Previsão de Preço Districts - Projeção DSTRX
Previsão de Preço Districts até $0.031299 até 2026
| Ano | Preço Mínimo | Preço Máximo |
|---|---|---|
| 2026 | $0.010485 | $0.031299 |
| 2027 | $0.010094 | $0.026517 |
| 2028 | $0.018216 | $0.044619 |
| 2029 | $0.040017 | $0.131639 |
| 2030 | $0.034033 | $0.098399 |
| 2031 | $0.040237 | $0.089827 |
| 2032 | $0.061419 | $0.166626 |
| 2033 | $0.142726 | $0.443831 |
| 2034 | $0.114745 | $0.257043 |
| 2035 | $0.135664 | $0.30286 |
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 $3,954.63, com um retorno de 39.55% 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' => 0.03034
'ticker' => 'DSTRX'
'marketcap' => '$3.75M'
'low24h' => '$0.02978'
'high24h' => '$0.03191'
'volume24h' => '$24.5K'
'current_supply' => '123.05M'
'max_supply' => '125M'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.03034'
'change_24h_pct' => '-1.0319%'
'ath_price' => '$0.06702'
'ath_days' => 152
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '7 de ago. de 2025'
'ath_pct' => '-54.72%'
'fdv' => '$3.81M'
'new_prediction' => true
'change_24h_pct_is_increased' => false
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$1.49'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.030608'
'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' => '$0.026822'
'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' => '$0.010485'
'current_year_max_price_prediction' => '$0.031299'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.034033'
'grand_prediction_max_price' => '$0.098399'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.0309239549335
107 => 0.031039413755826
108 => 0.031299548378
109 => 0.029076726513145
110 => 0.030074708271843
111 => 0.030660929056834
112 => 0.028012362223352
113 => 0.030608575406327
114 => 0.02903803212981
115 => 0.028504966152991
116 => 0.029222669264675
117 => 0.028942979664063
118 => 0.028702518969381
119 => 0.028568337770109
120 => 0.029095339725328
121 => 0.029070754454213
122 => 0.028208476968803
123 => 0.027083671140013
124 => 0.027461192896648
125 => 0.027324035703177
126 => 0.026826960340409
127 => 0.027161929117807
128 => 0.025686896145967
129 => 0.023149178583459
130 => 0.024825672537643
131 => 0.024761129344081
201 => 0.024728583739087
202 => 0.025988422610766
203 => 0.025867318172682
204 => 0.025647512431702
205 => 0.026822923435602
206 => 0.02639388260767
207 => 0.027716085344626
208 => 0.028586973581896
209 => 0.028366088154641
210 => 0.029185162751162
211 => 0.027469890235434
212 => 0.02803963496037
213 => 0.028157058558547
214 => 0.026808419046268
215 => 0.025887132356477
216 => 0.025825693037705
217 => 0.024228308878732
218 => 0.025081618602821
219 => 0.025832495847663
220 => 0.025472883917812
221 => 0.025359041523922
222 => 0.025940637624904
223 => 0.025985832622984
224 => 0.024955381877208
225 => 0.025169645217386
226 => 0.026063158964245
227 => 0.025147130963485
228 => 0.023367438190333
301 => 0.022926049776413
302 => 0.022867160425594
303 => 0.021670080040088
304 => 0.022955545460812
305 => 0.022394405356335
306 => 0.024167040222889
307 => 0.023154520693945
308 => 0.023110873000749
309 => 0.023044893110759
310 => 0.022014516572186
311 => 0.022240103550289
312 => 0.022989989023368
313 => 0.023257556608227
314 => 0.023229647117009
315 => 0.022986314175451
316 => 0.02309771075003
317 => 0.022738863570171
318 => 0.022612147162205
319 => 0.022212195322569
320 => 0.02162437660782
321 => 0.021706116405408
322 => 0.020541493720357
323 => 0.019906945470337
324 => 0.019731310877943
325 => 0.019496444960719
326 => 0.019757839608248
327 => 0.020538194490617
328 => 0.019596920940956
329 => 0.017983173462724
330 => 0.018080162435858
331 => 0.018298067862205
401 => 0.017892002541796
402 => 0.017507695794509
403 => 0.017841819331483
404 => 0.017158053251299
405 => 0.018380697726264
406 => 0.018347628619638
407 => 0.018803354872077
408 => 0.019088329850172
409 => 0.018431554787408
410 => 0.018266377635232
411 => 0.018360470047995
412 => 0.016805332058467
413 => 0.018676266920462
414 => 0.018692446842841
415 => 0.018553904524318
416 => 0.019550119579697
417 => 0.021652444073814
418 => 0.02086146503332
419 => 0.020555174041373
420 => 0.019972914641784
421 => 0.020748740720594
422 => 0.020689169382514
423 => 0.020419765199955
424 => 0.020256828709751
425 => 0.020557044188857
426 => 0.020219628689552
427 => 0.020159019594319
428 => 0.019791794420553
429 => 0.0196607117412
430 => 0.019563663343958
501 => 0.019456822594374
502 => 0.019692486664901
503 => 0.019158440876896
504 => 0.018514434009715
505 => 0.01846089180696
506 => 0.018608726536246
507 => 0.018543320673538
508 => 0.018460578668853
509 => 0.018302601648465
510 => 0.01825573324116
511 => 0.01840803282758
512 => 0.01823609547413
513 => 0.018489798405058
514 => 0.018420805245869
515 => 0.018035415067066
516 => 0.017555076214559
517 => 0.017550800191227
518 => 0.017447311973368
519 => 0.017315504168366
520 => 0.017278838252369
521 => 0.017813680379146
522 => 0.018920787575095
523 => 0.018703435941701
524 => 0.01886049477192
525 => 0.01963306876976
526 => 0.019878646811563
527 => 0.019704341334326
528 => 0.019465741246391
529 => 0.019476238439344
530 => 0.020291607168978
531 => 0.020342460716494
601 => 0.02047095122509
602 => 0.020636097840049
603 => 0.019732466516968
604 => 0.019433677485289
605 => 0.019292094665895
606 => 0.018856074381609
607 => 0.019326284876658
608 => 0.019052313357614
609 => 0.019089281475732
610 => 0.01906520594031
611 => 0.019078352810631
612 => 0.018380355972215
613 => 0.0186346693345
614 => 0.018211824044814
615 => 0.017645681668535
616 => 0.017643783760775
617 => 0.017782346305315
618 => 0.01769992388187
619 => 0.017478127259651
620 => 0.017509632422987
621 => 0.017233614040876
622 => 0.017543146052049
623 => 0.017552022322571
624 => 0.017432835637946
625 => 0.017909712408345
626 => 0.018105089210272
627 => 0.018026637981226
628 => 0.018099584862907
629 => 0.018712467883352
630 => 0.018812394557645
701 => 0.018856775385581
702 => 0.01879731095548
703 => 0.018110787239435
704 => 0.018141237485566
705 => 0.017917813783514
706 => 0.017729044299089
707 => 0.0177365940885
708 => 0.01783364614181
709 => 0.01825747815064
710 => 0.019149407626962
711 => 0.019183255698597
712 => 0.019224280548836
713 => 0.019057411865476
714 => 0.019007082673857
715 => 0.01907347986867
716 => 0.019408441684552
717 => 0.020270054416248
718 => 0.019965502931687
719 => 0.019717897834113
720 => 0.019935114258541
721 => 0.019901675492599
722 => 0.019619418656463
723 => 0.019611496647159
724 => 0.019069755535646
725 => 0.018869486181568
726 => 0.018702126119399
727 => 0.018519373300556
728 => 0.018411031303615
729 => 0.018577493851473
730 => 0.018615565805695
731 => 0.018251592535537
801 => 0.018201984323742
802 => 0.018499212753061
803 => 0.018368413603111
804 => 0.018502943772498
805 => 0.018534155925774
806 => 0.01852913005022
807 => 0.018392560715485
808 => 0.018479605936889
809 => 0.018273718038839
810 => 0.018049845873072
811 => 0.017907029379041
812 => 0.017782403046141
813 => 0.017851552978959
814 => 0.017605046094741
815 => 0.017526183581276
816 => 0.018450116974456
817 => 0.019132636505957
818 => 0.019122712401661
819 => 0.019062301969035
820 => 0.018972544319962
821 => 0.019401875353457
822 => 0.019252305006132
823 => 0.019361129930831
824 => 0.019388830441535
825 => 0.019472671544575
826 => 0.019502637532525
827 => 0.019412059504222
828 => 0.019108068578062
829 => 0.018350552092662
830 => 0.017997926123832
831 => 0.017881553680668
901 => 0.017885783597954
902 => 0.017769103596016
903 => 0.017803471085817
904 => 0.017757151985591
905 => 0.017669434815555
906 => 0.01784613669089
907 => 0.01786649993593
908 => 0.017825255606797
909 => 0.017834970139374
910 => 0.017493484709834
911 => 0.017519447105374
912 => 0.017374885187863
913 => 0.017347781571049
914 => 0.016982341632026
915 => 0.01633491180868
916 => 0.016693650778347
917 => 0.016260344549321
918 => 0.016096244914729
919 => 0.016873067062162
920 => 0.016795095664252
921 => 0.016661642524382
922 => 0.016464237516443
923 => 0.016391018078766
924 => 0.015946159953899
925 => 0.015919875362656
926 => 0.01614035906152
927 => 0.016038613420875
928 => 0.015895724007322
929 => 0.015378193035901
930 => 0.014796316875407
1001 => 0.014813880059149
1002 => 0.014998964039611
1003 => 0.015537120674781
1004 => 0.015326853567216
1005 => 0.01517430236814
1006 => 0.015145734114226
1007 => 0.015503325623658
1008 => 0.016009392527242
1009 => 0.016246827795794
1010 => 0.016011536655675
1011 => 0.01574124686288
1012 => 0.015757698150165
1013 => 0.015867141194167
1014 => 0.01587864211065
1015 => 0.01570271124178
1016 => 0.015752234750846
1017 => 0.01567700401205
1018 => 0.015215313106927
1019 => 0.015206962582491
1020 => 0.015093656188602
1021 => 0.015090225316026
1022 => 0.014897462874417
1023 => 0.014870494076332
1024 => 0.014487752548672
1025 => 0.014739674181226
1026 => 0.014570698376588
1027 => 0.014316011981636
1028 => 0.01427210395115
1029 => 0.014270784022733
1030 => 0.014532290003512
1031 => 0.014736618331584
1101 => 0.014573637783055
1102 => 0.0145365302714
1103 => 0.014932741414708
1104 => 0.014882319935177
1105 => 0.014838655259087
1106 => 0.015964079786616
1107 => 0.015073218455106
1108 => 0.01468475206598
1109 => 0.014203951141671
1110 => 0.014360502347035
1111 => 0.014393489986221
1112 => 0.013237250434137
1113 => 0.012768164191857
1114 => 0.012607191470649
1115 => 0.012514549393774
1116 => 0.012556767551532
1117 => 0.012134534915151
1118 => 0.012418282229882
1119 => 0.012052664457213
1120 => 0.011991367447802
1121 => 0.012645137316685
1122 => 0.012736105574672
1123 => 0.012348006724477
1124 => 0.012597229013799
1125 => 0.012506857547242
1126 => 0.012058931924539
1127 => 0.01204182446047
1128 => 0.011817071128344
1129 => 0.011465375684389
1130 => 0.011304641429253
1201 => 0.011220929633619
1202 => 0.011255470752008
1203 => 0.011238005705575
1204 => 0.011124034463786
1205 => 0.011244538403744
1206 => 0.010936700632818
1207 => 0.010814117152017
1208 => 0.010758749037655
1209 => 0.010485525297477
1210 => 0.010920345771249
1211 => 0.011006010882306
1212 => 0.011091844780095
1213 => 0.011838970259059
1214 => 0.011801645981485
1215 => 0.012139039273096
1216 => 0.012125928790211
1217 => 0.012029698758034
1218 => 0.011623720081353
1219 => 0.011785535946004
1220 => 0.011287491866377
1221 => 0.011660660354539
1222 => 0.01149036184043
1223 => 0.011603082255614
1224 => 0.011400400785524
1225 => 0.011512573079585
1226 => 0.011026325258104
1227 => 0.010572273884097
1228 => 0.010754997411583
1229 => 0.010953638782931
1230 => 0.011384343888893
1231 => 0.011127819481022
]
'min_raw' => 0.010485525297477
'max_raw' => 0.031299548378
'avg_raw' => 0.020892536837738
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.010485'
'max' => '$0.031299'
'avg' => '$0.020892'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.019863334702523
'max_diff' => 0.00095068837799989
'year' => 2026
]
1 => [
'items' => [
101 => 0.011220075358354
102 => 0.010911033612738
103 => 0.010273392218123
104 => 0.010277001199169
105 => 0.01017891396238
106 => 0.010094152268824
107 => 0.011157284395102
108 => 0.011025067109567
109 => 0.010814396169239
110 => 0.011096387594599
111 => 0.01117095060327
112 => 0.011173073307304
113 => 0.011378806971994
114 => 0.01148860706572
115 => 0.011507959808139
116 => 0.0118316861747
117 => 0.011940194982718
118 => 0.012387127406199
119 => 0.011479291294898
120 => 0.011460595007603
121 => 0.011100355792246
122 => 0.01087188638671
123 => 0.011115999287907
124 => 0.011332249993634
125 => 0.011107075304469
126 => 0.011136478365177
127 => 0.010834199742422
128 => 0.010942250126526
129 => 0.011035317673275
130 => 0.010983931244217
131 => 0.010907003272787
201 => 0.011314519901855
202 => 0.011291526216572
203 => 0.011671015070327
204 => 0.011966853769337
205 => 0.012497049605456
206 => 0.011943762610732
207 => 0.011923598633528
208 => 0.012120704745104
209 => 0.011940164806799
210 => 0.012054259815781
211 => 0.012478667135607
212 => 0.012487634193503
213 => 0.012337424420349
214 => 0.012328284142002
215 => 0.012357133572051
216 => 0.012526105584943
217 => 0.012467061571653
218 => 0.012535388798644
219 => 0.01262083304226
220 => 0.012974266661463
221 => 0.013059478310508
222 => 0.012852458180501
223 => 0.012871149780335
224 => 0.012793718568883
225 => 0.01271892098883
226 => 0.012887055025479
227 => 0.013194323282138
228 => 0.013192411782261
301 => 0.013263692045364
302 => 0.01330809905876
303 => 0.013117471649344
304 => 0.012993380215379
305 => 0.013040964767304
306 => 0.01311705350209
307 => 0.013016290216112
308 => 0.01239433253696
309 => 0.012582994766004
310 => 0.01255159214598
311 => 0.012506870996375
312 => 0.012696572326561
313 => 0.012678275170485
314 => 0.01213020430918
315 => 0.012165290027509
316 => 0.012132337987919
317 => 0.012238812769188
318 => 0.01193441481919
319 => 0.012028045578458
320 => 0.012086769912937
321 => 0.012121358997087
322 => 0.012246318486992
323 => 0.012231655933129
324 => 0.012245407042057
325 => 0.012430688977505
326 => 0.013367781425919
327 => 0.013418785300308
328 => 0.013167623569025
329 => 0.013267957726727
330 => 0.013075338084608
331 => 0.013204644940802
401 => 0.013293113407772
402 => 0.012893341417043
403 => 0.012869669514251
404 => 0.012676254862351
405 => 0.012780184940716
406 => 0.012614824713199
407 => 0.012655398328977
408 => 0.012541950962119
409 => 0.012746133635318
410 => 0.012974441590733
411 => 0.013032121196425
412 => 0.01288039098648
413 => 0.012770528314972
414 => 0.012577645654817
415 => 0.012898413817325
416 => 0.012992216203275
417 => 0.012897921113325
418 => 0.012876070880595
419 => 0.012834664729054
420 => 0.012884855391384
421 => 0.012991705335336
422 => 0.012941316874977
423 => 0.012974599340774
424 => 0.012847760901883
425 => 0.013117534754949
426 => 0.01354600055823
427 => 0.013547378145849
428 => 0.013496989413877
429 => 0.013476371430395
430 => 0.013528073327242
501 => 0.013556119485358
502 => 0.013723313939256
503 => 0.013902720249608
504 => 0.014739931218918
505 => 0.014504845728889
506 => 0.015247669106764
507 => 0.01583514595512
508 => 0.016011304574692
509 => 0.015849246933589
510 => 0.015294856497556
511 => 0.015267655457905
512 => 0.016096148826943
513 => 0.01586206150279
514 => 0.015834217560441
515 => 0.015538005056938
516 => 0.015713103333141
517 => 0.015674806771598
518 => 0.015614353775672
519 => 0.015948429089215
520 => 0.016573788253059
521 => 0.016476320162793
522 => 0.016403564754824
523 => 0.016084771735884
524 => 0.016276756338284
525 => 0.016208394298592
526 => 0.016502121004731
527 => 0.016328123810858
528 => 0.015860288061078
529 => 0.015934792446237
530 => 0.015923531258302
531 => 0.016155285708024
601 => 0.016085718774717
602 => 0.015909947198065
603 => 0.016571650843422
604 => 0.016528683489282
605 => 0.016589601373749
606 => 0.016616419310439
607 => 0.017019186658842
608 => 0.017184187554365
609 => 0.017221645646396
610 => 0.017378383735516
611 => 0.017217745859954
612 => 0.017860411895067
613 => 0.018287747307814
614 => 0.018784119380199
615 => 0.01950945239019
616 => 0.019782184311652
617 => 0.019732917731168
618 => 0.020282856941232
619 => 0.021271085477254
620 => 0.019932666972833
621 => 0.021342024907922
622 => 0.020895838457493
623 => 0.019837938410077
624 => 0.019769822118845
625 => 0.020486244313428
626 => 0.02207519978793
627 => 0.021677184463351
628 => 0.022075850798416
629 => 0.021610785342154
630 => 0.021587690922371
701 => 0.022053263607251
702 => 0.02314109956252
703 => 0.022624309477093
704 => 0.021883364167505
705 => 0.022430466653719
706 => 0.021956515848216
707 => 0.02088857203294
708 => 0.021676880108534
709 => 0.021149760948105
