Previsão de Preço Districts - Projeção DSTRX
$0.0308
0.8818%
Add to portfolio
Add to favorites
Sentiment
Altista 76.67%
Baixista 23.33%
SMA 50
$0.028989
SMA 200
$0.039129
RSI (14)
55.53
Momentum (10)
0
MACD (12, 26)
0
Hull Moving Average (9)
0.029196
Previsão de Preço Districts até $0.031766 até 2026
| Ano | Preço Mínimo | Preço Máximo |
|---|---|---|
| 2026 | $0.010641 | $0.031766 |
| 2027 | $0.010244 | $0.026912 |
| 2028 | $0.018488 | $0.045284 |
| 2029 | $0.040614 | $0.1336017 |
| 2030 | $0.03454 | $0.099866 |
| 2031 | $0.040837 | $0.091166 |
| 2032 | $0.062335 | $0.16911 |
| 2033 | $0.144853 | $0.450447 |
| 2034 | $0.116455 | $0.260875 |
| 2035 | $0.137686 | $0.307375 |
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 $3,954.47, com um retorno de 39.54% nos próximos 90 dias.
$
≈ $3,954.47
(39.54% ROI)
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' => 0.0308
'ticker' => 'DSTRX'
'marketcap' => '$3.79M'
'low24h' => '$0.03026'
'high24h' => '$0.03191'
'volume24h' => '$24.27K'
'current_supply' => '123.05M'
'max_supply' => '125M'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.0308'
'change_24h_pct' => '0.8818%'
'ath_price' => '$0.06702'
'ath_days' => 152
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '7 de ago. de 2025'
'ath_pct' => '-53.97%'
'fdv' => '$3.85M'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$1.51'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.0310648'
'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' => '$0.027222'
'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' => '$0.010641'
'current_year_max_price_prediction' => '$0.031766'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.03454'
'grand_prediction_max_price' => '$0.099866'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.031384948054527
107 => 0.031502128057826
108 => 0.031766140588619
109 => 0.029510182419201
110 => 0.030523041405818
111 => 0.031118001168402
112 => 0.028429951316224
113 => 0.031064867065564
114 => 0.029470911206525
115 => 0.028929898647554
116 => 0.029658300785224
117 => 0.02937444176378
118 => 0.029130396445903
119 => 0.028994214965297
120 => 0.029529073104391
121 => 0.029504121332909
122 => 0.028628989605859
123 => 0.027487415942855
124 => 0.027870565535037
125 => 0.027731363696151
126 => 0.027226878274632
127 => 0.027566840536933
128 => 0.02606981878472
129 => 0.023494270668457
130 => 0.025195756645233
131 => 0.025130251285988
201 => 0.025097220513425
202 => 0.026375840199353
203 => 0.026252930419326
204 => 0.026029847965042
205 => 0.027222781190415
206 => 0.026787344515938
207 => 0.028129257744894
208 => 0.029013128586991
209 => 0.028788950351209
210 => 0.029620235150319
211 => 0.027879392527787
212 => 0.028457630616509
213 => 0.028576804685191
214 => 0.027208060579588
215 => 0.02627303997939
216 => 0.026210684765372
217 => 0.024589487898403
218 => 0.025455518178894
219 => 0.026217588986958
220 => 0.025852616208979
221 => 0.025737076730722
222 => 0.026327342867679
223 => 0.026373211601809
224 => 0.025327399602713
225 => 0.025544857033884
226 => 0.026451690671156
227 => 0.02552200715292
228 => 0.023715783939928
301 => 0.023267815610117
302 => 0.023208048377225
303 => 0.02199312273796
304 => 0.023297750995959
305 => 0.022728245799479
306 => 0.024527305891439
307 => 0.023499692415464
308 => 0.02345539405238
309 => 0.023388430579421
310 => 0.022342693893759
311 => 0.022571643767886
312 => 0.023332708019533
313 => 0.023604264318523
314 => 0.023575938771743
315 => 0.023328978389502
316 => 0.02344203558785
317 => 0.023077838960233
318 => 0.022949233550923
319 => 0.022543319503439
320 => 0.021946737990255
321 => 0.02202969630871
322 => 0.020847712227048
323 => 0.020203704566715
324 => 0.020025451734219
325 => 0.019787084596907
326 => 0.020052375936649
327 => 0.020844363814653
328 => 0.019889058404179
329 => 0.018251254284805
330 => 0.018349689103062
331 => 0.018570842914125
401 => 0.018158724250287
402 => 0.017768688521463
403 => 0.018107792943077
404 => 0.017413833746908
405 => 0.018654704567553
406 => 0.018621142489354
407 => 0.019083662396354
408 => 0.019372885586065
409 => 0.018706319770901
410 => 0.018538680270973
411 => 0.018634175348922
412 => 0.017055854428332
413 => 0.018954679904678
414 => 0.018971101026248
415 => 0.018830493413815
416 => 0.01984155936031
417 => 0.021975223866791
418 => 0.021172453452997
419 => 0.020861596484911
420 => 0.020270657161346
421 => 0.021058048723492
422 => 0.020997589336741
423 => 0.020724169061311
424 => 0.020558803625609
425 => 0.020863494511272
426 => 0.02052104905301
427 => 0.020459536438934
428 => 0.02008683692402
429 => 0.019953800153942
430 => 0.019855305025724
501 => 0.019746871567486
502 => 0.019986048756424
503 => 0.019444041779912
504 => 0.018790434499838
505 => 0.018736094126629
506 => 0.018886132674714
507 => 0.018819751786243
508 => 0.018735776320473
509 => 0.018575444286962
510 => 0.018527877197572
511 => 0.018682447161821
512 => 0.018507946684172
513 => 0.018765431644475
514 => 0.018695409982566
515 => 0.018304274671171
516 => 0.017816775256335
517 => 0.017812435488978
518 => 0.017707404539711
519 => 0.01757363183431
520 => 0.017536419327972
521 => 0.018079234514528
522 => 0.019202845705606
523 => 0.01898225394306
524 => 0.019141654098653
525 => 0.019925745100035
526 => 0.020174984050935
527 => 0.019998080147134
528 => 0.019755923172654
529 => 0.019766576850563
530 => 0.020594100538264
531 => 0.020645712175605
601 => 0.020776118132619
602 => 0.020943726640102
603 => 0.020026624600718
604 => 0.019723381426982
605 => 0.019579687987975
606 => 0.019137167812193
607 => 0.019614387882962
608 => 0.019336332184326
609 => 0.019373851397807
610 => 0.019349416960807
611 => 0.019362759815658
612 => 0.018654357718869
613 => 0.018912462210421
614 => 0.018483313433027
615 => 0.017908731394306
616 => 0.017906805193838
617 => 0.018047433333805
618 => 0.017963782213373
619 => 0.017738679199158
620 => 0.017770654019871
621 => 0.017490520944937
622 => 0.017804667247141
623 => 0.017813675839018
624 => 0.017692712401005
625 => 0.018176698123386
626 => 0.01837498746874
627 => 0.018295366742552
628 => 0.018369401066338
629 => 0.018991420526706
630 => 0.019092836839358
701 => 0.019137879266252
702 => 0.019077528381192
703 => 0.018380770440217
704 => 0.018411674617742
705 => 0.018184920268302
706 => 0.01799333673781
707 => 0.018000999074306
708 => 0.018099497913095
709 => 0.018529648118966
710 => 0.019434873868481
711 => 0.019469226523964
712 => 0.019510862944547
713 => 0.019341506697249
714 => 0.019290427232543
715 => 0.019357814231218
716 => 0.019697769428228
717 => 0.020572226491871
718 => 0.020263134962556
719 => 0.020011838737927
720 => 0.020232293275902
721 => 0.020198356027761
722 => 0.019911891500206
723 => 0.019903851395018
724 => 0.019354034378391
725 => 0.019150779546072
726 => 0.018980924594826
727 => 0.018795447422241
728 => 0.018685490337081
729 => 0.018854434394488
730 => 0.018893073899304
731 => 0.018523674765147
801 => 0.018473327028139
802 => 0.018774986335125
803 => 0.018642237321113
804 => 0.018778772974041
805 => 0.018810450416702
806 => 0.01880534961884
807 => 0.018666744402084
808 => 0.018755087233977
809 => 0.018546130100285
810 => 0.01831892060174
811 => 0.018173975097321
812 => 0.018047490920484
813 => 0.018117671693096
814 => 0.017867490053235
815 => 0.017787451911481
816 => 0.018725158670309
817 => 0.019417852735101
818 => 0.019407780689062
819 => 0.019346469699119
820 => 0.019255374004544
821 => 0.01969110521077
822 => 0.019539305171241
823 => 0.019649752383316
824 => 0.019677865834244
825 => 0.019762956782973
826 => 0.019793369483329
827 => 0.019701441179873
828 => 0.01939291856538
829 => 0.018624109543511
830 => 0.018266226868471
831 => 0.0181481196247
901 => 0.018152412598693
902 => 0.018033993211274
903 => 0.018068873028053
904 => 0.018021863434433
905 => 0.017932838636959
906 => 0.018112174662718
907 => 0.018132841469056
908 => 0.018090982297738
909 => 0.018100841647907
910 => 0.01775426558768
911 => 0.017780615012815
912 => 0.017633898065338
913 => 0.017606390406385
914 => 0.017235502739269
915 => 0.016578421475945
916 => 0.016942508280248
917 => 0.016502742619002
918 => 0.016336196699551
919 => 0.017124599179027
920 => 0.017045465436969
921 => 0.016910022869175
922 => 0.016709675082704
923 => 0.016635364139844
924 => 0.016183874375012
925 => 0.016157197951101
926 => 0.016380968469801
927 => 0.016277706074895
928 => 0.016132686563919
929 => 0.015607440595555
930 => 0.015016890224151
1001 => 0.015034715227797
1002 => 0.01522255831336
1003 => 0.015768737418727
1004 => 0.015555335793266
1005 => 0.015400510465492
1006 => 0.015371516335632
1007 => 0.015734438574149
1008 => 0.016248049576211
1009 => 0.016489024366979
1010 => 0.016250225667841
1011 => 0.015975906580105
1012 => 0.015992603111904
1013 => 0.016103677657779
1014 => 0.016115350022041
1015 => 0.015936796496383
1016 => 0.015987058267972
1017 => 0.015910706040895
1018 => 0.015442132564259
1019 => 0.015433657555929
1020 => 0.015318662067994
1021 => 0.015315180050322
1022 => 0.015119544038376
1023 => 0.015092173207937
1024 => 0.014703726031962
1025 => 0.014959403139515
1026 => 0.014787908359419
1027 => 0.014529425274285
1028 => 0.01448486269298
1029 => 0.014483523087975
1030 => 0.014748927420647
1031 => 0.014956301735362
1101 => 0.014790891584542
1102 => 0.014753230899541
1103 => 0.015155348486961
1104 => 0.015104175358579
1105 => 0.015059859759431
1106 => 0.016202061344311
1107 => 0.015297919662777
1108 => 0.014903662283026
1109 => 0.014415693908138
1110 => 0.014574578871551
1111 => 0.014608058267848
1112 => 0.013434582289153
1113 => 0.012958503230743
1114 => 0.012795130838558
1115 => 0.012701107717109
1116 => 0.012743955234221
1117 => 0.012315428243148
1118 => 0.012603405468331
1119 => 0.012232337316547
1120 => 0.012170126533341
1121 => 0.012833642355254
1122 => 0.01292596670567
1123 => 0.012532082343868
1124 => 0.01278501986823
1125 => 0.012693301205802
1126 => 0.01223869821498
1127 => 0.012221335724563
1128 => 0.011993231923837
1129 => 0.011636293645298
1130 => 0.011473163274074
1201 => 0.011388203560377
1202 => 0.01142325959408
1203 => 0.011405534190708
1204 => 0.011289863943777
1205 => 0.011412164273863
1206 => 0.011099737468478
1207 => 0.01097532659718
1208 => 0.010919133092925
1209 => 0.01064183632053
1210 => 0.011083138799845
1211 => 0.011170080947652
1212 => 0.011257194398348
1213 => 0.01201545751178
1214 => 0.011977576829462
1215 => 0.012319999748973
1216 => 0.012306693823997
1217 => 0.012209029260468
1218 => 0.011796998531984
1219 => 0.011961226636616
1220 => 0.011455758057271
1221 => 0.011834489485439
1222 => 0.011661652277826
1223 => 0.011776053051686
1224 => 0.011570350145183
1225 => 0.011684194626907
1226 => 0.011190698156238
1227 => 0.01072987809561
1228 => 0.010915325540183
1229 => 0.011116928120921
1230 => 0.011554053883344
1231 => 0.011293705385455
]
'min_raw' => 0.01064183632053
'max_raw' => 0.031766140588619
'avg_raw' => 0.021203988454574
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.010641'
'max' => '$0.031766'
'avg' => '$0.0212039'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.02015944367947
'max_diff' => 0.00096486058861916
'year' => 2026
]
1 => [
'items' => [
101 => 0.011387336550162
102 => 0.011073687822059
103 => 0.010426540906651
104 => 0.010430203687912
105 => 0.010330654233839
106 => 0.010244628971061
107 => 0.011323609542275
108 => 0.011189421252086
109 => 0.010975609773799
110 => 0.011261804934016
111 => 0.011337479476906
112 => 0.011339633824756
113 => 0.011548434425885
114 => 0.011659871344136
115 => 0.011679512583974
116 => 0.012008064841285
117 => 0.012118191224227
118 => 0.012571786209894
119 => 0.011650416700189
120 => 0.011631441701461
121 => 0.011265832286834
122 => 0.011033957016021
123 => 0.011281708985004
124 => 0.011501183408007
125 => 0.011272651968939
126 => 0.011302493350319
127 => 0.010995708565075
128 => 0.011105369690234
129 => 0.01119982462417
130 => 0.011147672161455
131 => 0.011069597400563
201 => 0.011483189008174
202 => 0.011459852548794
203 => 0.011844998562231
204 => 0.012145247421762
205 => 0.012683347053943
206 => 0.012121812035994
207 => 0.01210134746804
208 => 0.012301391902407
209 => 0.012118160598466
210 => 0.012233956457627
211 => 0.012664690550836
212 => 0.012673791283483
213 => 0.012521342286004
214 => 0.012512065750653
215 => 0.012541345248228
216 => 0.012712836180054
217 => 0.01265291197909
218 => 0.012722257781541
219 => 0.012808975769366
220 => 0.013167678134677
221 => 0.013254160060572
222 => 0.013044053816384
223 => 0.013063024057775
224 => 0.012984438554903
225 => 0.012908525943802
226 => 0.01307916640741
227 => 0.013391015208599
228 => 0.013389075213392
301 => 0.013461418073794
302 => 0.013506487076503
303 => 0.013313017924348
304 => 0.013187076620352
305 => 0.013235370530157
306 => 0.01331259354364
307 => 0.013210328147671
308 => 0.012579098749805
309 => 0.012770573426028
310 => 0.012738702677271
311 => 0.012693314855426
312 => 0.012885844122997
313 => 0.012867274205462
314 => 0.012311033079472
315 => 0.012346641831638
316 => 0.012313198565631
317 => 0.012421260599948
318 => 0.012112324893983
319 => 0.012207351436424
320 => 0.012266951193025
321 => 0.012302055907529
322 => 0.012428878207848
323 => 0.012413997074683
324 => 0.012427953175716
325 => 0.012615997167243
326 => 0.013567059147478
327 => 0.013618823352662
328 => 0.013363917474467
329 => 0.01346574734501
330 => 0.013270256261312
331 => 0.013401490735475
401 => 0.013491278029703
402 => 0.01308554651219
403 => 0.013061521724899
404 => 0.012865223779958
405 => 0.012970703176685
406 => 0.012802877872255
407 => 0.012844056331683
408 => 0.012728917769251
409 => 0.012936144257769
410 => 0.013167855671673
411 => 0.013226395125386
412 => 0.013072403025486
413 => 0.012960902596585
414 => 0.012765144573958
415 => 0.013090694528338
416 => 0.013185895255954
417 => 0.013090194479444
418 => 0.013068018518424
419 => 0.013025995112361
420 => 0.013076933982677
421 => 0.013185376772346
422 => 0.013134237155362
423 => 0.013168015773344
424 => 0.013039286513957
425 => 0.013313081970687
426 => 0.01374793504844
427 => 0.013749333172191
428 => 0.013698193279545
429 => 0.013677267937299
430 => 0.013729740570582
501 => 0.013758204821597
502 => 0.013927891695797
503 => 0.014109972472437
504 => 0.014959664008949
505 => 0.014721074025592
506 => 0.015474970905161
507 => 0.016071205455642
508 => 0.016249990127154
509 => 0.016085516641832
510 => 0.015522861733227
511 => 0.015495255199123
512 => 0.016336099179354
513 => 0.016098522241845
514 => 0.016070263221092
515 => 0.015769634984647
516 => 0.015947343505917
517 => 0.015908476045489
518 => 0.015847121857741
519 => 0.016186177337042
520 => 0.016820858926602
521 => 0.016721937848863
522 => 0.016648097853147
523 => 0.016324552486421
524 => 0.016519399063664
525 => 0.016450017929548
526 => 0.016748123312066
527 => 0.016571532287305
528 => 0.01609672236288
529 => 0.016172337408339
530 => 0.016160908346334
531 => 0.016396117632519
601 => 0.01632551364306
602 => 0.016147121784239
603 => 0.016818689653927
604 => 0.016775081771927
605 => 0.016836907778454
606 => 0.01686412549856
607 => 0.017272897026487
608 => 0.017440357642248
609 => 0.017478374133837
610 => 0.017637448766941
611 => 0.017474416212051
612 => 0.018126662671853
613 => 0.018560368507985
614 => 0.01906414015495
615 => 0.01980028593222
616 => 0.020077083554202
617 => 0.020027082541311
618 => 0.020585219868121
619 => 0.021588180237703
620 => 0.020229809507738
621 => 0.021660177184773
622 => 0.021207339292613
623 => 0.020133668796506
624 => 0.0200645370743
625 => 0.020791639199835
626 => 0.022404281733284
627 => 0.022000333069095
628 => 0.022404942448588
629 => 0.021932944115317
630 => 0.021909505419756
701 => 0.022382018543061
702 => 0.023486071211012
703 => 0.022961577173264
704 => 0.022209586358937
705 => 0.022764844673963
