.074116872846584
310 => 0.074528823690474
311 => 0.074337991646181
312 => 0.074789676940237
313 => 0.075146670579965
314 => 0.074834509845016
315 => 0.079254047563167
316 => 0.077418747373496
317 => 0.078313259916005
318 => 0.078526595886619
319 => 0.077980140283863
320 => 0.078098646936992
321 => 0.078278152225354
322 => 0.079368073185547
323 => 0.082228341156265
324 => 0.083495134369994
325 => 0.087306344255972
326 => 0.083389944828207
327 => 0.083157561893835
328 => 0.083844075881812
329 => 0.086081659542419
330 => 0.087895010933795
331 => 0.088496604205066
401 => 0.088576114687087
402 => 0.089704743657156
403 => 0.090351652735115
404 => 0.0895676984143
405 => 0.088903379210849
406 => 0.086523870282421
407 => 0.086799304920074
408 => 0.088696776438117
409 => 0.091377066717867
410 => 0.093677034614567
411 => 0.092871666019117
412 => 0.099016059900781
413 => 0.09962525145655
414 => 0.099541080881064
415 => 0.10092890990496
416 => 0.098174351918988
417 => 0.096996725012936
418 => 0.089047012562978
419 => 0.09128055749686
420 => 0.094527146229751
421 => 0.09409744803687
422 => 0.091739688517479
423 => 0.093675246042546
424 => 0.093035290194279
425 => 0.092530530464958
426 => 0.094842932637465
427 => 0.092300351460548
428 => 0.094501782037538
429 => 0.091678424551665
430 => 0.092875344875022
501 => 0.092195915010962
502 => 0.092635589400801
503 => 0.090065261901828
504 => 0.091452148229101
505 => 0.090007562870954
506 => 0.090006877949404
507 => 0.089974988647557
508 => 0.091674536915144
509 => 0.091729959123134
510 => 0.090473990385512
511 => 0.090292985668502
512 => 0.090962254975702
513 => 0.09017871589888
514 => 0.090545328901389
515 => 0.090189820233251
516 => 0.090109787743895
517 => 0.089472075252302
518 => 0.089197331176653
519 => 0.089305065407998
520 => 0.088937312935616
521 => 0.088715728768817
522 => 0.089930909979588
523 => 0.089281687678943
524 => 0.089831407350856
525 => 0.089204932404558
526 => 0.08703329729855
527 => 0.08578436698446
528 => 0.081682349579892
529 => 0.082845676627291
530 => 0.083616963663265
531 => 0.083362053302476
601 => 0.083909699394664
602 => 0.083943320416928
603 => 0.083765275089766
604 => 0.083559121409932
605 => 0.083458777199603
606 => 0.08420666073293
607 => 0.084640832296629
608 => 0.083694372635814
609 => 0.083472630379663
610 => 0.084429553352217
611 => 0.085013275812678
612 => 0.089323154495407
613 => 0.089003864761866
614 => 0.089805219335609
615 => 0.089714999108393
616 => 0.090554946367471
617 => 0.091927905147865
618 => 0.089136296062011
619 => 0.089620822872736
620 => 0.089502028088104
621 => 0.090798998397048
622 => 0.090803047396783
623 => 0.0900254489081
624 => 0.09044699766391
625 => 0.090211700713002
626 => 0.090636914105583
627 => 0.088999600452813
628 => 0.0909936717448
629 => 0.092124181672241
630 => 0.09213987880368
701 => 0.092675731537005
702 => 0.093220188948561
703 => 0.094265227537796
704 => 0.093191043389503
705 => 0.091258690676443
706 => 0.091398200300865
707 => 0.090265262612218
708 => 0.090284307499446
709 => 0.090182644398848
710 => 0.090487743016584
711 => 0.089066552442222
712 => 0.089400103029389
713 => 0.088933130254085
714 => 0.08961980776512
715 => 0.088881056275106
716 => 0.089501970801662
717 => 0.089769936927681
718 => 0.09075873770159
719 => 0.08873500959683
720 => 0.084608490996875
721 => 0.085475935235788
722 => 0.084192917070162
723 => 0.084311665286185
724 => 0.084551555581191
725 => 0.083773992647857
726 => 0.083922327151713
727 => 0.083917027599422
728 => 0.083871358920823
729 => 0.083669084770957
730 => 0.083375747234932
731 => 0.084544313693926
801 => 0.084742875906321
802 => 0.085184255107821
803 => 0.086497500221112
804 => 0.086366276065842
805 => 0.086580308107526
806 => 0.086113077362269
807 => 0.084333338780408
808 => 0.084429987147983
809 => 0.083224780455629
810 => 0.085153435263023
811 => 0.084696704347633
812 => 0.08440224695527
813 => 0.084321901527635
814 => 0.085638401921553
815 => 0.086032319473028
816 => 0.085786856489772
817 => 0.085283404749815
818 => 0.086250180922678
819 => 0.086508849441524
820 => 0.086566755783566
821 => 0.088279697800936
822 => 0.086662490213925
823 => 0.08705176815378
824 => 0.090088803516236
825 => 0.08733463152472
826 => 0.088793577853991
827 => 0.088722170023163
828 => 0.089468517597166
829 => 0.088660947737842
830 => 0.088670958534112
831 => 0.089333664617862
901 => 0.088403013442907
902 => 0.088172571124211
903 => 0.087854216711391
904 => 0.088549331925019
905 => 0.088966022058232
906 => 0.092324238506748
907 => 0.094493799485765
908 => 0.094399613121856
909 => 0.0952603001785
910 => 0.094872552776492
911 => 0.093620414132811
912 => 0.095757662115534
913 => 0.095081347427547
914 => 0.095137101988702
915 => 0.095135026801151
916 => 0.095584716944207
917 => 0.095266070264356
918 => 0.094637984949958
919 => 0.09505493729317
920 => 0.096293136689316
921 => 0.10013654560755
922 => 0.10228736815659
923 => 0.10000706338945
924 => 0.10157998708333
925 => 0.10063679335702
926 => 0.10046538699936
927 => 0.10145329931727
928 => 0.10244294084491
929 => 0.10237990495793
930 => 0.10166147602752
1001 => 0.10125565375419
1002 => 0.10432867596828
1003 => 0.10659282638806
1004 => 0.10643842650848
1005 => 0.10711989736338
1006 => 0.10912071687046
1007 => 0.1093036467311
1008 => 0.10928060177326
1009 => 0.1088271910269
1010 => 0.11079725767087
1011 => 0.11244072192529
1012 => 0.10872223953942
1013 => 0.11013818895345
1014 => 0.11077385426445
1015 => 0.11170719953439
1016 => 0.11328190945162
1017 => 0.11499246209291
1018 => 0.11523435299165
1019 => 0.11506271982345
1020 => 0.1139345643744
1021 => 0.11580627148563
1022 => 0.11690267361446
1023 => 0.11755555599146
1024 => 0.11921115707027
1025 => 0.110777779917
1026 => 0.10480821640188
1027 => 0.10387598285745
1028 => 0.10577171642832
1029 => 0.10627160625277
1030 => 0.10607010129134
1031 => 0.0993508148261
1101 => 0.1038406072048
1102 => 0.10867124629181
1103 => 0.10885681081254
1104 => 0.1112751297434
1105 => 0.11206263351753
1106 => 0.11400969723318
1107 => 0.11388790786764
1108 => 0.11436198689785
1109 => 0.11425300433871
1110 => 0.11785952986932
1111 => 0.1218380631038
1112 => 0.12170029914885
1113 => 0.12112833792452
1114 => 0.12197779787653
1115 => 0.12608407054005
1116 => 0.12570603075487
1117 => 0.12607326420482
1118 => 0.13091479109449
1119 => 0.13720946475023
1120 => 0.13428495686224
1121 => 0.14063029747471
1122 => 0.14462435303821
1123 => 0.15153165914223
1124 => 0.15066683039881
1125 => 0.15335579397695
1126 => 0.14911860645288
1127 => 0.13938916742072
1128 => 0.13784944645108
1129 => 0.14093200682424
1130 => 0.1485101807098
1201 => 0.14069334316015
1202 => 0.14227467921577
1203 => 0.14181925432537
1204 => 0.14179498666839
1205 => 0.14272118443156
1206 => 0.14137768626886
1207 => 0.13590403306331
1208 => 0.13841257607097
1209 => 0.13744390714558
1210 => 0.13851871753735
1211 => 0.14431902593622
1212 => 0.141754571331
1213 => 0.13905312672377
1214 => 0.14244133775978
1215 => 0.14675569472425
1216 => 0.14648571001906
1217 => 0.14596182684613
1218 => 0.14891492886227
1219 => 0.15379258821523
1220 => 0.15511099993831
1221 => 0.15608422451855
1222 => 0.1562184157454
1223 => 0.15760066878135
1224 => 0.15016794583445
1225 => 0.16196386803704
1226 => 0.16400069794565
1227 => 0.16361785834078
1228 => 0.1658817090613
1229 => 0.16521562675097
1230 => 0.16425057798843
1231 => 0.1678392629153
]
'min_raw' => 0.061867019743792
'max_raw' => 0.1678392629153
'avg_raw' => 0.11485314132955
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.061867'
'max' => '$0.167839'
'avg' => '$0.114853'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.021336336225624
'max_diff' => 0.077357367150539
'year' => 2032
]
7 => [
'items' => [
101 => 0.16372512523858
102 => 0.157885624762
103 => 0.15468195930832
104 => 0.15890080441004
105 => 0.16147710589626
106 => 0.1631798772951
107 => 0.16369513489154
108 => 0.15074492695857
109 => 0.14376548313415
110 => 0.14823922660612
111 => 0.1536975024032
112 => 0.1501376248368
113 => 0.15027716529767
114 => 0.14520171540736
115 => 0.15414656709828
116 => 0.15284337744496
117 => 0.1596043276717
118 => 0.15799077264008
119 => 0.16350406509141
120 => 0.16205223041842
121 => 0.16807871497501
122 => 0.17048284282519
123 => 0.17451974765826
124 => 0.17748931128663
125 => 0.1792330958479
126 => 0.17912840556362
127 => 0.18603814874542
128 => 0.18196371459915
129 => 0.17684526504104
130 => 0.17675268843703
131 => 0.17940360599217
201 => 0.18495920194402
202 => 0.1863996871437
203 => 0.18720472185572