710 => 0.021303602342314
711 => 0.022411528414477
712 => 0.022278219818265
713 => 0.022450733485806
714 => 0.022146251378065
715 => 0.021861817077013
716 => 0.021330899331732
717 => 0.021173720761282
718 => 0.021217159263462
719 => 0.021173699235318
720 => 0.020876655636219
721 => 0.020812509099275
722 => 0.020705595394045
723 => 0.020738732421857
724 => 0.020537703377316
725 => 0.020917086719085
726 => 0.020987503610432
727 => 0.021263587168626
728 => 0.02129225107951
729 => 0.022061139859276
730 => 0.021637648840032
731 => 0.021921763178197
801 => 0.021896349317603
802 => 0.019860866311938
803 => 0.0201413379109
804 => 0.020577663702048
805 => 0.020381099524562
806 => 0.020103203766529
807 => 0.01987878804209
808 => 0.019538775271879
809 => 0.020017336716584
810 => 0.020646594127036
811 => 0.021308210085871
812 => 0.022103098309617
813 => 0.021925688511596
814 => 0.021293350203441
815 => 0.021321716438022
816 => 0.021497065338496
817 => 0.021269972580254
818 => 0.021202998492471
819 => 0.021487864127292
820 => 0.021489825840359
821 => 0.021228528176926
822 => 0.020938143640987
823 => 0.020936926919178
824 => 0.02088525579579
825 => 0.021619977520216
826 => 0.022024000179906
827 => 0.022070320726725
828 => 0.022020882438042
829 => 0.022039909273221
830 => 0.021804817389579
831 => 0.022342167721251
901 => 0.022835293524034
902 => 0.022703125274792
903 => 0.022504986280355
904 => 0.022347159027618
905 => 0.02266594618987
906 => 0.022651751099352
907 => 0.02283098650034
908 => 0.022822855347237
909 => 0.02276258522327
910 => 0.022703127427228
911 => 0.022938870867728
912 => 0.022870980542788
913 => 0.022802984765421
914 => 0.02266660882428
915 => 0.022685144579645
916 => 0.022487039796699
917 => 0.02239538745945
918 => 0.02101715621193
919 => 0.020648847787587
920 => 0.020764725115495
921 => 0.020802874940595
922 => 0.020642586642321
923 => 0.020872398887361
924 => 0.020836582892403
925 => 0.020975921977128
926 => 0.020888868966392
927 => 0.020892441652317
928 => 0.021148445995235
929 => 0.021222765145104
930 => 0.021184965825652
1001 => 0.021211439173311
1002 => 0.021821506296429
1003 => 0.02173477426037
1004 => 0.021688699594847
1005 => 0.021701462592077
1006 => 0.02185734782202
1007 => 0.021900987175386
1008 => 0.021716084168691
1009 => 0.02180328549556
1010 => 0.022174577677872
1011 => 0.022304508928363
1012 => 0.022719187109394
1013 => 0.022543024447775
1014 => 0.022866378637318
1015 => 0.023860259176406
1016 => 0.024654239722331
1017 => 0.023924062399664
1018 => 0.025382106559443
1019 => 0.026517403081844
1020 => 0.026473828510379
1021 => 0.026275863301817
1022 => 0.024983358394483
1023 => 0.023793976108593
1024 => 0.02478894489458
1025 => 0.024791481274632
1026 => 0.024706012573522
1027 => 0.024175173811339
1028 => 0.024687540535258
1029 => 0.02472821034516
1030 => 0.02470544606659
1031 => 0.024298453232241
1101 => 0.02367705039904
1102 => 0.02379847102522
1103 => 0.023997360487815
1104 => 0.023620821242433
1105 => 0.023500494138217
1106 => 0.023724205118124
1107 => 0.024445048507419
1108 => 0.024308777240234
1109 => 0.024305218646732
1110 => 0.024888244915759
1111 => 0.02447092393208
1112 => 0.023800002528158
1113 => 0.023630586025302
1114 => 0.023029271572793
1115 => 0.02344460160695
1116 => 0.023459548595481
1117 => 0.023232076580344
1118 => 0.023818460628517
1119 => 0.023813056996282
1120 => 0.024369741378275
1121 => 0.025433912835539
1122 => 0.025119184970929
1123 => 0.024753190706682
1124 => 0.024792984431126
1125 => 0.025229423368994
1126 => 0.024965542424227
1127 => 0.025060435851808
1128 => 0.025229279736426
1129 => 0.025331147444174
1130 => 0.024778327235636
1201 => 0.024649438400578
1202 => 0.024385777077885
1203 => 0.024316992760266
1204 => 0.024531739406126
1205 => 0.024475161252053
1206 => 0.023458292358973
1207 => 0.023352023901841
1208 => 0.023355283003705
1209 => 0.023088065915457
1210 => 0.022680495716429
1211 => 0.023751565864722
1212 => 0.023665543942197
1213 => 0.023570582397297
1214 => 0.023582214644704
1215 => 0.024047129894143
1216 => 0.023777455570685
1217 => 0.024494428958349
1218 => 0.024347040784038
1219 => 0.024195872659203
1220 => 0.024174976619657
1221 => 0.024116789788654
1222 => 0.023917245494777
1223 => 0.023676283769168
1224 => 0.023517179966174
1225 => 0.021693355405366
1226 => 0.022031846635153
1227 => 0.022421249940576
1228 => 0.022555670401172
1229 => 0.022325734901709
1230 => 0.023926324749769
1231 => 0.024218767938677
]
'min_raw' => 0.010094152268824
'max_raw' => 0.026517403081844
'avg_raw' => 0.018305777675334
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.010094'
'max' => '$0.026517'
'avg' => '$0.0183057'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.00039137302865325
'max_diff' => -0.004782145296156
'year' => 2027
]
2 => [
'items' => [
101 => 0.023332938443878
102 => 0.023167235913581
103 => 0.023937188180069
104 => 0.02347281284054
105 => 0.023681921027496
106 => 0.02322994350336
107 => 0.024148326938206
108 => 0.024141330395145
109 => 0.02378405849636
110 => 0.024086022258721
111 => 0.024033548624047
112 => 0.02363018953024
113 => 0.024161114140938
114 => 0.024161377472921
115 => 0.023817511038101
116 => 0.023415950324273
117 => 0.023344160753081
118 => 0.02329007695476
119 => 0.023668619728506
120 => 0.024008019995774
121 => 0.024639559748698
122 => 0.024798343847598
123 => 0.025418088756459
124 => 0.025049060838064
125 => 0.025212646134577
126 => 0.025390241114495
127 => 0.025475386678706
128 => 0.025336646550986
129 => 0.026299365491629
130 => 0.026380648467165
131 => 0.026407901945768
201 => 0.02608327853566
202 => 0.026371620102891
203 => 0.026236714632452
204 => 0.026587701188714
205 => 0.026642740362357
206 => 0.026596124140356
207 => 0.026613594442805
208 => 0.025792083662225
209 => 0.025749483994438
210 => 0.025168634501419
211 => 0.025405334963247
212 => 0.024962834795208
213 => 0.02510315615675
214 => 0.025165008475886
215 => 0.025132700334457
216 => 0.025418717652216
217 => 0.025175544502644
218 => 0.024533770579555
219 => 0.02389182180559
220 => 0.023883762661653
221 => 0.023714748880805
222 => 0.02359258287367
223 => 0.023616116380717
224 => 0.023699051529071
225 => 0.02358776253208
226 => 0.023611511682084
227 => 0.024005905811897
228 => 0.024084998741941
229 => 0.023816210062049
301 => 0.022736984726263
302 => 0.022472140121829
303 => 0.0226625051714
304 => 0.022571522938784
305 => 0.018216980646736
306 => 0.019240015766414
307 => 0.018632163037291
308 => 0.01891228954083
309 => 0.018291829307097
310 => 0.018587945451741
311 => 0.018533263612256
312 => 0.020178273810888
313 => 0.020152589239274
314 => 0.020164883084508
315 => 0.019578065820028
316 => 0.02051288165617
317 => 0.020973405551944
318 => 0.020888174835283
319 => 0.020909625570443
320 => 0.02054103087071
321 => 0.02016845188691
322 => 0.019755204454381
323 => 0.020522967105093
324 => 0.02043760500448
325 => 0.020633394950973
326 => 0.021131343910768
327 => 0.021204668786622
328 => 0.021303218163357
329 => 0.02126789522702
330 => 0.022109430876733
331 => 0.022007515356922
401 => 0.022253102436571
402 => 0.021747911180997
403 => 0.02117623932212
404 => 0.021284895453131
405 => 0.021274430993957
406 => 0.021141206418127
407 => 0.021020937227941
408 => 0.020820722911916
409 => 0.021454230633964
410 => 0.02142851137737
411 => 0.021844876246264
412 => 0.021771279711334
413 => 0.021279784038947
414 => 0.021297337903039
415 => 0.021415396075157
416 => 0.021823996756822
417 => 0.021945297258796
418 => 0.021889106033293
419 => 0.022022106496129
420 => 0.022127224639089
421 => 0.022035307716457
422 => 0.023336657505286
423 => 0.022796246343174
424 => 0.023059638983431
425 => 0.023122456576133
426 => 0.022961550633339
427 => 0.022996445370721
428 => 0.023049301389608
429 => 0.023370232786021
430 => 0.024212449632458
501 => 0.024585461740581
502 => 0.025707687071962
503 => 0.024554488277581
504 => 0.024486062233533
505 => 0.024688208903673
506 => 0.025347073972809
507 => 0.025881022227295
508 => 0.026058163667521
509 => 0.026081575833134
510 => 0.026413904951139
511 => 0.026604389804009
512 => 0.02637355145509
513 => 0.026177940124163
514 => 0.025477284616958
515 => 0.025558387399738
516 => 0.026117105147337
517 => 0.026906326874132
518 => 0.027583561220248
519 => 0.027346417356238
520 => 0.029155657641154
521 => 0.02933503642532
522 => 0.029310252077359
523 => 0.02971890364283
524 => 0.028907813505813
525 => 0.028561056758107
526 => 0.026220233514193
527 => 0.026877909364793
528 => 0.02783387983759
529 => 0.02770735356081
530 => 0.027013102250301
531 => 0.027583034568373
601 => 0.027394597120587
602 => 0.027245968687242
603 => 0.027926864353438
604 => 0.027178191598803
605 => 0.027826411254158
606 => 0.026995062841191
607 => 0.027347500609433
608 => 0.027147439886682
609 => 0.027276903692822
610 => 0.026520060927509
611 => 0.026928434912352
612 => 0.02650307122713
613 => 0.02650286954936
614 => 0.026493479622433
615 => 0.026993918111745
616 => 0.027010237392915
617 => 0.026640412593193
618 => 0.026587115061803
619 => 0.026784183969716
620 => 0.026553467890979
621 => 0.026661418492111
622 => 0.026556737604716
623 => 0.026533171732047
624 => 0.026345394849216
625 => 0.026264495405059
626 => 0.026296218161635
627 => 0.02618793203924
628 => 0.026122685733617
629 => 0.026480500490019
630 => 0.02628933449988
701 => 0.026451201560323
702 => 0.026266733615696
703 => 0.025627287350759
704 => 0.025259535041773
705 => 0.024051680324008
706 => 0.024394226423627
707 => 0.024621334842064
708 => 0.024546275511125
709 => 0.024707531998087
710 => 0.024717431836715
711 => 0.024665005708989
712 => 0.024604302969284
713 => 0.024574756232668
714 => 0.024794973400217
715 => 0.024922816878148
716 => 0.024644128210173
717 => 0.024578835354535
718 => 0.024860604984681
719 => 0.025032484296297
720 => 0.026301544562626
721 => 0.026207528479086
722 => 0.026443490399047
723 => 0.02641692470799
724 => 0.026664250391792
725 => 0.027068523357174
726 => 0.026246523382052
727 => 0.026389194155113
728 => 0.026354214576308
729 => 0.026736112445565
730 => 0.026737304689027
731 => 0.026508337839194
801 => 0.026632464483051
802 => 0.026563180395687
803 => 0.026688386105861
804 => 0.026206272836971
805 => 0.026793434757567
806 => 0.027126317730667
807 => 0.027130939811072
808 => 0.027288723698398
809 => 0.027449041266149
810 => 0.027756756876728
811 => 0.027440459244782
812 => 0.026871470595866
813 => 0.026912549738496
814 => 0.026578951901821
815 => 0.026584559741725
816 => 0.026554624652824
817 => 0.026644462108025
818 => 0.026225987106389
819 => 0.026324202352837
820 => 0.026186700432662
821 => 0.026388895252792
822 => 0.026171367050334
823 => 0.026354197708096
824 => 0.026433101359054
825 => 0.026724257529763
826 => 0.026128363047188
827 => 0.024913293858708
828 => 0.025168716133416
829 => 0.024790926526136
830 => 0.024825892392636
831 => 0.024896529007743
901 => 0.024667572627319
902 => 0.024711250289459
903 => 0.024709689816013
904 => 0.024696242498886
905 => 0.024636682101623
906 => 0.024550307741925
907 => 0.024894396606333
908 => 0.024952864009407
909 => 0.025082829803863
910 => 0.025469519851522
911 => 0.025430880396981
912 => 0.025493902950472
913 => 0.025356325070058
914 => 0.024832274235926
915 => 0.024860732717504
916 => 0.02450585499621
917 => 0.025073754782655
918 => 0.024939268617314
919 => 0.024852564511634
920 => 0.024828906493092
921 => 0.025216555070585
922 => 0.025332545600618
923 => 0.025260268086136
924 => 0.025112024795262
925 => 0.025396695737934
926 => 0.025472861672891
927 => 0.025489912416836
928 => 0.025994294747012
929 => 0.025518101786104
930 => 0.025632726164745
1001 => 0.026526992845934
1002 => 0.025716016366462
1003 => 0.026145608694572
1004 => 0.026124582385602
1005 => 0.026344347284051
1006 => 0.026106555249472
1007 => 0.026109502966732
1008 => 0.026304639308391
1009 => 0.026030605509555
1010 => 0.025962750887218
1011 => 0.025869010212442
1012 => 0.026073689546381
1013 => 0.026196385550227
1014 => 0.02718522523094
1015 => 0.02782406076125
1016 => 0.02779632722607
1017 => 0.028049759822609
1018 => 0.027935586116691
1019 => 0.027566889102783
1020 => 0.028196209947714
1021 => 0.027997066500475
1022 => 0.028013483644306
1023 => 0.028012872597393
1024 => 0.028145285580384
1025 => 0.028051458846463
1026 => 0.027866516722788
1027 => 0.027989289935371
1028 => 0.028353882484516
1029 => 0.029485588944129
1030 => 0.030118906872044
1031 => 0.029447462409651
1101 => 0.02991061580881
1102 => 0.029632888807744
1103 => 0.029582417549988
1104 => 0.029873312111427
1105 => 0.030164715845288
1106 => 0.030146154687214
1107 => 0.029934610540179
1108 => 0.029815114619252
1109 => 0.030719977766578
1110 => 0.031386665519586
1111 => 0.031341201884363
1112 => 0.031541863584674
1113 => 0.032131012543021
1114 => 0.032184876940317
1115 => 0.032178091264317
1116 => 0.03204458273545
1117 => 0.032624676395602
1118 => 0.033108600732678
1119 => 0.032013679368449
1120 => 0.032430611090375
1121 => 0.032617785173048
1122 => 0.032892612258461
1123 => 0.033356291617919
1124 => 0.033859970387167
1125 => 0.033931196087695
1126 => 0.033880658044707
1127 => 0.033548468356776
1128 => 0.034099599676224
1129 => 0.034422439477537
1130 => 0.034614683191161
1201 => 0.035102181262609
1202 => 0.032618941096461
1203 => 0.030861180281817
1204 => 0.030586680548237
1205 => 0.031144886550641
1206 => 0.031292081021866
1207 => 0.031232747115082
1208 => 0.029254227509578
1209 => 0.030576264051978
1210 => 0.03199866421161
1211 => 0.032053304394648
1212 => 0.032765387655545
1213 => 0.032997271154572
1214 => 0.03357059151448
1215 => 0.033534730169869
1216 => 0.033674324553988
1217 => 0.033642234222517
1218 => 0.034704189462402
1219 => 0.035875683793874
1220 => 0.035835118670299
1221 => 0.035666702499658
1222 => 0.035916829232284
1223 => 0.037125936927326
1224 => 0.037014621666323
1225 => 0.037122754960576
1226 => 0.038548361075354
1227 => 0.04040185181467
1228 => 0.03954071927883
1229 => 0.041409129097391
1230 => 0.042585194038026
1231 => 0.04461907674547
]
'min_raw' => 0.018216980646736
'max_raw' => 0.04461907674547
'avg_raw' => 0.031418028696103
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.018216'
'max' => '$0.044619'
'avg' => '$0.031418'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.0081228283779117
'max_diff' => 0.018101673663626
'year' => 2028
]
3 => [
'items' => [
101 => 0.044364424613415
102 => 0.045156200226102
103 => 0.043908544149532
104 => 0.041043673604831
105 => 0.040590296874848
106 => 0.041497968569601
107 => 0.043729390861842
108 => 0.04142769314066
109 => 0.041893323591918
110 => 0.041759221990631
111 => 0.041752076286194
112 => 0.042024798760891
113 => 0.041629200587095
114 => 0.040017462460295
115 => 0.040756112545775
116 => 0.040470884274881
117 => 0.040787366306614
118 => 0.042495289304761
119 => 0.041740175835481
120 => 0.040944725136032
121 => 0.041942396837782
122 => 0.043212775751302
123 => 0.043133277721985
124 => 0.04297901831751
125 => 0.043848570503774
126 => 0.045284815960597
127 => 0.045673027336274
128 => 0.045959597037167
129 => 0.045999110157286
130 => 0.046406119851772
131 => 0.044217526144868
201 => 0.047690880564798
202 => 0.04829063292364
203 => 0.048177904337366
204 => 0.048844503842782
205 => 0.048648373358291
206 => 0.048364211058195
207 => 0.04942091306406
208 => 0.04820948948579
209 => 0.046490026230424
210 => 0.045546694681403
211 => 0.046788949761539
212 => 0.047547551590251
213 => 0.048048939142891
214 => 0.048200658713373
215 => 0.044387420444208
216 => 0.042332296509018
217 => 0.043649607389431
218 => 0.045256817579475
219 => 0.044208598011113
220 => 0.04424968623365
221 => 0.042755200596422
222 => 0.04538904639692
223 => 0.045005317217917
224 => 0.046996104877388
