Previsão de Preço XAYA - Projeção WCHI
Previsão de Preço XAYA até $0.020642 até 2026
| Ano | Preço Mínimo | Preço Máximo |
|---|---|---|
| 2026 | $0.006915 | $0.020642 |
| 2027 | $0.006657 | $0.017488 |
| 2028 | $0.012014 | $0.029427 |
| 2029 | $0.026392 | $0.086818 |
| 2030 | $0.022445 | $0.064896 |
| 2031 | $0.026537 | $0.059243 |
| 2032 | $0.0405074 | $0.109892 |
| 2033 | $0.09413 | $0.292714 |
| 2034 | $0.075676 | $0.169524 |
| 2035 | $0.089472 | $0.199742 |
Calculadora de lucro do investimento
Se você abrir um short de $10,000.00 em XAYA hoje e fechar em Apr 06, 2026, nossa previsão mostra que pode lucrar cerca de $3,954.72, com um retorno de 39.55% nos próximos 90 dias.
Previsão de preço de longo prazo de XAYA para os anos 2027, 2028, 2029, 2030, 2031, 2032 e 2037
[
'name' => 'XAYA'
'name_with_ticker' => 'XAYA <small>WCHI</small>'
'name_lang' => 'XAYA'
'name_lang_with_ticker' => 'XAYA <small>WCHI</small>'
'name_with_lang' => 'XAYA'
'name_with_lang_with_ticker' => 'XAYA <small>WCHI</small>'
'image' => '/uploads/coins/chimaera.png?1717234820'
'price_for_sd' => 0.02001
'ticker' => 'WCHI'
'marketcap' => '$1.15M'
'low24h' => '$0.01947'
'high24h' => '$0.02037'
'volume24h' => '$3.56K'
'current_supply' => '57.61M'
'max_supply' => '77.3M'
'algo' => 'NeoScrypt'
'proof' => null
'ico_price_and_roi' => '2.0E-5 BTC'
'price' => '$0.02001'
'change_24h_pct' => '1.9792%'
'ath_price' => '$0.7662'
'ath_days' => 1519
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '9 de nov. de 2021'
'ath_pct' => '-97.38%'
'fdv' => '$1.55M'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$0.9869068'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.020186'
'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' => '$0.01769'
'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' => '$0.006915'
'current_year_max_price_prediction' => '$0.020642'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.022445'
'grand_prediction_max_price' => '$0.064896'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.020394885091794
107 => 0.020471032189384
108 => 0.02064259548842
109 => 0.01917660588228
110 => 0.019834792176243
111 => 0.020221414960231
112 => 0.018474639156717
113 => 0.020186886818908
114 => 0.01915108626477
115 => 0.018799519999493
116 => 0.019272857660355
117 => 0.019088397513581
118 => 0.018929809511248
119 => 0.018841314681059
120 => 0.019188881618824
121 => 0.019172667205745
122 => 0.018603980235725
123 => 0.01786215126598
124 => 0.018111133417932
125 => 0.018020675867908
126 => 0.017692846037363
127 => 0.017913763760826
128 => 0.016940953910599
129 => 0.015267285125539
130 => 0.016372961990811
131 => 0.016330394634243
201 => 0.016308930242785
202 => 0.017139815848373
203 => 0.017059945369188
204 => 0.016914979667374
205 => 0.017690183628566
206 => 0.017407223754766
207 => 0.018279239412086
208 => 0.018853605322434
209 => 0.018707927548779
210 => 0.019248121463612
211 => 0.01811686946384
212 => 0.018492626000212
213 => 0.018570068901582
214 => 0.017680617732017
215 => 0.017073013167358
216 => 0.017032492870094
217 => 0.015978990288042
218 => 0.016541762863799
219 => 0.017036979441353
220 => 0.016799809131063
221 => 0.016724728096087
222 => 0.017108300820691
223 => 0.017138107706471
224 => 0.016458507551896
225 => 0.01659981794417
226 => 0.017189105770851
227 => 0.016584969402895
228 => 0.015411231125071
301 => 0.01512012780397
302 => 0.015081289254836
303 => 0.014291793960313
304 => 0.01513958071985
305 => 0.01476949908004
306 => 0.015938582545942
307 => 0.015270808340139
308 => 0.01524202192879
309 => 0.015198507045988
310 => 0.014518955832353
311 => 0.014667734360406
312 => 0.015162296847266
313 => 0.015338762314223
314 => 0.01532035552028
315 => 0.015159873221273
316 => 0.015233341195956
317 => 0.014996675251562
318 => 0.014913103580821
319 => 0.014649328399762
320 => 0.01426165175336
321 => 0.014315560568802
322 => 0.013547471691167
323 => 0.013128976105069
324 => 0.01301314204252
325 => 0.012858243893041
326 => 0.013030638200672
327 => 0.013545295791881
328 => 0.012924509546184
329 => 0.011860215071028
330 => 0.011924180982454
331 => 0.01206789339378
401 => 0.011800086266027
402 => 0.011546629294958
403 => 0.011766989567688
404 => 0.011316033968219
405 => 0.01212238922351
406 => 0.012100579573639
407 => 0.012401138948137
408 => 0.01258908489311
409 => 0.012155930338169
410 => 0.012046993138976
411 => 0.012109048718556
412 => 0.011083408218611
413 => 0.01231732223791
414 => 0.012327993177588
415 => 0.012236622113547
416 => 0.012893643236002
417 => 0.01428016273441
418 => 0.013758498326492
419 => 0.013556494100355
420 => 0.013172483918806
421 => 0.013684154685452
422 => 0.013644866353881
423 => 0.013467189618859
424 => 0.013359730175133
425 => 0.013557727495085
426 => 0.013335196116052
427 => 0.013295223365624
428 => 0.013053031988814
429 => 0.012966580686298
430 => 0.012902575583641
501 => 0.012832112254626
502 => 0.012987536800064
503 => 0.012635324332301
504 => 0.012210590623992
505 => 0.012175278611829
506 => 0.012272778182076
507 => 0.012229641880231
508 => 0.012175072091811
509 => 0.012070883504521
510 => 0.012039972976309
511 => 0.012140417197342
512 => 0.012027021528057
513 => 0.012194343015068
514 => 0.012148840828921
515 => 0.01189466931596
516 => 0.011577877504464
517 => 0.011575057392848
518 => 0.011506805116704
519 => 0.011419875581236
520 => 0.011395693773147
521 => 0.011748431440154
522 => 0.012478587854308
523 => 0.012335240679047
524 => 0.012438823703982
525 => 0.012948349666775
526 => 0.013110312648367
527 => 0.012995355160337
528 => 0.012837994260452
529 => 0.012844917341427
530 => 0.013382667172717
531 => 0.013416205970078
601 => 0.013500947690981
602 => 0.013609864750349
603 => 0.013013904206518
604 => 0.012816847653406
605 => 0.01272347132626
606 => 0.012435908379838
607 => 0.012746020363771
608 => 0.012565331391052
609 => 0.012589712506686
610 => 0.012573834273145
611 => 0.01258250486234
612 => 0.012122163830782
613 => 0.01228988790787
614 => 0.012011014099092
615 => 0.011637633374194
616 => 0.01163638167108
617 => 0.01172776607453
618 => 0.011673407055486
619 => 0.011527128332935
620 => 0.011547906535057
621 => 0.011365867620614
622 => 0.011570009355191
623 => 0.011575863409685
624 => 0.011497257722197
625 => 0.011811766230444
626 => 0.011940620622887
627 => 0.011888880675486
628 => 0.011936990410249
629 => 0.012341197401353
630 => 0.01240710077769
701 => 0.012436370704126
702 => 0.012397152880224
703 => 0.011944378572033
704 => 0.011964461037947
705 => 0.011817109228001
706 => 0.011692612476147
707 => 0.011697591693322
708 => 0.011761599207219
709 => 0.012041123774401
710 => 0.01262936674716
711 => 0.012651690137977
712 => 0.012678746738865
713 => 0.012568693945493
714 => 0.012535500969949
715 => 0.012579291072526
716 => 0.012800204204748
717 => 0.013368452758155
718 => 0.013167595767336
719 => 0.013004295907275
720 => 0.013147553909875
721 => 0.013125500463268
722 => 0.012939347180102
723 => 0.012934122477446
724 => 0.012576834810246
725 => 0.012444753694728
726 => 0.012334376828502
727 => 0.012213848172043
728 => 0.012142394744338
729 => 0.012252179684296
730 => 0.012277288799001
731 => 0.012037242109071
801 => 0.012004524632236
802 => 0.012200551941001
803 => 0.012114287631049
804 => 0.012203012613087
805 => 0.012223597569989
806 => 0.012220282917816
807 => 0.012130213070832
808 => 0.012187620905378
809 => 0.012051834262578
810 => 0.011904186683027
811 => 0.011809996726043
812 => 0.01172780349609
813 => 0.011773409077166
814 => 0.011610833507878
815 => 0.011558822311263
816 => 0.012168172422751
817 => 0.012618305901725
818 => 0.012611760782668
819 => 0.012571919053679
820 => 0.012512722325999
821 => 0.012795873595405
822 => 0.012697229354932
823 => 0.012769001281878
824 => 0.012787270249544
825 => 0.012842564912408
826 => 0.012862328001645
827 => 0.012802590219623
828 => 0.012602102926801
829 => 0.012102507654847
830 => 0.011869944707121
831 => 0.011793195060729
901 => 0.011795984764607
902 => 0.011719032277865
903 => 0.011741698233979
904 => 0.01171114998332
905 => 0.011653298986987
906 => 0.011769836941163
907 => 0.011783266854755
908 => 0.011756065503726
909 => 0.011762472406596
910 => 0.011537256837922
911 => 0.011554379488466
912 => 0.011459038394397
913 => 0.011441163088613
914 => 0.011200149105106
915 => 0.010773157897786
916 => 0.011009752475681
917 => 0.010723979495816
918 => 0.010615752938174
919 => 0.011128080629368
920 => 0.01107665713893
921 => 0.010988642476555
922 => 0.010858450447039
923 => 0.010810160956865
924 => 0.010516769301162
925 => 0.010499434156959
926 => 0.010644846983767
927 => 0.010577743967545
928 => 0.01048350591887
929 => 0.010142185259327
930 => 0.0097584278306137
1001 => 0.0097700110551733
1002 => 0.0098920771531862
1003 => 0.010247000796015
1004 => 0.01010832598852
1005 => 0.010007715824573
1006 => 0.009988874565196
1007 => 0.010224712373146
1008 => 0.010558472280944
1009 => 0.010715064962226
1010 => 0.010559886370866
1011 => 0.010381625560521
1012 => 0.010392475470065
1013 => 0.010464655057421
1014 => 0.010472240111488
1015 => 0.01035621064946
1016 => 0.010388872263374
1017 => 0.010339256285198
1018 => 0.010034763118714
1019 => 0.01002925580289
1020 => 0.0099545282692196
1021 => 0.0099522655491986
1022 => 0.0098251353727676
1023 => 0.0098073489822755
1024 => 0.0095549243007217
1025 => 0.0097210709905328
1026 => 0.0096096285141003
1027 => 0.0094416584154938
1028 => 0.0094127003071823
1029 => 0.0094118297914785
1030 => 0.0095842975253205
1031 => 0.0097190556046472
1101 => 0.0096115671036905
1102 => 0.0095870940555997
1103 => 0.0098484021824946
1104 => 0.0098151483414707
1105 => 0.0097863507296084
1106 => 0.010528587741912
1107 => 0.0099410492291972
1108 => 0.0096848489021279
1109 => 0.0093677523462571
1110 => 0.0094710005837882
1111 => 0.0094927565044683
1112 => 0.0087301964485492
1113 => 0.0084208259288336
1114 => 0.0083146616248493
1115 => 0.0082535625669634
1116 => 0.0082814061748757
1117 => 0.008002936421589
1118 => 0.0081900727012623
1119 => 0.0079489414333783
1120 => 0.0079085149916085
1121 => 0.0083396875690172
1122 => 0.0083996827142899
1123 => 0.0081437247855257
1124 => 0.008308091211617
1125 => 0.008248489660652
1126 => 0.0079530749368775
1127 => 0.0079417922673529
1128 => 0.0077935635432924
1129 => 0.0075616142928747
1130 => 0.0074556072614044
1201 => 0.0074003978790195
1202 => 0.0074231783462009
1203 => 0.0074116598449002
1204 => 0.0073364938324984
1205 => 0.0074159682727449
1206 => 0.0072129439190212
1207 => 0.00713209798549
1208 => 0.0070955817529254
1209 => 0.0069153859533499
1210 => 0.0072021576039104
1211 => 0.0072586552317249
1212 => 0.0073152641773192
1213 => 0.0078080064001488
1214 => 0.0077833903911713
1215 => 0.0080059071238453
1216 => 0.0079972605327956
1217 => 0.0079337951561049
1218 => 0.0076660451713945
1219 => 0.0077727655431155
1220 => 0.0074442968269864
1221 => 0.007690407922812
1222 => 0.0075780930965223
1223 => 0.0076524341670649
1224 => 0.0075187622191652
1225 => 0.0075927417943123
1226 => 0.0072720529152035
1227 => 0.006972598152106
1228 => 0.0070931074904059
1229 => 0.0072241149230524
1230 => 0.0075081724171031
1231 => 0.0073389901170699
]
'min_raw' => 0.0069153859533499
'max_raw' => 0.02064259548842
'avg_raw' => 0.013778990720885
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.006915'
'max' => '$0.020642'
'avg' => '$0.013778'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.01310021404665
'max_diff' => 0.00062699548842015
'year' => 2026
]
1 => [
'items' => [
101 => 0.0073998344696529
102 => 0.0071960160737216
103 => 0.0067754805050689
104 => 0.0067778606907174
105 => 0.0067131704553456
106 => 0.0066572686470553
107 => 0.0073584227393912
108 => 0.0072712231444033
109 => 0.0071322820021909
110 => 0.0073182602423437
111 => 0.0073674358409117
112 => 0.0073688358010701
113 => 0.0075045207242924
114 => 0.007576935792139
115 => 0.0075896992617119
116 => 0.0078032024200689
117 => 0.0078747658625755
118 => 0.0081695255542224
119 => 0.0075707918795682
120 => 0.0075584613535463
121 => 0.0073208773375764
122 => 0.0071701977985936
123 => 0.0073311944945225
124 => 0.0074738155888749
125 => 0.0073253089725327
126 => 0.0073447008014812
127 => 0.0071453428024781
128 => 0.007216603906456
129 => 0.0072779835691091
130 => 0.0072440933271219
131 => 0.0071933579945607
201 => 0.0074621222855676
202 => 0.0074469575509732
203 => 0.0076972370376231
204 => 0.0078923477951245
205 => 0.0082420211527868
206 => 0.0078771187751818
207 => 0.0078638202821863
208 => 0.0079938151843628
209 => 0.0078747459610333
210 => 0.0079499936000477
211 => 0.0082298975948176
212 => 0.0082358115251602
213 => 0.0081367455722536
214 => 0.0081307174000161
215 => 0.0081497440999346
216 => 0.0082611840756453
217 => 0.0082222435239274
218 => 0.0082673065162295
219 => 0.0083236584781323
220 => 0.0085567540852991
221 => 0.0086129526470455
222 => 0.0084764192776152
223 => 0.0084887467121754
224 => 0.0084376794840837
225 => 0.0083883491816176
226 => 0.0084992364974493
227 => 0.0087018852466274
228 => 0.0087006245792763
301 => 0.0087476351501568
302 => 0.0087769223463588
303 => 0.008651200260722
304 => 0.0085693598059016
305 => 0.0086007426439232
306 => 0.008650924485349
307 => 0.0085844693490828
308 => 0.0081742774630341
309 => 0.0082987034781021
310 => 0.0082779929050735
311 => 0.0082484985305891
312 => 0.0083736098508979
313 => 0.008361542558843
314 => 0.0080000803117755
315 => 0.0080232199520713
316 => 0.0080014875099427
317 => 0.0080717094764996
318 => 0.0078709537443904
319 => 0.0079327048554767
320 => 0.0079714345734693
321 => 0.0079942466749026
322 => 0.0080766596276844
323 => 0.0080669894188821
324 => 0.0080760585139276
325 => 0.00819825516669
326 => 0.0088162839035347
327 => 0.0088499218440776
328 => 0.0086842763223456
329 => 0.0087504484410641
330 => 0.0086234124433761
331 => 0.0087086925596913
401 => 0.008767039049394
402 => 0.0085033824818121
403 => 0.0084877704509969
404 => 0.0083602101305572
405 => 0.0084287538213757
406 => 0.0083196958808178
407 => 0.0083464548847459
408 => 0.0082716343769549
409 => 0.0084062963943641
410 => 0.0085568694541896
411 => 0.0085949101554119
412 => 0.0084948414480477
413 => 0.0084223851090669
414 => 0.0082951756464185
415 => 0.0085067278178506
416 => 0.008568592119713
417 => 0.0085064028710094
418 => 0.0084919922632228
419 => 0.0084646841875067
420 => 0.0084977858005796
421 => 0.008568255193439
422 => 0.0085350231291319
423 => 0.0085569734930803
424 => 0.0084733213408257
425 => 0.0086512418799636
426 => 0.0089338225150241
427 => 0.0089347310579724
428 => 0.008901498814532
429 => 0.0088879008965149
430 => 0.0089219991949859
501 => 0.0089404961231209
502 => 0.0090507637678174
503 => 0.0091690853438335
504 => 0.0097212405113526
505 => 0.0095661975497978
506 => 0.010056102462279
507 => 0.01044355364186
508 => 0.01055973330943
509 => 0.010452853481941
510 => 0.010087223365638
511 => 0.010069283807802
512 => 0.010615689566612
513 => 0.010461304912779
514 => 0.010442941349453
515 => 0.010247584061399
516 => 0.01036306441411
517 => 0.010337807166978
518 => 0.010297937366752
519 => 0.010518265835293
520 => 0.010930701059543
521 => 0.010866419162051
522 => 0.010818435707524
523 => 0.010608186177562
524 => 0.010734803355532
525 => 0.010689717403649
526 => 0.01088343526519
527 => 0.010768681095389
528 => 0.010460135297184
529 => 0.010509272232529
530 => 0.010501845283601
531 => 0.01065469136625
601 => 0.010608810766112
602 => 0.010492886360067
603 => 0.010929291400784
604 => 0.010900953684853
605 => 0.01094113008714
606 => 0.010958816981924
607 => 0.011224449039889
608 => 0.011333269994759
609 => 0.011357974256694
610 => 0.011461345747306
611 => 0.011355402279838
612 => 0.011779251686123
613 => 0.012061086809003
614 => 0.012388452807332
615 => 0.012866822518575
616 => 0.01304669395517
617 => 0.013014201790116
618 => 0.013376896245622
619 => 0.014028650119923
620 => 0.013145939882468
621 => 0.014075435905896
622 => 0.013781168196426
623 => 0.013083464750924
624 => 0.013038540874417
625 => 0.013511033748215
626 => 0.014558977466544
627 => 0.014296479450782
628 => 0.01455940681926
629 => 0.014252688077721
630 => 0.014237456906975
701 => 0.014544510174593
702 => 0.015261956870985
703 => 0.014921124838617
704 => 0.014432458544773
705 => 0.014793282131657
706 => 0.014480703348051
707 => 0.013776375863295
708 => 0.014296278723496
709 => 0.01394863448686
710 => 0.014050095556895
711 => 0.014780792034126
712 => 0.014692872700802
713 => 0.014806648459234
714 => 0.014605837223632
715 => 0.014418247864555
716 => 0.014068098395268
717 => 0.013964436399572
718 => 0.013993084845815
719 => 0.013964422202825
720 => 0.013768516792799
721 => 0.013726211038156
722 => 0.013655699593627
723 => 0.0136775540387
724 => 0.013544971894134
725 => 0.013795181793798
726 => 0.013841622956017
727 => 0.014023704855219
728 => 0.014042609202027
729 => 0.014549704699529
730 => 0.014270405020898
731 => 0.014457783358898
801 => 0.014441022476674
802 => 0.01309858610021
803 => 0.01328356198847
804 => 0.013571326421972