204 => 0.1859717831708
205 => 0.18154927692236
206 => 0.17963966114689
207 => 0.18126670911448
208 => 0.17927696926395
209 => 0.18271181846837
210 => 0.18742860007025
211 => 0.18645460332164
212 => 0.18971052842249
213 => 0.19308006836857
214 => 0.19789866182697
215 => 0.19915842058899
216 => 0.20124075391828
217 => 0.20338415892499
218 => 0.20407256284676
219 => 0.2053869395326
220 => 0.20538001211868
221 => 0.20934097472924
222 => 0.21371003914949
223 => 0.21535925982406
224 => 0.21915155182667
225 => 0.21265738466995
226 => 0.21758328505794
227 => 0.22202657051119
228 => 0.21672910241867
301 => 0.22403042803244
302 => 0.22431392196087
303 => 0.22859434370057
304 => 0.2242553162378
305 => 0.22167881558108
306 => 0.22911707643682
307 => 0.23271621656189
308 => 0.23163212626544
309 => 0.22338214558135
310 => 0.2185803029649
311 => 0.20601295463136
312 => 0.22089952160148
313 => 0.22815033412551
314 => 0.22336336772859
315 => 0.22577763513799
316 => 0.23894909529486
317 => 0.24396393453371
318 => 0.2429208830284
319 => 0.24309714156271
320 => 0.24580305779022
321 => 0.2578025805183
322 => 0.25061218835288
323 => 0.25610897374448
324 => 0.25902444889606
325 => 0.26173250469804
326 => 0.2550823755382
327 => 0.24643065521106
328 => 0.24369029220894
329 => 0.22288739826121
330 => 0.22180451728884
331 => 0.2211966633844
401 => 0.21736423049953
402 => 0.21435298804374
403 => 0.21195833624263
404 => 0.20567405481296
405 => 0.20779481531846
406 => 0.19777898235103
407 => 0.20418675734427
408 => 0.18820124608751
409 => 0.20151445487417
410 => 0.19426868060892
411 => 0.19913402315356
412 => 0.19911704843176
413 => 0.19015841024882
414 => 0.18499125470691
415 => 0.18828396732692
416 => 0.19181401663142
417 => 0.19238675525456
418 => 0.19696355632157
419 => 0.19824084312136
420 => 0.19437060448717
421 => 0.18786998189791
422 => 0.18937992826198
423 => 0.18496065569203
424 => 0.17721605049806
425 => 0.18277836115621
426 => 0.18467757857243
427 => 0.18551638117947
428 => 0.17790045144511
429 => 0.1755073609727
430 => 0.17423329968516
501 => 0.18688686100596
502 => 0.18758005165891
503 => 0.18403359027112
504 => 0.20006393203319
505 => 0.19643577198556
506 => 0.20048931567955
507 => 0.18924291645595
508 => 0.18967254405158
509 => 0.18434831842758
510 => 0.18732952901213
511 => 0.18522250545987
512 => 0.1870886766578
513 => 0.18820725197932
514 => 0.19353060395028
515 => 0.20157523900266
516 => 0.19273547268397
517 => 0.18888385991113
518 => 0.1912733788131
519 => 0.19763698253619
520 => 0.20727816792354
521 => 0.20157039212729
522 => 0.20410340610135
523 => 0.20465675696873
524 => 0.20044805440992
525 => 0.20743334879012
526 => 0.21117682479689
527 => 0.21501685657663
528 => 0.21835104857574
529 => 0.2134830634397
530 => 0.21869250533352
531 => 0.21449461475738
601 => 0.21072867294064
602 => 0.21073438431986
603 => 0.20837195400659
604 => 0.20379444758925
605 => 0.20295028517434
606 => 0.20734172466264
607 => 0.2108632432614
608 => 0.21115329240013
609 => 0.21310298603855
610 => 0.21425679465033
611 => 0.22556568757253
612 => 0.2301142178579
613 => 0.23567607459158
614 => 0.23784273123842
615 => 0.24436359095601
616 => 0.23909746713573
617 => 0.23795810812174
618 => 0.22214063540382
619 => 0.22473074567527
620 => 0.22887776212833
621 => 0.22220901817769
622 => 0.2264388012811
623 => 0.22727385006477
624 => 0.22198241681008
625 => 0.22480879994074
626 => 0.21730276430989
627 => 0.20173885006778
628 => 0.20745067587585
629 => 0.21165650225036
630 => 0.20565426943928
701 => 0.21641303943466
702 => 0.21012798810945
703 => 0.20813592857503
704 => 0.20036419411074
705 => 0.20403215361639
706 => 0.2089931213679
707 => 0.20592782007187
708 => 0.21228878051844
709 => 0.22129759691697
710 => 0.22771781596685
711 => 0.22821068066532
712 => 0.22408290993752
713 => 0.2306976888719
714 => 0.23074587031492
715 => 0.22328437265477
716 => 0.21871424688372
717 => 0.21767590469291
718 => 0.22026988706453
719 => 0.22341946053924
720 => 0.22838546007325
721 => 0.23138630958604
722 => 0.23921093358778
723 => 0.2413280524931
724 => 0.2436541242997
725 => 0.2467624735673
726 => 0.25049484382744
727 => 0.2423286301822
728 => 0.24265308907405
729 => 0.23504882399653
730 => 0.22692257619927
731 => 0.2330893853263
801 => 0.24115166792365
802 => 0.23930217138779
803 => 0.23909406524572
804 => 0.23944404205285
805 => 0.23804958206372
806 => 0.23174249121398
807 => 0.22857510967372
808 => 0.23266183994587
809 => 0.23483375520608
810 => 0.23820220636374
811 => 0.23778697365918
812 => 0.24646374209609
813 => 0.24983527193882
814 => 0.24897269032915
815 => 0.24913142610452
816 => 0.25523541983951
817 => 0.26202431625489
818 => 0.26838301362167
819 => 0.27485135369557
820 => 0.26705351727288
821 => 0.26309425684112
822 => 0.26717920297468
823 => 0.26501167305643
824 => 0.2774669428978
825 => 0.27832931875781
826 => 0.2907836879414
827 => 0.30260436733533
828 => 0.29518001039747
829 => 0.30218084458949
830 => 0.30975281755455
831 => 0.32436038191248
901 => 0.31944106813703
902 => 0.31567295088052
903 => 0.31211209828053
904 => 0.31952166727168
905 => 0.32905395940805
906 => 0.33110712383507
907 => 0.33443403457601
908 => 0.3309361947272
909 => 0.33514895755067
910 => 0.3500218614993
911 => 0.34600307156562
912 => 0.34029574380709
913 => 0.35203647306565
914 => 0.3562853973434
915 => 0.38610657310353
916 => 0.42375703935203
917 => 0.40816949909886
918 => 0.39849380985694
919 => 0.40076782633921
920 => 0.41451650206444
921 => 0.41893214034623
922 => 0.40692891333453
923 => 0.41116865603724
924 => 0.43453005517145
925 => 0.44706269628354
926 => 0.43004168629506
927 => 0.38308139479991
928 => 0.33978186138766
929 => 0.35126684745199
930 => 0.3499648064529
1001 => 0.37506371542872
1002 => 0.34590722475481
1003 => 0.34639814528177
1004 => 0.372016073115
1005 => 0.36518164917156
1006 => 0.35411075767008
1007 => 0.3398626911474
1008 => 0.31352382239359
1009 => 0.29019475182464
1010 => 0.33594843157443
1011 => 0.33397544970595
1012 => 0.33111827958086
1013 => 0.33747660251615
1014 => 0.36835081384844
1015 => 0.36763906334716
1016 => 0.36311126979632
1017 => 0.36654556129849
1018 => 0.35350870976519
1019 => 0.35686860324892
1020 => 0.33977500252034
1021 => 0.34750202394148
1022 => 0.35408700450911
1023 => 0.35540903685036
1024 => 0.35838764321985
1025 => 0.33293577791425
1026 => 0.34436291820896
1027 => 0.35107529255385
1028 => 0.32074854106536
1029 => 0.35047583018486
1030 => 0.33249271756457
1031 => 0.32638897904395
1101 => 0.33460685885556
1102 => 0.33140434310083
1103 => 0.32865100811294
1104 => 0.3271145998814
1105 => 0.33314890384075
1106 => 0.33286739634849
1107 => 0.32299410386307
1108 => 0.31011479630273
1109 => 0.31443751466884
1110 => 0.31286703056073
1111 => 0.30717539355646
1112 => 0.31101086968647
1113 => 0.29412137389998
1114 => 0.26506387423892
1115 => 0.2842601485703
1116 => 0.28352111289007
1117 => 0.2831484575875
1118 => 0.29757392720148
1119 => 0.2961872511503
1120 => 0.29367042053905
1121 => 0.30712916998856
1122 => 0.30221654539376
1123 => 0.31735609683501
1124 => 0.32732798457901
1125 => 0.32479879129036
1126 => 0.3341773999119
1127 => 0.31453710136933
1128 => 0.32106082071316
1129 => 0.32240535022844
1130 => 0.3069630911095
1201 => 0.29641412850159
1202 => 0.29571063296262
1203 => 0.27742018553708
1204 => 0.28719079491647
1205 => 0.29578852683504
1206 => 0.29167088045699
1207 => 0.29036735662489
1208 => 0.29702677718328
1209 => 0.29754427119475
1210 => 0.28574535289174
1211 => 0.28819872163009
1212 => 0.2984296771076
1213 => 0.28794092780198
1214 => 0.26756300122865
1215 => 0.26250899369158
1216 => 0.2618346959223
1217 => 0.24812782664339
1218 => 0.26284672664189
1219 => 0.25642153235055
1220 => 0.27671864413125
1221 => 0.2651250427377
1222 => 0.26462526575347
1223 => 0.26386977954045
1224 => 0.25207171092845
1225 => 0.2546547381481
1226 => 0.26324111403238
1227 => 0.26630482968034
1228 => 0.26598525903797
1229 => 0.26319903610626
1230 => 0.26447455469663
1231 => 0.26036566489693
]
'min_raw' => 0.14376548313415
'max_raw' => 0.44706269628354
'avg_raw' => 0.29541408970884
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.143765'
'max' => '$0.447062'
'avg' => '$0.295414'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.081898463390363
'max_diff' => 0.27922343336823
'year' => 2033
]
8 => [
'items' => [
101 => 0.2589147303895
102 => 0.2543351819731
103 => 0.24760451093354
104 => 0.24854045202319
105 => 0.23520523151793
106 => 0.22793949563294
107 => 0.22592843570084
108 => 0.22323916231165
