Previsão de Preço AgentAlgo - Projeção AGENT
Previsão de Preço AgentAlgo até $0.016755 até 2026
| Ano | Preço Mínimo | Preço Máximo |
|---|---|---|
| 2026 | $0.005613 | $0.016755 |
| 2027 | $0.0054035 | $0.014195 |
| 2028 | $0.009751 | $0.023885 |
| 2029 | $0.021421 | $0.070468 |
| 2030 | $0.018218 | $0.052674 |
| 2031 | $0.021539 | $0.048086 |
| 2032 | $0.032878 | $0.089197 |
| 2033 | $0.0764033 | $0.237589 |
| 2034 | $0.061424 | $0.137598 |
| 2035 | $0.072622 | $0.162125 |
Calculadora de lucro do investimento
Se você abrir um short de $10,000.00 em AgentAlgo hoje e fechar em Apr 06, 2026, nossa previsão mostra que pode lucrar cerca de $3,954.88, com um retorno de 39.55% nos próximos 90 dias.
Previsão de preço de longo prazo de AgentAlgo para os anos 2027, 2028, 2029, 2030, 2031, 2032 e 2037
[
'name' => 'AgentAlgo'
'name_with_ticker' => 'AgentAlgo <small>AGENT</small>'
'name_lang' => 'AgentAlgo'
'name_lang_with_ticker' => 'AgentAlgo <small>AGENT</small>'
'name_with_lang' => 'AgentAlgo'
'name_with_lang_with_ticker' => 'AgentAlgo <small>AGENT</small>'
'image' => '/uploads/coins/agentaigo.jpg?1732978739'
'price_for_sd' => 0.01624
'ticker' => 'AGENT'
'marketcap' => '$339.42K'
'low24h' => '$0.01571'
'high24h' => '$0.01653'
'volume24h' => '$1.97K'
'current_supply' => '20.96M'
'max_supply' => '20.96M'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.01624'
'change_24h_pct' => '3.3436%'
'ath_price' => '$1.34'
'ath_days' => 369
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '2 de jan. de 2025'
'ath_pct' => '-98.79%'
'fdv' => '$339.42K'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$0.801048'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.016385'
'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' => '$0.014358'
'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' => '$0.005613'
'current_year_max_price_prediction' => '$0.016755'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.018218'
'grand_prediction_max_price' => '$0.052674'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.016554026376015
107 => 0.016615833101391
108 => 0.016755086809594
109 => 0.015565179119613
110 => 0.01609941273856
111 => 0.016413224938771
112 => 0.014995410001633
113 => 0.016385199296086
114 => 0.015544465474036
115 => 0.015259107787434
116 => 0.015643304319427
117 => 0.015493582557266
118 => 0.015364860578117
119 => 0.015293031502027
120 => 0.015575143032899
121 => 0.015561982192788
122 => 0.015100392972793
123 => 0.014498268652093
124 => 0.014700361338177
125 => 0.014626939170693
126 => 0.014360847764086
127 => 0.01454016124414
128 => 0.013750555426455
129 => 0.012392079657267
130 => 0.013289530361631
131 => 0.013254979485751
201 => 0.013237557367375
202 => 0.013911966767989
203 => 0.013847137865392
204 => 0.013729472772372
205 => 0.014358686752378
206 => 0.014129015185554
207 => 0.01483680883708
208 => 0.015303007513198
209 => 0.015184764448987
210 => 0.01562322655721
211 => 0.014705017145494
212 => 0.015010009479899
213 => 0.015072867977318
214 => 0.014350922349535
215 => 0.01385774467561
216 => 0.013824855347396
217 => 0.012969753224879
218 => 0.013426541876584
219 => 0.013828496986886
220 => 0.013635991682028
221 => 0.013575050253443
222 => 0.013886386795504
223 => 0.013910580311239
224 => 0.01335896558856
225 => 0.013473663756772
226 => 0.013951974185197
227 => 0.013461611561193
228 => 0.012508917083035
301 => 0.01227263568042
302 => 0.012241111385781
303 => 0.011600297482175
304 => 0.012288425133566
305 => 0.011988038973059
306 => 0.012936955254922
307 => 0.012394939363862
308 => 0.012371574142112
309 => 0.012336254182504
310 => 0.011784679183981
311 => 0.011905439054238
312 => 0.012306863255218
313 => 0.012450095932496
314 => 0.012435155590785
315 => 0.012304896057637
316 => 0.012364528204875
317 => 0.012172432281404
318 => 0.012104599212695
319 => 0.011890499388895
320 => 0.011575831794495
321 => 0.011619588253465
322 => 0.010996149411703
323 => 0.010656466842307
324 => 0.010562447184043
325 => 0.01043672016766
326 => 0.01057664838509
327 => 0.010994383287795
328 => 0.01049050636773
329 => 0.0096266447311335
330 => 0.0096785642874415
331 => 0.009795212115411
401 => 0.0095778396596925
402 => 0.0093721148730422
403 => 0.0095509758840551
404 => 0.0091849463205426
405 => 0.0098394450394346
406 => 0.0098217426833
407 => 0.010065699331774
408 => 0.010218250430559
409 => 0.009866669536864
410 => 0.0097782478928757
411 => 0.0098286168798311
412 => 0.0089961297237627
413 => 0.0099976673705439
414 => 0.010006328709703
415 => 0.0099321650653711
416 => 0.010465452943276
417 => 0.011590856702317
418 => 0.011167434538905
419 => 0.011003472679229
420 => 0.010691781064129
421 => 0.011107091634832
422 => 0.011075202262857
423 => 0.010930986429097
424 => 0.010843764242858
425 => 0.011004473795381
426 => 0.010823850550806
427 => 0.010791405652886
428 => 0.010594824871885
429 => 0.010524654476924
430 => 0.010472703110058
501 => 0.010415509759775
502 => 0.010541664038805
503 => 0.010255781845545
504 => 0.0099110359458515
505 => 0.0098823740544943
506 => 0.0099615120565108
507 => 0.0099264993817498
508 => 0.0098822064272779
509 => 0.0097976391147225
510 => 0.0097725497995821
511 => 0.0098540779021832
512 => 0.0097620374277302
513 => 0.0098978481614897
514 => 0.0098609151566578
515 => 0.0096546103939364
516 => 0.0093974782757797
517 => 0.0093951892605752
518 => 0.0093397905674996
519 => 0.0092692320026184
520 => 0.0092496042240298
521 => 0.0095359127085915
522 => 0.010128562703142
523 => 0.0100122113283
524 => 0.010096287120792
525 => 0.010509856806984
526 => 0.010641318173751
527 => 0.010548010009453
528 => 0.010420284039166
529 => 0.010425903333638
530 => 0.010862381639391
531 => 0.010889604255925
601 => 0.010958387025559
602 => 0.011046792322547
603 => 0.010563065813805
604 => 0.010403119858577
605 => 0.010327328591526
606 => 0.010093920823921
607 => 0.010345631090414
608 => 0.010198970297437
609 => 0.010218759849055
610 => 0.010205871877602
611 => 0.010212909581496
612 => 0.0098392620937039
613 => 0.0099753995999217
614 => 0.0097490445915311
615 => 0.0094459806448381
616 => 0.0094449646682209
617 => 0.0095191391398236
618 => 0.0094750172616669
619 => 0.0093562864220246
620 => 0.009373151577402
621 => 0.0092253950699453
622 => 0.0093910918926252
623 => 0.0093958434846079
624 => 0.0093320411823092
625 => 0.009587319999403
626 => 0.009691907939054
627 => 0.0096499118969032
628 => 0.0096889613847838
629 => 0.010017046253219
630 => 0.010070538402121
701 => 0.01009429608117
702 => 0.010062463938533
703 => 0.0096949581739049
704 => 0.0097112586173214
705 => 0.0095916567790456
706 => 0.0094906058290338
707 => 0.0094946473370918
708 => 0.0095466006611019
709 => 0.009773483874076
710 => 0.010250946220284
711 => 0.010269065567302
712 => 0.010291026744467
713 => 0.010201699600135
714 => 0.010174757678659
715 => 0.010210301027386
716 => 0.010389610780844
717 => 0.010850844148861
718 => 0.010687813471863
719 => 0.01055526699374
720 => 0.010671545989328
721 => 0.010653645749382
722 => 0.010502549710074
723 => 0.010498308947492
724 => 0.010208307339734
725 => 0.010101100348363
726 => 0.010011510162069
727 => 0.0099136800174468
728 => 0.0098556830284188
729 => 0.0099447927627259
730 => 0.0099651732132773
731 => 0.0097703332218432
801 => 0.0097437772509693
802 => 0.0099028877938877
803 => 0.0098328691761882
804 => 0.0099048850608703
805 => 0.0099215933638573
806 => 0.0099189029422515
807 => 0.0098457954637863
808 => 0.0098923919904636
809 => 0.0097821773137785
810 => 0.0096623354065926
811 => 0.0095858837362226
812 => 0.0095191695139823
813 => 0.0095561864419346
814 => 0.0094242278528088
815 => 0.0093820116443457
816 => 0.0098766061356804
817 => 0.010241968404216
818 => 0.010236655892132
819 => 0.010204317341089
820 => 0.010156268813874
821 => 0.010386095731802
822 => 0.01030602862913
823 => 0.010364284136155
824 => 0.010379112607668
825 => 0.01042399392489
826 => 0.010440035138117
827 => 0.010391547450405
828 => 0.010228816848174
829 => 0.0098233076593732
830 => 0.0096345420373355
831 => 0.0095722462379229
901 => 0.009574510571915
902 => 0.0095120501319814
903 => 0.0095304475308224
904 => 0.0095056522674573
905 => 0.0094586960372621
906 => 0.0095532870270393
907 => 0.009564187757435
908 => 0.0095421090901429
909 => 0.0095473094155496
910 => 0.0093645074802929
911 => 0.0093784055144055
912 => 0.0093010194943896
913 => 0.009286510548539
914 => 0.0090908854287103
915 => 0.0087443071726192
916 => 0.008936345169659
917 => 0.0087043902738636
918 => 0.0086165454401357
919 => 0.0090323892203291
920 => 0.0089906500385088
921 => 0.0089192107028185
922 => 0.0088135370360705
923 => 0.0087743416451463
924 => 0.0085362028576438
925 => 0.0085221323476571
926 => 0.0086401603610315
927 => 0.0085856944939552
928 => 0.0085092037887431
929 => 0.0082321622082035
930 => 0.0079206757463619
1001 => 0.0079300775647108
1002 => 0.008029155612811
1003 => 0.0083172384001574
1004 => 0.0082046794712583
1005 => 0.0081230166768771
1006 => 0.0081077236902641
1007 => 0.008299147435762
1008 => 0.008570052140156
1009 => 0.0086971545663066
1010 => 0.0085711999221495
1011 => 0.0084265100088214
1012 => 0.0084353166134172
1013 => 0.0084939030083645
1014 => 0.0085000596101065
1015 => 0.0084058813508933
1016 => 0.0084323919792095
1017 => 0.0083921199106146
1018 => 0.0081449702999838
1019 => 0.0081405001472473
1020 => 0.0080798456469727
1021 => 0.00807800905281
1022 => 0.0079748206168687
1023 => 0.0079603838413725
1024 => 0.0077554969387206
1025 => 0.0078903541185008
1026 => 0.007799899002624
1027 => 0.0076635618067928
1028 => 0.007640057222843
1029 => 0.0076393506466668
1030 => 0.0077793384623462
1031 => 0.0078887182793697
1101 => 0.0078014725080918
1102 => 0.0077816083371601
1103 => 0.0079937057138021
1104 => 0.0079667143893139
1105 => 0.0079433400763825
1106 => 0.0085457955951864
1107 => 0.0080689050418627
1108 => 0.0078609535406525
1109 => 0.0076035740689858
1110 => 0.0076873781227804
1111 => 0.0077050368682526
1112 => 0.007086085635031
1113 => 0.0068349771967984
1114 => 0.0067488062436189
1115 => 0.0066992136417856
1116 => 0.0067218136131857
1117 => 0.0064957865666943
1118 => 0.0066476804800789
1119 => 0.0064519601634079
1120 => 0.006419147015389
1121 => 0.0067691191866914
1122 => 0.0068178157698203
1123 => 0.0066100610173497
1124 => 0.0067434732008751
1125 => 0.0066950960885607
1126 => 0.0064553152264859
1127 => 0.0064461573612632
1128 => 0.0063258437533789
1129 => 0.0061375762543452
1130 => 0.0060515329553953
1201 => 0.0060067208582401
1202 => 0.0060252112028967
1203 => 0.0060158619188244
1204 => 0.0059548515161535
1205 => 0.0060193589636893
1206 => 0.0058545690915528
1207 => 0.0057889484366658
1208 => 0.005759309109241
1209 => 0.0056130486127687
1210 => 0.0058458141049941
1211 => 0.005891671839265
1212 => 0.0059376199274385
1213 => 0.0063375666648966
1214 => 0.006317586456131
1215 => 0.0064981978126163
1216 => 0.0064911795874262
1217 => 0.0064396663028466
1218 => 0.0062223402287293
1219 => 0.0063089625284077
1220 => 0.0060423525540919
1221 => 0.0062421148745653
1222 => 0.0061509516937752
1223 => 0.0062112925114383
1224 => 0.0061027942805679
1225 => 0.0061628416813137
1226 => 0.0059025464092704
1227 => 0.0056594863466896
1228 => 0.0057573008112376
1229 => 0.0058636363206422
1230 => 0.0060941987988153
1231 => 0.0059568776889146
]
'min_raw' => 0.0056130486127687
'max_raw' => 0.016755086809594
'avg_raw' => 0.011184067711181
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.005613'
'max' => '$0.016755'
'avg' => '$0.011184'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.010633121387231
'max_diff' => 0.00050891680959386
'year' => 2026
]
1 => [
'items' => [
101 => 0.0060062635527209
102 => 0.0058408291760634
103 => 0.0054994908030254
104 => 0.0055014227411475
105 => 0.0054489152689163
106 => 0.0054035411466921
107 => 0.0059726506702779
108 => 0.0059018729047298
109 => 0.0057890977984939
110 => 0.0059400517596953
111 => 0.0059799663829984
112 => 0.0059811026962105
113 => 0.0060912348096174
114 => 0.0061500123382849
115 => 0.0061603721324689
116 => 0.0063336673924764
117 => 0.0063917536778112
118 => 0.0066310028664263
119 => 0.0061450254756332
120 => 0.0061350170910761
121 => 0.0059421759914973
122 => 0.0058198731174473
123 => 0.0059505501739182
124 => 0.0060663122067544
125 => 0.0059457730405429
126 => 0.0059615129109295
127 => 0.0057996989287024
128 => 0.005857539813293
129 => 0.0059073601751111
130 => 0.0058798522996207
131 => 0.0058386716786153
201 => 0.0060568210401946
202 => 0.0060445121982801
203 => 0.0062476578990149
204 => 0.0064060244998261
205 => 0.0066898457598958
206 => 0.0063936634790761
207 => 0.0063828694195451
208 => 0.0064883830828823
209 => 0.0063917375242191
210 => 0.006452814181203
211 => 0.0066800053662143
212 => 0.0066848055579504
213 => 0.0066043961616728
214 => 0.0065995032426017
215 => 0.0066149467467393
216 => 0.0067053998328417
217 => 0.0066737927452149
218 => 0.0067103692672102
219 => 0.0067561087680449
220 => 0.0069453067366436
221 => 0.006990921726346
222 => 0.0068801009500297
223 => 0.0068901068253234
224 => 0.0068486568128827
225 => 0.0068086166202322
226 => 0.0068986211259101
227 => 0.0070631061290794
228 => 0.0070620828764114
301 => 0.0071002402000151
302 => 0.0071240118965079
303 => 0.0070219663732156
304 => 0.0069555384898701
305 => 0.0069810111672608
306 => 0.0070217425331312
307 => 0.0069678025342727
308 => 0.0066348598738794
309 => 0.0067358534085832
310 => 0.006719043146077
311 => 0.0066951032880703
312 => 0.0067966530681749
313 => 0.0067868583441515
314 => 0.0064934683326384
315 => 0.0065122502092739
316 => 0.0064946105207641
317 => 0.0065516079630799
318 => 0.0063886594752844
319 => 0.0064387813326555
320 => 0.0064702172917354
321 => 0.0064887333131359
322 => 0.0065556258789892
323 => 0.0065477768084574
324 => 0.0065551379697444
325 => 0.0066543219859222
326 => 0.0071559607039054
327 => 0.0071832637925218
328 => 0.0070488133985392
329 => 0.0071025236790185
330 => 0.0069994116856454
331 => 0.0070686314575871
401 => 0.007115989867558
402 => 0.0069019863193979
403 => 0.0068893144181474
404 => 0.0067857768448987
405 => 0.0068414120720947
406 => 0.0067528924253115
407 => 0.0067746120503463
408 => 0.0067138820852662
409 => 0.006823183931195
410 => 0.0069454003787332
411 => 0.0069762770798551
412 => 0.006895053772459
413 => 0.0068362427450274
414 => 0.0067329899544143
415 => 0.0069047016463424
416 => 0.0069549153778811
417 => 0.0069044378949872
418 => 0.0068927411592459
419 => 0.0068705758661517
420 => 0.006897443630958
421 => 0.0069546419031152
422 => 0.0069276682542521
423 => 0.0069454848245407
424 => 0.006877586430968
425 => 0.0070220001545299
426 => 0.0072513639026014
427 => 0.0072521013445562
428 => 0.007225127550295
429 => 0.0072140904548419
430 => 0.0072417672046605
501 => 0.0072567807060774
502 => 0.0073462822399429
503 => 0.0074423209516791
504 => 0.0078904917143788
505 => 0.007764647157597
506 => 0.0081622909200622
507 => 0.008476775508592
508 => 0.0085710756859477
509 => 0.0084843239599466
510 => 0.0081875509915333
511 => 0.0081729898938727
512 => 0.0086164940029977
513 => 0.0084911837783948
514 => 0.0084762785259121
515 => 0.0083177118223179
516 => 0.0084114443830104
517 => 0.0083909436970132
518 => 0.0083585823612388
519 => 0.0085374175575733
520 => 0.0088721810803834
521 => 0.008820005045961
522 => 0.0087810580566413
523 => 0.0086104036867404
524 => 0.0087131757344542
525 => 0.0086765805767322
526 => 0.0088338165981667
527 => 0.0087406734622732
528 => 0.0084902344301974
529 => 0.0085301176715133
530 => 0.0085240893998224
531 => 0.0086481508040543
601 => 0.0086109106498973
602 => 0.0085168176620401
603 => 0.0088710368950559
604 => 0.0088480358683347
605 => 0.0088806460654586
606 => 0.0088950020827363
607 => 0.00911060908783
608 => 0.0091989363791623
609 => 0.0092189882206816
610 => 0.0093028923159693
611 => 0.0092169006103559
612 => 0.0095609287438565
613 => 0.0097896873780363
614 => 0.010055402303448
615 => 0.010443683226913
616 => 0.010589680445935
617 => 0.010563307355089
618 => 0.010857697519872
619 => 0.01138671010206
620 => 0.010670235922998
621 => 0.011424684973285
622 => 0.011185835114497
623 => 0.010619526396037
624 => 0.010583062790909
625 => 0.01096657363003
626 => 0.01181716375965
627 => 0.011604100579493
628 => 0.011817512254685
629 => 0.011568556199545
630 => 0.011556193433041
701 => 0.011805421014767
702 => 0.012387754844156
703 => 0.012111109870271
704 => 0.011714471464075
705 => 0.012007343090833
706 => 0.011753630583745
707 => 0.011181945295619
708 => 0.011603937654095
709 => 0.011321763381632
710 => 0.011404116835546
711 => 0.011997205186008
712 => 0.011925843226563
713 => 0.012018192210024
714 => 0.011855198671409
715 => 0.011702937004621
716 => 0.011418729296461
717 => 0.011334589405346
718 => 0.011357842644214
719 => 0.011334577882195
720 => 0.011175566281484
721 => 0.01114122774145
722 => 0.011083995336987
723 => 0.011101734052284
724 => 0.010994120387964
725 => 0.011197209606654
726 => 0.011234904755259
727 => 0.011382696152386
728 => 0.011398040345515
729 => 0.011809637282836
