Previsão de Preço Seraph - Projeção SERAPH
Previsão de Preço Seraph até $0.009944 até 2026
| Ano | Preço Mínimo | Preço Máximo |
|---|---|---|
| 2026 | $0.003331 | $0.009944 |
| 2027 | $0.0032072 | $0.008425 |
| 2028 | $0.005788 | $0.014177 |
| 2029 | $0.012714 | $0.041826 |
| 2030 | $0.010813 | $0.031264 |
| 2031 | $0.012784 | $0.028541 |
| 2032 | $0.019515 | $0.052942 |
| 2033 | $0.045349 | $0.14102 |
| 2034 | $0.036458 | $0.081671 |
| 2035 | $0.0431051 | $0.096229 |
Calculadora de lucro do investimento
Se você abrir um short de $10,000.00 em Seraph hoje e fechar em Apr 06, 2026, nossa previsão mostra que pode lucrar cerca de $3,955.12, com um retorno de 39.55% nos próximos 90 dias.
Previsão de preço de longo prazo de Seraph para os anos 2027, 2028, 2029, 2030, 2031, 2032 e 2037
[
'name' => 'Seraph'
'name_with_ticker' => 'Seraph <small>SERAPH</small>'
'name_lang' => 'Seraph'
'name_lang_with_ticker' => 'Seraph <small>SERAPH</small>'
'name_with_lang' => 'Seraph'
'name_with_lang_with_ticker' => 'Seraph <small>SERAPH</small>'
'image' => '/uploads/coins/seraph.jpg?1736294429'
'price_for_sd' => 0.009642
'ticker' => 'SERAPH'
'marketcap' => '$3.07M'
'low24h' => '$0.009631'
'high24h' => '$0.00987'
'volume24h' => '$1.6M'
'current_supply' => '318.54M'
'max_supply' => '1B'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.009642'
'change_24h_pct' => '-2.0922%'
'ath_price' => '$0.6981'
'ath_days' => 365
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '6 de jan. de 2025'
'ath_pct' => '-98.62%'
'fdv' => '$9.64M'
'new_prediction' => true
'change_24h_pct_is_increased' => false
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$0.475459'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.009725'
'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' => '$0.008522'
'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' => '$0.003331'
'current_year_max_price_prediction' => '$0.009944'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.010813'
'grand_prediction_max_price' => '$0.031264'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.0098255973143504
107 => 0.0098622825280303
108 => 0.0099449361876447
109 => 0.0092386697158248
110 => 0.0095557626267778
111 => 0.0097420250043748
112 => 0.0089004848061079
113 => 0.0097253904604131
114 => 0.0092263751878515
115 => 0.0090570019093862
116 => 0.0092850407156071
117 => 0.0091961737710478
118 => 0.0091197711905578
119 => 0.0090771372378814
120 => 0.0092445837694454
121 => 0.009236772188606
122 => 0.0089627971629961
123 => 0.0086054079107386
124 => 0.0087253594746985
125 => 0.00868177994696
126 => 0.0085238421165645
127 => 0.0086302731447647
128 => 0.0081616047600819
129 => 0.007355285163498
130 => 0.0078879645872385
131 => 0.0078674570088682
201 => 0.0078571161579093
202 => 0.0082574100226724
203 => 0.0082189310039261
204 => 0.0081490912081141
205 => 0.0085225594539454
206 => 0.0083862385203602
207 => 0.0088063475164184
208 => 0.0090830584721686
209 => 0.0090128756231286
210 => 0.0092731236144718
211 => 0.0087281229164641
212 => 0.0089091502867094
213 => 0.0089464597768239
214 => 0.0085179509137638
215 => 0.0082252266472711
216 => 0.008205705275997
217 => 0.0076981617377872
218 => 0.0079692873991506
219 => 0.0082078667612081
220 => 0.008093605761289
221 => 0.0080574341421648
222 => 0.008242227099603
223 => 0.0082565870950406
224 => 0.0079291776772593
225 => 0.0079972564629239
226 => 0.0082811563163014
227 => 0.0079901029150307
228 => 0.007424633699665
301 => 0.0072843895160307
302 => 0.0072656783567207
303 => 0.0068853250077981
304 => 0.0072937613029848
305 => 0.0071154679147236
306 => 0.0076786945919579
307 => 0.0073569825345669
308 => 0.0073431141707705
309 => 0.0073221501048456
310 => 0.006994764265229
311 => 0.0070664409576495
312 => 0.0073047051999239
313 => 0.0073897205658062
314 => 0.0073808527666343
315 => 0.0073035375751521
316 => 0.0073389320738948
317 => 0.0072249140611838
318 => 0.0071846519278158
319 => 0.0070575735599341
320 => 0.0068708034654433
321 => 0.0068967749926098
322 => 0.0065267345643697
323 => 0.0063251168995326
324 => 0.0062693117871838
325 => 0.0061946868586948
326 => 0.006277740871426
327 => 0.0065256862863297
328 => 0.0062266115114016
329 => 0.0057138687874438
330 => 0.0057446854988247
331 => 0.005813921499734
401 => 0.0056849006700815
402 => 0.0055627932827129
403 => 0.0056689557491445
404 => 0.0054516998976356
405 => 0.0058401758314367
406 => 0.0058296686461186
407 => 0.0059744684510491
408 => 0.0060650147406633
409 => 0.005856334857812
410 => 0.0058038524316053
411 => 0.005833748806766
412 => 0.0053396283203598
413 => 0.0059340882655664
414 => 0.005939229179858
415 => 0.0058952095505535
416 => 0.0062117411194843
417 => 0.0068797214586004
418 => 0.0066284003855781
419 => 0.0065310812698841
420 => 0.0063460775598102
421 => 0.0065925840190504
422 => 0.0065736561690805
423 => 0.006488057253343
424 => 0.00643628676202
425 => 0.0065316754796525
426 => 0.0064244670442852
427 => 0.0064052094634024
428 => 0.0062885294757075
429 => 0.0062468800287016
430 => 0.0062160444362507
501 => 0.006182097478805
502 => 0.0062569760078755
503 => 0.0060872914099109
504 => 0.0058826684191519
505 => 0.0058656562315217
506 => 0.0059126283772955
507 => 0.0058918466994556
508 => 0.0058655567368435
509 => 0.0058153620385718
510 => 0.0058004703438346
511 => 0.0058488611273072
512 => 0.0057942307541246
513 => 0.005874840845626
514 => 0.0058529193610974
515 => 0.0057304677305099
516 => 0.0055778476613976
517 => 0.0055764890226511
518 => 0.0055436072791079
519 => 0.0055017274349025
520 => 0.0054900774203255
521 => 0.0056600150423328
522 => 0.0060117808340828
523 => 0.0059427207921202
524 => 0.0059926237499959
525 => 0.0062380969119716
526 => 0.0063161254485281
527 => 0.0062607426414875
528 => 0.0061849312393475
529 => 0.0061882665562922
530 => 0.0064473370670768
531 => 0.006463494977052
601 => 0.0065043208028202
602 => 0.0065567935263094
603 => 0.0062696789731961
604 => 0.0061747434866604
605 => 0.0061297577863195
606 => 0.0059912192409265
607 => 0.0061406211847356
608 => 0.0060535710701071
609 => 0.0060653171046259
610 => 0.0060576674842363
611 => 0.0060618446942341
612 => 0.0058400672444961
613 => 0.005920871290901
614 => 0.0057865188915503
615 => 0.0056066361105842
616 => 0.0056060330804274
617 => 0.0056500591362291
618 => 0.0056238707154985
619 => 0.0055533983486784
620 => 0.005563408615765
621 => 0.0054757081427883
622 => 0.0055740570410527
623 => 0.0055768773355456
624 => 0.0055390076526131
625 => 0.0056905276999221
626 => 0.0057526055869331
627 => 0.0057276789503797
628 => 0.0057508566676632
629 => 0.0059455905486512