109 => 0.22623219628603
110 => 0.23516745451372
111 => 0.22438963737035
112 => 0.205911825854
113 => 0.20702237381079
114 => 0.20951744534505
115 => 0.20486789604751
116 => 0.20046748784447
117 => 0.20429328576061
118 => 0.19646399343245
119 => 0.21046357791803
120 => 0.21008492839107
121 => 0.2153031077588
122 => 0.21856614240526
123 => 0.21104590396518
124 => 0.20915458433439
125 => 0.21023196595177
126 => 0.19242524771362
127 => 0.21384791898384
128 => 0.21403318313458
129 => 0.21244683899881
130 => 0.22385375009943
131 => 0.24792589042653
201 => 0.23886898293588
202 => 0.23536187460902
203 => 0.22869485911597
204 => 0.23757826141224
205 => 0.23689615471855
206 => 0.2338114095684
207 => 0.2319457460766
208 => 0.23538328826461
209 => 0.23151979655792
210 => 0.23082580728574
211 => 0.22662098736414
212 => 0.22512005795924
213 => 0.22400882958158
214 => 0.22278547632481
215 => 0.2254838887686
216 => 0.21936893116527
217 => 0.21199489175234
218 => 0.21138182016337
219 => 0.21307456472233
220 => 0.212325651265
221 => 0.21137823465386
222 => 0.20956935832964
223 => 0.20903270336477
224 => 0.21077657165262
225 => 0.20880784602948
226 => 0.21171280792846
227 => 0.21092281903081
228 => 0.20651000526643
301 => 0.20101000548311
302 => 0.2009610439484
303 => 0.19977607801689
304 => 0.19826684574229
305 => 0.19784701185006
306 => 0.20397108773113
307 => 0.21664774152678
308 => 0.21415901106008
309 => 0.21595737387763
310 => 0.22480353903487
311 => 0.2276154689249
312 => 0.22561962769317
313 => 0.22288759711705
314 => 0.22300779259711
315 => 0.23234396811759
316 => 0.23292625393282
317 => 0.23439750233537
318 => 0.2362884723074
319 => 0.22594166805619
320 => 0.22252045904735
321 => 0.22089930041752
322 => 0.21590675930497
323 => 0.22129078686673
324 => 0.21815374457354
325 => 0.21857703875551
326 => 0.2183013678642
327 => 0.21845190281164
328 => 0.21045966474885
329 => 0.21337161623926
330 => 0.20852993210417
331 => 0.20204746055183
401 => 0.20202572903414
402 => 0.20361230476286
403 => 0.2026685474367
404 => 0.20012892073823
405 => 0.20048966272404
406 => 0.19732918333772
407 => 0.20087340214387
408 => 0.20097503765741
409 => 0.19961032036213
410 => 0.20507067844096
411 => 0.20730779160108
412 => 0.20640950544226
413 => 0.20724476544953
414 => 0.21426242904691
415 => 0.21540661441542
416 => 0.21591478597546
417 => 0.21523390340483
418 => 0.20737303545758
419 => 0.20772169837804
420 => 0.20516344120924
421 => 0.20300198348411
422 => 0.20308843045776
423 => 0.20419970069832
424 => 0.20905268301395
425 => 0.21926549819828
426 => 0.21965306706905
427 => 0.22012281184661
428 => 0.21821212376147
429 => 0.21763584195216
430 => 0.21839610640959
501 => 0.22223150282851
502 => 0.23209718371794
503 => 0.22860999318495
504 => 0.22577485300026
505 => 0.22826203529054
506 => 0.22787915307213
507 => 0.22464724182972
508 => 0.22455653284536
509 => 0.21835346186665
510 => 0.21606032776291
511 => 0.21414401326771
512 => 0.21205144786562
513 => 0.21081090495183
514 => 0.21271694268408
515 => 0.21315287606502
516 => 0.20898529125161
517 => 0.2084172648413
518 => 0.2118206045635
519 => 0.21032292164105
520 => 0.21186332566754
521 => 0.21222071261502
522 => 0.21216316508516
523 => 0.21059941210633
524 => 0.21159610162325
525 => 0.2092386337883
526 => 0.20667524159801
527 => 0.20503995708558
528 => 0.20361295445948
529 => 0.20440473845432
530 => 0.20158217308675
531 => 0.20067917761864
601 => 0.21125844564114
602 => 0.21907346467566
603 => 0.21895983120381
604 => 0.21826811666809
605 => 0.21724036917717
606 => 0.22215631669811
607 => 0.22044369887928
608 => 0.22168977143648
609 => 0.22200694919979
610 => 0.22296695076149
611 => 0.22331006880488
612 => 0.22227292776696
613 => 0.21879215576761
614 => 0.21011840288708
615 => 0.20608074750685
616 => 0.2047482539789
617 => 0.20479668758788
618 => 0.20346067243519
619 => 0.20385418877365
620 => 0.20332382351196
621 => 0.20231944001545
622 => 0.20434272060369
623 => 0.20457588484332
624 => 0.20410362697762
625 => 0.20421486080098
626 => 0.20030476737698
627 => 0.20060204328773
628 => 0.19894677324068
629 => 0.19863643006144
630 => 0.19445205152334
701 => 0.18703881840773
702 => 0.19114646917373
703 => 0.18618500467151
704 => 0.18430602288606
705 => 0.19320083041674
706 => 0.19230803844422
707 => 0.1907799666746
708 => 0.18851963004928
709 => 0.1876812492078
710 => 0.18258751261413
711 => 0.18228654748214
712 => 0.18481114088043
713 => 0.18364612789307
714 => 0.18201000843391
715 => 0.17608414960358
716 => 0.16942152229387
717 => 0.16962262513257
718 => 0.1717418829172
719 => 0.17790391074687
720 => 0.17549629986965
721 => 0.17374955055408
722 => 0.17342243691437
723 => 0.17751694897419
724 => 0.18331154136564
725 => 0.18603023446901
726 => 0.18333609217151
727 => 0.18024120656306
728 => 0.18042957790973
729 => 0.18168272808725
730 => 0.18181441645232
731 => 0.1797999640806
801 => 0.18036702062352
802 => 0.17950560988209
803 => 0.17421913375199
804 => 0.1741235181624
805 => 0.17282613166413
806 => 0.17278684731657
807 => 0.17057966923479
808 => 0.17027086976364
809 => 0.16588838371612
810 => 0.16877294930399
811 => 0.16683813415414
812 => 0.16392191134656
813 => 0.16341915343534
814 => 0.16340403992543
815 => 0.16639834869333
816 => 0.16873795906267
817 => 0.16687179109204
818 => 0.16644690081927
819 => 0.17098361732881
820 => 0.17040627879988
821 => 0.16990630735727
822 => 0.18279269917263
823 => 0.17259211451308
824 => 0.16814407737249
825 => 0.16263878675168
826 => 0.1644313371379
827 => 0.16480905384232
828 => 0.15156982230248
829 => 0.14619866771561
830 => 0.14435548986909
831 => 0.1432947149597
901 => 0.14377812340628
902 => 0.1389434543045
903 => 0.14219243189894
904 => 0.13800601712121
905 => 0.13730415105995
906 => 0.14478997927981
907 => 0.14583158854504
908 => 0.14138775981697
909 => 0.14424141725091
910 => 0.14320664139656
911 => 0.13807778118683
912 => 0.13788189645216
913 => 0.13530841468708
914 => 0.13128141404898
915 => 0.12944096669852
916 => 0.1284824457389
917 => 0.12887795016804
918 => 0.12867797102603
919 => 0.12737297185332
920 => 0.12875277205103
921 => 0.12522795271869
922 => 0.12382434125915
923 => 0.12319036252642
924 => 0.12006188248794
925 => 0.12504068547055
926 => 0.12602157237943
927 => 0.12700439193854
928 => 0.13555916520113
929 => 0.13513179290447
930 => 0.13899503032753
1001 => 0.13884491202531
1002 => 0.13774305413196
1003 => 0.13309449692672
1004 => 0.13494732897616
1005 => 0.12924459992201
1006 => 0.13351747227726
1007 => 0.13156751177374
1008 => 0.13285818866954
1009 => 0.13053743523525
1010 => 0.13182183600734
1011 => 0.12625417705404
1012 => 0.12105517546251
1013 => 0.12314740547126
1014 => 0.12542189876629
1015 => 0.13035357976003
1016 => 0.12741631124564
1017 => 0.12847266407384
1018 => 0.12493405893072
1019 => 0.11763290576787
1020 => 0.11767422950187
1021 => 0.11655110615204
1022 => 0.11558056359909
1023 => 0.12775369186812
1024 => 0.12623977093918
1025 => 0.123827536076
1026 => 0.12705640829877
1027 => 0.12791017336357
1028 => 0.12793447885471
1029 => 0.13029018067919
1030 => 0.1315474191652
1031 => 0.13176901289754
1101 => 0.13547576061667
1102 => 0.13671821355894
1103 => 0.14183570138961
1104 => 0.1314407512635
1105 => 0.13122667410624
1106 => 0.12710184515254
1107 => 0.12448581341913
1108 => 0.12728096708344
1109 => 0.12975709165348
1110 => 0.1271787852451
1111 => 0.12751545763101
1112 => 0.12405429193313
1113 => 0.12529149580714
1114 => 0.1263571424528
1115 => 0.12576875501088
1116 => 0.12488791053206
1117 => 0.12955407767609
1118 => 0.12929079423897
1119 => 0.13363603635821
1120 => 0.1370234633214
1121 => 0.14309433801444
1122 => 0.1367590637904
1123 => 0.13652818121724
1124 => 0.1387850954046
1125 => 0.13671786803713
1126 => 0.13802428437511
1127 => 0.14288385414528
1128 => 0.14298652919691
1129 => 0.14126658979271
1130 => 0.14116193132366
1201 => 0.14149226450031
1202 => 0.14342703623373
1203 => 0.14275096754054
1204 => 0.14353333134827
1205 => 0.1445116892698
1206 => 0.14855859244844
1207 => 0.14953428710408
1208 => 0.14716385493055
1209 => 0.14737787841521
1210 => 0.14649127171249
1211 => 0.14563482074682
1212 => 0.14755999744304
1213 => 0.15107829569483
1214 => 0.15105640854401
1215 => 0.15187258535248
1216 => 0.15238105674258
1217 => 0.15019832531245
1218 => 0.1487774474127
1219 => 0.14932230241227
1220 => 0.15019353742199
1221 => 0.14903977264083
1222 => 0.14191820193567
1223 => 0.14407843155992
1224 => 0.14371886372061
1225 => 0.14320679539249
1226 => 0.14537892298424
1227 => 0.14516941597907