706 => 0.022283828534756
707 => 0.021199964545184
708 => 0.022000024177164
709 => 0.021465047085645
710 => 0.021621181841897
711 => 0.022745624116433
712 => 0.022610328247056
713 => 0.02278541363009
714 => 0.022476392511816
715 => 0.022187718059191
716 => 0.02164888575612
717 => 0.021489364075292
718 => 0.021533450128884
719 => 0.021489342228433
720 => 0.021187870506989
721 => 0.021122767717447
722 => 0.021014260215991
723 => 0.021047891227898
724 => 0.020843865380171
725 => 0.021228904308723
726 => 0.021300370926813
727 => 0.021580570149431
728 => 0.021609661362248
729 => 0.022390012208852
730 => 0.021960208075806
731 => 0.022248557795757
801 => 0.022222765082751
802 => 0.02015693849181
803 => 0.0204415911691
804 => 0.020884421406031
805 => 0.020684926984536
806 => 0.020402888547046
807 => 0.02017512738683
808 => 0.019830045939327
809 => 0.020315741449985
810 => 0.020954379398541
811 => 0.021625858274537
812 => 0.022432596147007
813 => 0.022252541645336
814 => 0.021610776871166
815 => 0.021639565970126
816 => 0.021817528851802
817 => 0.021587050750398
818 => 0.021519078258827
819 => 0.021808190475249
820 => 0.02181018143219
821 => 0.021544988522316
822 => 0.021250275132781
823 => 0.021249040272918
824 => 0.021196598871844
825 => 0.021942273324069
826 => 0.022352318876602
827 => 0.022399329938378
828 => 0.02234915465758
829 => 0.022368465131773
830 => 0.022129868659491
831 => 0.022675229441542
901 => 0.023175706425742
902 => 0.023041567902845
903 => 0.022840475188108
904 => 0.022680295154882
905 => 0.023003834577612
906 => 0.022989427876416
907 => 0.023171335195892
908 => 0.023163082829133
909 => 0.023101914239474
910 => 0.023041570087368
911 => 0.023280827829472
912 => 0.023211925442108
913 => 0.023142916030305
914 => 0.023004507090122
915 => 0.023023319163822
916 => 0.022822261170577
917 => 0.022729242543114
918 => 0.021330465568967
919 => 0.020956666655118
920 => 0.021074271402794
921 => 0.021112989939334
922 => 0.020950312172991
923 => 0.021183550301438
924 => 0.02114720038618
925 => 0.02128861664246
926 => 0.021200265905116
927 => 0.021203891850195
928 => 0.021463712530359
929 => 0.021539139579167
930 => 0.021500776773372
1001 => 0.021527644767551
1002 => 0.022146806353124
1003 => 0.022058781375328
1004 => 0.022012019860277
1005 => 0.02202497311952
1006 => 0.022183182179608
1007 => 0.022227472078539
1008 => 0.022039812664575
1009 => 0.022128313929047
1010 => 0.022505141080682
1011 => 0.022637009257185
1012 => 0.023057869176267
1013 => 0.022879080402453
1014 => 0.023207254934586
1015 => 0.024215951563421
1016 => 0.025021768227032
1017 => 0.024280705921393
1018 => 0.025760485603982
1019 => 0.026912706348665
1020 => 0.02686848219736
1021 => 0.026667565859178
1022 => 0.02535579317473
1023 => 0.024148680393071
1024 => 0.025158481491645
1025 => 0.025161055682313
1026 => 0.025074312872397
1027 => 0.02453556072985
1028 => 0.025055565465649
1029 => 0.025096841553197
1030 => 0.025073737920368
1031 => 0.024660677915848
1101 => 0.024030011635197
1102 => 0.024153242316834
1103 => 0.024355096687194
1104 => 0.02397294425287
1105 => 0.02385082339467
1106 => 0.024077869304507
1107 => 0.024809458532893
1108 => 0.024671155827075
1109 => 0.024667544184501
1110 => 0.025259261809468
1111 => 0.024835719690647
1112 => 0.024154796650369
1113 => 0.023982854602427
1114 => 0.023372576166276
1115 => 0.023794097655863
1116 => 0.023809267463853
1117 => 0.023578404451851
1118 => 0.024173529911434
1119 => 0.024168045725554
1120 => 0.024733028776693
1121 => 0.025813064172527
1122 => 0.025493644560665
1123 => 0.025122194304824
1124 => 0.025162581246833
1125 => 0.025605526317197
1126 => 0.025337711616202
1127 => 0.02543401964995
1128 => 0.025605380543453
1129 => 0.025708766825155
1130 => 0.02514770555192
1201 => 0.025016895330466
1202 => 0.02474930352552
1203 => 0.024679493818447
1204 => 0.02489744176009
1205 => 0.024840020177681
1206 => 0.023807992500232
1207 => 0.02370013986579
1208 => 0.023703447552111
1209 => 0.023432246974695
1210 => 0.023018600998539
1211 => 0.024105637926358
1212 => 0.024018333647982
1213 => 0.02392195648147
1214 => 0.023933762134447
1215 => 0.024405608021714
1216 => 0.024131913578311
1217 => 0.024859575113735
1218 => 0.024709989777559
1219 => 0.024556568141948
1220 => 0.02453536059857
1221 => 0.024476306358178
1222 => 0.024273787394761
1223 => 0.024029233576932
1224 => 0.023867757963512
1225 => 0.022016745076428
1226 => 0.022360282301424
1227 => 0.022755490564379
1228 => 0.022891914873053
1229 => 0.022658551652791
1230 => 0.024283001997063
1231 => 0.024579804728554
]
'min_raw' => 0.010244628971061
'max_raw' => 0.026912706348665
'avg_raw' => 0.018578667659863
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.010244'
'max' => '$0.026912'
'avg' => '$0.018578'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.0003972073494687
'max_diff' => -0.0048534342399544
'year' => 2027
]
2 => [
'items' => [
101 => 0.023680769894903
102 => 0.023512597184878
103 => 0.024294027371934
104 => 0.023822729443184
105 => 0.024034954871642
106 => 0.023576239576418
107 => 0.024508313641936
108 => 0.024501212799208
109 => 0.024138614935874
110 => 0.024445080167001
111 => 0.024391824291354
112 => 0.023982452196689
113 => 0.024521291467521
114 => 0.024521558725077
115 => 0.024172566165175
116 => 0.023765019259505
117 => 0.023692159498599
118 => 0.023637269456089
119 => 0.024021455286005
120 => 0.024365915099791
121 => 0.025006869414416
122 => 0.025168020557811
123 => 0.025797004198924
124 => 0.025422475065299
125 => 0.02558849897927
126 => 0.025768741423403
127 => 0.025855156279317
128 => 0.025714347908882
129 => 0.026691418403525
130 => 0.026773913089939
131 => 0.026801572844717
201 => 0.026472110171349
202 => 0.026764750136999
203 => 0.026627833588288
204 => 0.026984052411521
205 => 0.027039912071434
206 => 0.026992600926752
207 => 0.027010331664494
208 => 0.026176574364363
209 => 0.026133339649931
210 => 0.025543831250856
211 => 0.025784060280905
212 => 0.025334963623706
213 => 0.025477376799912
214 => 0.025540151171021
215 => 0.025507361401968
216 => 0.025797642469827
217 => 0.025550844261642
218 => 0.02489950321286
219 => 0.024247984706645
220 => 0.024239805422514
221 => 0.024068272100085
222 => 0.023944284925863
223 => 0.0239681692543
224 => 0.024052340742991
225 => 0.023939392725925
226 => 0.023963495911976
227 => 0.02436376939911
228 => 0.024444041392335
229 => 0.024171245795064
301 => 0.023075932107808
302 => 0.022807139381568
303 => 0.023000342262798
304 => 0.022908003729429
305 => 0.018488546906035
306 => 0.019526832731962
307 => 0.018909918551051
308 => 0.019194220988471
309 => 0.018564511358914
310 => 0.018865041800048
311 => 0.018809544801185
312 => 0.020479077684165
313 => 0.020453010224564
314 => 0.020465487338016
315 => 0.019869922204034
316 => 0.020818673633822
317 => 0.021286062704134
318 => 0.021199561426377
319 => 0.021221331934392
320 => 0.020847242477556
321 => 0.020469109341677
322 => 0.020049701499715
323 => 0.020828909429704
324 => 0.020742274809412
325 => 0.020940983458209
326 => 0.021446355499741
327 => 0.021520773452578
328 => 0.021620791935864
329 => 0.021584942429406
330 => 0.022439023115692
331 => 0.022335588309177
401 => 0.022584836432654
402 => 0.022072114132162
403 => 0.021491920181108
404 => 0.021602196083234
405 => 0.021591575627076
406 => 0.021456365030599
407 => 0.021334302949773
408 => 0.021131103975976
409 => 0.021774055596859
410 => 0.021747952935219
411 => 0.022170524686151
412 => 0.02209583102453
413 => 0.021597008471591
414 => 0.021614824016656
415 => 0.021734642119072
416 => 0.022149333939594
417 => 0.022272442706297
418 => 0.022215413820524
419 => 0.022350396963085
420 => 0.022457082135259
421 => 0.022363794978156
422 => 0.02368454439753
423 => 0.023136077156278
424 => 0.023403396273454
425 => 0.023467150307765
426 => 0.02330384568948
427 => 0.023339260613686
428 => 0.023392904573869
429 => 0.023718620195534
430 => 0.024573392233357
501 => 0.024951964950279
502 => 0.026090919647587
503 => 0.024920529756125
504 => 0.024851083663521
505 => 0.025056243797643
506 => 0.025724930775561
507 => 0.02626683876459
508 => 0.026446620907973
509 => 0.026470382086101
510 => 0.026807665338778
511 => 0.027000989809252
512 => 0.026766710280473
513 => 0.026568182909921
514 => 0.02585708251073
515 => 0.025939394318199
516 => 0.026506441046965
517 => 0.027307427950232
518 => 0.027994758041718
519 => 0.027754078999552
520 => 0.029590290198358
521 => 0.029772343038469
522 => 0.029747189222439
523 => 0.030161932685308
524 => 0.02933875137255
525 => 0.02898682541296
526 => 0.026611106780816
527 => 0.027278586812145
528 => 0.028248808237409
529 => 0.028120395793631
530 => 0.027415795060512
531 => 0.027994223538879
601 => 0.0278029769948
602 => 0.027652132910658
603 => 0.028343178902676
604 => 0.027583345447848
605 => 0.028241228317454
606 => 0.027397486732257
607 => 0.027755178401143
608 => 0.027552135310284
609 => 0.027683529074095
610 => 0.026915403815671
611 => 0.02732986555993
612 => 0.026898160844486
613 => 0.026897956160241
614 => 0.026888426254721
615 => 0.027396324937969
616 => 0.027412887495795
617 => 0.027037549601483
618 => 0.026983457547032
619 => 0.027183464223129
620 => 0.026949308787251
621 => 0.027058868641942
622 => 0.02695262724364
623 => 0.026928710067096
624 => 0.026738133935221
625 => 0.026656028497609
626 => 0.026688224155293
627 => 0.026578323777619
628 => 0.026512104824799
629 => 0.026875253638298
630 => 0.026681237876627
701 => 0.026845517940244
702 => 0.026658300073956
703 => 0.026009321382457
704 => 0.025636086874151
705 => 0.024410226286268
706 => 0.024757878828316
707 => 0.024988372823367
708 => 0.024912194559378
709 => 0.025075854947501
710 => 0.025085902366138
711 => 0.025032694705638
712 => 0.024971087051104
713 => 0.024941099851993
714 => 0.025164599866111
715 => 0.025294349146971
716 => 0.025011505979382
717 => 0.024945239782612
718 => 0.025231209841244
719 => 0.025405651411811
720 => 0.026693629958618
721 => 0.026598212347755
722 => 0.026837691826262
723 => 0.026810730112094
724 => 0.027061742757642
725 => 0.027472042347254
726 => 0.026637788560003
727 => 0.026782586171145
728 => 0.026747085140758
729 => 0.027134676081649
730 => 0.02713588609826
731 => 0.026903505967592
801 => 0.027029483006364
802 => 0.026959166079321
803 => 0.027086238270391
804 => 0.026596937987389
805 => 0.027192852915383
806 => 0.027530698279647
807 => 0.027535389262857
808 => 0.027695525284212
809 => 0.02785823275636
810 => 0.028170535580316
811 => 0.027849522800103
812 => 0.027272052058464
813 => 0.027313743580792
814 => 0.026975172696257
815 => 0.026980864133994
816 => 0.026950482793309
817 => 0.027041659483706
818 => 0.026616946143621
819 => 0.026716625515634
820 => 0.026577073811094
821 => 0.026782282812993
822 => 0.026561511849213
823 => 0.026747068021086
824 => 0.026827147913582
825 => 0.027122644440889
826 => 0.026517866771869
827 => 0.025284684164886
828 => 0.025543914099768
829 => 0.025160492664006
830 => 0.025195979777674
831 => 0.025267669395016
901 => 0.025035299889828
902 => 0.025079628668613
903 => 0.025078044932698
904 => 0.025064397152186
905 => 0.02500394886935
906 => 0.02491628689991
907 => 0.025265505205227
908 => 0.025324844200266
909 => 0.02545674743569
910 => 0.025849201993494
911 => 0.025809986528454
912 => 0.025873948578969
913 => 0.025734319781826
914 => 0.025202456757108
915 => 0.025231339478221
916 => 0.024871171483135
917 => 0.025447537130288
918 => 0.025311046137387
919 => 0.025223049506338
920 => 0.025199038810273
921 => 0.025592466187017
922 => 0.025710185824357
923 => 0.025636830846237
924 => 0.025486377646008
925 => 0.025775292267944
926 => 0.025852593632445
927 => 0.025869898557192
928 => 0.02638179987338
929 => 0.025898508154253
930 => 0.026014841274554
1001 => 0.026922439070384
1002 => 0.0260993731095
1003 => 0.026535369505542
1004 => 0.026514029750771
1005 => 0.026737070753672
1006 => 0.026495733878454
1007 => 0.026498725538262
1008 => 0.026696770838732
1009 => 0.02641865193188
1010 => 0.026349785779349
1011 => 0.026254647682855
1012 => 0.026462378235991
1013 => 0.026586903307751
1014 => 0.027590483932552
1015 => 0.028238842785009
1016 => 0.028210695817299
1017 => 0.028467906413253
1018 => 0.028352030683997
1019 => 0.027977837387756
1020 => 0.028616539716428
1021 => 0.028414427575196
1022 => 0.028431089454553
1023 => 0.028430469298571
1024 => 0.028564856203541
1025 => 0.028469630764991
1026 => 0.028281931650918
1027 => 0.02840653508239
1028 => 0.028776562727321
1029 => 0.029925139891021
1030 => 0.030567898888451
1031 => 0.029886444992304
1101 => 0.030356502764835
1102 => 0.030074635600026
1103 => 0.030023411951358
1104 => 0.030318642969504
1105 => 0.030614390750465
1106 => 0.030595552895371
1107 => 0.03038085519321
1108 => 0.030259577909011
1109 => 0.031177930135832
1110 => 0.031854556412832
1111 => 0.0318084150369
1112 => 0.032012068064282
1113 => 0.032609999651424
1114 => 0.032664667022229
1115 => 0.032657780190023
1116 => 0.032522281407531
1117 => 0.033111022706301
1118 => 0.033602161055652
1119 => 0.03249091735432
1120 => 0.032914064408539
1121 => 0.033104028754125
1122 => 0.033382952773326
1123 => 0.033853544346812
1124 => 0.034364731613867
1125 => 0.034437019098312
1126 => 0.034385727668824
1127 => 0.034048585924749
1128 => 0.034607933132094
1129 => 0.034935585607851
1130 => 0.03513069515897
1201 => 0.035625460517475
1202 => 0.033105201909251
1203 => 0.03132123760137
1204 => 0.031042645813938
1205 => 0.031609173168763
1206 => 0.031758561914259
1207 => 0.031698343498267
1208 => 0.029690329478808
1209 => 0.031032074035694
1210 => 0.032475678361816
1211 => 0.032531133083246
1212 => 0.033253831593245
1213 => 0.033489171852514
1214 => 0.034071038879323
1215 => 0.034034642938371
1216 => 0.034176318299872
1217 => 0.034143749587738
1218 => 0.035221535728343
1219 => 0.036410493894221
1220 => 0.036369324053593
1221 => 0.036198397250133
1222 => 0.036452252700621
1223 => 0.037679384944308
1224 => 0.037566410271703
1225 => 0.037676155542979
1226 => 0.039123013616428
1227 => 0.041004134925073
1228 => 0.040130165215716
1229 => 0.042026428007012
1230 => 0.043220024917561
1231 => 0.045284227354132
]
'min_raw' => 0.018488546906035
'max_raw' => 0.045284227354132
'avg_raw' => 0.031886387130083
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.018488'
'max' => '$0.045284'
'avg' => '$0.031886'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.0082439179349737
'max_diff' => 0.018371521005467
'year' => 2028
]
3 => [
'items' => [
101 => 0.045025779042662
102 => 0.045829357903402
103 => 0.04456310262534
104 => 0.041655524554497
105 => 0.041195389195025
106 => 0.042116591837172
107 => 0.044381278643252
108 => 0.042045268790312
109 => 0.042517840541136
110 => 0.042381739845107
111 => 0.042374487617407
112 => 0.042651275651799
113 => 0.04224978017162
114 => 0.040614015357712
115 => 0.041363676732303
116 => 0.041074196473877
117 => 0.041395396402784
118 => 0.043128779946164
119 => 0.042362409762933
120 => 0.041555101029757
121 => 0.042567645337309
122 => 0.043856962188796
123 => 0.043776279057355
124 => 0.043619720059427
125 => 0.044502234933585
126 => 0.045959890953097
127 => 0.046353889517835
128 => 0.046644731203379
129 => 0.046684833358004
130 => 0.047097910474001
131 => 0.044876690712449
201 => 0.048401823519002
202 => 0.049010516574865
203 => 0.048896107508105
204 => 0.049572644221978
205 => 0.049373589958677
206 => 0.04908519156181
207 => 0.050157646156784
208 => 0.04892816350627
209 => 0.047183067671426
210 => 0.046225673582349
211 => 0.047486447349624
212 => 0.048256357894358
213 => 0.048765219788919
214 => 0.048919201090751
215 => 0.045049117679537
216 => 0.042963357365558
217 => 0.044300305813528
218 => 0.045931475191304
219 => 0.044867629484196
220 => 0.044909330221788
221 => 0.043392565817186
222 => 0.046065675185313
223 => 0.045676225634765