630 => 0.0059773406680871
701 => 0.0059914419738454
702 => 0.0059725480921943
703 => 0.0057544160455296
704 => 0.0057640911293683
705 => 0.0056931017836792
706 => 0.0056331232672448
707 => 0.0056355220933563
708 => 0.0056663588474649
709 => 0.005801024761209
710 => 0.0060844212376941
711 => 0.0060951759268166
712 => 0.0061082109237695
713 => 0.0060551910402976
714 => 0.0060391997361105
715 => 0.0060602963940391
716 => 0.0061667252103281
717 => 0.0064404890209651
718 => 0.0063437226062158
719 => 0.0062650500047657
720 => 0.0063340670862185
721 => 0.0063234424475026
722 => 0.006233759804482
723 => 0.0062312427113897
724 => 0.0060591130461577
725 => 0.0059954806281243
726 => 0.0059423046168116
727 => 0.0058842378006531
728 => 0.0058498138456171
729 => 0.0059027046859602
730 => 0.0059148014469327
731 => 0.0057991547001487
801 => 0.0057833924758915
802 => 0.0058778321057237
803 => 0.0058362727456988
804 => 0.005879017578107
805 => 0.005888934745884
806 => 0.0058873378534602
807 => 0.0058439451085321
808 => 0.005871602350159
809 => 0.0058061847286908
810 => 0.0057350528907533
811 => 0.0056896752098193
812 => 0.0056500771647284
813 => 0.0056720484615967
814 => 0.0055937248000614
815 => 0.0055686674843924
816 => 0.0058622326990034
817 => 0.0060790924793944
818 => 0.0060759392523017
819 => 0.0060567447933185
820 => 0.0060282257207234
821 => 0.0061646388625334
822 => 0.0061171152515937
823 => 0.0061516926492829
824 => 0.0061604940482036
825 => 0.0061871332319249
826 => 0.00619665445039
827 => 0.006167874715277
828 => 0.0060712864090889
829 => 0.0058305975334088
830 => 0.0057185562120525
831 => 0.0056815807098091
901 => 0.0056829246990892
902 => 0.0056458514749125
903 => 0.0056567712009379
904 => 0.0056420540398319
905 => 0.0056141832971607
906 => 0.0056703275217744
907 => 0.0056767976206415
908 => 0.0056636928877432
909 => 0.005666779526739
910 => 0.0055582779354452
911 => 0.0055665270757782
912 => 0.005520594814154
913 => 0.0055119830688211
914 => 0.0053958703112147
915 => 0.0051901597303016
916 => 0.0053041433609367
917 => 0.0051664671636534
918 => 0.0051143271016074
919 => 0.0053611500458899
920 => 0.0053363758680868
921 => 0.005293973244764
922 => 0.0052312509273886
923 => 0.0052079866097506
924 => 0.00506663998037
925 => 0.0050582884674512
926 => 0.0051283436736523
927 => 0.005096015606443
928 => 0.0050506147564846
929 => 0.0048861774801457
930 => 0.0047012955382297
1001 => 0.0047068759619297
1002 => 0.0047656834678023
1003 => 0.0049366742223998
1004 => 0.0048698651764085
1005 => 0.0048213944469963
1006 => 0.0048123173364022
1007 => 0.0049259363797059
1008 => 0.0050867311299061
1009 => 0.0051621724291203
1010 => 0.0050874123927853
1011 => 0.00500153208841
1012 => 0.0050067592246063
1013 => 0.0050415330199221
1014 => 0.0050451872541348
1015 => 0.0049892880046244
1016 => 0.0050050233159298
1017 => 0.0049811199391898
1018 => 0.0048344249602586
1019 => 0.0048317717132645
1020 => 0.0047957703996587
1021 => 0.0047946802941906
1022 => 0.0047334330787985
1023 => 0.0047248641699832
1024 => 0.004603254106382
1025 => 0.0046832982185135
1026 => 0.0046296088306002
1027 => 0.0045486862589686
1028 => 0.0045347351771178
1029 => 0.0045343157907509
1030 => 0.0046174051778607
1031 => 0.0046823272706481
1101 => 0.0046305427804894
1102 => 0.0046187524558804
1103 => 0.0047446422766997
1104 => 0.0047286216494893
1105 => 0.004714747889647
1106 => 0.0050723337236379
1107 => 0.0047892766332635
1108 => 0.0046658475855264
1109 => 0.0045130807004113
1110 => 0.0045628223685223
1111 => 0.0045733036688504
1112 => 0.0042059268484493
1113 => 0.0040568821181664
1114 => 0.0040057355833655
1115 => 0.0039763000294817
1116 => 0.003989714181015
1117 => 0.0038555564425572
1118 => 0.003945712661565
1119 => 0.0038295434001319
1120 => 0.0038100672454052
1121 => 0.0040177922754576
1122 => 0.0040466959998773
1123 => 0.0039233837318193
1124 => 0.0040025701703554
1125 => 0.0039738560669684
1126 => 0.0038315347886932
1127 => 0.0038260991627075
1128 => 0.0037546873481039
1129 => 0.0036429416863013
1130 => 0.0035918709203211
1201 => 0.0035652728219819
1202 => 0.0035762477157433
1203 => 0.0035706984736202
1204 => 0.0035344859151154
1205 => 0.0035727741350848
1206 => 0.0034749635548478
1207 => 0.003436014593684
1208 => 0.0034184222515354
1209 => 0.0033316097318081
1210 => 0.003469767056397
1211 => 0.0034969857898011
1212 => 0.0035242581525183
1213 => 0.0037616454503389
1214 => 0.0037497862517893
1215 => 0.0038569876310135
1216 => 0.0038528219825476
1217 => 0.0038222464126456
1218 => 0.0036932531126664
1219 => 0.0037446675429536
1220 => 0.003586421918106
1221 => 0.0037049902998984
1222 => 0.0036508806419823
1223 => 0.0036866957701275
1224 => 0.0036222969404026
1225 => 0.0036579379117349
1226 => 0.0035034403612397
1227 => 0.0033591727224264
1228 => 0.0034172302317198
1229 => 0.0034803453840032
1230 => 0.0036171951155954
1231 => 0.0035356885444448
]
'min_raw' => 0.0033316097318081
'max_raw' => 0.0099449361876447
'avg_raw' => 0.0066382729597264
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.003331'
'max' => '$0.009944'
'avg' => '$0.006638'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.0063112602681919
'max_diff' => 0.00030206618764474
'year' => 2026
]
1 => [
'items' => [
101 => 0.0035650013895353
102 => 0.0034668082653934
103 => 0.0032642078028095
104 => 0.0032653544994254
105 => 0.0032341888321478
106 => 0.0032072571453581
107 => 0.0035450505546171
108 => 0.0035030406044521
109 => 0.0034361032469907
110 => 0.0035257015599377
111 => 0.0035493927759973
112 => 0.0035500672316126
113 => 0.0036154358478715
114 => 0.0036503230900869
115 => 0.0036564721177373
116 => 0.0037593310478032
117 => 0.0037938080044192
118 => 0.0039358137093589
119 => 0.0036473631513285
120 => 0.0036414227019061
121 => 0.0035269623919441
122 => 0.0034543698538202
123 => 0.003531932865135
124 => 0.003600643104753
125 => 0.003529097410618
126 => 0.00353843976786
127 => 0.0034423955189818
128 => 0.0034767268186538
129 => 0.0035062975588569
130 => 0.0034899703342045
131 => 0.0034655276886533
201 => 0.0035950096486656
202 => 0.0035877037690378
203 => 0.0037082803469786
204 => 0.0038022784119973
205 => 0.0039707397486747
206 => 0.0037949415617637
207 => 0.0037885347770982
208 => 0.0038511621248844
209 => 0.0037937984164986
210 => 0.0038300503000705
211 => 0.0039648990097793
212 => 0.0039677481505237
213 => 0.0039200213721456
214 => 0.0039171171933439
215 => 0.0039262836432051
216 => 0.0039799718263513
217 => 0.0039612115254888
218 => 0.0039829214205996
219 => 0.0040100699768694
220 => 0.0041223679163506
221 => 0.0041494425693767
222 => 0.0040836651991215