1228 => 0.13889386778495
1229 => 0.13929560801937
1230 => 0.13891829893921
1231 => 0.14013746176738
]
'min_raw' => 0.11558056359909
'max_raw' => 0.2589147303895
'avg_raw' => 0.18724764699429
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.11558'
'max' => '$0.258914'
'avg' => '$0.187247'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.028184919535069
'max_diff' => -0.18814796589403
'year' => 2034
]
9 => [
'items' => [
101 => 0.13665202924346
102 => 0.13772412481307
103 => 0.13839653310406
104 => 0.13879258675314
105 => 0.14022340411013
106 => 0.14005551420772
107 => 0.14021296783807
108 => 0.14233449225671
109 => 0.15306443474695
110 => 0.15364844184241
111 => 0.1507725773138
112 => 0.15192142846906
113 => 0.1497158854771
114 => 0.15119648126346
115 => 0.15220946729743
116 => 0.14763197819592
117 => 0.14736092899899
118 => 0.14514628294654
119 => 0.14633630829116
120 => 0.14444289240201
121 => 0.14490747043233
122 => 0.14360846975838
123 => 0.14594641234305
124 => 0.14856059543226
125 => 0.14922104131781
126 => 0.14748369253275
127 => 0.14622573751551
128 => 0.14401718290136
129 => 0.14769005844553
130 => 0.1487641191835
131 => 0.14768441686172
201 => 0.1474342262418
202 => 0.14696011546914
203 => 0.14753481108348
204 => 0.14875826961806
205 => 0.14818130916688
206 => 0.14856240170962
207 => 0.14711006991764
208 => 0.15019904788738
209 => 0.15510508830636
210 => 0.15512086202853
211 => 0.15454389846732
212 => 0.15430781740893
213 => 0.1548998170358
214 => 0.15522095254829
215 => 0.15713537078742
216 => 0.15918961783181
217 => 0.16877589244974
218 => 0.16608410489712
219 => 0.17458961802818
220 => 0.18131637461219
221 => 0.18333343478632
222 => 0.18147783433613
223 => 0.17512992543362
224 => 0.17481846673856
225 => 0.18430492265693
226 => 0.18162456435278
227 => 0.18130574426133
228 => 0.17791403714337
301 => 0.17991895612118
302 => 0.17948045093035
303 => 0.17878824903421
304 => 0.18261349478002
305 => 0.18977401333413
306 => 0.18865797936655
307 => 0.18782491178108
308 => 0.18417465212388
309 => 0.18637292375253
310 => 0.18559016133069
311 => 0.18895340544822
312 => 0.18696109413797
313 => 0.18160425800242
314 => 0.18245735181337
315 => 0.18232840840003
316 => 0.18498205470951
317 => 0.18418549595496
318 => 0.1821728675189
319 => 0.18974953946016
320 => 0.18925755252796
321 => 0.18995507751395
322 => 0.19026214958446
323 => 0.19487393627917
324 => 0.19676323772728
325 => 0.19719214223288
326 => 0.19898683248476
327 => 0.19714748870449
328 => 0.20450617525549
329 => 0.20939927242064
330 => 0.21508285657444
331 => 0.22338810062654
401 => 0.22651094921794
402 => 0.22594683457144
403 => 0.2322437758253
404 => 0.24355923928536
405 => 0.2282340132582
406 => 0.24437151347735
407 => 0.23926256722437
408 => 0.22714934756456
409 => 0.22636939902394
410 => 0.23457261201494
411 => 0.25276654889898
412 => 0.24820917406345
413 => 0.25277400313158
414 => 0.24744888754844
415 => 0.24718445067614
416 => 0.25251537415358
417 => 0.26497136743215
418 => 0.25905399193143
419 => 0.25056998315115
420 => 0.25683444320871
421 => 0.25140758815844
422 => 0.23917936484909
423 => 0.2482056891248
424 => 0.24217004313655
425 => 0.24393156550851
426 => 0.25661759564124
427 => 0.2550911789326
428 => 0.25706650349596
429 => 0.25358010734487
430 => 0.25032326358554
501 => 0.24424412285235
502 => 0.24244438897927
503 => 0.24294177067414
504 => 0.2424441425016
505 => 0.23904291913157
506 => 0.23830842526864
507 => 0.23708423665152
508 => 0.23746366389302
509 => 0.23516183114381
510 => 0.23950586512447
511 => 0.24031215611078
512 => 0.24347338177953
513 => 0.24380159071543
514 => 0.25260555920567
515 => 0.24775648130592
516 => 0.25100966141032
517 => 0.25071866636166
518 => 0.22741187776508
519 => 0.23062334759615
520 => 0.23561938683855
521 => 0.23336867793182
522 => 0.23018670212248
523 => 0.22761708604969
524 => 0.22372385494267
525 => 0.22920350296291
526 => 0.23640865741393
527 => 0.24398432532262
528 => 0.25308599393748
529 => 0.25105460745775
530 => 0.24381417595885
531 => 0.24413897642675
601 => 0.24614676511505
602 => 0.24354649633687
603 => 0.24277962631091
604 => 0.24604140894957
605 => 0.24606387105396
606 => 0.24307194757168
607 => 0.23974697213735
608 => 0.23973304036887
609 => 0.23914139310579
610 => 0.24755414028219
611 => 0.25218030060453
612 => 0.25271068243006
613 => 0.25214460168181
614 => 0.25236246369487
615 => 0.24967060293379
616 => 0.25582339838712
617 => 0.2614698119435
618 => 0.25995645249236
619 => 0.25768771153837
620 => 0.25588055009116
621 => 0.25953074268781
622 => 0.25936820535742
623 => 0.26142049544691
624 => 0.26132739171384
625 => 0.26063728374728
626 => 0.25995647713829
627 => 0.26265579838807
628 => 0.26187843721791
629 => 0.26109986859113
630 => 0.25953833001724
701 => 0.25975056904384
702 => 0.25748221981997
703 => 0.25643277767641
704 => 0.24065168580104
705 => 0.23643446238989
706 => 0.23776128672454
707 => 0.23819811174648
708 => 0.23636277071343
709 => 0.2389941782944
710 => 0.23858407621026
711 => 0.24017954351796
712 => 0.23918276481125
713 => 0.23922367295706
714 => 0.24215498659789
715 => 0.24300595941852
716 => 0.24257314777376
717 => 0.24287627421384
718 => 0.2498616950838
719 => 0.24886859161727
720 => 0.24834102519397
721 => 0.24848716469868
722 => 0.25027208950006
723 => 0.25077177099117
724 => 0.24865458540135
725 => 0.24965306236482
726 => 0.25390445054964
727 => 0.2553921958066
728 => 0.26014036450857
729 => 0.25812325805201
730 => 0.26182574425136
731 => 0.2732059245576
801 => 0.28229720003481
802 => 0.27393648739312
803 => 0.29063145704006
804 => 0.30363088566137
805 => 0.3031319459392
806 => 0.30086519487687
807 => 0.28606569099921
808 => 0.27244696688281
809 => 0.28383960788775
810 => 0.28386865007259
811 => 0.28289001210663
812 => 0.27681177574964
813 => 0.28267850265675
814 => 0.28314418213381
815 => 0.28288352546083
816 => 0.2782233558971
817 => 0.27110813831659
818 => 0.2724984348004
819 => 0.27477576880216
820 => 0.27046430043519
821 => 0.26908652505087
822 => 0.27164807162282
823 => 0.27990190839708
824 => 0.27834156836612
825 => 0.27830082158209
826 => 0.28497661792165
827 => 0.28019818846954
828 => 0.27251597089141
829 => 0.27057610963693
830 => 0.26369090903064
831 => 0.26844654161365
901 => 0.26861768836402
902 => 0.26601307699969
903 => 0.27272732074879
904 => 0.27266544781062
905 => 0.27903962296709
906 => 0.2912246518354
907 => 0.28762093921018
908 => 0.28343021350988
909 => 0.28388586158972
910 => 0.2888831963903
911 => 0.28586169369181
912 => 0.28694824712886
913 => 0.28888155176154
914 => 0.2900479624477
915 => 0.28371803304202
916 => 0.28224222370204
917 => 0.27922323573112
918 => 0.27843563812159
919 => 0.28089454083065
920 => 0.28024670684113
921 => 0.26860330414236
922 => 0.26738650377706
923 => 0.26742382130707
924 => 0.26436411893282
925 => 0.25969733839937
926 => 0.27196135900229
927 => 0.27097638651302
928 => 0.26988905311567
929 => 0.27002224525261
930 => 0.27534564093011
1001 => 0.27225780259924
1002 => 0.28046732688862
1003 => 0.27877969549561
1004 => 0.27704878272539
1005 => 0.27680951785565
1006 => 0.27614326411366
1007 => 0.27385843213025
1008 => 0.27109936021316
1009 => 0.26927758194679
1010 => 0.24839433538679
1011 => 0.25227014447607
1012 => 0.25672890954217
1013 => 0.25826805737561
1014 => 0.25563523850072
1015 => 0.27396239186665
1016 => 0.27731093939144
1017 => 0.26716797051848
1018 => 0.26527063517704
1019 => 0.27408678085576
1020 => 0.26876956728151
1021 => 0.27116390822842
1022 => 0.26598865273568
1023 => 0.27650437234964
1024 => 0.27642426018483
1025 => 0.2723334077467
1026 => 0.27579096821446
1027 => 0.2751901319968
1028 => 0.27057156966948
1029 => 0.27665078901339
1030 => 0.27665380423034
1031 => 0.27271644770145
1101 => 0.26811847727387
1102 => 0.26729646876064
1103 => 0.26667719576722
1104 => 0.27101160503416
1105 => 0.27489782282956
1106 => 0.28212911067169
1107 => 0.28394722824637
1108 => 0.29104346217926
1109 => 0.28681800038158
1110 => 0.2886910928676
1111 => 0.29072459972628
1112 => 0.29169953769408
1113 => 0.29011092859362
1114 => 0.30113430081781
1115 => 0.30206501118093
1116 => 0.30237707031508
1117 => 0.29866005122338
1118 => 0.30196163415596
1119 => 0.30041693283874
1120 => 0.30443581653575
1121 => 0.30506602881513
1122 => 0.30453226143495
1123 => 0.30473230075965
1124 => 0.29532579722241
1125 => 0.29483802039075
1126 => 0.28818714867993
1127 => 0.29089742806285
1128 => 0.28583069066355
1129 => 0.28743740528605
1130 => 0.2881456297823
1201 => 0.28777569349685