730 => 0.011582936606365
731 => 0.011735026992537
801 => 0.011721422596867
802 => 0.010631800023164
803 => 0.010781940399999
804 => 0.011015511709709
805 => 0.010910288151283
806 => 0.01076152665819
807 => 0.01064139377643
808 => 0.010459380176347
809 => 0.010715560823203
810 => 0.011052411132043
811 => 0.011406583425235
812 => 0.011832098229217
813 => 0.011737128278507
814 => 0.011398628721957
815 => 0.011413813564789
816 => 0.011507680288166
817 => 0.011386114352702
818 => 0.011350262185085
819 => 0.011502754750883
820 => 0.011503804883375
821 => 0.01136392858289
822 => 0.011208481671993
823 => 0.011207830343761
824 => 0.011180170067406
825 => 0.011573476901261
826 => 0.011789755892076
827 => 0.011814551929822
828 => 0.011788086921171
829 => 0.011798272252642
830 => 0.011672424273269
831 => 0.011960075435056
901 => 0.012224052586863
902 => 0.01215330107113
903 => 0.012047234491125
904 => 0.011962747351292
905 => 0.012133398586025
906 => 0.012125799755172
907 => 0.012221746976731
908 => 0.012217394256543
909 => 0.01218513081469
910 => 0.012153302223359
911 => 0.012279498990248
912 => 0.012243156348042
913 => 0.012206757255674
914 => 0.012133753303509
915 => 0.012143675753076
916 => 0.012037627486961
917 => 0.011988564706618
918 => 0.011250778208327
919 => 0.011053617548114
920 => 0.011115648305393
921 => 0.011136070441316
922 => 0.011050265869324
923 => 0.011173287584175
924 => 0.011154114780228
925 => 0.011228704944672
926 => 0.011182104248256
927 => 0.011184016757092
928 => 0.011321059468936
929 => 0.011360843551206
930 => 0.011340609045866
1001 => 0.011354780599808
1002 => 0.011681358078948
1003 => 0.011634929204774
1004 => 0.011610264790731
1005 => 0.01161709700198
1006 => 0.011700544549801
1007 => 0.011723905307123
1008 => 0.011624924136817
1009 => 0.011671604228937
1010 => 0.011870362136598
1011 => 0.011939916155556
1012 => 0.012161899196247
1013 => 0.012067596855128
1014 => 0.012240692883563
1015 => 0.012772731062186
1016 => 0.013197759973513
1017 => 0.012806885821594
1018 => 0.01358739729014
1019 => 0.014195137426123
1020 => 0.01417181134746
1021 => 0.014065837797468
1022 => 0.013373941810259
1023 => 0.012737248807241
1024 => 0.013269869539679
1025 => 0.01327122729946
1026 => 0.013225474706186
1027 => 0.012941309278785
1028 => 0.013215586365277
1029 => 0.013237357484374
1030 => 0.013225171447087
1031 => 0.013007302480161
1101 => 0.012674656836579
1102 => 0.012739654999094
1103 => 0.012846123315219
1104 => 0.012644556581176
1105 => 0.01258014379629
1106 => 0.012699899418427
1107 => 0.013085776985026
1108 => 0.013012829066297
1109 => 0.013010924101333
1110 => 0.013323026232388
1111 => 0.013099628462408
1112 => 0.012740474834076
1113 => 0.012649783806268
1114 => 0.012327891754345
1115 => 0.012550223741148
1116 => 0.012558225073543
1117 => 0.012436456116549
1118 => 0.012750355713829
1119 => 0.012747463073779
1120 => 0.013045464023607
1121 => 0.013615129915633
1122 => 0.013446651679805
1123 => 0.013250729821917
1124 => 0.013272031960193
1125 => 0.013505663838927
1126 => 0.013364404671747
1127 => 0.013415202453159
1128 => 0.013505586950401
1129 => 0.013560118161707
1130 => 0.013264185758074
1201 => 0.013195189758704
1202 => 0.013054048158297
1203 => 0.013017226949284
1204 => 0.013132183837799
1205 => 0.013101896759162
1206 => 0.012557552592538
1207 => 0.012500665598423
1208 => 0.012502410241317
1209 => 0.012359365189787
1210 => 0.012141187151457
1211 => 0.012714546009454
1212 => 0.012668497269004
1213 => 0.012617663023438
1214 => 0.012623889928464
1215 => 0.012872765575785
1216 => 0.012728405131817
1217 => 0.013112211032318
1218 => 0.013033312077436
1219 => 0.012952389662075
1220 => 0.012941203719315
1221 => 0.012910055493377
1222 => 0.012803236636891
1223 => 0.012674246448867
1224 => 0.012589075953794
1225 => 0.011612757111338
1226 => 0.011793956209512
1227 => 0.012002409255145
1228 => 0.012074366411174
1229 => 0.011951278716502
1230 => 0.012808096889305
1231 => 0.012964645825982
]
'min_raw' => 0.0054035411466921
'max_raw' => 0.014195137426123
'avg_raw' => 0.0097993392864074
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.0054035'
'max' => '$0.014195'
'avg' => '$0.009799'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.00020950746607667
'max_diff' => -0.0025599493834711
'year' => 2027
]
2 => [
'items' => [
101 => 0.012490448885354
102 => 0.012401745999096
103 => 0.012813912235761
104 => 0.012565325609779
105 => 0.012677264152237
106 => 0.012435314250551
107 => 0.012926937771424
108 => 0.01292319242389
109 => 0.01273193977045
110 => 0.012893585203496
111 => 0.012865495331605
112 => 0.012649571556905
113 => 0.012933782940219
114 => 0.012933923905519
115 => 0.012749847384774
116 => 0.012534886308075
117 => 0.012496456344716
118 => 0.012467504529663
119 => 0.012670143780513
120 => 0.012851829499189
121 => 0.013189901577934
122 => 0.013274900930926
123 => 0.013606659064377
124 => 0.013409113248917
125 => 0.013496682750264
126 => 0.013591751831438
127 => 0.013637331445003
128 => 0.013563061910636
129 => 0.014078418848983
130 => 0.014121930764708
131 => 0.014136519933674
201 => 0.013962744473686
202 => 0.014117097754808
203 => 0.014044880966215
204 => 0.014232768987733
205 => 0.014262232228582
206 => 0.014237277911768
207 => 0.014246630009459
208 => 0.013806863777774
209 => 0.01378405957871
210 => 0.013473122706352
211 => 0.013599831780167
212 => 0.013362955239994
213 => 0.013438071230982
214 => 0.013471181644078
215 => 0.013453886643276
216 => 0.013606995721088
217 => 0.01347682172683
218 => 0.013133271153396
219 => 0.012789626979838
220 => 0.012785312807166
221 => 0.012694837362091
222 => 0.012629440186707
223 => 0.012642038002775
224 => 0.01268643434976
225 => 0.012626859790312
226 => 0.012639573043077
227 => 0.012850697746936
228 => 0.012893037300622
229 => 0.012749150954064
301 => 0.012171426509934
302 => 0.012029651482232
303 => 0.012131556560623
304 => 0.01208285249668
305 => 0.009751804992793
306 => 0.010299450026915
307 => 0.0099740579439078
308 => 0.010124013586327
309 => 0.0097918725294485
310 => 0.0099503876507954
311 => 0.009921115695928
312 => 0.010801712704801
313 => 0.010787963393729
314 => 0.010794544461342
315 => 0.010480412957303
316 => 0.010980832972837
317 => 0.011227357867012
318 => 0.011181732670148
319 => 0.011193215549242
320 => 0.010995901641802
321 => 0.010796454891273
322 => 0.010575237750302
323 => 0.010986231854961
324 => 0.010940536326426
325 => 0.011045345428153
326 => 0.01131190448349
327 => 0.011351156316948
328 => 0.011403911179168
329 => 0.011385002316408
330 => 0.011835488141125
331 => 0.011780931335351
401 => 0.011912397540202
402 => 0.011641961582457
403 => 0.011335937626252
404 => 0.011394102775649
405 => 0.011388501004028
406 => 0.011317184021871
407 => 0.011252802239177
408 => 0.011145624710447
409 => 0.011484750270639
410 => 0.011470982392211
411 => 0.011693868340549
412 => 0.011654471084182
413 => 0.011391366564017
414 => 0.011400763393426
415 => 0.011463961587168
416 => 0.011682691257292
417 => 0.011747625115637
418 => 0.011717545165285
419 => 0.011788742176616
420 => 0.011845013391436
421 => 0.011795808974831
422 => 0.012492439751037
423 => 0.012203150083828
424 => 0.012344147854761
425 => 0.012377774992322
426 => 0.012291639786563
427 => 0.012310319428422
428 => 0.01233861399594
429 => 0.012510413069264
430 => 0.012961263548132
501 => 0.013160942156179
502 => 0.013761685100458
503 => 0.013144361627441
504 => 0.013107732207291
505 => 0.013215944152254
506 => 0.013568643855645
507 => 0.013854473837845
508 => 0.013949300132867
509 => 0.013961832993166
510 => 0.014139733426562
511 => 0.014241702637338
512 => 0.014118131634702
513 => 0.014013418148391
514 => 0.013638347437943
515 => 0.013681762893961
516 => 0.013980852332889
517 => 0.014403333781655
518 => 0.014765866816399
519 => 0.014638920383184
520 => 0.015607432058403
521 => 0.015703456034986
522 => 0.015690188626249
523 => 0.015908945535188
524 => 0.015474757620014
525 => 0.015289133874283
526 => 0.01403605839268
527 => 0.014388121490726
528 => 0.014899865879676
529 => 0.014832134590855
530 => 0.014460492136633
531 => 0.014765584892272
601 => 0.014664711686125
602 => 0.014585148803204
603 => 0.014949641793889
604 => 0.014548866778084
605 => 0.014895867842316
606 => 0.014450835388172
607 => 0.014639500263798
608 => 0.014532404955699
609 => 0.014601708745146
610 => 0.014196560208148
611 => 0.014415168524288
612 => 0.01418746538348
613 => 0.014187357422543
614 => 0.014182330863089
615 => 0.01445022259846
616 => 0.014458958538332
617 => 0.014260986141132
618 => 0.014232455225785
619 => 0.01433794897348
620 => 0.014214443423786
621 => 0.014272230893153
622 => 0.014216193747364
623 => 0.014203578605524
624 => 0.014103059009053
625 => 0.01405975240305
626 => 0.014076734039137
627 => 0.014018766960537
628 => 0.013983839698919
629 => 0.014175382951647
630 => 0.014073049118547
701 => 0.014159698824051
702 => 0.014060950548565
703 => 0.013718646003154
704 => 0.013521783039284
705 => 0.012875201484652
706 => 0.013058571211464
707 => 0.013180145530049
708 => 0.013139965218482
709 => 0.013226288075445
710 => 0.013231587597778
711 => 0.013203523157021
712 => 0.013171028129903
713 => 0.01315521134779
714 => 0.013273096683216
715 => 0.013341533088269
716 => 0.013192347139374
717 => 0.013157394958881
718 => 0.013308230189996
719 => 0.013400239593842
720 => 0.01407958533622
721 => 0.014029257209367
722 => 0.014155570931372
723 => 0.014141349944717
724 => 0.014273746848732
725 => 0.014490159831691
726 => 0.014050131727314
727 => 0.014126505391207
728 => 0.014107780332546
729 => 0.014312215613033
730 => 0.014312853837664
731 => 0.014190284674712
801 => 0.014256731406406
802 => 0.014219642663645
803 => 0.014286667034658
804 => 0.014028585046549
805 => 0.014342901049837
806 => 0.014521097969625
807 => 0.014523572234029
808 => 0.01460803615975
809 => 0.014693856400104
810 => 0.014858580878095
811 => 0.014689262323817
812 => 0.0143846747275
813 => 0.014406664968142
814 => 0.014228085371866
815 => 0.014231087327143
816 => 0.014215062654609
817 => 0.014263153903162
818 => 0.014039138371201
819 => 0.014091714368796
820 => 0.014018107664278
821 => 0.014126345384606
822 => 0.014009899489869
823 => 0.014107771302755
824 => 0.014150009532695
825 => 0.014305869510496
826 => 0.013986878844422
827 => 0.013336435282529
828 => 0.013473166405105
829 => 0.013270930334817
830 => 0.013289648053089
831 => 0.013327460822902
901 => 0.013204897264371
902 => 0.013228278528917
903 => 0.013227443185616
904 => 0.013220244648337
905 => 0.013188361133134
906 => 0.013142123728128
907 => 0.013326319318548
908 => 0.013357617738647
909 => 0.013427190249473
910 => 0.013634190850207
911 => 0.013613506608783
912 => 0.013647243464726
913 => 0.013573596097627
914 => 0.013293064343223
915 => 0.013308298567166
916 => 0.013118327550484
917 => 0.013422332263463
918 => 0.013350339934764
919 => 0.013303926012113
920 => 0.013291261543296
921 => 0.01349877525848
922 => 0.013560866614442
923 => 0.013522175448203
924 => 0.013442818737443
925 => 0.013595207081807
926 => 0.01363597977401
927 => 0.013645107276156
928 => 0.0139151102048
929 => 0.013660197440508
930 => 0.013721557476488
1001 => 0.01420027096121
1002 => 0.013766143888513
1003 => 0.01399611068111
1004 => 0.013984855003301
1005 => 0.014102498232742
1006 => 0.013975204824739
1007 => 0.013976782779091
1008 => 0.014081241996991
1009 => 0.013934547864769
1010 => 0.013898224334667
1011 => 0.013848043637984
1012 => 0.013957611353366
1013 => 0.014023292243416
1014 => 0.014552631979921
1015 => 0.014894609590528
1016 => 0.01487976344055
1017 => 0.015015429460522
1018 => 0.014954310675966
1019 => 0.014756941998314
1020 => 0.01509382626452
1021 => 0.014987221986856
1022 => 0.014996010313983
1023 => 0.014995683212008
1024 => 0.015066565737147
1025 => 0.015016338971798
1026 => 0.014917336861624
1027 => 0.014983059082593
1028 => 0.015178230582746
1029 => 0.015784048907815
1030 => 0.016123072868549
1031 => 0.015763639239688
1101 => 0.016011571743868
1102 => 0.015862900588744
1103 => 0.015835882617274
1104 => 0.015991602551968
1105 => 0.016147595053793
1106 => 0.016137659005801
1107 => 0.016024416459779
1108 => 0.015960448618955
1109 => 0.016444834540475
1110 => 0.016801721836153
1111 => 0.01677738451519
1112 => 0.016884801534997
1113 => 0.017200181227435
1114 => 0.017229015594045
1115 => 0.017225383126602
1116 => 0.017153914140405
1117 => 0.017464446404838
1118 => 0.017723497883124
1119 => 0.017137371135038
1120 => 0.017360560527747
1121 => 0.017460757436847
1122 => 0.017607876226489
1123 => 0.017856090284587
1124 => 0.018125716587209
1125 => 0.018163844702701
1126 => 0.018136790980161
1127 => 0.017958965185638
1128 => 0.018253993503278
1129 => 0.018426814172486
1130 => 0.018529724926068
1201 => 0.018790689474437
1202 => 0.017461376218846
1203 => 0.016520422225383
1204 => 0.016373478671764
1205 => 0.016672294166319
1206 => 0.016751089429224
1207 => 0.016719327157548
1208 => 0.015660197890111
1209 => 0.016367902575363
1210 => 0.017129333311193
1211 => 0.01715858296678
1212 => 0.017539771113903
1213 => 0.017663901600036
1214 => 0.017970808021942
1215 => 0.01795161094169
1216 => 0.018026337771477
1217 => 0.018009159367397
1218 => 0.018577638887207
1219 => 0.019204756217582
1220 => 0.019183041138542
1221 => 0.019092885602585
1222 => 0.019226781947284
1223 => 0.019874034238209
1224 => 0.019814445619267
1225 => 0.019872330886823
1226 => 0.020635477815364
1227 => 0.021627677378852
1228 => 0.021166701066404
1229 => 0.022166887022055
1230 => 0.022796451063558
1231 => 0.0238852169752
]
'min_raw' => 0.009751804992793
'max_raw' => 0.0238852169752
'avg_raw' => 0.016818510983996
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.009751'
'max' => '$0.023885'
'avg' => '$0.016818'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.0043482638461009
'max_diff' => 0.0096900795490769
'year' => 2028
]
3 => [
'items' => [
101 => 0.023748898120777
102 => 0.024172746700446
103 => 0.023504858920757
104 => 0.0219712535762
105 => 0.021728554660018
106 => 0.022214444036329
107 => 0.023408955655597
108 => 0.022176824614533
109 => 0.022426083119409
110 => 0.022354296653236
111 => 0.022350471457527
112 => 0.022496463619564
113 => 0.02228469437409
114 => 0.02142190837147
115 => 0.021817318112041
116 => 0.021664631422071
117 => 0.021834048688139
118 => 0.022748323800114
119 => 0.022344100979514
120 => 0.021918285074406
121 => 0.022452352715525
122 => 0.02313240434822
123 => 0.023089847939217
124 => 0.02300727071855
125 => 0.023472754187844
126 => 0.024241596505258
127 => 0.024449411494197
128 => 0.02460281627044
129 => 0.02462396819729
130 => 0.024841846189685
131 => 0.023670261312253
201 => 0.025529596601171
202 => 0.025850652442466
203 => 0.025790307250704
204 => 0.026147147306208
205 => 0.02604215590972
206 => 0.025890039848855
207 => 0.026455707238886
208 => 0.02580721522322
209 => 0.024886762449856
210 => 0.024381783853897
211 => 0.025046780404517
212 => 0.025452870592799
213 => 0.025721270375067
214 => 0.02580248798701
215 => 0.023761208111213
216 => 0.022661071472731
217 => 0.023366246444906
218 => 0.024226608579536
219 => 0.023665481957154
220 => 0.023687477058398
221 => 0.022887457956364
222 => 0.024297392518277
223 => 0.024091976912023
224 => 0.025157673440646
225 => 0.024903336411341
226 => 0.025772370560332
227 => 0.025543524744397
228 => 0.026493450931747
301 => 0.026872402206105
302 => 0.02750872037481
303 => 0.02797679860999
304 => 0.028251663102597
305 => 0.028235161269452
306 => 0.029324311326109
307 => 0.028682077589703
308 => 0.027875280653907
309 => 0.02786068824275
310 => 0.0282785398082
311 => 0.029154242057404
312 => 0.029381298909673
313 => 0.029508192714426
314 => 0.029313850435242
315 => 0.028616751743679
316 => 0.028315748063033
317 => 0.02857221191986
318 => 0.028258578661151
319 => 0.028799997655632
320 => 0.029543481575911
321 => 0.029389955086428
322 => 0.029903171122794
323 => 0.030434295728531
324 => 0.031193827769034
325 => 0.031392397569811
326 => 0.031720625899563
327 => 0.032058480668268
328 => 0.032166990514534
329 => 0.032374169479685
330 => 0.032373077544272
331 => 0.032997425300506
401 => 0.033686100210073
402 => 0.033946059045574
403 => 0.034543820053594
404 => 0.033520175275404
405 => 0.034296621598445
406 => 0.034996995617539
407 => 0.034161980838943
408 => 0.035312854177747
409 => 0.035357539981558
410 => 0.03603224256567
411 => 0.035348302239298
412 => 0.034942180656713
413 => 0.036114638448459
414 => 0.03668195384181
415 => 0.036511073828367
416 => 0.035210668488677
417 => 0.034453776803968
418 => 0.032472845271584
419 => 0.034819344241567
420 => 0.035962255441532
421 => 0.035207708624776
422 => 0.035588258149781
423 => 0.037664412964609
424 => 0.038454878297027
425 => 0.038290467033654
426 => 0.038318249830724
427 => 0.038744770576136
428 => 0.040636198450557
429 => 0.039502811025249
430 => 0.04036924324468
501 => 0.040828795769712
502 => 0.041255653766103
503 => 0.040207425436823
504 => 0.038843695781962
505 => 0.038411745354791
506 => 0.035132683814342
507 => 0.034961994420919