223 => 0.0040896041591776
224 => 0.004065001617073
225 => 0.0040412358696689
226 => 0.0040946577991246
227 => 0.0041922874252156
228 => 0.0041916800763787
301 => 0.0042143282519831
302 => 0.004228437877757
303 => 0.0041678690350581
304 => 0.0041284409456391
305 => 0.0041435601839969
306 => 0.004167736175385
307 => 0.0041357202358255
308 => 0.0039381030256384
309 => 0.0039980474633729
310 => 0.0039880697778006
311 => 0.0039738603402177
312 => 0.0040341349358964
313 => 0.0040283213041023
314 => 0.0038541804610409
315 => 0.0038653283928151
316 => 0.0038548584036952
317 => 0.0038886890804999
318 => 0.0037919714489283
319 => 0.0038217211409965
320 => 0.0038403798689757
321 => 0.0038513700030985
322 => 0.0038910739035557
323 => 0.0038864151090977
324 => 0.0038907843063509
325 => 0.0039496547092877
326 => 0.0042474010054596
327 => 0.0042636066794201
328 => 0.004183804013892
329 => 0.0042156836047325
330 => 0.0041544817616189
331 => 0.0041955669689178
401 => 0.0042236764243005
402 => 0.0040966552005631
403 => 0.0040891338280543
404 => 0.0040276793831635
405 => 0.0040607015208901
406 => 0.0040081609253913
407 => 0.0040210525497347
408 => 0.0039850064441989
409 => 0.0040498822574553
410 => 0.0041224234973581
411 => 0.004140750279298
412 => 0.00409254040619
413 => 0.0040576332808743
414 => 0.003996347867942
415 => 0.004098266875483
416 => 0.0041280710992134
417 => 0.0040981103265838
418 => 0.0040911677609097
419 => 0.0040780116115022
420 => 0.0040939589001996
421 => 0.0041279087790102
422 => 0.004111898643119
423 => 0.0041224736199374
424 => 0.0040821727131741
425 => 0.0041678890858653
426 => 0.0043040273144672
427 => 0.004304465021133
428 => 0.0042884547989411
429 => 0.0042819037609653
430 => 0.0042983312205157
501 => 0.0043072424434321
502 => 0.0043603658353371
503 => 0.0044173693513805
504 => 0.0046833798881726
505 => 0.0046086851938997
506 => 0.0048447055671793
507 => 0.0050313670390336
508 => 0.0050873386527258
509 => 0.0050358474017969
510 => 0.0048596986138719
511 => 0.0048510559139741
512 => 0.0051142965712341
513 => 0.0050399190283722
514 => 0.0050310720563162
515 => 0.0049369552208351
516 => 0.0049925899272013
517 => 0.0049804218008071
518 => 0.0049612138180087
519 => 0.0050673609622081
520 => 0.0052660589403285
521 => 0.0052350899970606
522 => 0.0052119731175191
523 => 0.0051106816805905
524 => 0.005171681749883
525 => 0.0051499607935873
526 => 0.005243287806293
527 => 0.0051880029514126
528 => 0.0050393555453327
529 => 0.0050630281346992
530 => 0.0050594500704391
531 => 0.0051330863793677
601 => 0.0051109825871928
602 => 0.0050551339502638
603 => 0.0052653798122405
604 => 0.0052517276154127
605 => 0.0052710833091879
606 => 0.0052796042841824
607 => 0.00540757723542
608 => 0.0054600036588644
609 => 0.00547190537484
610 => 0.005521706422307
611 => 0.0054706662794113
612 => 0.0056748632419993
613 => 0.0058106423068973
614 => 0.005968356677903
615 => 0.006198819763569
616 => 0.0062854760156822
617 => 0.0062698223393679
618 => 0.006444556820681
619 => 0.0067585507994714
620 => 0.0063332894999129
621 => 0.0067810906809631
622 => 0.0066393219971559
623 => 0.0063031909981586
624 => 0.0062815481245473
625 => 0.0065091799396294
626 => 0.0070140453967312
627 => 0.0068875823258638
628 => 0.007014252245011
629 => 0.0068664850558569
630 => 0.0068591471694358
701 => 0.0070070755224563
702 => 0.0073527181824436
703 => 0.007188516310905
704 => 0.0069530926641037
705 => 0.0071269258213041
706 => 0.0069763354530379
707 => 0.0066370132057439
708 => 0.0068874856219369
709 => 0.0067200018502724
710 => 0.0067688825187711
711 => 0.007120908495479
712 => 0.0070785517986163
713 => 0.0071333652864812
714 => 0.0070366209151184
715 => 0.0069462464170785
716 => 0.0067775557051887
717 => 0.0067276147017498
718 => 0.0067414165984112
719 => 0.0067276078622152
720 => 0.0066332269592606
721 => 0.0066128454122536
722 => 0.0065788752743059
723 => 0.0065894040405061
724 => 0.0065255302428501
725 => 0.006646073296027
726 => 0.0066684471489184
727 => 0.0067561683305642
728 => 0.0067652758346465
729 => 0.0070095780768972
730 => 0.0068750205071979
731 => 0.0069652933420938
801 => 0.0069572184900598
802 => 0.0063104759761452
803 => 0.0063995913883051
804 => 0.0065382270036691
805 => 0.0064757718468638
806 => 0.006387474867397
807 => 0.0063161703222931
808 => 0.0062081366451965
809 => 0.0063601919711069
810 => 0.0065601285553979
811 => 0.0067703465563697
812 => 0.0070229097105084
813 => 0.0069665405546639
814 => 0.0067656250638824
815 => 0.00677463798603
816 => 0.0068303523242923
817 => 0.0067581971940612
818 => 0.0067369172375206
819 => 0.0068274287850396
820 => 0.0068280520883231
821 => 0.0067450288907534
822 => 0.0066527637997395
823 => 0.0066523772056392
824 => 0.0066359595238684
825 => 0.0068694057249719
826 => 0.0069977775315057
827 => 0.0070124951522433
828 => 0.0069967869183662
829 => 0.007002832394148
830 => 0.0069281356684057
831 => 0.0070988702328267
901 => 0.0072555531530377
902 => 0.0072135587833788
903 => 0.0071506032534087
904 => 0.0071004561414383
905 => 0.0072017457174967
906 => 0.0071972354521194
907 => 0.0072541846644169
908 => 0.0072516011191925
909 => 0.007232451241065
910 => 0.0072135594672813
911 => 0.0072884632149047
912 => 0.0072668921385065
913 => 0.0072452875562686
914 => 0.0072019562590944
915 => 0.007207845702037
916 => 0.0071449010422268
917 => 0.0071157799624469
918 => 0.0066778687937976
919 => 0.0065608446203743
920 => 0.0065976628075799
921 => 0.0066097843107919
922 => 0.0065588552405475
923 => 0.0066318744446732
924 => 0.0066204944790567
925 => 0.0066647672682134
926 => 0.0066371075516493
927 => 0.0066382427160652
928 => 0.0067195840448067
929 => 0.0067431977785911
930 => 0.0067311876430021
1001 => 0.0067395991302853
1002 => 0.0069334383044584
1003 => 0.0069058805725188
1004 => 0.0068912410766719
1005 => 0.0068952963170696
1006 => 0.0069448263820296
1007 => 0.0069586920959771
1008 => 0.0068999420916551
1009 => 0.0069276489333231
1010 => 0.0070456211486237
1011 => 0.0070869047473298
1012 => 0.0072186621771481
1013 => 0.0071626892791597
1014 => 0.0072654299558677
1015 => 0.0075812197691902
1016 => 0.0078334945230652
1017 => 0.0076014922337067
1018 => 0.0080647626922019
1019 => 0.0084254851963408
1020 => 0.0084116400658172
1021 => 0.0083487397535588
1022 => 0.0079380667729006
1023 => 0.0075601593733097
1024 => 0.0078762949598632
1025 => 0.0078771008544872
1026 => 0.0078499445272355
1027 => 0.0076812789109754
1028 => 0.0078440753293936
1029 => 0.0078569975178979
1030 => 0.0078497645286227
1031 => 0.0077204489960936
1101 => 0.0075230080794268
1102 => 0.0075615875619367