1202 => 0.29105066319269
1203 => 0.28826626991912
1204 => 0.28091779827352
1205 => 0.27356732454174
1206 => 0.2734750453316
1207 => 0.27153979534466
1208 => 0.27014096406282
1209 => 0.27041042859391
1210 => 0.27136005674828
1211 => 0.27008576994816
1212 => 0.27035770364495
1213 => 0.27487361489633
1214 => 0.27577924869179
1215 => 0.27270155120085
1216 => 0.2603441516651
1217 => 0.25731161482284
1218 => 0.25949134216724
1219 => 0.25844957288904
1220 => 0.20858897648358
1221 => 0.22030298401636
1222 => 0.21334291851049
1223 => 0.21655043691281
1224 => 0.20944601233154
1225 => 0.21283661611652
1226 => 0.21221049540246
1227 => 0.23104627287249
1228 => 0.23075217811506
1229 => 0.23089294571229
1230 => 0.22417374152832
1231 => 0.23487761623966
]
'min_raw' => 0.13665202924346
'max_raw' => 0.30506602881513
'avg_raw' => 0.2208590290293
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.136652'
'max' => '$0.305066'
'avg' => '$0.220859'
'bar_min_pct' => 61.631153054958
'bar_max_pct' => 60.119598047091
'min_diff' => 0.021071465644375
'max_diff' => 0.046151298425625
'year' => 2035
]
10 => [
'items' => [
101 => 0.24015072982136
102 => 0.23917481683676
103 => 0.23942043310976
104 => 0.23519993177392
105 => 0.23093380939078
106 => 0.22620202311636
107 => 0.23499309714778
108 => 0.23401567978412
109 => 0.23625752355268
110 => 0.24195916346101
111 => 0.24279875159594
112 => 0.24392716656354
113 => 0.2435227101237
114 => 0.25315850341196
115 => 0.25199154526574
116 => 0.25480357864136
117 => 0.24901901263823
118 => 0.24247322712964
119 => 0.24371736695697
120 => 0.24359754628686
121 => 0.24207209163256
122 => 0.24069497937835
123 => 0.23840247547406
124 => 0.24565629705398
125 => 0.24536180514487
126 => 0.25012928684398
127 => 0.24928658814482
128 => 0.24365883998844
129 => 0.24385983611482
130 => 0.24521163166015
131 => 0.24989021147707
201 => 0.25127913250874
202 => 0.25063572894794
203 => 0.2521586174525
204 => 0.25336224643335
205 => 0.2523097747211
206 => 0.26721055470012
207 => 0.26102271197407
208 => 0.26403862346401
209 => 0.26475790058358
210 => 0.26291548736658
211 => 0.26331504082147
212 => 0.26392025543384
213 => 0.26759500004699
214 => 0.27723859320779
215 => 0.28150967497256
216 => 0.29435943519331
217 => 0.28115502108832
218 => 0.28037152580063
219 => 0.28268615564197
220 => 0.29023032517681
221 => 0.29634416599699
222 => 0.29837247971298
223 => 0.29864055485436
224 => 0.3024458062253
225 => 0.30462690534739
226 => 0.30198374862082
227 => 0.2997439500451
228 => 0.2917212695609
229 => 0.29264991667198
301 => 0.29904737437229
302 => 0.30808416018236
303 => 0.31583866252471
304 => 0.31312330607611
305 => 0.33383955903602
306 => 0.3358934908987
307 => 0.33560970392684
308 => 0.34028886637605
309 => 0.33100168180923
310 => 0.3270312304762
311 => 0.30022821991996
312 => 0.30775877260567
313 => 0.3187048731882
314 => 0.31725611573033
315 => 0.30930676489719
316 => 0.31583263222927
317 => 0.31367497640655
318 => 0.31197314373794
319 => 0.31976956910931
320 => 0.31119707915399
321 => 0.31861935604328
322 => 0.30910020915914
323 => 0.31313570959564
324 => 0.31084496437269
325 => 0.31232735727512
326 => 0.30366131865779
327 => 0.3083373027395
328 => 0.30346678234678
329 => 0.30346447308596
330 => 0.30335695607834
331 => 0.30908710172118
401 => 0.30927396156488
402 => 0.30503937527705
403 => 0.3044291052363
404 => 0.30668559343242
405 => 0.30404383672996
406 => 0.30527989806402
407 => 0.30408127576857
408 => 0.30381144064302
409 => 0.30166134845395
410 => 0.30073502962088
411 => 0.30109826310362
412 => 0.29985835996733
413 => 0.29911127347845
414 => 0.30320834177181
415 => 0.30101944345793
416 => 0.30287286171199
417 => 0.30076065769146
418 => 0.29343883831283
419 => 0.28922798256135
420 => 0.27539774448814
421 => 0.27931998284934
422 => 0.28192043094067
423 => 0.281060982862
424 => 0.28290740989724
425 => 0.28302076552115
426 => 0.28242047326989
427 => 0.28172541174514
428 => 0.28138709423421
429 => 0.28390863578238
430 => 0.28537247552228
501 => 0.28218142069614
502 => 0.28143380119798
503 => 0.28466013381017
504 => 0.28662819483982
505 => 0.30115925172476
506 => 0.30008274409603
507 => 0.30278456699019
508 => 0.30248038319516
509 => 0.30531232402239
510 => 0.30994135040741
511 => 0.30052924547053
512 => 0.30216286144147
513 => 0.30176233653109
514 => 0.30613516247927
515 => 0.30614881396457
516 => 0.30352708636978
517 => 0.30494836743159
518 => 0.3041550473337
519 => 0.30558868397423
520 => 0.30006836668033
521 => 0.30679151726288
522 => 0.31060311041293
523 => 0.31065603438751
524 => 0.31246269928996
525 => 0.31429837546583
526 => 0.3178217960317
527 => 0.31420010917858
528 => 0.30768504709394
529 => 0.30815541353293
530 => 0.30433563501648
531 => 0.30439984618344
601 => 0.30405708194188
602 => 0.30508574323288
603 => 0.30029409998706
604 => 0.30141868907946
605 => 0.29984425776452
606 => 0.30215943893527
607 => 0.2996686867087
608 => 0.30176214338585
609 => 0.30266560988853
610 => 0.30599942073363
611 => 0.29917628013624
612 => 0.28526343457217
613 => 0.28818808338668
614 => 0.28386229806381
615 => 0.28426266596487
616 => 0.28507147284308
617 => 0.28244986512564
618 => 0.28294998526177
619 => 0.28293211745122
620 => 0.28277814231284
621 => 0.28209616089424
622 => 0.28110715291135
623 => 0.28504705631456
624 => 0.28571652267682
625 => 0.28720466347078
626 => 0.29163236105809
627 => 0.29118992965682
628 => 0.2919115536286
629 => 0.29033625254996
630 => 0.28433573966383
701 => 0.28466159638289
702 => 0.28059815787477
703 => 0.28710075221228
704 => 0.2855608520431
705 => 0.28456806838639
706 => 0.28429717816759
707 => 0.2887358511608
708 => 0.29006397168805
709 => 0.28923637610232
710 => 0.28753895341118
711 => 0.29079850677614
712 => 0.29167062574709
713 => 0.29186586102218
714 => 0.29764116462753
715 => 0.2921886363381
716 => 0.29350111409083
717 => 0.30374069085439
718 => 0.29445480769485
719 => 0.29937374710436
720 => 0.29913299061719
721 => 0.30164935357127
722 => 0.29892657540783
723 => 0.29896032750638
724 => 0.30119468733641
725 => 0.29805693192406
726 => 0.29727997955761
727 => 0.29620662542799
728 => 0.29855025490213
729 => 0.29995515477863
730 => 0.31127761599799
731 => 0.31859244231266
801 => 0.31827488641086
802 => 0.32117675291358
803 => 0.31986943547605
804 => 0.31564776261736
805 => 0.32285364340899
806 => 0.32057340121966
807 => 0.32076138161526
808 => 0.32075438497554
809 => 0.32227054668922
810 => 0.3211962071609
811 => 0.31907857367189
812 => 0.32048435760771
813 => 0.32465903332014
814 => 0.33761735482622
815 => 0.34486900321594
816 => 0.33718079648772
817 => 0.34248401853966
818 => 0.33930397503972
819 => 0.33872606653768
820 => 0.34205688189133
821 => 0.34539352739633
822 => 0.34518099750238
823 => 0.34275876420439
824 => 0.34139050607625
825 => 0.35175141502261
826 => 0.35938515624081
827 => 0.35886458626698
828 => 0.36116221283304
829 => 0.36790811549392
830 => 0.36852487629083
831 => 0.3684471786065
901 => 0.36691847261904
902 => 0.37356068985483
903 => 0.37910174433162
904 => 0.3665646213515
905 => 0.37133859365934
906 => 0.37348178363611
907 => 0.37662862237782
908 => 0.3819378668065
909 => 0.38770511446358
910 => 0.38852066651694
911 => 0.38794199330732
912 => 0.38413833844554
913 => 0.39044892964949
914 => 0.39414552597518
915 => 0.39634676449204
916 => 0.4019287391196
917 => 0.37349501924778
918 => 0.35336821907493
919 => 0.35022512859342
920 => 0.3566167266835
921 => 0.35830214012781
922 => 0.35762275208173
923 => 0.33496820863858
924 => 0.35010585711066
925 => 0.36639269405698
926 => 0.36701833779432
927 => 0.37517186891135
928 => 0.37782699286759
929 => 0.38439165412455
930 => 0.38398103277556
1001 => 0.38557942332506
1002 => 0.385211981018
1003 => 0.397371633644
1004 => 0.41078553621638
1005 => 0.4103210554239
1006 => 0.40839264822302
1007 => 0.41125666175861
1008 => 0.42510124673446
1009 => 0.42382665920484
1010 => 0.42506481242076
1011 => 0.4413883583539
1012 => 0.46261129006432
1013 => 0.45275110753733
1014 => 0.47414486642982
1015 => 0.48761110361822
1016 => 0.51089956840063
1017 => 0.50798373791176
1018 => 0.51704976635291
1019 => 0.50276379278451
1020 => 0.46996030979985
1021 => 0.46476903305083
1022 => 0.47516210056642
1023 => 0.50071244291279
1024 => 0.47435742935998
1025 => 0.47968901427687
1026 => 0.47815351746213
1027 => 0.47807169736232
1028 => 0.4811944377859
1029 => 0.47666473993031
1030 => 0.45820993598952
1031 => 0.46666766388074
1101 => 0.46340172896848
1102 => 0.46702552724521
1103 => 0.48658167197658
1104 => 0.47793543423058