805 => 0.013441688934735
806 => 0.013258411858282
807 => 0.013110405792351
808 => 0.012886161468069
809 => 0.013201781048265
810 => 0.013616787233824
811 => 0.014053134443757
812 => 0.014577377025891
813 => 0.014460372184415
814 => 0.01404333409334
815 => 0.014062042117459
816 => 0.014177687761227
817 => 0.014027916145033
818 => 0.013983745571528
819 => 0.014171619402713
820 => 0.014172913186535
821 => 0.014000582841598
822 => 0.013809069199322
823 => 0.013808266750168
824 => 0.013774188747327
825 => 0.014258750478721
826 => 0.014525210436271
827 => 0.014555759640983
828 => 0.014523154231391
829 => 0.01453570275948
830 => 0.014380655581226
831 => 0.014735047452902
901 => 0.015060272480075
902 => 0.014973105225373
903 => 0.01484242911902
904 => 0.014738339306096
905 => 0.01494858497347
906 => 0.014939223064859
907 => 0.015057431923183
908 => 0.015052069286562
909 => 0.015012320093568
910 => 0.014973106644942
911 => 0.015128583536255
912 => 0.015083808688439
913 => 0.015038964292918
914 => 0.014949021992366
915 => 0.014961246644795
916 => 0.014830593101514
917 => 0.014770146794093
918 => 0.013861179361449
919 => 0.013618273562079
920 => 0.013694696671364
921 => 0.013719857143266
922 => 0.013614144228088
923 => 0.013765709393034
924 => 0.013742088122624
925 => 0.013833984667807
926 => 0.013776571696061
927 => 0.013778927944448
928 => 0.013947767252616
929 => 0.013996782022071
930 => 0.013971852714728
1001 => 0.013989312347065
1002 => 0.014391662204999
1003 => 0.014334460921625
1004 => 0.014304073879896
1005 => 0.014312491298124
1006 => 0.014415300313304
1007 => 0.014444081224391
1008 => 0.014322134481719
1009 => 0.014379645270529
1010 => 0.014624518910075
1011 => 0.014710210825268
1012 => 0.014983698284113
1013 => 0.014867515950744
1014 => 0.015080773651897
1015 => 0.015736255120333
1016 => 0.016259899073187
1017 => 0.015778334453641
1018 => 0.016739939887403
1019 => 0.017488687651693
1020 => 0.017459949465395
1021 => 0.017329387973843
1022 => 0.016476958550688
1023 => 0.015692540286493
1024 => 0.016348739472651
1025 => 0.016350412259325
1026 => 0.01629404416728
1027 => 0.015943946788717
1028 => 0.016281861537386
1029 => 0.016308683983009
1030 => 0.016293670546124
1031 => 0.016025251706827
1101 => 0.015615425751314
1102 => 0.015695504762037
1103 => 0.015826675815168
1104 => 0.015578341646443
1105 => 0.015498983832437
1106 => 0.015646525107115
1107 => 0.016121933835574
1108 => 0.016032060569314
1109 => 0.016029713615126
1110 => 0.016414229560381
1111 => 0.016138999127313
1112 => 0.01569651481481
1113 => 0.015584781690253
1114 => 0.015188204370523
1115 => 0.01546212173782
1116 => 0.015471979536224
1117 => 0.015321957793523
1118 => 0.015708688252414
1119 => 0.015705124463152
1120 => 0.016072267476637
1121 => 0.0167741070258
1122 => 0.016566538535686
1123 => 0.01632515896507
1124 => 0.016351403617126
1125 => 0.016639242672853
1126 => 0.016465208609034
1127 => 0.016527792471792
1128 => 0.016639147944681
1129 => 0.016706331466276
1130 => 0.016341736942264
1201 => 0.016256732518145
1202 => 0.016082843298895
1203 => 0.016037478847389
1204 => 0.01617910798815
1205 => 0.016141793713391
1206 => 0.015471151026439
1207 => 0.015401065134232
1208 => 0.015403214568486
1209 => 0.015226980260129
1210 => 0.014958180638803
1211 => 0.015664569994455
1212 => 0.015607837043284
1213 => 0.015545208255972
1214 => 0.015552879925063
1215 => 0.015859499602595
1216 => 0.015681644704961
1217 => 0.016154501100164
1218 => 0.016057296040675
1219 => 0.015957598038198
1220 => 0.01594381673738
1221 => 0.01590544151226
1222 => 0.015773838586532
1223 => 0.015614920145606
1224 => 0.015509988425626
1225 => 0.014307144467754
1226 => 0.014530385309714
1227 => 0.014787203549346
1228 => 0.014875856176532
1229 => 0.014724209723155
1230 => 0.015779826512808
1231 => 0.015972697872454
]
'min_raw' => 0.0066572686470553
'max_raw' => 0.017488687651693
'avg_raw' => 0.012072978149374
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.006657'
'max' => '$0.017488'
'avg' => '$0.012072'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.0002581173062946
'max_diff' => -0.0031539078367273
'year' => 2027
]
2 => [
'items' => [
101 => 0.015388477943398
102 => 0.015279194248214
103 => 0.01578699113367
104 => 0.015480727536096
105 => 0.015618638015331
106 => 0.015320550992224
107 => 0.015926240809848
108 => 0.015921626468245
109 => 0.015685999449065
110 => 0.015885149792172
111 => 0.015850542519208
112 => 0.015584520194877
113 => 0.015934674192024
114 => 0.015934847864038
115 => 0.01570806198105
116 => 0.015443225719533
117 => 0.015395879251127
118 => 0.015360210047287
119 => 0.015609865577748
120 => 0.015833705945707
121 => 0.016250217375745
122 => 0.016354938245324
123 => 0.016763670770954
124 => 0.016520290452767
125 => 0.016628177795517
126 => 0.016745304767668
127 => 0.016801459745319
128 => 0.016709958222679
129 => 0.017344888076002
130 => 0.01739849560937
131 => 0.017416469751605
201 => 0.017202374977457
202 => 0.017392541246407
203 => 0.01730356874681
204 => 0.017535050473488
205 => 0.017571349763938
206 => 0.017540605556312
207 => 0.017552127524046
208 => 0.017010326903536
209 => 0.016982231683136
210 => 0.016599151359445
211 => 0.016755259422936
212 => 0.016463422880693
213 => 0.016555967254488
214 => 0.016596759932661
215 => 0.016575452152548
216 => 0.016764085538623
217 => 0.016603708625204
218 => 0.016180447582286
219 => 0.01575707122218
220 => 0.015751756076854
221 => 0.015640288554452
222 => 0.01555971795205
223 => 0.015575238708468
224 => 0.01562993587849
225 => 0.015556538853094
226 => 0.015572201829786
227 => 0.015832311604739
228 => 0.015884474765088
229 => 0.01570720396476
301 => 0.01499543612139
302 => 0.014820766507292
303 => 0.014946315562056
304 => 0.014886311200274
305 => 0.012014414967574
306 => 0.012689124388008
307 => 0.012288234961353
308 => 0.012472983253191
309 => 0.01206377895839
310 => 0.012259072696104
311 => 0.012223009073733
312 => 0.013307921855688
313 => 0.013290982434846
314 => 0.013299090439189
315 => 0.012912074266623
316 => 0.013528601538155
317 => 0.013832325041715
318 => 0.013776113904545
319 => 0.013790261036749
320 => 0.01354716643379
321 => 0.013301444126324
322 => 0.013028900270953
323 => 0.013535253066794
324 => 0.013478955279627
325 => 0.013608082148084
326 => 0.013936488131033
327 => 0.013984847159515
328 => 0.014049842184204
329 => 0.014026546094514
330 => 0.014581553463832
331 => 0.014514338409351
401 => 0.014676307351559
402 => 0.014343124948824
403 => 0.013966097434165
404 => 0.014037758038743
405 => 0.014030856546264
406 => 0.013942992625841
407 => 0.013863673007144
408 => 0.013731628190177
409 => 0.014149437530015
410 => 0.014132475233827
411 => 0.014407075092597
412 => 0.014358536900239
413 => 0.014034386972359
414 => 0.014045964050448
415 => 0.014123825464347
416 => 0.014393304706861
417 => 0.014473304493584
418 => 0.014436245404934
419 => 0.014523961518947
420 => 0.01459328875899
421 => 0.014532667952916
422 => 0.015390930728957
423 => 0.015034520186473
424 => 0.015208232204991
425 => 0.015249661497837
426 => 0.015143541235376
427 => 0.015166554920422
428 => 0.015201414382413
429 => 0.01541307420944
430 => 0.015968530839822
501 => 0.016214538800297
502 => 0.016954665887205
503 => 0.016194111263775
504 => 0.016148983099909
505 => 0.016282302337958
506 => 0.016716835288382
507 => 0.017068983431096
508 => 0.017185811285947
509 => 0.017201252015584
510 => 0.017420428837855
511 => 0.017546056904975
512 => 0.017393815006709
513 => 0.017264805938319
514 => 0.016802711468542
515 => 0.01685620016166
516 => 0.017224684215059
517 => 0.017745189644088
518 => 0.018191837451555
519 => 0.018035436956627
520 => 0.019228662331379
521 => 0.019346965753397
522 => 0.019330620045682
523 => 0.019600132846948
524 => 0.019065204821761
525 => 0.018836512727252
526 => 0.01729269916322
527 => 0.017726447803376
528 => 0.018356926925007
529 => 0.018273480649084
530 => 0.0178156098582
531 => 0.018191490115501
601 => 0.018067212347575
602 => 0.017969189315722
603 => 0.01841825182734
604 => 0.017924489149345
605 => 0.018352001264585
606 => 0.017803712554743
607 => 0.018036151380914
608 => 0.017904207861379
609 => 0.017989591488908
610 => 0.017490440547047
611 => 0.017759770279071
612 => 0.017479235544721
613 => 0.01747910253473
614 => 0.017472909714921
615 => 0.017802957585802
616 => 0.017813720435022
617 => 0.017569814559766
618 => 0.017534663912616
619 => 0.01766463427833
620 => 0.017512473019372
621 => 0.017583668314747
622 => 0.017514629452341
623 => 0.017499087350232
624 => 0.01737524523636
625 => 0.017321890648595
626 => 0.017342812357236
627 => 0.017271395779763
628 => 0.017228364708585
629 => 0.017464349751787
630 => 0.017338272462814
701 => 0.017445026599049
702 => 0.017323366787363
703 => 0.016901640875402
704 => 0.016659101843763
705 => 0.015862500690082
706 => 0.016088415789086
707 => 0.016238197733451
708 => 0.016188694801732
709 => 0.016295046254156
710 => 0.016301575369584
711 => 0.016266999428276
712 => 0.016226964917694
713 => 0.01620747833199
714 => 0.016352715376768
715 => 0.016437030369716
716 => 0.016253230355392
717 => 0.016210168583671
718 => 0.01639600054603
719 => 0.016509357935717
720 => 0.017346325211151
721 => 0.017284319972018
722 => 0.017439940954328
723 => 0.017422420419919
724 => 0.017585536001746
725 => 0.017852161040245
726 => 0.017310037787443
727 => 0.017404131638918
728 => 0.01738106199948
729 => 0.017632930273672
730 => 0.017633716578932
731 => 0.017482708966801
801 => 0.017564572643156
802 => 0.017518878584827
803 => 0.01760145392415
804 => 0.017283491854247
805 => 0.017670735333504
806 => 0.017890277432824
807 => 0.017893325775086
808 => 0.01799738698777
809 => 0.018103119206676
810 => 0.01830606299353
811 => 0.018097459214609
812 => 0.017722201323497
813 => 0.01774929373116
814 => 0.017529280166902
815 => 0.017532978634666
816 => 0.017513235923889
817 => 0.017572485285094
818 => 0.017296493757151
819 => 0.017361268417115
820 => 0.017270583513845
821 => 0.017403934507648
822 => 0.017260470882025
823 => 0.017381050874602
824 => 0.017433089202108
825 => 0.01762511175091
826 => 0.017232108995438
827 => 0.016430749773084
828 => 0.016599205197164
829 => 0.016350046393061
830 => 0.016373106988996
831 => 0.016419693062849
901 => 0.016268692355475
902 => 0.016297498531863
903 => 0.016296469372536
904 => 0.016287600633457
905 => 0.016248319517545
906 => 0.01619135412794
907 => 0.016418286707103
908 => 0.016456846974374
909 => 0.016542561671911
910 => 0.016797590470948
911 => 0.016772107079931
912 => 0.016813671547975
913 => 0.016722936547609
914 => 0.016377315925428
915 => 0.016396084788044
916 => 0.01616203677048
917 => 0.01653657653789
918 => 0.016447880577284
919 => 0.01639069771448
920 => 0.016375094840568
921 => 0.016630755806669
922 => 0.016707253574722
923 => 0.016659585299246
924 => 0.016561816275539
925 => 0.016749561703873
926 => 0.016799794460151
927 => 0.016811039721769
928 => 0.017143688624162
929 => 0.016829631100145
930 => 0.016905227867639
1001 => 0.01749501226758
1002 => 0.016960159201517
1003 => 0.017243482799258
1004 => 0.017229615583493
1005 => 0.017374554348949
1006 => 0.01721772637428
1007 => 0.017219670444983
1008 => 0.017348366249705
1009 => 0.017167636202383
1010 => 0.017122884901054
1011 => 0.017061061298782
1012 => 0.017196050872571
1013 => 0.017276971017004
1014 => 0.017929127951838
1015 => 0.01835045107371
1016 => 0.018332160325829
1017 => 0.018499303522617
1018 => 0.018424003981608
1019 => 0.018180841900673
1020 => 0.018595889922372
1021 => 0.018464551361959
1022 => 0.018475378753303
1023 => 0.018474975757257
1024 => 0.018562304418115
1025 => 0.018500424058343
1026 => 0.018378451517343
1027 => 0.018459422582279
1028 => 0.018699877697452
1029 => 0.019446257753013
1030 => 0.019863941920325
1031 => 0.019421112641681
1101 => 0.019726570348369
1102 => 0.019543404570066
1103 => 0.019510117899438
1104 => 0.019701967912386
1105 => 0.019894153733384
1106 => 0.019881912327429
1107 => 0.019742395290235
1108 => 0.019663585656038
1109 => 0.020260358609342
1110 => 0.020700050755575
1111 => 0.020670066698935
1112 => 0.020802406573605
1113 => 0.021190960538752
1114 => 0.021226485043808
1115 => 0.021222009772692
1116 => 0.021133958580312
1117 => 0.021516540419107
1118 => 0.021835696919917
1119 => 0.021113577273319
1120 => 0.021388550981503
1121 => 0.021511995538207
1122 => 0.021693248771797
1123 => 0.021999053358433
1124 => 0.022331238250181
1125 => 0.022378212836096
1126 => 0.022344882119448
1127 => 0.022125797253731
1128 => 0.022489277926071
1129 => 0.022702196379258
1130 => 0.022828984445578
1201 => 0.023150497886243
1202 => 0.021512757889763
1203 => 0.020353484119296
1204 => 0.020172446779921
1205 => 0.020540593328482
1206 => 0.020637670637423
1207 => 0.020598538895913
1208 => 0.019293670870692
1209 => 0.020165576919817
1210 => 0.021103674516733
1211 => 0.021139710665953
1212 => 0.021609341937665
1213 => 0.02176227313057
1214 => 0.022140387860276
1215 => 0.022116736680984
1216 => 0.022208801600548
1217 => 0.022187637469882
1218 => 0.022888015385212
1219 => 0.023660636232948
1220 => 0.023633882829775
1221 => 0.023522809441678
1222 => 0.023687772363829
1223 => 0.024485199877774
1224 => 0.024411785530806
1225 => 0.024483101315466
1226 => 0.025423313295453
1227 => 0.026645722613031
1228 => 0.026077790757127
1229 => 0.027310039466449
1230 => 0.02808567471027
1231 => 0.029427055662276
]
'min_raw' => 0.012014414967574
'max_raw' => 0.029427055662276
'avg_raw' => 0.020720735314925
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.012014'
'max' => '$0.029427'
'avg' => '$0.02072'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.0053571463205185
'max_diff' => 0.011938368010584
'year' => 2028
]
3 => [
'items' => [
101 => 0.029259108160645
102 => 0.029781297921753
103 => 0.028958447081023
104 => 0.027069015225114
105 => 0.026770005401462
106 => 0.027368630640548
107 => 0.028840292377845
108 => 0.027322282775241
109 => 0.027629374140788
110 => 0.027540931806851
111 => 0.027536219090732
112 => 0.027716084297021
113 => 0.02745518043416
114 => 0.026392211161154
115 => 0.026879363714855
116 => 0.026691250718884
117 => 0.026899976112667
118 => 0.028026380978013
119 => 0.027528370536905
120 => 0.027003756992281
121 => 0.027661738798305
122 => 0.028499575744452
123 => 0.0284471454141
124 => 0.028345408659039
125 => 0.028918893420555
126 => 0.02986612223131
127 => 0.030122154372584
128 => 0.030311152064925
129 => 0.030337211653557
130 => 0.030605641612408
131 => 0.029162226070608
201 => 0.031452963604985
202 => 0.031848510696824
203 => 0.031774164237305
204 => 0.032213798182719
205 => 0.032084446723542
206 => 0.031897036753816
207 => 0.032593950070118
208 => 0.031794995190982
209 => 0.030660979325671
210 => 0.030038835793671
211 => 0.030858124583496
212 => 0.031358435658203
213 => 0.031689109452825
214 => 0.031789171143278
215 => 0.029274274310241
216 => 0.027918884399806
217 => 0.028787673792818
218 => 0.029847656812933
219 => 0.029156337811411
220 => 0.029183436207431
221 => 0.028197796986699
222 => 0.029934864013416
223 => 0.029681787958656
224 => 0.030994746978432
225 => 0.030681398771208
226 => 0.031752065883059
227 => 0.031470123350547
228 => 0.032640451039812
301 => 0.033107326440418
302 => 0.033891282901388
303 => 0.034467964465355
304 => 0.034806602909876
305 => 0.034786272327868
306 => 0.036128126554066
307 => 0.035336881997693
308 => 0.034342892352865
309 => 0.034324914216187
310 => 0.034839715538186
311 => 0.03591859788025
312 => 0.036198336374447
313 => 0.036354672030076
314 => 0.036115238531397
315 => 0.035256399274462
316 => 0.034885556837731
317 => 0.035201525338166
318 => 0.034815123013617
319 => 0.035482161831131
320 => 0.036398148599381
321 => 0.036209000953942
322 => 0.036841293174046
323 => 0.037495649102772
324 => 0.038431407469814
325 => 0.038676049357991
326 => 0.03908043309625
327 => 0.039496676796056
328 => 0.039630363054351
329 => 0.039885611601847
330 => 0.039884266316008
331 => 0.040653474994095
401 => 0.041501935986435
402 => 0.041822210369126
403 => 0.042558663652092
404 => 0.041297513213414
405 => 0.042254110308204
406 => 0.043116984832882
407 => 0.042088230252419
408 => 0.043506128772512
409 => 0.04356118255902
410 => 0.044392429372426
411 => 0.043549801479419
412 => 0.043049451726314
413 => 0.044493942715666
414 => 0.045192886404373
415 => 0.044982358877142
416 => 0.043380233999888
417 => 0.042447728602957
418 => 0.040007182112332
419 => 0.04289811485424
420 => 0.044306203863159
421 => 0.043376587389524
422 => 0.043845431866265
423 => 0.046403295308029
424 => 0.047377164097259
425 => 0.047174606196956
426 => 0.047208835147721
427 => 0.04773431706942
428 => 0.050064593298418
429 => 0.048668237766623
430 => 0.049735699250237
501 => 0.050301876972127
502 => 0.050827774393646
503 => 0.049536336537982
504 => 0.047856194862754
505 => 0.04732402346666
506 => 0.043284155351959
507 => 0.043073862672331
508 => 0.042955819018735
509 => 0.042211570480421
510 => 0.041626794996138
511 => 0.041161759819714