508 => 0.034866181291973
509 => 0.034262093067003
510 => 0.033787445195868
511 => 0.033409987586195
512 => 0.032419426100031
513 => 0.032753711523374
514 => 0.031174963260678
515 => 0.032184990451748
516 => 0.029665270104275
517 => 0.031763768083545
518 => 0.030621651040423
519 => 0.03138855191774
520 => 0.031385876272825
521 => 0.02997376861154
522 => 0.029159294382446
523 => 0.029678309061036
524 => 0.030234733995921
525 => 0.030325012069568
526 => 0.031046431521823
527 => 0.031247764184088
528 => 0.030637716818102
529 => 0.029613054500687
530 => 0.029851060186963
531 => 0.029154471204811
601 => 0.027933725807497
602 => 0.028810486464017
603 => 0.029109851100598
604 => 0.02924206757854
605 => 0.028041604683837
606 => 0.027664393179005
607 => 0.027463568938943
608 => 0.029458089815748
609 => 0.029567354171756
610 => 0.029008342277997
611 => 0.031535129045469
612 => 0.030963239379317
613 => 0.031602180252778
614 => 0.029829463665591
615 => 0.029897183826501
616 => 0.029057951385083
617 => 0.029527865474745
618 => 0.02919574534221
619 => 0.029489901060082
620 => 0.029666216784525
621 => 0.030505311516157
622 => 0.031773349197523
623 => 0.030379978744595
624 => 0.029772867284821
625 => 0.03014951581994
626 => 0.031152580503126
627 => 0.032672274844088
628 => 0.031772585207539
629 => 0.032171852190519
630 => 0.032259074264148
701 => 0.031595676434478
702 => 0.032696735268329
703 => 0.033286801642375
704 => 0.033892087645115
705 => 0.034417640521566
706 => 0.033650323105096
707 => 0.03447146273135
708 => 0.033809769143246
709 => 0.033216161590092
710 => 0.033217061847719
711 => 0.032844683158403
712 => 0.032123152525118
713 => 0.031990091206074
714 => 0.032682292991532
715 => 0.033237373271716
716 => 0.033283092342247
717 => 0.033590413306411
718 => 0.033772282687346
719 => 0.035554849859941
720 => 0.036271813122928
721 => 0.037148502229489
722 => 0.037490022043985
723 => 0.038517874243988
724 => 0.037687800114411
725 => 0.037508208355066
726 => 0.035014975125751
727 => 0.035423241927378
728 => 0.036076916468669
729 => 0.035025753978174
730 => 0.03569247463414
731 => 0.035824099414702
801 => 0.034990035878979
802 => 0.035435545251167
803 => 0.034252404442959
804 => 0.031799138433992
805 => 0.0326994664547
806 => 0.033362410925076
807 => 0.032416307425386
808 => 0.034112161329319
809 => 0.033121478488171
810 => 0.03280747958869
811 => 0.031582457933125
812 => 0.032160620999144
813 => 0.032942594824433
814 => 0.032459425914619
815 => 0.03346207395066
816 => 0.034882090966157
817 => 0.035894079654876
818 => 0.035971767580482
819 => 0.035321126651612
820 => 0.036363782892461
821 => 0.036371377504882
822 => 0.035195257005829
823 => 0.034474889748825
824 => 0.034311220792368
825 => 0.034720097934786
826 => 0.035216550268567
827 => 0.035999317229874
828 => 0.03647232691068
829 => 0.03770568529327
830 => 0.038039396708443
831 => 0.038406044378739
901 => 0.038895998736209
902 => 0.039484314564069
903 => 0.038197113025549
904 => 0.038248255942318
905 => 0.037049631692166
906 => 0.035768729780774
907 => 0.036740774664843
908 => 0.038011594045052
909 => 0.037720066675102
910 => 0.037687263890618
911 => 0.037742429075385
912 => 0.037522626958837
913 => 0.036528470131932
914 => 0.036029210797212
915 => 0.036673382713642
916 => 0.03701573141843
917 => 0.037546684403613
918 => 0.037481233241132
919 => 0.038848911110775
920 => 0.039380349374486
921 => 0.039244384725103
922 => 0.039269405492762
923 => 0.040231549084411
924 => 0.041301650638247
925 => 0.04230394195575
926 => 0.043323515733329
927 => 0.042094379749816
928 => 0.041470300299957
929 => 0.042114190991079
930 => 0.041772533526952
1001 => 0.043735798658013
1002 => 0.043871730876052
1003 => 0.045834854040699
1004 => 0.047698091688306
1005 => 0.046527825505214
1006 => 0.047631333805923
1007 => 0.048824868003493
1008 => 0.051127389114549
1009 => 0.050351981008014
1010 => 0.049758030550603
1011 => 0.049196750238297
1012 => 0.050364685467465
1013 => 0.051867215481569
1014 => 0.052190846055554
1015 => 0.052715251221803
1016 => 0.052163903310705
1017 => 0.052827941140642
1018 => 0.055172286473328
1019 => 0.054538823670328
1020 => 0.05363920465584
1021 => 0.055489840142677
1022 => 0.0561595779312
1023 => 0.060860148475457
1024 => 0.066794812958466
1025 => 0.064337822893392
1026 => 0.062812689873427
1027 => 0.063171132309758
1028 => 0.065338270877882
1029 => 0.066034287004423
1030 => 0.064142275241337
1031 => 0.064810565781719
1101 => 0.0684929123641
1102 => 0.070468373161724
1103 => 0.067785432058768
1104 => 0.060383303962701
1105 => 0.05355820380653
1106 => 0.055368527706212
1107 => 0.055163293156879
1108 => 0.059119515177556
1109 => 0.054523715791976
1110 => 0.054601097267045
1111 => 0.058639129769397
1112 => 0.057561851927173
1113 => 0.05581679979009
1114 => 0.053570944618321
1115 => 0.049419273616847
1116 => 0.04574202283293
1117 => 0.05295395844047
1118 => 0.052642966663019
1119 => 0.05219260448287
1120 => 0.053194836780513
1121 => 0.058061392329263
1122 => 0.057949202472362
1123 => 0.05723550784252
1124 => 0.057776838929039
1125 => 0.055721901833326
1126 => 0.056251505912939
1127 => 0.053557122675795
1128 => 0.054775096426368
1129 => 0.055813055691947
1130 => 0.056021441381761
1201 => 0.05649094498135
1202 => 0.052479088127877
1203 => 0.054280294073158
1204 => 0.055338333815837
1205 => 0.050558071766599
1206 => 0.055243843404837
1207 => 0.052409250625634
1208 => 0.051447147262218
1209 => 0.052742492693578
1210 => 0.052237695319213
1211 => 0.051803700179429
1212 => 0.051561523434447
1213 => 0.05251268215718
1214 => 0.052468309465884
1215 => 0.05091202918354
1216 => 0.048881924997323
1217 => 0.049563294598116
1218 => 0.049315746634274
1219 => 0.048418600878987
1220 => 0.049023168796259
1221 => 0.046360957653415
1222 => 0.041780761751847
1223 => 0.044806579459618
1224 => 0.044690088769325
1225 => 0.044631348880847
1226 => 0.046905167260778
1227 => 0.046686592089463
1228 => 0.046289876013232
1229 => 0.048411314877138
1230 => 0.047636961154433
1231 => 0.050023336867128
]
'min_raw' => 0.02142190837147
'max_raw' => 0.070468373161724
'avg_raw' => 0.045945140766597
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.021421'
'max' => '$0.070468'
'avg' => '$0.045945'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.011670103378677
'max_diff' => 0.046583156186524
'year' => 2029
]
4 => [
'items' => [
101 => 0.051595158252613
102 => 0.051196493506158
103 => 0.052674799116479
104 => 0.049578991977545
105 => 0.050607294926875
106 => 0.050819226739565
107 => 0.04838513665086
108 => 0.046722353690655
109 => 0.046611465024322
110 => 0.043728428516932
111 => 0.045268523348122
112 => 0.046623743066115
113 => 0.045974697990495
114 => 0.045769229709224
115 => 0.046818922597606
116 => 0.046900492725045
117 => 0.045040685175024
118 => 0.045427398057119
119 => 0.047040055061121
120 => 0.045386763238269
121 => 0.042174687290154
122 => 0.041378048044597
123 => 0.041271761684265
124 => 0.039111212868059
125 => 0.041431283288264
126 => 0.040418510375823
127 => 0.043617847871341
128 => 0.041790403452292
129 => 0.041711625975854
130 => 0.041592542266074
131 => 0.039732868648818
201 => 0.040140018982573
202 => 0.041493448702722
203 => 0.041976367674349
204 => 0.041925995269169
205 => 0.041486816158733
206 => 0.04168787010653
207 => 0.041040205288836
208 => 0.040811501361731
209 => 0.040089648857817
210 => 0.039028725093906
211 => 0.039176253050302
212 => 0.037074285468191
213 => 0.035929021969595
214 => 0.035612028127513
215 => 0.035188130713798
216 => 0.035659908468341
217 => 0.03706833085813
218 => 0.035369474642566
219 => 0.032456904821889
220 => 0.032631955230889
221 => 0.033025241526979
222 => 0.032292355116064
223 => 0.031598739634626
224 => 0.032201782020934
225 => 0.030967687792183
226 => 0.033174375918569
227 => 0.033114691188922
228 => 0.03393720806176
301 => 0.034451544742092
302 => 0.033266165212406
303 => 0.032968045466297
304 => 0.033137868022468
305 => 0.030331079453386
306 => 0.033707833554634
307 => 0.033737035864325
308 => 0.033486987959519
309 => 0.035285005272848
310 => 0.039079382619634
311 => 0.037651785233298
312 => 0.037098976375949
313 => 0.036048086334028
314 => 0.037448334919211
315 => 0.03734081767515
316 => 0.036854583922801
317 => 0.036560508232238
318 => 0.037102351708952
319 => 0.036493367829157
320 => 0.036383977590588
321 => 0.035721191762612
322 => 0.035484607376858
323 => 0.035309449716342
324 => 0.03511661834275
325 => 0.035541956302309
326 => 0.034578084528078
327 => 0.033415749657871
328 => 0.033319114090051
329 => 0.033585933389088
330 => 0.033467885711625
331 => 0.033318548923187
401 => 0.033033424324606
402 => 0.03294883394693
403 => 0.03322371163696
404 => 0.032913390751281
405 => 0.033371286122153
406 => 0.033246763917782
407 => 0.032551193006529
408 => 0.031684254117772
409 => 0.031676536543197
410 => 0.031489755981679
411 => 0.03125186285394
412 => 0.031185686428061
413 => 0.032150995473181
414 => 0.03414915630731
415 => 0.033756869523634
416 => 0.034040336928007
417 => 0.035434715999518
418 => 0.03587794717591
419 => 0.035563352185412
420 => 0.035132715159046
421 => 0.035151661002686
422 => 0.036623278084473
423 => 0.036715061036742
424 => 0.036946966946823
425 => 0.037245031577879
426 => 0.035614113880949
427 => 0.035074844925827
428 => 0.034819309377387
429 => 0.034032358792897
430 => 0.034881017530226
501 => 0.034386540427175
502 => 0.034453262282119
503 => 0.034409809586556
504 => 0.034433537696592
505 => 0.033173759104265
506 => 0.033632756211296
507 => 0.032869584496904
508 => 0.03184778324138
509 => 0.031844357805282
510 => 0.032094442214987
511 => 0.03194568222229
512 => 0.031545372906914
513 => 0.031602234955756
514 => 0.031104063574836
515 => 0.031662721981084
516 => 0.031678742305199
517 => 0.031463628388465
518 => 0.032324318743294
519 => 0.032676944283924
520 => 0.032535351695743
521 => 0.03266700977048
522 => 0.033773170810565
523 => 0.033953523325288
524 => 0.03403362399891
525 => 0.033926299707562
526 => 0.032687228363685
527 => 0.032742186446724
528 => 0.032338940498643
529 => 0.031998240165527
530 => 0.032011866392113
531 => 0.032187030651279
601 => 0.032951983244301
602 => 0.034561780879897
603 => 0.034622871523421
604 => 0.034696915165513
605 => 0.034395742461775
606 => 0.034304905892494
607 => 0.034424742774284
608 => 0.035029298127076
609 => 0.036584378629632
610 => 0.036034709319694
611 => 0.035587819614602
612 => 0.035979862366567
613 => 0.035919510457835
614 => 0.035410079612119
615 => 0.035395781584992
616 => 0.03441802091717
617 => 0.03405656506081
618 => 0.033754505492733
619 => 0.033424664329858
620 => 0.033229123432129
621 => 0.033529563122789
622 => 0.03359827723474
623 => 0.032941360600327
624 => 0.032851825290446
625 => 0.033388277594639
626 => 0.033152204936522
627 => 0.033395011519716
628 => 0.033451344729773
629 => 0.03344227378549
630 => 0.033195786817643
701 => 0.033352890260601
702 => 0.032981293783214
703 => 0.032577238426042
704 => 0.032319476281705
705 => 0.032094544623583
706 => 0.032219349780614
707 => 0.031774442184322
708 => 0.031632107290047
709 => 0.033299667149066
710 => 0.034531511546214
711 => 0.034513600040815
712 => 0.034404568358167
713 => 0.034242569394022
714 => 0.035017446893819
715 => 0.034747495067054
716 => 0.034943907576256
717 => 0.034993902803254
718 => 0.035145223297781
719 => 0.035199307368138
720 => 0.035035827743716
721 => 0.034487170156804
722 => 0.033119967615016
723 => 0.032483531141121
724 => 0.032273496504048
725 => 0.032281130864193
726 => 0.032070541130108
727 => 0.032132569244766
728 => 0.03204897028318
729 => 0.031890654074698
730 => 0.032209574200864
731 => 0.032246326774458
801 => 0.032171887006199
802 => 0.032189420266383
803 => 0.031573090778841
804 => 0.031619948971182
805 => 0.031359036601778
806 => 0.031310118677861
807 => 0.030650554928249
808 => 0.029482042140517
809 => 0.030129511655201
810 => 0.029347459529453
811 => 0.029051284539409
812 => 0.030453330877617
813 => 0.030312604311973
814 => 0.030071741603958
815 => 0.029715455458617
816 => 0.029583305461581
817 => 0.028780403913198
818 => 0.028732964206406
819 => 0.02913090389395
820 => 0.028947268420417
821 => 0.028689374667384
822 => 0.027755309636169
823 => 0.02670511128278
824 => 0.026736810169758
825 => 0.027070858726336
826 => 0.028042149957172
827 => 0.027662649669775
828 => 0.027387317857005
829 => 0.027335756484917
830 => 0.027981155007642
831 => 0.028894529132469
901 => 0.029323063836244
902 => 0.028898398959596
903 => 0.028410566814883
904 => 0.028440258897135
905 => 0.028637787018071
906 => 0.028658544430685
907 => 0.028341015854431
908 => 0.028430398288712
909 => 0.028294618197738
910 => 0.027461336030062
911 => 0.027446264598015
912 => 0.027241763715577
913 => 0.027235571510131
914 => 0.026887664493968
915 => 0.026838989897439
916 => 0.026148199400402
917 => 0.026602879797458
918 => 0.026297904058905
919 => 0.025838233684401
920 => 0.025758986338576
921 => 0.025756604067667
922 => 0.026228582761867
923 => 0.026597364451617
924 => 0.026303209242448
925 => 0.02623623580328
926 => 0.026951336916794
927 => 0.026860333781808
928 => 0.026781525653818
929 => 0.028812746497566
930 => 0.0272048767016
1001 => 0.02650375369656
1002 => 0.025635980838174
1003 => 0.025918532056555
1004 => 0.025978069749809
1005 => 0.023891232453207
1006 => 0.023044602821875
1007 => 0.022754071436966
1008 => 0.02258686651744
1009 => 0.022663063898896
1010 => 0.021900997930945
1011 => 0.022413118864816
1012 => 0.021753234152403
1013 => 0.021642602332917
1014 => 0.022822557942739
1015 => 0.022986741872646
1016 => 0.022286282219717
1017 => 0.022736090711014
1018 => 0.022572983899264
1019 => 0.021764545981814
1020 => 0.021733669599834
1021 => 0.021328023870824
1022 => 0.020693266853415
1023 => 0.020403165863654
1024 => 0.020252078749414
1025 => 0.020314420237379
1026 => 0.020282898473383
1027 => 0.020077197641168
1028 => 0.020294689004301
1029 => 0.019739088445131
1030 => 0.019517843825692
1031 => 0.019417912763927
1101 => 0.018924785288489
1102 => 0.019709570396695
1103 => 0.019864182949474
1104 => 0.020019100136744
1105 => 0.021367548485474
1106 => 0.021300183816647
1107 => 0.021909127614919
1108 => 0.021885465178694
1109 => 0.021711784543191
1110 => 0.020979054511083
1111 => 0.021271107642224
1112 => 0.020372213499704
1113 => 0.02104572611014
1114 => 0.020738363081296
1115 => 0.020941806360909
1116 => 0.020575997000425
1117 => 0.020778451004415
1118 => 0.019900847321485
1119 => 0.019081353350582
1120 => 0.019411141646994
1121 => 0.01976965924106
1122 => 0.020547016733579
1123 => 0.020084029024094
1124 => 0.020250536911929
1125 => 0.019692763360768
1126 => 0.018541917204586
1127 => 0.018548430868849
1128 => 0.018371398260267
1129 => 0.018218416239268
1130 => 0.020137208731996
1201 => 0.019898576553904
1202 => 0.019518347409523
1203 => 0.020027299228983
1204 => 0.020161874168199
1205 => 0.020165705327529
1206 => 0.020537023437059
1207 => 0.020735195978677
1208 => 0.020770124748066
1209 => 0.02135440181627
1210 => 0.021550243782731
1211 => 0.022356889125992
1212 => 0.020718382423075
1213 => 0.020684638455778
1214 => 0.020034461224813
1215 => 0.019622108546039
1216 => 0.020062695365511
1217 => 0.020452995141465
1218 => 0.020046588926808
1219 => 0.020099656998739
1220 => 0.019554089860169
1221 => 0.019749104440888
1222 => 0.019917077269104
1223 => 0.019824332546349
1224 => 0.01968548920749
1225 => 0.020420995010757
1226 => 0.020379494890866
1227 => 0.021064414804074
1228 => 0.021598358855512
1229 => 0.022555282049604
1230 => 0.021556682811034
1231 => 0.021520289885708
]
'min_raw' => 0.018218416239268
'max_raw' => 0.052674799116479
'avg_raw' => 0.035446607677873
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.018218'
'max' => '$0.052674'
'avg' => '$0.035446'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.0032034921322024
'max_diff' => -0.017793574045245
'year' => 2030
]
5 => [
'items' => [
101 => 0.021876036568378
102 => 0.021550189319768
103 => 0.021756113533025
104 => 0.022522104475273
105 => 0.02253828865685
106 => 0.022267182763295
107 => 0.022250685945034
108 => 0.022302754797465
109 => 0.022607723692492
110 => 0.022501158189822
111 => 0.02262447848742
112 => 0.022778692407914
113 => 0.023416586568425
114 => 0.023570380690944
115 => 0.023196740706334
116 => 0.023230476213475
117 => 0.023090724602583
118 => 0.022955726297545
119 => 0.023259182772352
120 => 0.023813755444513
121 => 0.023810305476702
122 => 0.023938955557291
123 => 0.024019103491704
124 => 0.023675049885333
125 => 0.023451083638787
126 => 0.023536966549055
127 => 0.02367429519286
128 => 0.023492432720738
129 => 0.022369893295908
130 => 0.022710400049305
131 => 0.022653723075611
201 => 0.022573008172914
202 => 0.022915390346515
203 => 0.022882366750625
204 => 0.021893181842972
205 => 0.021956506251357
206 => 0.021897032809983
207 => 0.022089203666185
208 => 0.021539811462882
209 => 0.021708800804405
210 => 0.021814789335232
211 => 0.021877217394131
212 => 0.022102750350195
213 => 0.022076286660892
214 => 0.022101105330111
215 => 0.022435511165461