1103 => 0.0076247815412881
1104 => 0.0075051421547308
1105 => 0.0074669101215198
1106 => 0.0075379907452011
1107 => 0.0077670273249385
1108 => 0.0077237292862577
1109 => 0.0077225985994867
1110 => 0.007907845970189
1111 => 0.0077752488316508
1112 => 0.0075620741727598
1113 => 0.0075082447599615
1114 => 0.0073171866083649
1115 => 0.0074491511541985
1116 => 0.0074539003232711
1117 => 0.007381624690163
1118 => 0.0075679389420528
1119 => 0.0075662220234216
1120 => 0.0077430996763742
1121 => 0.0080812233166069
1122 => 0.0079812235181363
1123 => 0.007864934632462
1124 => 0.0078775784586759
1125 => 0.0080162500246194
1126 => 0.007932406030286
1127 => 0.0079625569152294
1128 => 0.0080162043876439
1129 => 0.0080485712397434
1130 => 0.0078729213667563
1201 => 0.0078319689790584
1202 => 0.0077481947661633
1203 => 0.0077263396377388
1204 => 0.0077945719861355
1205 => 0.0077765951730174
1206 => 0.0074535011740002
1207 => 0.0074197360534249
1208 => 0.0074207715814674
1209 => 0.0073358675803368
1210 => 0.0072063685993174
1211 => 0.0075466841894539
1212 => 0.0075193520848523
1213 => 0.007489179556709
1214 => 0.0074928755192445
1215 => 0.0076405949825572
1216 => 0.0075549102338241
1217 => 0.0077827171817852
1218 => 0.0077358869217881
1219 => 0.0076878556423288
1220 => 0.007681216256439
1221 => 0.0076627283116833
1222 => 0.007599326270055
1223 => 0.0075227644949168
1224 => 0.0074722117793032
1225 => 0.006892720386787
1226 => 0.0070002706184916
1227 => 0.0071239973565557
1228 => 0.0071667073307317
1229 => 0.0070936489644635
1230 => 0.0076022110596513
1231 => 0.0076951302550684
]
'min_raw' => 0.0032072571453581
'max_raw' => 0.0084254851963408
'avg_raw' => 0.0058163711708495
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.0032072'
'max' => '$0.008425'
'avg' => '$0.005816'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.00012435258645002
'max_diff' => -0.0015194509913039
'year' => 2027
]
2 => [
'items' => [
101 => 0.0074136719511808
102 => 0.0073610225943903
103 => 0.0076056627427173
104 => 0.0074581148272343
105 => 0.0075245556445418
106 => 0.007380946938707
107 => 0.0076727487418841
108 => 0.0076705257010456
109 => 0.0075570082089671
110 => 0.0076529524159376
111 => 0.0076362797489055
112 => 0.0075081187799301
113 => 0.0076768116731972
114 => 0.0076768953427676
115 => 0.0075676372247251
116 => 0.007440047662529
117 => 0.0074172376623393
118 => 0.0074000533912887
119 => 0.0075203293672783
120 => 0.0076281684312574
121 => 0.0078288301937513
122 => 0.0078792813284481
123 => 0.0080761954658921
124 => 0.0079589426846196
125 => 0.00801091932388
126 => 0.0080673473183417
127 => 0.0080944009739574
128 => 0.0080503184939108
129 => 0.0083562072024538
130 => 0.0083820335816427
131 => 0.0083906929431874
201 => 0.0082875489917301
202 => 0.0083791649617667
203 => 0.0083363008833886
204 => 0.0084478213073444
205 => 0.0084653091337849
206 => 0.0084504975669372
207 => 0.008456048479076
208 => 0.0081950264288004
209 => 0.0081814910584926
210 => 0.0079969353239197
211 => 0.0080721431499253
212 => 0.0079315457240128
213 => 0.0079761306160836
214 => 0.007995783211688
215 => 0.0079855178110193
216 => 0.0080763952875668
217 => 0.0079991308674595
218 => 0.0077952173593497
219 => 0.007591248295141
220 => 0.0075886876296895
221 => 0.0075349861754363
222 => 0.0074961698599233
223 => 0.0075036472593739
224 => 0.0075299985903303
225 => 0.007494638272664
226 => 0.0075021841892517
227 => 0.007627496682787
228 => 0.0076526272096777
229 => 0.0075672238601724
301 => 0.0072243170882643
302 => 0.0071401669063215
303 => 0.0072006523883314
304 => 0.0071717442236946
305 => 0.0057881573202086
306 => 0.006113210540148
307 => 0.0059200749546244
308 => 0.0060090807181747
309 => 0.0058119392975725
310 => 0.005906025516551
311 => 0.0058886512273842
312 => 0.0064113271860228
313 => 0.0064031663198459
314 => 0.0064070724946213
315 => 0.0062206205951054
316 => 0.006517643533755
317 => 0.0066639677139332
318 => 0.0066368870024742
319 => 0.0066437026341174
320 => 0.006526587501219
321 => 0.0064082064251088
322 => 0.0062769035929855
323 => 0.00652084802555
324 => 0.0064937255689191
325 => 0.0065559347260784
326 => 0.0067141501281046
327 => 0.0067374479470548
328 => 0.0067687604519871
329 => 0.0067575371479447
330 => 0.0070249217834978
331 => 0.0069925397398717
401 => 0.0070705711480609
402 => 0.0069100546211586
403 => 0.0067284149346001
404 => 0.0067629387007661
405 => 0.0067596137844618
406 => 0.0067172837837457
407 => 0.0066790701518014
408 => 0.0066154552212383
409 => 0.0068167422747784
410 => 0.006808570387998
411 => 0.0069408637361935
412 => 0.0069174796018709
413 => 0.0067613146297964
414 => 0.006766892092325
415 => 0.0068044032082671
416 => 0.0069342296088373
417 => 0.0069727709237819
418 => 0.0069549170510937
419 => 0.0069971758434526
420 => 0.0070305754699034
421 => 0.0070013703223052
422 => 0.00741485362409
423 => 0.0072431465292337
424 => 0.0073268353725364
425 => 0.0073467946685408
426 => 0.0072956693515243
427 => 0.0073067566021249
428 => 0.0073235507656897
429 => 0.0074255216382211
430 => 0.0076931227132532
501 => 0.0078116414077628
502 => 0.0081682107478042
503 => 0.0078018000800436
504 => 0.0077800587873768
505 => 0.0078442876928807
506 => 0.0080536316421829
507 => 0.0082232852504151
508 => 0.0082795691398171
509 => 0.0082870079849474
510 => 0.0083926003031479
511 => 0.0084531238507602
512 => 0.0083797786183646
513 => 0.0083176262134753
514 => 0.0080950040138022
515 => 0.0081207731395945
516 => 0.0082982968622909
517 => 0.0085490595766946
518 => 0.0087642400730666
519 => 0.0086888913630345
520 => 0.0092637488326797
521 => 0.0093207436027128
522 => 0.0093128687683558
523 => 0.0094427113364502
524 => 0.0091850002807619
525 => 0.0090748238115386
526 => 0.0083310642688722
527 => 0.0085400303628039
528 => 0.0088437748524821
529 => 0.0088035731302898
530 => 0.008582985762772
531 => 0.0087640727377678
601 => 0.0087041997207209
602 => 0.0086569753880423
603 => 0.0088733192109304
604 => 0.0086354402907505
605 => 0.0088414018282854
606 => 0.0085772540259976
607 => 0.0086892355495951
608 => 0.0086256694208643
609 => 0.0086668044965248
610 => 0.008426329684741
611 => 0.0085560840559835
612 => 0.0084209314763045
613 => 0.0084208673963844
614 => 0.0084178838956971
615 => 0.0085768903063311
616 => 0.0085820754996734
617 => 0.0084645695219695
618 => 0.008447635074794
619 => 0.0085102506017049
620 => 0.0084369442187247
621 => 0.0084712438139363
622 => 0.0084379831185222
623 => 0.008430495435407
624 => 0.0083708323024213
625 => 0.008345127784259
626 => 0.0083552071881542
627 => 0.0083208009863709
628 => 0.0083000700052697
629 => 0.0084137599817649