512 => 0.039941368645519
513 => 0.040353214841852
514 => 0.038408166025618
515 => 0.039652539329947
516 => 0.036548194454393
517 => 0.03913358511286
518 => 0.037726474520745
519 => 0.038671311439232
520 => 0.038668014992233
521 => 0.03692827066448
522 => 0.03592482244377
523 => 0.036564258704795
524 => 0.037249785135128
525 => 0.037361009492062
526 => 0.038249812403059
527 => 0.038497858190764
528 => 0.037746267873868
529 => 0.036483863806912
530 => 0.036777091479295
531 => 0.035918880194348
601 => 0.034414897928098
602 => 0.03549508424873
603 => 0.035863907351033
604 => 0.036026800644399
605 => 0.034547806819073
606 => 0.034083074848637
607 => 0.033835655447056
608 => 0.036292944276472
609 => 0.036427560105563
610 => 0.035738846491172
611 => 0.038851897334725
612 => 0.038147318052233
613 => 0.038934505736891
614 => 0.036750484141493
615 => 0.036833916707613
616 => 0.035799965883852
617 => 0.036378909256539
618 => 0.03596973074094
619 => 0.036332136353256
620 => 0.036549360783024
621 => 0.037583141945628
622 => 0.039145389233152
623 => 0.037428729513498
624 => 0.036680756290626
625 => 0.037144794671335
626 => 0.038380590029426
627 => 0.040252883256135
628 => 0.039144447982511
629 => 0.039636352734494
630 => 0.039743812039483
701 => 0.038926492905216
702 => 0.040283018978427
703 => 0.041009992321459
704 => 0.041755716545473
705 => 0.042403207994466
706 => 0.041457857891575
707 => 0.042469518012282
708 => 0.041654298537043
709 => 0.040922962391914
710 => 0.040924071526964
711 => 0.040465293680007
712 => 0.039576353791801
713 => 0.039412419637631
714 => 0.040265225810225
715 => 0.0409490955996
716 => 0.041005422390968
717 => 0.041384047844865
718 => 0.041608114488328
719 => 0.043804272198102
720 => 0.044687584996543
721 => 0.04576768316622
722 => 0.046188442274307
723 => 0.047454776339159
724 => 0.046432108735167
725 => 0.046210848166162
726 => 0.043139135939547
727 => 0.043642128644574
728 => 0.044447468496901
729 => 0.043152415697086
730 => 0.043973828618505
731 => 0.044135992929097
801 => 0.043108410298507
802 => 0.04365728658073
803 => 0.042199633905622
804 => 0.039177162078164
805 => 0.040286383853591
806 => 0.041103144440318
807 => 0.039937526377204
808 => 0.042026851639686
809 => 0.040806310953772
810 => 0.040419458152623
811 => 0.038910207452357
812 => 0.039622515686495
813 => 0.040585922772439
814 => 0.039990649201421
815 => 0.04122593124206
816 => 0.042975420049292
817 => 0.044222209957185
818 => 0.044317923004862
819 => 0.043516320622523
820 => 0.044800893555979
821 => 0.044810250267399
822 => 0.043361246750826
823 => 0.04247374016501
824 => 0.042272096801383
825 => 0.042775841458234
826 => 0.043387480468044
827 => 0.044351864713115
828 => 0.04493462191479
829 => 0.04645414362622
830 => 0.046865282633231
831 => 0.047316999752378
901 => 0.047920633127959
902 => 0.048645449763765
903 => 0.047059592228456
904 => 0.047122601304742
905 => 0.045645872725555
906 => 0.044067776454392
907 => 0.045265354811727
908 => 0.04683102920677
909 => 0.04647186177063
910 => 0.04643144809694
911 => 0.046499412686269
912 => 0.046228612168732
913 => 0.045003791464247
914 => 0.044388694174238
915 => 0.045182326606404
916 => 0.045604106923585
917 => 0.046258251412423
918 => 0.046177614296859
919 => 0.047862620250116
920 => 0.048517362611616
921 => 0.048349851497539
922 => 0.04838067757391
923 => 0.049566057344835
924 => 0.050884443442047
925 => 0.052119285998455
926 => 0.053375420884555
927 => 0.051861101251582
928 => 0.05109222313221
929 => 0.051885509089283
930 => 0.051464580394152
1001 => 0.053883361531938
1002 => 0.054050832689964
1003 => 0.056469438922343
1004 => 0.058764984239144
1005 => 0.057323193354628
1006 => 0.058682737219039
1007 => 0.060153194753638
1008 => 0.062989945911015
1009 => 0.06203462791932
1010 => 0.061302869309422
1011 => 0.060611360958901
1012 => 0.062050280062476
1013 => 0.063901426501932
1014 => 0.064300145714931
1015 => 0.064946223162451
1016 => 0.064266951724975
1017 => 0.06508505935212
1018 => 0.067973338770649
1019 => 0.067192900176215
1020 => 0.066084551910354
1021 => 0.068364571117978
1022 => 0.069189701205867
1023 => 0.074980896286654
1024 => 0.082292519298485
1025 => 0.079265459360882
1026 => 0.077386465574998
1027 => 0.077828073685009
1028 => 0.080498030894871
1029 => 0.081355536410473
1030 => 0.07902454081919
1031 => 0.079847887868992
1101 => 0.084384611063092
1102 => 0.086818417501221
1103 => 0.083512981454428
1104 => 0.074393414496823
1105 => 0.065984757275714
1106 => 0.068215111817522
1107 => 0.06796225882844
1108 => 0.072836401932756
1109 => 0.067174286973846
1110 => 0.067269622468451
1111 => 0.072244557690357
1112 => 0.070917330265134
1113 => 0.068767391814719
1114 => 0.066000454205666
1115 => 0.060885514124582
1116 => 0.056355069054109
1117 => 0.065240315136494
1118 => 0.06485716716865
1119 => 0.064302312131865
1120 => 0.065537081974646
1121 => 0.071532773835655
1122 => 0.071394553732098
1123 => 0.070515267953785
1124 => 0.071182198466966
1125 => 0.068650475671196
1126 => 0.069302958281923
1127 => 0.065983425301449
1128 => 0.067483992844566
1129 => 0.06876277901239
1130 => 0.069019514268334
1201 => 0.069597951909202
1202 => 0.064655265599975
1203 => 0.066874386643172
1204 => 0.068177912352527
1205 => 0.062288535774988
1206 => 0.068061498313379
1207 => 0.064569224427816
1208 => 0.063383894218862
1209 => 0.064979785189838
1210 => 0.064357864926394
1211 => 0.063823174404268
1212 => 0.063524807905772
1213 => 0.064696654102798
1214 => 0.064641986077047
1215 => 0.062724618253168
1216 => 0.060223490088828
1217 => 0.061062950797514
1218 => 0.060757966852062
1219 => 0.059652665690033
1220 => 0.06039750521867
1221 => 0.057117608889215
1222 => 0.051474717728564
1223 => 0.055202584475721
1224 => 0.055059065661094
1225 => 0.054986696966699
1226 => 0.057788085796518
1227 => 0.057518796899568
1228 => 0.057030034914718
1229 => 0.05964368919289
1230 => 0.058689670222746
1231 => 0.06162973189359
]
'min_raw' => 0.026392211161154
'max_raw' => 0.086818417501221
'avg_raw' => 0.056605314331187
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.026392'
'max' => '$0.086818'
'avg' => '$0.0566053'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.01437779619358
'max_diff' => 0.057391361838944
'year' => 2029
]
4 => [
'items' => [
101 => 0.063566246661274
102 => 0.063075083876499
103 => 0.064896385375494
104 => 0.06108229027677
105 => 0.062349179673631
106 => 0.062610283822491
107 => 0.059611437104804
108 => 0.057562855893461
109 => 0.0574262388822
110 => 0.05387428137361
111 => 0.0557717084043
112 => 0.057441365670441
113 => 0.056641729410597
114 => 0.056388588459184
115 => 0.057681830680378
116 => 0.057782326676835
117 => 0.05549100730752
118 => 0.055967445161048
119 => 0.057954270211464
120 => 0.055917382267445
121 => 0.051960041715974
122 => 0.050978566544695
123 => 0.050847619664671
124 => 0.048185781158385
125 => 0.051044153408746
126 => 0.04979639732185
127 => 0.053738043849942
128 => 0.05148659649257
129 => 0.051389541096905
130 => 0.051242827631425
131 => 0.048951673269902
201 => 0.04945329046462
202 => 0.051120742418318
203 => 0.051715708060589
204 => 0.05165364826969
205 => 0.05111257099407
206 => 0.051360273400085
207 => 0.050562337645071
208 => 0.05028056992238
209 => 0.049391233483247
210 => 0.048084154603183
211 => 0.048265911938236
212 => 0.045676246661037
213 => 0.044265259574079
214 => 0.04387471694492
215 => 0.043352467019309
216 => 0.043933706463672
217 => 0.045668910464681
218 => 0.0435758862954
219 => 0.039987543165743
220 => 0.040203208702074
221 => 0.040687745130539
222 => 0.039784814701624
223 => 0.038930266827863
224 => 0.039673226872438
225 => 0.038152798584111
226 => 0.040871481625251
227 => 0.04079794886801
228 => 0.041811305783515
301 => 0.042444978658958
302 => 0.040984567835092
303 => 0.04061727846226
304 => 0.040826503181396
305 => 0.037368484627896
306 => 0.041528711893089
307 => 0.041564689711235
308 => 0.041256625789497
309 => 0.043471818375606
310 => 0.048146565668188
311 => 0.046387737695444
312 => 0.045706666343541
313 => 0.044411949205713
314 => 0.046137082919172
315 => 0.046004619566257
316 => 0.045405570049138
317 => 0.045043263032037
318 => 0.045710824819986
319 => 0.044960544738931
320 => 0.044825773820055
321 => 0.044009208683876
322 => 0.043717732081607
323 => 0.043501934409304
324 => 0.043264362375941
325 => 0.043788387082279
326 => 0.042600878156526
327 => 0.041168858805003
328 => 0.041049801890588
329 => 0.041378528498879
330 => 0.041233091445528
331 => 0.04104910559393
401 => 0.040697826497665
402 => 0.040593609493694
403 => 0.040932264197699
404 => 0.040549942781673
405 => 0.041114078857144
406 => 0.040960665059689
407 => 0.040103708058052
408 => 0.039035622347894
409 => 0.039026114144688
410 => 0.038795996830446
411 => 0.038502907832389
412 => 0.038421377178098
413 => 0.039610656849768
414 => 0.04207243017798
415 => 0.041589125168409
416 => 0.041938362568914
417 => 0.043656264926438
418 => 0.044202334426769
419 => 0.043814747229799
420 => 0.04328419396925
421 => 0.04330753562011
422 => 0.045120596720802
423 => 0.045233675117706
424 => 0.045519387746209
425 => 0.045886609216215
426 => 0.043877286634051
427 => 0.043212896707186
428 => 0.042898071900887
429 => 0.041928533350021
430 => 0.042974097555177
501 => 0.042364892068356
502 => 0.042447094701951
503 => 0.042393560128983
504 => 0.042422793625815
505 => 0.040870721697934
506 => 0.041436215133955
507 => 0.040495972617315
508 => 0.039237093434709
509 => 0.039232873230269
510 => 0.039540982126759
511 => 0.039357706898824
512 => 0.03886451797289
513 => 0.038934573132033
514 => 0.038320816222438
515 => 0.039009094333285
516 => 0.039028831686727
517 => 0.038763807123288
518 => 0.039824194517125
519 => 0.040258636097573
520 => 0.040084191252542
521 => 0.040246396582212
522 => 0.041609208673548
523 => 0.041831406508096
524 => 0.041930092108637
525 => 0.041797866477249
526 => 0.040271306285492
527 => 0.040339015721431
528 => 0.039842208806423
529 => 0.039422459315464
530 => 0.039439247093806
531 => 0.039655052895774
601 => 0.040597489489807
602 => 0.04258079174228
603 => 0.042656056612986
604 => 0.042747279831913
605 => 0.04237622915542
606 => 0.042264316720913
607 => 0.042411958109078
608 => 0.043156782158028
609 => 0.045072671829685
610 => 0.044395468461753
611 => 0.043844891582325
612 => 0.044327895940044
613 => 0.044253541205086
614 => 0.043625912414085
615 => 0.043608296964304
616 => 0.042403676649309
617 => 0.041958355946733
618 => 0.041586212635984
619 => 0.041179841855693
620 => 0.040938931635464
621 => 0.041309079225472
622 => 0.041393736358764
623 => 0.040584402184139
624 => 0.04047409292673
625 => 0.041135012684421
626 => 0.040844166540633
627 => 0.041143309012156
628 => 0.041212712631546
629 => 0.041201537050323
630 => 0.040897860272742
701 => 0.041091414795
702 => 0.040633600648479
703 => 0.040135796525599
704 => 0.039818228509494
705 => 0.039541108296158
706 => 0.039694870696838
707 => 0.039146735814319
708 => 0.038971376433625
709 => 0.041025842877974
710 => 0.042543499329651
711 => 0.042521432003786
712 => 0.042387102832836
713 => 0.042187516932482
714 => 0.043142181206274
715 => 0.042809595262399
716 => 0.043051579325053
717 => 0.043113174425038
718 => 0.043299604241434
719 => 0.043366236876611
720 => 0.043164826773764
721 => 0.042488869868438
722 => 0.040804449528419
723 => 0.040020347313134
724 => 0.039761580521835
725 => 0.03977098620323
726 => 0.039511535521528
727 => 0.039587955375053
728 => 0.039484959815145
729 => 0.039289911141981
730 => 0.039682826990903
731 => 0.039728106882227
801 => 0.039636395628094
802 => 0.039657996948438
803 => 0.038898666934605
804 => 0.038956397146379
805 => 0.038634947991222
806 => 0.038574680149758
807 => 0.037762084677303
808 => 0.036322454010251
809 => 0.037120149148128
810 => 0.036156645594483
811 => 0.035791752199256
812 => 0.037519100779693
813 => 0.037345722891409
814 => 0.037048975312223
815 => 0.036610023794993
816 => 0.036447212407406
817 => 0.035458021956252
818 => 0.035399575307272
819 => 0.035889844805253
820 => 0.035663602301078
821 => 0.03534587214048
822 => 0.034195085706583
823 => 0.032901220742588
824 => 0.032940274392906
825 => 0.033351828764739
826 => 0.034548478606513
827 => 0.034080926811079
828 => 0.033741712618954
829 => 0.03367818799751
830 => 0.034473331632684
831 => 0.035598626464197
901 => 0.036126589622091
902 => 0.035603394167098
903 => 0.035002375399246
904 => 0.035038956626792
905 => 0.035282315144979
906 => 0.035307888684337
907 => 0.034916687252193
908 => 0.035026808163866
909 => 0.034859524429367
910 => 0.033832904459532
911 => 0.033814336159724
912 => 0.033562387062643
913 => 0.033554758144115
914 => 0.033126129878332
915 => 0.033066161820982
916 => 0.032215094383395
917 => 0.032775269548084
918 => 0.032399533458127
919 => 0.031833210543377
920 => 0.031735576259414
921 => 0.031732641254942
922 => 0.032314128260903
923 => 0.032768474533861
924 => 0.032406069548278
925 => 0.032323556957986
926 => 0.033204575551763
927 => 0.033092457905042
928 => 0.032995364746063
929 => 0.035497868654377
930 => 0.033516941538132
1001 => 0.032653144248082
1002 => 0.031584031070989
1003 => 0.031932139712387
1004 => 0.032005491317909
1005 => 0.029434466849135
1006 => 0.028391402542354
1007 => 0.028033462179316
1008 => 0.027827462439854
1009 => 0.027921339107909
1010 => 0.026982458892565
1011 => 0.027613401924922
1012 => 0.026800411020003
1013 => 0.026664110449092
1014 => 0.028117838897334
1015 => 0.028320116718348
1016 => 0.027457136691108
1017 => 0.028011309572372
1018 => 0.027810358782046
1019 => 0.026814347415643
1020 => 0.02677630710761
1021 => 0.026276543615441
1022 => 0.025494510523478
1023 => 0.025137100415701
1024 => 0.024950958128395
1025 => 0.025027764063978
1026 => 0.024988928632647
1027 => 0.024735501173911
1028 => 0.02500345479793
1029 => 0.024318944014643
1030 => 0.02404636630526
1031 => 0.023923249277686
1101 => 0.023315706558548
1102 => 0.02428257720017
1103 => 0.024473062896885
1104 => 0.024663923909267
1105 => 0.0263252387157
1106 => 0.026242244122798
1107 => 0.02699247482263
1108 => 0.02696332223722
1109 => 0.026749344288697
1110 => 0.025846606521539
1111 => 0.026206421705774
1112 => 0.025098966496392
1113 => 0.025928747238896
1114 => 0.025550069960489
1115 => 0.025800716070151
1116 => 0.02535003176513
1117 => 0.025599459067828
1118 => 0.02451823412213
1119 => 0.023508601481082
1120 => 0.023914907128854
1121 => 0.024356607834669
1122 => 0.025314327508121
1123 => 0.024743917571629
1124 => 0.024949058554379
1125 => 0.024261870602351
1126 => 0.022844005571782
1127 => 0.022852030533876
1128 => 0.022633922888791
1129 => 0.022445446039201
1130 => 0.024809436014527
1201 => 0.024515436491944
1202 => 0.024046986730414
1203 => 0.024674025351675
1204 => 0.024839824315578
1205 => 0.024844544378994
1206 => 0.025302015570857
1207 => 0.025546168027961
1208 => 0.025589200956742
1209 => 0.026309041761458
1210 => 0.026550322904269
1211 => 0.027544125784121
1212 => 0.025525453397774
1213 => 0.025483880168401
1214 => 0.024682849070972
1215 => 0.024174822485182
1216 => 0.024717634085937
1217 => 0.025198491063033
1218 => 0.024697790637634
1219 => 0.024763171542828
1220 => 0.024091022130458
1221 => 0.024331283917811
1222 => 0.024538229735838
1223 => 0.024423966418836
1224 => 0.024252908702879
1225 => 0.025159066274532
1226 => 0.025107937313079
1227 => 0.025951772076275
1228 => 0.026609601617389
1229 => 0.027788549756162
1230 => 0.026558255913396
1231 => 0.02651341911579
]
'min_raw' => 0.022445446039201
'max_raw' => 0.064896385375494
'avg_raw' => 0.043670915707348
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.022445'
'max' => '$0.064896'
'avg' => '$0.04367'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.0039467651219525
'max_diff' => -0.021922032125726
'year' => 2030
]
5 => [
'items' => [
101 => 0.026951706004433
102 => 0.026550255804829
103 => 0.026803958473389
104 => 0.027747674334029
105 => 0.027767613563076
106 => 0.027433605786288
107 => 0.027413281382715
108 => 0.027477431229892
109 => 0.027853158888492
110 => 0.027721868099632
111 => 0.027873801124376
112 => 0.0280637956983
113 => 0.028849693812078
114 => 0.029039171186665
115 => 0.028578839399175
116 => 0.028620402205469
117 => 0.028448225480557
118 => 0.028281904921661
119 => 0.028655769248893
120 => 0.029339013655231
121 => 0.02933476322724
122 => 0.029493262649137
123 => 0.029592006475898
124 => 0.029168125686538
125 => 0.028892194879193
126 => 0.028998004308663
127 => 0.029167195890614
128 => 0.028943137758943
129 => 0.027560147176447
130 => 0.027979658173396
131 => 0.027909831030464
201 => 0.027810388687658
202 => 0.028232210239073
203 => 0.028191524521398
204 => 0.026972829318922
205 => 0.027050846231737
206 => 0.02697757378579
207 => 0.027214332048778
208 => 0.026537470081654
209 => 0.026745668264006
210 => 0.026876248212241
211 => 0.026953160804913
212 => 0.027231021829106
213 => 0.027198418044977
214 => 0.027228995132106
215 => 0.027640989678393
216 => 0.029724716714053
217 => 0.02983812937912