225 => 0.046520987425386
226 => 0.048144397479753
227 => 0.047716899206043
228 => 0.049491420639107
301 => 0.050199325282007
302 => 0.051388007353995
303 => 0.052262406724955
304 => 0.052775870760178
305 => 0.052745044305459
306 => 0.054779644619778
307 => 0.053579911897945
308 => 0.05207276484403
309 => 0.052045505308812
310 => 0.052826078124474
311 => 0.054461944606406
312 => 0.054886100984282
313 => 0.055123146535038
314 => 0.054760103022441
315 => 0.053457879138509
316 => 0.052895585467853
317 => 0.053374675966468
318 => 0.052788789455377
319 => 0.053800193944241
320 => 0.055189068331792
321 => 0.054902271262967
322 => 0.055860990865029
323 => 0.056853164792919
324 => 0.058272018071122
325 => 0.058642958858029
326 => 0.059256109873171
327 => 0.059887243677369
328 => 0.060089946845744
329 => 0.060476970089272
330 => 0.060474930285738
331 => 0.061641250879778
401 => 0.062927738612946
402 => 0.063413357949957
403 => 0.064530012838208
404 => 0.062617780474332
405 => 0.064068230688474
406 => 0.065376573088754
407 => 0.063816713342515
408 => 0.065966616601997
409 => 0.066050092473778
410 => 0.067310479030538
411 => 0.066032835794414
412 => 0.065274175319185
413 => 0.067464399684534
414 => 0.068524180263506
415 => 0.068204965728339
416 => 0.065775727354155
417 => 0.064361806425445
418 => 0.060661302630032
419 => 0.065044709225566
420 => 0.067179738712528
421 => 0.065770198143569
422 => 0.066481088418473
423 => 0.070359475251405
424 => 0.071836113850434
425 => 0.071528983344319
426 => 0.071580883344054
427 => 0.072377650729204
428 => 0.075910956102771
429 => 0.073793717621552
430 => 0.075412267109032
501 => 0.076270739921076
502 => 0.077068137312113
503 => 0.07510998133976
504 => 0.072562449190753
505 => 0.071755538821038
506 => 0.065630047112995
507 => 0.065311188667929
508 => 0.065132203760314
509 => 0.064003729235718
510 => 0.063117057374572
511 => 0.062411942990574
512 => 0.060561512281983
513 => 0.061185978326169
514 => 0.058236777991579
515 => 0.060123571852407
516 => 0.055416576907469
517 => 0.059336702166724
518 => 0.057203156214335
519 => 0.05863577493983
520 => 0.058630776668057
521 => 0.055992871382242
522 => 0.054471382665062
523 => 0.055440934492876
524 => 0.056480371015412
525 => 0.056649016094109
526 => 0.057996672677646
527 => 0.05837277466233
528 => 0.057233168090215
529 => 0.055319034899531
530 => 0.055763644382997
531 => 0.05446237266807
601 => 0.052181944040355
602 => 0.053819787693244
603 => 0.054379019527243
604 => 0.054626008163871
605 => 0.052383468517511
606 => 0.05167881387272
607 => 0.051303661652458
608 => 0.055029551191793
609 => 0.055233663831477
610 => 0.054189394708231
611 => 0.058909590166966
612 => 0.057841264560778
613 => 0.059034846009018
614 => 0.055723300732548
615 => 0.055849806221697
616 => 0.054282067617949
617 => 0.055159896479716
618 => 0.054539475333964
619 => 0.055088976582559
620 => 0.055418345365289
621 => 0.056985826718559
622 => 0.059354600285898
623 => 0.056751697275277
624 => 0.055617575159291
625 => 0.056321178141504
626 => 0.058194965602852
627 => 0.06103384952421
628 => 0.059353173104903
629 => 0.060099028760055
630 => 0.060261965039898
701 => 0.059022696470323
702 => 0.061079543124045
703 => 0.062181823955567
704 => 0.063312536003829
705 => 0.064294301593503
706 => 0.062860904746862
707 => 0.064394844842135
708 => 0.063158759902223
709 => 0.06204986392701
710 => 0.062051545664472
711 => 0.061355919020835
712 => 0.060008054744192
713 => 0.05975948789163
714 => 0.061052564049187
715 => 0.062089488672779
716 => 0.062174894751312
717 => 0.062748989502043
718 => 0.06308873286188
719 => 0.06641867964698
720 => 0.067758011790712
721 => 0.069395721783807
722 => 0.070033702122396
723 => 0.071953794212937
724 => 0.07040316390757
725 => 0.070067675287082
726 => 0.065410159932765
727 => 0.066172827811116
728 => 0.067393932670859
729 => 0.065430295502142
730 => 0.066675771318721
731 => 0.066921654627698
801 => 0.065363571862544
802 => 0.066195811188195
803 => 0.063985630281029
804 => 0.059402776189947
805 => 0.061084645150727
806 => 0.062323066816831
807 => 0.06055568640301
808 => 0.063723647387718
809 => 0.06187298998044
810 => 0.061286420429555
811 => 0.058998003484408
812 => 0.060078048193272
813 => 0.061538824126759
814 => 0.060636234433294
815 => 0.062509243571759
816 => 0.065161924025118
817 => 0.067052382086034
818 => 0.06719750798204
819 => 0.065982070099725
820 => 0.067929817062956
821 => 0.067944004273179
822 => 0.065746937741874
823 => 0.064401246724768
824 => 0.064095502894323
825 => 0.064859310927383
826 => 0.065786714886259
827 => 0.067248972447354
828 => 0.068132584066672
829 => 0.070436574538461
830 => 0.071059968299544
831 => 0.071744889041795
901 => 0.072660154375177
902 => 0.073759165077116
903 => 0.071354592227987
904 => 0.071450130389967
905 => 0.069211025446435
906 => 0.066818220694141
907 => 0.068634061233809
908 => 0.071008031188281
909 => 0.070463439857722
910 => 0.070402162208042
911 => 0.0705052142178
912 => 0.070094610139248
913 => 0.068237463109656
914 => 0.06730481549775
915 => 0.06850816886089
916 => 0.069147697618303
917 => 0.070139550948281
918 => 0.070017284089878
919 => 0.072572191750631
920 => 0.073564951611202
921 => 0.073310961156278
922 => 0.073357701512606
923 => 0.075155045819779
924 => 0.077154062341404
925 => 0.07902640510737
926 => 0.080931032587902
927 => 0.078634929821244
928 => 0.077469110440266
929 => 0.078671938456973
930 => 0.078033700980278
1001 => 0.081701202834898
1002 => 0.081955132706046
1003 => 0.085622369358538
1004 => 0.08910301362817
1005 => 0.086916883324633
1006 => 0.088978305735397
1007 => 0.091207902142873
1008 => 0.095509155351874
1009 => 0.094060644590995
1010 => 0.092951108049219
1011 => 0.091902601378482
1012 => 0.094084377314539
1013 => 0.096891197201554
1014 => 0.097495759321831
1015 => 0.098475380917183
1016 => 0.097445428592099
1017 => 0.098685892722136
1018 => 0.10306527618872
1019 => 0.10188192811816
1020 => 0.10020138362527
1021 => 0.10365848627169
1022 => 0.10490959828028
1023 => 0.11369055756901
1024 => 0.12477688139436
1025 => 0.12018707053394
1026 => 0.1173380268206
1027 => 0.11800761967346
1028 => 0.12205596983873
1029 => 0.12335617142361
1030 => 0.11982177530955
1031 => 0.12107018376825
1101 => 0.12794903711646
1102 => 0.13163932123774
1103 => 0.12662741972976
1104 => 0.11279978224415
1105 => 0.10005006898093
1106 => 0.1034318670654
1107 => 0.10304847611204
1108 => 0.11043894588026
1109 => 0.10185370565804
1110 => 0.10199825908531
1111 => 0.10954155594169
1112 => 0.10752913366526
1113 => 0.104269267309
1114 => 0.10007386961291
1115 => 0.092318288944371
1116 => 0.085448954865879
1117 => 0.09892130090696
1118 => 0.098340348847797
1119 => 0.097499044173857
1120 => 0.099371276687036
1121 => 0.10846230632856
1122 => 0.10825272867053
1123 => 0.10691950253762
1124 => 0.10793074280892
1125 => 0.10409199200017
1126 => 0.10508132549031
1127 => 0.1000480493612
1128 => 0.10232330037974
1129 => 0.10426227309988
1130 => 0.10465155058043
1201 => 0.10552861262111
1202 => 0.098034213511284
1203 => 0.1013989786876
1204 => 0.10337546299282
1205 => 0.094445634996707
1206 => 0.10319894900492
1207 => 0.097903752696315
1208 => 0.096106483537993
1209 => 0.098526269687467
1210 => 0.097583276671698
1211 => 0.096772546651147
1212 => 0.09632014536957
1213 => 0.098096969255692
1214 => 0.098014078297641
1215 => 0.09510684955329
1216 => 0.091314488170089
1217 => 0.09258732913031
1218 => 0.092124894076514
1219 => 0.090448969786248
1220 => 0.091578340406017
1221 => 0.086605163757946
1222 => 0.078049071818168
1223 => 0.083701488233769
1224 => 0.083483876350414
1225 => 0.083374146570913
1226 => 0.087621781285923
1227 => 0.087213469217681
1228 => 0.086472378815618
1229 => 0.090435359079844
1230 => 0.088988817973795
1231 => 0.093446716814689
]
'min_raw' => 0.040017462460295
'max_raw' => 0.13163932123774
'avg_raw' => 0.085828391849017
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.040017'
'max' => '$0.131639'
'avg' => '$0.085828'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.02180048181356
'max_diff' => 0.087020244492269
'year' => 2029
]
4 => [
'items' => [
101 => 0.096382977310122
102 => 0.095638246670403
103 => 0.098399813858536
104 => 0.092616652815256
105 => 0.094537586933685
106 => 0.094933488793193
107 => 0.090386456518541
108 => 0.087280274121726
109 => 0.08707312716893
110 => 0.081687434951153
111 => 0.084564428262101
112 => 0.087096063317662
113 => 0.085883606588865
114 => 0.085499779009642
115 => 0.087460670869846
116 => 0.087613048961287
117 => 0.084138812328128
118 => 0.084861216138928
119 => 0.087873760119601
120 => 0.084785307760006
121 => 0.078784949321142
122 => 0.077296777466858
123 => 0.077098227909047
124 => 0.07306218781183
125 => 0.077396224226132
126 => 0.075504301186335
127 => 0.081480863400336
128 => 0.078067083116644
129 => 0.077919921871651
130 => 0.077697466065981
131 => 0.07422347962759
201 => 0.074984061874242
202 => 0.07751235310206
203 => 0.078414475895385
204 => 0.078320377097167
205 => 0.077499963095739
206 => 0.077875544424394
207 => 0.076665666103589
208 => 0.076238432887074
209 => 0.074889967335996
210 => 0.072908095499028
211 => 0.073183686933485
212 => 0.069257080239476
213 => 0.06711765651179
214 => 0.066525492221118
215 => 0.065733625383382
216 => 0.066614935687518
217 => 0.069245956656064
218 => 0.066072387165761
219 => 0.060631524874652
220 => 0.060958529969126
221 => 0.061693213327724
222 => 0.060324135749392
223 => 0.059028418719472
224 => 0.060154939552142
225 => 0.057849574473779
226 => 0.061971805683433
227 => 0.061860310881631
228 => 0.063396823759522
301 => 0.064357636794486
302 => 0.062143273815809
303 => 0.061586367514945
304 => 0.061903606653897
305 => 0.056660350345939
306 => 0.062968337857655
307 => 0.063022889595601
308 => 0.062555784495985
309 => 0.065914593108709
310 => 0.073002726920234
311 => 0.070335885860816
312 => 0.069303204396912
313 => 0.067340076179145
314 => 0.0699558279703
315 => 0.069754979044824
316 => 0.068846664034128
317 => 0.068297312281543
318 => 0.069309509729724
319 => 0.06817188981622
320 => 0.06796754202005
321 => 0.066729416707855
322 => 0.066287462302514
323 => 0.065960256855511
324 => 0.065600035808904
325 => 0.066394593676227
326 => 0.06459402101608
327 => 0.062422706900258
328 => 0.062242185625472
329 => 0.06274062073675
330 => 0.062520100304139
331 => 0.062241129858481
401 => 0.061708499304639
402 => 0.061550479197165
403 => 0.062063967885997
404 => 0.061484269094556
405 => 0.062339646239155
406 => 0.062107030986
407 => 0.060807661091083
408 => 0.059188165113666
409 => 0.05917374820246
410 => 0.058824830450631
411 => 0.058380431233542
412 => 0.058256809537824
413 => 0.060060067109737
414 => 0.063792756316638
415 => 0.063059940109641
416 => 0.063589474921222
417 => 0.066194262094335
418 => 0.067022245607985
419 => 0.06643456252186
420 => 0.06563010566686
421 => 0.065665497685792
422 => 0.068414570284981
423 => 0.068586026570911
424 => 0.069019241291563
425 => 0.069576044634066
426 => 0.066529388538774
427 => 0.065522000457685
428 => 0.065044644097102
429 => 0.063574571266667
430 => 0.065159918779772
501 => 0.064236204675235
502 => 0.064360845266504
503 => 0.064279672917928
504 => 0.064323998509101
505 => 0.061970653435798
506 => 0.062828088692334
507 => 0.06140243627604
508 => 0.059493647727617
509 => 0.059487248799096
510 => 0.059954422092143
511 => 0.059676529136946
512 => 0.05892872633979
513 => 0.059034948197597
514 => 0.058104332951322
515 => 0.059147941737827
516 => 0.059177868703612
517 => 0.058776022475053
518 => 0.060383845800924
519 => 0.061042572329393
520 => 0.060778068533375
521 => 0.061024014037951
522 => 0.063090391931508
523 => 0.063427301690546
524 => 0.063576934750502
525 => 0.063376446272743
526 => 0.061061783632542
527 => 0.06116444876334
528 => 0.060411160152926
529 => 0.059774710656723
530 => 0.059800165298834
531 => 0.060127383072525
601 => 0.061556362281302
602 => 0.064563564783249
603 => 0.064677685919962
604 => 0.064816004066805
605 => 0.06425339465046
606 => 0.064083706267044
607 => 0.064307569045058
608 => 0.065436916193594
609 => 0.068341903674386
610 => 0.067315087081084
611 => 0.066480269207377
612 => 0.067212629547901
613 => 0.067099888413907
614 => 0.066148239784334
615 => 0.066121530176866
616 => 0.064295012196245
617 => 0.063619790086611
618 => 0.063055523952302
619 => 0.062439360064177
620 => 0.062074077457296
621 => 0.062635317559441
622 => 0.0627636798112
623 => 0.061536518519062
624 => 0.06136926096946
625 => 0.062371387370736
626 => 0.061930388904572
627 => 0.062383966763257
628 => 0.062489200717191
629 => 0.062472255626864
630 => 0.062011802579838
701 => 0.062305281621105
702 => 0.061611116198196
703 => 0.060856315561057
704 => 0.060374799780304
705 => 0.059954613397797
706 => 0.060187757224188
707 => 0.059356642053485
708 => 0.059090751583334
709 => 0.062205857525411
710 => 0.064507019777857
711 => 0.064473559967346
712 => 0.064269881976026
713 => 0.063967257795496
714 => 0.065414777349858
715 => 0.064910490481185
716 => 0.065277401312723
717 => 0.065370795518548
718 => 0.065653471651046
719 => 0.06575450407158
720 => 0.0654491139252
721 => 0.064424187293683
722 => 0.061870167575044
723 => 0.060681264501573
724 => 0.06028890668458
725 => 0.060303168146034
726 => 0.059909773373163
727 => 0.060025645764491
728 => 0.05986947768418
729 => 0.059573733121187
730 => 0.060169495830809
731 => 0.060238151933179
801 => 0.060099093797919
802 => 0.060131847022751
803 => 0.058980505055304
804 => 0.059068039084506
805 => 0.058580638486625
806 => 0.058489256750224
807 => 0.057257150481604
808 => 0.055074295630086
809 => 0.056283809112675
810 => 0.05482288690904
811 => 0.05426961353394
812 => 0.056888723640001
813 => 0.056625837628158
814 => 0.056175891049687
815 => 0.055510326283044
816 => 0.055263461836899
817 => 0.053763591609904
818 => 0.053674971275397
819 => 0.054418347459798
820 => 0.05407530492871
821 => 0.053593543294696
822 => 0.05184865149169
823 => 0.04988681539129
824 => 0.049946030891499
825 => 0.050570054453778
826 => 0.052384487122147
827 => 0.051675556888611
828 => 0.051161219870144
829 => 0.051064900007499
830 => 0.052270544747791
831 => 0.053976784645687
901 => 0.054777314230814
902 => 0.053984013724398
903 => 0.053072712816961
904 => 0.053128179480635
905 => 0.053497174344554
906 => 0.053535950487446
907 => 0.052942787279951
908 => 0.053109759248387
909 => 0.052856113560095
910 => 0.051299490439242
911 => 0.051271336063091
912 => 0.050889315645295
913 => 0.050877748218869
914 => 0.050227836188739
915 => 0.050136909003094
916 => 0.04884646922043
917 => 0.049695840593191
918 => 0.049126126870341
919 => 0.048267433908125
920 => 0.048119394917779
921 => 0.048114944686966
922 => 0.048996630358929
923 => 0.049685537582771
924 => 0.049136037284466
925 => 0.049010926718157
926 => 0.050346780250399
927 => 0.050176780711846
928 => 0.050029562207838
929 => 0.053824009577034
930 => 0.050820408399895
1001 => 0.049510666847101
1002 => 0.047889612962343
1003 => 0.048417436281284
1004 => 0.048528656409922
1005 => 0.044630314034006
1006 => 0.043048757017604
1007 => 0.042506026249293
1008 => 0.042193677019044
1009 => 0.042336018485504
1010 => 0.040912431672606
1011 => 0.041869105554826
1012 => 0.040636399707655
1013 => 0.040429732560805
1014 => 0.042633963318498
1015 => 0.042940669151502
1016 => 0.041632166781874
1017 => 0.042472437130466
1018 => 0.042167743421435
1019 => 0.040657530911324
1020 => 0.040599851901809
1021 => 0.039842080350772
1022 => 0.038656314606884
1023 => 0.038114387843585
1024 => 0.037832147680035
1025 => 0.037948605472267
1026 => 0.037889720848847
1027 => 0.03750545884994
1028 => 0.037911746296824
1029 => 0.036873849759599
1030 => 0.036460550995575
1031 => 0.036273873532325