216 => 0.024126821126439
217 => 0.02421887539595
218 => 0.023765566505611
219 => 0.023946654466179
220 => 0.023599005181472
221 => 0.023832384475343
222 => 0.023992056661019
223 => 0.023270528757147
224 => 0.023227804557357
225 => 0.022878720400386
226 => 0.023066298453205
227 => 0.022767848283831
228 => 0.022841077516052
301 => 0.022636322198753
302 => 0.023004841003513
303 => 0.023416902289268
304 => 0.023521005242843
305 => 0.023247155191127
306 => 0.023048869706087
307 => 0.022700745713655
308 => 0.023279683671518
309 => 0.023448982773212
310 => 0.023278794415409
311 => 0.023239358054218
312 => 0.023164626221019
313 => 0.023255212765911
314 => 0.023448060733945
315 => 0.023357117193563
316 => 0.023417187004204
317 => 0.023188262829759
318 => 0.023675163781392
319 => 0.024448479671681
320 => 0.024450966008718
321 => 0.024360021978117
322 => 0.024322809640211
323 => 0.024416123734553
324 => 0.02446674280279
325 => 0.024768503473015
326 => 0.025092304694842
327 => 0.026603343711568
328 => 0.026179050002191
329 => 0.027519733709944
330 => 0.028580040456784
331 => 0.028897980088567
401 => 0.028605490587543
402 => 0.02760489980451
403 => 0.027555806047124
404 => 0.029051111115507
405 => 0.028628618944378
406 => 0.028578364844981
407 => 0.028043746133039
408 => 0.028359772005613
409 => 0.028290652511461
410 => 0.028181544008501
411 => 0.028784499358818
412 => 0.029913177948415
413 => 0.029737262805545
414 => 0.029605950311862
415 => 0.029030577189033
416 => 0.029377080323216
417 => 0.029253697193964
418 => 0.029783829418099
419 => 0.029469790832388
420 => 0.028625418150649
421 => 0.028759887283305
422 => 0.028739562544418
423 => 0.029157844230477
424 => 0.029032286450712
425 => 0.028715045372789
426 => 0.029909320247698
427 => 0.029831770680228
428 => 0.029941718236602
429 => 0.029990120551159
430 => 0.030717054622033
501 => 0.031014856251574
502 => 0.031082462435231
503 => 0.031365350950491
504 => 0.031075423911266
505 => 0.032235338782641
506 => 0.033006614489196
507 => 0.033902490911844
508 => 0.035211607154215
509 => 0.035703846971349
510 => 0.035614928254251
511 => 0.03660748524848
512 => 0.038391088103806
513 => 0.03597544538647
514 => 0.038519123033464
515 => 0.037713824058596
516 => 0.035804474675895
517 => 0.0356815350854
518 => 0.036974568655367
519 => 0.039842392663685
520 => 0.039124035276192
521 => 0.039843567639027
522 => 0.039004194917569
523 => 0.038962512987159
524 => 0.039802801179461
525 => 0.041766180342497
526 => 0.040833452498306
527 => 0.039496158419407
528 => 0.040483595556666
529 => 0.03962818612538
530 => 0.037700709262668
531 => 0.039123485961836
601 => 0.03817211570145
602 => 0.038449776121055
603 => 0.040449414902742
604 => 0.040208813074142
605 => 0.04052017411948
606 => 0.039970630024195
607 => 0.039457269184049
608 => 0.03849904305324
609 => 0.038215359535884
610 => 0.038293759454218
611 => 0.038215320684778
612 => 0.037679201971143
613 => 0.037563427185978
614 => 0.037370464138493
615 => 0.037430271455596
616 => 0.037067444472993
617 => 0.037752173953044
618 => 0.037879265778357
619 => 0.038377554792238
620 => 0.038429288810669
621 => 0.039817016621628
622 => 0.03905267946317
623 => 0.039565462818759
624 => 0.039519594648931
625 => 0.035845856066672
626 => 0.036352064829637
627 => 0.037139566807751
628 => 0.036784798234044
629 => 0.036283238473885
630 => 0.035878202075623
701 => 0.035264530515159
702 => 0.036128261451994
703 => 0.037263975786388
704 => 0.038458092400404
705 => 0.039892745270524
706 => 0.039572547451113
707 => 0.03843127256292
708 => 0.038482469320703
709 => 0.038798947532133
710 => 0.038389079493254
711 => 0.038268201407013
712 => 0.038782340739293
713 => 0.038785881334308
714 => 0.03831427862137
715 => 0.037790178508326
716 => 0.037787982509715
717 => 0.037694723956806
718 => 0.039020785406956
719 => 0.039749985124604
720 => 0.039833586697069
721 => 0.039744358072675
722 => 0.039778698628847
723 => 0.039354393379967
724 => 0.040324229355094
725 => 0.041214246752707
726 => 0.040975703077698
727 => 0.040618092197879
728 => 0.040333237907229
729 => 0.040908600459621
730 => 0.040882980470867
731 => 0.041206473227173
801 => 0.041191797727163
802 => 0.041083019280395
803 => 0.040975706962519
804 => 0.041401188172861
805 => 0.041278656417302
806 => 0.041155934336082
807 => 0.040909796414385
808 => 0.040943250645862
809 => 0.040585701512602
810 => 0.040420282923221
811 => 0.037932784233625
812 => 0.0372680433024
813 => 0.037477184331413
814 => 0.037546038988508
815 => 0.037256742883351
816 => 0.037671519184075
817 => 0.037606876736964
818 => 0.037858362684106
819 => 0.037701245182582
820 => 0.037707693339649
821 => 0.038169742410648
822 => 0.038303877221657
823 => 0.038235655174177
824 => 0.038283435557717
825 => 0.039384514329549
826 => 0.039227976138712
827 => 0.039144818344751
828 => 0.039167853621989
829 => 0.039449202855587
830 => 0.039527965279896
831 => 0.039194243353562
901 => 0.039351628543244
902 => 0.040021754705759
903 => 0.040256260936783
904 => 0.041004692256835
905 => 0.040686745329771
906 => 0.041270350674817
907 => 0.043064154539767
908 => 0.044497169188875
909 => 0.04317930969572
910 => 0.045810858605491
911 => 0.047859896905019
912 => 0.047781251402232
913 => 0.047423954179599
914 => 0.045091178552088
915 => 0.042944523639928
916 => 0.044740291625732
917 => 0.044744869407631
918 => 0.044590611345063
919 => 0.043632527766785
920 => 0.044557272113305
921 => 0.044630674961354
922 => 0.044589588885839
923 => 0.04385502845272
924 => 0.042733490440807
925 => 0.042952636283752
926 => 0.043311601644951
927 => 0.042632005328183
928 => 0.042414833126783
929 => 0.042818597567888
930 => 0.044119610724788
1001 => 0.043873661723732
1002 => 0.043867239001357
1003 => 0.044919513126483
1004 => 0.044166311947862
1005 => 0.042955400414634
1006 => 0.042649629282533
1007 => 0.041564347755691
1008 => 0.042313955571921
1009 => 0.042340932622726
1010 => 0.041930380082583
1011 => 0.042988714490583
1012 => 0.042978961752697
1013 => 0.043983692760804
1014 => 0.045904361088572
1015 => 0.045336324953702
1016 => 0.044675760731005
1017 => 0.044747582377472
1018 => 0.045535288568279
1019 => 0.045059023423733
1020 => 0.04523029169035
1021 => 0.045535029333245
1022 => 0.045718885119413
1023 => 0.044721128359222
1024 => 0.044488503530198
1025 => 0.044012634770237
1026 => 0.043888489493274
1027 => 0.044276074668935
1028 => 0.044173959668735
1029 => 0.042338665306066
1030 => 0.042146866833686
1031 => 0.042152749019009
1101 => 0.041670462640688
1102 => 0.040934860151756
1103 => 0.042867979572128
1104 => 0.042712723028683
1105 => 0.042541331820622
1106 => 0.042562326265665
1107 => 0.043401427886552
1108 => 0.04291470657079
1109 => 0.044208734960798
1110 => 0.043942721625867
1111 => 0.043669886052654
1112 => 0.043632171865661
1113 => 0.043527153447212
1114 => 0.043167006214715
1115 => 0.042732106789983
1116 => 0.042444948519432
1117 => 0.039153221377686
1118 => 0.039764146788098
1119 => 0.040466960785174
1120 => 0.040709569360614
1121 => 0.040294570604321
1122 => 0.043183392895061
1123 => 0.043711208564964
1124 => 0.042112420472265
1125 => 0.041813352498209
1126 => 0.043202999741651
1127 => 0.042364872576389
1128 => 0.042742281187587
1129 => 0.041926530201649
1130 => 0.043584073226331
1201 => 0.043571445525627
1202 => 0.042926623851719
1203 => 0.043471622714958
1204 => 0.043376915750707
1205 => 0.04264891366899
1206 => 0.043607152190835
1207 => 0.043607627465187
1208 => 0.042987000623682
1209 => 0.042262244345491
1210 => 0.042132675040929
1211 => 0.042035061975129
1212 => 0.04271827435719
1213 => 0.043330840442596
1214 => 0.044470674059526
1215 => 0.044757255312601
1216 => 0.045875801022147
1217 => 0.045209761513115
1218 => 0.045505008200813
1219 => 0.045825540245504
1220 => 0.045979215094904
1221 => 0.045728810174454
1222 => 0.047466372073161
1223 => 0.047613075534932
1224 => 0.047662263936684
1225 => 0.047076367840722
1226 => 0.047596780704625
1227 => 0.047353296759868
1228 => 0.047986774342339
1229 => 0.048086111715919
1230 => 0.048001976494526
1231 => 0.048033507744834
]
'min_raw' => 0.021539811462882
'max_raw' => 0.048086111715919
'avg_raw' => 0.0348129615894
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.021539'
'max' => '$0.048086'
'avg' => '$0.034812'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.0033213952236143
'max_diff' => -0.0045886874005604
'year' => 2031
]
6 => [
'items' => [
101 => 0.046550805191211
102 => 0.046473919241927
103 => 0.045425573867856
104 => 0.045852782356768
105 => 0.045054136563383
106 => 0.045307395371428
107 => 0.045419029440876
108 => 0.045360718138174
109 => 0.045876936083752
110 => 0.045438045373652
111 => 0.044279740629385
112 => 0.043121120305765
113 => 0.043106574771393
114 => 0.042801530491531
115 => 0.042581039348838
116 => 0.042623513765264
117 => 0.042773199148776
118 => 0.042572339362235
119 => 0.042615202981543
120 => 0.043327024660859
121 => 0.043469775422166
122 => 0.042984652558922
123 => 0.041036814260104
124 => 0.040558809855792
125 => 0.040902389942372
126 => 0.040738180790379
127 => 0.032878891382484
128 => 0.034725314850381
129 => 0.033628232724373
130 => 0.034133818642359
131 => 0.033013981879744
201 => 0.033548426678537
202 => 0.033449734238999
203 => 0.036418728535736
204 => 0.03637237177351
205 => 0.036394560302442
206 => 0.035335444004612
207 => 0.037022645025197
208 => 0.037853820917724
209 => 0.037699992381047
210 => 0.037738707709623
211 => 0.037073450094671
212 => 0.036401001450336
213 => 0.035655152414665
214 => 0.037040847733215
215 => 0.0368867820684
216 => 0.037240153272409
217 => 0.038138875738036
218 => 0.038271216035015
219 => 0.038449082736216
220 => 0.038385330185249
221 => 0.039904174595197
222 => 0.039720232515494
223 => 0.04016348000383
224 => 0.039251686291056
225 => 0.038219905156798
226 => 0.038416013018954
227 => 0.038397126254828
228 => 0.038156676070293
229 => 0.037939608394949
301 => 0.037578251873938
302 => 0.038721637377117
303 => 0.038675218013755
304 => 0.039426693549978
305 => 0.039293862949507
306 => 0.038406787690398
307 => 0.038438469756818
308 => 0.038651546879375
309 => 0.039389009233417
310 => 0.039607938270362
311 => 0.039506521617636
312 => 0.039746567312156
313 => 0.039936289641654
314 => 0.039770393515725
315 => 0.042119132814912
316 => 0.041143772504357
317 => 0.041619156333208
318 => 0.041732532575265
319 => 0.041442121715282
320 => 0.041505101431979
321 => 0.04160049854183
322 => 0.042179731112173
323 => 0.043699804979049
324 => 0.044373035347196
325 => 0.046398482126366
326 => 0.04431713293694
327 => 0.044193634289519
328 => 0.04455847841708
329 => 0.045747630091769
330 => 0.046711325832767
331 => 0.047031039306997
401 => 0.047073294720511
402 => 0.047673098452316
403 => 0.04801689476571
404 => 0.047600266502871
405 => 0.047247217672912
406 => 0.045982640586034
407 => 0.046129018827169
408 => 0.047137419752274
409 => 0.048561845453502
410 => 0.04978415089139
411 => 0.049356142128687
412 => 0.052621546861016
413 => 0.052945298402244
414 => 0.052900566407387
415 => 0.053638120598994
416 => 0.052174225728953
417 => 0.051548382310383
418 => 0.047323550837224
419 => 0.048510556152545
420 => 0.050235938088743
421 => 0.050007577319637
422 => 0.048754558837979
423 => 0.049783200364511
424 => 0.049443099307245
425 => 0.049174847492573
426 => 0.050403761058757
427 => 0.049052520111751
428 => 0.050222458426651
429 => 0.04872200043633
430 => 0.049358097236662
501 => 0.048997017928253
502 => 0.049230680493009
503 => 0.047864693913954
504 => 0.048601747114563
505 => 0.047834030077603
506 => 0.047833666079768
507 => 0.047816718683626
508 => 0.048719934373031
509 => 0.048749388204236
510 => 0.048081910445083
511 => 0.047985716472026
512 => 0.048341396007717
513 => 0.047924988424041
514 => 0.048119822911605
515 => 0.047930889762188
516 => 0.047888356930714
517 => 0.047549448093159
518 => 0.047403436847448
519 => 0.047460691619137
520 => 0.047265251566502
521 => 0.047147491865414
522 => 0.047793293315111
523 => 0.047448267652094
524 => 0.047740413183889
525 => 0.047407476478703
526 => 0.046253372804912
527 => 0.04558963557769
528 => 0.043409640723365
529 => 0.044027884559776
530 => 0.044437780862937
531 => 0.044302310137187
601 => 0.044593353676308
602 => 0.044611221385853
603 => 0.044516600164447
604 => 0.044407040911788
605 => 0.0443537135266
606 => 0.044751172165482
607 => 0.044981910283195
608 => 0.044478919440664
609 => 0.044361075723849
610 => 0.044869627236533
611 => 0.04517984336549
612 => 0.047470304966323
613 => 0.04730062017284
614 => 0.047726495705524
615 => 0.047678548656136
616 => 0.048124934061682
617 => 0.048854585543201
618 => 0.04737100006751
619 => 0.047628499207564
620 => 0.047565366364946
621 => 0.048254634186326
622 => 0.048256786005228
623 => 0.04784353551483
624 => 0.048067565309898
625 => 0.047942518024227
626 => 0.048168495370589
627 => 0.047298353928971
628 => 0.048358092278898
629 => 0.048958895635275
630 => 0.048967237790461
701 => 0.049252013813114
702 => 0.049541362745244
703 => 0.050096742823487
704 => 0.049525873496295
705 => 0.048498935149685
706 => 0.04857307678132
707 => 0.047970983204445
708 => 0.047981104506249
709 => 0.047927076203997
710 => 0.048089219206117
711 => 0.047333935199844
712 => 0.047511198846476
713 => 0.047263028703137
714 => 0.047627959734139
715 => 0.047235354270041
716 => 0.047565335920378
717 => 0.047707745061598
718 => 0.04823323785855
719 => 0.047157738556666
720 => 0.044964722675223
721 => 0.04542572120125
722 => 0.044743868170603
723 => 0.044806976264587
724 => 0.044934464658013
725 => 0.044521233063313
726 => 0.044600064629157
727 => 0.044597248210896
728 => 0.044572977839874
729 => 0.044465480342331
730 => 0.044309587703161
731 => 0.044930615996387
801 => 0.045036140804937
802 => 0.045270709382585
803 => 0.045968626360278
804 => 0.045898887996191
805 => 0.046012634161434
806 => 0.045764326921366
807 => 0.044818494525292
808 => 0.044869857774935
809 => 0.044229357228837
810 => 0.045254330343579
811 => 0.045011603181024
812 => 0.044855115400292
813 => 0.04481241625947
814 => 0.045512063238359
815 => 0.045721408580065
816 => 0.045590958611757
817 => 0.045323401920923
818 => 0.045837189863358
819 => 0.045974657841781
820 => 0.046005431852526
821 => 0.046915765577454
822 => 0.046056309395203
823 => 0.046263189040531
824 => 0.047877204976978
825 => 0.046413515241595
826 => 0.047188864338603
827 => 0.047150915035027
828 => 0.047547557396673
829 => 0.047118378784249
830 => 0.047123698967516
831 => 0.047475890513777
901 => 0.046981301005133
902 => 0.046858833687365
903 => 0.046689645964996
904 => 0.04705906116718
905 => 0.047280508873677
906 => 0.049065214752623
907 => 0.050218216142898
908 => 0.050168161311721
909 => 0.050625568769959
910 => 0.050419502520651
911 => 0.049754060244105
912 => 0.050889889068128
913 => 0.050530465303111
914 => 0.050560095761599
915 => 0.050558992914454
916 => 0.05079797829682
917 => 0.050628635250725
918 => 0.050294842724165
919 => 0.05051642978074
920 => 0.051174464119947
921 => 0.053217022899802
922 => 0.054360065853313
923 => 0.053148210278753
924 => 0.053984132026692
925 => 0.053482876847303
926 => 0.053391783870158
927 => 0.053916804501995
928 => 0.054442744112947
929 => 0.054409244033429
930 => 0.054027438883176
1001 => 0.053811766841744
1002 => 0.055444907794895
1003 => 0.056648178229347
1004 => 0.056566123252545
1005 => 0.056928287234442
1006 => 0.057991611886602
1007 => 0.058088828966777
1008 => 0.058076581849184
1009 => 0.057835619172417
1010 => 0.058882600382623
1011 => 0.059756010528059
1012 => 0.057779843274826
1013 => 0.058532341894928
1014 => 0.058870162769483
1015 => 0.059366184040267
1016 => 0.060203055066897
1017 => 0.061112118970894
1018 => 0.061240670574298
1019 => 0.061149457059922
1020 => 0.060549904978287
1021 => 0.061544613549429
1022 => 0.062127290501617
1023 => 0.06247426129232
1024 => 0.063354121487109
1025 => 0.058872249036197
1026 => 0.055699756951927
1027 => 0.055204326501627
1028 => 0.056211803804152
1029 => 0.056477467534347
1030 => 0.056370378817819
1031 => 0.052799450546612
1101 => 0.0551855263033
1102 => 0.057752743190548
1103 => 0.057851360446507
1104 => 0.059136562898237
1105 => 0.059555077498748
1106 => 0.060589833927727
1107 => 0.060525109631361
1108 => 0.060777056355246
1109 => 0.060719138166534
1110 => 0.062635806557544
1111 => 0.064750176420839
1112 => 0.064676962515757
1113 => 0.06437299683182
1114 => 0.064824437706318
1115 => 0.067006693994883
1116 => 0.066805786805776
1117 => 0.067000951026759
1118 => 0.069573954177552
1119 => 0.072919224279013
1120 => 0.071365010457258
1121 => 0.074737207237487
1122 => 0.076859826358172
1123 => 0.080530676644481
1124 => 0.080071068109317
1125 => 0.081500103187833
1126 => 0.079248272908176
1127 => 0.074077615416097
1128 => 0.073259339075493
1129 => 0.074897549031438
1130 => 0.078924928353939
1201 => 0.074770712524347
1202 => 0.075611104976211
1203 => 0.075369071893538
1204 => 0.075356174979136
1205 => 0.075848397746291
1206 => 0.07513440294992
1207 => 0.072225459704293
1208 => 0.073558611251254
1209 => 0.073043817415776