218 => 0.029279643937599
219 => 0.029502747855848
220 => 0.029074437120273
221 => 0.029361964986497
222 => 0.029558684250152
223 => 0.028669747724636
224 => 0.028617110672745
225 => 0.028187032146405
226 => 0.028418131985567
227 => 0.028050435524794
228 => 0.028140655374792
301 => 0.027888392808974
302 => 0.028342415202471
303 => 0.028850082786348
304 => 0.028978339666435
305 => 0.028640951032983
306 => 0.028396659427369
307 => 0.027967763842569
308 => 0.028681026758653
309 => 0.02888960657161
310 => 0.028679931177691
311 => 0.028631344807422
312 => 0.028539273723556
313 => 0.028650878123112
314 => 0.028888470601154
315 => 0.028776426376154
316 => 0.028850433560731
317 => 0.028568394488998
318 => 0.029168266008717
319 => 0.030121006348973
320 => 0.030124069564956
321 => 0.030012024735996
322 => 0.029966178406024
323 => 0.030081143199987
324 => 0.030143506884608
325 => 0.030515281947343
326 => 0.03091421140183
327 => 0.032775841099364
328 => 0.032253102929728
329 => 0.033904851546226
330 => 0.035211170249161
331 => 0.035602878109778
401 => 0.03524252530929
402 => 0.034009777844695
403 => 0.03394929337295
404 => 0.035791538537609
405 => 0.035271019898419
406 => 0.035209105862563
407 => 0.03455044512648
408 => 0.034939795198224
409 => 0.034854638626113
410 => 0.034720214811033
411 => 0.03546306762556
412 => 0.036853621779428
413 => 0.036636890874013
414 => 0.036475111306979
415 => 0.035766240337557
416 => 0.036193138993212
417 => 0.036041128558639
418 => 0.036694261853772
419 => 0.036307360158409
420 => 0.035267076457782
421 => 0.035432745065927
422 => 0.035407704589085
423 => 0.035923035828108
424 => 0.035768346181461
425 => 0.035377498952897
426 => 0.036848869016503
427 => 0.036753326428762
428 => 0.036888783974102
429 => 0.036948416574724
430 => 0.037844013603992
501 => 0.038210911050974
502 => 0.038294203194883
503 => 0.03864272739265
504 => 0.038285531595344
505 => 0.039714569460853
506 => 0.040664796254745
507 => 0.041768533574074
508 => 0.043381390454237
509 => 0.043987839560938
510 => 0.043878289957928
511 => 0.045101139637187
512 => 0.047298573328393
513 => 0.044322454133955
514 => 0.04745631487228
515 => 0.046464170744689
516 => 0.044111814866079
517 => 0.043960350879951
518 => 0.045553393592358
519 => 0.0490866090038
520 => 0.048201578616631
521 => 0.04908805659646
522 => 0.048053932944939
523 => 0.048002579989363
524 => 0.049037831518913
525 => 0.051456753146328
526 => 0.050307614153064
527 => 0.048660041625779
528 => 0.049876583540859
529 => 0.048822702348378
530 => 0.046448013058946
531 => 0.048200901850574
601 => 0.047028795035011
602 => 0.047370878116417
603 => 0.049834472305
604 => 0.049538046134368
605 => 0.04992164904749
606 => 0.049244599946466
607 => 0.048612129325265
608 => 0.04743157594291
609 => 0.047082072286973
610 => 0.047178662523649
611 => 0.047082024421648
612 => 0.046421515654066
613 => 0.046278878848594
614 => 0.046041144590413
615 => 0.046114828377804
616 => 0.045667818420812
617 => 0.046511418566625
618 => 0.046667998187467
619 => 0.047281900023176
620 => 0.0473456373483
621 => 0.049055345222403
622 => 0.048113666855821
623 => 0.048745426004723
624 => 0.048688915520097
625 => 0.044162797550936
626 => 0.044786456672809
627 => 0.045756674551431
628 => 0.045319592712211
629 => 0.044701661252953
630 => 0.044202648468214
701 => 0.043446593072657
702 => 0.044510726523146
703 => 0.045909948852562
704 => 0.047381123935642
705 => 0.049148644402754
706 => 0.048754154410701
707 => 0.047348081369971
708 => 0.047411156779442
709 => 0.047801064141527
710 => 0.047296098680807
711 => 0.047147174508344
712 => 0.047780604247117
713 => 0.047784966329601
714 => 0.047203942539928
715 => 0.046558240923937
716 => 0.04655553541059
717 => 0.046440639044762
718 => 0.048074372753176
719 => 0.048972761103696
720 => 0.049075759880258
721 => 0.048965828465382
722 => 0.049008136703946
723 => 0.048485384317415
724 => 0.04968024125562
725 => 0.05077676014122
726 => 0.05048286965617
727 => 0.050042286040086
728 => 0.049691339968493
729 => 0.050400197914929
730 => 0.05036863358642
731 => 0.050767183005337
801 => 0.050749102501561
802 => 0.050615085322182
803 => 0.050482874442346
804 => 0.051007075636456
805 => 0.050856114110966
806 => 0.05070491810053
807 => 0.050401671354649
808 => 0.05044288762381
809 => 0.050002380080698
810 => 0.049798581135001
811 => 0.046733933973764
812 => 0.045914960112046
813 => 0.046172625960693
814 => 0.046257456248358
815 => 0.045901037774195
816 => 0.046412050309751
817 => 0.046332409547381
818 => 0.046642245165476
819 => 0.046448673322789
820 => 0.046456617578733
821 => 0.047025871094207
822 => 0.047191127811527
823 => 0.047107076911313
824 => 0.047165943280726
825 => 0.048522493917922
826 => 0.04832963579736
827 => 0.048227183764617
828 => 0.048255563677856
829 => 0.048602191450433
830 => 0.04869922830158
831 => 0.048288076344612
901 => 0.04848197798436
902 => 0.049307586556621
903 => 0.049596502831515
904 => 0.050518584893295
905 => 0.050126868044749
906 => 0.050845881273363
907 => 0.05305588280845
908 => 0.054821384955152
909 => 0.053197756218583
910 => 0.056439876075658
911 => 0.058964331438862
912 => 0.058867438637322
913 => 0.058427241453043
914 => 0.055553216138153
915 => 0.052908495194088
916 => 0.055120916564581
917 => 0.055126556481643
918 => 0.054936507523818
919 => 0.053756129768978
920 => 0.054895432936567
921 => 0.054985866684669
922 => 0.054935247834006
923 => 0.054030254976912
924 => 0.052648498154766
925 => 0.052918490130355
926 => 0.053360742494057
927 => 0.052523466506062
928 => 0.052255906095556
929 => 0.052753351804137
930 => 0.054356225524113
1001 => 0.054053211532167
1002 => 0.054045298612261
1003 => 0.055341720967737
1004 => 0.054413762346671
1005 => 0.052921895593801
1006 => 0.052545179563397
1007 => 0.051208091441786
1008 => 0.052131622969927
1009 => 0.052164859225493
1010 => 0.051659050445794
1011 => 0.052962939188603
1012 => 0.052950923624293
1013 => 0.054188771927362
1014 => 0.056555072968239
1015 => 0.055855241311849
1016 => 0.055041413236936
1017 => 0.055129898913684
1018 => 0.056100368386348
1019 => 0.055513600389512
1020 => 0.055724606252266
1021 => 0.056100049003703
1022 => 0.056326562937365
1023 => 0.055097307044481
1024 => 0.054810708693744
1025 => 0.054224429050487
1026 => 0.05407147963499
1027 => 0.054548992171296
1028 => 0.054423184488746
1029 => 0.05216206584691
1030 => 0.051925766368093
1031 => 0.05193301333575
1101 => 0.051338827060837
1102 => 0.050432550370548
1103 => 0.052814191401658
1104 => 0.052622912295815
1105 => 0.052411754966791
1106 => 0.05243762053475
1107 => 0.053471410185051
1108 => 0.052871759980247
1109 => 0.054466028330453
1110 => 0.054138294685744
1111 => 0.053802155909701
1112 => 0.053755691291814
1113 => 0.05362630654105
1114 => 0.053182598088735
1115 => 0.05264679346982
1116 => 0.052293008849811
1117 => 0.048237536465962
1118 => 0.048990208550807
1119 => 0.049856089176201
1120 => 0.050154987698289
1121 => 0.04964370109311
1122 => 0.053202786800236
1123 => 0.053853066055131
1124 => 0.051883327775387
1125 => 0.051514870167131
1126 => 0.053226942819692
1127 => 0.052194353717828
1128 => 0.052659328527171
1129 => 0.051654307316994
1130 => 0.053696432825026
1201 => 0.053680875250151
1202 => 0.05288644230403
1203 => 0.053557891590049
1204 => 0.053441210753048
1205 => 0.05254429791348
1206 => 0.053724866561835
1207 => 0.053725452109155
1208 => 0.052960827670976
1209 => 0.052067913724995
1210 => 0.051908281801139
1211 => 0.051788020590046
1212 => 0.052629751641388
1213 => 0.053384445069997
1214 => 0.05478874243627
1215 => 0.055141816159434
1216 => 0.05651988640639
1217 => 0.05569931267135
1218 => 0.056063062379884
1219 => 0.056457964144036
1220 => 0.056647294571802
1221 => 0.056338790799788
1222 => 0.058479501129654
1223 => 0.058660242671164
1224 => 0.058720843746625
1225 => 0.057999008267965
1226 => 0.058640167120712
1227 => 0.058340190126461
1228 => 0.059120646929493
1229 => 0.059243032521581
1230 => 0.059139376279076
1231 => 0.05917822339773
]
'min_raw' => 0.026537470081654
'max_raw' => 0.059243032521581
'avg_raw' => 0.042890251301618
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.026537'
'max' => '$0.059243'
'avg' => '$0.04289'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.0040920240424528
'max_diff' => -0.0056533528539131
'year' => 2031
]
6 => [
'items' => [
101 => 0.05735150477837
102 => 0.057256779781248
103 => 0.055965197724107
104 => 0.056491526959284
105 => 0.055507579681737
106 => 0.055819599499227
107 => 0.055957134861743
108 => 0.055885294193428
109 => 0.056521284824543
110 => 0.055980562863793
111 => 0.054553508706453
112 => 0.053126065749162
113 => 0.053108145365603
114 => 0.052732324831409
115 => 0.052460675420151
116 => 0.05251300473404
117 => 0.052697420061604
118 => 0.052449956866065
119 => 0.052502765685536
120 => 0.053379743952075
121 => 0.053555615689107
122 => 0.05295793480915
123 => 0.050558159831182
124 => 0.049969249032208
125 => 0.050392546435902
126 => 0.05019023754078
127 => 0.040507438882841
128 => 0.042782268800541
129 => 0.041430642109369
130 => 0.042053533874015
131 => 0.040673873024362
201 => 0.041332319496037
202 => 0.041210728475334
203 => 0.044868587665885
204 => 0.044811475225845
205 => 0.044838811928569
206 => 0.043533959882157
207 => 0.045612624622686
208 => 0.046636649620236
209 => 0.046447129846732
210 => 0.04649482789068
211 => 0.045675217464479
212 => 0.044846747549075
213 => 0.043927846912285
214 => 0.045635050715888
215 => 0.045445238795868
216 => 0.045880599048221
217 => 0.046987842748306
218 => 0.047150888589153
219 => 0.047370023852699
220 => 0.047291479459828
221 => 0.049162725554861
222 => 0.048936105305874
223 => 0.049482194902839
224 => 0.048358847169964
225 => 0.04708767258107
226 => 0.047329281312591
227 => 0.047306012448851
228 => 0.04700977310668
229 => 0.046742341474325
301 => 0.046297143154848
302 => 0.047705816514626
303 => 0.047648626948759
304 => 0.048574459544554
305 => 0.048410809640189
306 => 0.047317915526917
307 => 0.047356948453978
308 => 0.047619463647052
309 => 0.048528031727624
310 => 0.04879775659397
311 => 0.048672809289201
312 => 0.048968550291742
313 => 0.049202291921818
314 => 0.04899790464173
315 => 0.051891597513147
316 => 0.050689934485372
317 => 0.051275616683992
318 => 0.051415298437323
319 => 0.051057506563356
320 => 0.051135098809253
321 => 0.051252629919165
322 => 0.051966255803602
323 => 0.053839016613679
324 => 0.054668449628148
325 => 0.057163839775682
326 => 0.054599576762561
327 => 0.054447424007338
328 => 0.054896919126472
329 => 0.056361977306948
330 => 0.057549269356306
331 => 0.057943162625599
401 => 0.057995222123605
402 => 0.05873419208233
403 => 0.059157755881696
404 => 0.058644461692501
405 => 0.0582094986113
406 => 0.056651514844042
407 => 0.056831855707351
408 => 0.058074225420121
409 => 0.05982914581462
410 => 0.061335050081448
411 => 0.060807734893267
412 => 0.064830777552577
413 => 0.065229645799592
414 => 0.065174535104809
415 => 0.066083216331062
416 => 0.064279669146662
417 => 0.06350861778325
418 => 0.058303542566496
419 => 0.059765956390145
420 => 0.061891660767371
421 => 0.061610315822063
422 => 0.06006657248308
423 => 0.061333879013694
424 => 0.060914867842334
425 => 0.060584376346693
426 => 0.062098421957154
427 => 0.060433666614886
428 => 0.06187505355936
429 => 0.060026459893833
430 => 0.060810143624629
501 => 0.060365286836512
502 => 0.060653163698021
503 => 0.058970241447932
504 => 0.059878305443452
505 => 0.058932463000281
506 => 0.05893201454781
507 => 0.058911135023454
508 => 0.060023914463337
509 => 0.060060202160922
510 => 0.059237856473532
511 => 0.059119343612525
512 => 0.059557547774772
513 => 0.059044525466632
514 => 0.059284565375687
515 => 0.059051796030945
516 => 0.058999394748571
517 => 0.058581852415273
518 => 0.058401963697522
519 => 0.058472502698913
520 => 0.058231716721817
521 => 0.058086634461008
522 => 0.058882274510112
523 => 0.058457196127903
524 => 0.058817125151556
525 => 0.05840694060244
526 => 0.056985062246302
527 => 0.056167324967596
528 => 0.053481528561045
529 => 0.054243217090223
530 => 0.054748217373091
531 => 0.054581314782616
601 => 0.054939886129686
602 => 0.0549618994982
603 => 0.054845324298065
604 => 0.054710345150517
605 => 0.054644644766306
606 => 0.055134321602902
607 => 0.05541859548831
608 => 0.054798900907509
609 => 0.054653715137676
610 => 0.055280260573141
611 => 0.055662452926832
612 => 0.058484346531148
613 => 0.058275291538344
614 => 0.058799978545311
615 => 0.058740906840305
616 => 0.059290862412802
617 => 0.060189807345269
618 => 0.058362000948608
619 => 0.058679244938278
620 => 0.058601464038245
621 => 0.059450655509565
622 => 0.059453306592646
623 => 0.058944173885329
624 => 0.0592201829857
625 => 0.059066122277787
626 => 0.05934453079954
627 => 0.05827249948146
628 => 0.059578117908252
629 => 0.06031831942405
630 => 0.060328597122815
701 => 0.0606794467667
702 => 0.06103593032473
703 => 0.061720169471192
704 => 0.061016847266306
705 => 0.059751639086754
706 => 0.05984298303072
707 => 0.05910119193797
708 => 0.059113661580254
709 => 0.059047097652476
710 => 0.059246861010439
711 => 0.058316336304865
712 => 0.058534728593356
713 => 0.058228978110564
714 => 0.058678580296441
715 => 0.058194882666341
716 => 0.05860142652994
717 => 0.058776877384326
718 => 0.059424294814199
719 => 0.05809925858555
720 => 0.055397420018268
721 => 0.055965379241737
722 => 0.055125322937993
723 => 0.055203073347224
724 => 0.055360141547757
725 => 0.054851032120311
726 => 0.054948154155186
727 => 0.054944684272663
728 => 0.054914782699662
729 => 0.054782343674845
730 => 0.054590280886597
731 => 0.055355399921169
801 => 0.055485408554465
802 => 0.055774401641622
803 => 0.056634249043115
804 => 0.056548330011108
805 => 0.056688467517058
806 => 0.056382548128407
807 => 0.055217264070266
808 => 0.055280544600973
809 => 0.054491435369045
810 => 0.055754222344402
811 => 0.055455177720664
812 => 0.055262381706339
813 => 0.055209775527588
814 => 0.056071754324477
815 => 0.056329671890368
816 => 0.056168954971509
817 => 0.055839319882067
818 => 0.056472316701662
819 => 0.056641679946594
820 => 0.056679594131258
821 => 0.057801143130479
822 => 0.056742276261459
823 => 0.056997156041064
824 => 0.058985655322897
825 => 0.057182360868418
826 => 0.058137606159221
827 => 0.058090851873093
828 => 0.058579523040129
829 => 0.058050766574153
830 => 0.058057321144258
831 => 0.058491228035134
901 => 0.057881884062418
902 => 0.05773100192555
903 => 0.057522559334106
904 => 0.057977686106806
905 => 0.058250514023426
906 => 0.060449306661361
907 => 0.061869826982593
908 => 0.061808158449093
909 => 0.06237169340663
910 => 0.062117815746871
911 => 0.061297977813966
912 => 0.06269734119685
913 => 0.062254524070654
914 => 0.062291029376515
915 => 0.062289670647208
916 => 0.062584105324382
917 => 0.062375471371062
918 => 0.061964232433232
919 => 0.062237232031881
920 => 0.063047943240727
921 => 0.065564415708642
922 => 0.066972667040514
923 => 0.065479637210211
924 => 0.066509509194688
925 => 0.065891952984911
926 => 0.065779724650889
927 => 0.066426560364082
928 => 0.067074528277564
929 => 0.067033255522717
930 => 0.06656286409105
1001 => 0.066297151907042
1002 => 0.068309213584464
1003 => 0.069791666353812
1004 => 0.069690573013432
1005 => 0.070136766140554
1006 => 0.071446802962019
1007 => 0.071566576311058
1008 => 0.071551487622038
1009 => 0.071254616879389
1010 => 0.072544518259899
1011 => 0.073620576685176
1012 => 0.071185899879886
1013 => 0.072112992935081
1014 => 0.072529194876631
1015 => 0.073140302808377
1016 => 0.074171344322815
1017 => 0.07529132887775
1018 => 0.075449706973823
1019 => 0.075337330135569
1020 => 0.074598670214789
1021 => 0.075824170678993
1022 => 0.076542040109402
1023 => 0.076969514927061
1024 => 0.078053519939615
1025 => 0.07253176519813
1026 => 0.068623192743089
1027 => 0.068012812713764
1028 => 0.069254044505405
1029 => 0.069581347430223
1030 => 0.069449412031632
1031 => 0.065049958381623
1101 => 0.067989650500784
1102 => 0.071152512044668
1103 => 0.071274010437728
1104 => 0.072857405058912
1105 => 0.073373023253108
1106 => 0.074647863463439
1107 => 0.074568121861181
1108 => 0.074878525165258
1109 => 0.074807168821087
1110 => 0.077168541861447
1111 => 0.079773486992254
1112 => 0.079683286025592
1113 => 0.079308794342727
1114 => 0.079864978352102
1115 => 0.08255356088998
1116 => 0.08230603929355
1117 => 0.082546485440643
1118 => 0.085716475774673
1119 => 0.089837914134779
1120 => 0.087923092230864
1121 => 0.092077704787199
1122 => 0.094692813164864
1123 => 0.099215372696782
1124 => 0.098649125969311
1125 => 0.10040972520701
1126 => 0.097635426147879
1127 => 0.091265074729763
1128 => 0.09025694223312
1129 => 0.092275249021379
1130 => 0.097237059316818
1201 => 0.092118983957592
1202 => 0.093154363936968
1203 => 0.092856174433254
1204 => 0.092840285181825
1205 => 0.093446713282618
1206 => 0.092567057693255
1207 => 0.088983182575169
1208 => 0.090625651421879
1209 => 0.089991415322332
1210 => 0.090695147560213