1101 => 0.035352680616442
1102 => 0.03681870820196
1103 => 0.037107534104836
1104 => 0.037396929083964
1105 => 0.039915914798925
1106 => 0.039790073391185
1107 => 0.040927618429901
1108 => 0.040883415521508
1109 => 0.040558969249458
1110 => 0.039190183796502
1111 => 0.039735757281795
1112 => 0.038056566895006
1113 => 0.039314730506636
1114 => 0.038740557176457
1115 => 0.039120601926136
1116 => 0.038437247198959
1117 => 0.038815443920004
1118 => 0.037176025441143
1119 => 0.035645159532823
1120 => 0.036261224663092
1121 => 0.036930957915289
1122 => 0.03838311025091
1123 => 0.037518220299811
1124 => 0.037829267431336
1125 => 0.036787311609388
1126 => 0.034637459128741
1127 => 0.034649627060309
1128 => 0.034318919093243
1129 => 0.034033139125545
1130 => 0.037617563314806
1201 => 0.037171783505511
1202 => 0.036461491721617
1203 => 0.037412245500232
1204 => 0.037663639889789
1205 => 0.037670796734641
1206 => 0.038364442149012
1207 => 0.038734640831004
1208 => 0.038799889953238
1209 => 0.039891355999952
1210 => 0.040257201022025
1211 => 0.041764064891618
1212 => 0.038703232059271
1213 => 0.038640196221326
1214 => 0.03742562455565
1215 => 0.03665532400366
1216 => 0.037478367693466
1217 => 0.038207472045966
1218 => 0.037448279860253
1219 => 0.037547414332285
1220 => 0.036528260851245
1221 => 0.036892560265089
1222 => 0.037206343996721
1223 => 0.037033091063469
1224 => 0.036773723036853
1225 => 0.038147693803657
1226 => 0.038070168988359
1227 => 0.039349642153859
1228 => 0.040347082982369
1229 => 0.042134675260936
1230 => 0.040269229528959
1231 => 0.04020124527201
]
'min_raw' => 0.034033139125545
'max_raw' => 0.098399813858536
'avg_raw' => 0.066216476492041
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.034033'
'max' => '$0.098399'
'avg' => '$0.066216'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.0059843233347499
'max_diff' => -0.033239507379202
'year' => 2030
]
5 => [
'items' => [
101 => 0.040865802288699
102 => 0.040257099281808
103 => 0.04064177857045
104 => 0.042072697480417
105 => 0.042102930542172
106 => 0.041596487804674
107 => 0.041565670718071
108 => 0.041662938585684
109 => 0.0422326395244
110 => 0.042033568511271
111 => 0.042263938527526
112 => 0.042552019760402
113 => 0.043743645883492
114 => 0.044030942907538
115 => 0.043332960085535
116 => 0.04339598011938
117 => 0.043134915383894
118 => 0.042882730120546
119 => 0.043449605763852
120 => 0.044485582143962
121 => 0.044479137388669
122 => 0.044719463772351
123 => 0.044869185118414
124 => 0.044226471498388
125 => 0.043808088564987
126 => 0.043968523204051
127 => 0.044225061685726
128 => 0.043885331231983
129 => 0.041788357493025
130 => 0.042424445370223
131 => 0.042318569244349
201 => 0.042167788766128
202 => 0.042807380045373
203 => 0.042745689906197
204 => 0.040897830732221
205 => 0.041016124681175
206 => 0.040905024579059
207 => 0.041264011737937
208 => 0.040237712797133
209 => 0.040553395439096
210 => 0.040751388632794
211 => 0.040868008144937
212 => 0.041289317789548
213 => 0.04123988196549
214 => 0.041286244789313
215 => 0.041910935770648
216 => 0.045070408386181
217 => 0.045242371509662
218 => 0.044395562197088
219 => 0.044733845814886
220 => 0.044084415243209
221 => 0.044520382336782
222 => 0.044818659949842
223 => 0.043470800771912
224 => 0.043390989298929
225 => 0.042738878296267
226 => 0.043089285811642
227 => 0.042531762259488
228 => 0.042668559037841
301 => 0.042286063319838
302 => 0.042974479458105
303 => 0.043744235669741
304 => 0.043938706487394
305 => 0.0434271374911
306 => 0.043056727823743
307 => 0.042406410468394
308 => 0.043487902723607
309 => 0.04380416401691
310 => 0.04348624153767
311 => 0.043412571952486
312 => 0.043272968221682
313 => 0.043442189543926
314 => 0.043802441589986
315 => 0.043632553377875
316 => 0.043744767535019
317 => 0.04331712288272
318 => 0.04422668426334
319 => 0.04567128663363
320 => 0.045675931266467
321 => 0.045506042138595
322 => 0.045436527167782
323 => 0.045610843722713
324 => 0.045705403302924
325 => 0.046269111077382
326 => 0.046873991978484
327 => 0.049696707213715
328 => 0.04890410007094
329 => 0.051408580951717
330 => 0.053389300162271
331 => 0.053983231247163
401 => 0.053436842595679
402 => 0.051567676534291
403 => 0.051475966329992
404 => 0.054269289567262
405 => 0.053480047810424
406 => 0.053386170014794
407 => 0.052387468878336
408 => 0.052977824941525
409 => 0.052848705410504
410 => 0.052644883914045
411 => 0.05377124215805
412 => 0.055879684240133
413 => 0.055551063768796
414 => 0.055305763831207
415 => 0.054230930910434
416 => 0.054878220401363
417 => 0.054647733011657
418 => 0.055638053108748
419 => 0.055051409421507
420 => 0.053474068527875
421 => 0.053725265264169
422 => 0.053687297382816
423 => 0.054468673690633
424 => 0.054234123917978
425 => 0.053641497775316
426 => 0.055872477814313
427 => 0.055727610379944
428 => 0.055932999280574
429 => 0.056023417826494
430 => 0.057381376061953
501 => 0.057937688101204
502 => 0.058063980673727
503 => 0.058592434084299
504 => 0.058050832271462
505 => 0.060217625678355
506 => 0.061658416858039
507 => 0.063331969955677
508 => 0.065777480839993
509 => 0.066697015554736
510 => 0.066530909838954
511 => 0.068385068281212
512 => 0.071716949786324
513 => 0.067204378353275
514 => 0.071956127029655
515 => 0.070451778260289
516 => 0.066884994390203
517 => 0.066655335558589
518 => 0.069070803006624
519 => 0.074428077326238
520 => 0.073086140870877
521 => 0.074430272253543
522 => 0.072862271597921
523 => 0.072784407149222
524 => 0.074354117961543
525 => 0.078021832835012
526 => 0.076279438980863
527 => 0.073781290138439
528 => 0.075625884368184
529 => 0.074027926137242
530 => 0.070427279002583
531 => 0.07308511471736
601 => 0.071307895665692
602 => 0.07182658266713
603 => 0.075562032772354
604 => 0.075112573532918
605 => 0.075694215407553
606 => 0.074667632723041
607 => 0.073708642618476
608 => 0.071918616372766
609 => 0.071388677848638
610 => 0.071535133791516
611 => 0.071388605272346
612 => 0.070387102039062
613 => 0.070170827511188
614 => 0.069810360489527
615 => 0.069922084292351
616 => 0.069244300833282
617 => 0.070523418257754
618 => 0.07076083372328
619 => 0.071691668715269
620 => 0.071788311092064
621 => 0.074380673295149
622 => 0.072952843756567
623 => 0.073910755083919
624 => 0.07382507047859
625 => 0.066962297412103
626 => 0.067907926989905
627 => 0.069379029858057
628 => 0.068716300009987
629 => 0.067779355059718
630 => 0.067022721776566
701 => 0.065876344982865
702 => 0.067489848305783
703 => 0.069611433598471
704 => 0.071842117996236
705 => 0.074522139139919
706 => 0.073923989619534
707 => 0.071792016865138
708 => 0.071887655605494
709 => 0.072478856665912
710 => 0.07171319757639
711 => 0.071487389763449
712 => 0.072447834139928
713 => 0.072454448192498
714 => 0.071573464877011
715 => 0.070594413140093
716 => 0.070590310877567
717 => 0.0704160980775
718 => 0.072893263668037
719 => 0.074255454273142
720 => 0.074411627230738
721 => 0.074244942588775
722 => 0.07430909289199
723 => 0.073516464192701
724 => 0.075328178352536
725 => 0.076990786425561
726 => 0.07654517194555
727 => 0.075877132492182
728 => 0.075345006890434
729 => 0.076419820064973
730 => 0.076371960326224
731 => 0.076976264994471
801 => 0.076948850244086
802 => 0.076745645313203
803 => 0.076545179202638
804 => 0.077340004671367
805 => 0.077111107700879
806 => 0.076881855190174
807 => 0.07642205418315
808 => 0.076484548776491
809 => 0.075816624669553
810 => 0.075507612415556
811 => 0.070860809539509
812 => 0.069619031972365
813 => 0.070009720473702
814 => 0.070138345272564
815 => 0.069597922083962
816 => 0.070372750113091
817 => 0.070251993985497
818 => 0.070721785437993
819 => 0.070428280134447
820 => 0.070440325694484
821 => 0.071303462210282
822 => 0.071554034412864
823 => 0.071426591368265
824 => 0.07151584810821
825 => 0.073572732007327
826 => 0.073280308892317
827 => 0.073124964940677
828 => 0.073167996276921
829 => 0.073693574213233
830 => 0.073840707339909
831 => 0.073217293943322
901 => 0.073511299305062
902 => 0.074763136820519
903 => 0.075201209103061
904 => 0.076599325542312
905 => 0.07600538082938
906 => 0.077095592055292
907 => 0.080446529683349
908 => 0.083123490527888
909 => 0.080661646705164
910 => 0.085577544387252
911 => 0.089405275876398
912 => 0.089258361166424
913 => 0.088590907644267
914 => 0.084233137109381
915 => 0.080223051692482
916 => 0.083577658420939
917 => 0.083586210003371
918 => 0.083298046310343
919 => 0.081508286361664
920 => 0.083235766543659
921 => 0.083372887647219
922 => 0.08329613629267
923 => 0.081923931536332
924 => 0.079828828499234
925 => 0.080238206617714
926 => 0.080908776326874
927 => 0.07963924797194
928 => 0.079233556739103
929 => 0.079987813926862
930 => 0.082418187741547
1001 => 0.081958739650078
1002 => 0.081946741603634
1003 => 0.083912455375253
1004 => 0.082505428542357
1005 => 0.080243370186799
1006 => 0.079672170619136
1007 => 0.077644796960069
1008 => 0.079045111167644
1009 => 0.079095505983043
1010 => 0.078328568202419
1011 => 0.080305602960861
1012 => 0.080287384237512
1013 => 0.082164284497863
1014 => 0.085752212864109
1015 => 0.084691085894978
1016 => 0.083457110680164
1017 => 0.083591278000436
1018 => 0.085062762350652
1019 => 0.084173069321791
1020 => 0.084493009138129
1021 => 0.085062278083421
1022 => 0.085405732172269
1023 => 0.083541860242509
1024 => 0.083107302536382
1025 => 0.082218349978675
1026 => 0.081986438849454
1027 => 0.082710472159103
1028 => 0.082519714962485
1029 => 0.079091270493947
1030 => 0.0787329789713
1031 => 0.078743967260777
1101 => 0.077843026191248
1102 => 0.076468874809583
1103 => 0.080080062594282
1104 => 0.07979003367663
1105 => 0.079469864197998
1106 => 0.079509083132269
1107 => 0.081076577355097
1108 => 0.080167351545501
1109 => 0.082584677379491
1110 => 0.082087747859489
1111 => 0.081578073972385
1112 => 0.081507621516141
1113 => 0.081311440552939
1114 => 0.080638663034397
1115 => 0.079826243753096
1116 => 0.079289814173029
1117 => 0.0731406623309
1118 => 0.074281909144828
1119 => 0.075594809576333
1120 => 0.07604801754417
1121 => 0.075272773954148
1122 => 0.080669274376496
1123 => 0.081655267005631
1124 => 0.078668631017273
1125 => 0.078109953367395
1126 => 0.080705901190212
1127 => 0.079140227311339
1128 => 0.079845250163128
1129 => 0.078321376384442
1130 => 0.081417770254507
1201 => 0.081394180921096
1202 => 0.080189613770413
1203 => 0.08120770567765
1204 => 0.081030787154756
1205 => 0.079670833808353
1206 => 0.081460883201293
1207 => 0.081461771043459
1208 => 0.080302401350475
1209 => 0.07894851136773
1210 => 0.078706467816269
1211 => 0.07852412051422
1212 => 0.079800403904917
1213 => 0.080944715602181
1214 => 0.083073995971863
1215 => 0.083609347647254
1216 => 0.085698860876687
1217 => 0.084454657485112
1218 => 0.085006196733466
1219 => 0.085604970607544
1220 => 0.085892044821957
1221 => 0.085424272794823
1222 => 0.088670146918089
1223 => 0.088944198145106
1224 => 0.089036085150991
1225 => 0.08794159465933
1226 => 0.088913758384614
1227 => 0.088458915172232
1228 => 0.089642290851766
1229 => 0.089827859268416
1230 => 0.089670689421301
1231 => 0.089729591765744
]
'min_raw' => 0.040237712797133
'max_raw' => 0.089827859268416
'avg_raw' => 0.065032786032775
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.040237'
'max' => '$0.089827'
'avg' => '$0.065032'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.0062045736715878
'max_diff' => -0.0085719545901203
'year' => 2031
]
6 => [
'items' => [
101 => 0.086959810812969
102 => 0.086816183058809
103 => 0.084857808439479
104 => 0.08565586057243
105 => 0.084163940361512
106 => 0.084637043628875
107 => 0.084845583041235
108 => 0.084736653886726
109 => 0.08570098124264
110 => 0.084881105991049
111 => 0.082717320402132
112 => 0.080552945291278
113 => 0.080525773324823
114 => 0.079955931562529
115 => 0.079544040340115
116 => 0.079623385202178
117 => 0.079903006845201
118 => 0.079527788221898
119 => 0.079607860139247
120 => 0.080937587483632
121 => 0.081204254819366
122 => 0.080298015018886
123 => 0.076659331450176
124 => 0.075766389375468
125 => 0.076408218430957
126 => 0.076101465481519
127 => 0.061419822119442
128 => 0.064869056451467
129 => 0.062819638536308
130 => 0.063764104600798
131 => 0.061672179603616
201 => 0.062670555859454
202 => 0.062486192219864
203 => 0.068032458955498
204 => 0.067945861629062
205 => 0.067987311186598
206 => 0.066008815809129
207 => 0.069160612667441
208 => 0.070713301134795
209 => 0.070425939822953
210 => 0.070498262474187
211 => 0.069255519709577
212 => 0.067999343653061
213 => 0.066606051082274
214 => 0.069194616462629
215 => 0.068906812180618
216 => 0.069566931654838
217 => 0.071245801338473
218 => 0.071493021276794
219 => 0.071825287380954
220 => 0.071706193634924
221 => 0.074543489832076
222 => 0.074199874541518
223 => 0.075027888526897
224 => 0.0733246009374
225 => 0.071397169352342
226 => 0.071763511084176
227 => 0.071728229429466
228 => 0.071279053470613
229 => 0.070873557498974
301 => 0.070198520953978
302 => 0.072334436468958
303 => 0.07224772219969
304 => 0.073651525424834
305 => 0.073403389568973
306 => 0.071746277594387
307 => 0.071805461672745
308 => 0.072203503042599
309 => 0.073581128768422
310 => 0.073990101879758
311 => 0.073800649239826
312 => 0.074249069586074
313 => 0.074603482744179
314 => 0.074293578422091
315 => 0.07868117009247
316 => 0.076859136129105
317 => 0.077747182805218
318 => 0.077958976704796
319 => 0.077416471084572
320 => 0.077534121127929
321 => 0.077712328885897
322 => 0.078794371495619
323 => 0.081633964395082
324 => 0.082891600760492
325 => 0.086675261816513
326 => 0.082787171567488
327 => 0.082556468382628
328 => 0.083238019994435
329 => 0.085459429575517
330 => 0.087259673394592
331 => 0.087856918127937
401 => 0.087935853878884
402 => 0.089056324702718
403 => 0.089698557683396
404 => 0.088920270073396
405 => 0.088260752814031
406 => 0.085898443853281
407 => 0.086171887547842
408 => 0.088055643442299
409 => 0.090716559595889
410 => 0.09299990247681
411 => 0.092200355382445
412 => 0.098300335320164
413 => 0.098905123414806
414 => 0.098821561255266
415 => 0.1001993585394
416 => 0.097464711513937
417 => 0.096295596929263
418 => 0.088403347931345
419 => 0.090620747979107
420 => 0.093843869171867
421 => 0.093417276995921
422 => 0.091076560231462
423 => 0.092998126833246
424 => 0.092362796821753
425 => 0.091861685681822
426 => 0.094157372959021
427 => 0.091633170496105
428 => 0.093818688321385
429 => 0.091015739104176
430 => 0.092204007646223
501 => 0.091529488951675
502 => 0.09196598521295
503 => 0.089414236988622
504 => 0.090791098390283
505 => 0.089356955027613
506 => 0.089356275056928
507 => 0.08932461626271
508 => 0.091011879568925
509 => 0.091066901164766
510 => 0.08982001103216
511 => 0.089640314683966
512 => 0.090304746265906
513 => 0.089526870898362
514 => 0.089890833886946
515 => 0.089537894966511
516 => 0.08945844098149
517 => 0.088825338110862
518 => 0.088552579986669
519 => 0.088659535475276
520 => 0.088294441253326
521 => 0.088074458778567
522 => 0.089280856211602
523 => 0.088636326729065
524 => 0.089182072824549
525 => 0.088560126270097
526 => 0.086404188543151
527 => 0.085164285957756
528 => 0.081091919447088
529 => 0.082246837537759
530 => 0.083012549426722
531 => 0.082759481651988
601 => 0.083303169156346
602 => 0.083336547153467
603 => 0.083159788803562
604 => 0.082955125278519
605 => 0.082855506393131
606 => 0.083597983948592
607 => 0.084029017160182
608 => 0.083089398858683
609 => 0.082869259437299
610 => 0.083819265417863
611 => 0.084398768517206
612 => 0.088677493808093
613 => 0.088360512018444
614 => 0.08915607410593
615 => 0.089066506023774
616 => 0.089900381834438
617 => 0.091263416362663
618 => 0.088491986056334