1210 => 0.073615019556661
1211 => 0.076697561929333
1212 => 0.075334696467743
1213 => 0.073899028414157
1214 => 0.075699674753599
1215 => 0.077992516312922
1216 => 0.077849034408772
1217 => 0.077570619543938
1218 => 0.07914002955968
1219 => 0.081732235111698
1220 => 0.082432897856083
1221 => 0.082950112769569
1222 => 0.083021427967721
1223 => 0.083756018830836
1224 => 0.079805938619131
1225 => 0.086074817360362
1226 => 0.087157279544692
1227 => 0.086953821517499
1228 => 0.08815693267841
1229 => 0.087802946854885
1230 => 0.087290076935273
1231 => 0.089197264034399
]
'min_raw' => 0.032878891382484
'max_raw' => 0.089197264034399
'avg_raw' => 0.061038077708442
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.032878'
'max' => '$0.089197'
'avg' => '$0.061038'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.011339079919602
'max_diff' => 0.041111152318481
'year' => 2032
]
7 => [
'items' => [
101 => 0.087010827927313
102 => 0.083907457137956
103 => 0.082204886545201
104 => 0.084446968844194
105 => 0.085816130266299
106 => 0.086721058871289
107 => 0.086994889720387
108 => 0.080112572101529
109 => 0.0764033846158
110 => 0.078780931268232
111 => 0.081681702273703
112 => 0.079789824689732
113 => 0.079863982709226
114 => 0.077166662451166
115 => 0.081920355265146
116 => 0.081227782206999
117 => 0.084820852457806
118 => 0.083963337406261
119 => 0.086893346713611
120 => 0.086121777067681
121 => 0.089324519530059
122 => 0.090602180209092
123 => 0.092747571341195
124 => 0.094325729791283
125 => 0.095252454618536
126 => 0.095196817535965
127 => 0.098868962994014
128 => 0.096703627112393
129 => 0.093983454914593
130 => 0.093934255581568
131 => 0.095343071307947
201 => 0.098295562580717
202 => 0.099061100610745
203 => 0.099488931932912
204 => 0.098833693370098
205 => 0.096483376461619
206 => 0.095468521536915
207 => 0.09633320733594
208 => 0.09527577090703
209 => 0.097101202847589
210 => 0.0996079107932
211 => 0.099090285515029
212 => 0.10082062921324
213 => 0.10261135290342
214 => 0.1051721682068
215 => 0.10584166015383
216 => 0.10694830488376
217 => 0.10808740582471
218 => 0.10845325434731
219 => 0.10915177269309
220 => 0.10914809115661
221 => 0.11125312320732
222 => 0.11357503874667
223 => 0.11445150811031
224 => 0.11646690108319
225 => 0.11301561124493
226 => 0.11563345423281
227 => 0.11799481413674
228 => 0.11517950351183
301 => 0.11905975332502
302 => 0.11921041463243
303 => 0.121485221501
304 => 0.11917926893944
305 => 0.11781000166925
306 => 0.12176302497251
307 => 0.1236757684299
308 => 0.12309963453411
309 => 0.11871522713994
310 => 0.11616331398046
311 => 0.1094844650148
312 => 0.11739585011943
313 => 0.12124925502562
314 => 0.11870524775215
315 => 0.11998829704482
316 => 0.12698819795552
317 => 0.12965330701229
318 => 0.129098982959
319 => 0.12919265459906
320 => 0.13063069907094
321 => 0.13700778020483
322 => 0.13318648536982
323 => 0.13610772209
324 => 0.13765713551308
325 => 0.13909631705018
326 => 0.13556214205305
327 => 0.13096423230912
328 => 0.1295078812861
329 => 0.11845229636571
330 => 0.11787680515863
331 => 0.11755376450493
401 => 0.11551703887835
402 => 0.11391673044196
403 => 0.1126441057577
404 => 0.1093043585483
405 => 0.11043142519217
406 => 0.1051085651998
407 => 0.10851394239234
408 => 0.10001852931958
409 => 0.10709376176914
410 => 0.10324303441819
411 => 0.10582869426937
412 => 0.10581967314573
413 => 0.1010586535755
414 => 0.098312596847339
415 => 0.10006249107265
416 => 0.10193851658897
417 => 0.10224289541728
418 => 0.10467521146846
419 => 0.10535401859588
420 => 0.10329720130931
421 => 0.099842480766507
422 => 0.10064493355481
423 => 0.098296335167197
424 => 0.094180506830431
425 => 0.097136566597365
426 => 0.098145895370569
427 => 0.098591672457008
428 => 0.094544227993877
429 => 0.093272433069267
430 => 0.092595340122797
501 => 0.099320006511947
502 => 0.099688398916821
503 => 0.09780365128805
504 => 0.1063228892892
505 => 0.10439472335171
506 => 0.10654895711601
507 => 0.10057211937519
508 => 0.10080044262577
509 => 0.097970911856187
510 => 0.099555260017836
511 => 0.098435493803107
512 => 0.099427260343209
513 => 0.10002172111814
514 => 0.10285078758956
515 => 0.10712606516385
516 => 0.10242821939978
517 => 0.10038130072599
518 => 0.1016511975589
519 => 0.10503310017
520 => 0.11015685574223
521 => 0.10712348931828
522 => 0.10846964582733
523 => 0.10876372113822
524 => 0.10652702903853
525 => 0.11023932577033
526 => 0.11222877574754
527 => 0.1142695397655
528 => 0.11604147798138
529 => 0.11345441373937
530 => 0.11622294331942
531 => 0.11399199718916
601 => 0.11199060787934
602 => 0.11199364316078
603 => 0.1107381424111
604 => 0.10830545150532
605 => 0.10785682597812
606 => 0.11019063262578
607 => 0.11206212454489
608 => 0.11221626958319
609 => 0.11325242367033
610 => 0.11386560898587
611 => 0.11987565866314
612 => 0.12229295036107
613 => 0.12524876889232
614 => 0.12640022679105
615 => 0.12986570224571
616 => 0.12706704936391
617 => 0.12646154320859
618 => 0.11805543330396
619 => 0.11943193332993
620 => 0.12163584268399
621 => 0.11809177495746
622 => 0.120339670198
623 => 0.12078345233542
624 => 0.11797134889227
625 => 0.11947341484507
626 => 0.11548437300595
627 => 0.10721301537515
628 => 0.11024853415586
629 => 0.11248369772304
630 => 0.109293843719
701 => 0.11501153355685
702 => 0.11167137719065
703 => 0.11061270797835
704 => 0.10648246193833
705 => 0.10843177908147
706 => 0.1110682584291
707 => 0.10943922071589
708 => 0.11281971857205
709 => 0.11760740508222
710 => 0.12101939560103
711 => 0.12128132586621
712 => 0.11908764454822
713 => 0.12260303286018
714 => 0.12262863862619
715 => 0.11866326624953
716 => 0.1162344977481
717 => 0.11568267643441
718 => 0.11706123426696
719 => 0.1187350579715
720 => 0.12137421143259
721 => 0.1229689965959
722 => 0.12712735049314
723 => 0.12825248182838
724 => 0.12948866004731
725 => 0.13114057537104
726 => 0.13312412325957
727 => 0.12878423340291
728 => 0.12895666531748
729 => 0.12491541997282
730 => 0.12059676974884
731 => 0.12387408694149
801 => 0.12815874320764
802 => 0.12717583832606
803 => 0.12706524144796
804 => 0.12725123471991
805 => 0.12651015653787
806 => 0.12315828738615
807 => 0.12147499968197
808 => 0.12364687027286
809 => 0.12480112283308
810 => 0.12659126789257
811 => 0.12637059472861
812 => 0.13098181615433
813 => 0.13277359736427
814 => 0.13231518305613
815 => 0.13239954232118
816 => 0.13564347661515
817 => 0.13925139871601
818 => 0.14263069387072
819 => 0.1460682580462
820 => 0.14192414026225
821 => 0.13982001282521
822 => 0.14199093524534
823 => 0.14083901325127
824 => 0.14745829871144
825 => 0.14791660367504
826 => 0.15453541048553
827 => 0.16081744630154
828 => 0.15687181215987
829 => 0.1605923674402
830 => 0.1646164513172
831 => 0.17237956200002
901 => 0.16976521943157
902 => 0.16776267399611
903 => 0.16587027823583
904 => 0.16980805340361
905 => 0.17487393824945
906 => 0.17596508132481
907 => 0.17773314995562
908 => 0.17587424197947
909 => 0.17811309188474
910 => 0.18601721585086
911 => 0.18388145178358
912 => 0.18084832346684
913 => 0.18708787021796
914 => 0.18934593793156
915 => 0.20519423970488
916 => 0.22520337535438
917 => 0.21691946180842
918 => 0.21177736935022
919 => 0.21298588304996
920 => 0.22029254203718
921 => 0.2226392090021
922 => 0.21626015924682
923 => 0.21851334746227
924 => 0.23092863605799
925 => 0.23758904005945
926 => 0.22854331681387
927 => 0.2035865251379
928 => 0.18057522344809
929 => 0.18667885686865
930 => 0.18598689425656
1001 => 0.19932557301387
1002 => 0.18383051451692
1003 => 0.18409141156272
1004 => 0.19770592007082
1005 => 0.19407380261263
1006 => 0.1881902374968
1007 => 0.18061817998458
1008 => 0.1666205313427
1009 => 0.15422242358727
1010 => 0.17853796800936
1011 => 0.17748943751893
1012 => 0.17597100998528
1013 => 0.1793501061504
1014 => 0.19575803795507
1015 => 0.19537978201968
1016 => 0.1929735107466
1017 => 0.19479864629933
1018 => 0.18787028241001
1019 => 0.1896558795402
1020 => 0.18057157834034
1021 => 0.18467806187661
1022 => 0.18817761400851
1023 => 0.18888020091074
1024 => 0.19046316507645
1025 => 0.17693690959607
1026 => 0.18300980119676
1027 => 0.18657705605918
1028 => 0.17046006881294
1029 => 0.18625847504139
1030 => 0.17670144758136
1031 => 0.17345764891969
1101 => 0.17782499647965
1102 => 0.17612303688815
1103 => 0.17465979197379
1104 => 0.17384327616984
1105 => 0.17705017421132
1106 => 0.17690056858461
1107 => 0.17165346095667
1108 => 0.16480882295549
1109 => 0.16710610813627
1110 => 0.16627148289293
1111 => 0.16324669334227
1112 => 0.16528503628493
1113 => 0.15630920554719
1114 => 0.14086675528599
1115 => 0.15106851094358
1116 => 0.15067575444814
1117 => 0.15047770881305
1118 => 0.15814404623391
1119 => 0.15740710478339
1120 => 0.15606954883455
1121 => 0.16322212807834
1122 => 0.16061134043859
1123 => 0.16865717276537
1124 => 0.1739566783076
1125 => 0.17261255228104
1126 => 0.17759676285824
1127 => 0.16715903294697
1128 => 0.17062602813446
1129 => 0.17134057103755
1130 => 0.16313386636074
1201 => 0.15752767751861
1202 => 0.15715380863807
1203 => 0.14743344976622
1204 => 0.15262598701557
1205 => 0.1571952049132
1206 => 0.15500690412587
1207 => 0.15431415347022
1208 => 0.15785326633062
1209 => 0.15812828571032
1210 => 0.15185781470781
1211 => 0.15316164418922
1212 => 0.15859882987034
1213 => 0.15302464106044
1214 => 0.14219490274139
1215 => 0.13950897790542
1216 => 0.13915062602088
1217 => 0.13186618484234
1218 => 0.13968846424621
1219 => 0.13627382966237
1220 => 0.14706061939912
1221 => 0.1408992629522
1222 => 0.14063365919032
1223 => 0.14023216014864
1224 => 0.13396214070979
1225 => 0.13533487648638
1226 => 0.1398980592813
1227 => 0.14152625431047
1228 => 0.14135642022952
1229 => 0.13987569719617
1230 => 0.14055356461831
1231 => 0.13836991746694
]
'min_raw' => 0.0764033846158
'max_raw' => 0.23758904005945
'avg_raw' => 0.15699621233763
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.0764033'
'max' => '$0.237589'
'avg' => '$0.156996'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.043524493233316
'max_diff' => 0.14839177602505
'year' => 2033
]
8 => [
'items' => [
101 => 0.13759882620911
102 => 0.13516505009403
103 => 0.13158807155267
104 => 0.13208547235773
105 => 0.12499854189996
106 => 0.1211372060547
107 => 0.12006843918432
108 => 0.1186392394584
109 => 0.12022987109631
110 => 0.1249784655164
111 => 0.11925065317527
112 => 0.10943072067573
113 => 0.1100209153513
114 => 0.11134690755694
115 => 0.10887592985405
116 => 0.10653735683169
117 => 0.1085705563402
118 => 0.10440972148626
119 => 0.11184972457042
120 => 0.11164849333736
121 => 0.11442166640043
122 => 0.116155788428
123 => 0.11215919858311
124 => 0.11115406704505
125 => 0.11172663564981
126 => 0.10226335202543
127 => 0.11364831423523
128 => 0.1137467718612
129 => 0.11290371789236
130 => 0.1189658587978
131 => 0.13175886693746
201 => 0.12694562267776
202 => 0.12508178901933
203 => 0.12153863987219
204 => 0.12625967573937
205 => 0.1258971738444
206 => 0.1242578028006
207 => 0.12326630607816
208 => 0.12509316919021
209 => 0.12303993752158
210 => 0.12267112069486
211 => 0.12043649200161
212 => 0.11963883122725
213 => 0.1190482749457
214 => 0.11839813050658
215 => 0.11983218713338
216 => 0.11658242615118
217 => 0.11266353298465
218 => 0.11233771942086
219 => 0.1132373193163
220 => 0.1128393133299
221 => 0.11233581392133
222 => 0.11137449643044
223 => 0.1110892940662
224 => 0.11201606338948
225 => 0.1109697948575
226 => 0.11251362106963
227 => 0.11209378576373
228 => 0.10974861987323
301 => 0.10682567488205
302 => 0.10679965454054
303 => 0.10616991083678
304 => 0.10536783754745
305 => 0.1051447191073
306 => 0.10839932594865
307 => 0.11513626470805
308 => 0.1138136424283
309 => 0.1147693725732
310 => 0.11947061896524
311 => 0.12096500382186
312 => 0.11990432484708
313 => 0.11845240204657
314 => 0.11851627928116
315 => 0.12347793901742
316 => 0.12378739164908
317 => 0.12456927861607
318 => 0.12557422432988
319 => 0.12007547144765
320 => 0.1182572885149
321 => 0.11739573257241
322 => 0.11474247373366
323 => 0.11760378591803
324 => 0.1159366218418
325 => 0.11616157923412
326 => 0.11601507543726
327 => 0.11609507641689
328 => 0.11184764493793
329 => 0.11339518573044
330 => 0.11082209901242
331 => 0.10737702473953
401 => 0.10736547564257
402 => 0.10820865269023
403 => 0.10770709798876
404 => 0.10635742718326
405 => 0.10654914155092
406 => 0.10486952195893
407 => 0.10675307777988
408 => 0.10680709142114
409 => 0.10608181983209
410 => 0.10898369745488
411 => 0.11017259908464
412 => 0.10969520978791
413 => 0.11013910417896
414 => 0.11386860335531
415 => 0.11447667445051
416 => 0.11474673946407
417 => 0.11438488812265
418 => 0.11020727257757
419 => 0.11039256759159
420 => 0.1090329957239
421 => 0.10788430076386
422 => 0.10793024253815
423 => 0.1085208210675
424 => 0.11109991214216
425 => 0.11652745726306
426 => 0.11673342863291
427 => 0.11698307194178
428 => 0.11596764714393
429 => 0.11566138530859
430 => 0.11606542372229
501 => 0.11810372430293
502 => 0.12334678678955
503 => 0.12149353833441
504 => 0.11998681849285
505 => 0.12130861800265
506 => 0.12110513732873
507 => 0.11938755566507
508 => 0.11933934886835
509 => 0.11604276051172
510 => 0.11482408685596
511 => 0.11380567193306
512 => 0.11269358942366
513 => 0.11203430963474
514 => 0.11304726302782
515 => 0.11327893745373
516 => 0.11106409715635
517 => 0.11076222260794
518 => 0.11257090900543
519 => 0.11177497355652
520 => 0.11259361290397
521 => 0.11278354425474
522 => 0.11275296093277
523 => 0.11192191291151
524 => 0.11245159813805
525 => 0.11119873467051
526 => 0.10983643382356
527 => 0.10896737075754
528 => 0.10820899796796
529 => 0.10862978726851
530 => 0.10712975024515
531 => 0.1066498582116
601 => 0.11227215270159
602 => 0.11642540209121
603 => 0.11636501220021
604 => 0.11599740426982
605 => 0.11545121345179
606 => 0.11806376704258
607 => 0.11715360561121
608 => 0.11781582409906
609 => 0.11798438649744
610 => 0.1184945741096
611 => 0.11867692232884
612 => 0.11812573936132
613 => 0.11627590200099
614 => 0.11166628317632
615 => 0.10952049317001
616 => 0.10881234672697
617 => 0.10883808650521
618 => 0.10812806851384
619 => 0.10833720063307
620 => 0.10805534089739
621 => 0.10752156674721
622 => 0.10859682821887
623 => 0.10872074208672
624 => 0.10846976321082
625 => 0.10852887782166
626 => 0.10645087992367
627 => 0.10660886559068
628 => 0.10572918132091
629 => 0.10556425112509
630 => 0.103340485894
701 => 0.099400763447202
702 => 0.10158375212084
703 => 0.098947008777744
704 => 0.097948434120532
705 => 0.10267553123755
706 => 0.10220106179627
707 => 0.1013889763597
708 => 0.10018773274558
709 => 0.099742179804152
710 => 0.097035141176979
711 => 0.096875194893396
712 => 0.098216876333214
713 => 0.097597736513178
714 => 0.09672822971926
715 => 0.093578964252182
716 => 0.090038147181222
717 => 0.090145022191812
718 => 0.091271290222841
719 => 0.094546066420993
720 => 0.093266554706172
721 => 0.092338254276363
722 => 0.092164411510469
723 => 0.094340417690122
724 => 0.097419922321721
725 => 0.098864756994835
726 => 0.097432969714061
727 => 0.095788209578809
728 => 0.095888318507158
729 => 0.096554298357868
730 => 0.096624283423729
731 => 0.095553713659754
801 => 0.095855072777415
802 => 0.095397280720833
803 => 0.092587811714609
804 => 0.092536997329209
805 => 0.091847508326274
806 => 0.091826630873285
807 => 0.0906536380782
808 => 0.090489528277651
809 => 0.088160479887437
810 => 0.089693466590884
811 => 0.088665219595626
812 => 0.087115408834826
813 => 0.086848220875505
814 => 0.086840188882809
815 => 0.088431498002806
816 => 0.089674871217311
817 => 0.088683106392339
818 => 0.088457300766246
819 => 0.090868314097226
820 => 0.090561490673985
821 => 0.090295783568256
822 => 0.097144186458264
823 => 0.091723141183281
824 => 0.089359256020942
825 => 0.08643349924293
826 => 0.087386140402797
827 => 0.087586875892392
828 => 0.080550958248571
829 => 0.077696487336741
830 => 0.076716940488268
831 => 0.076153197428212
901 => 0.076410102219719
902 => 0.073840743603028
903 => 0.075567395086714
904 => 0.073342547707136
905 => 0.072969544803671
906 => 0.076947847524057
907 => 0.077501405106692
908 => 0.075139756482313
909 => 0.076656317215347
910 => 0.076106391211777
911 => 0.07338068632976
912 => 0.073276584452195
913 => 0.071908921555558
914 => 0.069768793954043
915 => 0.06879069821286
916 => 0.068281297458636
917 => 0.068491486137852
918 => 0.068385208309761
919 => 0.067691673592373
920 => 0.068424960907939
921 => 0.066551714831906
922 => 0.06580577315066
923 => 0.065468848598957
924 => 0.063806234886457
925 => 0.066452192670719
926 => 0.066973479687116
927 => 0.06749579379997
928 => 0.072042181553369
929 => 0.071815056869168
930 => 0.073868153400142
1001 => 0.07378837384435
1002 => 0.073202797455758
1003 => 0.070732346994927
1004 => 0.071717024517069
1005 => 0.068686340156779
1006 => 0.070957134946013
1007 => 0.069920839034864
1008 => 0.070606762256034
1009 => 0.069373410457168
1010 => 0.070055998266508
1011 => 0.067097096177177
1012 => 0.064334115039037