1211 => 0.094492900206804
1212 => 0.09281382323463
1213 => 0.091045052041583
1214 => 0.093263483639414
1215 => 0.096088309399257
1216 => 0.095911536879906
1217 => 0.095568524307184
1218 => 0.097502068220063
1219 => 0.10069571628893
1220 => 0.10155894652883
1221 => 0.10219616544395
1222 => 0.10228402716645
1223 => 0.10318905751389
1224 => 0.09832248123866
1225 => 0.10604586277
1226 => 0.10737947740635
1227 => 0.10712881312738
1228 => 0.1086110696686
1229 => 0.10817495219296
1230 => 0.10754308639548
1231 => 0.10989277829833
]
'min_raw' => 0.040507438882841
'max_raw' => 0.10989277829833
'avg_raw' => 0.075200108590584
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.0405074'
'max' => '$0.109892'
'avg' => '$0.0752001'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.013969968801187
'max_diff' => 0.050649745776745
'year' => 2032
]
7 => [
'items' => [
101 => 0.10719904614207
102 => 0.10337563247772
103 => 0.1012780321229
104 => 0.10404032147871
105 => 0.1057271551977
106 => 0.10684204498317
107 => 0.10717940995862
108 => 0.098700259701541
109 => 0.094130467988209
110 => 0.097059652083686
111 => 0.10063345884166
112 => 0.098302628561674
113 => 0.098393992695804
114 => 0.095070841247972
115 => 0.1009274840067
116 => 0.10007422041887
117 => 0.10450095342191
118 => 0.10344447806398
119 => 0.10705430698318
120 => 0.10610371805022
121 => 0.11004955956425
122 => 0.11162366257359
123 => 0.11426682651584
124 => 0.11621114867137
125 => 0.11735289183006
126 => 0.11728434585338
127 => 0.12180850106228
128 => 0.11914076479754
129 => 0.11578945931186
130 => 0.11572884476886
131 => 0.11746453336825
201 => 0.12110206050968
202 => 0.12204521837359
203 => 0.12257231495155
204 => 0.12176504819404
205 => 0.11886941167704
206 => 0.11761909051021
207 => 0.11868440036964
208 => 0.11738161795468
209 => 0.11963058589909
210 => 0.1227188992404
211 => 0.12208117474793
212 => 0.12421299211325
213 => 0.12641919881262
214 => 0.12957417347966
215 => 0.130399000686
216 => 0.13176240869271
217 => 0.13316580338782
218 => 0.13361653594134
219 => 0.1344771242401
220 => 0.13447258851497
221 => 0.13706602927758
222 => 0.13992667475091
223 => 0.14100650219299
224 => 0.14348950585404
225 => 0.13923744909932
226 => 0.14246268299188
227 => 0.14537192469581
228 => 0.14190340680243
301 => 0.14668395065744
302 => 0.14686956834238
303 => 0.14967217500958
304 => 0.1468311962379
305 => 0.14514423211201
306 => 0.15001443433375
307 => 0.15237097177891
308 => 0.15166116352229
309 => 0.14625948764184
310 => 0.14311548059064
311 => 0.13488700770398
312 => 0.14463398928181
313 => 0.14938145968501
314 => 0.1462471928404
315 => 0.14782793472741
316 => 0.15645194990564
317 => 0.15973541652188
318 => 0.15905247841886
319 => 0.15916788371616
320 => 0.16093958270314
321 => 0.1687962717039
322 => 0.16408836153802
323 => 0.16768738245781
324 => 0.16959629017643
325 => 0.17136939005006
326 => 0.16701521715438
327 => 0.1613505021926
328 => 0.15955624917565
329 => 0.14593555177235
330 => 0.14522653532082
331 => 0.14482854290118
401 => 0.14231925699248
402 => 0.1403476456195
403 => 0.13877974705446
404 => 0.13466511300568
405 => 0.13605368121079
406 => 0.12949581332789
407 => 0.1336913048028
408 => 0.12322478931644
409 => 0.13194161442767
410 => 0.12719744282503
411 => 0.13038302646212
412 => 0.13037191226091
413 => 0.12450624279482
414 => 0.12112304706018
415 => 0.12327895105824
416 => 0.12559025128003
417 => 0.12596525196487
418 => 0.12896191303353
419 => 0.12979821672478
420 => 0.12726417749701
421 => 0.12300789404703
422 => 0.12399653161697
423 => 0.12110301235138
424 => 0.11603223113603
425 => 0.11967415473224
426 => 0.12091766757206
427 => 0.12146687368349
428 => 0.11648034274135
429 => 0.11491346645648
430 => 0.11407927466978
501 => 0.12236419552058
502 => 0.12281806218694
503 => 0.12049601615157
504 => 0.13099188441687
505 => 0.1286163461738
506 => 0.13127040441231
507 => 0.12390682311991
508 => 0.12418812184166
509 => 0.12070208445121
510 => 0.12265403245276
511 => 0.12127445851948
512 => 0.12249633434376
513 => 0.12322872167485
514 => 0.12671418704086
515 => 0.13198141284337
516 => 0.12619357474521
517 => 0.12367173080247
518 => 0.12523626860115
519 => 0.12940283893143
520 => 0.13571540626462
521 => 0.13197823935112
522 => 0.13363673056612
523 => 0.13399903711546
524 => 0.13124338859088
525 => 0.13581701095634
526 => 0.13826805233803
527 => 0.1407823136241
528 => 0.14296537625078
529 => 0.13977806237665
530 => 0.14318894510547
531 => 0.1404403757279
601 => 0.13797462485433
602 => 0.13797836438059
603 => 0.13643156283873
604 => 0.13343443994184
605 => 0.13288172449554
606 => 0.13575702004747
607 => 0.13806273478861
608 => 0.13825264449832
609 => 0.13952920665091
610 => 0.14028466298318
611 => 0.14768916203252
612 => 0.1506673128034
613 => 0.15430893919251
614 => 0.15572755790189
615 => 0.15999709161416
616 => 0.15654909638692
617 => 0.15580310093061
618 => 0.14544660869847
619 => 0.1471424837213
620 => 0.14985774326045
621 => 0.14549138232818
622 => 0.14826083334196
623 => 0.14880758163707
624 => 0.14534301505451
625 => 0.14719358976134
626 => 0.14227901199716
627 => 0.13208853720864
628 => 0.13582835586788
629 => 0.13858212121043
630 => 0.13465215852979
701 => 0.14169646452428
702 => 0.13758132638629
703 => 0.13627702515802
704 => 0.13118848104955
705 => 0.13359007799272
706 => 0.13683827224592
707 => 0.13483126584056
708 => 0.13899610548521
709 => 0.1448946291442
710 => 0.14909826836675
711 => 0.14942097158947
712 => 0.14671831319132
713 => 0.15104934052248
714 => 0.1510808873283
715 => 0.14619547080598
716 => 0.14320318038817
717 => 0.14252332570941
718 => 0.14422173599031
719 => 0.14628391961516
720 => 0.14953540842858
721 => 0.15150021502083
722 => 0.15662338856054
723 => 0.15800957242748
724 => 0.15953256823257
725 => 0.16156776030268
726 => 0.16401153019538
727 => 0.15866470079405
728 => 0.1588771402939
729 => 0.15389824678727
730 => 0.14857758502988
731 => 0.15261530407389
801 => 0.15789408460867
802 => 0.15668312652146
803 => 0.15654686899902
804 => 0.15677601635708
805 => 0.15586299350551
806 => 0.15173342498609
807 => 0.1496595815281
808 => 0.1523353686828
809 => 0.15375743046993
810 => 0.15596292428496
811 => 0.15569105061993
812 => 0.1613721658347
813 => 0.16357967541915
814 => 0.16301490000279
815 => 0.16311883227148
816 => 0.16711542292972
817 => 0.17156045370325
818 => 0.17572381159614
819 => 0.17995895806516
820 => 0.17485332369617
821 => 0.17226099743535
822 => 0.17493561642508
823 => 0.17351642594114
824 => 0.1816715154211
825 => 0.18223615612284
826 => 0.190390655897
827 => 0.19813024720246
828 => 0.19326914857268
829 => 0.19785294563187
830 => 0.20281069587383
831 => 0.21237500045657
901 => 0.2091540791494
902 => 0.20668690390637
903 => 0.20435543522302
904 => 0.20920685144285
905 => 0.21544812090639
906 => 0.2167924305707
907 => 0.2189707257927
908 => 0.21668051471604
909 => 0.21943882169941
910 => 0.22917685741221
911 => 0.22654555420259
912 => 0.22280868064183
913 => 0.2304959245862
914 => 0.23327790828626
915 => 0.25280332682946
916 => 0.27745497429506
917 => 0.26724903037286
918 => 0.26091387163659
919 => 0.26240278421159
920 => 0.2714047313551
921 => 0.27429587107007
922 => 0.26643675668915
923 => 0.26921272875181
924 => 0.28450860774462
925 => 0.29271435607371
926 => 0.28156984766377
927 => 0.25082259095837
928 => 0.22247221606371
929 => 0.22999201211979
930 => 0.22913950061347
1001 => 0.24557301439148
1002 => 0.22648279849127
1003 => 0.22680422876744
1004 => 0.24357757020698
1005 => 0.23910273027879
1006 => 0.2318540626893
1007 => 0.22252513935897
1008 => 0.20527976176188
1009 => 0.1900050499012
1010 => 0.21996227741604
1011 => 0.21867046729191
1012 => 0.21679973479665
1013 => 0.22096284753046
1014 => 0.24117774124569
1015 => 0.24071172251633
1016 => 0.23774714912498
1017 => 0.23999575191377
1018 => 0.23145987174859
1019 => 0.23365976242554
1020 => 0.22246772521948
1021 => 0.22752699345738
1022 => 0.23183851030419
1023 => 0.23270411114429
1024 => 0.2346543540357
1025 => 0.21798974205681
1026 => 0.22547166358803
1027 => 0.22986659152638
1028 => 0.21001014721206
1029 => 0.22947409346562
1030 => 0.21769964823767
1031 => 0.21370322468107
1101 => 0.21908388251126
1102 => 0.21698703492198
1103 => 0.21518428849573
1104 => 0.21417832501477
1105 => 0.21812928628373
1106 => 0.21794496921811
1107 => 0.21148042973355
1108 => 0.20304770150429
1109 => 0.2058780018929
1110 => 0.20484972722751
1111 => 0.20112312719007
1112 => 0.2036344056639
1113 => 0.19257600619409
1114 => 0.17355060467188
1115 => 0.18611936768126
1116 => 0.18563548397759
1117 => 0.18539148787181
1118 => 0.19483656589827
1119 => 0.19392863958105
1120 => 0.19228074442486
1121 => 0.20109286230323
1122 => 0.19787632073791
1123 => 0.20778894392971
1124 => 0.2143180386721
1125 => 0.21266204905134
1126 => 0.21880269421442
1127 => 0.20594320629745
1128 => 0.21021461235036
1129 => 0.21109494321795
1130 => 0.20098412213648
1201 => 0.19407718755506
1202 => 0.1936165737633
1203 => 0.18164090103334
1204 => 0.18803820874143
1205 => 0.19366757478597
1206 => 0.19097154530709
1207 => 0.19011806291566
1208 => 0.19447831935571
1209 => 0.19481714862417
1210 => 0.18709180539571
1211 => 0.18869814888271
1212 => 0.19539686825589
1213 => 0.18852935834165
1214 => 0.17518690837967
1215 => 0.1718777963153
1216 => 0.17143629976687
1217 => 0.1624617253993
1218 => 0.17209892700657
1219 => 0.16789203024405
1220 => 0.18118156671049
1221 => 0.17359065475408
1222 => 0.1732634257114
1223 => 0.17276877101933
1224 => 0.16504398412616
1225 => 0.16673522151995
1226 => 0.17235715219962
1227 => 0.17436312040171
1228 => 0.17415388148382
1229 => 0.17232960167226
1230 => 0.17316474762816
1231 => 0.17047445152004
]
'min_raw' => 0.094130467988209
'max_raw' => 0.29271435607371
'avg_raw' => 0.19342241203096
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.09413'
'max' => '$0.292714'
'avg' => '$0.193422'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.053623029105368
'max_diff' => 0.18282157777538
'year' => 2033
]
8 => [
'items' => [
101 => 0.16952445197059
102 => 0.16652599207457
103 => 0.1621190843731
104 => 0.16273189191812
105 => 0.15400065463139
106 => 0.14924341315574
107 => 0.14792667141472
108 => 0.14616586932819
109 => 0.1481255586957
110 => 0.15397592013318
111 => 0.14691914301617
112 => 0.13482079362441
113 => 0.13554792503744
114 => 0.13718157343526
115 => 0.13413728045359
116 => 0.13125611263457
117 => 0.13376105429667
118 => 0.12863482416966
119 => 0.13780105385526
120 => 0.13755313303032
121 => 0.14096973662127
122 => 0.14310620896245
123 => 0.13818233190716
124 => 0.13694399014333
125 => 0.1376494058915
126 => 0.12599045490723
127 => 0.14001695158962
128 => 0.14013825331539
129 => 0.13909959429492
130 => 0.14656827075879
131 => 0.16232950763617
201 => 0.15639949632861
202 => 0.15410321671479
203 => 0.14973798749034
204 => 0.15555439625025
205 => 0.1551077868076
206 => 0.15308804953634
207 => 0.15186650613271
208 => 0.15411723730846
209 => 0.1515876156323
210 => 0.1511332260699
211 => 0.14838011970252
212 => 0.14739738598772
213 => 0.14666980906904
214 => 0.14586881837181
215 => 0.14763560425546
216 => 0.14363183500306
217 => 0.138803681779
218 => 0.13840227307976
219 => 0.13951059779057
220 => 0.13902024661111
221 => 0.13839992546697
222 => 0.13721556346839
223 => 0.1368641885633
224 => 0.13800598654197
225 => 0.13671696319501
226 => 0.13861898736018
227 => 0.13810174203105
228 => 0.1352124516692
301 => 0.13161132612604
302 => 0.13157926855509
303 => 0.13080341196385
304 => 0.12981524194408
305 => 0.12954035565085
306 => 0.13355009509674
307 => 0.14185013574833
308 => 0.14022063916529
309 => 0.14139811744406
310 => 0.14719014518257
311 => 0.14903125662829
312 => 0.14772447933323
313 => 0.14593568197324
314 => 0.14601437997878
315 => 0.15212724206365
316 => 0.15250849377369
317 => 0.15347179384851
318 => 0.15470990667322
319 => 0.14793533530103
320 => 0.14569529827638
321 => 0.14463384446158
322 => 0.14136497754631
323 => 0.14489017026296
324 => 0.14283619143077
325 => 0.14311334334914
326 => 0.14293284779871
327 => 0.1430314105743
328 => 0.13779849170725
329 => 0.13970509230829
330 => 0.1365349990178
331 => 0.1322905999615
401 => 0.13227637124759
402 => 0.13331518190358
403 => 0.13269725667673
404 => 0.13103443577959
405 => 0.13127063163974
406 => 0.1292013073679
407 => 0.13152188507266
408 => 0.13158843093781
409 => 0.13069488211875
410 => 0.13427005225096
411 => 0.13573480237118
412 => 0.13514664939681
413 => 0.1356935359906
414 => 0.14028835210505
415 => 0.14103750761758
416 => 0.14137023300982
417 => 0.14092442506189
418 => 0.13577752079435
419 => 0.13600580788495
420 => 0.13433078868504
421 => 0.1329155739703
422 => 0.13297217513707
423 => 0.13369977946548
424 => 0.13687727024109
425 => 0.14356411225504
426 => 0.14381787302145
427 => 0.14412543847307
428 => 0.14287441521134
429 => 0.14249709462492
430 => 0.14299487787311
501 => 0.1455061041561
502 => 0.15196565994724
503 => 0.14968242151143
504 => 0.14782611312239
505 => 0.14945459603672
506 => 0.14920390385653
507 => 0.14708780956803
508 => 0.14702841784922
509 => 0.14296695635331
510 => 0.14146552651328
511 => 0.14021081935887
512 => 0.13884071190121
513 => 0.1380284662739
514 => 0.13927644471649
515 => 0.13956187215196
516 => 0.1368331454763
517 => 0.1364612301134
518 => 0.1386895672204
519 => 0.13770895914039
520 => 0.13871753886859
521 => 0.13895153801697
522 => 0.13891385876462
523 => 0.13788999130697
524 => 0.13854257389231
525 => 0.13699902153375
526 => 0.13532064017789
527 => 0.1342499374397
528 => 0.13331560729252
529 => 0.13383402796176
530 => 0.13198595293579
531 => 0.13139471654058
601 => 0.13832149359597
602 => 0.14343837828219
603 => 0.14336397675234
604 => 0.14291107657392
605 => 0.14223815877624
606 => 0.14545687602786
607 => 0.14433553929767
608 => 0.1451514054597
609 => 0.14535907763973
610 => 0.14598763878182
611 => 0.14621229536347
612 => 0.14553322713971
613 => 0.1432541912396
614 => 0.13757505046075
615 => 0.13493139509765
616 => 0.13405894479427
617 => 0.13409065670578
618 => 0.13321590061815
619 => 0.13347355548977
620 => 0.13312629876862
621 => 0.13246867854919
622 => 0.13379342176634
623 => 0.13394608608128
624 => 0.13363687518489
625 => 0.13370970554459
626 => 0.13114957138822
627 => 0.13134421282781
628 => 0.13026042455834
629 => 0.13005722732307
630 => 0.12731750495409
701 => 0.12246368964832
702 => 0.12515317449897
703 => 0.12190465499818
704 => 0.12067439144013
705 => 0.1264982677787
706 => 0.12591371212349
707 => 0.12491320694201
708 => 0.12343325125506
709 => 0.12288432129468
710 => 0.11954919662554
711 => 0.11935213966789
712 => 0.12100511750986
713 => 0.12024232511128
714 => 0.11917107569161
715 => 0.11529111888439
716 => 0.11092876282351
717 => 0.1110604349322
718 => 0.11244801923064
719 => 0.11648260771961
720 => 0.11490622419788
721 => 0.11376253986595
722 => 0.1135483621696
723 => 0.11622924445075
724 => 0.12002325454077
725 => 0.12180331918882
726 => 0.12003932918397
727 => 0.11801295244637
728 => 0.11813628860906
729 => 0.11895678884388
730 => 0.11904301181731
731 => 0.11772404887602
801 => 0.11809532921813
802 => 0.11753132042789
803 => 0.11406999952327
804 => 0.11400739520407
805 => 0.11315793123274
806 => 0.11313220980128
807 => 0.11168705967733
808 => 0.11148487318514
809 => 0.10861543989968
810 => 0.11050410957761
811 => 0.10923728911726
812 => 0.10732789187078
813 => 0.10699871106579
814 => 0.1069888154933
815 => 0.10894933953202
816 => 0.11048119971275
817 => 0.10925932600154
818 => 0.10898112904253
819 => 0.1119515447422
820 => 0.11157353226848
821 => 0.11124617590415
822 => 0.11968354255028
823 => 0.11300470847394
824 => 0.11009235560214
825 => 0.10648776588247
826 => 0.10766143847111
827 => 0.10790874853038
828 => 0.099240360030709
829 => 0.095723595895973
830 => 0.094516774971392
831 => 0.093822232467352
901 => 0.094138744207959
902 => 0.090973244011405
903 => 0.09310051249603
904 => 0.090359456898885
905 => 0.089899910007857
906 => 0.094801256967182
907 => 0.095483250763318
908 => 0.092573653350136
909 => 0.094442085910433
910 => 0.093764566290914
911 => 0.090406444429792
912 => 0.090278188875369
913 => 0.088593201369149
914 => 0.085956522199789
915 => 0.084751489067844
916 => 0.084123897350149
917 => 0.084382853924389
918 => 0.084251917556252
919 => 0.083397469185383
920 => 0.084300893536688
921 => 0.081993017639819
922 => 0.081074002861866
923 => 0.080658905207645
924 => 0.078610532512793
925 => 0.081870404385775
926 => 0.082512640211536
927 => 0.08315614144027
928 => 0.088757380299457
929 => 0.088477558234988
930 => 0.091007013418909
1001 => 0.090908723441831
1002 => 0.09018728184892
1003 => 0.087143638439809
1004 => 0.088356780454953
1005 => 0.084622917896466
1006 => 0.087420581603259
1007 => 0.086143844720708
1008 => 0.086988915578987
1009 => 0.085469401978835
1010 => 0.086310363544338
1011 => 0.082664938151202
1012 => 0.079260891211611
1013 => 0.080630779070428
1014 => 0.08212000383864
1015 => 0.085349022583538