619 => 0.088973010528663
620 => 0.088855074436525
621 => 0.090142669765982
622 => 0.090146689498055
623 => 0.089374711777889
624 => 0.089793213423899
625 => 0.089559617286088
626 => 0.089981757079524
627 => 0.088356278533388
628 => 0.090335935943015
629 => 0.091458274127968
630 => 0.091473857794755
701 => 0.092005837186996
702 => 0.092546359059681
703 => 0.093583843724768
704 => 0.092517424175468
705 => 0.090599039220128
706 => 0.090737540417558
707 => 0.089612792020152
708 => 0.089631699243915
709 => 0.089530771001684
710 => 0.089833664254144
711 => 0.088422746569138
712 => 0.088753886129707
713 => 0.08829028880576
714 => 0.08897200275862
715 => 0.088238591236696
716 => 0.088855017564171
717 => 0.089121046732252
718 => 0.090102700089672
719 => 0.088093600237647
720 => 0.083996909635265
721 => 0.084858083667458
722 => 0.083584339630084
723 => 0.083702229490229
724 => 0.083940385769753
725 => 0.08316844334793
726 => 0.083315705635312
727 => 0.083310444390138
728 => 0.083265105821582
729 => 0.083064293783836
730 => 0.082773076599651
731 => 0.083933196229518
801 => 0.084130323161047
802 => 0.084568511910976
803 => 0.085872264404496
804 => 0.085741988785792
805 => 0.085954473724982
806 => 0.085490620295784
807 => 0.083723746320446
808 => 0.083819696077994
809 => 0.082623201063879
810 => 0.084537914843378
811 => 0.084084485347406
812 => 0.083792156401619
813 => 0.083712391740352
814 => 0.085019375984129
815 => 0.085410446154335
816 => 0.085166757468006
817 => 0.084666944862809
818 => 0.085626732821119
819 => 0.085883531588559
820 => 0.085941019362215
821 => 0.087641579603253
822 => 0.086036061788821
823 => 0.08642252588423
824 => 0.089437608435563
825 => 0.086703344614455
826 => 0.088151745141856
827 => 0.088080853473152
828 => 0.088821806171768
829 => 0.088020073725077
830 => 0.088030012159621
831 => 0.088687927959509
901 => 0.087764003874306
902 => 0.087535227277636
903 => 0.087219174047866
904 => 0.087909264712493
905 => 0.088322942855822
906 => 0.09165688487793
907 => 0.093810763470439
908 => 0.093717257920288
909 => 0.094571723613617
910 => 0.094186778992764
911 => 0.092943691268767
912 => 0.095065490435231
913 => 0.094394064399114
914 => 0.094449415945749
915 => 0.094447355758419
916 => 0.094893795375353
917 => 0.094577451991165
918 => 0.093953906708947
919 => 0.094367845166923
920 => 0.095597094401405
921 => 0.099412721743209
922 => 0.10154799735402
923 => 0.099284175470307
924 => 0.10084572949191
925 => 0.099909353517538
926 => 0.099739186148222
927 => 0.10071995747172
928 => 0.1017024455056
929 => 0.10163986526525
930 => 0.10092662940398
1001 => 0.10052374056364
1002 => 0.10357454984037
1003 => 0.10582233414629
1004 => 0.10566905032597
1005 => 0.10634559525832
1006 => 0.10833195210445
1007 => 0.10851355968063
1008 => 0.10849068130023
1009 => 0.10804054797389
1010 => 0.10999637424994
1011 => 0.11162795893891
1012 => 0.10793635511444
1013 => 0.10934206952416
1014 => 0.10997314001197
1015 => 0.11089973871825
1016 => 0.11246306605172
1017 => 0.11416125418797
1018 => 0.11440139661012
1019 => 0.11423100406973
1020 => 0.11311100334413
1021 => 0.11496918106641
1022 => 0.11605765799649
1023 => 0.11670582109901
1024 => 0.11834945488292
1025 => 0.10997703728846
1026 => 0.10405062397895
1027 => 0.10312512896222
1028 => 0.10500715947203
1029 => 0.10550343590855
1030 => 0.10530338749927
1031 => 0.098632670513484
1101 => 0.10309000901783
1102 => 0.10788573046483
1103 => 0.1080699536568
1104 => 0.11047079208698
1105 => 0.11125260349354
1106 => 0.11318559311492
1107 => 0.11306468408781
1108 => 0.11353533630003
1109 => 0.113427141507
1110 => 0.11700759774162
1111 => 0.1209573726713
1112 => 0.120820604525
1113 => 0.12025277764724
1114 => 0.12109609738958
1115 => 0.12517268840062
1116 => 0.12479738122636
1117 => 0.12516196017757
1118 => 0.12996849072618
1119 => 0.13621766416038
1120 => 0.13331429569344
1121 => 0.13961376984492
1122 => 0.14357895490251
1123 => 0.15043633245181
1124 => 0.14957775500934
1125 => 0.15224728176752
1126 => 0.1480407221968
1127 => 0.13838161113647
1128 => 0.13685301983758
1129 => 0.13991329832805
1130 => 0.14743669437927
1201 => 0.13967635981291
1202 => 0.1412462653886
1203 => 0.14079413247719
1204 => 0.14077004023578
1205 => 0.1416895431001
1206 => 0.14035575623736
1207 => 0.13492166861489
1208 => 0.13741207894899
1209 => 0.13645041191967
1210 => 0.13751745318573
1211 => 0.14327583481735
1212 => 0.14072991703534
1213 => 0.13804799946555
1214 => 0.14141171926322
1215 => 0.14569489046517
1216 => 0.14542685730895
1217 => 0.14490676095672
1218 => 0.1478385168629
1219 => 0.15268091869604
1220 => 0.15398980045319
1221 => 0.15495599020741
1222 => 0.1550892114506
1223 => 0.15646147305207
1224 => 0.14908247656651
1225 => 0.16079313349517
1226 => 0.16281524044638
1227 => 0.1624351681473
1228 => 0.1646826549203
1229 => 0.16402138729844
1230 => 0.16306331426409
1231 => 0.16662605885344
]
'min_raw' => 0.061419822119442
'max_raw' => 0.16662605885344
'avg_raw' => 0.11402294048644
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.061419'
'max' => '$0.166626'
'avg' => '$0.114022'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.021182109322309
'max_diff' => 0.076798199585025
'year' => 2032
]
7 => [
'items' => [
101 => 0.16254165968041
102 => 0.15674436926585
103 => 0.15356386108702
104 => 0.15775221082118
105 => 0.16030988985057
106 => 0.16200035299006
107 => 0.16251188611466
108 => 0.14965528705838
109 => 0.14272629322671
110 => 0.14716769883174
111 => 0.1525865201993
112 => 0.14905237474021
113 => 0.14919090655119
114 => 0.14415214388362
115 => 0.15303233888924
116 => 0.15173856917111
117 => 0.15845064875738
118 => 0.15684875709631
119 => 0.16232219743748
120 => 0.16088085716069
121 => 0.16686378006539
122 => 0.16925052999325
123 => 0.17325825459009
124 => 0.1762063531179
125 => 0.17793753296157
126 => 0.17783359941725
127 => 0.18469339642824
128 => 0.18064841379391
129 => 0.17556696227599
130 => 0.1754750548498
131 => 0.17810681059566
201 => 0.18362224865205
202 => 0.18505232149371
203 => 0.18585153711807
204 => 0.18462751056846
205 => 0.18023697182542
206 => 0.17834115945671
207 => 0.17995644652182
208 => 0.17798108924439
209 => 0.1813911100926
210 => 0.18607379705834
211 => 0.18510684071727
212 => 0.18833923079128
213 => 0.19168441446054
214 => 0.19646817734917
215 => 0.19771883011048
216 => 0.19978611156687
217 => 0.20191402325208
218 => 0.20259745113654
219 => 0.20390232702319
220 => 0.20389544968317
221 => 0.20782778099587
222 => 0.21216526420795
223 => 0.21380256370755
224 => 0.21756744362564
225 => 0.21112021870303
226 => 0.21601051286721
227 => 0.2204216806153
228 => 0.21516250457493
301 => 0.22241105351573
302 => 0.22269249824553
303 => 0.22694197951903
304 => 0.22263431614624
305 => 0.22007643938602
306 => 0.22746093375038
307 => 0.2310340579639
308 => 0.22995780387173
309 => 0.22176745708917
310 => 0.21700032396121
311 => 0.20452381705405
312 => 0.21930277843057
313 => 0.22650117940886
314 => 0.22174881496964
315 => 0.22414563116425
316 => 0.2372218831518
317 => 0.24220047328404
318 => 0.24116496133951
319 => 0.24133994581216
320 => 0.24402630267971
321 => 0.2559390884342
322 => 0.2488006710739
323 => 0.25425772367445
324 => 0.25715212469692
325 => 0.25984060567331
326 => 0.25323854609844
327 => 0.24464936359504
328 => 0.24192880894687
329 => 0.22127628598502
330 => 0.2202012324755
331 => 0.21959777236315
401 => 0.2157930417159
402 => 0.21280356563059
403 => 0.21042622325543
404 => 0.20418736692847
405 => 0.20629279779527
406 => 0.1963493629606
407 => 0.20271082019413
408 => 0.18684085810538
409 => 0.20005783411136
410 => 0.19286443497346
411 => 0.19769460902871
412 => 0.19767775700646
413 => 0.18878387516267
414 => 0.18365406972575
415 => 0.18692298140517
416 => 0.19042751421204
417 => 0.19099611286929
418 => 0.19553983113106
419 => 0.19680788523103
420 => 0.19296562210835
421 => 0.18651198841545
422 => 0.1880110203306
423 => 0.18362369189183
424 => 0.17593506755905
425 => 0.18145717178536
426 => 0.183342660958
427 => 0.18417540039059
428 => 0.17661452140377
429 => 0.17423872907144
430 => 0.17297387716854
501 => 0.1855359738837
502 => 0.18622415389909
503 => 0.18270332764152
504 => 0.19861779618417
505 => 0.19501586181479
506 => 0.19904010500073
507 => 0.18787499889641
508 => 0.1883015209854
509 => 0.18301578082685
510 => 0.18597544212235
511 => 0.18388364891303
512 => 0.18573633073762
513 => 0.18684682058439
514 => 0.19213169340499
515 => 0.20011817886976
516 => 0.19134230964057
517 => 0.18751853774465
518 => 0.18989078432317
519 => 0.19620838957277
520 => 0.20577988491817
521 => 0.20011336702939
522 => 0.20262807144472
523 => 0.20317742248806
524 => 0.19899914198277
525 => 0.20593394408024
526 => 0.2096503608625
527 => 0.21346263547701
528 => 0.21677272670728
529 => 0.21193992916226
530 => 0.21711171528975
531 => 0.21294416861414
601 => 0.20920544841307
602 => 0.20921111850834
603 => 0.20686576471221
604 => 0.20232134619863
605 => 0.20148328570084
606 => 0.20584298224573
607 => 0.20933904600994
608 => 0.20962699856658
609 => 0.21156259910068
610 => 0.2127080675585
611 => 0.22393521563392
612 => 0.2284508674657
613 => 0.23397252104868
614 => 0.23612351630259
615 => 0.2425972408424
616 => 0.23736918250631
617 => 0.23623805919926
618 => 0.22053492100485
619 => 0.22310630900448
620 => 0.22722334929392
621 => 0.22060280948282
622 => 0.22480201815476
623 => 0.225631030898
624 => 0.22037784607342
625 => 0.22318379906495
626 => 0.21573201982653
627 => 0.2002806072938
628 => 0.20595114591941
629 => 0.21012657103052
630 => 0.20416772457076
701 => 0.21484872621067
702 => 0.20860910555326
703 => 0.20663144535948
704 => 0.19891588785675
705 => 0.20255733399899
706 => 0.20748244204687
707 => 0.20443929787855
708 => 0.2107542789582
709 => 0.21969797631094
710 => 0.22607178765088
711 => 0.22656108974163
712 => 0.22246315606224
713 => 0.22903012093613
714 => 0.22907795410592
715 => 0.22167039090134
716 => 0.21713329968401
717 => 0.21610246301332
718 => 0.21867769512415
719 => 0.22180450232078
720 => 0.22673460577958
721 => 0.2297137640459
722 => 0.23748182878101
723 => 0.23958364437047
724 => 0.24189290247261
725 => 0.24497878344589
726 => 0.24868417475795
727 => 0.2405769895152
728 => 0.24089910309858
729 => 0.23334980445214
730 => 0.22528229616949
731 => 0.23140452932692
801 => 0.23940853477371
802 => 0.23757240708058
803 => 0.23736580520641
804 => 0.23771325225217
805 => 0.23632887193388
806 => 0.23006737106174
807 => 0.22692288452282
808 => 0.2309800744021
809 => 0.23313629025819
810 => 0.2364803930092
811 => 0.23606816175969
812 => 0.24468221131588
813 => 0.24802937049807
814 => 0.24717302394625
815 => 0.24733061232091
816 => 0.25339048413912
817 => 0.26013030790866
818 => 0.26644304226691
819 => 0.27286462679437
820 => 0.2651231560078
821 => 0.26119251456993
822 => 0.26524793320702
823 => 0.26309607099403
824 => 0.27546130955368
825 => 0.27631745184307
826 => 0.28868179625524
827 => 0.30041703142113
828 => 0.29304634047201
829 => 0.29999657005381
830 => 0.30751381000707
831 => 0.32201578550513
901 => 0.31713203034303
902 => 0.31339115042706
903 => 0.30985603698228
904 => 0.31721204687742
905 => 0.3266754360924
906 => 0.32871375949009
907 => 0.33201662209382
908 => 0.32854406592083
909 => 0.33272637734168
910 => 0.34749177445807
911 => 0.34350203381946
912 => 0.33783596072981
913 => 0.34949182366939
914 => 0.3537100351562
915 => 0.38331565246515
916 => 0.42069396726476
917 => 0.40521909949847
918 => 0.39561334970508
919 => 0.39787092875796
920 => 0.41152022398697
921 => 0.41590394440755
922 => 0.40398748114536
923 => 0.40819657742494
924 => 0.43138911175465
925 => 0.44383116231695
926 => 0.42693318646301
927 => 0.38031234126546
928 => 0.33732579284194
929 => 0.34872776119336
930 => 0.34743513182658
1001 => 0.37235261663627
1002 => 0.34340687982472
1003 => 0.34389425179715
1004 => 0.36932700380463
1005 => 0.36254198159678
1006 => 0.35155111458006
1007 => 0.33740603833438
1008 => 0.31125755663305
1009 => 0.28809711718582
1010 => 0.33352007247249
1011 => 0.33156135204425
1012 => 0.32872483459804
1013 => 0.33503719723133
1014 => 0.36568823838315
1015 => 0.36498163267686
1016 => 0.36048656768686
1017 => 0.36389603486409
1018 => 0.35095341849936
1019 => 0.35428902543445
1020 => 0.33731898355304
1021 => 0.34499015121499
1022 => 0.3515275331157
1023 => 0.35284000931986
1024 => 0.35579708522452
1025 => 0.33052919538351
1026 => 0.34187373609585
1027 => 0.34853759092464
1028 => 0.31843005237506
1029 => 0.34794246169063
1030 => 0.33008933763736
1031 => 0.32402971918875
1101 => 0.33218819713577
1102 => 0.32900883034544
1103 => 0.32627539747779
1104 => 0.3247500949713
1105 => 0.33074078075725
1106 => 0.33046130810491
1107 => 0.32065938341711
1108 => 0.30787317223943
1109 => 0.31216464440373
1110 => 0.31060551233367
1111 => 0.30495501657974
1112 => 0.30876276847443
1113 => 0.29199535618936
1114 => 0.26314789484713
1115 => 0.28220541143144
1116 => 0.28147171777354
1117 => 0.28110175616086
1118 => 0.2954229531629
1119 => 0.29404630051738
1120 => 0.29154766248555
1121 => 0.30490912713283
1122 => 0.30003201279951
1123 => 0.31506212998215
1124 => 0.32496193724566
1125 => 0.32245102589842
1126 => 0.33176184247967
1127 => 0.31226351125484
1128 => 0.31874007475046
1129 => 0.32007488551078
1130 => 0.30474424873313
1201 => 0.29427153791554
1202 => 0.29357312750165
1203 => 0.27541489017239
1204 => 0.28511487398551
1205 => 0.29365045832845
1206 => 0.28956257581629
1207 => 0.28826847433495
1208 => 0.29487975814673
1209 => 0.29539351152072
1210 => 0.28367988014857
1211 => 0.2861155150333
1212 => 0.29627251739325
1213 => 0.28585958463401
1214 => 0.26562895722574
1215 => 0.26061148191818
1216 => 0.25994205822173
1217 => 0.24633426724664
1218 => 0.26094677361022
1219 => 0.25456802299169
1220 => 0.27471841976645
1221 => 0.26320862119745
1222 => 0.26271245678549
1223 => 0.26196243150531
1224 => 0.25024964368228
1225 => 0.25281399982903
1226 => 0.26133831022327
1227 => 0.26437988020517
1228 => 0.26406261953721
1229 => 0.26129653645192
1230 => 0.26256283512373
1231 => 0.25848364589413
]
'min_raw' => 0.14272629322671
'max_raw' => 0.44383116231695
'avg_raw' => 0.29327872777183
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.142726'
'max' => '$0.443831'
'avg' => '$0.293278'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.081306471107272
'max_diff' => 0.27720510346351
'year' => 2033
]
8 => [
'items' => [
101 => 0.25704319927617
102 => 0.25249675352386
103 => 0.24581473425565
104 => 0.2467439100181
105 => 0.23350508140232
106 => 0.22629186493464
107 => 0.22429534168504
108 => 0.22162550735524
109 => 0.22459690657675
110 => 0.23346757746423
111 => 0.22276766635612
112 => 0.20442341927277
113 => 0.20552593977956
114 => 0.20800297601703
115 => 0.20338703537574
116 => 0.19901843494529
117 => 0.20281657858381
118 => 0.19504387926666
119 => 0.208942269595
120 => 0.2085663570864
121 => 0.21374681753012
122 => 0.21698626575932
123 => 0.20952038637482
124 => 0.20764273789951
125 => 0.20871233180541
126 => 0.19103432709067
127 => 0.21230214739604
128 => 0.21248607238921
129 => 0.21091119493362
130 => 0.22223565267594
131 => 0.2461337906992
201 => 0.23714234987448
202 => 0.2336605922194
203 => 0.22704176837197
204 => 0.23586095816181
205 => 0.23518378198674
206 => 0.23212133451165
207 => 0.23026915672329
208 => 0.23368185108921
209 => 0.22984628612474
210 => 0.22915731326284
211 => 0.22498288732963
212 => 0.22349280719575
213 => 0.22238961118643
214 => 0.22117510077796
215 => 0.2238540081019
216 => 0.21778325166625
217 => 0.21046251452844
218 => 0.20985387444691
219 => 0.21153438322421
220 => 0.21079088318942
221 => 0.20985031485478
222 => 0.20805451375543
223 => 0.20752173793047
224 => 0.2092530008955
225 => 0.20729850594688