1013 => 0.065446019305472
1014 => 0.066654786404764
1015 => 0.069275701464158
1016 => 0.067714706076863
1017 => 0.068276099045905
1018 => 0.066395526575662
1019 => 0.062515368410582
1020 => 0.062537329684413
1021 => 0.061940451884556
1022 => 0.061424662319894
1023 => 0.067894005174939
1024 => 0.067089440125738
1025 => 0.065807471018707
1026 => 0.067523437611896
1027 => 0.067977166415187
1028 => 0.067990083436349
1029 => 0.069242008367231
1030 => 0.069910160927263
1031 => 0.070027925711908
1101 => 0.07199785664028
1102 => 0.072658151503453
1103 => 0.075377812596435
1104 => 0.069853472850667
1105 => 0.069739702708995
1106 => 0.06754758478087
1107 => 0.06615730893484
1108 => 0.067642778157481
1109 => 0.06895870110197
1110 => 0.067588474174876
1111 => 0.067767396884486
1112 => 0.065927979186515
1113 => 0.066585484460893
1114 => 0.067151816578712
1115 => 0.066839121270715
1116 => 0.066371001260021
1117 => 0.06885081042711
1118 => 0.068710889875452
1119 => 0.071020145182411
1120 => 0.072820374830618
1121 => 0.076046708189745
1122 => 0.072679861136934
1123 => 0.072557159848324
1124 => 0.073756584626387
1125 => 0.072657967877768
1126 => 0.073352255739934
1127 => 0.075934847681502
1128 => 0.075989413779632
1129 => 0.075075361331504
1130 => 0.075019741156966
1201 => 0.075195294928268
1202 => 0.0762235188501
1203 => 0.075864225817682
1204 => 0.076280008810983
1205 => 0.076799951810801
1206 => 0.078950656509311
1207 => 0.079469184130946
1208 => 0.078209430836122
1209 => 0.078323172453785
1210 => 0.07785199014052
1211 => 0.077396833929802
1212 => 0.078419958621268
1213 => 0.080289739104488
1214 => 0.080278107297144
1215 => 0.080711860025912
1216 => 0.080982084382533
1217 => 0.079822083627597
1218 => 0.079066965790544
1219 => 0.079356526018666
1220 => 0.079819539129236
1221 => 0.079206377107244
1222 => 0.075421657063229
1223 => 0.076569699355731
1224 => 0.076378608981858
1225 => 0.076106473052081
1226 => 0.077260838454739
1227 => 0.07714949709556
1228 => 0.073814391116724
1229 => 0.074027893780764
1230 => 0.073827374920867
1231 => 0.074475292379493
]
'min_raw' => 0.061424662319894
'max_raw' => 0.13759882620911
'avg_raw' => 0.099511744264502
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.061424'
'max' => '$0.137598'
'avg' => '$0.099511'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.014978722295906
'max_diff' => -0.099990213850343
'year' => 2034
]
9 => [
'items' => [
101 => 0.072622978208719
102 => 0.073192737572123
103 => 0.073550085303687
104 => 0.073760565862853
105 => 0.074520965970432
106 => 0.074431741794313
107 => 0.074515419670368
108 => 0.075642892291722
109 => 0.081345261908647
110 => 0.081655629305327
111 => 0.080127266732533
112 => 0.080737817434746
113 => 0.079565693599259
114 => 0.080352548182568
115 => 0.080890894104529
116 => 0.078458212401155
117 => 0.078314164778655
118 => 0.077137203171151
119 => 0.07776963567251
120 => 0.076763390089341
121 => 0.077010287558475
122 => 0.076319940710643
123 => 0.077562427590054
124 => 0.078951720984176
125 => 0.07930271136039
126 => 0.078379406791429
127 => 0.077710873434765
128 => 0.076537149089041
129 => 0.078489078834133
130 => 0.079059882575579
131 => 0.078486080645078
201 => 0.078353118199961
202 => 0.078101154606722
203 => 0.078406573467375
204 => 0.079056773855817
205 => 0.078750151359944
206 => 0.078952680920461
207 => 0.078180847083345
208 => 0.079822467636114
209 => 0.082429756151414
210 => 0.082438139010325
211 => 0.082131514861642
212 => 0.082006050866311
213 => 0.082320665850368
214 => 0.082491331573037
215 => 0.083508738740959
216 => 0.084600457167428
217 => 0.089695030709694
218 => 0.088264494845291
219 => 0.092784703569526
220 => 0.096359601794753
221 => 0.097431557461145
222 => 0.096445408687476
223 => 0.093071847003464
224 => 0.09290632397282
225 => 0.097947849409739
226 => 0.096523387557316
227 => 0.09635395235257
228 => 0.094551448039372
301 => 0.095616951332974
302 => 0.095383910132673
303 => 0.095016043197233
304 => 0.097048949257823
305 => 0.10085436792447
306 => 0.10026125773828
307 => 0.099818528497885
308 => 0.097878617843
309 => 0.099046877351971
310 => 0.098630882517364
311 => 0.10041826032368
312 => 0.099359457306486
313 => 0.096512595857787
314 => 0.09696596792687
315 => 0.096897441650686
316 => 0.098307707558728
317 => 0.097884380738085
318 => 0.096814780294803
319 => 0.10084136141717
320 => 0.10057989763611
321 => 0.10095059349871
322 => 0.10111378528158
323 => 0.10356469425445
324 => 0.1045687532403
325 => 0.10479669220861
326 => 0.10575047058845
327 => 0.10477296133365
328 => 0.10868369530516
329 => 0.11128410519856
330 => 0.11430461510561
331 => 0.11871839191634
401 => 0.12037801282689
402 => 0.12007821716409
403 => 0.12342469236825
404 => 0.12943823392216
405 => 0.12129372584587
406 => 0.12986991262661
407 => 0.12715479090867
408 => 0.12071728615837
409 => 0.12030278674565
410 => 0.12466233970352
411 => 0.13433140857264
412 => 0.1319094164866
413 => 0.13433537008404
414 => 0.13150536635051
415 => 0.131364832812
416 => 0.13419792311939
417 => 0.14081759304632
418 => 0.13767283599865
419 => 0.13316405564475
420 => 0.13649326889368
421 => 0.13360919627332
422 => 0.12711057345855
423 => 0.13190756443489
424 => 0.12869995317945
425 => 0.12963610466978
426 => 0.13637802643256
427 => 0.13556682056915
428 => 0.13661659607204
429 => 0.13476376978684
430 => 0.13303293787258
501 => 0.12980221157135
502 => 0.12884575278643
503 => 0.1291100835848
504 => 0.12884562179722
505 => 0.12703806012358
506 => 0.12664771735226
507 => 0.12599712896542
508 => 0.12619877351064
509 => 0.12497547700703
510 => 0.1272840902553
511 => 0.12771258921761
512 => 0.12939260541734
513 => 0.12956703027244
514 => 0.13424585147514
515 => 0.13166883538109
516 => 0.13339772026585
517 => 0.13324307252886
518 => 0.12085680640654
519 => 0.12256352459324
520 => 0.12521864249408
521 => 0.12402251547868
522 => 0.12233147172952
523 => 0.12096586323404
524 => 0.11889682672275
525 => 0.12180895588006
526 => 0.12563809605151
527 => 0.12966414358623
528 => 0.1345011759021
529 => 0.13342160659846
530 => 0.12957371863165
531 => 0.12974633207496
601 => 0.1308133604606
602 => 0.12943146175144
603 => 0.12902391284425
604 => 0.13075736949909
605 => 0.13076930686238
606 => 0.12917926538946
607 => 0.12741222526683
608 => 0.12740482130419
609 => 0.12709039358195
610 => 0.13156130234379
611 => 0.13401985010294
612 => 0.13430171864138
613 => 0.13400087810449
614 => 0.13411665968721
615 => 0.13268608491656
616 => 0.13595595461849
617 => 0.13895671041357
618 => 0.13815244375869
619 => 0.13694673370978
620 => 0.13598632758097
621 => 0.13792620259689
622 => 0.13783982301608
623 => 0.1389305014295
624 => 0.13888102195661
625 => 0.13851426782866
626 => 0.13815245685664
627 => 0.13958699646345
628 => 0.13917387209469
629 => 0.13876010602968
630 => 0.13793023484187
701 => 0.138043028119
702 => 0.13683752625293
703 => 0.13627980592967
704 => 0.12789303042609
705 => 0.12565180996573
706 => 0.12635694354681
707 => 0.12658909183049
708 => 0.12561370981394
709 => 0.12701215707059
710 => 0.12679421054696
711 => 0.12764211297594
712 => 0.12711238034996
713 => 0.12713412076171
714 => 0.12869195146381
715 => 0.12914419634412
716 => 0.12891418094793
717 => 0.12907527584696
718 => 0.13278763980106
719 => 0.1322598603615
720 => 0.13197948805327
721 => 0.13205715309875
722 => 0.133005741683
723 => 0.13327129469558
724 => 0.13214612792122
725 => 0.13267676307652
726 => 0.13493614022015
727 => 0.13572679435075
728 => 0.13825018280011
729 => 0.13717820253717
730 => 0.13914586870402
731 => 0.14519380367408
801 => 0.15002531261343
802 => 0.14558205732225
803 => 0.15445450820042
804 => 0.16136298388657
805 => 0.16109782508307
806 => 0.15989317255126
807 => 0.15202805665392
808 => 0.14479045974291
809 => 0.15084501688357
810 => 0.15086045119485
811 => 0.15034035936695
812 => 0.14711011369152
813 => 0.1502279538194
814 => 0.15047543664642
815 => 0.15033691207429
816 => 0.14786029028865
817 => 0.14407894657821
818 => 0.14481781208797
819 => 0.14602808886541
820 => 0.14373678243553
821 => 0.14300457119603
822 => 0.14436589119915
823 => 0.14875234789148
824 => 0.14792311366281
825 => 0.1479014590059
826 => 0.15144927468619
827 => 0.14890980432564
828 => 0.14482713154822
829 => 0.14379620282809
830 => 0.1401371003884
831 => 0.14266445547677
901 => 0.14275541048704
902 => 0.14137120393408
903 => 0.1449394522812
904 => 0.1449065702445
905 => 0.14829409098641
906 => 0.15476975835026
907 => 0.15285458486254
908 => 0.15062744646659
909 => 0.15086959816208
910 => 0.15352540458028
911 => 0.15191964339367
912 => 0.15249708631214
913 => 0.15352453055126
914 => 0.15414441317073
915 => 0.15078040659259
916 => 0.14999609574019
917 => 0.14839167099189
918 => 0.14797310652306
919 => 0.14927987700313
920 => 0.14893558915052
921 => 0.14274776607062
922 => 0.14210110413005
923 => 0.14212093632854
924 => 0.14049487413187
925 => 0.13801473898231
926 => 0.14453238607419
927 => 0.1440089277983
928 => 0.14343107037417
929 => 0.14350185461141
930 => 0.14633094431044
1001 => 0.14468992941255
1002 => 0.14905283647564
1003 => 0.14815595394446
1004 => 0.1472360697606
1005 => 0.14710891374604
1006 => 0.14675483681608
1007 => 0.14554057527704
1008 => 0.14407428150285
1009 => 0.14310610734494
1010 => 0.13200781946549
1011 => 0.13406759714015
1012 => 0.13643718360019
1013 => 0.13725515535068
1014 => 0.13585595806955
1015 => 0.14559582411391
1016 => 0.1473753914959
1017 => 0.14198496581755
1018 => 0.14097663726276
1019 => 0.14566192996609
1020 => 0.14283612571224
1021 => 0.14410858519473
1022 => 0.14135822379172
1023 => 0.14694674582539
1024 => 0.14690417065083
1025 => 0.14473010935724
1026 => 0.14656761107526
1027 => 0.14624829993305
1028 => 0.14379379008706
1029 => 0.14702455816554
1030 => 0.1470261605862
1031 => 0.14493367385929
1101 => 0.1424901074665
1102 => 0.14205325550993
1103 => 0.14172414624345
1104 => 0.14402764448994
1105 => 0.14609295381488
1106 => 0.14993598243501
1107 => 0.15090221113821
1108 => 0.15467346609231
1109 => 0.15242786738622
1110 => 0.15342331220726
1111 => 0.15450400837477
1112 => 0.15502213385875
1113 => 0.15417787618674
1114 => 0.16003618744093
1115 => 0.1605308084048
1116 => 0.16069665053553
1117 => 0.15872126094204
1118 => 0.16047586924675
1119 => 0.1596549461275
1120 => 0.16179076002479
1121 => 0.16212568291533
1122 => 0.16184201514227
1123 => 0.16194832495413
1124 => 0.1569492897756
1125 => 0.15669006342958
1126 => 0.15315549380776
1127 => 0.15459585705487
1128 => 0.15190316700281
1129 => 0.1527570467561
1130 => 0.15313342881529
1201 => 0.15293682818706
1202 => 0.15467729303176
1203 => 0.15319754236029
1204 => 0.14929223704474
1205 => 0.14538586773136
1206 => 0.14533682644669
1207 => 0.14430834835963
1208 => 0.14356494707784
1209 => 0.14370815253829
1210 => 0.1442128272595
1211 => 0.14353561446559
1212 => 0.14368013215073
1213 => 0.14608008864035
1214 => 0.14656138279863
1215 => 0.14492575719501
1216 => 0.13835848437682
1217 => 0.13674685915448
1218 => 0.13790526340438
1219 => 0.13735162078372
1220 => 0.11085347782694
1221 => 0.11707882346212
1222 => 0.11337993447846
1223 => 0.11508455269983
1224 => 0.11130894487017
1225 => 0.11311086282304
1226 => 0.11277811437265
1227 => 0.12278828593266
1228 => 0.12263199087229
1229 => 0.12270680104674
1230 => 0.11913591650347
1231 => 0.12482443254098
]
'min_raw' => 0.072622978208719
'max_raw' => 0.16212568291533
'avg_raw' => 0.11737433056202
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.072622'
'max' => '$0.162125'
'avg' => '$0.117374'
'bar_min_pct' => 61.631153054957
'bar_max_pct' => 60.119598047091
'min_diff' => 0.011198315888825
'max_diff' => 0.024526856706218
'year' => 2035
]
10 => [
'items' => [
101 => 0.12762680009349
102 => 0.12710815644211
103 => 0.12723868787543
104 => 0.12499572537981
105 => 0.12272851782657
106 => 0.12021383572929
107 => 0.12488580424194
108 => 0.12436636109649
109 => 0.1255577767824
110 => 0.12858788232206
111 => 0.12903407687303
112 => 0.12963376687439
113 => 0.12941882069774
114 => 0.13453971066821
115 => 0.13391953710406
116 => 0.13541397695754
117 => 0.13233980079552
118 => 0.12886107866471
119 => 0.12952227001378
120 => 0.1294585919699
121 => 0.12864789738504
122 => 0.12791603856244
123 => 0.12669769982275
124 => 0.13055270387534
125 => 0.13039619775087
126 => 0.13292984998759
127 => 0.13248200234417
128 => 0.12949116617446
129 => 0.12959798447337
130 => 0.13031638886864
131 => 0.13280279468327
201 => 0.13354092921647
202 => 0.13319899589112
203 => 0.13400832670965
204 => 0.13464798878954
205 => 0.13408865841847
206 => 0.14200759694942
207 => 0.1387191015649
208 => 0.14032189133411
209 => 0.14070414724989
210 => 0.13972500675961
211 => 0.13993734727156
212 => 0.14025898528784
213 => 0.14221190833948
214 => 0.14733694350982
215 => 0.14960678669947
216 => 0.15643572192762
217 => 0.14941830782031
218 => 0.14900192350813
219 => 0.1502320209568
220 => 0.15424132885194
221 => 0.1574904963258
222 => 0.15856843262585
223 => 0.15871089970269
224 => 0.16073317986143
225 => 0.16189231313513
226 => 0.16048762185891
227 => 0.15929729307962
228 => 0.15503368314126
229 => 0.15552720760105
301 => 0.15892710172434
302 => 0.16372965242626
303 => 0.16785074054874
304 => 0.16640767912267
305 => 0.17741721916099
306 => 0.17850877008585
307 => 0.17835795304211
308 => 0.1808446684935
309 => 0.17590904473328
310 => 0.17379896995258
311 => 0.15955465567251
312 => 0.16355672696718
313 => 0.16937397262739
314 => 0.16860403835071
315 => 0.16437939905684
316 => 0.167847535781
317 => 0.16670086132133
318 => 0.16579643159942
319 => 0.16993979948782
320 => 0.16538399629436
321 => 0.16932852500553
322 => 0.16426962613253
323 => 0.16641427090571
324 => 0.16519686680766
325 => 0.16598467645853
326 => 0.16137915733711
327 => 0.16386418366237
328 => 0.16127577207197
329 => 0.16127454482785
330 => 0.16121740549853
331 => 0.16426266025587
401 => 0.16436196590418
402 => 0.16211151803738
403 => 0.16178719334117
404 => 0.16298639172851
405 => 0.1615824444875
406 => 0.16223934256523
407 => 0.16160234126108
408 => 0.16145893885021
409 => 0.16031628404254
410 => 0.15982399693344
411 => 0.16001703539359
412 => 0.15935809561095
413 => 0.15896106055701
414 => 0.16113842523308
415 => 0.15997514712129
416 => 0.16096013617869
417 => 0.15983761683226
418 => 0.15594647571913
419 => 0.15370863931689
420 => 0.14635863446316
421 => 0.14844308672202
422 => 0.14982508072617
423 => 0.14936833171605
424 => 0.1503496053282
425 => 0.15040984755842
426 => 0.1500908255042
427 => 0.14972143883468
428 => 0.14954164183232
429 => 0.15088170138299
430 => 0.15165965105648
501 => 0.14996378231319
502 => 0.14956646399436
503 => 0.15128108092531
504 => 0.15232699626268
505 => 0.16004944746481
506 => 0.15947734333657
507 => 0.16091321242869
508 => 0.16075155560413
509 => 0.16225657516456
510 => 0.16471664607714
511 => 0.15971463406522
512 => 0.16058281039393
513 => 0.16036995360725
514 => 0.16269386819017
515 => 0.16270112319783
516 => 0.16130782031723
517 => 0.16206315241256
518 => 0.1616415467584
519 => 0.16240344515889
520 => 0.15946970253714
521 => 0.16304268437249
522 => 0.16506833483527
523 => 0.16509646099391
524 => 0.16605660323671
525 => 0.16703216336308
526 => 0.16890466607228
527 => 0.16697994027883
528 => 0.16351754594469
529 => 0.16376751963215
530 => 0.16173751910088
531 => 0.16177164377656
601 => 0.16158948358338
602 => 0.16213616003549
603 => 0.1595896672761
604 => 0.16018732403687
605 => 0.15935060107191
606 => 0.16058099152161
607 => 0.15925729478857
608 => 0.16036985096126
609 => 0.16084999332357
610 => 0.16262172897723
611 => 0.15899560799197
612 => 0.1516017018362
613 => 0.15315599055259
614 => 0.15085707545431
615 => 0.15106984879924
616 => 0.15149968481863
617 => 0.15010644564619
618 => 0.15037223177428
619 => 0.15036273602347
620 => 0.15028090677307
621 => 0.14991847145487
622 => 0.14939286853783
623 => 0.15148670878725
624 => 0.15184249304679
625 => 0.15263335738338
626 => 0.15498643320068
627 => 0.15475130543718
628 => 0.15513480857481
629 => 0.15429762337866
630 => 0.15110868341938
701 => 0.15128185820162
702 => 0.14912236589214
703 => 0.15257813430983
704 => 0.1517597627346
705 => 0.15123215325623
706 => 0.15108819012179
707 => 0.15344709875891
708 => 0.1541529211945
709 => 0.15371310001862
710 => 0.15281101395526
711 => 0.15454328587471
712 => 0.15500676876167
713 => 0.15511052548747
714 => 0.15817977919854
715 => 0.15528206267476
716 => 0.15597957184286
717 => 0.16142133925959
718 => 0.15648640712519
719 => 0.1591005507389
720 => 0.15897260201236
721 => 0.16030990942733
722 => 0.15886290377125
723 => 0.15888084114058
724 => 0.16006827952802
725 => 0.15840073646849
726 => 0.15798782935624
727 => 0.15741740113797
728 => 0.15866291028388
729 => 0.15940953668732
730 => 0.16542679716237
731 => 0.16931422184967
801 => 0.16914545849164
802 => 0.17068763967225
803 => 0.16999287292563
804 => 0.16774928783056
805 => 0.17157881401179
806 => 0.17036699169386
807 => 0.17046689285339
808 => 0.17046317452724
809 => 0.17126893042932
810 => 0.17069797852625