224 => 0.04769669059193
225 => 0.047214490414658
226 => 0.048862101153228
227 => 0.048428230028314
228 => 0.050229204810425
301 => 0.050947662410455
302 => 0.052154064539902
303 => 0.053041498857263
304 => 0.053562617262331
305 => 0.053531331267957
306 => 0.055596262008994
307 => 0.05437864449419
308 => 0.052849029925181
309 => 0.052821364023499
310 => 0.053613573083595
311 => 0.055273825941614
312 => 0.055704305352002
313 => 0.055944884615327
314 => 0.05557642909892
315 => 0.054254792554033
316 => 0.0536841165948
317 => 0.054170349046141
318 => 0.053575728540582
319 => 0.054602210354223
320 => 0.056011789129037
321 => 0.055720716686117
322 => 0.05669372822278
323 => 0.057700692799428
324 => 0.059140697369644
325 => 0.059517167887513
326 => 0.060139459337659
327 => 0.060780001651952
328 => 0.060985726580204
329 => 0.061378519300932
330 => 0.061376449089406
331 => 0.062560156391321
401 => 0.063865822201696
402 => 0.064358680818879
403 => 0.06549198203271
404 => 0.063551243419636
405 => 0.065023315951251
406 => 0.066351162223134
407 => 0.064768049157119
408 => 0.066950001700584
409 => 0.067034721973436
410 => 0.068313897508959
411 => 0.067017208043326
412 => 0.066247237977812
413 => 0.068470112706548
414 => 0.069545691767886
415 => 0.069221718601258
416 => 0.066756266806694
417 => 0.065321268114056
418 => 0.061565599744846
419 => 0.066014351160975
420 => 0.068181208203913
421 => 0.066750655170427
422 => 0.067472142910217
423 => 0.071408346075325
424 => 0.072906997390317
425 => 0.072595288393162
426 => 0.072647962082515
427 => 0.073456607129639
428 => 0.077042584597549
429 => 0.07489378377647
430 => 0.076536461490154
501 => 0.077407731826377
502 => 0.078217016271084
503 => 0.076229669451859
504 => 0.07364416043997
505 => 0.072825221203619
506 => 0.066608414864365
507 => 0.066284803096186
508 => 0.066103150004266
509 => 0.064957852955055
510 => 0.064057963197638
511 => 0.063342337451776
512 => 0.061464321790696
513 => 0.062098096946583
514 => 0.059104931955153
515 => 0.061019852845416
516 => 0.056242689246597
517 => 0.060221253045876
518 => 0.058055901653027
519 => 0.059509876876386
520 => 0.059504804093805
521 => 0.056827574724336
522 => 0.055283404696378
523 => 0.05626740993819
524 => 0.057322341667845
525 => 0.057493500791765
526 => 0.058861247315798
527 => 0.059242955971043
528 => 0.058086360925379
529 => 0.056143693149272
530 => 0.056594930566127
531 => 0.055274260384528
601 => 0.05295983669012
602 => 0.054622096193405
603 => 0.055189664672217
604 => 0.055440335246124
605 => 0.053164365356031
606 => 0.052449206202854
607 => 0.052068461470468
608 => 0.055849894016867
609 => 0.05605704942786
610 => 0.054997213056396
611 => 0.059787773953222
612 => 0.058703522481259
613 => 0.059914897023502
614 => 0.056553985500195
615 => 0.056682376846452
616 => 0.055091267470322
617 => 0.055982182402988
618 => 0.055352512444109
619 => 0.055910205280622
620 => 0.056244484067374
621 => 0.057835332358112
622 => 0.060239417977941
623 => 0.057597712673591
624 => 0.056446683842569
625 => 0.057160775655703
626 => 0.059062496255999
627 => 0.061943700312733
628 => 0.060237969521511
629 => 0.060994943881468
630 => 0.061160309103673
701 => 0.059902566367812
702 => 0.061990075081429
703 => 0.063108787959947
704 => 0.064256355888295
705 => 0.065252756966355
706 => 0.063797992022153
707 => 0.065354799044813
708 => 0.064100287397983
709 => 0.062974860761746
710 => 0.062976567569397
711 => 0.062270571000627
712 => 0.06090261368734
713 => 0.06065034137054
714 => 0.061962693821018
715 => 0.063015076206061
716 => 0.063101755459865
717 => 0.063684408421585
718 => 0.064029216442528
719 => 0.067408803791541
720 => 0.068768101780727
721 => 0.070430225631709
722 => 0.071077716543834
723 => 0.073026432050991
724 => 0.071452686012027
725 => 0.07111219615717
726 => 0.066385249756791
727 => 0.067159286965045
728 => 0.06839859521894
729 => 0.066405685493433
730 => 0.067669728009681
731 => 0.06791927677847
801 => 0.066337967183556
802 => 0.067182612962554
803 => 0.064939484193556
804 => 0.060288312055342
805 => 0.061995253165627
806 => 0.063252136372962
807 => 0.061458409063513
808 => 0.064673595838867
809 => 0.062795350099632
810 => 0.06220003637199
811 => 0.059877505275791
812 => 0.060973650550777
813 => 0.062456202730484
814 => 0.061540157848615
815 => 0.063441088523324
816 => 0.066133313318405
817 => 0.068051953032138
818 => 0.068199242365514
819 => 0.066965685568461
820 => 0.068942468208193
821 => 0.06895686691162
822 => 0.066727048018609
823 => 0.065361296362323
824 => 0.065050994712449
825 => 0.065826189072057
826 => 0.066767418133394
827 => 0.068251474027797
828 => 0.069148257923398
829 => 0.0714865947057
830 => 0.072119281593621
831 => 0.072814412664768
901 => 0.073743322146303
902 => 0.074858716146389
903 => 0.072418297573617
904 => 0.072515259953023
905 => 0.070242775967953
906 => 0.067814300922738
907 => 0.069657210768368
908 => 0.072066570239508
909 => 0.071513860514723
910 => 0.071451669379849
911 => 0.071556257618324
912 => 0.071139532535648
913 => 0.069254700431258
914 => 0.068308149548106
915 => 0.069529441678256
916 => 0.070178504091972
917 => 0.071185143291454
918 => 0.071061053762542
919 => 0.073654048235251
920 => 0.074661607479263
921 => 0.074403830708753
922 => 0.074451267838272
923 => 0.076275405722253
924 => 0.078304222211808
925 => 0.080204476580192
926 => 0.082137496941536
927 => 0.079807165448867
928 => 0.078623966831755
929 => 0.079844725783966
930 => 0.079196973900497
1001 => 0.082919148358603
1002 => 0.083176863642195
1003 => 0.086898768944723
1004 => 0.090431300273061
1005 => 0.088212580637604
1006 => 0.090304733320512
1007 => 0.092567567022789
1008 => 0.096932940366016
1009 => 0.095462836199703
1010 => 0.094336759447777
1011 => 0.093272622358369
1012 => 0.09548692271442
1013 => 0.098335584748168
1014 => 0.098949159266092
1015 => 0.099943384388633
1016 => 0.098898078240345
1017 => 0.10015703435926
1018 => 0.1046017026724
1019 => 0.10340071406002
1020 => 0.10169511716188
1021 => 0.10520375592462
1022 => 0.10647351865336
1023 => 0.11538537846361
1024 => 0.12663696960461
1025 => 0.1219787369903
1026 => 0.11908722168638
1027 => 0.11976679637046
1028 => 0.12387549656476
1029 => 0.12519508066354
1030 => 0.12160799619513
1031 => 0.12287501507131
1101 => 0.12985641364962
1102 => 0.1336017099968
1103 => 0.12851509449692
1104 => 0.11448132407086
1105 => 0.10154154682254
1106 => 0.10497375843456
1107 => 0.10458465215168
1108 => 0.11208529397687
1109 => 0.1033720708788
1110 => 0.10351877920947
1111 => 0.11117452636428
1112 => 0.10913210427611
1113 => 0.10582364206693
1114 => 0.10156570225803
1115 => 0.093694506709526
1116 => 0.086722769307687
1117 => 0.10039595184793
1118 => 0.099806339353725
1119 => 0.098952493086441
1120 => 0.10085263555847
1121 => 0.11007918803776
1122 => 0.10986648613968
1123 => 0.10851338518553
1124 => 0.10953970033357
1125 => 0.10564372405932
1126 => 0.10664780585492
1127 => 0.10153949709572
1128 => 0.1038486659967
1129 => 0.10581654359294
1130 => 0.10621162415531
1201 => 0.10710176083564
1202 => 0.099495640361478
1203 => 0.10291056515041
1204 => 0.10491651352873
1205 => 0.095853565778464
1206 => 0.10473736819131
1207 => 0.099363234726113
1208 => 0.097539173111251
1209 => 0.099995031773819
1210 => 0.099037981264615
1211 => 0.098215165436694
1212 => 0.097756020066943
1213 => 0.099559331625503
1214 => 0.099475204985873
1215 => 0.096524637268377
1216 => 0.092675741961431
1217 => 0.093967557562124
1218 => 0.093498228843556
1219 => 0.091797321022858
1220 => 0.092943527525615
1221 => 0.087896214169308
1222 => 0.0792125738763
1223 => 0.084949252640957
1224 => 0.084728396748823
1225 => 0.084617031192992
1226 => 0.088927986734476
1227 => 0.088513587829828
1228 => 0.087761449760087
1229 => 0.091783507417373
1230 => 0.090315402268154
1231 => 0.094839756408971
]
'min_raw' => 0.040614015357712
'max_raw' => 0.1336017099968
'avg_raw' => 0.087107862677257
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.040614'
'max' => '$0.1336017'
'avg' => '$0.0871078'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.022125468451677
'max_diff' => 0.08831748264267
'year' => 2029
]
4 => [
'items' => [
101 => 0.097819788662991
102 => 0.097063956089427
103 => 0.099866690828079
104 => 0.093997318384463
105 => 0.095946888471882
106 => 0.096348692164912
107 => 0.09173387585021
108 => 0.088581388615587
109 => 0.088371153658023
110 => 0.082905175232686
111 => 0.085825056787665
112 => 0.088394431723137
113 => 0.087163900520595
114 => 0.086774351102945
115 => 0.088764474594762
116 => 0.088919124234331
117 => 0.085393096063119
118 => 0.086126268974704
119 => 0.089183721895869
120 => 0.086049229005707
121 => 0.079959421336627
122 => 0.078449064836517
123 => 0.078247555438009
124 => 0.074151348821827
125 => 0.078549994079905
126 => 0.07662986754839
127 => 0.082695524254799
128 => 0.079230853674868
129 => 0.079081498650916
130 => 0.078855726626595
131 => 0.075329952379882
201 => 0.076101872865269
202 => 0.078667854125507
203 => 0.079583425147007
204 => 0.079487923588413
205 => 0.078655279417466
206 => 0.079036459655097
207 => 0.077808545297687
208 => 0.077374943181258
209 => 0.076006375630151
210 => 0.073994959406459
211 => 0.074274659169096
212 => 0.070289517314277
213 => 0.068118200524286
214 => 0.067517208654311
215 => 0.066713537208603
216 => 0.067607985482592
217 => 0.070278227908109
218 => 0.067057349019403
219 => 0.061535378083101
220 => 0.061867257945354
221 => 0.062612893459819
222 => 0.061223406611485
223 => 0.059908373920329
224 => 0.061051688153315
225 => 0.058711956272747
226 => 0.062895638879385
227 => 0.06278248198951
228 => 0.064341900148068
301 => 0.065317036325096
302 => 0.063069663141133
303 => 0.062504454862909
304 => 0.062826423185469
305 => 0.057505004006851
306 => 0.063907026672113
307 => 0.063962391629972
308 => 0.063488323247743
309 => 0.066897202676721
310 => 0.07409100152802
311 => 0.071384405030273
312 => 0.070336329059033
313 => 0.068343935871567
314 => 0.070998681497264
315 => 0.070794838453694
316 => 0.06987298290549
317 => 0.069315441793571
318 => 0.070342728387424
319 => 0.069188149616116
320 => 0.068980755543086
321 => 0.067724173107501
322 => 0.067275630348856
323 => 0.066943547147356
324 => 0.066577956172327
325 => 0.067384358763647
326 => 0.065556944400619
327 => 0.063353261822447
328 => 0.063170049460248
329 => 0.063675914900475
330 => 0.063452107100427
331 => 0.063168977954606
401 => 0.062628407309599
402 => 0.06246803154669
403 => 0.062989174972886
404 => 0.06240083442926
405 => 0.063268962949948
406 => 0.063032880028063
407 => 0.061714140017502
408 => 0.060070501704258
409 => 0.060055869875622
410 => 0.05970175069714
411 => 0.059250726681169
412 => 0.059125262117958
413 => 0.060955401417575
414 => 0.064743734996324
415 => 0.063999994467676
416 => 0.064537423221219
417 => 0.067181040775865
418 => 0.068021367300133
419 => 0.067424923437432
420 => 0.066608474291111
421 => 0.06664439391
422 => 0.069434447798941
423 => 0.069608460037645
424 => 0.070048132826373
425 => 0.070613236611403
426 => 0.0675211630556
427 => 0.066498757523587
428 => 0.06601428506162
429 => 0.064522297393199
430 => 0.066131278180235
501 => 0.065193793979056
502 => 0.065320292626816
503 => 0.065237910216513
504 => 0.065282896583212
505 => 0.062894469454833
506 => 0.06376468676838
507 => 0.062317781703184
508 => 0.060380538243602
509 => 0.06037404392424
510 => 0.060848181516482
511 => 0.060566145923611
512 => 0.059807195394992
513 => 0.059915000735437
514 => 0.058970512515031
515 => 0.060029678705905
516 => 0.060060051802381
517 => 0.059652215125722
518 => 0.061284006779533
519 => 0.061952553151515
520 => 0.06168410631423
521 => 0.061933718205786
522 => 0.064030900244428
523 => 0.064372832423195
524 => 0.064524696110231
525 => 0.064321218887685
526 => 0.061972050843601
527 => 0.06207624643579
528 => 0.061311728315169
529 => 0.060665791066179
530 => 0.060691625168644
531 => 0.06102372088059
601 => 0.062474002331812
602 => 0.065526034147147
603 => 0.065641856523533
604 => 0.06578223662249
605 => 0.065211240210648
606 => 0.065039022229137
607 => 0.065266222199983
608 => 0.066412404881614
609 => 0.069360697924331
610 => 0.068318574253163
611 => 0.067471311486883
612 => 0.068214589353312
613 => 0.06810016755178
614 => 0.067134332396816
615 => 0.06710722462083
616 => 0.065253478162275
617 => 0.064568190304312
618 => 0.063995512477291
619 => 0.063370163240318
620 => 0.062999435250744
621 => 0.063569041935587
622 => 0.063699317723799
623 => 0.062453862752367
624 => 0.062284111841875
625 => 0.06330117725656
626 => 0.062853604687577
627 => 0.063313944174041
628 => 0.06342074688362
629 => 0.063403549187503
630 => 0.062936232022103
701 => 0.06323408604773
702 => 0.062529572482563
703 => 0.06176351979496
704 => 0.061274825907038
705 => 0.060848375673989
706 => 0.061084995048718
707 => 0.0602414901828
708 => 0.059971635999794
709 => 0.063133179805775
710 => 0.065468646207578
711 => 0.065434687601149
712 => 0.065227973317961
713 => 0.064920837823604
714 => 0.066389936007173
715 => 0.065878131575563
716 => 0.06625051206225
717 => 0.066345298524872
718 => 0.066632188599372
719 => 0.066734727141971
720 => 0.066424784448641
721 => 0.065384578913514
722 => 0.062792485619751
723 => 0.061585859194283
724 => 0.061187652375926
725 => 0.061202126437471
726 => 0.060802867205007
727 => 0.060920466942511
728 => 0.060761970815516
729 => 0.060461817495318
730 => 0.061066461427005
731 => 0.061136141007484
801 => 0.060995009888872
802 => 0.061028251376326
803 => 0.059859745992102
804 => 0.059948584918604
805 => 0.059453918486734
806 => 0.059361174494051
807 => 0.058110700829818
808 => 0.055895305474573
809 => 0.057122849555009
810 => 0.055640148924661
811 => 0.055078627729367
812 => 0.057736781733425
813 => 0.057469976797133
814 => 0.057013322723519
815 => 0.056337836173596
816 => 0.056087291641519
817 => 0.054565062377378
818 => 0.054475120951676
819 => 0.055229578878631
820 => 0.054881422504653
821 => 0.054392479098459
822 => 0.05262157564462
823 => 0.050630493836521
824 => 0.050690592080813
825 => 0.051323918158576
826 => 0.053165399145327
827 => 0.052445900665859
828 => 0.051923896263711
829 => 0.051826140530583
830 => 0.053049758196165
831 => 0.054781433548789
901 => 0.055593896880189
902 => 0.05478877039365
903 => 0.053863884437003
904 => 0.053920177959676
905 => 0.054294673546072
906 => 0.054334027737119
907 => 0.053732022059155
908 => 0.053901483131233
909 => 0.053644056266901
910 => 0.052064228075665
911 => 0.052035653993375
912 => 0.051647938677075
913 => 0.051636198811385
914 => 0.05097659833824
915 => 0.050884315672444
916 => 0.049574638898128
917 => 0.050436672117049
918 => 0.049858465492572
919 => 0.048986971724331
920 => 0.0488367258702
921 => 0.048832209298398
922 => 0.049727038535941
923 => 0.050426215516414
924 => 0.049868523644357
925 => 0.049741548015492
926 => 0.051097315536432
927 => 0.050924781761297
928 => 0.050775368624754
929 => 0.054626381014143
930 => 0.051578004209697
1001 => 0.050248737927694
1002 => 0.048603518482894
1003 => 0.049139210230038
1004 => 0.04925208835211
1005 => 0.045295632160461
1006 => 0.043690498376255
1007 => 0.043139676949706
1008 => 0.042822671431255
1009 => 0.042967134826718
1010 => 0.041522326157517
1011 => 0.042493261478149
1012 => 0.041242179297258
1013 => 0.041032431298258
1014 => 0.043269521217034
1015 => 0.043580799210342
1016 => 0.042252790584398
1017 => 0.043105587107321
1018 => 0.042796351233351
1019 => 0.041263625510426
1020 => 0.041205086661778
1021 => 0.040436018771928
1022 => 0.039232576445202
1023 => 0.03868257100922
1024 => 0.038396123402794
1025 => 0.038514317267958
1026 => 0.038454554832939
1027 => 0.038064564519572
1028 => 0.038476908621195
1029 => 0.037423539833896
1030 => 0.037004079895225
1031 => 0.036814619572324
1101 => 0.035879694143951
1102 => 0.037367576263717
1103 => 0.037660707785156