226 => 0.21018246971042
227 => 0.20939819114373
228 => 0.20501727482391
301 => 0.19955703106645
302 => 0.19950842344376
303 => 0.19833202288281
304 => 0.19683369989543
305 => 0.19641690071733
306 => 0.20249670952046
307 => 0.21508173178956
308 => 0.21261099078408
309 => 0.21439635437226
310 => 0.22317857618685
311 => 0.22597018041108
312 => 0.22398876585549
313 => 0.22127648340347
314 => 0.22139581006629
315 => 0.23066450026858
316 => 0.23124257710728
317 => 0.23270319078405
318 => 0.23458049212806
319 => 0.22430847839205
320 => 0.22091199914307
321 => 0.21930255884541
322 => 0.21434610566039
323 => 0.21969121548625
324 => 0.21657684889115
325 => 0.21699708334674
326 => 0.21672340510624
327 => 0.21687285193159
328 => 0.20893838471165
329 => 0.21182928754328
330 => 0.20702260088587
331 => 0.2005869870275
401 => 0.20056541259323
402 => 0.20214051996774
403 => 0.20120358446742
404 => 0.19868231512689
405 => 0.19904044953666
406 => 0.19590281526036
407 => 0.1994214151465
408 => 0.19952231600108
409 => 0.19816746338549
410 => 0.2035883519833
411 => 0.20580929446485
412 => 0.20491750144951
413 => 0.20574672388956
414 => 0.21271366122758
415 => 0.21384957600247
416 => 0.21435407431115
417 => 0.21367811341073
418 => 0.20587406671471
419 => 0.20622020937104
420 => 0.2036804442281
421 => 0.20153461031617
422 => 0.20162043241923
423 => 0.20272366998885
424 => 0.20754157315938
425 => 0.21768056635087
426 => 0.21806533373098
427 => 0.21853168302013
428 => 0.21663480609278
429 => 0.21606268986083
430 => 0.21681745884651
501 => 0.22062513160629
502 => 0.23041949971754
503 => 0.22695751588317
504 => 0.22414286913684
505 => 0.22661207315669
506 => 0.22623195855209
507 => 0.2230234087555
508 => 0.22293335544912
509 => 0.21677512255404
510 => 0.21449856406891
511 => 0.21259610140128
512 => 0.21051866183328
513 => 0.20928708602097
514 => 0.21117934620988
515 => 0.21161212850365
516 => 0.20747466852954
517 => 0.20691074802351
518 => 0.21028948715164
519 => 0.20880263003344
520 => 0.21033189945179
521 => 0.21068670307468
522 => 0.21062957151958
523 => 0.20907712192372
524 => 0.21006660700141
525 => 0.20772617981298
526 => 0.20518131676637
527 => 0.20355785269321
528 => 0.20214116496811
529 => 0.20292722565637
530 => 0.20012506283173
531 => 0.19922859454774
601 => 0.20973139172121
602 => 0.21748992091734
603 => 0.21737710883012
604 => 0.21669039426204
605 => 0.21567007570883
606 => 0.22055048894896
607 => 0.21885025056304
608 => 0.22008731604846
609 => 0.22040220113398
610 => 0.22135526345051
611 => 0.2216959013102
612 => 0.22066625711002
613 => 0.21721064541377
614 => 0.20859958961642
615 => 0.20459111989765
616 => 0.20326825812411
617 => 0.20331634163711
618 => 0.20198998369442
619 => 0.20238065555174
620 => 0.20185412396566
621 => 0.2008570005233
622 => 0.20286565609362
623 => 0.20309713493618
624 => 0.20262829072442
625 => 0.2027387205087
626 => 0.19885689068132
627 => 0.19915201777221
628 => 0.19750871262722
629 => 0.19720061272288
630 => 0.19304648041532
701 => 0.18568683288136
702 => 0.18976479203345
703 => 0.18483919082556
704 => 0.1829737910131
705 => 0.19180430359611
706 => 0.19091796505307
707 => 0.18940093874949
708 => 0.1871569406705
709 => 0.1863246199548
710 => 0.18126770276689
711 => 0.18096891312182
712 => 0.1834752578284
713 => 0.18231866598437
714 => 0.18069437299977
715 => 0.17481134846148
716 => 0.16819688107796
717 => 0.16839653027121
718 => 0.17050046927937
719 => 0.17661795570042
720 => 0.17422774792212
721 => 0.1724936247545
722 => 0.17216887561275
723 => 0.17623379103007
724 => 0.18198649797169
725 => 0.18468553935914
726 => 0.18201087131529
727 => 0.17893835668086
728 => 0.17912536641
729 => 0.1803694583561
730 => 0.18050019482912
731 => 0.17850030366172
801 => 0.17906326131092
802 => 0.17820807716386
803 => 0.17295981363195
804 => 0.17286488918708
805 => 0.17157688067667
806 => 0.17153788029086
807 => 0.16934665650587
808 => 0.16904008915113
809 => 0.16468928132825
810 => 0.16755299621273
811 => 0.16563216662
812 => 0.16273702334587
813 => 0.16223789955416
814 => 0.16222289529027
815 => 0.16519556009062
816 => 0.16751825889377
817 => 0.16566558027315
818 => 0.1652437612639
819 => 0.16974768471417
820 => 0.16917451940095
821 => 0.16867816193622
822 => 0.18147140616131
823 => 0.17134455508785
824 => 0.16692866999937
825 => 0.16146317364855
826 => 0.1632427668198
827 => 0.16361775324865
828 => 0.15047421975467
829 => 0.14514188985309
830 => 0.14331203517548
831 => 0.14225892793816
901 => 0.1427388421303
902 => 0.13793911979895
903 => 0.1411646125857
904 => 0.13700845875718
905 => 0.13631166604254
906 => 0.14374338393658
907 => 0.14477746406607
908 => 0.14036575697015
909 => 0.14319878711623
910 => 0.1421714910032
911 => 0.13707970408569
912 => 0.13688523527809
913 => 0.13433035558785
914 => 0.13033246359481
915 => 0.12850531967623
916 => 0.12755372725944
917 => 0.12794637283677
918 => 0.12774783921772
919 => 0.12645227306009
920 => 0.12782209955334
921 => 0.12432275891447
922 => 0.12292929327596
923 => 0.12229989717521
924 => 0.11919403094367
925 => 0.12413684530303
926 => 0.12511064199975
927 => 0.12608635737679
928 => 0.13457929358475
929 => 0.13415501049259
930 => 0.13799032301148
1001 => 0.13784128981968
1002 => 0.13674739656135
1003 => 0.13213244084116
1004 => 0.13397187993755
1005 => 0.12831037231116
1006 => 0.13255235876995
1007 => 0.13061649329975
1008 => 0.13189784070717
1009 => 0.12959386253419
1010 => 0.13086897918405
1011 => 0.12534156532202
1012 => 0.12018014403048
1013 => 0.12225725062948
1014 => 0.12451530304854
1015 => 0.12941133603412
1016 => 0.1264952991793
1017 => 0.12754401629986
1018 => 0.12403098949913
1019 => 0.11678261176272
1020 => 0.11682363679354
1021 => 0.11570863179328
1022 => 0.11474510467967
1023 => 0.12683024109027
1024 => 0.12532726333988
1025 => 0.12293246499949
1026 => 0.1261379977436
1027 => 0.12698559147979
1028 => 0.12700972128188
1029 => 0.12934839522521
1030 => 0.13059654592799
1031 => 0.13081653789915
1101 => 0.13449649187937
1102 => 0.13572996391378
1103 => 0.14081046065599
1104 => 0.1304906490612
1105 => 0.13027811933255
1106 => 0.12618310616304
1107 => 0.12358598407133
1108 => 0.12636093333459
1109 => 0.12881915956349
1110 => 0.12625949010425
1111 => 0.12659372889805
1112 => 0.1231575817817
1113 => 0.12438584269005
1114 => 0.12544378644893
1115 => 0.12485965208834
1116 => 0.1239851746781
1117 => 0.12861761304596
1118 => 0.12835623271857
1119 => 0.13267006582602
1120 => 0.13603300721844
1121 => 0.14205999939133
1122 => 0.13577051886471
1123 => 0.1355413051959
1124 => 0.13778190557555
1125 => 0.13572962088953
1126 => 0.13702659396864
1127 => 0.14185103697716
1128 => 0.14195296985567
1129 => 0.14024546280749
1130 => 0.14014156084843
1201 => 0.14046950625512
1202 => 0.14239029274525
1203 => 0.14171911092579
1204 => 0.14249581951951
1205 => 0.14346710550934
1206 => 0.14748475618002
1207 => 0.14845339815503
1208 => 0.14610010033904
1209 => 0.14631257678307
1210 => 0.14543237880042
1211 => 0.14458211857803
1212 => 0.14649337938743
1213 => 0.14998624608253
1214 => 0.1499645171401
1215 => 0.15077479432174
1216 => 0.1512795902932
1217 => 0.14911263645045
1218 => 0.14770202917992
1219 => 0.14824294576672
1220 => 0.14910788316863
1221 => 0.14796245822461
1222 => 0.14089236485768
1223 => 0.1430369795459
1224 => 0.14268001079548
1225 => 0.142171643886
1226 => 0.14432807053881
1227 => 0.14412007792751
1228 => 0.13788989170904
1229 => 0.13828872801696
1230 => 0.13791414626591
1231 => 0.13912449653575
]
'min_raw' => 0.11474510467967
'max_raw' => 0.25704319927617
'avg_raw' => 0.18589415197792
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.114745'
'max' => '$0.257043'
'avg' => '$0.185894'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.027981188547043
'max_diff' => -0.18678796304077
'year' => 2034
]
9 => [
'items' => [
101 => 0.13566425800293
102 => 0.13672860407056
103 => 0.13739615194656
104 => 0.13778934277387
105 => 0.13920981765557
106 => 0.13904314132326
107 => 0.13919945682073
108 => 0.14130564607883
109 => 0.15195802858944
110 => 0.15253781426633
111 => 0.14968273754665
112 => 0.15082328438227
113 => 0.14863368386806
114 => 0.1501035773623
115 => 0.1511092411598
116 => 0.14656483983689
117 => 0.14629574988347
118 => 0.14409711210906
119 => 0.14527853551182
120 => 0.14339880593068
121 => 0.14386002581974
122 => 0.14257041480149
123 => 0.14489145787534
124 => 0.14748674468554
125 => 0.14814241662477
126 => 0.14641762603716
127 => 0.14516876398249
128 => 0.14297617361522
129 => 0.14662250026105
130 => 0.14768879729208
131 => 0.14661689945668
201 => 0.14636851730679
202 => 0.14589783358156
203 => 0.14646837508416
204 => 0.14768299000945
205 => 0.1471102000411
206 => 0.14748853790646
207 => 0.14604670410403
208 => 0.14911335380234
209 => 0.15398393155269
210 => 0.15399959125658
211 => 0.15342679820068
212 => 0.1531924236232
213 => 0.15378014405854
214 => 0.15409895828516
215 => 0.15599953840357
216 => 0.15803893659307
217 => 0.16755591808434
218 => 0.16488358776441
219 => 0.17332761991122
220 => 0.180005753019
221 => 0.18200823313866
222 => 0.18016604565254
223 => 0.17386402177556
224 => 0.17355481441877
225 => 0.18297269873682
226 => 0.18031171505054
227 => 0.17999519950824
228 => 0.17662800889958
301 => 0.17861843558397
302 => 0.1781831000703
303 => 0.17749590166462
304 => 0.18129349712411
305 => 0.18840225681057
306 => 0.18729428994791
307 => 0.18646724408204
308 => 0.18284336984721
309 => 0.18502575155819
310 => 0.18424864723168
311 => 0.18758758058096
312 => 0.18560967043128
313 => 0.18029155548197
314 => 0.18113848281638
315 => 0.18101047145357
316 => 0.18364493622932
317 => 0.18285413529508
318 => 0.18085605487926
319 => 0.18837795984279
320 => 0.18788952917349
321 => 0.18858201219176
322 => 0.18888686463215
323 => 0.19346531563262
324 => 0.19534096051342
325 => 0.19576676473914
326 => 0.19754848230832
327 => 0.19572243398292
328 => 0.20302792923494
329 => 0.20788565729007
330 => 0.21352815840251
331 => 0.22177336908909
401 => 0.22487364457971
402 => 0.22431360756182
403 => 0.23056503220311
404 => 0.24179870332213
405 => 0.22658425367793
406 => 0.24260510609684
407 => 0.23753308919065
408 => 0.22550742834775
409 => 0.2247331175627
410 => 0.2328770347063
411 => 0.25093945910783
412 => 0.24641502665757
413 => 0.25094685945848
414 => 0.24566023577374
415 => 0.24539771034863
416 => 0.25069009994608
417 => 0.26305605671366
418 => 0.25718145418434
419 => 0.24875877094693
420 => 0.25497794917797
421 => 0.24959032143646
422 => 0.23745048823281
423 => 0.24641156690934
424 => 0.24041954879517
425 => 0.24216833823409
426 => 0.25476266906465
427 => 0.25324728585865
428 => 0.25520833204792
429 => 0.25174713685337
430 => 0.24851383476128
501 => 0.24247863629823
502 => 0.24069191156501
503 => 0.24118569800165
504 => 0.24069166686897
505 => 0.23731502879523
506 => 0.2365858441247
507 => 0.23537050439416
508 => 0.23574718899569
509 => 0.23346199474211
510 => 0.23777462844384
511 => 0.23857509126168
512 => 0.241713466426
513 => 0.24203930294672
514 => 0.25077963310737
515 => 0.24596560613016
516 => 0.24919527104956
517 => 0.24890637942039
518 => 0.22576806088321
519 => 0.22895631702652
520 => 0.23391624305562
521 => 0.23168180310253
522 => 0.22852282778729
523 => 0.2259717858467
524 => 0.22210669644926
525 => 0.22754673555368
526 => 0.23469980849234
527 => 0.24222071668081
528 => 0.25125659507984
529 => 0.2492398922104
530 => 0.24205179721937
531 => 0.24237424990976
601 => 0.2443675255613
602 => 0.24178605248436
603 => 0.24102472567764
604 => 0.24426293094902
605 => 0.24428523068904
606 => 0.24131493393258
607 => 0.23801399264635
608 => 0.23800016158184
609 => 0.23741279096326
610 => 0.24576472770194
611 => 0.25035744843216
612 => 0.25088399646234
613 => 0.25032200755441
614 => 0.25053829478053
615 => 0.24786589178131
616 => 0.25397421256104
617 => 0.25957981175883
618 => 0.25807739142766
619 => 0.25582504976961
620 => 0.25403095115149
621 => 0.25765475881051
622 => 0.25749339635986
623 => 0.25953085174006
624 => 0.2594384209951
625 => 0.25875330138331
626 => 0.25807741589544
627 => 0.26075722545621
628 => 0.25998548333913
629 => 0.25921254249339
630 => 0.25766229129593
701 => 0.25787299618061
702 => 0.25562104342109
703 => 0.2545791870322
704 => 0.23891216670619
705 => 0.23472542694042
706 => 0.23604266049968
707 => 0.23647632798934
708 => 0.23465425347782
709 => 0.2372666402748
710 => 0.23685950255969
711 => 0.23844343724157
712 => 0.23745386361878
713 => 0.23749447606544
714 => 0.24040460109072
715 => 0.24124942276612
716 => 0.24081973964347
717 => 0.2411206749739
718 => 0.24805560264682
719 => 0.24706967769823
720 => 0.24654592471951
721 => 0.24669100787401
722 => 0.24846303058096
723 => 0.24895910019006
724 => 0.24685721839813
725 => 0.24784847800204
726 => 0.2520691355859
727 => 0.25354612687172
728 => 0.25825997406003
729 => 0.25625744799249
730 => 0.25993317125677
731 => 0.27123109142475
801 => 0.28025665181155
802 => 0.27195637348279
803 => 0.28853066573497
804 => 0.3014361296943
805 => 0.30094079649237
806 => 0.2986904303423
807 => 0.28399790273411
808 => 0.27047761977581
809 => 0.28178791057197
810 => 0.28181674282919
811 => 0.2808451788192
812 => 0.27481087819518
813 => 0.28063519823759
814 => 0.28109751161173
815 => 0.28083873906126
816 => 0.27621225492099
817 => 0.26914846875599
818 => 0.27052871566431
819 => 0.27278958825643
820 => 0.26850928477213
821 => 0.26714146845616
822 => 0.26968449922524
823 => 0.27787867422474
824 => 0.27632961290671
825 => 0.27628916065545
826 => 0.28291670187821
827 => 0.27817281267563
828 => 0.27054612499799
829 => 0.26862028577574
830 => 0.26178485393748
831 => 0.26650611105514
901 => 0.26667602069371
902 => 0.26409023642045
903 => 0.2707559471407
904 => 0.27069452144293
905 => 0.2770226217117
906 => 0.28911957269966
907 => 0.28554190903771
908 => 0.28138147544757
909 => 0.28183382993513
910 => 0.28679504215764
911 => 0.28379537999445
912 => 0.28487407942272
913 => 0.28679340941686
914 => 0.28795138885661
915 => 0.28166721451404
916 => 0.28020207286798
917 => 0.27720490725499
918 => 0.2764230026913
919 => 0.27886413154517
920 => 0.27822098033853
921 => 0.26666174044651
922 => 0.26545373556279
923 => 0.26549078334794
924 => 0.26245319763032
925 => 0.25782015030686
926 => 0.26999552204805
927 => 0.26901766930301
928 => 0.26793819555229
929 => 0.26807042492736
930 => 0.27335534113857
1001 => 0.2702898228414
1002 => 0.278440005663
1003 => 0.2767645730918
1004 => 0.27504617199714
1005 => 0.27480863662208
1006 => 0.27414719880772
1007 => 0.27187888243213
1008 => 0.26913975410393
1009 => 0.26733114432241
1010 => 0.2465988495666
1011 => 0.25044664287907
1012 => 0.25487317834767
1013 => 0.2564012006532
1014 => 0.25378741276366
1015 => 0.27198209070924
1016 => 0.27530643369817
1017 => 0.26523678194316
1018 => 0.26335316124097
1019 => 0.27210558056888
1020 => 0.2668268017744
1021 => 0.26920383554233
1022 => 0.26406598870402
1023 => 0.27450569682026
1024 => 0.27442616373571
1025 => 0.27036488148699
1026 => 0.27379744943315
1027 => 0.27320095628116
1028 => 0.26861577862485
1029 => 0.2746510551304
1030 => 0.27465404855225
1031 => 0.27074515268775
1101 => 0.26618041808535
1102 => 0.26536435135265
1103 => 0.26474955469271
1104 => 0.26905263325171
1105 => 0.27291076003233
1106 => 0.28008977746031
1107 => 0.28189475301096
1108 => 0.28893969274914
1109 => 0.28474477414694
1110 => 0.28660432723001
1111 => 0.28862313515152
1112 => 0.2895910259083
1113 => 0.28801389986001
1114 => 0.2989575910863
1115 => 0.29988157393183
1116 => 0.30019137738752
1117 => 0.29650122628
1118 => 0.2997789441541
1119 => 0.29824540850741
1120 => 0.30223524223161
1121 => 0.30286089910432
1122 => 0.30233098999153
1123 => 0.30252958335825
1124 => 0.29319107349604