1016 => 0.083425845657903
1017 => 0.084117492803732
1018 => 0.081800590645538
1019 => 0.077020159702801
1020 => 0.077047216422783
1021 => 0.076311851269593
1022 => 0.075676388412165
1023 => 0.083646745662487
1024 => 0.082655505745707
1025 => 0.081076094668591
1026 => 0.083190199158612
1027 => 0.083749201941123
1028 => 0.083765115964476
1029 => 0.08530751202746
1030 => 0.086130689082764
1031 => 0.086275777606615
1101 => 0.088702771137393
1102 => 0.089516267356091
1103 => 0.092866943150614
1104 => 0.08606084826084
1105 => 0.08592068121546
1106 => 0.083219948944273
1107 => 0.081507101840999
1108 => 0.083337229050839
1109 => 0.08495847192148
1110 => 0.083270325479461
1111 => 0.083490761766072
1112 => 0.081224563094294
1113 => 0.082034622484896
1114 => 0.082732354758867
1115 => 0.082347108007988
1116 => 0.081770374975768
1117 => 0.084825548494498
1118 => 0.084653163631249
1119 => 0.087498211450026
1120 => 0.089716129676084
1121 => 0.093691035637487
1122 => 0.089543014050229
1123 => 0.089391843656697
1124 => 0.090869558501968
1125 => 0.089516041125648
1126 => 0.09037141738565
1127 => 0.093553221297935
1128 => 0.093620447800781
1129 => 0.09249431726166
1130 => 0.092425792116011
1201 => 0.092642077804568
1202 => 0.093908869838003
1203 => 0.093466213776933
1204 => 0.093978466577483
1205 => 0.094619046548464
1206 => 0.097268756908722
1207 => 0.097907593106028
1208 => 0.096355552345167
1209 => 0.096495684248409
1210 => 0.095915178399376
1211 => 0.095354417022926
1212 => 0.096614926704562
1213 => 0.098918532923132
1214 => 0.098904202308403
1215 => 0.099438594175405
1216 => 0.099771515881406
1217 => 0.098342372205666
1218 => 0.097412052223829
1219 => 0.097768796102664
1220 => 0.098339237333792
1221 => 0.097583809699624
1222 => 0.09292096039342
1223 => 0.094335371008955
1224 => 0.094099943921385
1225 => 0.093764667119772
1226 => 0.095186867931007
1227 => 0.095049693193281
1228 => 0.09094077723155
1229 => 0.091203816700075
1230 => 0.090956773532845
1231 => 0.091755020546441
]
'min_raw' => 0.075676388412165
'max_raw' => 0.16952445197059
'avg_raw' => 0.12260042019138
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.075676'
'max' => '$0.169524'
'avg' => '$0.12260042'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.018454079576044
'max_diff' => -0.12318990410312
'year' => 2034
]
9 => [
'items' => [
101 => 0.08947293316729
102 => 0.090174887875024
103 => 0.090615147287298
104 => 0.09087446346336
105 => 0.091811291306061
106 => 0.091701365371546
107 => 0.091804458155628
108 => 0.093193526532973
109 => 0.10021895771488
110 => 0.10060133643337
111 => 0.098718363775074
112 => 0.099470574212069
113 => 0.098026494663377
114 => 0.098995914938906
115 => 0.099659167670818
116 => 0.096662056111475
117 => 0.096484586616023
118 => 0.095034546837346
119 => 0.095813716079956
120 => 0.094574001790712
121 => 0.094878184313928
122 => 0.094027663460862
123 => 0.095558431659368
124 => 0.097270068362628
125 => 0.097702495388453
126 => 0.096564966055047
127 => 0.095741319850825
128 => 0.094295268442137
129 => 0.096700084162142
130 => 0.097403325564103
131 => 0.096696390334437
201 => 0.096532577994883
202 => 0.096222153907432
203 => 0.096598435932505
204 => 0.097399495560399
205 => 0.097021730633133
206 => 0.097271251022953
207 => 0.096320336601266
208 => 0.09834284531169
209 => 0.10155507588707
210 => 0.10156540373362
211 => 0.10118763677006
212 => 0.10103306266768
213 => 0.10142067449711
214 => 0.1016309380139
215 => 0.10288440359442
216 => 0.10422942210259
217 => 0.11050603660265
218 => 0.10874358836731
219 => 0.11431257414924
220 => 0.11871691886045
221 => 0.12003758926069
222 => 0.11882263463481
223 => 0.11466634049025
224 => 0.11446241287087
225 => 0.12067367106497
226 => 0.11891870613149
227 => 0.1187099586369
228 => 0.11648923797897
301 => 0.11780195892941
302 => 0.1175148476011
303 => 0.11706162832338
304 => 0.11956620845189
305 => 0.12425455886705
306 => 0.12352383548777
307 => 0.12297838438243
308 => 0.12058837641723
309 => 0.12202769503988
310 => 0.12151518124669
311 => 0.12371726575154
312 => 0.12241279967301
313 => 0.11890541054606
314 => 0.11946397382503
315 => 0.11937954810909
316 => 0.12111702336073
317 => 0.12059547641698
318 => 0.11927770769779
319 => 0.12423853459502
320 => 0.12391640608988
321 => 0.12437311066133
322 => 0.12457416613775
323 => 0.12759373405051
324 => 0.12883075440898
325 => 0.12911157968744
326 => 0.13028665335339
327 => 0.12908234278416
328 => 0.13390044371996
329 => 0.13710419969828
330 => 0.14082552713088
331 => 0.14626338670842
401 => 0.14830807221259
402 => 0.14793871807753
403 => 0.15206164114779
404 => 0.15947044225761
405 => 0.14943624860756
406 => 0.16000227888599
407 => 0.15665719569052
408 => 0.14872606360955
409 => 0.14821539220544
410 => 0.15358644693301
411 => 0.16549892937391
412 => 0.16251498763272
413 => 0.16550381003363
414 => 0.16201718994232
415 => 0.16184404986725
416 => 0.16533447267808
417 => 0.17349003582862
418 => 0.16961563348251
419 => 0.16406072767693
420 => 0.16816238367987
421 => 0.16460914965978
422 => 0.15660271892495
423 => 0.16251270586871
424 => 0.15856086590615
425 => 0.15971422289859
426 => 0.16802040270806
427 => 0.16702098117796
428 => 0.16831432518185
429 => 0.16603160686768
430 => 0.16389918801062
501 => 0.1599188698584
502 => 0.15874049388084
503 => 0.15906615460751
504 => 0.15874033249956
505 => 0.15651338107441
506 => 0.15603247112617
507 => 0.15523093347664
508 => 0.15547936351027
509 => 0.15397223823103
510 => 0.15681649502092
511 => 0.15734441414463
512 => 0.15941422704498
513 => 0.15962912188663
514 => 0.16539352135216
515 => 0.16221858699335
516 => 0.16434860707189
517 => 0.16415807802754
518 => 0.14889795529104
519 => 0.15100066556293
520 => 0.15427182287915
521 => 0.15279817094214
522 => 0.15071477188466
523 => 0.14903231544095
524 => 0.14648322188872
525 => 0.15007102211247
526 => 0.15478859788668
527 => 0.15974876739345
528 => 0.16570808605266
529 => 0.16437803550204
530 => 0.15963736207633
531 => 0.15985002522315
601 => 0.16116462511688
602 => 0.1594620988105
603 => 0.15895999056549
604 => 0.16109564315441
605 => 0.16111035022006
606 => 0.15915138794739
607 => 0.15697435986763
608 => 0.15696523804049
609 => 0.15657785692129
610 => 0.16208610418286
611 => 0.1651150832301
612 => 0.16546235079643
613 => 0.16509170935601
614 => 0.16523435453619
615 => 0.1634718583676
616 => 0.167500401957
617 => 0.17119739193631
618 => 0.17020651964718
619 => 0.16872106122499
620 => 0.16753782204234
621 => 0.16992778609963
622 => 0.16982136476231
623 => 0.17116510195402
624 => 0.1711041422732
625 => 0.17065229399614
626 => 0.17020653578411
627 => 0.17197391670861
628 => 0.17146493938562
629 => 0.17095517148027
630 => 0.16993275390452
701 => 0.17007171743362
702 => 0.16858651549677
703 => 0.16789939312256
704 => 0.15756672125162
705 => 0.15480549369791
706 => 0.15567423209628
707 => 0.1559602433338
708 => 0.15475855356382
709 => 0.1564814680052
710 => 0.15621295361453
711 => 0.15725758603297
712 => 0.15660494505059
713 => 0.15663172966416
714 => 0.15855100763559
715 => 0.15910818219589
716 => 0.15882479871757
717 => 0.15902327079197
718 => 0.16359697597662
719 => 0.16294674135822
720 => 0.16260131717685
721 => 0.16269700203576
722 => 0.16386568177178
723 => 0.16419284829032
724 => 0.16280662076169
725 => 0.16346037367788
726 => 0.16624397062141
727 => 0.1672180720137
728 => 0.17032693606271
729 => 0.16900623535904
730 => 0.17143043865921
731 => 0.17888161313214
801 => 0.18483412688316
802 => 0.17935994923968
803 => 0.19029098269539
804 => 0.19880236020428
805 => 0.19847567935905
806 => 0.19699152381867
807 => 0.18730154681147
808 => 0.17838468550004
809 => 0.18584401861699
810 => 0.18586303399113
811 => 0.18522227066103
812 => 0.18124254464924
813 => 0.18508378482237
814 => 0.18538868851798
815 => 0.18521802352888
816 => 0.1821667769266
817 => 0.17750808732955
818 => 0.17841838412549
819 => 0.17990946884678
820 => 0.17708653439651
821 => 0.17618443579202
822 => 0.17786160872905
823 => 0.18326580938502
824 => 0.18224417655541
825 => 0.18221749759349
826 => 0.1865884760783
827 => 0.18345979879937
828 => 0.17842986588326
829 => 0.17715974148528
830 => 0.17265165553075
831 => 0.17576540655679
901 => 0.17587746491292
902 => 0.17417209529772
903 => 0.1785682472287
904 => 0.17852773591473
905 => 0.18270122789234
906 => 0.19067937706152
907 => 0.18831984577132
908 => 0.18557596759708
909 => 0.18587430323411
910 => 0.18914630881722
911 => 0.18716797954905
912 => 0.18787940054728
913 => 0.18914523199633
914 => 0.18990893953837
915 => 0.1857644174716
916 => 0.18479813112243
917 => 0.18282144837246
918 => 0.18230576873952
919 => 0.18391573559454
920 => 0.18349156620921
921 => 0.175868046842
922 => 0.17507134665126
923 => 0.17509578030869
924 => 0.17309243979805
925 => 0.17003686466253
926 => 0.17806673367978
927 => 0.17742182281975
928 => 0.17670989114241
929 => 0.17679709871066
930 => 0.18028259269354
1001 => 0.17826083016181
1002 => 0.18363601721279
1003 => 0.18253104034802
1004 => 0.18139772499613
1005 => 0.18124106629287
1006 => 0.18080483657231
1007 => 0.17930884254659
1008 => 0.17750233986524
1009 => 0.17630953031843
1010 => 0.16263622203224
1011 => 0.16517390851618
1012 => 0.16809328549855
1013 => 0.1691010427342
1014 => 0.16737720424795
1015 => 0.17937691019695
1016 => 0.18156937210588
1017 => 0.17492826197299
1018 => 0.17368598142186
1019 => 0.17945835390307
1020 => 0.17597690765306
1021 => 0.17754460268627
1022 => 0.17415610350782
1023 => 0.1810412722348
1024 => 0.18098881878491
1025 => 0.17831033264153
1026 => 0.18057417078843
1027 => 0.18018077320009
1028 => 0.17715676894103
1029 => 0.18113713856363
1030 => 0.1811391127773
1031 => 0.1785611280996
1101 => 0.17555060638947
1102 => 0.17501239621304
1103 => 0.17460692714347
1104 => 0.17744488215086
1105 => 0.17998938373643
1106 => 0.18472407035173
1107 => 0.18591448306019
1108 => 0.1905607431116
1109 => 0.18779412147328
1110 => 0.1890205290118
1111 => 0.1903519678808
1112 => 0.19099030863664
1113 => 0.18995016663025
1114 => 0.19716772096701
1115 => 0.19777710369319
1116 => 0.19798142445013
1117 => 0.19554770573689
1118 => 0.19770941757321
1119 => 0.19669802419336
1120 => 0.19932938879454
1121 => 0.19974202036296
1122 => 0.1993925361043
1123 => 0.19952351187706
1124 => 0.19336460251447
1125 => 0.19304523057318
1126 => 0.18869057149215
1127 => 0.19046512725569
1128 => 0.18714768031243
1129 => 0.18819967691163
1130 => 0.18866338698876
1201 => 0.18842117115978
1202 => 0.19056545797604
1203 => 0.18874237613337
1204 => 0.18393096340815
1205 => 0.17911823981676
1206 => 0.17905781999243
1207 => 0.17779071482245
1208 => 0.17687482986643
1209 => 0.17705126180173
1210 => 0.17767303095408
1211 => 0.17683869151298
1212 => 0.17701674013483
1213 => 0.17997353358913
1214 => 0.18056649742951
1215 => 0.17855137461398
1216 => 0.17046036572883
1217 => 0.16847481185365
1218 => 0.16990198860388
1219 => 0.16921989003922
1220 => 0.13657365833257
1221 => 0.14424340622365
1222 => 0.1396863024668
1223 => 0.14178642554022
1224 => 0.13713480266077
1225 => 0.13935480091128
1226 => 0.13894484829577
1227 => 0.15127757594029
1228 => 0.15108501736123
1229 => 0.15117718496305
1230 => 0.14677778518671
1231 => 0.15378614848714
]
'min_raw' => 0.08947293316729
'max_raw' => 0.19974202036296
'avg_raw' => 0.14460747676512
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.089472'
'max' => '$0.199742'
'avg' => '$0.1446074'
'bar_min_pct' => 61.631153054958
'bar_max_pct' => 60.119598047091
'min_diff' => 0.013796544755125
'max_diff' => 0.030217568392364
'year' => 2035
]
10 => [
'items' => [
101 => 0.15723872026152
102 => 0.15659974111331
103 => 0.15676055839865
104 => 0.15399718462334
105 => 0.15120394046163
106 => 0.1481058028091
107 => 0.15386175962611
108 => 0.15322179548552
109 => 0.15468964297221
110 => 0.15842279241233
111 => 0.15897251284824
112 => 0.15971134268883
113 => 0.15944652478447
114 => 0.1657555616401
115 => 0.16499149564852
116 => 0.16683267485145
117 => 0.16304522954042
118 => 0.15875937566339
119 => 0.1595739763703
120 => 0.15949552377162
121 => 0.15849673214672
122 => 0.15759506772675
123 => 0.15609405050988
124 => 0.16084349109281
125 => 0.16065067247864
126 => 0.16377218171493
127 => 0.16322042463669
128 => 0.15953565583036
129 => 0.15966725806914
130 => 0.16055234637082
131 => 0.16361564708866
201 => 0.16452504330714
202 => 0.16410377474557
203 => 0.16510088618361
204 => 0.16588896240873
205 => 0.16519985642405
206 => 0.17495614397122
207 => 0.17090465317564
208 => 0.17287932159931
209 => 0.17335026838294
210 => 0.17214394809963
211 => 0.17240555577399
212 => 0.17280182011682
213 => 0.17520785960996
214 => 0.18152200343312
215 => 0.18431849475057
216 => 0.19273187685555
217 => 0.18408628507569
218 => 0.18357329143849
219 => 0.1850887956154
220 => 0.19002834155797
221 => 0.19403137959646
222 => 0.19535941825463
223 => 0.19553494048684
224 => 0.19802642929591
225 => 0.19945450421776
226 => 0.19772389702183
227 => 0.19625738862541
228 => 0.19100453757915
229 => 0.19161256939079
301 => 0.19580130561688
302 => 0.20171814225156
303 => 0.20679540362605
304 => 0.20501752365313
305 => 0.21858149285886
306 => 0.21992630500176
307 => 0.21974049544659
308 => 0.222804177643
309 => 0.21672339239116
310 => 0.21412373888633
311 => 0.19657446438629
312 => 0.2015050946952
313 => 0.20867205541496
314 => 0.20772348128897
315 => 0.20251864284087
316 => 0.20679145528935
317 => 0.20537872987069
318 => 0.20426445471895
319 => 0.20936916520191
320 => 0.20375632633595
321 => 0.20861606305367
322 => 0.20238340044566
323 => 0.20502564485908
324 => 0.20352577913904
325 => 0.20449637607654
326 => 0.19882228621248
327 => 0.20188388737238
328 => 0.19869491353862
329 => 0.19869340154981
330 => 0.19862300477568
331 => 0.20237481834902
401 => 0.20249716485495
402 => 0.19972456895558
403 => 0.19932499457039
404 => 0.20080243049784
405 => 0.19907273996788
406 => 0.1998820512803
407 => 0.19909725318307
408 => 0.19892057860101
409 => 0.19751280547242
410 => 0.19690629810109
411 => 0.19714412526916
412 => 0.19633229853624
413 => 0.1958431435646
414 => 0.19852569953997
415 => 0.19709251809633
416 => 0.19830604392901
417 => 0.1969230780835
418 => 0.1921291159334
419 => 0.18937205760565
420 => 0.18031670750465
421 => 0.18288479356016
422 => 0.18458743727185
423 => 0.18402471353529
424 => 0.18523366186659
425 => 0.18530788147546
426 => 0.18491484004919
427 => 0.18445974842929
428 => 0.18423823499687
429 => 0.18588921463959
430 => 0.18684766389162
501 => 0.18475832034675
502 => 0.18426881638721
503 => 0.18638125806689
504 => 0.18766984627117
505 => 0.19718405757644
506 => 0.19647921407245
507 => 0.19824823294892
508 => 0.19804906857124
509 => 0.19990328218058
510 => 0.20293413778273
511 => 0.19677156090302
512 => 0.19784117116346
513 => 0.19757892742851
514 => 0.20044203576272
515 => 0.20045097407442
516 => 0.19873439760519
517 => 0.19966498155743
518 => 0.19914555512452
519 => 0.20008422889348
520 => 0.19646980045773
521 => 0.20087178413903
522 => 0.20336742522876
523 => 0.20340207720771
524 => 0.20458499127762
525 => 0.2057869004824
526 => 0.20809386053675
527 => 0.20572256061859
528 => 0.20145682290721
529 => 0.20176479539172
530 => 0.19926379493232
531 => 0.19930583720188
601 => 0.19908141227203
602 => 0.19975492838043
603 => 0.19661759936843
604 => 0.19735392421675
605 => 0.19632306511719
606 => 0.1978389302771
607 => 0.19620810994653
608 => 0.19757880096664
609 => 0.19817034577179
610 => 0.20035315883785
611 => 0.19588570668188
612 => 0.18677626931595
613 => 0.18869118349152
614 => 0.18585887501258
615 => 0.18612101594567
616 => 0.18665058234992
617 => 0.1849340843704
618 => 0.18526153809182
619 => 0.18524983914064
620 => 0.1851490238996
621 => 0.18470249648083
622 => 0.18405494338086
623 => 0.18663459562482
624 => 0.1870729288089
625 => 0.1880472891791
626 => 0.19094632472586
627 => 0.19065664271077
628 => 0.19112912609617
629 => 0.19009769751873
630 => 0.18616886095917
701 => 0.18638221568655
702 => 0.18372167881726
703 => 0.18797925326965
704 => 0.18697100344209
705 => 0.1863209782192
706 => 0.1861436128147
707 => 0.18904983450985
708 => 0.18991942159048
709 => 0.18937755327765
710 => 0.1882661655592
711 => 0.1904003585309
712 => 0.19097137853575
713 => 0.19109920885643
714 => 0.19488058961135
715 => 0.19131054603473
716 => 0.1921698910068
717 => 0.19887425516809
718 => 0.19279432201282
719 => 0.19601499820385
720 => 0.19585736286389
721 => 0.19750495182149
722 => 0.19572221247985
723 => 0.19574431167059
724 => 0.19720725904759
725 => 0.19515281330054
726 => 0.19464410364183
727 => 0.19394132489178
728 => 0.19547581658187
729 => 0.196395674951
730 => 0.20380905784459
731 => 0.20859844128519
801 => 0.20839052151893
802 => 0.21029051897302
803 => 0.20943455271797
804 => 0.20667041188793
805 => 0.21138846323375
806 => 0.20989547437628
807 => 0.21001855456371
808 => 0.21001397351299
809 => 0.21100668058385
810 => 0.21030325664388
811 => 0.2089167358532
812 => 0.20983717306027
813 => 0.21257054250294