1104 => 0.037954416866245
1105 => 0.040510953893419
1106 => 0.04038323652824
1107 => 0.041537739308578
1108 => 0.041492877453529
1109 => 0.041163594558871
1110 => 0.039774404190718
1111 => 0.040328110711527
1112 => 0.038623888105577
1113 => 0.039900807557827
1114 => 0.039318074845251
1115 => 0.039703785041529
1116 => 0.039010243330535
1117 => 0.039394077949035
1118 => 0.037730220143352
1119 => 0.036176533135516
1120 => 0.03680178214242
1121 => 0.037481499318822
1122 => 0.038955299345977
1123 => 0.03807751620839
1124 => 0.038393200217322
1125 => 0.037335711632266
1126 => 0.035153810624614
1127 => 0.035166159947364
1128 => 0.034830522012634
1129 => 0.034540481833086
1130 => 0.038178340160951
1201 => 0.037725914971851
1202 => 0.037005034644966
1203 => 0.037969961609148
1204 => 0.038225103613927
1205 => 0.038232367148116
1206 => 0.038936352952813
1207 => 0.039312070302977
1208 => 0.039378292114395
1209 => 0.040486028988706
1210 => 0.040857327777573
1211 => 0.042386654940742
1212 => 0.039280193310806
1213 => 0.039216217777802
1214 => 0.037983540110352
1215 => 0.037201756445792
1216 => 0.038037069506709
1217 => 0.038777042847078
1218 => 0.038006533144705
1219 => 0.038107145445487
1220 => 0.037072799123006
1221 => 0.037442529262775
1222 => 0.037760990667173
1223 => 0.03758515499796
1224 => 0.037321920490607
1225 => 0.038716373471713
1226 => 0.038637692969613
1227 => 0.039936239643954
1228 => 0.040948549636566
1229 => 0.042762790115383
1230 => 0.040869535597242
1231 => 0.040800537877596
]
'min_raw' => 0.034540481833086
'max_raw' => 0.099866690828079
'avg_raw' => 0.067203586330583
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.03454'
'max' => '$0.099866'
'avg' => '$0.0672035'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.0060735335246255
'max_diff' => -0.033735019168723
'year' => 2030
]
5 => [
'items' => [
101 => 0.04147500165472
102 => 0.040857224520683
103 => 0.041247638344452
104 => 0.0426998884126
105 => 0.042730572168114
106 => 0.042216579729464
107 => 0.04218530324286
108 => 0.042284021113164
109 => 0.042862214762931
110 => 0.042660176135606
111 => 0.042893980350138
112 => 0.043186356100548
113 => 0.044395746168993
114 => 0.044687326020124
115 => 0.043978938148695
116 => 0.044042897642002
117 => 0.043777941132406
118 => 0.043521996464031
119 => 0.04409732270082
120 => 0.045148742706618
121 => 0.045142201877331
122 => 0.045386110881992
123 => 0.045538064171244
124 => 0.044885769417167
125 => 0.044461149517806
126 => 0.044623975806487
127 => 0.044884338587984
128 => 0.04453954366553
129 => 0.042411309679597
130 => 0.043056879918816
131 => 0.042949425464238
201 => 0.042796397254011
202 => 0.043445523121592
203 => 0.043382913348111
204 => 0.041507507556322
205 => 0.041627564950373
206 => 0.041514808644097
207 => 0.041879147337445
208 => 0.040837549035584
209 => 0.041157937657965
210 => 0.041358882398466
211 => 0.041477240394351
212 => 0.041904830634325
213 => 0.041854657854892
214 => 0.04190171182391
215 => 0.042535715270153
216 => 0.045742287137544
217 => 0.045916813769384
218 => 0.045057380804087
219 => 0.045400707322158
220 => 0.044741595484718
221 => 0.045184061676857
222 => 0.045486785808095
223 => 0.044118833669531
224 => 0.044037832421821
225 => 0.043376000195369
226 => 0.043731631345771
227 => 0.043165796614697
228 => 0.043304632665644
301 => 0.042916434963687
302 => 0.043615113537818
303 => 0.04439634474737
304 => 0.044593714602659
305 => 0.044074519486461
306 => 0.043698588005708
307 => 0.043038576165033
308 => 0.044136190565398
309 => 0.044457166465257
310 => 0.044134504615639
311 => 0.044059736814782
312 => 0.043918051967261
313 => 0.044089795924971
314 => 0.044455418361573
315 => 0.044282997572458
316 => 0.044396884541332
317 => 0.043962864855717
318 => 0.044885985353872
319 => 0.046352122865989
320 => 0.046356836737828
321 => 0.046184415019301
322 => 0.046113863766957
323 => 0.046290778913591
324 => 0.046386748123201
325 => 0.046958859266725
326 => 0.047572757317641
327 => 0.050437551656558
328 => 0.04963312886985
329 => 0.052174944834716
330 => 0.054185191249429
331 => 0.05478797625178
401 => 0.054233442412843
402 => 0.052336412105171
403 => 0.052243334748015
404 => 0.055078298933216
405 => 0.054277291701311
406 => 0.05418201443986
407 => 0.053168425351493
408 => 0.053767582038168
409 => 0.053636537681694
410 => 0.05342967775409
411 => 0.054572826974651
412 => 0.056712700265905
413 => 0.056379180945859
414 => 0.05613022424496
415 => 0.055039368451827
416 => 0.055696307290755
417 => 0.055462383953048
418 => 0.056467467063258
419 => 0.055872078094086
420 => 0.054271223283717
421 => 0.054526164688755
422 => 0.054487630808254
423 => 0.055280655338415
424 => 0.05504260905854
425 => 0.054441148451602
426 => 0.05670538641163
427 => 0.056558359392859
428 => 0.05676681009042
429 => 0.056858576534039
430 => 0.058236778279959
501 => 0.058801383437726
502 => 0.058929558693343
503 => 0.059465889925092
504 => 0.058916214283711
505 => 0.061115308761325
506 => 0.062577578268218
507 => 0.064276079548174
508 => 0.066758046432296
509 => 0.067691288940204
510 => 0.06752270703428
511 => 0.069404505999525
512 => 0.072786056910029
513 => 0.068206215155533
514 => 0.073028799643741
515 => 0.07150202507419
516 => 0.067882070035286
517 => 0.067648987607247
518 => 0.070100463188135
519 => 0.075537600080765
520 => 0.074175658956657
521 => 0.075539827728541
522 => 0.073948452394048
523 => 0.073869427195526
524 => 0.075462538180561
525 => 0.079184928833057
526 => 0.077416560565783
527 => 0.074881171032958
528 => 0.076753263208966
529 => 0.075131483712156
530 => 0.071477160598345
531 => 0.074174617505947
601 => 0.072370904890983
602 => 0.072897324122666
603 => 0.076688459757317
604 => 0.076232300287655
605 => 0.076822612880627
606 => 0.075780726605202
607 => 0.074807440533569
608 => 0.072990729803694
609 => 0.072452891319335
610 => 0.07260153052701
611 => 0.072452817661125
612 => 0.071436384704194
613 => 0.07121688610392
614 => 0.070851045487009
615 => 0.070964434791696
616 => 0.070276547401456
617 => 0.071574733031626
618 => 0.071815687724158
619 => 0.072760398966098
620 => 0.072858482021196
621 => 0.075489489382876
622 => 0.074040374740345
623 => 0.075012565953094
624 => 0.074925604020407
625 => 0.067960525437642
626 => 0.068920251812939
627 => 0.070413284874172
628 => 0.069740675503845
629 => 0.068789763220556
630 => 0.068021850567109
701 => 0.066858384374036
702 => 0.068495940698397
703 => 0.07064915313023
704 => 0.072913091041808
705 => 0.075633064103482
706 => 0.075025997780093
707 => 0.072862243037394
708 => 0.072959307494528
709 => 0.073559321775072
710 => 0.072782248764722
711 => 0.072553074763702
712 => 0.073527836786538
713 => 0.07353454943687
714 => 0.072640433026051
715 => 0.071646786257002
716 => 0.071642622840758
717 => 0.071465812995695
718 => 0.073979906472699
719 => 0.07536240368153
720 => 0.075520904758517
721 => 0.075351735296179
722 => 0.075416841908137
723 => 0.074612397243565
724 => 0.076451119196121
725 => 0.078138512290541
726 => 0.077686254895341
727 => 0.077008256767759
728 => 0.076468198602326
729 => 0.077559034354861
730 => 0.077510461155935
731 => 0.078123774383911
801 => 0.078095950953221
802 => 0.07788971678253
803 => 0.077686262260613
804 => 0.078492936442558
805 => 0.078260627232949
806 => 0.078027957182971
807 => 0.07756130177774
808 => 0.077624727997636
809 => 0.07694684693599
810 => 0.076633228139146
811 => 0.071917153911319
812 => 0.070656864775473
813 => 0.071053377393161
814 => 0.07118391964235
815 => 0.070635440195325
816 => 0.071421818829549
817 => 0.071299262552386
818 => 0.071776057333802
819 => 0.071478176654397
820 => 0.071490401781384
821 => 0.07236640534466
822 => 0.072620712905864
823 => 0.072491370027722
824 => 0.072581957345958
825 => 0.074669503860199
826 => 0.074372721501854
827 => 0.074215061789075
828 => 0.07425873460698
829 => 0.074792147498871
830 => 0.074941473985336
831 => 0.074308767169197
901 => 0.074607155361323
902 => 0.075877654412294
903 => 0.076322257176116
904 => 0.077741215776801
905 => 0.077138416943252
906 => 0.078244880290753
907 => 0.08164577139982
908 => 0.084362638541508
909 => 0.081864095238729
910 => 0.086853275753494
911 => 0.090738068439677
912 => 0.09058896362592
913 => 0.089911560164211
914 => 0.085488826973549
915 => 0.081418961952264
916 => 0.084823576858166
917 => 0.084832255921726
918 => 0.084539796481906
919 => 0.082723356018836
920 => 0.084476588291154
921 => 0.084615753502126
922 => 0.084537857990998
923 => 0.083145197346832
924 => 0.081018861949901
925 => 0.081434342796734
926 => 0.082114908899425
927 => 0.080826455286068
928 => 0.080414716286443
929 => 0.081180217423296
930 => 0.083646821584731
1001 => 0.083180524356076
1002 => 0.083168347450981
1003 => 0.085163364735963
1004 => 0.083735362911593
1005 => 0.081439583340766
1006 => 0.08085986872152
1007 => 0.078802272365757
1008 => 0.080223461497589
1009 => 0.08027460756435
1010 => 0.079496236801046
1011 => 0.081502743838362
1012 => 0.081484253522775
1013 => 0.083389133325546
1014 => 0.087030548068264
1015 => 0.085953602545706
1016 => 0.08470123207431
1017 => 0.084837399469017
1018 => 0.086330819699188
1019 => 0.085427863736559
1020 => 0.085752572996353
1021 => 0.086330328212833
1022 => 0.086678902279791
1023 => 0.084787245025032
1024 => 0.084346209230522
1025 => 0.083444004777483
1026 => 0.083208636476129
1027 => 0.083943463178015
1028 => 0.083749862303879
1029 => 0.080270308935486
1030 => 0.079906676248437
1031 => 0.079917828343801
1101 => 0.079003456662424
1102 => 0.077608820373975
1103 => 0.081273841270612
1104 => 0.080979488800677
1105 => 0.080654546454941
1106 => 0.080694350038199
1107 => 0.082285211390345
1108 => 0.081362431465676
1109 => 0.083815793136064
1110 => 0.083311455731435
1111 => 0.082794183975416
1112 => 0.082722681262251
1113 => 0.082523575767736
1114 => 0.081840768943153
1115 => 0.08101623867214
1116 => 0.080471812367629
1117 => 0.07423099318523
1118 => 0.075389252924308
1119 => 0.07672172517542
1120 => 0.077181689256957
1121 => 0.076394888866943
1122 => 0.081871836618156
1123 => 0.082872527749484
1124 => 0.079841369039223
1125 => 0.079274363005928
1126 => 0.081909009439303
1127 => 0.08031999556755
1128 => 0.081035528416704
1129 => 0.079488937772377
1130 => 0.082631490559604
1201 => 0.082607549572581
1202 => 0.081385025560576
1203 => 0.08241829448404
1204 => 0.082238738581088
1205 => 0.080858511982478
1206 => 0.082675246204646
1207 => 0.082676147282154
1208 => 0.081499494500563
1209 => 0.08012542165408
1210 => 0.079879769883281
1211 => 0.079694704272656
1212 => 0.080990013621218
1213 => 0.082151383932812
1214 => 0.084312406154571
1215 => 0.084855738485743
1216 => 0.086976400745988
1217 => 0.085713649623183
1218 => 0.086273410840558
1219 => 0.086881110825076
1220 => 0.087172464545082
1221 => 0.086697719293236
1222 => 0.089991980682807
1223 => 0.090270117277647
1224 => 0.090363374072025
1225 => 0.089252567666414
1226 => 0.090239223742073
1227 => 0.089777600038887
1228 => 0.090978616671819
1229 => 0.091166951415212
1230 => 0.091007438587761
1231 => 0.091067219007976
]
'min_raw' => 0.040837549035584
'max_raw' => 0.091166951415212
'avg_raw' => 0.066002250225398
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.040837'
'max' => '$0.091166'
'avg' => '$0.0660022'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.006297067202498
'max_diff' => -0.0086997394128671
'year' => 2031
]
6 => [
'items' => [
101 => 0.088256148059509
102 => 0.08811037920125
103 => 0.086122810475608
104 => 0.086932759422673
105 => 0.085418598687997
106 => 0.085898754654547
107 => 0.086110402829508
108 => 0.085999849833837
109 => 0.086978552720903
110 => 0.086146455331106
111 => 0.083950413509957
112 => 0.081753773378682
113 => 0.081726196351178
114 => 0.081147859778532
115 => 0.080729828364136
116 => 0.08081035604501
117 => 0.0810941460958
118 => 0.080713333970482
119 => 0.080794599545083
120 => 0.082144149553157
121 => 0.082414792182726
122 => 0.081495042780549
123 => 0.077802116211603
124 => 0.076895862768579
125 => 0.077547259771638
126 => 0.077235933959516
127 => 0.06233542672282
128 => 0.065836079875734
129 => 0.063756110643221
130 => 0.064714656160346
131 => 0.062591546179371
201 => 0.06360480554402
202 => 0.063417693537677
203 => 0.069046640215705
204 => 0.068958751955691
205 => 0.069000819414816
206 => 0.066992829984566
207 => 0.070191611669809
208 => 0.071767446552428
209 => 0.071475801455143
210 => 0.071549202242883
211 => 0.070287933521068
212 => 0.06901303125304
213 => 0.067598968431745
214 => 0.070226122370265
215 => 0.069934027699315
216 => 0.070603987782129
217 => 0.072307884904101
218 => 0.072558790227787
219 => 0.072896009527252
220 => 0.072775140413298
221 => 0.075654733077122
222 => 0.075305995405368
223 => 0.076146352855618
224 => 0.074417673822382
225 => 0.072461509408555
226 => 0.07283331231179
227 => 0.072797504702359
228 => 0.072341632736232
229 => 0.071930091908626
301 => 0.07124499238157
302 => 0.073412748660826
303 => 0.073324741714676
304 => 0.07474947187596
305 => 0.074497636980862
306 => 0.07281582191695
307 => 0.072875888270976
308 => 0.073279863368705
309 => 0.074678025794452
310 => 0.075093095596571
311 => 0.074900818726558
312 => 0.075355923815925
313 => 0.075715620322431
314 => 0.075401096159157
315 => 0.079854095038357
316 => 0.078004899441714
317 => 0.078906184508898
318 => 0.079121135686741
319 => 0.078570542764632
320 => 0.078689946654183
321 => 0.07887081101124
322 => 0.079968983970422
323 => 0.082850907574221
324 => 0.084127291920426
325 => 0.087967357201678
326 => 0.084021305968601
327 => 0.083787163618814
328 => 0.084478875334829
329 => 0.086733400167116
330 => 0.088560480786935
331 => 0.089166628835339
401 => 0.089246741306349
402 => 0.090383915341115
403 => 0.091035722290802
404 => 0.090245832502648
405 => 0.089576483612095
406 => 0.087178958968778
407 => 0.087456478974485
408 => 0.089368316610457
409 => 0.092068899877942
410 => 0.094386281269244
411 => 0.093574815074905
412 => 0.099765729331852
413 => 0.10037953319281
414 => 0.10029472534588
415 => 0.10169306188741
416 => 0.098917648618762
417 => 0.097731105675316
418 => 0.089721204439665
419 => 0.091971659967257
420 => 0.095242829241232
421 => 0.094809877721566
422 => 0.092434267156201
423 => 0.094384479155604
424 => 0.093739678079833
425 => 0.093231096718552
426 => 0.09556100652793
427 => 0.092999174985099
428 => 0.095217273011893
429 => 0.092372539349244
430 => 0.093578521784128
501 => 0.092893947827281
502 => 0.09333695107559
503 => 0.09074716313802
504 => 0.092144549845584
505 => 0.090689027256804
506 => 0.090688337149582
507 => 0.090656206407762
508 => 0.092368622278687
509 => 0.09242446409876
510 => 0.09115898618283
511 => 0.090976611044664
512 => 0.091650947517143
513 => 0.090861476116872
514 => 0.091230864816185
515 => 0.090872664524272
516 => 0.09079202609371
517 => 0.090149485359494
518 => 0.089872661144168
519 => 0.089981211051878
520 => 0.089610674255549
521 => 0.089387412432859
522 => 0.090611794011811
523 => 0.089957656325589
524 => 0.090511538029742
525 => 0.089880319922416
526 => 0.087692242953784
527 => 0.08643385675063
528 => 0.082300782191727
529 => 0.083472917009569
530 => 0.084250043606459
531 => 0.083993203270823
601 => 0.084544995695785
602 => 0.084578871269206
603 => 0.084399477926992
604 => 0.08419176341842
605 => 0.084090659482979
606 => 0.084844205384851
607 => 0.085281664144076
608 => 0.08432803865707
609 => 0.084104617548102
610 => 0.085068785566572
611 => 0.085656927500857
612 => 0.089999437095211
613 => 0.08967772995834
614 => 0.090485151740049
615 => 0.090394248438325
616 => 0.091240555097933
617 => 0.092623908810511
618 => 0.089811163921058
619 => 0.090299359176467
620 => 0.090179664973916
621 => 0.091486454891866
622 => 0.091490534547349
623 => 0.09070704871254
624 => 0.091131789094196
625 => 0.090894710665298
626 => 0.091323143429388