1105 => 0.46882732512848
1106 => 0.48025091519372
1107 => 0.49479707091821
1108 => 0.49388679863493
1109 => 0.49212048994106
1110 => 0.50207707956747
1111 => 0.51852244862327
1112 => 0.52296756579621
1113 => 0.52624886041685
1114 => 0.52670129550711
1115 => 0.53136165812363
1116 => 0.50630171377202
1117 => 0.54607248904304
1118 => 0.55293980328685
1119 => 0.55164903283002
1120 => 0.55928176359126
1121 => 0.55703602057761
1122 => 0.55378229129712
1123 => 0.56588179308207
1124 => 0.55201069066507
1125 => 0.53232240710738
1126 => 0.52152102535753
1127 => 0.53574515616834
1128 => 0.54443133650075
1129 => 0.55017234915564
1130 => 0.55190957611619
1201 => 0.50824704591552
1202 => 0.4847153637723
1203 => 0.49979890223482
1204 => 0.51820186016931
1205 => 0.5061994844115
1206 => 0.50666995481771
1207 => 0.48955772115594
1208 => 0.5197159131415
1209 => 0.51532211823952
1210 => 0.53811713396346
1211 => 0.53267692051951
1212 => 0.55126537094498
1213 => 0.54637040898114
1214 => 0.56668912241939
1215 => 0.57479480731711
1216 => 0.58840551380951
1217 => 0.59841760491085
1218 => 0.60429689630635
1219 => 0.60394392570363
1220 => 0.62724060726393
1221 => 0.61350336807188
1222 => 0.59624615802798
1223 => 0.59593402954409
1224 => 0.60487178316238
1225 => 0.62360286279336
1226 => 0.62845955921555
1227 => 0.63117378995285
1228 => 0.62701685109563
1229 => 0.61210606250947
1230 => 0.60566765959737
1231 => 0.61115336541696
]
'min_raw' => 0.22620202311636
'max_raw' => 0.63117378995285
'avg_raw' => 0.4286879065346
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.226202'
'max' => '$0.631173'
'avg' => '$0.428687'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.089549993872896
'max_diff' => 0.32610776113772
'year' => 2036
]
11 => [
'items' => [
101 => 0.60444481859168
102 => 0.61602565249791
103 => 0.63192861098382
104 => 0.62864471294359
105 => 0.63962229174256
106 => 0.65098293092452
107 => 0.66722915519296
108 => 0.67147651981267
109 => 0.67849725201625
110 => 0.68572389164411
111 => 0.68804489352918
112 => 0.69247640629237
113 => 0.69245305003265
114 => 0.70580771201974
115 => 0.72053831775095
116 => 0.72609878040017
117 => 0.73888475765636
118 => 0.71698921967922
119 => 0.7335972367527
120 => 0.7485780838786
121 => 0.73071730034726
122 => 0.75533422941638
123 => 0.75629004898898
124 => 0.77072178973387
125 => 0.75609245570193
126 => 0.74740560385226
127 => 0.77248421965018
128 => 0.7846189718658
129 => 0.78096388574256
130 => 0.7531484998709
131 => 0.73695875223557
201 => 0.69458705990481
202 => 0.74477815979148
203 => 0.76922478045182
204 => 0.75308518902926
205 => 0.76122506015883
206 => 0.80563355767972
207 => 0.82254143829839
208 => 0.81902471732471
209 => 0.81961898527911
210 => 0.8287421707612
211 => 0.86919939941882
212 => 0.84495649021596
213 => 0.86348928593707
214 => 0.87331901396258
215 => 0.88244941316937
216 => 0.8600280384098
217 => 0.830858159283
218 => 0.82161883409533
219 => 0.75148042473886
220 => 0.74782941593619
221 => 0.74577999405836
222 => 0.73285867901511
223 => 0.72270606483718
224 => 0.71463232910049
225 => 0.69344443550584
226 => 0.7005947276169
227 => 0.6668256474841
228 => 0.68842990825034
301 => 0.63453364097545
302 => 0.67942005389821
303 => 0.65499042007911
304 => 0.67139426215574
305 => 0.67133703069607
306 => 0.64113235659013
307 => 0.62371093092129
308 => 0.63481254140951
309 => 0.64671434909981
310 => 0.64864537735507
311 => 0.66407638169452
312 => 0.66838284331733
313 => 0.65533406355074
314 => 0.63341676063207
315 => 0.63850765021963
316 => 0.62360776420629
317 => 0.59749628708375
318 => 0.61625000581581
319 => 0.62265334993374
320 => 0.62548143148668
321 => 0.59980379266008
322 => 0.5917353210521
323 => 0.58743973446904
324 => 0.63010209990554
325 => 0.632439240589
326 => 0.62048209841404
327 => 0.67452951486757
328 => 0.66229691995695
329 => 0.67596372553063
330 => 0.63804570534973
331 => 0.63949422478403
401 => 0.62154322636717
402 => 0.63159458599446
403 => 0.62449060898033
404 => 0.63078253546605
405 => 0.634553890259
406 => 0.65250194309366
407 => 0.67962499183123
408 => 0.64982110251498
409 => 0.63683512114034
410 => 0.64489155094924
411 => 0.66634688519424
412 => 0.69885281485377
413 => 0.67960865025252
414 => 0.68814888371545
415 => 0.69001454479856
416 => 0.6758246102793
417 => 0.6993760179798
418 => 0.7119974086978
419 => 0.72494434394565
420 => 0.73618580505647
421 => 0.71977305329845
422 => 0.73733705035508
423 => 0.72318356919029
424 => 0.71048643342548
425 => 0.71050568973929
426 => 0.70254059099847
427 => 0.6871072085211
428 => 0.68426105600171
429 => 0.69906710083704
430 => 0.71094014665731
501 => 0.71191806757912
502 => 0.71849159580435
503 => 0.72238174209531
504 => 0.76051046414417
505 => 0.77584615156955
506 => 0.7945983398636
507 => 0.80190337401956
508 => 0.8238889078293
509 => 0.80613380370018
510 => 0.802292375237
511 => 0.74896266162788
512 => 0.75769539924379
513 => 0.7716773547507
514 => 0.74919321892431
515 => 0.76345422797149
516 => 0.76626965324687
517 => 0.74842921659259
518 => 0.75795856464941
519 => 0.7326514414653
520 => 0.68017661796025
521 => 0.69943443745909
522 => 0.71361467472218
523 => 0.6933777277371
524 => 0.72965167192985
525 => 0.70846118257865
526 => 0.70174481477719
527 => 0.67554186942568
528 => 0.68790865098773
529 => 0.70463490012566
530 => 0.69430002279359
531 => 0.71574644504727
601 => 0.74612029851038
602 => 0.76776651528243
603 => 0.76942824302404
604 => 0.7555111758235
605 => 0.7778133648299
606 => 0.77797581192896
607 => 0.75281885162263
608 => 0.73741035350954
609 => 0.73390951031848
610 => 0.74265530299047
611 => 0.75327430985665
612 => 0.77001752400059
613 => 0.78013509764556
614 => 0.80651636376524
615 => 0.81365437796705
616 => 0.82149689146415
617 => 0.83197690803788
618 => 0.84456085495573
619 => 0.81702789550396
620 => 0.81812183131084
621 => 0.79248352068913
622 => 0.76508530888417
623 => 0.78587713640882
624 => 0.81305968507639
625 => 0.806823978378
626 => 0.8061223339905
627 => 0.80730230523035
628 => 0.80260078601891
629 => 0.78133598887199
630 => 0.77065694086947
701 => 0.78443563730842
702 => 0.79175840124649
703 => 0.80311536950232
704 => 0.80171538344828
705 => 0.83096971402594
706 => 0.84233706228339
707 => 0.83942880816287
708 => 0.83996399691209
709 => 0.86054403795687
710 => 0.88343327620692
711 => 0.9048720683291
712 => 0.92668052849332
713 => 0.90038957856666
714 => 0.88704065559426
715 => 0.90081333668538
716 => 0.89350535823391
717 => 0.93549917010327
718 => 0.93840673052443
719 => 0.98039750576321
720 => 1.0202517516333
721 => 0.99522001386528
722 => 1.0188238151263
723 => 1.0443532506363
724 => 1.0936036737366
725 => 1.0770178638872
726 => 1.0643133934753
727 => 1.0523077303236
728 => 1.0772896094969
729 => 1.109428397958
730 => 1.1163507851711
731 => 1.1275676970117
801 => 1.11577448575
802 => 1.1299781097351
803 => 1.1801231437909
804 => 1.1665735129465
805 => 1.1473308589357
806 => 1.1869155473425
807 => 1.2012410921953
808 => 1.3017852683186
809 => 1.4287264439471
810 => 1.3761719636962
811 => 1.343549701882
812 => 1.3512167072187
813 => 1.3975713273283
814 => 1.4124589600853
815 => 1.3719892421768
816 => 1.3862838307084
817 => 1.4650484189302
818 => 1.5073030934406
819 => 1.4499155698955
820 => 1.2915856684568
821 => 1.1455982684805
822 => 1.1843207008525
823 => 1.1799307787185
824 => 1.2645535026803
825 => 1.166250358732
826 => 1.1679055315637
827 => 1.25427816384
828 => 1.2312354263505
829 => 1.1939091427083
830 => 1.1458707916588
831 => 1.0570674567342
901 => 0.97841186652734
902 => 1.1326735922237
903 => 1.1260215461049
904 => 1.1163883975469
905 => 1.1378259272471
906 => 1.2419204863226
907 => 1.2395207698147
908 => 1.2242549977376
909 => 1.2358339513117
910 => 1.1918792961633
911 => 1.2032074116239
912 => 1.1455751433304
913 => 1.1716273355352
914 => 1.1938290572676
915 => 1.1982863816075
916 => 1.2083289609419
917 => 1.1225162200716
918 => 1.1610436213927
919 => 1.1836748601395
920 => 1.0814261001499
921 => 1.1816537309093
922 => 1.1210224111692
923 => 1.1004432305975
924 => 1.1281503861364
925 => 1.1173528806768
926 => 1.1080698195334
927 => 1.1028897119122
928 => 1.1232347890128
929 => 1.1222856668484
930 => 1.0889971719025
1001 => 1.0455736872583
1002 => 1.0601480340322
1003 => 1.054853037214
1004 => 1.0356632856767
1005 => 1.0485948612334
1006 => 0.99165074700234
1007 => 0.89368135816525
1008 => 0.95840293731457
1009 => 0.95591122692085
1010 => 0.95465479355027
1011 => 1.0032912715079
1012 => 0.99861599638675
1013 => 0.9901303262614