630 => 0.008353020013564
701 => 0.0084044507105043
702 => 0.0083458389402695
703 => 0.0081426650087027
704 => 0.0080258175321334
705 => 0.0076420408096372
706 => 0.0077508794120636
707 => 0.0078230395180739
708 => 0.007799190603468
709 => 0.0078504273003464
710 => 0.0078535728174075
711 => 0.007836915244956
712 => 0.0078176279100244
713 => 0.0078082399020362
714 => 0.0078782104221295
715 => 0.0079188306641431
716 => 0.0078302817500898
717 => 0.007809535978458
718 => 0.0078990638194855
719 => 0.0079536757507936
720 => 0.0083568995677797
721 => 0.0083270274450216
722 => 0.0084020006110365
723 => 0.0083935597831002
724 => 0.0084721436052457
725 => 0.0086005949424524
726 => 0.0083394174583524
727 => 0.0083847488387543
728 => 0.0083736346311342
729 => 0.0084949766356286
730 => 0.0084953554521217
731 => 0.0084226048589446
801 => 0.0084620441357495
802 => 0.008440030213397
803 => 0.008479812346448
804 => 0.00832662848461
805 => 0.0085131898931526
806 => 0.0086189581900446
807 => 0.0086204267829496
808 => 0.0086705601162473
809 => 0.0087214984864046
810 => 0.0088192702521246
811 => 0.0087187716849244
812 => 0.0085379845458696
813 => 0.0085510367933705
814 => 0.0084450413598901
815 => 0.0084468231622766
816 => 0.0084373117614954
817 => 0.0084658561912246
818 => 0.0083328923817431
819 => 0.0083640987220641
820 => 0.0083204096628706
821 => 0.0083846538672719
822 => 0.0083155377232835
823 => 0.0083736292715267
824 => 0.0083986996579832
825 => 0.0084912099237343
826 => 0.0083018738818143
827 => 0.0079158048754161
828 => 0.0079969612611952
829 => 0.0078769245919313
830 => 0.0078880344426835
831 => 0.0079104781093226
901 => 0.0078377308426346
902 => 0.0078516087285888
903 => 0.0078511129128453
904 => 0.0078468402406295
905 => 0.0078279158669312
906 => 0.0078004717809954
907 => 0.0079098005725193
908 => 0.0079283776646106
909 => 0.0079696722391145
910 => 0.008092536882461
911 => 0.0080802598072429
912 => 0.0081002842262946
913 => 0.008056571031937
914 => 0.0078900621723973
915 => 0.0078991044045686
916 => 0.0077863476245006
917 => 0.0079667887947364
918 => 0.0079240579439175
919 => 0.0078965090864139
920 => 0.0078889921254057
921 => 0.0080121613264383
922 => 0.0080490154818279
923 => 0.0080260504453795
924 => 0.0079789484856265
925 => 0.0080693981727965
926 => 0.0080935986933172
927 => 0.008099016297381
928 => 0.0082592758010388
929 => 0.0081079730233744
930 => 0.0081443931057785
1001 => 0.0084285321921242
1002 => 0.0081708572493223
1003 => 0.0083073534133614
1004 => 0.0083006726364235
1005 => 0.0083704994551675
1006 => 0.0082949447991944
1007 => 0.0082958813897066
1008 => 0.0083578828742729
1009 => 0.0082708129712262
1010 => 0.008249253238765
1011 => 0.0082194686227836
1012 => 0.0082845022421306
1013 => 0.0083234869557115
1014 => 0.0086376751160564
1015 => 0.00884065499636
1016 => 0.0088318431044347
1017 => 0.0089123673014617
1018 => 0.0088760904131839
1019 => 0.0087589427715753
1020 => 0.0089588995111682
1021 => 0.0088956248322157
1022 => 0.0089008411198698
1023 => 0.0089006469693828
1024 => 0.0089427190993178
1025 => 0.0089129071394048
1026 => 0.0088541447062813
1027 => 0.0088931539517166
1028 => 0.009008997464599
1029 => 0.0093685792830989
1030 => 0.0095698060325569
1031 => 0.0093564651801138
1101 => 0.0095036248433812
1102 => 0.0094153814837702
1103 => 0.0093993450403163
1104 => 0.0094917721838619
1105 => 0.009584361108887
1106 => 0.0095784635946358
1107 => 0.0095112487895615
1108 => 0.0094732808516876
1109 => 0.0097607867974614
1110 => 0.0099726162807715
1111 => 0.0099581709301326
1112 => 0.010021928009973
1113 => 0.010209120768316
1114 => 0.010226235328163
1115 => 0.010224079286996
1116 => 0.010181659064696
1117 => 0.010365974645336
1118 => 0.010519733945431
1119 => 0.010171840008872
1120 => 0.010304313465647
1121 => 0.010363785068422
1122 => 0.010451107025725
1123 => 0.010598433804554
1124 => 0.010758469762861
1125 => 0.01078110060207
1126 => 0.010765042938666
1127 => 0.010659494922165
1128 => 0.01083460817737
1129 => 0.010937185415359
1130 => 0.010998267813142
1201 => 0.011153162610779
1202 => 0.010364152344794
1203 => 0.0098056516621753
1204 => 0.0097184337157367
1205 => 0.0098957948394959
1206 => 0.0099425635534027
1207 => 0.0099237111434699
1208 => 0.0092950678485217
1209 => 0.0097151240388896
1210 => 0.010167069180398
1211 => 0.010184430233888
1212 => 0.010410683421454
1213 => 0.010484360733757
1214 => 0.010666524205431
1215 => 0.01065512983068
1216 => 0.010699483737179
1217 => 0.010689287542177
1218 => 0.011026707014409
1219 => 0.011398930799557
1220 => 0.011386041873476
1221 => 0.011332530300409
1222 => 0.011412004111493
1223 => 0.01179617894769
1224 => 0.01176081028505
1225 => 0.01179516792811
1226 => 0.012248131711132
1227 => 0.012837049062407
1228 => 0.012563437826404
1229 => 0.013157095479018
1230 => 0.013530771502899
1231 => 0.014177005547378
]
'min_raw' => 0.0057881573202086
'max_raw' => 0.014177005547378
'avg_raw' => 0.0099825814337932
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.005788'
'max' => '$0.014177'
'avg' => '$0.009982'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.0025809001748505
'max_diff' => 0.005751520351037
'year' => 2028
]
3 => [
'items' => [
101 => 0.014096093862239
102 => 0.014347668033471
103 => 0.013951245059063
104 => 0.013040977779522
105 => 0.012896924498171
106 => 0.013185322815445
107 => 0.013894321936967
108 => 0.013162993909995
109 => 0.013310940617367
110 => 0.013268331955691
111 => 0.013266061521186
112 => 0.013352714771739
113 => 0.013227019712282
114 => 0.012714915427944
115 => 0.012949609803606
116 => 0.012858983034213
117 => 0.012959540191528
118 => 0.013502205696629
119 => 0.013262280341294
120 => 0.013009538469402
121 => 0.013326532864666
122 => 0.01373017566093
123 => 0.013704916420155
124 => 0.013655902935509
125 => 0.013932189382195
126 => 0.014388533647786
127 => 0.014511881669036
128 => 0.014602934656583
129 => 0.014615489325213
130 => 0.014744810214784
131 => 0.014049419198499
201 => 0.015153022600252
202 => 0.015343584421306
203 => 0.015307766696926
204 => 0.01551956814096
205 => 0.015457250783241
206 => 0.0153669627092
207 => 0.015702713049453
208 => 0.015317802378008
209 => 0.014771470138798
210 => 0.014471741467141
211 => 0.014866448360402
212 => 0.015107482086743
213 => 0.015266790047231
214 => 0.015314996539818
215 => 0.014103400423569
216 => 0.013450417315112
217 => 0.013868972001167
218 => 0.014379637605254
219 => 0.014046582425284
220 => 0.014059637557782
221 => 0.013584788396507
222 => 0.014421651219501
223 => 0.014299727345315
224 => 0.014932268620272
225 => 0.014781307568542
226 => 0.015297120423159