627 => 0.089673433363391
628 => 0.091682602148578
629 => 0.092821671381802
630 => 0.09283748735921
701 => 0.093377397135546
702 => 0.093925976737768
703 => 0.094978927513021
704 => 0.093896610512137
705 => 0.091949627588982
706 => 0.092090193467318
707 => 0.090948678091846
708 => 0.090967867171539
709 => 0.090865434360261
710 => 0.091172842937688
711 => 0.089740892259053
712 => 0.090076968221186
713 => 0.089606459906141
714 => 0.090298336383279
715 => 0.089553991665157
716 => 0.090179607253747
717 => 0.090449602202297
718 => 0.091445889375022
719 => 0.089406839239689
720 => 0.085249077982188
721 => 0.086123089806497
722 => 0.084830357666197
723 => 0.08495000494756
724 => 0.085191711497637
725 => 0.084408261487375
726 => 0.084557719059986
727 => 0.084552379383775
728 => 0.08450636493892
729 => 0.084302559332976
730 => 0.084007000882647
731 => 0.085184414780665
801 => 0.085384480345354
802 => 0.085829201312778
803 => 0.087152389254717
804 => 0.087020171576397
805 => 0.087235824095396
806 => 0.086765055857259
807 => 0.084971842535931
808 => 0.085069222646689
809 => 0.083854891105131
810 => 0.085798148125071
811 => 0.08533795921301
812 => 0.085041272427698
813 => 0.084960318689542
814 => 0.086286786558456
815 => 0.086683686534671
816 => 0.08643636510446
817 => 0.085929101635579
818 => 0.086903197454813
819 => 0.087163824402237
820 => 0.087222169164213
821 => 0.088948080191548
822 => 0.087318628418161
823 => 0.087710853655373
824 => 0.09077088299047
825 => 0.087995858638721
826 => 0.08946585092827
827 => 0.089393902455167
828 => 0.090145900768674
829 => 0.089332216644274
830 => 0.089342303234187
831 => 0.090010026791803
901 => 0.08907232947971
902 => 0.088840142438369
903 => 0.088519377703711
904 => 0.089219755766893
905 => 0.089639600740396
906 => 0.093023242884672
907 => 0.095209230022702
908 => 0.095114330555909
909 => 0.095981534038038
910 => 0.095590850926665
911 => 0.094329232103046
912 => 0.096482661596939
913 => 0.095801226401754
914 => 0.095857403091302
915 => 0.095855312192111
916 => 0.09630840702481
917 => 0.095987347810311
918 => 0.095354507142482
919 => 0.095774616311224
920 => 0.097022190350614
921 => 0.10089469844912
922 => 0.10306180528496
923 => 0.10076423589651
924 => 0.10234906849498
925 => 0.10139873366949
926 => 0.10122602956169
927 => 0.10222142155174
928 => 0.1032185558437
929 => 0.10315504270003
930 => 0.10243117440748
1001 => 0.1020222795765
1002 => 0.10511856822653
1003 => 0.10739986095997
1004 => 0.10724429208953
1005 => 0.10793092248994
1006 => 0.10994689058224
1007 => 0.11013120543967
1008 => 0.11010798600406
1009 => 0.10965114239867
1010 => 0.11163612479208
1011 => 0.1132920320271
1012 => 0.1095453963035
1013 => 0.11097206613998
1014 => 0.11161254419401
1015 => 0.1125529559986
1016 => 0.11413958834426
1017 => 0.1158630919051
1018 => 0.11610681420585
1019 => 0.11593388157028
1020 => 0.11479718464165
1021 => 0.11668306280359
1022 => 0.11778776600156
1023 => 0.11844559147528
1024 => 0.12011372742489
1025 => 0.11161649956843
1026 => 0.105601739352
1027 => 0.10466244769001
1028 => 0.10657253422048
1029 => 0.10707620880591
1030 => 0.10687317821208
1031 => 0.10010301875041
1101 => 0.10462680420156
1102 => 0.10949401697632
1103 => 0.10968098644134
1104 => 0.11211761492501
1105 => 0.11291108104006
1106 => 0.11487288634561
1107 => 0.1147501748896
1108 => 0.11522784326236
1109 => 0.11511803557553
1110 => 0.1187518667972
1111 => 0.12276052226387
1112 => 0.1226217152718
1113 => 0.12204542362021
1114 => 0.12290131499516
1115 => 0.12703867703038
1116 => 0.12665777503405
1117 => 0.12702778887833
1118 => 0.13190597188937
1119 => 0.13824830371716
1120 => 0.13530165382345
1121 => 0.14169503621714
1122 => 0.14571933153534
1123 => 0.15267893416825
1124 => 0.15180755764184
1125 => 0.15451687987491
1126 => 0.1502476117978
1127 => 0.14044450933134
1128 => 0.13889313084125
1129 => 0.14199902986557
1130 => 0.14963457954765
1201 => 0.14175855923346
1202 => 0.14335186788527
1203 => 0.14289299488636
1204 => 0.14286854349434
1205 => 0.14380175367701
1206 => 0.14244808363407
1207 => 0.13693298835853
1208 => 0.13946052402265
1209 => 0.1384845211205
1210 => 0.13956746910627
1211 => 0.14541169274375
1212 => 0.14282782216473
1213 => 0.14010592440633
1214 => 0.14351978823283
1215 => 0.14786681001484
1216 => 0.14759478120408
1217 => 0.14706693161196
1218 => 0.1500423921254
1219 => 0.15495698116548
1220 => 0.1562853748346
1221 => 0.15726596788333
1222 => 0.15740117509749
1223 => 0.1587938934342
1224 => 0.15130489592751
1225 => 0.16319012730172
1226 => 0.16524237843715
1227 => 0.16485664028079
1228 => 0.16713763104589
1229 => 0.16646650569965
1230 => 0.16549415036928
1231 => 0.16911000591262
]
'min_raw' => 0.06233542672282
'max_raw' => 0.16911000591262
'avg_raw' => 0.11572271631772
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.062335'
'max' => '$0.16911'
'avg' => '$0.115722'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.021497877687236
'max_diff' => 0.077943054497409
'year' => 2032
]
7 => [
'items' => [
101 => 0.16496471931668
102 => 0.1590810068708
103 => 0.15585308585636
104 => 0.16010387263714
105 => 0.16269967979214
106 => 0.16441534319726
107 => 0.16493450190702
108 => 0.15188624548551
109 => 0.1448539589638
110 => 0.14936157399889
111 => 0.15486117544067
112 => 0.15127434536382
113 => 0.15141494231207
114 => 0.14630106522484
115 => 0.15531364009002
116 => 0.15400058373985
117 => 0.16081272240729
118 => 0.15918695084347
119 => 0.16474198548107
120 => 0.16327915869151
121 => 0.16935127090944
122 => 0.17177360086905
123 => 0.17584106987678
124 => 0.17883311663645
125 => 0.18059010372247
126 => 0.18048462080811
127 => 0.18744667897038
128 => 0.18334139650788
129 => 0.17818419419419
130 => 0.1780909166751
131 => 0.18076190483148
201 => 0.18635956325744
202 => 0.18781095464468
203 => 0.18862208442769
204 => 0.18737981092938
205 => 0.18292382104457
206 => 0.1809997472047
207 => 0.18263911386206
208 => 0.18063430931249
209 => 0.18409516441385
210 => 0.18884765766678
211 => 0.18786628660345
212 => 0.19114686293281
213 => 0.194541914307
214 => 0.19939699025339
215 => 0.20066628688872
216 => 0.20276438595988
217 => 0.20492401909376
218 => 0.20561763505262
219 => 0.20694196313446
220 => 0.20693498327177
221 => 0.21092593508397
222 => 0.21532807852233
223 => 0.21698978576045
224 => 0.22081078992745
225 => 0.21426745419543
226 => 0.21923064951259
227 => 0.22370757592551
228 => 0.21836999969402
301 => 0.22572660503337
302 => 0.22601224534827
303 => 0.23032507497547
304 => 0.22595319591012
305 => 0.22335718807665
306 => 0.23085176542074
307 => 0.23447815532057
308 => 0.2333858571702
309 => 0.22507341431248
310 => 0.22023521603184
311 => 0.20757271791266
312 => 0.22257199391404
313 => 0.22987770371943
314 => 0.22505449428901
315 => 0.22748704057638
316 => 0.24075822436447
317 => 0.24581103190546
318 => 0.24476008325873
319 => 0.24493767627994
320 => 0.24766407951411
321 => 0.25975445291212
322 => 0.25250962091937
323 => 0.25804802351915
324 => 0.26098557228788
325 => 0.26371413129565
326 => 0.2570136527425
327 => 0.24829642859444
328 => 0.24553531778258
329 => 0.22457492116623
330 => 0.22348384149596
331 => 0.22287138541394
401 => 0.21900993645043
402 => 0.21597589530501
403 => 0.21356311313944
404 => 0.20723125221924
405 => 0.20936806940608
406 => 0.19927640466137
407 => 0.2057326941384
408 => 0.18962615353407
409 => 0.20304015915779
410 => 0.19573952575679
411 => 0.20064170473566
412 => 0.20062460149501
413 => 0.19159813575767
414 => 0.1863918586979
415 => 0.18970950107172
416 => 0.19326627705123
417 => 0.19384335198747
418 => 0.19845480488627
419 => 0.19974176226747
420 => 0.19584222132013
421 => 0.18929238128025
422 => 0.19081375973557
423 => 0.18636102801206
424 => 0.17855778693846
425 => 0.18416221090904
426 => 0.18607580766172
427 => 0.18692096100291
428 => 0.17924736961531
429 => 0.17683616059956
430 => 0.17555245315157
501 => 0.18830181699295
502 => 0.18900025592424
503 => 0.18542694360244
504 => 0.20157865413236
505 => 0.19792302459462
506 => 0.20200725843926
507 => 0.19067571058708
508 => 0.19110859097499
509 => 0.18574405462566
510 => 0.18874783652283
511 => 0.18662486029432
512 => 0.18850516062949
513 => 0.18963220489763
514 => 0.19499586097933
515 => 0.20310140349449
516 => 0.19419470962289
517 => 0.19031393555683
518 => 0.19272154596112
519 => 0.1991333297389
520 => 0.20884751037543
521 => 0.2030965199225
522 => 0.20564871182736
523 => 0.20620625221945
524 => 0.20196568477271
525 => 0.20900386614587
526 => 0.21277568472183
527 => 0.21664479011289
528 => 0.22000422591407
529 => 0.21509938433625
530 => 0.22034826790594
531 => 0.21611859430145
601 => 0.2123241398226
602 => 0.21232989444376
603 => 0.20994957772104
604 => 0.20533741413157
605 => 0.20448686040239
606 => 0.20891154831469
607 => 0.21245972900086
608 => 0.21275197415681
609 => 0.21471642929678
610 => 0.21587897361312
611 => 0.22727348831557
612 => 0.23185645638926
613 => 0.23746042299863
614 => 0.23964348381523
615 => 0.24621371420259
616 => 0.24090771955678
617 => 0.23975973423888
618 => 0.22382250442515
619 => 0.22643222491433
620 => 0.23061063921808
621 => 0.22389140493801
622 => 0.22815321253418
623 => 0.22899458363109
624 => 0.22366308792832
625 => 0.2265108701435
626 => 0.21894800488857
627 => 0.20326625329012
628 => 0.20902132441827
629 => 0.21325899390458
630 => 0.20721131704673
701 => 0.21805154373701
702 => 0.21171890709225
703 => 0.20971176529603
704 => 0.20188118955125
705 => 0.20557691987628
706 => 0.21057544805865
707 => 0.20748693878322
708 => 0.21389605927174
709 => 0.22297308313349
710 => 0.22944191088349
711 => 0.22993850715438
712 => 0.22577948428893
713 => 0.23244434497334
714 => 0.23249289120723
715 => 0.22497490112846
716 => 0.22037017406556
717 => 0.21932397038844
718 => 0.2219375922942
719 => 0.22511101178901
720 => 0.23011460985046
721 => 0.23313817936593
722 => 0.24102204508493
723 => 0.24315519310034
724 => 0.24549887603921
725 => 0.2486307592106
726 => 0.25239138795621
727 => 0.24416334635353
728 => 0.24449026178539
729 => 0.23682842336996
730 => 0.2286406502043
731 => 0.2348541494167
801 => 0.24297747308976
802 => 0.24111397366368
803 => 0.24090429191041
804 => 0.24125691845855
805 => 0.23985190074749
806 => 0.23349705771276
807 => 0.23030569532414
808 => 0.23442336700884
809 => 0.23661172625277
810 => 0.24000568059513
811 => 0.23958730408475
812 => 0.24832976598658
813 => 0.25172682232331
814 => 0.25085770994413
815 => 0.25101764753826
816 => 0.25716785577134
817 => 0.26400815221332
818 => 0.27041499248785
819 => 0.2769323055953
820 => 0.26907543026921
821 => 0.26508619352333
822 => 0.26920206756138
823 => 0.26701812686167
824 => 0.2795676979211
825 => 0.28043660299283
826 => 0.29298526657543
827 => 0.30489544258239
828 => 0.29741487442539
829 => 0.30446871326525
830 => 0.31209801507848
831 => 0.3268161760858
901 => 0.32185961724968
902 => 0.31806297086039
903 => 0.31447515836778
904 => 0.32194082661572
905 => 0.33154528954973
906 => 0.33361399887531
907 => 0.33696609829055
908 => 0.33344177563065
909 => 0.33768643408309
910 => 0.35267194361765
911 => 0.34862272666066
912 => 0.34287218763763
913 => 0.35470180819153
914 => 0.3589829018835
915 => 0.38902985943992
916 => 0.42696538453282
917 => 0.41125982804627
918 => 0.40151088231993
919 => 0.4038021158137
920 => 0.41765488537906
921 => 0.42210395529853
922 => 0.41000984957105
923 => 0.41428169217253
924 => 0.43781996490498
925 => 0.45044749302774
926 => 0.43329761373375
927 => 0.38598177693571
928 => 0.34235441451661
929 => 0.35392635559589
930 => 0.35261445659664
1001 => 0.37790339418833
1002 => 0.3485261541754
1003 => 0.34902079155509
1004 => 0.37483267759472
1005 => 0.3679465089271
1006 => 0.35679179759941
1007 => 0.34243585625385
1008 => 0.31589757091273
1009 => 0.29239187151127
1010 => 0.33849196107681
1011 => 0.33650404138717
1012 => 0.33362523908338
1013 => 0.34003170209152
1014 => 0.3711396679528
1015 => 0.37042252865304
1016 => 0.36586045431564
1017 => 0.36932074749228
1018 => 0.35618519147527
1019 => 0.3595705233519
1020 => 0.34234750371951
1021 => 0.35013302789019
1022 => 0.35676786459873
1023 => 0.35809990629841
1024 => 0.36110106426352
1025 => 0.3354564980425
1026 => 0.34697015539083
1027 => 0.35373335039917
1028 => 0.32317698930434
1029 => 0.35312934938652
1030 => 0.3350100831986
1031 => 0.32886013211218
1101 => 0.3371402310556
1102 => 0.33391346844469
1103 => 0.33113928743369
1104 => 0.32959124676307
1105 => 0.33567123758594
1106 => 0.3353875987469
1107 => 0.3254395536853
1108 => 0.31246273443664
1109 => 0.31681818092606
1110 => 0.31523580638393
1111 => 0.30950107691285
1112 => 0.31336559216248
1113 => 0.29634822278952
1114 => 0.26707072326925
1115 => 0.2864123362464
1116 => 0.28566770518641
1117 => 0.28529222843963
1118 => 0.29982691602905
1119 => 0.29842974118962
1120 => 0.29589385517489
1121 => 0.30945450337752
1122 => 0.3045046843671
1123 => 0.31975886023319
1124 => 0.32980624703682
1125 => 0.32725790474451
1126 => 0.33670752059656
1127 => 0.31691852161641
1128 => 0.32349163328079
1129 => 0.32484634248487
1130 => 0.30928716708367
1201 => 0.29865833627251
1202 => 0.29794951443494
1203 => 0.27952058655149
1204 => 0.28936517107372
1205 => 0.2980279980567
1206 => 0.29387917619438
1207 => 0.2925657831353
1208 => 0.29927562343395
1209 => 0.29979703549105
1210 => 0.28790878533238
1211 => 0.29038072899229
1212 => 0.30068914498055
1213 => 0.29012098335806
1214 => 0.26958877162496
1215 => 0.26449649923512
1216 => 0.26381709622911
1217 => 0.25000644963464
1218 => 0.26483678922586
1219 => 0.2583629485659
1220 => 0.27881373364218
1221 => 0.26713235488637
1222 => 0.26662879399548
1223 => 0.26586758785258
1224 => 0.25398019381809
1225 => 0.25658277762835
1226 => 0.26523416259833
1227 => 0.26832107422044
1228 => 0.26799908404794
1229 => 0.26519176609223
1230 => 0.26647694187656
1231 => 0.26233694289031
]
'min_raw' => 0.1448539589638
'max_raw' => 0.45044749302774
'avg_raw' => 0.29765072599577
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.144853'
'max' => '$0.450447'
'avg' => '$0.29765'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.082518532240981
'max_diff' => 0.28133748711512
'year' => 2033
]
8 => [
'items' => [
101 => 0.26087502308163
102 => 0.25626080203274
103 => 0.24947917180197
104 => 0.25042219907971
105 => 0.23698601508247
106 => 0.22966526892852
107 => 0.22763898287899
108 => 0.22492934848923
109 => 0.22794504329337
110 => 0.23694795206137
111 => 0.22608853401352
112 => 0.20747082347008
113 => 0.20858977959677
114 => 0.2111037417924
115 => 0.20641898987237
116 => 0.20198526534149
117 => 0.20584002910165
118 => 0.19795145971145
119 => 0.21205703771512
120 => 0.21167552136055
121 => 0.21693320855723
122 => 0.22022094825991
123 => 0.21264377266359
124 => 0.21073813349198
125 => 0.2118236721706
126 => 0.19388213588027
127 => 0.21546700227115
128 => 0.21565366909203
129 => 0.21405531444294
130 => 0.2255485894381
131 => 0.24980298452026
201 => 0.24067750545957
202 => 0.23714384414821
203 => 0.23042635141221
204 => 0.23937701163767
205 => 0.23868974058441
206 => 0.23558164024174
207 => 0.23370185145663
208 => 0.23716541993066
209 => 0.23327267699308
210 => 0.23257343339607
211 => 0.22833677798271
212 => 0.22682448475568
213 => 0.22570484305652
214 => 0.22447222755946
215 => 0.22719107019733
216 => 0.22102981508638
217 => 0.21359994541787
218 => 0.21298223214724
219 => 0.21468779279736
220 => 0.21393320917374
221 => 0.21297861949116
222 => 0.21115604782008
223 => 0.21061532973835
224 => 0.21237240118484
225 => 0.21038876996538
226 => 0.21331572588368
227 => 0.21251975582976
228 => 0.20807353181267
301 => 0.2025318904844
302 => 0.20248255825259
303 => 0.20128862071853
304 => 0.1997679617592
305 => 0.19934494922467
306 => 0.20551539164958
307 => 0.21828802280333
308 => 0.21578044968469
309 => 0.21759242824934
310 => 0.22650556940631