1014 => 1.0355074396903
1015 => 1.0189441828805
1016 => 1.0699882375744
1017 => 1.1036091533182
1018 => 1.0950818015629
1019 => 1.126702435324
1020 => 1.0604837975458
1021 => 1.0824789727851
1022 => 1.0870121479179
1023 => 1.0349474931543
1024 => 0.99938092921668
1025 => 0.99700904489055
1026 => 0.93534152439709
1027 => 0.96828381608186
1028 => 0.99727166951981
1029 => 0.98338873727133
1030 => 0.97899381566227
1031 => 1.0014465170208
1101 => 1.0031912842107
1102 => 0.96341040737797
1103 => 0.97168211136803
1104 => 1.0061764920629
1105 => 0.97081294147798
1106 => 0.90210733929458
1107 => 0.88506740002383
1108 => 0.88279395801672
1109 => 0.83658029125982
1110 => 0.88620609024554
1111 => 0.86454309909955
1112 => 0.93297622856726
1113 => 0.89388759202954
1114 => 0.89220255903387
1115 => 0.88965538452031
1116 => 0.84987737248011
1117 => 0.85858622909237
1118 => 0.88753579486783
1119 => 0.89786532607672
1120 => 0.89678787134428
1121 => 0.88739392620215
1122 => 0.89169442618343
1123 => 0.8778410173502
1124 => 0.87294909035742
1125 => 0.85750882313767
1126 => 0.83481589580732
1127 => 0.83797148653642
1128 => 0.79301085956756
1129 => 0.76851392375385
1130 => 0.76173349478503
1201 => 0.75266642179431
1202 => 0.7627576448059
1203 => 0.79288349176036
1204 => 0.75654532877831
1205 => 0.69424609717135
1206 => 0.69799038714365
1207 => 0.70640269502175
1208 => 0.6907264149439
1209 => 0.67589013146068
1210 => 0.68878907624361
1211 => 0.66239207053548
1212 => 0.70959264704839
1213 => 0.7083160037318
1214 => 0.72590945979174
1215 => 0.73691100892009
1216 => 0.71155599997308
1217 => 0.70517928379014
1218 => 0.70881175113354
1219 => 0.64877515736825
1220 => 0.72100318923893
1221 => 0.72162782025789
1222 => 0.71627935024913
1223 => 0.75473854742997
1224 => 0.83589944920595
1225 => 0.80536345326812
1226 => 0.79353899268562
1227 => 0.77106068447468
1228 => 0.80101169553589
1229 => 0.79871192519495
1230 => 0.7883114915512
1231 => 0.78202127683213
]
'min_raw' => 0.58743973446904
'max_raw' => 1.5073030934406
'avg_raw' => 1.0473714139548
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$0.587439'
'max' => '$1.50'
'avg' => '$1.04'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.36123771135269
'max_diff' => 0.87612930348779
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.018439062012634
]
1 => [
'year' => 2028
'avg' => 0.03164678331163
]
2 => [
'year' => 2029
'avg' => 0.086453308229628
]
3 => [
'year' => 2030
'avg' => 0.066698598549029
]
4 => [
'year' => 2031
'avg' => 0.065506289641466
]
5 => [
'year' => 2032
'avg' => 0.11485314132955
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.018439062012634
'min' => '$0.018439'
'max_raw' => 0.11485314132955
'max' => '$0.114853'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.11485314132955
]
1 => [
'year' => 2033
'avg' => 0.29541408970884
]
2 => [
'year' => 2034
'avg' => 0.18724764699429
]
3 => [
'year' => 2035
'avg' => 0.2208590290293
]
4 => [
'year' => 2036
'avg' => 0.4286879065346
]
5 => [
'year' => 2037
'avg' => 1.0473714139548
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.11485314132955
'min' => '$0.114853'
'max_raw' => 1.0473714139548
'max' => '$1.04'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 1.0473714139548
]
]
]
]
'prediction_2025_max_price' => '$0.031527'
'last_price' => 0.03056983
'sma_50day_nextmonth' => '$0.028574'
'sma_200day_nextmonth' => '$0.036913'
'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' => '$0.0291089'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.0291073'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.028963'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.029244'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.028985'
'daily_sma50_action' => 'BUY'
'daily_sma100' => '$0.032651'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.039128'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.02947'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.02925'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.02915'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.029189'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$0.02996'
'daily_ema50_action' => 'BUY'
'daily_ema100' => '$0.032574'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.037208'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.034244'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '—'
'weekly_sma50_action' => '—'
'weekly_sma100' => '—'
'weekly_sma100_action' => '—'
'weekly_sma200' => '—'
'weekly_sma200_action' => '—'
'weekly_ema3' => '$0.029891'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$0.029725'
'weekly_ema5_action' => 'BUY'
'weekly_ema10' => '$0.030539'
'weekly_ema10_action' => 'BUY'
'weekly_ema21' => '$0.033868'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.031326'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.015663'
'weekly_ema100_action' => 'BUY'
'weekly_ema200' => '$0.007831'
'weekly_ema200_action' => 'BUY'
'rsi_14' => '54.83'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 58.58
'stoch_rsi_14_action' => 'NEUTRAL'
'momentum_10' => 0
'momentum_10_action' => 'BUY'
'vwma_10' => '0.028968'
'vwma_10_action' => 'BUY'
'hma_9' => '0.029126'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 100
'stochastic_fast_14_action' => 'SELL'
'cci_20' => 145.96
'cci_20_action' => 'SELL'
'adx_14' => 6.68
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '-0.000350'
'ao_5_34_action' => 'NEUTRAL'
'macd_12_26' => 0
'macd_12_26_action' => 'BUY'
'williams_percent_r_14' => -0
'williams_percent_r_14_action' => 'SELL'
'ultimate_oscillator' => 57.13
'ultimate_oscillator_action' => 'NEUTRAL'
'ichimoku_cloud' => '-0.0016012'
'ichimoku_cloud_action' => 'NEUTRAL'
'sell_signals' => 7
'buy_signals' => 23
'sell_pct' => 23.33
'buy_pct' => 76.67
'overall_action' => 'bullish'
'overall_action_label' => 'Altista'
'overall_action_dir' => 1
'last_updated' => 1767704682
'last_updated_date' => '6 de janeiro de 2026'
]
Previsão de preço de Districts para 2026
A previsão de preço para Districts em 2026 sugere que o preço médio poderia variar entre $0.010561 na extremidade inferior e $0.031527 na extremidade superior. No mercado de criptomoedas, comparado ao preço médio de hoje, Districts poderia potencialmente ganhar 3.13% até 2026 se DSTRX atingir a meta de preço prevista.
Previsão de preço de Districts 2027-2032
A previsão de preço de DSTRX para 2027-2032 está atualmente dentro de uma faixa de preço entre $0.018439 na extremidade inferior e $0.114853 na extremidade superior. Considerando a volatilidade de preços no mercado, se Districts atingir a meta de preço superior, poderia ganhar 275.71% até 2032 em comparação com o preço de hoje.
| Previsão de Preço de Districts | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2027 | $0.010167 | $0.018439 | $0.02671 |
| 2028 | $0.018349 | $0.031646 | $0.044943 |
| 2029 | $0.0403088 | $0.086453 | $0.132597 |
| 2030 | $0.03428 | $0.066698 | $0.099116 |
| 2031 | $0.04053 | $0.0655062 | $0.090481 |
| 2032 | $0.061867 | $0.114853 | $0.167839 |
Previsão de preço de Districts 2032-2037
A previsão de preço de Districts para 2032-2037 é atualmente estimada entre $0.114853 na extremidade inferior e $1.04 na extremidade superior. Comparado ao preço atual, Districts poderia potencialmente ganhar 3326.16% até 2037 se atingir a meta de preço superior. Por favor, note que esta informação é apenas para fins gerais e não deve ser considerada como aconselhamento de investimento a longo prazo.
| Previsão de Preço de Districts | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2032 | $0.061867 | $0.114853 | $0.167839 |
| 2033 | $0.143765 | $0.295414 | $0.447062 |
| 2034 | $0.11558 | $0.187247 | $0.258914 |
| 2035 | $0.136652 | $0.220859 | $0.305066 |
| 2036 | $0.226202 | $0.428687 | $0.631173 |
| 2037 | $0.587439 | $1.04 | $1.50 |
Districts Histograma de preços potenciais
Previsão de preço de Districts baseada na análise técnica
Em 6 de janeiro de 2026, o sentimento geral de previsão de preço para Districts é Altista, com 23 indicadores técnicos mostrando sinais de alta e 7 indicando sinais de baixa. A previsão de preço de DSTRX 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 Districts
De acordo com nossos indicadores técnicos, o SMA de 200 dias de Districts está projetado para aumentar no próximo mês, alcançando $0.036913 até 4 de fev. de 2026. O SMA de 50 dias de curto prazo para Districts é esperado para alcançar $0.028574 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 54.83, sugerindo que o mercado de DSTRX está em um estado NEUTRAL.