227 => 0.015161289611767
228 => 0.015725115715655
301 => 0.015950041213479
302 => 0.016327726131183
303 => 0.0166055526941
304 => 0.016768697765821
305 => 0.016758903147656
306 => 0.017405365200364
307 => 0.017024169113546
308 => 0.016545296987483
309 => 0.016536635701545
310 => 0.016784650361303
311 => 0.017304421048658
312 => 0.017439190025533
313 => 0.017514507498085
314 => 0.017399156167052
315 => 0.016985395135381
316 => 0.016806735219721
317 => 0.016958958644139
318 => 0.016772802476784
319 => 0.017094160247835
320 => 0.017535453105803
321 => 0.017444327875694
322 => 0.017748945857692
323 => 0.018064193422313
324 => 0.018515011598376
325 => 0.018632872163347
326 => 0.018827691195409
327 => 0.019028223974119
328 => 0.019092629698131
329 => 0.019215600209192
330 => 0.019214952093899
331 => 0.019585532005851
401 => 0.019994293124638
402 => 0.020148590984139
403 => 0.020503390404027
404 => 0.019895808831123
405 => 0.020356666433565
406 => 0.020772371526982
407 => 0.020276750777101
408 => 0.020959848515987
409 => 0.020986371653255
410 => 0.021386839536286
411 => 0.020980888616471
412 => 0.020739836256126
413 => 0.021435745388328
414 => 0.021772473896468
415 => 0.021671048529428
416 => 0.020899196478272
417 => 0.020449945478207
418 => 0.019274168956991
419 => 0.020666927036137
420 => 0.021345298869179
421 => 0.020897439659107
422 => 0.021123313794253
423 => 0.022355609835675
424 => 0.022824788382988
425 => 0.022727202524953
426 => 0.022743692928561
427 => 0.022996853156498
428 => 0.024119505025056
429 => 0.02344678600255
430 => 0.023961054488955
501 => 0.024233820639812
502 => 0.02448718104215
503 => 0.023865007969385
504 => 0.023055569943255
505 => 0.022799186942482
506 => 0.020852908887005
507 => 0.020751596661961
508 => 0.020694727039968
509 => 0.020336172117675
510 => 0.020054446165212
511 => 0.019830407227999
512 => 0.019242462153062
513 => 0.019440876356544
514 => 0.018503814620768
515 => 0.019103313511889
516 => 0.017607740355444
517 => 0.018853298121328
518 => 0.01817539765792
519 => 0.018630589587024
520 => 0.018629001465265
521 => 0.017790848805052
522 => 0.01730741984244
523 => 0.017615479592753
524 => 0.017945744098901
525 => 0.017999328403881
526 => 0.018427524956888
527 => 0.018547025410778
528 => 0.018184933456548
529 => 0.017576747926006
530 => 0.017718015553516
531 => 0.017304557058478
601 => 0.016579986949375
602 => 0.017100385851513
603 => 0.017278072917028
604 => 0.017356549647768
605 => 0.016644018162905
606 => 0.016420125300549
607 => 0.016300926619275
608 => 0.017484769058897
609 => 0.017549622620113
610 => 0.017217822631564
611 => 0.018717590042372
612 => 0.018378146487057
613 => 0.018757388104034
614 => 0.017705196997016
615 => 0.017745392114268
616 => 0.017247267982095
617 => 0.017526184211445
618 => 0.01732905521043
619 => 0.017503650536418
620 => 0.017608302254931
621 => 0.018106344649835
622 => 0.018858984965461
623 => 0.018031953724286
624 => 0.017671604369201
625 => 0.017895163082414
626 => 0.018490529395924
627 => 0.019392539837131
628 => 0.018858531501285
629 => 0.019095515332684
630 => 0.019147285757168
701 => 0.018753527780377
702 => 0.019407058255386
703 => 0.019757290546215
704 => 0.020116556406245
705 => 0.020428496886109
706 => 0.019973057721324
707 => 0.020460442912283
708 => 0.020067696483438
709 => 0.019715362335384
710 => 0.019715896680849
711 => 0.019494872322995
712 => 0.01906660977879
713 => 0.018987631594912
714 => 0.019398486081289
715 => 0.019727952471298
716 => 0.019755088901217
717 => 0.01993749842332
718 => 0.020045446499534
719 => 0.021103484394718
720 => 0.021529035988709
721 => 0.022049392422563
722 => 0.022252100579231
723 => 0.022862179455904
724 => 0.022369491214806
725 => 0.022262895014691
726 => 0.020783043215161
727 => 0.021025368864431
728 => 0.02141335560986
729 => 0.020789440973689
730 => 0.021185171204986
731 => 0.021263296735357
801 => 0.020768240593095
802 => 0.02103267146879
803 => 0.020330421461235
804 => 0.018874292096598
805 => 0.019408679343626
806 => 0.019802168230241
807 => 0.019240611072211
808 => 0.020247180542716
809 => 0.019659163437858
810 => 0.019472790245418
811 => 0.018745681974865
812 => 0.019088849089602
813 => 0.019552987525963
814 => 0.019266203934177
815 => 0.019861322947907
816 => 0.020704170183793
817 => 0.021304833316505
818 => 0.021350944773371
819 => 0.020964758620341
820 => 0.021583624395179
821 => 0.021588132156717
822 => 0.02089004903456
823 => 0.020462477009181
824 => 0.020365331745396
825 => 0.020608019660782
826 => 0.020902687592722
827 => 0.021367296792809
828 => 0.02164805040186
829 => 0.022380106914055
830 => 0.02257818041655
831 => 0.022795803143659
901 => 0.023086614219439
902 => 0.023435807478343
903 => 0.022671792507445
904 => 0.022702148246541
905 => 0.021990708084148
906 => 0.021230432239791
907 => 0.021807386835936
908 => 0.022561678221342
909 => 0.022388642944112
910 => 0.022369172940633
911 => 0.022401916085955
912 => 0.022271453137728
913 => 0.021681374058077
914 => 0.021385040038367
915 => 0.021767386526664
916 => 0.02197058666891
917 => 0.022285732368618
918 => 0.02224688400921
919 => 0.023058665487481
920 => 0.02337409922294
921 => 0.023293397775239
922 => 0.023308248783805
923 => 0.023879326494774
924 => 0.02451448236046
925 => 0.025109389644873
926 => 0.025714554886441
927 => 0.024985004567729
928 => 0.024614583908296
929 => 0.024996763476077
930 => 0.024793973617846
1001 => 0.025959264294624
1002 => 0.026039946492789
1003 => 0.027205152905788
1004 => 0.028311072541923
1005 => 0.027616464233075
1006 => 0.028271448582473
1007 => 0.028979867558005
1008 => 0.030346522698643
1009 => 0.029886281326784
1010 => 0.029533743648841
1011 => 0.029200597246635
1012 => 0.029893822024124
1013 => 0.030785644625826
1014 => 0.030977734672462
1015 => 0.031288993932058
1016 => 0.030961742879564
1017 => 0.031355880726772
1018 => 0.03274736052036
1019 => 0.032371370397201
1020 => 0.031837403978886
1021 => 0.032935843636784
1022 => 0.033333364678901
1023 => 0.036123375535867
1024 => 0.039645879492385
1025 => 0.038187539724378
1026 => 0.037282301170046
1027 => 0.03749505370286
1028 => 0.038781352903497
1029 => 0.039194471381645
1030 => 0.038071472947558
1031 => 0.038468134979479
1101 => 0.040653781774314
1102 => 0.041826311155798
1103 => 0.040233858764037
1104 => 0.035840345772746
1105 => 0.03178932614517
1106 => 0.032863838970194
1107 => 0.032742022561852
1108 => 0.035090227377911
1109 => 0.032362403157112
1110 => 0.032408332721095
1111 => 0.034805095925958
1112 => 0.034165680593825
1113 => 0.033129909645896
1114 => 0.031796888419343
1115 => 0.029332675392519