311 => 0.22933878895261
312 => 0.22732783682713
313 => 0.22457512152765
314 => 0.22469622703056
315 => 0.23410308851247
316 => 0.2346897829244
317 => 0.23617217042857
318 => 0.23807745729409
319 => 0.22765231541902
320 => 0.22420520378576
321 => 0.22257177105545
322 => 0.21754143046412
323 => 0.22296622152306
324 => 0.21980542808573
325 => 0.22023192710851
326 => 0.21995416906041
327 => 0.22010584373659
328 => 0.2120530949186
329 => 0.21498709334786
330 => 0.21010875190086
331 => 0.20357720032286
401 => 0.20355530427171
402 => 0.20515389226719
403 => 0.20420298957473
404 => 0.20164413487925
405 => 0.20200760811129
406 => 0.19882320013413
407 => 0.20239425289529
408 => 0.20249665791064
409 => 0.20112160808103
410 => 0.20662330756991
411 => 0.20887735833947
412 => 0.2079722710852
413 => 0.20881385500493
414 => 0.21588465066879
415 => 0.21703749888244
416 => 0.21754951790606
417 => 0.21686348024393
418 => 0.20894309616962
419 => 0.20929439888339
420 => 0.20671677266277
421 => 0.2045389501299
422 => 0.20462605161004
423 => 0.20574573548904
424 => 0.21063546065726
425 => 0.22092559900872
426 => 0.22131610223716
427 => 0.22178940354182
428 => 0.2198642492736
429 => 0.21928360432506
430 => 0.22004962488936
501 => 0.2239140598244
502 => 0.23385443566117
503 => 0.23034084294507
504 => 0.22748423737456
505 => 0.22999025059523
506 => 0.22960446950269
507 => 0.22634808884527
508 => 0.22625669308593
509 => 0.22000665747647
510 => 0.21769616161808
511 => 0.21576533834119
512 => 0.21365692972824
513 => 0.21240699442799
514 => 0.21432746313461
515 => 0.21476669705013
516 => 0.21056755865906
517 => 0.2099952316127
518 => 0.21342433866755
519 => 0.21191531650271
520 => 0.2134673832212
521 => 0.21382747601327
522 => 0.21376949278011
523 => 0.21219390032992
524 => 0.21319813597283
525 => 0.2108228193003
526 => 0.20824001917996
527 => 0.20659235361731
528 => 0.20515454688278
529 => 0.20595232562491
530 => 0.20310839007784
531 => 0.20219855785922
601 => 0.21285792353303
602 => 0.22073211156376
603 => 0.22061761775127
604 => 0.21992066611317
605 => 0.21888513735043
606 => 0.22383830444549
607 => 0.22211272007128
608 => 0.22336822688092
609 => 0.22368780605743
610 => 0.22465507597363
611 => 0.22500079182901
612 => 0.22395579839894
613 => 0.22044867281243
614 => 0.21170924929834
615 => 0.2076410240609
616 => 0.2062984419709
617 => 0.20634724227995
618 => 0.20500111190231
619 => 0.20539760762785
620 => 0.20486322686984
621 => 0.20385123899476
622 => 0.20588983822533
623 => 0.20612476779579
624 => 0.20564893437593
625 => 0.20576101037173
626 => 0.20182131288637
627 => 0.20212083952961
628 => 0.20045303711806
629 => 0.20014034427155
630 => 0.1959242850073
701 => 0.18845492489313
702 => 0.19259367546471
703 => 0.18759464677064
704 => 0.18570143885655
705 => 0.19466359066762
706 => 0.19376403919718
707 => 0.19222439810542
708 => 0.18994694804139
709 => 0.18910221965903
710 => 0.18396991741633
711 => 0.18366667362006
712 => 0.18621038119537
713 => 0.185036547673
714 => 0.18338804084207
715 => 0.17741731620692
716 => 0.17070424487803
717 => 0.17090687030458
718 => 0.17304217339317
719 => 0.1792508551081
720 => 0.1768250157508
721 => 0.17506504146377
722 => 0.17473545118444
723 => 0.17886096357421
724 => 0.1846994279273
725 => 0.18743870477349
726 => 0.18472416461199
727 => 0.18160584703568
728 => 0.18179564457765
729 => 0.18305828259363
730 => 0.18319096799637
731 => 0.18116126382242
801 => 0.18173261365833
802 => 0.18086468101226
803 => 0.17553817996543
804 => 0.17544184045201
805 => 0.17413463119368
806 => 0.17409504941686
807 => 0.17187116036982
808 => 0.17156002291912
809 => 0.1671443562358
810 => 0.17005076141863
811 => 0.16810129741511
812 => 0.16516299532973
813 => 0.1646564309427
814 => 0.16464120300553
815 => 0.16765818225489
816 => 0.17001550625953
817 => 0.16813520917608
818 => 0.16770710197821
819 => 0.17227816683173
820 => 0.17169645716294
821 => 0.17119270034139
822 => 0.18417665748131
823 => 0.17389884225425
824 => 0.16941712817807
825 => 0.16387015595437
826 => 0.16567627808067
827 => 0.16605685455014
828 => 0.15271738626904
829 => 0.14730556564873
830 => 0.14544843275199
831 => 0.14437962651392
901 => 0.14486669493783
902 => 0.1399954216363
903 => 0.14326899785836
904 => 0.13905088693771
905 => 0.13834370691495
906 => 0.14588621176473
907 => 0.1469357072519
908 => 0.14245823345093
909 => 0.14533349646832
910 => 0.14429088612907
911 => 0.13912319434274
912 => 0.13892582652746
913 => 0.13633286044223
914 => 0.13227537061601
915 => 0.13042098888845
916 => 0.12945521078425
917 => 0.12985370965268
918 => 0.12965221643053
919 => 0.12833733686077
920 => 0.12972758378833
921 => 0.12617607737809
922 => 0.12476183890911
923 => 0.12412306020275
924 => 0.12097089384658
925 => 0.12598739229398
926 => 0.1269757056843
927 => 0.12796596635731
928 => 0.13658550943614
929 => 0.1361549014225
930 => 0.14004738815122
1001 => 0.13989613327477
1002 => 0.13878593300563
1003 => 0.13410218068923
1004 => 0.13596904088269
1005 => 0.1302231353817
1006 => 0.13452835846664
1007 => 0.13256363444109
1008 => 0.13386408329726
1009 => 0.13152575899711
1010 => 0.13281988421186
1011 => 0.12721007145316
1012 => 0.12197170723128
1013 => 0.12407977791155
1014 => 0.12637149182812
1015 => 0.13134051151711
1016 => 0.12838100438387
1017 => 0.12944535506034
1018 => 0.12587995846433
1019 => 0.11852352688157
1020 => 0.11856516348542
1021 => 0.11743353675498
1022 => 0.11645564603968
1023 => 0.12872093937924
1024 => 0.12719555626687
1025 => 0.12476505791452
1026 => 0.1280183765433
1027 => 0.12887860562587
1028 => 0.12890309513851
1029 => 0.13127663242976
1030 => 0.13254338970759
1031 => 0.13276666116824
1101 => 0.1365014733797
1102 => 0.13775333316962
1103 => 0.14290956647446
1104 => 0.1324359142029
1105 => 0.13222021622675
1106 => 0.12806415740813
1107 => 0.12542831920068
1108 => 0.12824463550526
1109 => 0.1307395072856
1110 => 0.12814168002878
1111 => 0.12848090142539
1112 => 0.12499353058339
1113 => 0.12624010156336
1114 => 0.12731381642255
1115 => 0.12672097418735
1116 => 0.12583346066736
1117 => 0.13053495625075
1118 => 0.13026967944463
1119 => 0.1346478202188
1120 => 0.13806089403612
1121 => 0.14417773247668
1122 => 0.13779449268596
1123 => 0.1375618620569
1124 => 0.13983586377103
1125 => 0.1377529850318
1126 => 0.13906929249647
1127 => 0.14396565499409
1128 => 0.14406910741807
1129 => 0.14233614602536
1130 => 0.14223069516712
1201 => 0.14256352935911
1202 => 0.14451294961749
1203 => 0.14383176227958
1204 => 0.14462004951257
1205 => 0.14560581476809
1206 => 0.14968335782077
1207 => 0.15066643964632
1208 => 0.14827806047973
1209 => 0.14849370437693
1210 => 0.14760038500615
1211 => 0.14673744968724
1212 => 0.14867720226257
1213 => 0.15222213821992
1214 => 0.15220008535731
1215 => 0.15302244159571
1216 => 0.15353476271946
1217 => 0.15133550541432
1218 => 0.14990386977761
1219 => 0.15045284997807
1220 => 0.15133068127383
1221 => 0.15016818111997
1222 => 0.14299269164785
1223 => 0.14516927678165
1224 => 0.14480698658581
1225 => 0.14429104129094
1226 => 0.14647961447401
1227 => 0.14626852125144
1228 => 0.13994545968777
1229 => 0.14035024157396
1230 => 0.13997007581495
1231 => 0.14119846915689
]
'min_raw' => 0.11645564603968
'max_raw' => 0.26087502308163
'avg_raw' => 0.18866533456066
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.116455'
'max' => '$0.260875'
'avg' => '$0.188665'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.028398312924119
'max_diff' => -0.1895724699461
'year' => 2034
]
9 => [
'items' => [
101 => 0.1376866477601
102 => 0.13876686036927
103 => 0.13944435959138
104 => 0.139843411838
105 => 0.14128506218547
106 => 0.14111590115666
107 => 0.14127454689841
108 => 0.14341213378213
109 => 0.15422331470873
110 => 0.15481174343304
111 => 0.15191410518685
112 => 0.15307165451282
113 => 0.15084941293517
114 => 0.15234121859397
115 => 0.15336187413796
116 => 0.14874972799542
117 => 0.14847662663344
118 => 0.14624521307431
119 => 0.14744424832727
120 => 0.14553649702613
121 => 0.14600459246512
122 => 0.14469575680988
123 => 0.14705140040274
124 => 0.14968537596957
125 => 0.15035082221659
126 => 0.14860031963329
127 => 0.14733284039923
128 => 0.14510756439784
129 => 0.14880824798166
130 => 0.14989044063786
131 => 0.14880256368434
201 => 0.14855047882363
202 => 0.14807277846809
203 => 0.14865182521229
204 => 0.14988454678424
205 => 0.1493032180557
206 => 0.14968719592259
207 => 0.14822386825026
208 => 0.15133623346
209 => 0.15627941844456
210 => 0.15629531159257
211 => 0.15571397973046
212 => 0.15547611125745
213 => 0.15607259302615
214 => 0.1563961599167
215 => 0.15832507258062
216 => 0.16039487272028
217 => 0.17005372684749
218 => 0.1673415592591
219 => 0.17591146924856
220 => 0.1826891553867
221 => 0.18472148710723
222 => 0.18285183755293
223 => 0.17645586742419
224 => 0.17614205061609
225 => 0.18570033029737
226 => 0.18299967849046
227 => 0.18267844455143
228 => 0.17926105817347
301 => 0.18128115677438
302 => 0.18083933157731
303 => 0.18014188888889
304 => 0.18399609629814
305 => 0.19121082850079
306 => 0.19008634482768
307 => 0.18924696992899
308 => 0.18556907346133
309 => 0.18778398862278
310 => 0.18699529975769
311 => 0.19038400763643
312 => 0.18837661215813
313 => 0.18297921839686
314 => 0.18383877114339
315 => 0.18370885147493
316 => 0.18638258904557
317 => 0.18557999939311
318 => 0.18355213296418
319 => 0.19118616933046
320 => 0.19069045747158
321 => 0.19139326355197
322 => 0.19170266052356
323 => 0.1963493639329
324 => 0.19825296964178
325 => 0.19868512146501
326 => 0.2004933996583
327 => 0.19864012985626
328 => 0.2060545304234
329 => 0.21098467415829
330 => 0.21671128980924
331 => 0.22507941444445
401 => 0.22822590671677
402 => 0.22765752105093
403 => 0.23400213764527
404 => 0.24540327263237
405 => 0.22996201640275
406 => 0.24622169670684
407 => 0.24107406964961
408 => 0.22886913849875
409 => 0.22808328481932
410 => 0.23634860589684
411 => 0.25468029253912
412 => 0.2500884129515
413 => 0.25468780320913
414 => 0.24932237016261
415 => 0.24905593118843
416 => 0.25442721610193
417 => 0.26697751607583
418 => 0.26101533899919
419 => 0.25246709617403
420 => 0.25877898565074
421 => 0.25331104284822
422 => 0.24099023733331
423 => 0.25008490162772
424 => 0.24400355861517
425 => 0.24577841780821
426 => 0.25856049628907
427 => 0.25702252278907
428 => 0.25901280291058
429 => 0.25550001059081
430 => 0.25221850864764
501 => 0.24609334158317
502 => 0.24427998158247
503 => 0.24478112904881
504 => 0.24427973323868
505 => 0.2408527585593
506 => 0.24011270370357
507 => 0.23887924652148
508 => 0.23926154647882
509 => 0.23694228611586
510 => 0.24131920960441
511 => 0.2421316051732
512 => 0.24531676508303
513 => 0.24564745895123
514 => 0.25451808396221
515 => 0.24963229277096
516 => 0.25291010332097
517 => 0.25261690509342
518 => 0.22913365636538
519 => 0.23236944084564
520 => 0.23740330605183
521 => 0.23513555659969
522 => 0.231929489446
523 => 0.22934041832096
524 => 0.2254177108204
525 => 0.23093884629851
526 => 0.23819855234493
527 => 0.24583157707691
528 => 0.2550021561568
529 => 0.25295538966347
530 => 0.24566013947993
531 => 0.24598739907398
601 => 0.2480103891125
602 => 0.2453904332046
603 => 0.24461775705974
604 => 0.24790423527544
605 => 0.2479268674447
606 => 0.24491229154041
607 => 0.24156214208436
608 => 0.24154810483581
609 => 0.24095197809871
610 => 0.24942841978483
611 => 0.25408960564728
612 => 0.25462400309453
613 => 0.25405363644122
614 => 0.25427314792904
615 => 0.2515609065779
616 => 0.25776028601641
617 => 0.26344944964427
618 => 0.26192463226075
619 => 0.25963871423729
620 => 0.25781787042688
621 => 0.26149569932627
622 => 0.26133193139482
623 => 0.2633997597631
624 => 0.26330595112396
625 => 0.26261061821867
626 => 0.26192465709328
627 => 0.2646444154179
628 => 0.26386116869839
629 => 0.26307670538039
630 => 0.26150334410081
701 => 0.26171719002947
702 => 0.25943166670199
703 => 0.25837427903226
704 => 0.24247370550736
705 => 0.23822455269527
706 => 0.23956142266944
707 => 0.24000155497674
708 => 0.23815231822749
709 => 0.24080364869598
710 => 0.24039044165092
711 => 0.24199798854521
712 => 0.24099366303723
713 => 0.2410348809064
714 => 0.2439883880806
715 => 0.24484580377838
716 => 0.2444097152343
717 => 0.24471513670233
718 => 0.25175344552294
719 => 0.2507528230811
720 => 0.25022126235201
721 => 0.25036850830672
722 => 0.25216694711343
723 => 0.25267041178819
724 => 0.2505371965834
725 => 0.25154323320595
726 => 0.25582680945971
727 => 0.25732581871911
728 => 0.26210993670984
729 => 0.26007755835646
730 => 0.26380807678337
731 => 0.27527441860022
801 => 0.28443452585403
802 => 0.27601051266598
803 => 0.29283188310497
804 => 0.305929732874
805 => 0.30542701558426
806 => 0.3031431025183
807 => 0.28823154878062
808 => 0.27450971471246
809 => 0.28598861157032
810 => 0.28601787363907
811 => 0.28503182621885
812 => 0.27890757037779
813 => 0.28481871539067
814 => 0.28528792061567
815 => 0.28502529046141
816 => 0.28032983786715
817 => 0.2731607496204
818 => 0.27456157230344
819 => 0.27685614843427
820 => 0.27251203711988
821 => 0.27112383033595
822 => 0.27370477086443
823 => 0.28202109900751
824 => 0.28044894534527
825 => 0.28040789005957
826 => 0.28713423012355
827 => 0.28231962227278
828 => 0.27457924116353
829 => 0.27262469285036
830 => 0.26568736308011
831 => 0.27047900146234
901 => 0.27065144399733
902 => 0.26802711262474
903 => 0.2747921911909
904 => 0.27472984980094
905 => 0.28115228505045
906 => 0.29342956909098
907 => 0.28979857207174
908 => 0.28557611758971
909 => 0.28603521546787
910 => 0.29107038604116
911 => 0.28802600697079
912 => 0.28912078691066
913 => 0.2910687289606
914 => 0.29224397076402
915 => 0.28586611625831
916 => 0.28437913328498
917 => 0.28133728798165
918 => 0.28054372732075
919 => 0.28302124685012
920 => 0.28236850798619
921 => 0.27063695086999
922 => 0.26941093787758
923 => 0.26944853794572
924 => 0.26636566998256
925 => 0.26166355636566
926 => 0.27402043020226
927 => 0.27302800029884
928 => 0.27193243449344
929 => 0.27206663505339
930 => 0.27743033517255
1001 => 0.27431911823009
1002 => 0.28259079839005
1003 => 0.28089038961862
1004 => 0.27914637177845
1005 => 0.27890529538885
1006 => 0.27823399731299
1007 => 0.27593186643186
1008 => 0.27315190505627
1009 => 0.27131633375998
1010 => 0.25027497616644
1011 => 0.25418012974386
1012 => 0.25867265296873
1013 => 0.26022345398329
1014 => 0.25757070153571
1015 => 0.27603661326721
1016 => 0.2794105132825
1017 => 0.26919075006212
1018 => 0.26727904963376
1019 => 0.27616194402903
1020 => 0.27080447281901
1021 => 0.27321694177684
1022 => 0.26800250343998
1023 => 0.27859783956814
1024 => 0.27851712085889
1025 => 0.27439529579851
1026 => 0.2778790341145
1027 => 0.27727364885151
1028 => 0.27262011850995
1029 => 0.27874536478032
1030 => 0.27874840282605
1031 => 0.27478123582165
1101 => 0.27014845328503
1102 => 0.26932022118892
1103 => 0.26869625956183
1104 => 0.27306348546612
1105 => 0.27697912655594
1106 => 0.28426516385435
1107 => 0.28609704674315
1108 => 0.29324700761348
1109 => 0.28898955404048
1110 => 0.29087682806613
1111 => 0.2929257309922
1112 => 0.29390805040086
1113 => 0.29230741363861
1114 => 0.30341424591153
1115 => 0.30435200285991
1116 => 0.30466642465314
1117 => 0.3009212633026
1118 => 0.30424784314781
1119 => 0.30269144660298
1120 => 0.30674075803321
1121 => 0.30737574176967
1122 => 0.30683793313509
1123 => 0.30703948699558
1124 => 0.29756176503012
1125 => 0.29707029514724
1126 => 0.29036906842112
1127 => 0.29309986784498
1128 => 0.2879947692127
1129 => 0.28961364857734
1130 => 0.29032723517602
1201 => 0.28995449803255
1202 => 0.29325426314715
1203 => 0.29044878870227
1204 => 0.28304468037952
1205 => 0.27563855481241
1206 => 0.27554557693881
1207 => 0.27359567480597
1208 => 0.27218625270631
1209 => 0.27245775740464
1210 => 0.27341457537446
1211 => 0.2721306407065