811 => 0.16957257371831
812 => 0.17031966995026
813 => 0.17253827866739
814 => 0.17942490820057
815 => 0.18327875732305
816 => 0.17919290164436
817 => 0.18201127017973
818 => 0.1803212533459
819 => 0.18001412701355
820 => 0.18178427072956
821 => 0.18355751284781
822 => 0.18344456499082
823 => 0.18215728226995
824 => 0.18143012892453
825 => 0.18693637767033
826 => 0.19099328794975
827 => 0.19071663386656
828 => 0.19193769501701
829 => 0.19552276832072
830 => 0.19585054249402
831 => 0.19580925048198
901 => 0.19499682799379
902 => 0.19852679824189
903 => 0.20147156152678
904 => 0.19480877566091
905 => 0.19734587729636
906 => 0.19848486396082
907 => 0.20015723430637
908 => 0.20297880340112
909 => 0.20604377582226
910 => 0.20647719652833
911 => 0.20616966379628
912 => 0.20414823209366
913 => 0.2075019614896
914 => 0.20946649751511
915 => 0.21063633376069
916 => 0.2136028438373
917 => 0.19849189795471
918 => 0.18779561939627
919 => 0.18612524104323
920 => 0.18952202110851
921 => 0.19041772492291
922 => 0.19005666783845
923 => 0.17801703385782
924 => 0.18606185486198
925 => 0.1947174058347
926 => 0.1950499007984
927 => 0.19938305059438
928 => 0.20079410178976
929 => 0.20428285533445
930 => 0.20406463285034
1001 => 0.20491408882028
1002 => 0.20471881360332
1003 => 0.21118099490112
1004 => 0.21830974051581
1005 => 0.2180628947232
1006 => 0.2170380531976
1007 => 0.21856011762456
1008 => 0.22591774706173
1009 => 0.22524037444676
1010 => 0.22589838424374
1011 => 0.23457344400798
1012 => 0.24585225571435
1013 => 0.24061211530256
1014 => 0.25198171218637
1015 => 0.25913827074829
1016 => 0.27151479877917
1017 => 0.26996519651401
1018 => 0.27478328805328
1019 => 0.26719108504764
1020 => 0.24975785230932
1021 => 0.24699897649674
1022 => 0.25252231573938
1023 => 0.26610090630784
1024 => 0.25209467760028
1025 => 0.25492811942607
1026 => 0.25411208798962
1027 => 0.25406860514229
1028 => 0.25572816856764
1029 => 0.25332088526215
1030 => 0.24351318001359
1031 => 0.24800799353184
1101 => 0.24627233017377
1102 => 0.24819817807182
1103 => 0.25859118489752
1104 => 0.25399618884154
1105 => 0.24915573376373
1106 => 0.25522673861427
1107 => 0.26295721401262
1108 => 0.26247345475519
1109 => 0.26153475960009
1110 => 0.26682613504088
1111 => 0.27556593704152
1112 => 0.27792827040292
1113 => 0.27967209659453
1114 => 0.27991254076417
1115 => 0.28238926514666
1116 => 0.2690712939271
1117 => 0.2902072562823
1118 => 0.29385685311186
1119 => 0.2931708801682
1120 => 0.29722725344575
1121 => 0.29603376552723
1122 => 0.29430458878583
1123 => 0.30073480324608
1124 => 0.29336308125895
1125 => 0.2828998499722
1126 => 0.27715951434904
1127 => 0.28471885135728
1128 => 0.28933507468371
1129 => 0.29238610465553
1130 => 0.29330934448152
1201 => 0.27010513012148
1202 => 0.25759934554614
1203 => 0.26561541007982
1204 => 0.27539556205013
1205 => 0.2690169646891
1206 => 0.26926699362937
1207 => 0.26017279005843
1208 => 0.276200197273
1209 => 0.27386513885355
1210 => 0.2859794260643
1211 => 0.28308825419823
1212 => 0.29296698514467
1213 => 0.29036558421415
1214 => 0.30116385403439
1215 => 0.30547157621717
1216 => 0.31270491220549
1217 => 0.31802578360346
1218 => 0.3211503010604
1219 => 0.32096271675206
1220 => 0.33334361154488
1221 => 0.32604303044107
1222 => 0.31687177995983
1223 => 0.31670590097355
1224 => 0.32145582155541
1225 => 0.33141035201791
1226 => 0.33399141693431
1227 => 0.33543388010723
1228 => 0.3332246975454
1229 => 0.32530043999458
1230 => 0.32187878576103
1231 => 0.32479413430288
]
'min_raw' => 0.12021383572929
'max_raw' => 0.33543388010723
'avg_raw' => 0.22782385791826
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.120213'
'max' => '$0.335433'
'avg' => '$0.227823'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.04759085752057
'max_diff' => 0.1733081971919
'year' => 2036
]
11 => [
'items' => [
101 => 0.32122891355495
102 => 0.32738348479014
103 => 0.33583502564152
104 => 0.33408981587673
105 => 0.33992379046397
106 => 0.34596134040975
107 => 0.35459530799554
108 => 0.35685254683736
109 => 0.36058367680778
110 => 0.36442423515969
111 => 0.36565771899638
112 => 0.36801282236816
113 => 0.36800040981088
114 => 0.3750976723385
115 => 0.38292617269039
116 => 0.38588125034303
117 => 0.39267628846134
118 => 0.38104002381027
119 => 0.38986626421588
120 => 0.39782775399687
121 => 0.38833573766628
122 => 0.40141827082184
123 => 0.40192623593861
124 => 0.40959590611792
125 => 0.40182122606017
126 => 0.39720464585954
127 => 0.41053253991776
128 => 0.4169814880278
129 => 0.41503901237378
130 => 0.40025667673479
131 => 0.3916527233487
201 => 0.36913451775865
202 => 0.39580830499416
203 => 0.40880032867154
204 => 0.40022303053211
205 => 0.404548920802
206 => 0.42814957543989
207 => 0.43713517669677
208 => 0.43526623444943
209 => 0.43558205492382
210 => 0.44043052226184
211 => 0.46193129653832
212 => 0.4490475342078
213 => 0.45889668776412
214 => 0.46412064329662
215 => 0.46897294432942
216 => 0.45705722657836
217 => 0.4415550528609
218 => 0.4366448637076
219 => 0.39937018727222
220 => 0.39742987848804
221 => 0.39634072437011
222 => 0.38947376172046
223 => 0.3840782100972
224 => 0.37978746712241
225 => 0.36852727623222
226 => 0.37232726011129
227 => 0.35438086601681
228 => 0.3658623329773
301 => 0.33721945467169
302 => 0.36107409485233
303 => 0.3480910987394
304 => 0.35680883145267
305 => 0.35677841610449
306 => 0.34072630621969
307 => 0.33146778423712
308 => 0.33736767479148
309 => 0.34369282579965
310 => 0.34471906027036
311 => 0.35291978365578
312 => 0.3552084292787
313 => 0.34827372619462
314 => 0.33662589468368
315 => 0.33933142028492
316 => 0.33141295684717
317 => 0.3175361542518
318 => 0.32750271614152
319 => 0.33090573856947
320 => 0.33240870713956
321 => 0.31876246554856
322 => 0.31447452016635
323 => 0.31219165402421
324 => 0.33486433625645
325 => 0.33610639696981
326 => 0.32975183875054
327 => 0.35847504446561
328 => 0.35197409838711
329 => 0.35923724792725
330 => 0.33908592219459
331 => 0.33985572997493
401 => 0.33031576943377
402 => 0.33565750987643
403 => 0.33188213990389
404 => 0.33522595003677
405 => 0.33723021604337
406 => 0.34676861117088
407 => 0.36118300800295
408 => 0.34534389301628
409 => 0.33844256379628
410 => 0.34272410962982
411 => 0.35412643040004
412 => 0.37140153004099
413 => 0.36117432335977
414 => 0.36571298401566
415 => 0.36670447945801
416 => 0.35916331588305
417 => 0.3716795834986
418 => 0.37838715299575
419 => 0.38526773136388
420 => 0.39124194477151
421 => 0.38251947705649
422 => 0.39185376782819
423 => 0.38433197719033
424 => 0.37758415339974
425 => 0.37759438706305
426 => 0.37336137862924
427 => 0.36515939139535
428 => 0.36364681910836
429 => 0.37151541116211
430 => 0.37782527683077
501 => 0.37834498758946
502 => 0.38183845343624
503 => 0.3839058505388
504 => 0.40416915263399
505 => 0.4123192203635
506 => 0.42228496891026
507 => 0.42616718960803
508 => 0.43785128205519
509 => 0.42841542846852
510 => 0.42637392219074
511 => 0.39803213575146
512 => 0.40267310169316
513 => 0.41010373595242
514 => 0.39815466417352
515 => 0.40573359992004
516 => 0.40722984238021
517 => 0.39774863928684
518 => 0.40281295951761
519 => 0.38936362645099
520 => 0.36147616671101
521 => 0.37171063021334
522 => 0.37924664023422
523 => 0.36849182475109
524 => 0.38776941523576
525 => 0.37650784484486
526 => 0.37293846768166
527 => 0.35901305479316
528 => 0.36558531363823
529 => 0.37447438783188
530 => 0.368981973446
531 => 0.38037955798687
601 => 0.39652157732151
602 => 0.40802534157324
603 => 0.40890845774968
604 => 0.40151230802816
605 => 0.41336468515849
606 => 0.41345101678635
607 => 0.40008148696496
608 => 0.39189272439121
609 => 0.39003222030515
610 => 0.39468012428544
611 => 0.40032353776792
612 => 0.4092216279218
613 => 0.41459855744427
614 => 0.4286187379358
615 => 0.43241219678673
616 => 0.43658005795905
617 => 0.44214960580604
618 => 0.44883727599912
619 => 0.43420503434594
620 => 0.43478640058474
621 => 0.42116105975448
622 => 0.40660042900581
623 => 0.4176501327358
624 => 0.43209615048227
625 => 0.4287822180498
626 => 0.42840933295365
627 => 0.42903642225568
628 => 0.42653782542451
629 => 0.41523676455945
630 => 0.4095614425414
701 => 0.41688405587375
702 => 0.42077569896786
703 => 0.4268112980199
704 => 0.42606728304069
705 => 0.44161433802271
706 => 0.44765545347019
707 => 0.44610987762482
708 => 0.44639430077673
709 => 0.45733145173309
710 => 0.46949581299322
711 => 0.48088934254218
712 => 0.49247933016286
713 => 0.47850714772121
714 => 0.47141293516176
715 => 0.47873235167019
716 => 0.47484856624257
717 => 0.49716594931528
718 => 0.49871115649789
719 => 0.52102692576979
720 => 0.54220724812119
721 => 0.52890426713717
722 => 0.54144837902568
723 => 0.55501585876956
724 => 0.58118972843975
725 => 0.57237528994266
726 => 0.56562356819376
727 => 0.55924322376513
728 => 0.57251970766996
729 => 0.58959969211651
730 => 0.59327855717624
731 => 0.59923972400762
801 => 0.59297228598123
802 => 0.60052072474837
803 => 0.62717003054845
804 => 0.61996915288134
805 => 0.60974274899519
806 => 0.63077981649781
807 => 0.63839304944748
808 => 0.69182670536932
809 => 0.75928890320487
810 => 0.73135911032028
811 => 0.71402218658803
812 => 0.71809677490244
813 => 0.74273168581247
814 => 0.75064363732378
815 => 0.7291362257028
816 => 0.73673300708377
817 => 0.77859201939203
818 => 0.80104803649751
819 => 0.7705497490228
820 => 0.68640618345971
821 => 0.60882197321475
822 => 0.62940079943424
823 => 0.62706779917627
824 => 0.67204008588336
825 => 0.61979741433046
826 => 0.62067704693561
827 => 0.66657931290533
828 => 0.65433337530867
829 => 0.63449652474327
830 => 0.60896680417665
831 => 0.56177275449592
901 => 0.51997166859026
902 => 0.60195322426642
903 => 0.59841803051187
904 => 0.59329854606894
905 => 0.60469140471062
906 => 0.66001189235528
907 => 0.65873657606013
908 => 0.65062366446245
909 => 0.65677723640537
910 => 0.6334177738296
911 => 0.63943803922045
912 => 0.60880968347946
913 => 0.62265497942751
914 => 0.63445396377114
915 => 0.63682278456508
916 => 0.64215985876879
917 => 0.59655514404368
918 => 0.61703032207118
919 => 0.6290575708976
920 => 0.57471802314477
921 => 0.62798345275349
922 => 0.59576126742165
923 => 0.58482457375904
924 => 0.59954939097591
925 => 0.59381111538614
926 => 0.5888776829969
927 => 0.58612474295658
928 => 0.59693702360189
929 => 0.59643261778631
930 => 0.57874162807735
1001 => 0.55566445317901
1002 => 0.56340991055734
1003 => 0.56059591327774
1004 => 0.55039762412361
1005 => 0.55727003966737
1006 => 0.52700739966258
1007 => 0.47494210044948
1008 => 0.5093380319129
1009 => 0.50801382596713
1010 => 0.50734610128132
1011 => 0.53319369314235
1012 => 0.53070904359032
1013 => 0.52619938032362
1014 => 0.5503148006212
1015 => 0.5415123478144
1016 => 0.56863943324622
1017 => 0.5865070861815
1018 => 0.58197527143909
1019 => 0.59877988538658
1020 => 0.56358835025171
1021 => 0.57527756658419
1022 => 0.57768669786976
1023 => 0.55001722007806
1024 => 0.53111556298521
1025 => 0.52985503795178
1026 => 0.49708216936157
1027 => 0.51458917122911
1028 => 0.52999460838358
1029 => 0.52261659949681
1030 => 0.520280942295
1031 => 0.53221330839679
1101 => 0.53314055543671
1102 => 0.51199922466143
1103 => 0.51639517678849
1104 => 0.53472702792454
1105 => 0.51593326117454
1106 => 0.47942004232367
1107 => 0.47036425921391
1108 => 0.46915605081587
1109 => 0.44459604879898
1110 => 0.47096940994322
1111 => 0.45945673104162
1112 => 0.49582514574869
1113 => 0.47505170231573
1114 => 0.47415620068869
1115 => 0.4728025186379
1116 => 0.45166271034105
1117 => 0.45629098485316
1118 => 0.47167607423751
1119 => 0.47716564745528
1120 => 0.47659303999392
1121 => 0.47160067890622
1122 => 0.47388615624714
1123 => 0.46652383741893
1124 => 0.46392404940728
1125 => 0.45571840331446
1126 => 0.44365837042561
1127 => 0.44533539196729
1128 => 0.42144131113522
1129 => 0.40842254774305
1130 => 0.40481912562065
1201 => 0.40000047896119
1202 => 0.40536340458276
1203 => 0.42137362220635
1204 => 0.40206190299516
1205 => 0.36895331496715
1206 => 0.37094319752192
1207 => 0.37541387282106
1208 => 0.36708279897759
1209 => 0.35919813675878
1210 => 0.36605321085517
1211 => 0.3520246656449
1212 => 0.37710915548756
1213 => 0.37643069033578
1214 => 0.38578063693468
1215 => 0.39162735042319
1216 => 0.37815256872814
1217 => 0.37476369757153
1218 => 0.37669415259794
1219 => 0.34478803115298
1220 => 0.38317322611601
1221 => 0.38350518287603
1222 => 0.38066276755994
1223 => 0.40110169886782
1224 => 0.44423421898998
1225 => 0.42800602991842
1226 => 0.4217219846103
1227 => 0.40977600988596
1228 => 0.42569331192435
1229 => 0.42447111147639
1230 => 0.41894385754498
1231 => 0.41560095712118
]
'min_raw' => 0.31219165402421
'max_raw' => 0.80104803649751
'avg_raw' => 0.55661984526086
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$0.312191'
'max' => '$0.801048'
'avg' => '$0.556619'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.19197781829492
'max_diff' => 0.46561415639028
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.0097993392864074
]
1 => [
'year' => 2028
'avg' => 0.016818510983996
]
2 => [
'year' => 2029
'avg' => 0.045945140766597
]
3 => [
'year' => 2030
'avg' => 0.035446607677873
]
4 => [
'year' => 2031
'avg' => 0.0348129615894
]
5 => [
'year' => 2032
'avg' => 0.061038077708442
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.0097993392864074
'min' => '$0.009799'
'max_raw' => 0.061038077708442
'max' => '$0.061038'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.061038077708442
]
1 => [
'year' => 2033
'avg' => 0.15699621233763
]
2 => [
'year' => 2034
'avg' => 0.099511744264502
]
3 => [
'year' => 2035
'avg' => 0.11737433056202
]
4 => [
'year' => 2036
'avg' => 0.22782385791826
]
5 => [
'year' => 2037
'avg' => 0.55661984526086
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.061038077708442
'min' => '$0.061038'
'max_raw' => 0.55661984526086
'max' => '$0.556619'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 0.55661984526086
]
]
]
]
'prediction_2025_max_price' => '$0.016755'
'last_price' => 0.01624617
'sma_50day_nextmonth' => '$0.01523'
'sma_200day_nextmonth' => '$0.038787'
'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' => '$0.015795'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.015576'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.015286'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.015761'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.017317'
'daily_sma50_action' => 'SELL'
'daily_sma100' => '$0.024668'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.062925'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.015871'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.015678'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.015563'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.016046'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$0.019062'
'daily_ema50_action' => 'SELL'
'daily_ema100' => '$0.028971'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.059324'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.03446'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.060625'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '—'
'weekly_sma100_action' => '—'
'weekly_sma200' => '—'
'weekly_sma200_action' => '—'
'weekly_ema3' => '$0.016092'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$0.016748'
'weekly_ema5_action' => 'SELL'
'weekly_ema10' => '$0.021021'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.037189'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.088028'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.063057'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$0.031528'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '47.81'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 124.93
'stoch_rsi_14_action' => 'SELL'
'momentum_10' => 0
'momentum_10_action' => 'BUY'
'vwma_10' => '0.015697'
'vwma_10_action' => 'BUY'
'hma_9' => '0.015937'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 100
'stochastic_fast_14_action' => 'SELL'
'cci_20' => 64.59
'cci_20_action' => 'NEUTRAL'
'adx_14' => 24.9
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '-0.001531'
'ao_5_34_action' => 'NEUTRAL'
'macd_12_26' => 0
'macd_12_26_action' => 'BUY'
'williams_percent_r_14' => -0
'williams_percent_r_14_action' => 'SELL'
'ultimate_oscillator' => 69.04
'ultimate_oscillator_action' => 'NEUTRAL'
'ichimoku_cloud' => '-0.010850'
'ichimoku_cloud_action' => 'SELL'
'sell_signals' => 15
'buy_signals' => 17
'sell_pct' => 46.88
'buy_pct' => 53.13
'overall_action' => 'bullish'
'overall_action_label' => 'Altista'
'overall_action_dir' => 1
'last_updated' => 1767681364
'last_updated_date' => '6 de janeiro de 2026'
]
Previsão de preço de AgentAlgo para 2026
A previsão de preço para AgentAlgo em 2026 sugere que o preço médio poderia variar entre $0.005613 na extremidade inferior e $0.016755 na extremidade superior. No mercado de criptomoedas, comparado ao preço médio de hoje, AgentAlgo poderia potencialmente ganhar 3.13% até 2026 se AGENT atingir a meta de preço prevista.