Médias Móveis e Osciladores Populares de DSTRX 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 | $0.0291089 | BUY |
| SMA 5 | $0.0291073 | BUY |
| SMA 10 | $0.028963 | BUY |
| SMA 21 | $0.029244 | BUY |
| SMA 50 | $0.028985 | BUY |
| SMA 100 | $0.032651 | SELL |
| SMA 200 | $0.039128 | SELL |
Média Móvel Exponencial Diária (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 3 | $0.02947 | BUY |
| EMA 5 | $0.02925 | BUY |
| EMA 10 | $0.02915 | BUY |
| EMA 21 | $0.029189 | BUY |
| EMA 50 | $0.02996 | BUY |
| EMA 100 | $0.032574 | SELL |
| EMA 200 | $0.037208 | SELL |
Média Móvel Simples Semanal (SMA)
| Período | Valor | Ação |
|---|---|---|
| SMA 21 | $0.034244 | SELL |
| SMA 50 | — | — |
| SMA 100 | — | — |
| SMA 200 | — | — |
Média Móvel Exponencial Semanal (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 21 | $0.033868 | SELL |
| EMA 50 | $0.031326 | SELL |
| EMA 100 | $0.015663 | BUY |
| EMA 200 | $0.007831 | BUY |
Osciladores de Districts
Um oscilador é uma ferramenta de análise técnica que define limites altos e baixos entre dois extremos, criando um indicador de tendência que flutua dentro desses limites. Os traders usam esse indicador para identificar condições de sobrecompra ou sobrevenda de curto prazo.
| Período | Valor | Ação |
|---|---|---|
| RSI (14) | 54.83 | NEUTRAL |
| Stoch RSI (14) | 58.58 | NEUTRAL |
| Estocástico Rápido (14) | 100 | SELL |
| Índice de Canal de Commodities (20) | 145.96 | SELL |
| Índice Direcional Médio (14) | 6.68 | NEUTRAL |
| Oscilador Impressionante (5, 34) | -0.000350 | NEUTRAL |
| Momentum (10) | 0 | BUY |
| MACD (12, 26) | 0 | BUY |
| Williams Percent Range (14) | -0 | SELL |
| Oscilador Ultimate (7, 14, 28) | 57.13 | NEUTRAL |
| VWMA (10) | 0.028968 | BUY |
| Média Móvel de Hull (9) | 0.029126 | BUY |
| Nuvem Ichimoku B/L (9, 26, 52, 26) | -0.0016012 | NEUTRAL |
Previsão do preço de Districts com base nos fluxos financeiros mundiais
Definições dos fluxos financeiros mundiais, usadas na previsão do preço do Districts
M0: o total de todas as moedas físicas, mais as contas no Banco Central que podem ser trocadas por moedas físicas.
M1: o valor de M0, mais o valor em contas de demanda, incluindo contas 'correntes'.
M2: o valor de M1, mais a maioria das contas de poupança, do mercado de moedas e de certificados de depósito (CD) de menos de US$ 100.000.
Previsões de preço de Districts por empresas de Internet ou nichos tecnológicos
| Comparação | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook stock | $0.042955 | $0.060359 | $0.084815 | $0.11918 | $0.167468 | $0.235321 |
| Amazon.com stock | $0.063785 | $0.133092 | $0.277706 | $0.57945 | $1.20 | $2.52 |
| Apple stock | $0.04336 | $0.0615042 | $0.087239 | $0.123741 | $0.175518 | $0.248959 |
| Netflix stock | $0.048234 | $0.0761063 | $0.120083 | $0.189473 | $0.298959 | $0.471711 |
| Google stock | $0.039587 | $0.051266 | $0.066389 | $0.085973 | $0.111335 | $0.144179 |
| Tesla stock | $0.069299 | $0.157096 | $0.356126 | $0.807311 | $1.83 | $4.14 |
| Kodak stock | $0.022924 | $0.01719 | $0.012891 | $0.009667 | $0.007249 | $0.005436 |
| Nokia stock | $0.020251 | $0.013415 | $0.008887 | $0.005887 | $0.00390019 | $0.002583 |
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 Districts
Você pode fazer perguntas como: 'Devo investir em Districts agora?', 'Devo comprar DSTRX hoje?', 'Districts será um bom ou mau investimento no curto ou no longo prazo?'.
Atualizamos a previsão para Districts regularmente com novos valores. Veja nossas previsões semelhantes. Fazemos previsões de preços futuros para uma enorme quantidade de moedas digitais, como Districts, 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 Districts para poder tomar sozinho uma decisão de tão grande responsabilidade sobre o seu investimento.
O preço de Districts é de $0.03056 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 Districts com base no padrão de crescimento do Bitcoin
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Se Districts tiver 1% da média anterior do crescimento anual do Bitcoin | $0.031364 | $0.032179 | $0.033016 | $0.033874 |
| Se Districts tiver 2% da média anterior do crescimento anual do Bitcoin | $0.032159 | $0.03383 | $0.035589 | $0.037439 |
| Se Districts tiver 5% da média anterior do crescimento anual do Bitcoin | $0.034542 | $0.039032 | $0.0441051 | $0.049837 |
| Se Districts tiver 10% da média anterior do crescimento anual do Bitcoin | $0.038515 | $0.048527 | $0.061141 | $0.077033 |
| Se Districts tiver 20% da média anterior do crescimento anual do Bitcoin | $0.046461 | $0.070615 | $0.107326 | $0.163121 |
| Se Districts tiver 50% da média anterior do crescimento anual do Bitcoin | $0.07030023 | $0.161666 | $0.371778 | $0.854964 |
| Se Districts tiver 100% da média anterior do crescimento anual do Bitcoin | $0.11003 | $0.396035 | $1.42 | $5.13 |
Perguntas Frequentes sobre Districts
DSTRX é um bom investimento?
A decisão de adquirir Districts depende inteiramente da sua tolerância individual ao risco. Como você pode perceber, o valor de Districts experimentou uma queda de -0.7528% nas últimas 24 horas, e Districts registrou um declínio de durante os últimos 30 dias. Consequentemente, a decisão de investir ou não em Districts dependerá de quão alinhado esse investimento está com suas aspirações de negociação.
Districts pode subir?
Parece que o valor médio de Districts pode potencialmente subir para $0.031527 até o final deste ano. Observando as perspectivas de Districts em um horizonte de cinco anos mais longo, a moeda digital poderia potencialmente crescer até $0.099116. 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 Districts na próxima semana?
Com base na nossa nova previsão experimental de Districts, o preço de Districts aumentará 0.86% na próxima semana e atingirá $0.030831 até 13 de janeiro de 2026.
Qual será o preço de Districts no próximo mês?
Com base na nossa nova previsão experimental de Districts, o preço de Districts diminuirá -11.62% no próximo mês e atingirá $0.0270182 até 5 de fevereiro de 2026.
Até onde o preço de Districts pode subir este ano em 2026?
De acordo com nossa previsão mais recente sobre o valor de Districts em 2026, espera-se que DSTRX fluctue dentro do intervalo de $0.010561 e $0.031527. No entanto, é crucial lembrar que o mercado de criptomoedas é excepcionalmente instável, e essa previsão de preço de Districts não considera flutuações repentinas e extremas de preço.
Onde estará Districts em 5 anos?
O futuro de Districts parece seguir uma tendência de alta, com um preço máximo de $0.099116 projetada após um período de cinco anos. Com base na previsão de Districts para 2030, o valor de Districts pode potencialmente atingir seu pico mais alto de aproximadamente $0.099116, enquanto seu pico mais baixo está previsto para cerca de $0.03428.
Quanto será Districts em 2026?
Com base na nossa nova simulação experimental de previsão de preços de Districts, espera-se que o valor de DSTRX em 2026 aumente 3.13% para $0.031527 se o melhor cenário ocorrer. O preço ficará entre $0.031527 e $0.010561 durante 2026.
Quanto será Districts em 2027?
De acordo com nossa última simulação experimental para previsão de preços de Districts, o valor de DSTRX pode diminuir -12.62% para $0.02671 em 2027, assumindo as condições mais favoráveis. O preço está projetado para flutuar entre $0.02671 e $0.010167 ao longo do ano.
Quanto será Districts em 2028?
Nosso novo modelo experimental de previsão de preços de Districts sugere que o valor de DSTRX em 2028 pode aumentar 47.02%, alcançando $0.044943 no melhor cenário. O preço é esperado para variar entre $0.044943 e $0.018349 durante o ano.
Quanto será Districts em 2029?
Com base no nosso modelo de previsão experimental, o valor de Districts pode experimentar um 333.75% crescimento em 2029, potencialmente alcançando $0.132597 sob condições ótimas. A faixa de preço prevista para 2029 está entre $0.132597 e $0.0403088.
Quanto será Districts em 2030?
Usando nossa nova simulação experimental para previsões de preços de Districts, espera-se que o valor de DSTRX em 2030 aumente 224.23%, alcançando $0.099116 no melhor cenário. O preço está previsto para variar entre $0.099116 e $0.03428 ao longo de 2030.
Quanto será Districts em 2031?
Nossa simulação experimental indica que o preço de Districts poderia aumentar 195.98% em 2031, potencialmente atingindo $0.090481 sob condições ideais. O preço provavelmente oscilará entre $0.090481 e $0.04053 durante o ano.
Quanto será Districts em 2032?
Com base nos achados da nossa mais recente previsão experimental de preços de Districts, DSTRX poderia ver um 449.04% aumento em valor, atingindo $0.167839 se o cenário mais positivo se desenrolar em 2032. O preço é esperado para permanecer dentro de uma faixa de $0.167839 e $0.061867 ao longo do ano.
Quanto será Districts em 2033?
De acordo com nossa previsão experimental de preços de Districts, espera-se que o valor de DSTRX seja aumentar 1362.43% em 2033, com o preço potencial mais alto sendo $0.447062. Ao longo do ano, o preço de DSTRX poderia variar entre $0.447062 e $0.143765.
Quanto será Districts em 2034?
Os resultados da nossa nova simulação de previsão de preços de Districts sugerem que DSTRX pode aumentar 746.96% em 2034, atingindo potencialmente $0.258914 nas melhores circunstâncias. A faixa de preço prevista para o ano é entre $0.258914 e $0.11558.
Quanto será Districts em 2035?
Com base em nossa previsão experimental para o preço de Districts, DSTRX poderia aumentar 897.93%, com o valor potencialmente atingindo $0.305066 em 2035. A faixa de preço esperada para o ano está entre $0.305066 e $0.136652.
Quanto será Districts em 2036?
Nossa recente simulação de previsão de preços de Districts sugere que o valor de DSTRX pode aumentar 1964.7% em 2036, possivelmente atingindo $0.631173 se as condições forem ideais. A faixa de preço esperada para 2036 está entre $0.631173 e $0.226202.
Quanto será Districts em 2037?
De acordo com a simulação experimental, o valor de Districts poderia aumentar 4830.69% em 2037, com um pico de $1.50 sob condições favoráveis. O preço é esperado para cair entre $1.50 e $0.587439 ao longo do ano.
Previsões relacionadas
Como ler e prever os movimentos de preço de Districts?
Traders de Districts 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 Districts
Médias móveis são ferramentas populares para a previsão de preço de Districts. Uma média móvel simples (SMA) calcula o preço médio de fechamento de DSTRX 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 DSTRX 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 DSTRX.
Como ler gráficos de Districts 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 Districts 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 DSTRX 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 Districts?
A ação de preço de Districts 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 DSTRX. A capitalização de mercado de Districts pode mudar rapidamente.
Traders frequentemente monitoram a atividade de "baleias" de DSTRX, grandes detentores de Districts, pois suas ações podem influenciar significativamente os movimentos de preço no relativamente pequeno mercado de Districts.
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