1212 => 0.27240463326505
1213 => 0.27695473533985
1214 => 0.2778672258611
1215 => 0.27476622653681
1216 => 0.26231526677771
1217 => 0.25925977002196
1218 => 0.26145600049686
1219 => 0.26040634378521
1220 => 0.2101682433165
1221 => 0.22197093982935
1222 => 0.21495817834312
1223 => 0.21818998147761
1224 => 0.21103176794595
1225 => 0.21444804263738
1226 => 0.21381718144425
1227 => 0.23279556816973
1228 => 0.23249924676493
1229 => 0.23264108014042
1230 => 0.22587100358299
1231 => 0.23665591936659
]
'min_raw' => 0.1376866477601
'max_raw' => 0.30737574176967
'avg_raw' => 0.22253119476489
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.137686'
'max' => '$0.307375'
'avg' => '$0.222531'
'bar_min_pct' => 61.631153054958
'bar_max_pct' => 60.119598047091
'min_diff' => 0.021231001720415
'max_diff' => 0.046500718688041
'year' => 2035
]
10 => [
'items' => [
101 => 0.24196895669462
102 => 0.24098565488711
103 => 0.24123313076766
104 => 0.23698067521309
105 => 0.2326822532056
106 => 0.22791464167689
107 => 0.23677227460264
108 => 0.23578745702613
109 => 0.23804627422046
110 => 0.24379108232949
111 => 0.24463702714594
112 => 0.24577398555799
113 => 0.24536646690148
114 => 0.2550752146143
115 => 0.2538994212059
116 => 0.2567327450213
117 => 0.25090438296823
118 => 0.24430903807197
119 => 0.24556259751868
120 => 0.24544186966347
121 => 0.24390486550171
122 => 0.24251732686858
123 => 0.24020746598099
124 => 0.24751620762441
125 => 0.24721948606101
126 => 0.25202306327127
127 => 0.25117398433989
128 => 0.24550362743134
129 => 0.24570614533763
130 => 0.24706817558427
131 => 0.25178217781926
201 => 0.25318161463635
202 => 0.25253333974476
203 => 0.25406775832798
204 => 0.25528050021287
205 => 0.25422006003702
206 => 0.2692336566567
207 => 0.2629989645959
208 => 0.26603771012562
209 => 0.26676243302914
210 => 0.26490607055107
211 => 0.26530864910121
212 => 0.26591844590857
213 => 0.26962101271244
214 => 0.27933761935213
215 => 0.28364103828967
216 => 0.29658808649021
217 => 0.28328369925339
218 => 0.28249427197379
219 => 0.2848264263181
220 => 0.29242771419606
221 => 0.29858784406847
222 => 0.30063151453357
223 => 0.30090161932285
224 => 0.30473568097602
225 => 0.3069332936146
226 => 0.30427012504549
227 => 0.30201336852855
228 => 0.29392994680378
229 => 0.29486562487885
301 => 0.30131151894877
302 => 0.3104167239838
303 => 0.31822993713897
304 => 0.31549402221
305 => 0.33636712186313
306 => 0.33843660443477
307 => 0.33815066885775
308 => 0.34286525813625
309 => 0.33350775852784
310 => 0.32950724615223
311 => 0.30250130490279
312 => 0.31008887283585
313 => 0.3211178484288
314 => 0.31965812215254
315 => 0.31164858527158
316 => 0.31822386118702
317 => 0.31604986934148
318 => 0.31433515177391
319 => 0.32219060536533
320 => 0.31355321145731
321 => 0.32103168381731
322 => 0.31144046566072
323 => 0.31550651963894
324 => 0.313198430748
325 => 0.31469204712917
326 => 0.30596039628444
327 => 0.31067178313141
328 => 0.305764387102
329 => 0.30576206035732
330 => 0.30565372931798
331 => 0.31142725898386
401 => 0.31161553357899
402 => 0.30734888643258
403 => 0.30673399592123
404 => 0.30900756841886
405 => 0.30634581047372
406 => 0.30759123026334
407 => 0.30638353297041
408 => 0.30611165487178
409 => 0.30394528392561
410 => 0.30301195175639
411 => 0.30337793534894
412 => 0.30212864467007
413 => 0.30137590184723
414 => 0.30550398982425
415 => 0.30329851894472
416 => 0.30516596978106
417 => 0.30303777386197
418 => 0.29566051959557
419 => 0.29141778265392
420 => 0.27748283321653
421 => 0.28143476759072
422 => 0.28405490416938
423 => 0.28318894904576
424 => 0.28504935573144
425 => 0.28516356959234
426 => 0.28455873241423
427 => 0.28385840844641
428 => 0.28351752946923
429 => 0.28605816208828
430 => 0.2875330848374
501 => 0.28431786992795
502 => 0.28356459006031
503 => 0.28681534985064
504 => 0.28879831144484
505 => 0.30343938572654
506 => 0.30235472765371
507 => 0.30507700656313
508 => 0.3047705197347
509 => 0.30762390172481
510 => 0.31228797534944
511 => 0.30280460957507
512 => 0.30445059396339
513 => 0.3040470366027
514 => 0.30845297004823
515 => 0.30846672489153
516 => 0.30582514769823
517 => 0.30725718954941
518 => 0.3064578630741
519 => 0.30790235405044
520 => 0.30234024138386
521 => 0.3091142942188
522 => 0.31295474566589
523 => 0.31300807033796
524 => 0.31482841384417
525 => 0.31667798827367
526 => 0.32022808532711
527 => 0.31657897799367
528 => 0.31001458913425
529 => 0.31048851680705
530 => 0.30663981802059
531 => 0.30670451534251
601 => 0.30635915596766
602 => 0.30739560544903
603 => 0.30256768376041
604 => 0.30370078733082
605 => 0.3021144356968
606 => 0.30444714554474
607 => 0.30193753535911
608 => 0.30404684199513
609 => 0.30495714881461
610 => 0.308316200576
611 => 0.30144140068279
612 => 0.2874232183175
613 => 0.29037001020472
614 => 0.28601147353802
615 => 0.28641487270064
616 => 0.28722980320964
617 => 0.28458834680131
618 => 0.28509225344216
619 => 0.28507425035101
620 => 0.28491910943756
621 => 0.28423196460786
622 => 0.28323546865735
623 => 0.28720520181893
624 => 0.28787973683841
625 => 0.28937914462951
626 => 0.29384036515779
627 => 0.29339458402419
628 => 0.29412167154837
629 => 0.2925344435655
630 => 0.28648849965449
701 => 0.28681682349677
702 => 0.28272261992249
703 => 0.28927444663909
704 => 0.28772288759271
705 => 0.28672258738202
706 => 0.28644964620182
707 => 0.29092192523289
708 => 0.29226010121337
709 => 0.29142623974398
710 => 0.28971596554265
711 => 0.29300019760639
712 => 0.29387891955602
713 => 0.29407563299453
714 => 0.29989466252245
715 => 0.29440085210378
716 => 0.29572326687534
717 => 0.30604036942304
718 => 0.29668418107511
719 => 0.30164036271091
720 => 0.30139778341056
721 => 0.30393319822739
722 => 0.30118980539236
723 => 0.30122381303448
724 => 0.30347508962795
725 => 0.30031357767229
726 => 0.29953074285163
727 => 0.29844926215365
728 => 0.30081063569251
729 => 0.30222617233331
730 => 0.31363435806109
731 => 0.32100456631771
801 => 0.32068460613974
802 => 0.32360844322595
803 => 0.32229122783934
804 => 0.31803759189209
805 => 0.3252980297784
806 => 0.32300052344155
807 => 0.32318992707249
808 => 0.32318287745988
809 => 0.3247105183224
810 => 0.32362804476508
811 => 0.32149437826997
812 => 0.32291080566347
813 => 0.32711708864011
814 => 0.34017352006412
815 => 0.3474800720637
816 => 0.33973365645936
817 => 0.3450770302146
818 => 0.3418729100002
819 => 0.34129062604292
820 => 0.34464665963343
821 => 0.34800856751647
822 => 0.34779442851825
823 => 0.34535385603104
824 => 0.34397523856025
825 => 0.3544145919198
826 => 0.36210612964537
827 => 0.36158161833721
828 => 0.36389664067122
829 => 0.37069361784481
830 => 0.37131504825507
831 => 0.37123676230679
901 => 0.3696964821954
902 => 0.37638898892182
903 => 0.38197199577644
904 => 0.36933995185258
905 => 0.37415006881319
906 => 0.3763094852891
907 => 0.37948014934573
908 => 0.38482959107426
909 => 0.39064050366079
910 => 0.39146223041394
911 => 0.39087917595933
912 => 0.3870467229028
913 => 0.39340509279358
914 => 0.39712967675348
915 => 0.39934758126601
916 => 0.40497181808567
917 => 0.3763228211101
918 => 0.35604363710325
919 => 0.35287674968562
920 => 0.35931673978108
921 => 0.36101491381129
922 => 0.36033038198904
923 => 0.33750431668659
924 => 0.35275657517576
925 => 0.3691667228638
926 => 0.36979710346892
927 => 0.37801236652156
928 => 0.38068759292651
929 => 0.38730195648302
930 => 0.38688822624167
1001 => 0.38849871851017
1002 => 0.38812849422748
1003 => 0.40038020989735
1004 => 0.41389567167861
1005 => 0.41342767421366
1006 => 0.41148466667492
1007 => 0.41437036420196
1008 => 0.42831976916512
1009 => 0.42703553149078
1010 => 0.4282830590003
1011 => 0.44473019360588
1012 => 0.46611380817075
1013 => 0.45617897232557
1014 => 0.47773470743761
1015 => 0.49130290007022
1016 => 0.51476768625102
1017 => 0.51182977945467
1018 => 0.5209644485223
1019 => 0.50657031312957
1020 => 0.47351846873312
1021 => 0.46828788784
1022 => 0.47875964324742
1023 => 0.50450343209762
1024 => 0.47794887972217
1025 => 0.483320831083
1026 => 0.48177370872969
1027 => 0.48169126915433
1028 => 0.48483765243988
1029 => 0.48027365937987
1030 => 0.46167913060672
1031 => 0.47020089356521
1101 => 0.46691023163826
1102 => 0.4705614663813
1103 => 0.49026567440574
1104 => 0.48155397434848
1105 => 0.47237690601921
1106 => 0.48388698625861
1107 => 0.49854327369605
1108 => 0.49762610956809
1109 => 0.495846427815
1110 => 0.50587840067609
1111 => 0.52244828075037
1112 => 0.52692705275127
1113 => 0.53023319067788
1114 => 0.5306890512403
1115 => 0.535384698349
1116 => 0.5101350203901
1117 => 0.55020690776859
1118 => 0.55712621575531
1119 => 0.55582567262974
1120 => 0.56351619224798
1121 => 0.56125344628664
1122 => 0.55797508240262
1123 => 0.57016619181798
1124 => 0.55619006864508
1125 => 0.53635272134612
1126 => 0.52546956027968
1127 => 0.53980138469153
1128 => 0.54855332974811
1129 => 0.55433780870226
1130 => 0.55608818853871
1201 => 0.51209508101343
1202 => 0.48838523602691
1203 => 0.50358297482934
1204 => 0.52212526506022
1205 => 0.51003201703164
1206 => 0.51050604945881
1207 => 0.49326425581974
1208 => 0.52365078121556
1209 => 0.51922372005629
1210 => 0.5421913211819
1211 => 0.53670991884676
1212 => 0.55543910596755
1213 => 0.55050708331524
1214 => 0.57097963359933
1215 => 0.57914668817983
1216 => 0.59286044392103
1217 => 0.60294833846929
1218 => 0.6088721430987
1219 => 0.60851650008838
1220 => 0.63198956525785
1221 => 0.61814831881384
1222 => 0.60076045114886
1223 => 0.60044595948082
1224 => 0.60945138253251
1225 => 0.62832427873168
1226 => 0.63321774612665
1227 => 0.63595252682134
1228 => 0.63176411498902
1229 => 0.61674043398513
1230 => 0.61025328469944
1231 => 0.61578052384165
]
'min_raw' => 0.22791464167689
'max_raw' => 0.63595252682134
'avg_raw' => 0.43193358424911
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.227914'
'max' => '$0.635952'
'avg' => '$0.431933'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.090227993916791
'max_diff' => 0.32857678505166
'year' => 2036
]
11 => [
'items' => [
101 => 0.60902118533179
102 => 0.62068969993523
103 => 0.63671306274597
104 => 0.6334043016888
105 => 0.64446499382575
106 => 0.65591164656875
107 => 0.67228087409259
108 => 0.67656039631806
109 => 0.6836342838211
110 => 0.69091563771273
111 => 0.69325421234474
112 => 0.69771927693432
113 => 0.69769574383991
114 => 0.71115151651413
115 => 0.72599365046439
116 => 0.73159621243442
117 => 0.74447899475744
118 => 0.72241768149581
119 => 0.73915144102686
120 => 0.75424571099703
121 => 0.73624970007488
122 => 0.76105300859829
123 => 0.76201606486275
124 => 0.776557071063
125 => 0.76181697555933
126 => 0.7530643539013
127 => 0.77833284467158
128 => 0.79055947140532
129 => 0.78687671192953
130 => 0.7588507304785
131 => 0.74253840718311
201 => 0.69984591070689
202 => 0.75041701696157
203 => 0.77504872763882
204 => 0.75878694029843
205 => 0.76698843994124
206 => 0.81173316264726
207 => 0.82876905604746
208 => 0.8252257093101
209 => 0.82582447658026
210 => 0.83501673543567
211 => 0.87578027346998
212 => 0.85135381658841
213 => 0.87002692763249
214 => 0.87993107839936
215 => 0.88913060559595
216 => 0.86653947434156
217 => 0.83714874450922
218 => 0.82783946663242
219 => 0.75717002603222
220 => 0.75349137474716
221 => 0.75142643630631
222 => 0.7384072915281
223 => 0.72817780997631
224 => 0.72004294645002
225 => 0.69869463528117
226 => 0.70589906361441
227 => 0.67187431135008
228 => 0.69364214208562
301 => 0.63933781591537
302 => 0.68456407241172
303 => 0.65994947718631
304 => 0.67647751587275
305 => 0.67641985110281
306 => 0.64598649166163
307 => 0.62843316506396
308 => 0.63961882795769
309 => 0.65161074649879
310 => 0.65355639493642
311 => 0.66910423034605
312 => 0.67344329700928
313 => 0.66029572244806
314 => 0.63821247945839
315 => 0.64334191313974
316 => 0.62832921725413
317 => 0.6020200451696
318 => 0.62091575187478
319 => 0.62736757692951
320 => 0.63021707042604
321 => 0.60434502130974
322 => 0.59621546176788
323 => 0.5918873524814
324 => 0.63487272280475
325 => 0.63722755842505
326 => 0.62517988645139
327 => 0.67963650617946
328 => 0.66731129596506
329 => 0.68108157552437
330 => 0.64287647079734
331 => 0.64433595724791
401 => 0.62624904840617
402 => 0.63637650878986
403 => 0.62921874621395
404 => 0.63555831007237
405 => 0.6393582185101
406 => 0.65744215946808
407 => 0.68477056196882
408 => 0.65474102173524
409 => 0.64165672102453
410 => 0.64977414759656
411 => 0.67139192425982
412 => 0.70414396249829
413 => 0.68475409666491
414 => 0.69335898986049
415 => 0.69523877621867
416 => 0.68094140700499
417 => 0.70467112689475
418 => 0.71738807656357
419 => 0.73043303552183
420 => 0.74175960787384
421 => 0.72522259204911
422 => 0.74291956946967
423 => 0.72865892960574
424 => 0.71586566140995
425 => 0.71588506351697
426 => 0.70785965949792
427 => 0.69230942794503
428 => 0.68944172666332
429 => 0.70435987088151
430 => 0.71632280979099
501 => 0.71730813473819
502 => 0.72393143239646
503 => 0.72785103172524
504 => 0.76626843358417
505 => 0.78172023041725
506 => 0.80061439509719
507 => 0.8079747370568
508 => 0.83012672752659
509 => 0.81223719612553
510 => 0.80836668347649
511 => 0.75463320045763
512 => 0.76343205529176
513 => 0.77751987084441
514 => 0.75486550334722
515 => 0.76923448520759
516 => 0.77207122660348
517 => 0.75409571660847
518 => 0.76369721317274
519 => 0.73819848494337
520 => 0.68532636456424
521 => 0.70472998867903
522 => 0.71901758721677
523 => 0.69862742245522
524 => 0.73517600358195
525 => 0.71382507700357
526 => 0.70705785830344
527 => 0.68065652546658
528 => 0.69311693828508
529 => 0.70996982503803
530 => 0.69955670038308
531 => 0.72116549758064
601 => 0.75176931726809
602 => 0.77357942166634
603 => 0.77525373066489
604 => 0.76123129470033
605 => 0.78370233782353
606 => 0.78386601484049
607 => 0.75851858640061
608 => 0.74299342761625
609 => 0.73946607887523
610 => 0.74827808760775
611 => 0.75897749299559
612 => 0.77584747319984
613 => 0.78604164892014
614 => 0.81262265262564
615 => 0.81981471009125
616 => 0.82771660075038
617 => 0.8382759635238
618 => 0.85095518589834
619 => 0.82321376917138
620 => 0.82431598737441
621 => 0.79848356422432
622 => 0.77087791534424
623 => 0.79182716175151
624 => 0.81921551466755
625 => 0.81293259624717
626 => 0.8122256395765
627 => 0.81341454460314
628 => 0.80867742929511
629 => 0.78725163232255
630 => 0.77649173121552
701 => 0.79037474878712
702 => 0.7977529547644
703 => 0.80919590878799
704 => 0.80778532317313
705 => 0.83726114385435
706 => 0.84871455646852
707 => 0.84578428340265
708 => 0.84632352416773
709 => 0.86705938061939
710 => 0.89012191764778
711 => 0.91172302694466
712 => 0.93369660311067
713 => 0.90720659939927
714 => 0.89375660919091
715 => 0.90763356587134
716 => 0.90027025732439
717 => 0.94258201233433
718 => 0.94551158644871
719 => 0.98782028183716
720 => 1.0279762717865
721 => 1.0027550139686
722 => 1.0265375241005
723 => 1.0522602478247
724 => 1.10188355525
725 => 1.0851721710782
726 => 1.0723715127033
727 => 1.0602749523914
728 => 1.0854459741256
729 => 1.1178280914698
730 => 1.1248028893937
731 => 1.1361047266083
801 => 1.1242222267001
802 => 1.1385333890251
803 => 1.1890580806757
804 => 1.1754058629979
805 => 1.1560175191919
806 => 1.1959019108071
807 => 1.210335917086
808 => 1.3116413322991
809 => 1.4395436037236
810 => 1.3865912235023
811 => 1.3537219723363
812 => 1.3614470260293
813 => 1.4081526057884
814 => 1.423152955646
815 => 1.3823768338024
816 => 1.3967796493838
817 => 1.4761405792909
818 => 1.5187151719827
819 => 1.4608931565767
820 => 1.3013645093258
821 => 1.1542718109647
822 => 1.1932874182406
823 => 1.1888642591707
824 => 1.2741276778784
825 => 1.1750802621214
826 => 1.1767479665815
827 => 1.2637745424924
828 => 1.2405573440526
829 => 1.2029484560142
830 => 1.1545463974678
831 => 1.0650707155964