1116 => 0.027150053194998
1117 => 0.03143067795221
1118 => 0.031246089628868
1119 => 0.030978778382212
1120 => 0.031573650635547
1121 => 0.034462181440308
1122 => 0.034395591455996
1123 => 0.033971979950315
1124 => 0.034293285543834
1125 => 0.033073583221862
1126 => 0.03338792828234
1127 => 0.031788684442964
1128 => 0.032511609448684
1129 => 0.03312768734663
1130 => 0.033251374105832
1201 => 0.033530046689916
1202 => 0.031148819970225
1203 => 0.032217920858223
1204 => 0.032845917468715
1205 => 0.030008605935798
1206 => 0.032789832942361
1207 => 0.031107368110786
1208 => 0.030536314277176
1209 => 0.03130516303351
1210 => 0.031005541925437
1211 => 0.030747945291057
1212 => 0.030604201943001
1213 => 0.031168759614913
1214 => 0.031142422324726
1215 => 0.030218696397556
1216 => 0.029013733581449
1217 => 0.029418158654091
1218 => 0.029271227233695
1219 => 0.02873872881165
1220 => 0.029097568454003
1221 => 0.027517420273664
1222 => 0.024798857458345
1223 => 0.026594823325975
1224 => 0.026525680593707
1225 => 0.026490815692723
1226 => 0.027840434405397
1227 => 0.027710699707175
1228 => 0.027475229959536
1229 => 0.028734404225077
1230 => 0.02827478867987
1231 => 0.029691215491154
]
'min_raw' => 0.012714915427944
'max_raw' => 0.041826311155798
'avg_raw' => 0.027270613291871
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.012714'
'max' => '$0.041826'
'avg' => '$0.02727'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.0069267581077352
'max_diff' => 0.02764930560842
'year' => 2029
]
4 => [
'items' => [
101 => 0.030624165797808
102 => 0.030387539422259
103 => 0.031264983695008
104 => 0.029427475790941
105 => 0.03003782220865
106 => 0.030163613759437
107 => 0.028718866210096
108 => 0.02773192590826
109 => 0.027666108242071
110 => 0.025954889767439
111 => 0.026869008864114
112 => 0.027673395840371
113 => 0.027288156901695
114 => 0.027166201762396
115 => 0.027789244120231
116 => 0.027837659847432
117 => 0.026733776136387
118 => 0.026963308515364
119 => 0.027920496692281
120 => 0.026939189829197
121 => 0.025032670889792
122 => 0.024559827833133
123 => 0.024496741853148
124 => 0.023214353981832
125 => 0.024591425467166
126 => 0.023990296860596
127 => 0.025889254926122
128 => 0.02480458026341
129 => 0.024757822106612
130 => 0.024687140294682
131 => 0.023583336079065
201 => 0.023824999051868
202 => 0.024628323579774
203 => 0.02491495882143
204 => 0.024885060417392
205 => 0.024624386851335
206 => 0.024743721875011
207 => 0.024359302184672
208 => 0.02422355559101
209 => 0.023795102001369
210 => 0.023165393587921
211 => 0.023252958405037
212 => 0.022005341265828
213 => 0.021325573232334
214 => 0.021137422399861
215 => 0.020885819243314
216 => 0.021165841645884
217 => 0.022001806923228
218 => 0.020993455438824
219 => 0.019264707546446
220 => 0.019368608240421
221 => 0.01960204225139
222 => 0.01916703951627
223 => 0.018755345934491
224 => 0.019113280102092
225 => 0.01838078683041
226 => 0.019690560563745
227 => 0.019655134854856
228 => 0.020143337506779
301 => 0.020448620643953
302 => 0.019745041849356
303 => 0.019568093685194
304 => 0.019668891401346
305 => 0.018002929683037
306 => 0.020007192892169
307 => 0.020024525843631
308 => 0.019876110590078
309 => 0.020943318874257
310 => 0.023195461224485
311 => 0.022348114680113
312 => 0.022019996486947
313 => 0.021396243561886
314 => 0.022227357299746
315 => 0.022163540732072
316 => 0.021874938011338
317 => 0.021700390185342
318 => 0.022021999906668
319 => 0.021660539181773
320 => 0.021595610903305
321 => 0.021202216178455
322 => 0.021061792160003
323 => 0.020957827807183
324 => 0.020843373270054
325 => 0.021095831458667
326 => 0.020523727989629
327 => 0.019833827289964
328 => 0.019776469511616
329 => 0.019934839380582
330 => 0.019864772502815
331 => 0.019776134058362
401 => 0.019606899128657
402 => 0.019556690740145
403 => 0.01971984364516
404 => 0.019535653527804
405 => 0.019807436079318
406 => 0.01973352626372
407 => 0.019320672041895
408 => 0.01880610282329
409 => 0.018801522077899
410 => 0.018690658983813
411 => 0.018549458165117
412 => 0.018510179327593
413 => 0.019083135884856
414 => 0.020269138811244
415 => 0.02003629805815
416 => 0.020204549364741
417 => 0.02103217926873
418 => 0.021295257927509
419 => 0.021108530926868
420 => 0.020852927491569
421 => 0.020864172745513
422 => 0.021737647060349
423 => 0.02179212458194
424 => 0.021929771703885
425 => 0.022106687154657
426 => 0.021138660393138
427 => 0.020818578772099
428 => 0.020666906342598
429 => 0.020199813964353
430 => 0.020703533048816
501 => 0.020410037509702
502 => 0.020449640085163
503 => 0.020423848855941
504 => 0.020437932611092
505 => 0.019690194455293
506 => 0.019962630939305
507 => 0.019509652444709
508 => 0.018903165089668
509 => 0.018901131931392
510 => 0.019049568852328
511 => 0.018961272763418
512 => 0.01872367025846
513 => 0.018757420572837
514 => 0.018461732305145
515 => 0.018793322482144
516 => 0.018802831301934
517 => 0.01867515102195
518 => 0.019186011440244
519 => 0.019395311370441
520 => 0.019311269474979
521 => 0.019389414767017
522 => 0.020045973642654
523 => 0.020153021387054
524 => 0.02020056492394
525 => 0.020136862882825
526 => 0.019401415458002
527 => 0.019434035678657
528 => 0.019194690143348
529 => 0.018992468387623
530 => 0.019000556197339
531 => 0.019104524466769
601 => 0.019558559997031
602 => 0.020514051003611
603 => 0.020550311188856
604 => 0.020594259591157
605 => 0.020415499352301
606 => 0.020361583553758
607 => 0.020432712408885
608 => 0.020791544593626
609 => 0.021714558394768
610 => 0.021388303671425
611 => 0.021123053502891
612 => 0.021355749411628
613 => 0.021319927700408
614 => 0.021017556408022
615 => 0.021009069852924
616 => 0.020428722668885
617 => 0.020214181528811
618 => 0.02003489489404
619 => 0.019839118569266
620 => 0.019723055801458
621 => 0.019901380962396
622 => 0.019942166036583
623 => 0.019552254955603
624 => 0.019499111516036
625 => 0.01981752132158
626 => 0.019677401037674
627 => 0.019821518224487
628 => 0.019854954648042
629 => 0.019849570613744
630 => 0.019703268944634
701 => 0.019796517265746
702 => 0.019575957187654
703 => 0.019336131229781
704 => 0.019183137210343
705 => 0.019049629636672
706 => 0.019123707398051
707 => 0.018859633704801
708 => 0.018775151215577
709 => 0.019764926832707
710 => 0.020496084722962
711 => 0.020485453397667
712 => 0.020420737939091
713 => 0.020324583894698
714 => 0.020784510326372
715 => 0.020624281154096
716 => 0.020740861264523
717 => 0.020770535795478
718 => 0.020860351663282
719 => 0.020892453116088
720 => 0.020795420229817
721 => 0.020469766011924
722 => 0.019658266663208
723 => 0.01928051152578