814 => 0.22105500512301
815 => 0.22580302280938
816 => 0.22076916849651
817 => 0.22424145379553
818 => 0.22215931991787
819 => 0.22178093425419
820 => 0.22396178602184
821 => 0.22614645508182
822 => 0.22600730110729
823 => 0.22442134355374
824 => 0.22352547637392
825 => 0.23030928279701
826 => 0.23530747581042
827 => 0.23496663255522
828 => 0.23647100383552
829 => 0.24088788444294
830 => 0.24129170865153
831 => 0.24124083608304
901 => 0.24023991564734
902 => 0.24458890820977
903 => 0.24821691431859
904 => 0.24000823148585
905 => 0.24313399044901
906 => 0.24453724435324
907 => 0.24659763741132
908 => 0.25007386586226
909 => 0.25384997198405
910 => 0.25438395479257
911 => 0.25400506843649
912 => 0.25151462494199
913 => 0.25564648531877
914 => 0.25806683222343
915 => 0.25950809341651
916 => 0.26316289199915
917 => 0.24454591037163
918 => 0.23136788545164
919 => 0.2293099465674
920 => 0.23349484621296
921 => 0.23459837087554
922 => 0.23415354146775
923 => 0.2193204763267
924 => 0.2292318535492
925 => 0.23989566206835
926 => 0.2403053023833
927 => 0.2456438278977
928 => 0.24738227063875
929 => 0.25168048341438
930 => 0.25141162903499
1001 => 0.25245817544635
1002 => 0.25221759255003
1003 => 0.26017912662141
1004 => 0.26896188100138
1005 => 0.26865776214465
1006 => 0.2673951372897
1007 => 0.26927035050884
1008 => 0.27833509424613
1009 => 0.27750055790236
1010 => 0.2783112388747
1011 => 0.28899908260754
1012 => 0.30289479978827
1013 => 0.29643884405063
1014 => 0.3104464103501
1015 => 0.31926343082643
1016 => 0.33451155604332
1017 => 0.33260241566756
1018 => 0.33853839891858
1019 => 0.32918465594534
1020 => 0.30770657137543
1021 => 0.30430758227744
1022 => 0.31111244452773
1023 => 0.32784153436134
1024 => 0.3105855859551
1025 => 0.31407644184348
1026 => 0.31307107511279
1027 => 0.31301750339224
1028 => 0.31506211807352
1029 => 0.31209629783839
1030 => 0.3000130126596
1031 => 0.30555071104979
1101 => 0.30341233975922
1102 => 0.30578502213225
1103 => 0.31858941033085
1104 => 0.31292828508976
1105 => 0.30696474952074
1106 => 0.31444434653878
1107 => 0.32396844381112
1108 => 0.32337244292027
1109 => 0.32221595208296
1110 => 0.32873503038096
1111 => 0.33950263781853
1112 => 0.34241307884115
1113 => 0.34456150690271
1114 => 0.3448577388344
1115 => 0.34790911183802
1116 => 0.33150111015257
1117 => 0.35754103021475
1118 => 0.36203740507122
1119 => 0.36119227295384
1120 => 0.36618980437043
1121 => 0.36471940385253
1122 => 0.36258902420088
1123 => 0.37051117450158
1124 => 0.36142906846639
1125 => 0.34853816235479
1126 => 0.34146595630876
1127 => 0.35077920772877
1128 => 0.35646648538328
1129 => 0.36022541413412
1130 => 0.36136286370292
1201 => 0.33277481661582
1202 => 0.31736744480165
1203 => 0.32724339348866
1204 => 0.33929273248837
1205 => 0.33143417546604
1206 => 0.3317422160231
1207 => 0.32053797890171
1208 => 0.34028405886048
1209 => 0.33740722110116
1210 => 0.35233226048555
1211 => 0.34877028005554
1212 => 0.36094107028683
1213 => 0.35773609333133
1214 => 0.37103977348574
1215 => 0.37634697168209
1216 => 0.38525858345321
1217 => 0.39181400134884
1218 => 0.39566346812231
1219 => 0.39543236057622
1220 => 0.41068586572944
1221 => 0.40169140665746
1222 => 0.39039224623182
1223 => 0.39018788006811
1224 => 0.3960398753629
1225 => 0.40830405208426
1226 => 0.41148397467159
1227 => 0.41326111758489
1228 => 0.41053936135038
1229 => 0.40077652066644
1230 => 0.39656097555784
1231 => 0.40015274212646
]
'min_raw' => 0.1481058028091
'max_raw' => 0.41326111758489
'avg_raw' => 0.280683460197
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.1481058'
'max' => '$0.413261'
'avg' => '$0.280683'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.058632869641812
'max_diff' => 0.21351909722194
'year' => 2036
]
11 => [
'items' => [
101 => 0.39576032025705
102 => 0.40334287269956
103 => 0.41375533674894
104 => 0.41160520409809
105 => 0.41879277518398
106 => 0.42623115510335
107 => 0.43686837246659
108 => 0.43964933498036
109 => 0.44424616026508
110 => 0.44897780346151
111 => 0.45049747973485
112 => 0.45339901326849
113 => 0.45338372075454
114 => 0.46212768735391
115 => 0.47177255329113
116 => 0.47541326690327
117 => 0.48378488710427
118 => 0.46944878088662
119 => 0.48032288213403
120 => 0.4901315936556
121 => 0.47843724341387
122 => 0.49455518078794
123 => 0.49518100377214
124 => 0.50463018782235
125 => 0.49505162954284
126 => 0.48936391221231
127 => 0.50578413902956
128 => 0.51372936955413
129 => 0.5113362014597
130 => 0.4931240740958
131 => 0.48252383481512
201 => 0.45478096398412
202 => 0.48764359288627
203 => 0.50365002080848
204 => 0.49308262131435
205 => 0.49841220295027
206 => 0.52748867223318
207 => 0.53855910917415
208 => 0.53625653567863
209 => 0.53664563269578
210 => 0.54261903952648
211 => 0.56910841502904
212 => 0.55323536720899
213 => 0.56536971751567
214 => 0.57180573316467
215 => 0.57778386318252
216 => 0.56310346526609
217 => 0.54400448327468
218 => 0.53795503395728
219 => 0.49203190169534
220 => 0.48964140322705
221 => 0.48829954399728
222 => 0.47983931136335
223 => 0.47319188596584
224 => 0.46790560648665
225 => 0.45403283051658
226 => 0.45871448516687
227 => 0.43660417574395
228 => 0.45074956817148
301 => 0.41546098046042
302 => 0.44485036491224
303 => 0.42885505912645
304 => 0.43959547676924
305 => 0.43955800446389
306 => 0.419781490331
307 => 0.40837480970448
308 => 0.41564359055435
309 => 0.42343630062196
310 => 0.4247006416126
311 => 0.4348040936258
312 => 0.43762374990971
313 => 0.4290800597323
314 => 0.41472970291648
315 => 0.41806296350801
316 => 0.40830726128498
317 => 0.39121076838679
318 => 0.4034897680624
319 => 0.40768235842115
320 => 0.40953404517019
321 => 0.39272160795029
322 => 0.38743877516003
323 => 0.38462623930976
324 => 0.41255942839294
325 => 0.41408967154653
326 => 0.4062607312182
327 => 0.4416482838728
328 => 0.4336389908315
329 => 0.44258733348307
330 => 0.41776050504691
331 => 0.41870892332693
401 => 0.40695550487767
402 => 0.41353663384555
403 => 0.40888530401074
404 => 0.41300494366093
405 => 0.41547423868134
406 => 0.42722572851028
407 => 0.44498454804941
408 => 0.42547044780749
409 => 0.41696787488503
410 => 0.42224282330584
411 => 0.43629070607504
412 => 0.45757396756826
413 => 0.44497384839871
414 => 0.45056556732226
415 => 0.45178710914879
416 => 0.44249624775494
417 => 0.45791653488019
418 => 0.46618039202481
419 => 0.47465739949089
420 => 0.48201774755334
421 => 0.47127149629555
422 => 0.48277152555599
423 => 0.47350453200051
424 => 0.46519108077706
425 => 0.46520368885093
426 => 0.45998853945831
427 => 0.44988353035902
428 => 0.44802001164245
429 => 0.45771427134249
430 => 0.46548814957211
501 => 0.46612844341747
502 => 0.47043246184167
503 => 0.4729795356102
504 => 0.49794432112066
505 => 0.5079853643725
506 => 0.52026336199364
507 => 0.5250463340171
508 => 0.53944136501734
509 => 0.52781620837739
510 => 0.52530103261267
511 => 0.49038339598483
512 => 0.49610115702652
513 => 0.50525584413614
514 => 0.49053435340339
515 => 0.49987175085325
516 => 0.50171515090297
517 => 0.49003412278154
518 => 0.49627346460863
519 => 0.47970362255181
520 => 0.44534572532609
521 => 0.45795478504153
522 => 0.4672392971557
523 => 0.45398915359669
524 => 0.47773952307485
525 => 0.46386504753285
526 => 0.45946750487832
527 => 0.44231112314582
528 => 0.45040827491387
529 => 0.46135978862019
530 => 0.4545930263998
531 => 0.46863507404157
601 => 0.48852235837963
602 => 0.50269522150719
603 => 0.50378323795298
604 => 0.49467103647004
605 => 0.50927339749974
606 => 0.50937975975808
607 => 0.49290823686419
608 => 0.4828195208055
609 => 0.48052734329012
610 => 0.4862536521314
611 => 0.49320644819964
612 => 0.50416906974576
613 => 0.51079355234997
614 => 0.52806668962763
615 => 0.53274030531531
616 => 0.53787519200434
617 => 0.54473698416128
618 => 0.55297632497308
619 => 0.53494911634279
620 => 0.53566537094859
621 => 0.51887868387575
622 => 0.50093970128398
623 => 0.51455315294538
624 => 0.53235093007109
625 => 0.52826810033365
626 => 0.52780869858355
627 => 0.52858128489981
628 => 0.52550296461054
629 => 0.51157983603004
630 => 0.50458772802031
701 => 0.51360933122986
702 => 0.51840391183037
703 => 0.52583988821039
704 => 0.52492324716714
705 => 0.54407752375652
706 => 0.55152029644389
707 => 0.54961611669626
708 => 0.54996653159647
709 => 0.5634413160338
710 => 0.5784280476289
711 => 0.59246509944111
712 => 0.6067441914499
713 => 0.58953018871086
714 => 0.58078997973206
715 => 0.58980764439187
716 => 0.58502274459056
717 => 0.61251819814239
718 => 0.61442192369028
719 => 0.64191538900786
720 => 0.66800996145519
721 => 0.65162042803385
722 => 0.66707501984938
723 => 0.68379042092923
724 => 0.71603714158836
725 => 0.70517758052368
726 => 0.69685932693915
727 => 0.68899861749528
728 => 0.70535550599549
729 => 0.72639838174335
730 => 0.73093081563327
731 => 0.73827509005797
801 => 0.73055348351555
802 => 0.73985330808883
803 => 0.77268577538247
804 => 0.76381415289952
805 => 0.75121502278926
806 => 0.77713310245391
807 => 0.78651275473057
808 => 0.85234406657016
809 => 0.93545881712351
810 => 0.90104876463355
811 => 0.87968933464757
812 => 0.88470930734673
813 => 0.91506000063695
814 => 0.92480768003892
815 => 0.89831012719779
816 => 0.90766951081923
817 => 0.95924063476765
818 => 0.98690688816623
819 => 0.9493323999774
820 => 0.84566587729023
821 => 0.75008060897289
822 => 0.77543412639138
823 => 0.77255982432737
824 => 0.82796656338121
825 => 0.76360256763735
826 => 0.764686292255
827 => 0.82123878399573
828 => 0.80615154875446
829 => 0.7817121598907
830 => 0.75025904355785
831 => 0.69211504895545
901 => 0.64061529147086
902 => 0.74161817558396
903 => 0.73726274755918
904 => 0.73095544234102
905 => 0.74499166758232
906 => 0.81314759310203
907 => 0.8115763784196
908 => 0.80158111225075
909 => 0.80916243354559
910 => 0.78038311761256
911 => 0.78780020262135
912 => 0.75006546777803
913 => 0.76712314386894
914 => 0.78165972393848
915 => 0.78457815760519
916 => 0.7911535376752
917 => 0.7349676349023
918 => 0.76019345571589
919 => 0.77501126210411
920 => 0.70806387376572
921 => 0.77368792748892
922 => 0.73398956333737
923 => 0.72051534229491
924 => 0.73865660583494
925 => 0.73158693779044
926 => 0.72550885235061
927 => 0.72211717624042
928 => 0.73543811800602
929 => 0.73481668015069
930 => 0.71302103393877
1001 => 0.68458950195953
1002 => 0.69413205732499
1003 => 0.69066515749878
1004 => 0.67810066528964
1005 => 0.68656761599603
1006 => 0.64928345011078
1007 => 0.58513798056752
1008 => 0.62751444257667
1009 => 0.62588299488604
1010 => 0.62506034498016
1011 => 0.65690508498065
1012 => 0.65384394801275
1013 => 0.64828795444128
1014 => 0.67799862511063
1015 => 0.66715383065141
1016 => 0.70057493181981
1017 => 0.72258823059062
1018 => 0.71700494596673
1019 => 0.73770855986018
1020 => 0.69435189852735
1021 => 0.70875324225479
1022 => 0.71172133923761
1023 => 0.67763200004644
1024 => 0.65434478787842
1025 => 0.65279179632047
1026 => 0.61241497959663
1027 => 0.63398394918023
1028 => 0.65296374982918
1029 => 0.64387389821036
1030 => 0.64099632273944
1031 => 0.65569723175043
1101 => 0.65683961828535
1102 => 0.63079308422437
1103 => 0.6362089834421
1104 => 0.65879418349841
1105 => 0.63563989434834
1106 => 0.59065489276142
1107 => 0.57949799040155
1108 => 0.57800945396424
1109 => 0.5477510498992
1110 => 0.58024354796604
1111 => 0.56605970181506
1112 => 0.61086630185745
1113 => 0.58527301221585
1114 => 0.58416973665206
1115 => 0.58250197382206
1116 => 0.55645731548435
1117 => 0.56215944043592
1118 => 0.5811141722331
1119 => 0.58787743407867
1120 => 0.58717197045841
1121 => 0.58102128370658
1122 => 0.58383703660495
1123 => 0.57476651544594
1124 => 0.57156352563812
1125 => 0.56145400875289
1126 => 0.54659581175692
1127 => 0.54866193517983
1128 => 0.51922395907208
1129 => 0.50318458729694
1130 => 0.4987451005851
1201 => 0.49280843341511
1202 => 0.49941566293882
1203 => 0.51914056498445
1204 => 0.49534814824601
1205 => 0.45455771859192
1206 => 0.45700929291764
1207 => 0.46251725254859
1208 => 0.45225320621512
1209 => 0.44253914775661
1210 => 0.45098473345981
1211 => 0.43370129068464
1212 => 0.46460587403534
1213 => 0.4637699916648
1214 => 0.47528930921133
1215 => 0.48249257487336
1216 => 0.46589137960732
1217 => 0.46171622389232
1218 => 0.46409458233783
1219 => 0.4247856150924
1220 => 0.47207692795579
1221 => 0.47248590519325
1222 => 0.46898399378886
1223 => 0.49416515793314
1224 => 0.54730526847963
1225 => 0.52731182133605
1226 => 0.51956975429691
1227 => 0.5048520791961
1228 => 0.52446250741886
1229 => 0.52295673250169
1230 => 0.51614704727806
1231 => 0.51202852840729
]
'min_raw' => 0.38462623930976
'max_raw' => 0.98690688816623
'avg_raw' => 0.68576656373799
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$0.384626'
'max' => '$0.9869068'
'avg' => '$0.685766'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.23652043650066
'max_diff' => 0.57364577058133
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.012072978149374
]
1 => [
'year' => 2028
'avg' => 0.020720735314925
]
2 => [
'year' => 2029
'avg' => 0.056605314331187
]
3 => [
'year' => 2030
'avg' => 0.043670915707348
]
4 => [
'year' => 2031
'avg' => 0.042890251301618
]
5 => [
'year' => 2032
'avg' => 0.075200108590584
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.012072978149374
'min' => '$0.012072'
'max_raw' => 0.075200108590584
'max' => '$0.0752001'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.075200108590584
]
1 => [
'year' => 2033
'avg' => 0.19342241203096
]
2 => [
'year' => 2034
'avg' => 0.12260042019138
]
3 => [
'year' => 2035
'avg' => 0.14460747676512
]
4 => [
'year' => 2036
'avg' => 0.280683460197
]
5 => [
'year' => 2037
'avg' => 0.68576656373799
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.075200108590584
'min' => '$0.0752001'
'max_raw' => 0.68576656373799
'max' => '$0.685766'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 0.68576656373799
]
]
]
]
'prediction_2025_max_price' => '$0.020642'
'last_price' => 0.0200156
'sma_50day_nextmonth' => '$0.0186093'
'sma_200day_nextmonth' => '$0.02733'
'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' => '$0.01966'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.019681'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.019121'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.01891'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.020462'
'daily_sma50_action' => 'SELL'
'daily_sma100' => '$0.024549'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.029814'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.019775'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.019616'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.019363'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.019462'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$0.020999'
'daily_ema50_action' => 'SELL'
'daily_ema100' => '$0.023944'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.027853'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.026891'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.030831'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '$0.042438'
'weekly_sma100_action' => 'SELL'
'weekly_sma200' => '$0.06545'
'weekly_sma200_action' => 'SELL'
'weekly_ema3' => '$0.019663'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$0.019949'
'weekly_ema5_action' => 'BUY'
'weekly_ema10' => '$0.021661'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.025259'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.031418'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.042956'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$0.057145'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '52.68'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 76.52
'stoch_rsi_14_action' => 'NEUTRAL'
'momentum_10' => 0
'momentum_10_action' => 'BUY'
'vwma_10' => '0.019367'
'vwma_10_action' => 'BUY'
'hma_9' => '0.0200041'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 91.36
'stochastic_fast_14_action' => 'SELL'
'cci_20' => 152.75
'cci_20_action' => 'SELL'
'adx_14' => 17.03
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '-0.000350'
'ao_5_34_action' => 'NEUTRAL'
'macd_12_26' => 0
'macd_12_26_action' => 'BUY'
'williams_percent_r_14' => -8.64
'williams_percent_r_14_action' => 'SELL'
'ultimate_oscillator' => 63.01
'ultimate_oscillator_action' => 'NEUTRAL'
'ichimoku_cloud' => '-0.003135'
'ichimoku_cloud_action' => 'SELL'
'sell_signals' => 15
'buy_signals' => 18
'sell_pct' => 45.45
'buy_pct' => 54.55
'overall_action' => 'bullish'
'overall_action_label' => 'Altista'
'overall_action_dir' => 1
'last_updated' => 1767705295
'last_updated_date' => '6 de janeiro de 2026'
]
Previsão de preço de XAYA para 2026
A previsão de preço para XAYA em 2026 sugere que o preço médio poderia variar entre $0.006915 na extremidade inferior e $0.020642 na extremidade superior. No mercado de criptomoedas, comparado ao preço médio de hoje, XAYA poderia potencialmente ganhar 3.13% até 2026 se WCHI atingir a meta de preço prevista.