Previsão de preço de AgentAlgo 2027-2032
A previsão de preço de AGENT para 2027-2032 está atualmente dentro de uma faixa de preço entre $0.009799 na extremidade inferior e $0.061038 na extremidade superior. Considerando a volatilidade de preços no mercado, se AgentAlgo atingir a meta de preço superior, poderia ganhar 275.71% até 2032 em comparação com o preço de hoje.
| Previsão de Preço de AgentAlgo | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2027 | $0.0054035 | $0.009799 | $0.014195 |
| 2028 | $0.009751 | $0.016818 | $0.023885 |
| 2029 | $0.021421 | $0.045945 | $0.070468 |
| 2030 | $0.018218 | $0.035446 | $0.052674 |
| 2031 | $0.021539 | $0.034812 | $0.048086 |
| 2032 | $0.032878 | $0.061038 | $0.089197 |
Previsão de preço de AgentAlgo 2032-2037
A previsão de preço de AgentAlgo para 2032-2037 é atualmente estimada entre $0.061038 na extremidade inferior e $0.556619 na extremidade superior. Comparado ao preço atual, AgentAlgo poderia potencialmente ganhar 3326.16% até 2037 se atingir a meta de preço superior. Por favor, note que esta informação é apenas para fins gerais e não deve ser considerada como aconselhamento de investimento a longo prazo.
| Previsão de Preço de AgentAlgo | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2032 | $0.032878 | $0.061038 | $0.089197 |
| 2033 | $0.0764033 | $0.156996 | $0.237589 |
| 2034 | $0.061424 | $0.099511 | $0.137598 |
| 2035 | $0.072622 | $0.117374 | $0.162125 |
| 2036 | $0.120213 | $0.227823 | $0.335433 |
| 2037 | $0.312191 | $0.556619 | $0.801048 |
AgentAlgo Histograma de preços potenciais
Previsão de preço de AgentAlgo baseada na análise técnica
Em 6 de janeiro de 2026, o sentimento geral de previsão de preço para AgentAlgo é Altista, com 17 indicadores técnicos mostrando sinais de alta e 15 indicando sinais de baixa. A previsão de preço de AGENT 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 AgentAlgo
De acordo com nossos indicadores técnicos, o SMA de 200 dias de AgentAlgo está projetado para aumentar no próximo mês, alcançando $0.038787 até 4 de fev. de 2026. O SMA de 50 dias de curto prazo para AgentAlgo é esperado para alcançar $0.01523 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 47.81, sugerindo que o mercado de AGENT está em um estado NEUTRAL.
Médias Móveis e Osciladores Populares de AGENT 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 | $0.015795 | BUY |
| SMA 5 | $0.015576 | BUY |
| SMA 10 | $0.015286 | BUY |
| SMA 21 | $0.015761 | BUY |
| SMA 50 | $0.017317 | SELL |
| SMA 100 | $0.024668 | SELL |
| SMA 200 | $0.062925 | SELL |
Média Móvel Exponencial Diária (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 3 | $0.015871 | BUY |
| EMA 5 | $0.015678 | BUY |
| EMA 10 | $0.015563 | BUY |
| EMA 21 | $0.016046 | BUY |
| EMA 50 | $0.019062 | SELL |
| EMA 100 | $0.028971 | SELL |
| EMA 200 | $0.059324 | SELL |
Média Móvel Simples Semanal (SMA)
| Período | Valor | Ação |
|---|---|---|
| SMA 21 | $0.03446 | SELL |
| SMA 50 | $0.060625 | SELL |
| SMA 100 | — | — |
| SMA 200 | — | — |
Média Móvel Exponencial Semanal (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 21 | $0.037189 | SELL |
| EMA 50 | $0.088028 | SELL |
| EMA 100 | $0.063057 | SELL |
| EMA 200 | $0.031528 | SELL |
Osciladores de AgentAlgo
Um oscilador é uma ferramenta de análise técnica que define limites altos e baixos entre dois extremos, criando um indicador de tendência que flutua dentro desses limites. Os traders usam esse indicador para identificar condições de sobrecompra ou sobrevenda de curto prazo.
| Período | Valor | Ação |
|---|---|---|
| RSI (14) | 47.81 | NEUTRAL |
| Stoch RSI (14) | 124.93 | SELL |
| Estocástico Rápido (14) | 100 | SELL |
| Índice de Canal de Commodities (20) | 64.59 | NEUTRAL |
| Índice Direcional Médio (14) | 24.9 | NEUTRAL |
| Oscilador Impressionante (5, 34) | -0.001531 | NEUTRAL |
| Momentum (10) | 0 | BUY |
| MACD (12, 26) | 0 | BUY |
| Williams Percent Range (14) | -0 | SELL |
| Oscilador Ultimate (7, 14, 28) | 69.04 | NEUTRAL |
| VWMA (10) | 0.015697 | BUY |
| Média Móvel de Hull (9) | 0.015937 | BUY |
| Nuvem Ichimoku B/L (9, 26, 52, 26) | -0.010850 | SELL |
Previsão do preço de AgentAlgo com base nos fluxos financeiros mundiais
Definições dos fluxos financeiros mundiais, usadas na previsão do preço do AgentAlgo
M0: o total de todas as moedas físicas, mais as contas no Banco Central que podem ser trocadas por moedas físicas.
M1: o valor de M0, mais o valor em contas de demanda, incluindo contas 'correntes'.
M2: o valor de M1, mais a maioria das contas de poupança, do mercado de moedas e de certificados de depósito (CD) de menos de US$ 100.000.
Previsões de preço de AgentAlgo por empresas de Internet ou nichos tecnológicos
| Comparação | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook stock | $0.022828 | $0.032077 | $0.045074 | $0.063337 | $0.08900014 | $0.12506 |
| Amazon.com stock | $0.033898 | $0.070731 | $0.147585 | $0.307945 | $0.642546 | $1.34 |
| Apple stock | $0.023043 | $0.032686 | $0.046362 | $0.065761 | $0.093278 | $0.1323082 |
| Netflix stock | $0.025633 | $0.040446 | $0.063817 | $0.100694 | $0.15888 | $0.250688 |
| Google stock | $0.021038 | $0.027245 | $0.035282 | $0.04569 | $0.059168 | $0.076623 |
| Tesla stock | $0.036828 | $0.083488 | $0.189261 | $0.429041 | $0.9726042 | $2.20 |
| Kodak stock | $0.012182 | $0.009135 | $0.00685 | $0.005137 | $0.003852 | $0.002889 |
| Nokia stock | $0.010762 | $0.007129 | $0.004723 | $0.003128 | $0.002072 | $0.001373 |
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 AgentAlgo
Você pode fazer perguntas como: 'Devo investir em AgentAlgo agora?', 'Devo comprar AGENT hoje?', 'AgentAlgo será um bom ou mau investimento no curto ou no longo prazo?'.
Atualizamos a previsão para AgentAlgo regularmente com novos valores. Veja nossas previsões semelhantes. Fazemos previsões de preços futuros para uma enorme quantidade de moedas digitais, como AgentAlgo, 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 AgentAlgo para poder tomar sozinho uma decisão de tão grande responsabilidade sobre o seu investimento.
O preço de AgentAlgo é de $0.01624 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 AgentAlgo com base no padrão de crescimento do Bitcoin
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Se AgentAlgo tiver 1% da média anterior do crescimento anual do Bitcoin | $0.016668 | $0.0171017 | $0.017546 | $0.0180023 |
| Se AgentAlgo tiver 2% da média anterior do crescimento anual do Bitcoin | $0.01709 | $0.017979 | $0.018913 | $0.019897 |
| Se AgentAlgo tiver 5% da média anterior do crescimento anual do Bitcoin | $0.018357 | $0.020743 | $0.023439 | $0.026485 |
| Se AgentAlgo tiver 10% da média anterior do crescimento anual do Bitcoin | $0.020469 | $0.025789 | $0.032493 | $0.040939 |
| Se AgentAlgo tiver 20% da média anterior do crescimento anual do Bitcoin | $0.024691 | $0.037528 | $0.057038 | $0.08669 |
| Se AgentAlgo tiver 50% da média anterior do crescimento anual do Bitcoin | $0.03736 | $0.085916 | $0.197579 | $0.454366 |
| Se AgentAlgo tiver 100% da média anterior do crescimento anual do Bitcoin | $0.058475 | $0.21047 | $0.757552 | $2.72 |
Perguntas Frequentes sobre AgentAlgo
AGENT é um bom investimento?
A decisão de adquirir AgentAlgo depende inteiramente da sua tolerância individual ao risco. Como você pode perceber, o valor de AgentAlgo experimentou uma escalada de 3.3436% nas últimas 24 horas, e AgentAlgo registrou um declínio de durante os últimos 30 dias. Consequentemente, a decisão de investir ou não em AgentAlgo dependerá de quão alinhado esse investimento está com suas aspirações de negociação.
AgentAlgo pode subir?
Parece que o valor médio de AgentAlgo pode potencialmente subir para $0.016755 até o final deste ano. Observando as perspectivas de AgentAlgo em um horizonte de cinco anos mais longo, a moeda digital poderia potencialmente crescer até $0.052674. 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 AgentAlgo na próxima semana?
Com base na nossa nova previsão experimental de AgentAlgo, o preço de AgentAlgo aumentará 0.86% na próxima semana e atingirá $0.016385 até 13 de janeiro de 2026.
Qual será o preço de AgentAlgo no próximo mês?
Com base na nossa nova previsão experimental de AgentAlgo, o preço de AgentAlgo diminuirá -11.62% no próximo mês e atingirá $0.014358 até 5 de fevereiro de 2026.
Até onde o preço de AgentAlgo pode subir este ano em 2026?
De acordo com nossa previsão mais recente sobre o valor de AgentAlgo em 2026, espera-se que AGENT fluctue dentro do intervalo de $0.005613 e $0.016755. No entanto, é crucial lembrar que o mercado de criptomoedas é excepcionalmente instável, e essa previsão de preço de AgentAlgo não considera flutuações repentinas e extremas de preço.
Onde estará AgentAlgo em 5 anos?
O futuro de AgentAlgo parece seguir uma tendência de alta, com um preço máximo de $0.052674 projetada após um período de cinco anos. Com base na previsão de AgentAlgo para 2030, o valor de AgentAlgo pode potencialmente atingir seu pico mais alto de aproximadamente $0.052674, enquanto seu pico mais baixo está previsto para cerca de $0.018218.
Quanto será AgentAlgo em 2026?
Com base na nossa nova simulação experimental de previsão de preços de AgentAlgo, espera-se que o valor de AGENT em 2026 aumente 3.13% para $0.016755 se o melhor cenário ocorrer. O preço ficará entre $0.016755 e $0.005613 durante 2026.
Quanto será AgentAlgo em 2027?
De acordo com nossa última simulação experimental para previsão de preços de AgentAlgo, o valor de AGENT pode diminuir -12.62% para $0.014195 em 2027, assumindo as condições mais favoráveis. O preço está projetado para flutuar entre $0.014195 e $0.0054035 ao longo do ano.
Quanto será AgentAlgo em 2028?
Nosso novo modelo experimental de previsão de preços de AgentAlgo sugere que o valor de AGENT em 2028 pode aumentar 47.02%, alcançando $0.023885 no melhor cenário. O preço é esperado para variar entre $0.023885 e $0.009751 durante o ano.
Quanto será AgentAlgo em 2029?
Com base no nosso modelo de previsão experimental, o valor de AgentAlgo pode experimentar um 333.75% crescimento em 2029, potencialmente alcançando $0.070468 sob condições ótimas. A faixa de preço prevista para 2029 está entre $0.070468 e $0.021421.
Quanto será AgentAlgo em 2030?
Usando nossa nova simulação experimental para previsões de preços de AgentAlgo, espera-se que o valor de AGENT em 2030 aumente 224.23%, alcançando $0.052674 no melhor cenário. O preço está previsto para variar entre $0.052674 e $0.018218 ao longo de 2030.
Quanto será AgentAlgo em 2031?
Nossa simulação experimental indica que o preço de AgentAlgo poderia aumentar 195.98% em 2031, potencialmente atingindo $0.048086 sob condições ideais. O preço provavelmente oscilará entre $0.048086 e $0.021539 durante o ano.
Quanto será AgentAlgo em 2032?
Com base nos achados da nossa mais recente previsão experimental de preços de AgentAlgo, AGENT poderia ver um 449.04% aumento em valor, atingindo $0.089197 se o cenário mais positivo se desenrolar em 2032. O preço é esperado para permanecer dentro de uma faixa de $0.089197 e $0.032878 ao longo do ano.
Quanto será AgentAlgo em 2033?
De acordo com nossa previsão experimental de preços de AgentAlgo, espera-se que o valor de AGENT seja aumentar 1362.43% em 2033, com o preço potencial mais alto sendo $0.237589. Ao longo do ano, o preço de AGENT poderia variar entre $0.237589 e $0.0764033.
Quanto será AgentAlgo em 2034?
Os resultados da nossa nova simulação de previsão de preços de AgentAlgo sugerem que AGENT pode aumentar 746.96% em 2034, atingindo potencialmente $0.137598 nas melhores circunstâncias. A faixa de preço prevista para o ano é entre $0.137598 e $0.061424.
Quanto será AgentAlgo em 2035?
Com base em nossa previsão experimental para o preço de AgentAlgo, AGENT poderia aumentar 897.93%, com o valor potencialmente atingindo $0.162125 em 2035. A faixa de preço esperada para o ano está entre $0.162125 e $0.072622.
Quanto será AgentAlgo em 2036?
Nossa recente simulação de previsão de preços de AgentAlgo sugere que o valor de AGENT pode aumentar 1964.7% em 2036, possivelmente atingindo $0.335433 se as condições forem ideais. A faixa de preço esperada para 2036 está entre $0.335433 e $0.120213.
Quanto será AgentAlgo em 2037?
De acordo com a simulação experimental, o valor de AgentAlgo poderia aumentar 4830.69% em 2037, com um pico de $0.801048 sob condições favoráveis. O preço é esperado para cair entre $0.801048 e $0.312191 ao longo do ano.
Previsões relacionadas
Como ler e prever os movimentos de preço de AgentAlgo?
Traders de AgentAlgo 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 AgentAlgo
Médias móveis são ferramentas populares para a previsão de preço de AgentAlgo. Uma média móvel simples (SMA) calcula o preço médio de fechamento de AGENT 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 AGENT 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 AGENT.
Como ler gráficos de AgentAlgo 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 AgentAlgo 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 AGENT 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 AgentAlgo?
A ação de preço de AgentAlgo 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 AGENT. A capitalização de mercado de AgentAlgo pode mudar rapidamente.
Traders frequentemente monitoram a atividade de "baleias" de AGENT, grandes detentores de AgentAlgo, pois suas ações podem influenciar significativamente os movimentos de preço no relativamente pequeno mercado de AgentAlgo.
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