901 => 0.9858196089488
902 => 1.1412492795245
903 => 1.1345468694988
904 => 1.12484078654
905 => 1.1464406238569
906 => 1.251323302647
907 => 1.2489054174288
908 => 1.2335240652864
909 => 1.2451906853214
910 => 1.2009032411148
911 => 1.2123171238932
912 => 1.1542485107297
913 => 1.1804979490391
914 => 1.2028677642315
915 => 1.2073588358221
916 => 1.2174774494357
917 => 1.1310150039751
918 => 1.1698341035828
919 => 1.1926366877447
920 => 1.0896137829364
921 => 1.1906002561605
922 => 1.1295098851612
923 => 1.1087748956974
924 => 1.1366918273832
925 => 1.1258125719552
926 => 1.1164592269894
927 => 1.1112398997877
928 => 1.1317390133384
929 => 1.1307827051895
930 => 1.097242176714
1001 => 1.0534899246046
1002 => 1.0681746165312
1003 => 1.0628395302846
1004 => 1.0435044894868
1005 => 1.0565339724628
1006 => 0.99915872350707
1007 => 0.90044758978471
1008 => 0.9656591883255
1009 => 0.96314861271825
1010 => 0.96188266665153
1011 => 1.0108873806387
1012 => 1.00617670812
1013 => 0.99762679137139
1014 => 1.0433474635608
1015 => 1.0266588031818
1016 => 1.0780893221269
1017 => 1.1119647882215
1018 => 1.1033728742634
1019 => 1.1352329138597
1020 => 1.0685129221743
1021 => 1.0906746270708
1022 => 1.0952421237351
1023 => 1.042783277563
1024 => 1.0069474324019
1025 => 1.0045575900882
1026 => 0.94242317306251
1027 => 0.97561487710615
1028 => 1.0048222030985
1029 => 0.99083416052823
1030 => 0.98640596413136
1031 => 1.0090286591643
1101 => 1.0107866363187
1102 => 0.97070457089761
1103 => 0.97903890153258
1104 => 1.0137944457476
1105 => 0.9781631509919
1106 => 0.90893736562053
1107 => 0.89176841372706
1108 => 0.88947775905791
1109 => 0.84291419983609
1110 => 0.89291572518912
1111 => 0.87108871941496
1112 => 0.94003996912787
1113 => 0.90065538508482
1114 => 0.8989575943837
1115 => 0.8963911347272
1116 => 0.85631195578857
1117 => 0.86508674881143
1118 => 0.89425549725813
1119 => 0.90466323531339
1120 => 0.90357762296614
1121 => 0.89411255447779
1122 => 0.89844561436276
1123 => 0.88448731873512
1124 => 0.8795583540322
1125 => 0.86400118561123
1126 => 0.84113644580987
1127 => 0.84431592811685
1128 => 0.79901489568575
1129 => 0.77433248890952
1130 => 0.76750072402275
1201 => 0.75836500249705
1202 => 0.7685326280783
1203 => 0.79888656355264
1204 => 0.76227327742394
1205 => 0.69950236647969
1206 => 0.70327500518387
1207 => 0.71175100424567
1208 => 0.69595603606835
1209 => 0.68100742425971
1210 => 0.69400402940811
1211 => 0.66740716694673
1212 => 0.71496510800612
1213 => 0.71367879898005
1214 => 0.73140545844364
1215 => 0.7424903023939
1216 => 0.7169433258494
1217 => 0.71051833033483
1218 => 0.7141782997797
1219 => 0.65368715753878
1220 => 0.72646204158287
1221 => 0.72709140180213
1222 => 0.72170243750919
1223 => 0.7604528165902
1224 => 0.84222820299747
1225 => 0.81146101322376
1226 => 0.79954702740015
1227 => 0.77689853164038
1228 => 0.80707630750566
1229 => 0.80475912516584
1230 => 0.7942799478599
1231 => 0.78794210872824
]
'min_raw' => 0.5918873524814
'max_raw' => 1.5187151719827
'avg_raw' => 1.055301262232
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$0.591887'
'max' => '$1.51'
'avg' => '$1.05'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.36397271080452
'max_diff' => 0.88276264516134
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.018578667659863
]
1 => [
'year' => 2028
'avg' => 0.031886387130083
]
2 => [
'year' => 2029
'avg' => 0.087107862677257
]
3 => [
'year' => 2030
'avg' => 0.067203586330583
]
4 => [
'year' => 2031
'avg' => 0.066002250225398
]
5 => [
'year' => 2032
'avg' => 0.11572271631772
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.018578667659863
'min' => '$0.018578'
'max_raw' => 0.11572271631772
'max' => '$0.115722'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.11572271631772
]
1 => [
'year' => 2033
'avg' => 0.29765072599577
]
2 => [
'year' => 2034
'avg' => 0.18866533456066
]
3 => [
'year' => 2035
'avg' => 0.22253119476489
]
4 => [
'year' => 2036
'avg' => 0.43193358424911
]
5 => [
'year' => 2037
'avg' => 1.055301262232
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.11572271631772
'min' => '$0.115722'
'max_raw' => 1.055301262232
'max' => '$1.05'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 1.055301262232
]
]
]
]
'prediction_2025_max_price' => '$0.031766'
'last_price' => 0.03080128
'sma_50day_nextmonth' => '$0.0287065'
'sma_200day_nextmonth' => '$0.036946'
'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' => '$0.029186'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.029153'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.028987'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.029255'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.028989'
'daily_sma50_action' => 'BUY'
'daily_sma100' => '$0.032654'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.039129'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.029586'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.029327'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.029192'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.02921'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$0.029969'
'daily_ema50_action' => 'BUY'
'daily_ema100' => '$0.032578'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.03721'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.034255'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '—'
'weekly_sma50_action' => '—'
'weekly_sma100' => '—'
'weekly_sma100_action' => '—'
'weekly_sma200' => '—'
'weekly_sma200_action' => '—'
'weekly_ema3' => '$0.0300072'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$0.0298022'
'weekly_ema5_action' => 'BUY'
'weekly_ema10' => '$0.030581'
'weekly_ema10_action' => 'BUY'
'weekly_ema21' => '$0.033889'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.031331'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.015665'
'weekly_ema100_action' => 'BUY'
'weekly_ema200' => '$0.007832'
'weekly_ema200_action' => 'BUY'
'rsi_14' => '55.53'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 61.02
'stoch_rsi_14_action' => 'NEUTRAL'
'momentum_10' => 0
'momentum_10_action' => 'BUY'
'vwma_10' => '0.028999'
'vwma_10_action' => 'BUY'
'hma_9' => '0.029196'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 100
'stochastic_fast_14_action' => 'SELL'
'cci_20' => 167.75
'cci_20_action' => 'SELL'
'adx_14' => 6.78
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '-0.000311'
'ao_5_34_action' => 'NEUTRAL'
'macd_12_26' => 0
'macd_12_26_action' => 'BUY'
'williams_percent_r_14' => -0
'williams_percent_r_14_action' => 'SELL'
'ultimate_oscillator' => 57.99
'ultimate_oscillator_action' => 'NEUTRAL'
'ichimoku_cloud' => '-0.0016012'
'ichimoku_cloud_action' => 'NEUTRAL'
'sell_signals' => 7
'buy_signals' => 23
'sell_pct' => 23.33
'buy_pct' => 76.67
'overall_action' => 'bullish'
'overall_action_label' => 'Altista'
'overall_action_dir' => 1
'last_updated' => 1767707591
'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 $0.010641 na extremidade inferior e $0.031766 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 $0.018578 na extremidade inferior e $0.115722 na extremidade superior. Considerando a volatilidade de preços no mercado, se Districts atingir a meta de preço superior, poderia ganhar 275.71% até 2032 em comparação com o preço de hoje.
| Previsão de Preço de Districts | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2027 | $0.010244 | $0.018578 | $0.026912 |
| 2028 | $0.018488 | $0.031886 | $0.045284 |
| 2029 | $0.040614 | $0.0871078 | $0.1336017 |
| 2030 | $0.03454 | $0.0672035 | $0.099866 |
| 2031 | $0.040837 | $0.0660022 | $0.091166 |
| 2032 | $0.062335 | $0.115722 | $0.16911 |
Previsão de preço de Districts 2032-2037
A previsão de preço de Districts para 2032-2037 é atualmente estimada entre $0.115722 na extremidade inferior e $1.05 na extremidade superior. Comparado ao preço atual, Districts poderia potencialmente ganhar 3326.16% até 2037 se atingir a meta de preço superior. Por favor, note que esta informação é apenas para fins gerais e não deve ser considerada como aconselhamento de investimento a longo prazo.
| Previsão de Preço de Districts | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2032 | $0.062335 | $0.115722 | $0.16911 |
| 2033 | $0.144853 | $0.29765 | $0.450447 |
| 2034 | $0.116455 | $0.188665 | $0.260875 |
| 2035 | $0.137686 | $0.222531 | $0.307375 |
| 2036 | $0.227914 | $0.431933 | $0.635952 |
| 2037 | $0.591887 | $1.05 | $1.51 |
Districts Histograma de preços potenciais
Previsão de preço de Districts baseada na análise técnica
Indicador de Sentimento de Mercado
Altista 76.67%
Baixista 23.33%
Em 6 de janeiro de 2026, o sentimento geral de previsão de preço para Districts é Altista, com 23 indicadores técnicos mostrando sinais de alta e 7 indicando sinais de baixa. A previsão de preço de DSTRX foi atualizada pela última vez em 6 de janeiro de 2026.
Médias Móveis Simples de 50 e 200 dias e Índice de Força Relativa de 14 dias - RSI (14) de Districts
De acordo com nossos indicadores técnicos, o SMA de 200 dias de Districts está projetado para aumentar no próximo mês, alcançando $0.036946 até 4 de fev. de 2026. O SMA de 50 dias de curto prazo para Districts é esperado para alcançar $0.0287065 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 55.53, 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 | $0.029186 | BUY |
| SMA 5 | $0.029153 | BUY |
| SMA 10 | $0.028987 | BUY |
| SMA 21 | $0.029255 | BUY |
| SMA 50 | $0.028989 | BUY |
| SMA 100 | $0.032654 | SELL |
| SMA 200 | $0.039129 | SELL |
Média Móvel Exponencial Diária (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 3 | $0.029586 | BUY |
| EMA 5 | $0.029327 | BUY |
| EMA 10 | $0.029192 | BUY |
| EMA 21 | $0.02921 | BUY |
| EMA 50 | $0.029969 | BUY |
| EMA 100 | $0.032578 | SELL |
| EMA 200 | $0.03721 | SELL |
Média Móvel Simples Semanal (SMA)
| Período | Valor | Ação |
|---|---|---|
| SMA 21 | $0.034255 | SELL |
| SMA 50 | — | — |
| SMA 100 | — | — |
| SMA 200 | — | — |
Média Móvel Exponencial Semanal (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 21 | $0.033889 | SELL |
| EMA 50 | $0.031331 | SELL |
| EMA 100 | $0.015665 | BUY |
| EMA 200 | $0.007832 | BUY |
Osciladores de Districts
Um oscilador é uma ferramenta de análise técnica que define limites altos e baixos entre dois extremos, criando um indicador de tendência que flutua dentro desses limites. Os traders usam esse indicador para identificar condições de sobrecompra ou sobrevenda de curto prazo.
| Período | Valor | Ação |
|---|---|---|
| RSI (14) | 55.53 | NEUTRAL |
| Stoch RSI (14) | 61.02 | NEUTRAL |
| Estocástico Rápido (14) | 100 | SELL |
| Índice de Canal de Commodities (20) | 167.75 | SELL |
| Índice Direcional Médio (14) | 6.78 | NEUTRAL |
| Oscilador Impressionante (5, 34) | -0.000311 | NEUTRAL |
| Momentum (10) | 0 | BUY |
| MACD (12, 26) | 0 | BUY |
| Williams Percent Range (14) | -0 | SELL |
| Oscilador Ultimate (7, 14, 28) | 57.99 | NEUTRAL |
| VWMA (10) | 0.028999 | BUY |
| Média Móvel de Hull (9) | 0.029196 | BUY |
| Nuvem Ichimoku B/L (9, 26, 52, 26) | -0.0016012 | NEUTRAL |
Previsão do preço de Districts com base nos fluxos financeiros mundiais
Definições dos fluxos financeiros mundiais, usadas na previsão do preço do Districts
M0: o total de todas as moedas físicas, mais as contas no Banco Central que podem ser trocadas por moedas físicas.
M1: o valor de M0, mais o valor em contas de demanda, incluindo contas 'correntes'.
M2: o valor de M1, mais a maioria das contas de poupança, do mercado de moedas e de certificados de depósito (CD) de menos de US$ 100.000.
Previsões de preço de Districts por empresas de Internet ou nichos tecnológicos
| Comparação | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook stock | $0.04328 | $0.060816 | $0.085457 | $0.120082 | $0.168736 | $0.2371026 |
| Amazon.com stock | $0.064268 | $0.13410046 | $0.2798085 | $0.583837 | $1.21 | $2.54 |
| Apple stock | $0.043689 | $0.061969 | $0.087899 | $0.124678 | $0.176847 | $0.250844 |
| Netflix stock | $0.048599 | $0.076682 | $0.120993 | $0.190908 | $0.301222 | $0.475282 |
| Google stock | $0.039887 | $0.051654 | $0.066891 | $0.086624 | $0.112178 | $0.14527 |
| Tesla stock | $0.069824 | $0.158286 | $0.358822 | $0.813423 | $1.84 | $4.18 |
| Kodak stock | $0.023097 | $0.01732 | $0.012988 | $0.00974 | $0.0073041 | $0.005477 |
| Nokia stock | $0.0204045 | $0.013517 | $0.008954 | $0.005932 | $0.003929 | $0.0026032 |
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 $0.0308 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 | $0.0316019 | $0.032423 | $0.033266 | $0.03413 |
| Se Districts tiver 2% da média anterior do crescimento anual do Bitcoin | $0.0324025 | $0.034087 | $0.035859 | $0.037723 |
| Se Districts tiver 5% da média anterior do crescimento anual do Bitcoin | $0.0348044 | $0.039327 | $0.044439 | $0.050214 |
| Se Districts tiver 10% da média anterior do crescimento anual do Bitcoin | $0.0388075 | $0.048894 | $0.0616041 | $0.077617 |
| Se Districts tiver 20% da média anterior do crescimento anual do Bitcoin | $0.046813 | $0.07115 | $0.108139 | $0.164356 |
| Se Districts tiver 50% da média anterior do crescimento anual do Bitcoin | $0.070832 | $0.16289 | $0.374593 | $0.861437 |
| Se Districts tiver 100% da média anterior do crescimento anual do Bitcoin | $0.110863 | $0.399034 | $1.43 | $5.16 |
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 escalada de 0.8818% 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 $0.031766 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 $0.099866. 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 $0.0310648 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 $0.027222 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 $0.010641 e $0.031766. 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 $0.099866 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 $0.099866, enquanto seu pico mais baixo está previsto para cerca de $0.03454.
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 $0.031766 se o melhor cenário ocorrer. O preço ficará entre $0.031766 e $0.010641 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 $0.026912 em 2027, assumindo as condições mais favoráveis. O preço está projetado para flutuar entre $0.026912 e $0.010244 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 $0.045284 no melhor cenário. O preço é esperado para variar entre $0.045284 e $0.018488 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 $0.1336017 sob condições ótimas. A faixa de preço prevista para 2029 está entre $0.1336017 e $0.040614.
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 $0.099866 no melhor cenário. O preço está previsto para variar entre $0.099866 e $0.03454 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 $0.091166 sob condições ideais. O preço provavelmente oscilará entre $0.091166 e $0.040837 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 $0.16911 se o cenário mais positivo se desenrolar em 2032. O preço é esperado para permanecer dentro de uma faixa de $0.16911 e $0.062335 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 $0.450447. Ao longo do ano, o preço de DSTRX poderia variar entre $0.450447 e $0.144853.
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 $0.260875 nas melhores circunstâncias. A faixa de preço prevista para o ano é entre $0.260875 e $0.116455.
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 $0.307375 em 2035. A faixa de preço esperada para o ano está entre $0.307375 e $0.137686.
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 $0.635952 se as condições forem ideais. A faixa de preço esperada para 2036 está entre $0.635952 e $0.227914.
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 $1.51 sob condições favoráveis. O preço é esperado para cair entre $1.51 e $0.591887 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