Previsão de preço de XAYA 2027-2032
A previsão de preço de WCHI para 2027-2032 está atualmente dentro de uma faixa de preço entre $0.012072 na extremidade inferior e $0.0752001 na extremidade superior. Considerando a volatilidade de preços no mercado, se XAYA atingir a meta de preço superior, poderia ganhar 275.71% até 2032 em comparação com o preço de hoje.
| Previsão de Preço de XAYA | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2027 | $0.006657 | $0.012072 | $0.017488 |
| 2028 | $0.012014 | $0.02072 | $0.029427 |
| 2029 | $0.026392 | $0.0566053 | $0.086818 |
| 2030 | $0.022445 | $0.04367 | $0.064896 |
| 2031 | $0.026537 | $0.04289 | $0.059243 |
| 2032 | $0.0405074 | $0.0752001 | $0.109892 |
Previsão de preço de XAYA 2032-2037
A previsão de preço de XAYA para 2032-2037 é atualmente estimada entre $0.0752001 na extremidade inferior e $0.685766 na extremidade superior. Comparado ao preço atual, XAYA poderia potencialmente ganhar 3326.16% até 2037 se atingir a meta de preço superior. Por favor, note que esta informação é apenas para fins gerais e não deve ser considerada como aconselhamento de investimento a longo prazo.
| Previsão de Preço de XAYA | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2032 | $0.0405074 | $0.0752001 | $0.109892 |
| 2033 | $0.09413 | $0.193422 | $0.292714 |
| 2034 | $0.075676 | $0.12260042 | $0.169524 |
| 2035 | $0.089472 | $0.1446074 | $0.199742 |
| 2036 | $0.1481058 | $0.280683 | $0.413261 |
| 2037 | $0.384626 | $0.685766 | $0.9869068 |
XAYA Histograma de preços potenciais
Previsão de preço de XAYA baseada na análise técnica
Em 6 de janeiro de 2026, o sentimento geral de previsão de preço para XAYA é Altista, com 18 indicadores técnicos mostrando sinais de alta e 15 indicando sinais de baixa. A previsão de preço de WCHI 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 XAYA
De acordo com nossos indicadores técnicos, o SMA de 200 dias de XAYA está projetado para aumentar no próximo mês, alcançando $0.02733 até 4 de fev. de 2026. O SMA de 50 dias de curto prazo para XAYA é esperado para alcançar $0.0186093 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 52.68, sugerindo que o mercado de WCHI está em um estado NEUTRAL.
Médias Móveis e Osciladores Populares de WCHI 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 | $0.01966 | BUY |
| SMA 5 | $0.019681 | BUY |
| SMA 10 | $0.019121 | BUY |
| SMA 21 | $0.01891 | BUY |
| SMA 50 | $0.020462 | SELL |
| SMA 100 | $0.024549 | SELL |
| SMA 200 | $0.029814 | SELL |
Média Móvel Exponencial Diária (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 3 | $0.019775 | BUY |
| EMA 5 | $0.019616 | BUY |
| EMA 10 | $0.019363 | BUY |
| EMA 21 | $0.019462 | BUY |
| EMA 50 | $0.020999 | SELL |
| EMA 100 | $0.023944 | SELL |
| EMA 200 | $0.027853 | SELL |
Média Móvel Simples Semanal (SMA)
| Período | Valor | Ação |
|---|---|---|
| SMA 21 | $0.026891 | SELL |
| SMA 50 | $0.030831 | SELL |
| SMA 100 | $0.042438 | SELL |
| SMA 200 | $0.06545 | SELL |
Média Móvel Exponencial Semanal (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 21 | $0.025259 | SELL |
| EMA 50 | $0.031418 | SELL |
| EMA 100 | $0.042956 | SELL |
| EMA 200 | $0.057145 | SELL |
Osciladores de XAYA
Um oscilador é uma ferramenta de análise técnica que define limites altos e baixos entre dois extremos, criando um indicador de tendência que flutua dentro desses limites. Os traders usam esse indicador para identificar condições de sobrecompra ou sobrevenda de curto prazo.
| Período | Valor | Ação |
|---|---|---|
| RSI (14) | 52.68 | NEUTRAL |
| Stoch RSI (14) | 76.52 | NEUTRAL |
| Estocástico Rápido (14) | 91.36 | SELL |
| Índice de Canal de Commodities (20) | 152.75 | SELL |
| Índice Direcional Médio (14) | 17.03 | NEUTRAL |
| Oscilador Impressionante (5, 34) | -0.000350 | NEUTRAL |
| Momentum (10) | 0 | BUY |
| MACD (12, 26) | 0 | BUY |
| Williams Percent Range (14) | -8.64 | SELL |
| Oscilador Ultimate (7, 14, 28) | 63.01 | NEUTRAL |
| VWMA (10) | 0.019367 | BUY |
| Média Móvel de Hull (9) | 0.0200041 | BUY |
| Nuvem Ichimoku B/L (9, 26, 52, 26) | -0.003135 | SELL |
Previsão do preço de XAYA com base nos fluxos financeiros mundiais
Definições dos fluxos financeiros mundiais, usadas na previsão do preço do XAYA
M0: o total de todas as moedas físicas, mais as contas no Banco Central que podem ser trocadas por moedas físicas.
M1: o valor de M0, mais o valor em contas de demanda, incluindo contas 'correntes'.
M2: o valor de M1, mais a maioria das contas de poupança, do mercado de moedas e de certificados de depósito (CD) de menos de US$ 100.000.
Previsões de preço de XAYA por empresas de Internet ou nichos tecnológicos
| Comparação | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook stock | $0.028125 | $0.03952 | $0.055533 | $0.078033 | $0.109649 | $0.154076 |
| Amazon.com stock | $0.041763 | $0.087142 | $0.181828 | $0.379395 | $0.79163 | $1.65 |
| Apple stock | $0.02839 | $0.040269 | $0.057119 | $0.08102 | $0.11492 | $0.1630063 |
| Netflix stock | $0.031581 | $0.04983 | $0.078624 | $0.124057 | $0.195743 | $0.308852 |
| Google stock | $0.02592 | $0.033566 | $0.043468 | $0.056291 | $0.072897 | $0.0944013 |
| Tesla stock | $0.045373 | $0.102859 | $0.233173 | $0.528587 | $1.19 | $2.71 |
| Kodak stock | $0.0150095 | $0.011255 | $0.00844 | $0.006329 | $0.004746 | $0.003559 |
| Nokia stock | $0.013259 | $0.008783 | $0.005818 | $0.003854 | $0.002553 | $0.001691 |
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 XAYA
Você pode fazer perguntas como: 'Devo investir em XAYA agora?', 'Devo comprar WCHI hoje?', 'XAYA será um bom ou mau investimento no curto ou no longo prazo?'.
Atualizamos a previsão para XAYA regularmente com novos valores. Veja nossas previsões semelhantes. Fazemos previsões de preços futuros para uma enorme quantidade de moedas digitais, como XAYA, 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 XAYA para poder tomar sozinho uma decisão de tão grande responsabilidade sobre o seu investimento.
O preço de XAYA é de $0.02001 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 XAYA com base no padrão de crescimento do Bitcoin
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Se XAYA tiver 1% da média anterior do crescimento anual do Bitcoin | $0.020535 | $0.021069 | $0.021617 | $0.022179 |
| Se XAYA tiver 2% da média anterior do crescimento anual do Bitcoin | $0.021056 | $0.02215 | $0.0233023 | $0.024513 |
| Se XAYA tiver 5% da média anterior do crescimento anual do Bitcoin | $0.022616 | $0.025556 | $0.028877 | $0.03263 |
| Se XAYA tiver 10% da média anterior do crescimento anual do Bitcoin | $0.025218 | $0.031773 | $0.040032 | $0.050437 |
| Se XAYA tiver 20% da média anterior do crescimento anual do Bitcoin | $0.03042 | $0.046235 | $0.070272 | $0.106804 |
| Se XAYA tiver 50% da média anterior do crescimento anual do Bitcoin | $0.046029 | $0.105851 | $0.243422 | $0.559788 |
| Se XAYA tiver 100% da média anterior do crescimento anual do Bitcoin | $0.072042 | $0.2593043 | $0.933319 | $3.35 |
Perguntas Frequentes sobre XAYA
WCHI é um bom investimento?
A decisão de adquirir XAYA depende inteiramente da sua tolerância individual ao risco. Como você pode perceber, o valor de XAYA experimentou uma escalada de 1.9792% nas últimas 24 horas, e XAYA registrou um declínio de durante os últimos 30 dias. Consequentemente, a decisão de investir ou não em XAYA dependerá de quão alinhado esse investimento está com suas aspirações de negociação.
XAYA pode subir?
Parece que o valor médio de XAYA pode potencialmente subir para $0.020642 até o final deste ano. Observando as perspectivas de XAYA em um horizonte de cinco anos mais longo, a moeda digital poderia potencialmente crescer até $0.064896. 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 XAYA na próxima semana?
Com base na nossa nova previsão experimental de XAYA, o preço de XAYA aumentará 0.86% na próxima semana e atingirá $0.020186 até 13 de janeiro de 2026.
Qual será o preço de XAYA no próximo mês?
Com base na nossa nova previsão experimental de XAYA, o preço de XAYA diminuirá -11.62% no próximo mês e atingirá $0.01769 até 5 de fevereiro de 2026.
Até onde o preço de XAYA pode subir este ano em 2026?
De acordo com nossa previsão mais recente sobre o valor de XAYA em 2026, espera-se que WCHI fluctue dentro do intervalo de $0.006915 e $0.020642. No entanto, é crucial lembrar que o mercado de criptomoedas é excepcionalmente instável, e essa previsão de preço de XAYA não considera flutuações repentinas e extremas de preço.
Onde estará XAYA em 5 anos?
O futuro de XAYA parece seguir uma tendência de alta, com um preço máximo de $0.064896 projetada após um período de cinco anos. Com base na previsão de XAYA para 2030, o valor de XAYA pode potencialmente atingir seu pico mais alto de aproximadamente $0.064896, enquanto seu pico mais baixo está previsto para cerca de $0.022445.
Quanto será XAYA em 2026?
Com base na nossa nova simulação experimental de previsão de preços de XAYA, espera-se que o valor de WCHI em 2026 aumente 3.13% para $0.020642 se o melhor cenário ocorrer. O preço ficará entre $0.020642 e $0.006915 durante 2026.
Quanto será XAYA em 2027?
De acordo com nossa última simulação experimental para previsão de preços de XAYA, o valor de WCHI pode diminuir -12.62% para $0.017488 em 2027, assumindo as condições mais favoráveis. O preço está projetado para flutuar entre $0.017488 e $0.006657 ao longo do ano.
Quanto será XAYA em 2028?
Nosso novo modelo experimental de previsão de preços de XAYA sugere que o valor de WCHI em 2028 pode aumentar 47.02%, alcançando $0.029427 no melhor cenário. O preço é esperado para variar entre $0.029427 e $0.012014 durante o ano.
Quanto será XAYA em 2029?
Com base no nosso modelo de previsão experimental, o valor de XAYA pode experimentar um 333.75% crescimento em 2029, potencialmente alcançando $0.086818 sob condições ótimas. A faixa de preço prevista para 2029 está entre $0.086818 e $0.026392.
Quanto será XAYA em 2030?
Usando nossa nova simulação experimental para previsões de preços de XAYA, espera-se que o valor de WCHI em 2030 aumente 224.23%, alcançando $0.064896 no melhor cenário. O preço está previsto para variar entre $0.064896 e $0.022445 ao longo de 2030.
Quanto será XAYA em 2031?
Nossa simulação experimental indica que o preço de XAYA poderia aumentar 195.98% em 2031, potencialmente atingindo $0.059243 sob condições ideais. O preço provavelmente oscilará entre $0.059243 e $0.026537 durante o ano.
Quanto será XAYA em 2032?
Com base nos achados da nossa mais recente previsão experimental de preços de XAYA, WCHI poderia ver um 449.04% aumento em valor, atingindo $0.109892 se o cenário mais positivo se desenrolar em 2032. O preço é esperado para permanecer dentro de uma faixa de $0.109892 e $0.0405074 ao longo do ano.
Quanto será XAYA em 2033?
De acordo com nossa previsão experimental de preços de XAYA, espera-se que o valor de WCHI seja aumentar 1362.43% em 2033, com o preço potencial mais alto sendo $0.292714. Ao longo do ano, o preço de WCHI poderia variar entre $0.292714 e $0.09413.
Quanto será XAYA em 2034?
Os resultados da nossa nova simulação de previsão de preços de XAYA sugerem que WCHI pode aumentar 746.96% em 2034, atingindo potencialmente $0.169524 nas melhores circunstâncias. A faixa de preço prevista para o ano é entre $0.169524 e $0.075676.
Quanto será XAYA em 2035?
Com base em nossa previsão experimental para o preço de XAYA, WCHI poderia aumentar 897.93%, com o valor potencialmente atingindo $0.199742 em 2035. A faixa de preço esperada para o ano está entre $0.199742 e $0.089472.
Quanto será XAYA em 2036?
Nossa recente simulação de previsão de preços de XAYA sugere que o valor de WCHI pode aumentar 1964.7% em 2036, possivelmente atingindo $0.413261 se as condições forem ideais. A faixa de preço esperada para 2036 está entre $0.413261 e $0.1481058.
Quanto será XAYA em 2037?
De acordo com a simulação experimental, o valor de XAYA poderia aumentar 4830.69% em 2037, com um pico de $0.9869068 sob condições favoráveis. O preço é esperado para cair entre $0.9869068 e $0.384626 ao longo do ano.
Previsões relacionadas
Previsão de Preço do LiquidLayer
Previsão de Preço do Coconut Chicken
Previsão de Preço do Per Community
Previsão de Preço do Vesper Finance
Previsão de Preço do GenomesDAO GENE
Previsão de Preço do Epic CashPrevisão de Preço do Safemars
Previsão de Preço do Hex Orange Address
Previsão de Preço do Razor Network
Previsão de Preço do Quidd
Previsão de Preço do WOZX
Previsão de Preço do Meme AI Coin
Previsão de Preço do Utility Web3Shot
Previsão de Preço do Saber
Previsão de Preço do Silk
Previsão de Preço do DefiPlaza
Previsão de Preço do Dexpools
Previsão de Preço do WeSendit
Previsão de Preço do PlanetWatch
Previsão de Preço do Hermes Protocol
Previsão de Preço do Subsocial
Previsão de Preço do V-ID blockchain
Previsão de Preço do DerivaDAO
Previsão de Preço do Maza
Previsão de Preço do Coldstack
Como ler e prever os movimentos de preço de XAYA?
Traders de XAYA 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 XAYA
Médias móveis são ferramentas populares para a previsão de preço de XAYA. Uma média móvel simples (SMA) calcula o preço médio de fechamento de WCHI 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 WCHI 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 WCHI.
Como ler gráficos de XAYA 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 XAYA 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 WCHI 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 XAYA?
A ação de preço de XAYA 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 WCHI. A capitalização de mercado de XAYA pode mudar rapidamente.
Traders frequentemente monitoram a atividade de "baleias" de WCHI, grandes detentores de XAYA, pois suas ações podem influenciar significativamente os movimentos de preço no relativamente pequeno mercado de XAYA.
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