1125 => 0.29270682249512
1126 => 0.28610402573669
1127 => 0.28879471422116
1128 => 0.2837646010675
1129 => 0.28535970176443
1130 => 0.28606280695296
1201 => 0.28569554470334
1202 => 0.28894684171099
1203 => 0.2861825750584
1204 => 0.27888722087468
1205 => 0.27158987907659
1206 => 0.2714982668946
1207 => 0.26957700560794
1208 => 0.26818828559425
1209 => 0.26845580233637
1210 => 0.26939856622839
1211 => 0.26813349044299
1212 => 0.26840345850278
1213 => 0.27288672708297
1214 => 0.27378581462352
1215 => 0.27073036386455
1216 => 0.25846228816787
1217 => 0.25545167161977
1218 => 0.25761564309143
1219 => 0.25658140410559
1220 => 0.20708121847074
1221 => 0.21871055283901
1222 => 0.21180079725226
1223 => 0.21498513052921
1224 => 0.20793205934767
1225 => 0.21129815459863
1226 => 0.2106765597159
1227 => 0.22937618524306
1228 => 0.22908421631095
1229 => 0.2292239663881
1230 => 0.22255333108883
1231 => 0.23317983424806
]
'min_raw' => 0.13566425800293
'max_raw' => 0.30286089910432
'avg_raw' => 0.21926257855363
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.135664'
'max' => '$0.30286'
'avg' => '$0.219262'
'bar_min_pct' => 61.631153054958
'bar_max_pct' => 60.119598047091
'min_diff' => 0.020919153323259
'max_diff' => 0.045817699828148
'year' => 2035
]
10 => [
'items' => [
101 => 0.23841483182099
102 => 0.23744597309519
103 => 0.23768981396323
104 => 0.23349981996682
105 => 0.22926453468886
106 => 0.22456695150987
107 => 0.2332944804176
108 => 0.23232412818695
109 => 0.23454976708235
110 => 0.24021019343566
111 => 0.24104371271806
112 => 0.24216397108631
113 => 0.24176243820671
114 => 0.25132858042911
115 => 0.25017005748654
116 => 0.25296176444833
117 => 0.2472190114206
118 => 0.2407205412626
119 => 0.24195568798864
120 => 0.2418367334265
121 => 0.24032230532076
122 => 0.23895514734156
123 => 0.23667921450056
124 => 0.24388060278417
125 => 0.24358823957114
126 => 0.24832126015512
127 => 0.24748465279279
128 => 0.24189758407461
129 => 0.2420971273269
130 => 0.24343915159572
131 => 0.24808391291309
201 => 0.24946279431155
202 => 0.24882404150886
203 => 0.25033592201395
204 => 0.25153085072083
205 => 0.25048598666208
206 => 0.26527905831063
207 => 0.2591359435928
208 => 0.26213005496275
209 => 0.26284413288216
210 => 0.26101503730704
211 => 0.26141170264228
212 => 0.26201254254034
213 => 0.26566072474482
214 => 0.27523461045941
215 => 0.27947481927075
216 => 0.29223169668791
217 => 0.27912272895553
218 => 0.27834489706059
219 => 0.28064279590421
220 => 0.28813243340069
221 => 0.29420208112571
222 => 0.29621573344248
223 => 0.29648187083792
224 => 0.30025961644925
225 => 0.30242494978288
226 => 0.29980089876746
227 => 0.29757729028149
228 => 0.28961260068917
229 => 0.29053453519661
301 => 0.29688574971441
302 => 0.30585721430547
303 => 0.31355566424641
304 => 0.31085993539516
305 => 0.33142644364218
306 => 0.33346552892822
307 => 0.33318379327321
308 => 0.33782913301138
309 => 0.32860907963809
310 => 0.32466732819089
311 => 0.29805805967518
312 => 0.30553417875014
313 => 0.31640115688267
314 => 0.31496287157775
315 => 0.30707098158275
316 => 0.31354967754016
317 => 0.31140761804909
318 => 0.30971808685435
319 => 0.31745815678919
320 => 0.30894763195128
321 => 0.3163162578872
322 => 0.30686591890571
323 => 0.31087224925748
324 => 0.30859806238542
325 => 0.3100697400055
326 => 0.30146634270981
327 => 0.3061085270549
328 => 0.30127321257897
329 => 0.30127092001033
330 => 0.30116418017528
331 => 0.30685290621315
401 => 0.30703841536501
402 => 0.30283443822784
403 => 0.30222857944391
404 => 0.30446875691155
405 => 0.30184609580035
406 => 0.30307322242744
407 => 0.30188326421579
408 => 0.30161537955799
409 => 0.29948082902784
410 => 0.29856120596876
411 => 0.29892181386599
412 => 0.29769087320662
413 => 0.29694918693428
414 => 0.30101664010774
415 => 0.29884356395775
416 => 0.30068358502145
417 => 0.2985866487902
418 => 0.29131775422103
419 => 0.28713733608714
420 => 0.27340706807287
421 => 0.27730095504938
422 => 0.27988260614331
423 => 0.27902937047217
424 => 0.28086245085216
425 => 0.28097498709983
426 => 0.28037903398225
427 => 0.27968899661842
428 => 0.27935312459117
429 => 0.28185643950753
430 => 0.28330969807419
501 => 0.28014170936863
502 => 0.27939949393979
503 => 0.28260250543056
504 => 0.28455634058961
505 => 0.29898236163889
506 => 0.29791363540413
507 => 0.30059592852646
508 => 0.30029394348403
509 => 0.30310541399903
510 => 0.30770098007497
511 => 0.2983569093021
512 => 0.29997871689461
513 => 0.29958108712594
514 => 0.30392230467623
515 => 0.30393585748357
516 => 0.30133308070226
517 => 0.30274408822064
518 => 0.30195650253285
519 => 0.30337977631927
520 => 0.29789936191369
521 => 0.30457391508551
522 => 0.30835795663523
523 => 0.30841049805582
524 => 0.31020410371838
525 => 0.31202651095017
526 => 0.31552446293337
527 => 0.31192895496787
528 => 0.30546098615359
529 => 0.30592795261057
530 => 0.30213578486129
531 => 0.30219953188626
601 => 0.30185924527099
602 => 0.302880471019
603 => 0.29812346353687
604 => 0.29923992368475
605 => 0.29767687293974
606 => 0.29997531912755
607 => 0.29750257097623
608 => 0.29958089537682
609 => 0.30047783129057
610 => 0.30378754412196
611 => 0.29701372369999
612 => 0.28320144531225
613 => 0.28610495368704
614 => 0.28181043673507
615 => 0.28220791062935
616 => 0.28301087115331
617 => 0.28040821338283
618 => 0.28090471846627
619 => 0.28088697981083
620 => 0.28073411766151
621 => 0.280057065856
622 => 0.27907520678739
623 => 0.28298663111645
624 => 0.28365125832906
625 => 0.28512864229281
626 => 0.2895243348498
627 => 0.28908510150579
628 => 0.28980150931349
629 => 0.28823759509174
630 => 0.28228045612468
701 => 0.28260395743126
702 => 0.27856989095455
703 => 0.28502548214318
704 => 0.28349671294007
705 => 0.2825111054896
706 => 0.28224217336515
707 => 0.28664876199377
708 => 0.28796728237627
709 => 0.2871456689565
710 => 0.28546051586228
711 => 0.28869650797398
712 => 0.28956232294752
713 => 0.28975614699007
714 => 0.29548970457205
715 => 0.29007658916702
716 => 0.29137957984675
717 => 0.30154514117492
718 => 0.29232637980185
719 => 0.29720976330407
720 => 0.29697074709354
721 => 0.29946892084859
722 => 0.2967658239294
723 => 0.29679933205534
724 => 0.29901754110888
725 => 0.2959024665493
726 => 0.29513113028095
727 => 0.29406553475065
728 => 0.29639222360704
729 => 0.29778696834935
730 => 0.30902758664529
731 => 0.31628953869894
801 => 0.31597427820825
802 => 0.3188551689502
803 => 0.31755730128502
804 => 0.31336614423395
805 => 0.32051993826297
806 => 0.31825617850473
807 => 0.31844280010873
808 => 0.31843585404331
809 => 0.31994105638123
810 => 0.31887448257505
811 => 0.31677215612151
812 => 0.31816777853283
813 => 0.32231227815033
814 => 0.33517693213182
815 => 0.34237616293385
816 => 0.33474352939791
817 => 0.34000841780597
818 => 0.33685136083269
819 => 0.33627762966633
820 => 0.33958436865879
821 => 0.34289689566011
822 => 0.34268590201057
823 => 0.34028117750776
824 => 0.33892280965374
825 => 0.34920882613096
826 => 0.35678738785366
827 => 0.3562705807515
828 => 0.35855159922578
829 => 0.36524874001553
830 => 0.36586104263804
831 => 0.36578390658122
901 => 0.36426625064415
902 => 0.37086045548528
903 => 0.37636145717775
904 => 0.36391495714401
905 => 0.36865442142021
906 => 0.3707821196298
907 => 0.37390621186108
908 => 0.37917707911392
909 => 0.38490263897899
910 => 0.38571229592148
911 => 0.38513780557513
912 => 0.3813616449328
913 => 0.3876266208573
914 => 0.3912964968221
915 => 0.39348182397552
916 => 0.39902345003284
917 => 0.37079525956959
918 => 0.3508139433276
919 => 0.34769357226271
920 => 0.35403896952569
921 => 0.35571220018035
922 => 0.35503772300151
923 => 0.33254693494936
924 => 0.34757516291819
925 => 0.36374427260335
926 => 0.36436539395713
927 => 0.37245998834566
928 => 0.3750959200872
929 => 0.38161312955271
930 => 0.3812054763262
1001 => 0.3827923131196
1002 => 0.38242752682098
1003 => 0.39449928499547
1004 => 0.40781622693537
1005 => 0.40735510358128
1006 => 0.40544063561851
1007 => 0.40828394700851
1008 => 0.42202845822072
1009 => 0.4207630838796
1010 => 0.42199228726767
1011 => 0.43819784059356
1012 => 0.45926736513031
1013 => 0.44947845563731
1014 => 0.47071757255429
1015 => 0.48408647081631
1016 => 0.5072065979906
1017 => 0.50431184419936
1018 => 0.51331234004498
1019 => 0.49912963075967
1020 => 0.46656326344216
1021 => 0.46140951115512
1022 => 0.47172745374757
1023 => 0.497093108801
1024 => 0.47092859900124
1025 => 0.476221645257
1026 => 0.47469724757926
1027 => 0.47461601890528
1028 => 0.47771618700997
1029 => 0.47321923148023
1030 => 0.4548978256652
1031 => 0.4632944179815
1101 => 0.4600520904507
1102 => 0.46364969457766
1103 => 0.48306448028605
1104 => 0.47448074073369
1105 => 0.46543846840164
1106 => 0.47677948454689
1107 => 0.49122049529575
1108 => 0.49031680279607
1109 => 0.48856326163255
1110 => 0.49844788135891
1111 => 0.51477437722502
1112 => 0.51918736345246
1113 => 0.52244493966602
1114 => 0.52289410438867
1115 => 0.52752078018627
1116 => 0.50264197835013
1117 => 0.54212527579704
1118 => 0.54894295056204
1119 => 0.54766151026989
1120 => 0.55523906883958
1121 => 0.55300955888427
1122 => 0.54977934875842
1123 => 0.5617913908843
1124 => 0.54802055390879
1125 => 0.52847458452222
1126 => 0.5177512791413
1127 => 0.53187259269126
1128 => 0.54049598611029
1129 => 0.54619550060944
1130 => 0.54792017025314
1201 => 0.5045732489158
1202 => 0.48121166244544
1203 => 0.49618617153181
1204 => 0.51445610610258
1205 => 0.50254048794111
1206 => 0.50300755761379
1207 => 0.4860190174849
1208 => 0.51595921494177
1209 => 0.511597180009
1210 => 0.53422742495651
1211 => 0.52882653538073
1212 => 0.54728062163437
1213 => 0.54242104226001
1214 => 0.56259288454757
1215 => 0.5706399785669
1216 => 0.58415230185555
1217 => 0.59409202187172
1218 => 0.59992881558176
1219 => 0.59957839638068
1220 => 0.62270668093895
1221 => 0.60906873957565
1222 => 0.59193627100736
1223 => 0.59162639870321
1224 => 0.60049954694368
1225 => 0.61909523142637
1226 => 0.62391682185653
1227 => 0.62661143313353
1228 => 0.62248454216272
1229 => 0.60768153425292
1230 => 0.60128967049042
1231 => 0.60673572360619
]
'min_raw' => 0.22456695150987
'max_raw' => 0.62661143313353
'avg_raw' => 0.4255891923217
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.224566'
'max' => '$0.626611'
'avg' => '$0.425589'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.088902693506944
'max_diff' => 0.3237505340292
'year' => 2036
]
11 => [
'items' => [
101 => 0.60007566863029
102 => 0.61157279200008
103 => 0.62736079803984
104 => 0.62410063722517
105 => 0.63499886603799
106 => 0.64627738633214
107 => 0.66240617690283
108 => 0.66662284000539
109 => 0.67359282376859
110 => 0.68076722658131
111 => 0.68307145140918
112 => 0.68747093156456
113 => 0.6874477441325
114 => 0.7007058736999
115 => 0.71533000118283
116 => 0.72085027075831
117 => 0.73354382625768
118 => 0.71180655730024
119 => 0.72829452550421
120 => 0.7431670855448
121 => 0.72543540634073
122 => 0.74987439517216
123 => 0.75082330572854
124 => 0.76515072853145
125 => 0.75062714071861
126 => 0.74200308063629
127 => 0.76690041895465
128 => 0.7789474567081
129 => 0.77531879089471
130 => 0.74770446488554
131 => 0.73163174271404
201 => 0.68956632859465
202 => 0.73939462870972
203 => 0.76366454018433
204 => 0.747641611678
205 => 0.7557226448185
206 => 0.79981014134928
207 => 0.8165958055742
208 => 0.81310450475607
209 => 0.81369447712263
210 => 0.82275171685703
211 => 0.86291650575243
212 => 0.83884883323379
213 => 0.8572476670758
214 => 0.86700634220368
215 => 0.87607074351932
216 => 0.85381143872156
217 => 0.8248524102338
218 => 0.81567987029441
219 => 0.74604844721545
220 => 0.74242382925025
221 => 0.74038922134921
222 => 0.7275613063342
223 => 0.71748207899404
224 => 0.70946670319542
225 => 0.68843196350604
226 => 0.69553057066994
227 => 0.66200558589643
228 => 0.68345368310201
301 => 0.62994699791442
302 => 0.67450895529838
303 => 0.65025590787787
304 => 0.66654117693713
305 => 0.66648435916754
306 => 0.63649801558019
307 => 0.61920251839804
308 => 0.63022388235333
309 => 0.64203965939036
310 => 0.64395672946157
311 => 0.65927619281342
312 => 0.66355152574416
313 => 0.65059706736781
314 => 0.62883819079387
315 => 0.63389228155486
316 => 0.61910009741008
317 => 0.59317736366949
318 => 0.61179552360949
319 => 0.61815258199571
320 => 0.6209602211327
321 => 0.59546818974491
322 => 0.58745804002394
323 => 0.58319350352416
324 => 0.62554748965693
325 => 0.627867736626
326 => 0.61599702508237
327 => 0.66965376688663
328 => 0.65750959368124
329 => 0.67107761054633
330 => 0.63343367579278
331 => 0.63487172479464
401 => 0.6170504828115
402 => 0.62702918750624
403 => 0.61997656065666
404 => 0.62622300677838
405 => 0.62996710082868
406 => 0.64778541852138
407 => 0.67471241186448
408 => 0.64512395604662
409 => 0.63223184213229
410 => 0.64023003709674
411 => 0.66153028427688
412 => 0.69380124909438
413 => 0.67469618840873
414 => 0.68317468991605
415 => 0.68502686531312
416 => 0.67093950087131
417 => 0.69432067031536
418 => 0.7068508289687
419 => 0.71970417899604
420 => 0.73086438268208
421 => 0.71457026834389
422 => 0.7320073063553
423 => 0.71795613176967
424 => 0.70535077558263
425 => 0.7053698927047
426 => 0.6974623686337
427 => 0.68214054433399
428 => 0.67931496485417
429 => 0.69401398613957
430 => 0.70580120920797
501 => 0.70677206135688
502 => 0.71329807369693
503 => 0.7171601005765
504 => 0.75501321416724
505 => 0.77023804959082
506 => 0.78885469015538
507 => 0.79610692083165
508 => 0.81793353509863
509 => 0.80030677140711
510 => 0.79649311020491
511 => 0.74354888342434
512 => 0.75221849759366
513 => 0.7660993863721
514 => 0.74377777416764
515 => 0.75793569938448
516 => 0.76073077372814
517 => 0.74301929432641
518 => 0.75247976074272
519 => 0.7273555667738
520 => 0.6752600506365
521 => 0.69437866751711
522 => 0.7084564047981
523 => 0.68836573792564
524 => 0.72437748067833
525 => 0.70334016399547
526 => 0.69667234457629
527 => 0.67065880377281
528 => 0.68293619367905
529 => 0.69954153932251
530 => 0.68928136629348
531 => 0.71057276590145
601 => 0.74072706595521
602 => 0.76221681589313
603 => 0.76386653205407
604 => 0.75005006254542
605 => 0.77219104310857
606 => 0.77235231598011
607 => 0.74737719945632
608 => 0.73208007964753
609 => 0.72860454184155
610 => 0.7372871167002
611 => 0.74782936547033
612 => 0.7644515534905
613 => 0.77449599358359
614 => 0.80068656618699
615 => 0.80777298419091
616 => 0.81555880910953
617 => 0.82596307226027
618 => 0.83845605777106
619 => 0.81112211669952
620 => 0.81220814513513
621 => 0.78675515767348
622 => 0.75955499024307
623 => 0.78019652677401
624 => 0.80718258995969
625 => 0.80099195724794
626 => 0.80029538460472
627 => 0.80146682657748
628 => 0.79679929167999
629 => 0.77568820432555
630 => 0.76508634841855
701 => 0.77876544736048
702 => 0.78603527966147
703 => 0.7973101555643
704 => 0.79592028912552
705 => 0.82496315861793
706 => 0.8362483394919
707 => 0.83336110730422
708 => 0.83389242751188
709 => 0.8543237084337
710 => 0.87704749483216
711 => 0.89833131946204
712 => 0.91998214003708
713 => 0.89388123078795
714 => 0.88062879875153
715 => 0.89430192582679
716 => 0.88704677213746
717 => 0.92873703725471
718 => 0.93162358075735
719 => 0.97331083119392
720 => 1.0128769958837
721 => 0.9880261967435
722 => 1.0114593810281
723 => 1.0368042803674
724 => 1.0856987032547
725 => 1.0692327817528
726 => 1.0566201439362
727 => 1.0447012621434
728 => 1.0695025630851
729 => 1.1014090405361
730 => 1.1082813901827
731 => 1.1194172220496
801 => 1.1077092564662
802 => 1.1218102114213
803 => 1.1715927786863
804 => 1.1581410895684
805 => 1.1390375285541
806 => 1.1783360842413
807 => 1.1925580787752
808 => 1.2923754845305
809 => 1.418399082548
810 => 1.3662244854532
811 => 1.3338380293727
812 => 1.3414496147686
813 => 1.3874691665966
814 => 1.4022491860562
815 => 1.3620719981868
816 => 1.3762632601631
817 => 1.4544585089068
818 => 1.4964077510538
819 => 1.4394350456833
820 => 1.2822496111362
821 => 1.1373174619014
822 => 1.1757599942582
823 => 1.1714018040996
824 => 1.2554128438187
825 => 1.1578202712318
826 => 1.159463479864
827 => 1.2452117789153
828 => 1.2223356028264
829 => 1.1852791273217
830 => 1.1375880151817
831 => 1.049426583497
901 => 0.9713395448904
902 => 1.1244862099689
903 => 1.1178822472915
904 => 1.1083187306823
905 => 1.1296013020155
906 => 1.2329434272463
907 => 1.2305610567739
908 => 1.2154056313247
909 => 1.2269008879541
910 => 1.1832639532558
911 => 1.1945101849221
912 => 1.1372945039084
913 => 1.1631583812645
914 => 1.1851996207682
915 => 1.1896247259247
916 => 1.1995947137937
917 => 1.114402259047
918 => 1.1526511701092
919 => 1.1751188219199
920 => 1.0736091536588
921 => 1.1731123021569
922 => 1.1129192479459
923 => 1.0924888212774
924 => 1.1199956992826
925 => 1.1092762421726
926 => 1.1000602824172
927 => 1.0949176185233
928 => 1.115115633907
929 => 1.1141733723475
930 => 1.081125498914
1001 => 1.0380158952237
1002 => 1.0524848932467
1003 => 1.0472281706173
1004 => 1.0281771296779
1005 => 1.0410152310396
1006 => 0.98448272985716
1007 => 0.88722149987642
1008 => 0.95147524759374
1009 => 0.94900154820125
1010 => 0.94775419679422
1011 => 0.99603911236064
1012 => 0.99139763185147
1013 => 0.9829732992778
1014 => 1.0280224102038
1015 => 1.0115788787198
1016 => 1.0622539681703
1017 => 1.0956318595417
1018 => 1.0871661466282
1019 => 1.1185582147924
1020 => 1.0528182297378
1021 => 1.0746544157425
1022 => 1.0791548234145
1023 => 1.0274665111678
1024 => 0.99215703546493
1025 => 0.98980229599304
1026 => 0.92858053106981
1027 => 0.96128470372698
1028 => 0.99006302227467
1029 => 0.97628044097806
1030 => 0.97191728748246
1031 => 0.99420769243895
1101 => 0.99593984780848
1102 => 0.95644652181765
1103 => 0.96465843488212
1104 => 0.99890347747794
1105 => 0.96379554767244
1106 => 0.89558657490813
1107 => 0.87866980659975
1108 => 0.87641279786951
1109 => 0.83053318053138
1110 => 0.87980026594879
1111 => 0.85829386288829
1112 => 0.92623233247015
1113 => 0.88742624300631
1114 => 0.88575339005027
1115 => 0.88322462745305
1116 => 0.84373414554699
1117 => 0.85238005133336
1118 => 0.88112035897591
1119 => 0.89137522452551
1120 => 0.89030555803305
1121 => 0.88097951578924
1122 => 0.88524893017139
1123 => 0.8714956588839
1124 => 0.8666390925427
1125 => 0.85131043326606
1126 => 0.8287815387796
1127 => 0.83191431973568
1128 => 0.78727868475211
1129 => 0.7629588218206
1130 => 0.7562274042918
1201 => 0.74722587144699
1202 => 0.75724415137879
1203 => 0.78715223760637
1204 => 0.75107674026146
1205 => 0.68922783046551
1206 => 0.69294505532966
1207 => 0.70129655594544
1208 => 0.68573358979865
1209 => 0.67100454844144
1210 => 0.68381025489663
1211 => 0.65760405647632
1212 => 0.70446344982294
1213 => 0.70319603455485
1214 => 0.72066231862903
1215 => 0.73158434450484
1216 => 0.70641261090896
1217 => 0.7000819879812
1218 => 0.70368819851162
1219 => 0.64408557137698
1220 => 0.71579151240834
1221 => 0.71641162836404
1222 => 0.71110181906807
1223 => 0.74928301899472
1224 => 0.82985725985485
1225 => 0.79954198935194
1226 => 0.78780300032931
1227 => 0.76548717361615
1228 => 0.79522168772876
1229 => 0.79293854097559
1230 => 0.78261328550006
1231 => 0.7763685387717
]
'min_raw' => 0.58319350352416
'max_raw' => 1.4964077510538
'avg_raw' => 1.039800627289
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$0.583193'
'max' => '$1.49'
'avg' => '$1.03'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.35862655201429
'max_diff' => 0.86979631792027
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.018305777675334
]
1 => [
'year' => 2028
'avg' => 0.031418028696103
]
2 => [
'year' => 2029
'avg' => 0.085828391849017
]
3 => [
'year' => 2030
'avg' => 0.066216476492041
]
4 => [
'year' => 2031
'avg' => 0.065032786032775
]
5 => [
'year' => 2032
'avg' => 0.11402294048644
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.018305777675334
'min' => '$0.0183057'
'max_raw' => 0.11402294048644
'max' => '$0.114022'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.11402294048644
]
1 => [
'year' => 2033
'avg' => 0.29327872777183
]
2 => [
'year' => 2034
'avg' => 0.18589415197792
]
3 => [
'year' => 2035
'avg' => 0.21926257855363
]
4 => [
'year' => 2036
'avg' => 0.4255891923217
]
5 => [
'year' => 2037
'avg' => 1.039800627289
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.11402294048644
'min' => '$0.114022'
'max_raw' => 1.039800627289
'max' => '$1.03'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 1.039800627289
]
]
]
]
'prediction_2025_max_price' => '$0.031299'
'last_price' => 0.03034886
'sma_50day_nextmonth' => '$0.028447'
'sma_200day_nextmonth' => '$0.036881'
'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' => '$0.029035'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.029063'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.028941'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.029233'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.02898'
'daily_sma50_action' => 'BUY'
'daily_sma100' => '$0.032649'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.039127'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.029359'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.029177'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.0291099'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.029169'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$0.029951'
'daily_ema50_action' => 'BUY'
'daily_ema100' => '$0.032569'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.0372058'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.034234'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '—'
'weekly_sma50_action' => '—'
'weekly_sma100' => '—'
'weekly_sma100_action' => '—'
'weekly_sma200' => '—'
'weekly_sma200_action' => '—'
'weekly_ema3' => '$0.029781'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$0.029651'
'weekly_ema5_action' => 'BUY'
'weekly_ema10' => '$0.030499'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.033847'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.031322'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.015661'
'weekly_ema100_action' => 'BUY'
'weekly_ema200' => '$0.00783'
'weekly_ema200_action' => 'BUY'
'rsi_14' => '54.14'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 56.18
'stoch_rsi_14_action' => 'NEUTRAL'
'momentum_10' => 0
'momentum_10_action' => 'BUY'
'vwma_10' => '0.028946'
'vwma_10_action' => 'BUY'
'hma_9' => '0.029060'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 100
'stochastic_fast_14_action' => 'SELL'
'cci_20' => 124.53
'cci_20_action' => 'SELL'
'adx_14' => 6.58
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '-0.000388'
'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' => 56.28
'ultimate_oscillator_action' => 'NEUTRAL'
'ichimoku_cloud' => '-0.0016012'
'ichimoku_cloud_action' => 'NEUTRAL'
'sell_signals' => 8
'buy_signals' => 22
'sell_pct' => 26.67
'buy_pct' => 73.33
'overall_action' => 'bullish'
'overall_action_label' => 'Altista'
'overall_action_dir' => 1
'last_updated' => 1767714043
'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 $0.010485 na extremidade inferior e $0.031299 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 $0.0183057 na extremidade inferior e $0.114022 na extremidade superior. Considerando a volatilidade de preços no mercado, se Districts atingir a meta de preço superior, poderia ganhar 275.71% até 2032 em comparação com o preço de hoje.
| Previsão de Preço de Districts | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2027 | $0.010094 | $0.0183057 | $0.026517 |
| 2028 | $0.018216 | $0.031418 | $0.044619 |
| 2029 | $0.040017 | $0.085828 | $0.131639 |
| 2030 | $0.034033 | $0.066216 | $0.098399 |
| 2031 | $0.040237 | $0.065032 | $0.089827 |
| 2032 | $0.061419 | $0.114022 | $0.166626 |
Previsão de preço de Districts 2032-2037
A previsão de preço de Districts para 2032-2037 é atualmente estimada entre $0.114022 na extremidade inferior e $1.03 na extremidade superior. Comparado ao preço atual, Districts poderia potencialmente ganhar 3326.16% até 2037 se atingir a meta de preço superior. Por favor, note que esta informação é apenas para fins gerais e não deve ser considerada como aconselhamento de investimento a longo prazo.
| Previsão de Preço de Districts | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2032 | $0.061419 | $0.114022 | $0.166626 |
| 2033 | $0.142726 | $0.293278 | $0.443831 |
| 2034 | $0.114745 | $0.185894 | $0.257043 |
| 2035 | $0.135664 | $0.219262 | $0.30286 |
| 2036 | $0.224566 | $0.425589 | $0.626611 |
| 2037 | $0.583193 | $1.03 | $1.49 |
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 22 indicadores técnicos mostrando sinais de alta e 8 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 $0.036881 até 4 de fev. de 2026. O SMA de 50 dias de curto prazo para Districts é esperado para alcançar $0.028447 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 54.14, 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 | $0.029035 | BUY |
| SMA 5 | $0.029063 | BUY |
| SMA 10 | $0.028941 | BUY |
| SMA 21 | $0.029233 | BUY |
| SMA 50 | $0.02898 | BUY |
| SMA 100 | $0.032649 | SELL |
| SMA 200 | $0.039127 | SELL |
Média Móvel Exponencial Diária (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 3 | $0.029359 | BUY |
| EMA 5 | $0.029177 | BUY |
| EMA 10 | $0.0291099 | BUY |
| EMA 21 | $0.029169 | BUY |
| EMA 50 | $0.029951 | BUY |
| EMA 100 | $0.032569 | SELL |
| EMA 200 | $0.0372058 | SELL |
Média Móvel Simples Semanal (SMA)
| Período | Valor | Ação |
|---|---|---|
| SMA 21 | $0.034234 | SELL |
| SMA 50 | — | — |
| SMA 100 | — | — |
| SMA 200 | — | — |
Média Móvel Exponencial Semanal (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 21 | $0.033847 | SELL |
| EMA 50 | $0.031322 | SELL |
| EMA 100 | $0.015661 | BUY |
| EMA 200 | $0.00783 | BUY |
Osciladores de Districts
Um oscilador é uma ferramenta de análise técnica que define limites altos e baixos entre dois extremos, criando um indicador de tendência que flutua dentro desses limites. Os traders usam esse indicador para identificar condições de sobrecompra ou sobrevenda de curto prazo.
| Período | Valor | Ação |
|---|---|---|
| RSI (14) | 54.14 | NEUTRAL |
| Stoch RSI (14) | 56.18 | NEUTRAL |
| Estocástico Rápido (14) | 100 | SELL |
| Índice de Canal de Commodities (20) | 124.53 | SELL |
| Índice Direcional Médio (14) | 6.58 | NEUTRAL |
| Oscilador Impressionante (5, 34) | -0.000388 | NEUTRAL |
| Momentum (10) | 0 | BUY |
| MACD (12, 26) | 0 | BUY |
| Williams Percent Range (14) | -0 | SELL |
| Oscilador Ultimate (7, 14, 28) | 56.28 | NEUTRAL |
| VWMA (10) | 0.028946 | BUY |
| Média Móvel de Hull (9) | 0.029060 | BUY |
| Nuvem Ichimoku B/L (9, 26, 52, 26) | -0.0016012 | NEUTRAL |
Previsão do preço de Districts com base nos fluxos financeiros mundiais
Definições dos fluxos financeiros mundiais, usadas na previsão do preço do Districts
M0: o total de todas as moedas físicas, mais as contas no Banco Central que podem ser trocadas por moedas físicas.
M1: o valor de M0, mais o valor em contas de demanda, incluindo contas 'correntes'.
M2: o valor de M1, mais a maioria das contas de poupança, do mercado de moedas e de certificados de depósito (CD) de menos de US$ 100.000.
Previsões de preço de Districts por empresas de Internet ou nichos tecnológicos
| Comparação | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook stock | $0.042645 | $0.059923 | $0.0842027 | $0.118318 | $0.166257 | $0.23362 |
| Amazon.com stock | $0.063324 | $0.13213 | $0.275698 | $0.575261 | $1.20 | $2.50 |
| Apple stock | $0.043047 | $0.061059 | $0.0866084 | $0.122847 | $0.174249 | $0.24716 |
| Netflix stock | $0.047885 | $0.075556 | $0.119215 | $0.1881039 | $0.296798 | $0.4683014 |
| Google stock | $0.0393016 | $0.050895 | $0.0659093 | $0.085352 | $0.11053 | $0.143137 |
| Tesla stock | $0.068798 | $0.155961 | $0.353552 | $0.801476 | $1.81 | $4.11 |
| Kodak stock | $0.022758 | $0.017066 | $0.012797 | $0.009597 | $0.007196 | $0.005396 |
| Nokia stock | $0.0201048 | $0.013318 | $0.008823 | $0.005844 | $0.003871 | $0.002565 |
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 $0.03034 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 | $0.031137 | $0.031947 | $0.032777 | $0.033629 |
| Se Districts tiver 2% da média anterior do crescimento anual do Bitcoin | $0.031926 | $0.033586 | $0.035332 | $0.037169 |
| Se Districts tiver 5% da média anterior do crescimento anual do Bitcoin | $0.034293 | $0.03875 | $0.043786 | $0.049477 |
| Se Districts tiver 10% da média anterior do crescimento anual do Bitcoin | $0.038237 | $0.048176 | $0.060699 | $0.076477 |
| Se Districts tiver 20% da média anterior do crescimento anual do Bitcoin | $0.046126 | $0.0701054 | $0.10655 | $0.161942 |
| Se Districts tiver 50% da média anterior do crescimento anual do Bitcoin | $0.069792 | $0.160498 | $0.369091 | $0.848784 |
| Se Districts tiver 100% da média anterior do crescimento anual do Bitcoin | $0.109235 | $0.393172 | $1.41 | $5.09 |
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 -1.0319% 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 $0.031299 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 $0.098399. 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 $0.030608 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 $0.026822 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 $0.010485 e $0.031299. 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 $0.098399 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 $0.098399, enquanto seu pico mais baixo está previsto para cerca de $0.034033.
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 $0.031299 se o melhor cenário ocorrer. O preço ficará entre $0.031299 e $0.010485 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 $0.026517 em 2027, assumindo as condições mais favoráveis. O preço está projetado para flutuar entre $0.026517 e $0.010094 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 $0.044619 no melhor cenário. O preço é esperado para variar entre $0.044619 e $0.018216 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 $0.131639 sob condições ótimas. A faixa de preço prevista para 2029 está entre $0.131639 e $0.040017.
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 $0.098399 no melhor cenário. O preço está previsto para variar entre $0.098399 e $0.034033 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 $0.089827 sob condições ideais. O preço provavelmente oscilará entre $0.089827 e $0.040237 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 $0.166626 se o cenário mais positivo se desenrolar em 2032. O preço é esperado para permanecer dentro de uma faixa de $0.166626 e $0.061419 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 $0.443831. Ao longo do ano, o preço de DSTRX poderia variar entre $0.443831 e $0.142726.
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 $0.257043 nas melhores circunstâncias. A faixa de preço prevista para o ano é entre $0.257043 e $0.114745.
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 $0.30286 em 2035. A faixa de preço esperada para o ano está entre $0.30286 e $0.135664.
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 $0.626611 se as condições forem ideais. A faixa de preço esperada para 2036 está entre $0.626611 e $0.224566.
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 $1.49 sob condições favoráveis. O preço é esperado para cair entre $1.49 e $0.583193 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