724 => 0.019155846038419
725 => 0.019160377392111
726 => 0.01903538242843
727 => 0.019072199047115
728 => 0.019022579110927
729 => 0.018928610956138
730 => 0.019117905129288
731 => 0.019139719519346
801 => 0.019095535997436
802 => 0.019105942816313
803 => 0.018740122125926
804 => 0.018767934678496
805 => 0.018613070851542
806 => 0.018584035750899
807 => 0.018192553481895
808 => 0.017498985896093
809 => 0.017883289664862
810 => 0.017419104753476
811 => 0.017243310893985
812 => 0.018075491683261
813 => 0.01799196381312
814 => 0.017849000408131
815 => 0.017637527735967
816 => 0.017559090464788
817 => 0.017082530435324
818 => 0.017054372726435
819 => 0.01729056874524
820 => 0.01718157240957
821 => 0.017028500274149
822 => 0.016474088516329
823 => 0.015850746141114
824 => 0.015869560929231
825 => 0.01606783454109
826 => 0.016644341808409
827 => 0.01641909044539
828 => 0.016255667997059
829 => 0.016225063884947
830 => 0.016608138422074
831 => 0.017150269148705
901 => 0.017404624756149
902 => 0.017152566074066
903 => 0.016863014631894
904 => 0.016880638286526
905 => 0.016997880565262
906 => 0.017010201071041
907 => 0.016821732848556
908 => 0.016874785549226
909 => 0.016794193645667
910 => 0.016299601282284
911 => 0.0162906556748
912 => 0.016169274732446
913 => 0.016165599365752
914 => 0.015959100102913
915 => 0.01593020942858
916 => 0.015520192608606
917 => 0.015790066921158
918 => 0.015609049401335
919 => 0.015336213301246
920 => 0.015289176254752
921 => 0.015287762264336
922 => 0.015567903934092
923 => 0.015786793302641
924 => 0.015612198278593
925 => 0.015572446376
926 => 0.015996892696238
927 => 0.015942878033074
928 => 0.015896101683131
929 => 0.017101727288277
930 => 0.016147380545665
1001 => 0.015731230893678
1002 => 0.015216166674669
1003 => 0.015383874181558
1004 => 0.015419212617395
1005 => 0.014180576017982
1006 => 0.013678061303863
1007 => 0.013505617190844
1008 => 0.0134063731658
1009 => 0.013451599914241
1010 => 0.012999277732436
1011 => 0.013303245719327
1012 => 0.012911572943727
1013 => 0.012845907728284
1014 => 0.013546267170004
1015 => 0.013643718094879
1016 => 0.013227962173734
1017 => 0.013494944779878
1018 => 0.013398133175554
1019 => 0.012918287049295
1020 => 0.012899960456782
1021 => 0.012659190538032
1022 => 0.012282432237431
1023 => 0.012110243584282
1024 => 0.012020566238711
1025 => 0.01205756885927
1026 => 0.012038859202017
1027 => 0.011916766032738
1028 => 0.012045857439563
1029 => 0.011716082239377
1030 => 0.011584763097484
1031 => 0.011525449287672
1101 => 0.011232754816355
1102 => 0.011698561882042
1103 => 0.011790331742066
1104 => 0.011882282417062
1105 => 0.012682650265516
1106 => 0.012642666149623
1107 => 0.013004103084239
1108 => 0.0129900583096
1109 => 0.012886970640957
1110 => 0.012452060724053
1111 => 0.012625408065407
1112 => 0.012091871892877
1113 => 0.01249163347027
1114 => 0.01230919898079
1115 => 0.012429952185864
1116 => 0.012212827035263
1117 => 0.012332993058484
1118 => 0.011812093780314
1119 => 0.011325685363611
1120 => 0.011521430309639
1121 => 0.011734227452122
1122 => 0.012195625876728
1123 => 0.011920820781487
1124 => 0.012019651085267
1125 => 0.011688586111597
1126 => 0.011005504506883
1127 => 0.011009370674583
1128 => 0.01090429345144
1129 => 0.010813491389118
1130 => 0.011952385452417
1201 => 0.011810745972395
1202 => 0.011585061998297
1203 => 0.011887148965952
1204 => 0.011967025554965
1205 => 0.011969299529161
1206 => 0.012189694382769
1207 => 0.012307319155648
1208 => 0.012328051031682
1209 => 0.012674847095781
1210 => 0.012791088562116
1211 => 0.013269870710842
1212 => 0.012297339515467
1213 => 0.012277310875491
1214 => 0.01189139994909
1215 => 0.011646649138556
1216 => 0.011908158246481
1217 => 0.012139819616549
1218 => 0.011898598313612
1219 => 0.011930096723316
1220 => 0.011606276832627
1221 => 0.011722027206406
1222 => 0.011821727021564
1223 => 0.011766678643718
1224 => 0.011684268557711
1225 => 0.012120826026034
1226 => 0.012096193742789
1227 => 0.012502726093704
1228 => 0.01281964713265
1229 => 0.013387626290853
1230 => 0.012794910429845
1231 => 0.012773309508038
]
'min_raw' => 0.010813491389118
'max_raw' => 0.031264983695008
'avg_raw' => 0.021039237542063
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.010813'
'max' => '$0.031264'
'avg' => '$0.021039'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.0019014240388258
'max_diff' => -0.010561327460791
'year' => 2030
]
5 => [
'items' => [
101 => 0.012984461983601
102 => 0.012791056235772
103 => 0.01291328199226
104 => 0.01336793383188
105 => 0.01337753990882
106 => 0.013216625743341
107 => 0.013206834101748
108 => 0.013237739427436
109 => 0.013418752885303
110 => 0.013355501221143
111 => 0.013428697648245
112 => 0.01352023090116
113 => 0.013898851244513
114 => 0.013990135327482
115 => 0.013768362331238
116 => 0.013788385949712
117 => 0.013705436761311
118 => 0.013625308884667
119 => 0.013805424649627
120 => 0.014134589750276
121 => 0.014132542031268
122 => 0.014208901936563
123 => 0.014256473524963
124 => 0.014052261443022
125 => 0.013919326886765
126 => 0.013970302454479
127 => 0.014051813497358
128 => 0.013943869521852
129 => 0.013277589300513
130 => 0.013479696157522
131 => 0.013446055693995
201 => 0.013398147583113
202 => 0.013601367590682
203 => 0.013581766525193
204 => 0.012994638514686
205 => 0.013032224544987
206 => 0.012996924245677
207 => 0.013110986734507
208 => 0.012784896487054
209 => 0.012885199650919
210 => 0.012948108855012
211 => 0.012985162859513
212 => 0.013119027331942
213 => 0.013103319881161
214 => 0.013118050934748
215 => 0.013316536608449
216 => 0.014320409033976
217 => 0.014375047595177
218 => 0.014105987336705
219 => 0.014213471602986
220 => 0.014007125315952
221 => 0.014145646960838
222 => 0.0142404199522
223 => 0.013812159028031
224 => 0.013786800195492
225 => 0.01357960224393
226 => 0.013690938686808
227 => 0.013513794400816
228 => 0.013557259412354
301 => 0.013435727450882
302 => 0.01365446078476
303 => 0.01389903863976
304 => 0.013960828664606
305 => 0.013798285711516
306 => 0.013680593901377
307 => 0.013473965852864
308 => 0.013817592902547
309 => 0.013918079923719
310 => 0.013817065087003
311 => 0.013793657742119
312 => 0.013749300865858
313 => 0.013803068263106
314 => 0.013917532649821
315 => 0.013863553358871
316 => 0.013899207631536
317 => 0.013763330310664
318 => 0.014052329045718
319 => 0.014511328588317
320 => 0.014512804346901
321 => 0.014458824764983
322 => 0.014436737483068
323 => 0.014492123809871
324 => 0.014522168620095
325 => 0.01470127784486
326 => 0.014893469179059
327 => 0.015790342276116
328 => 0.015538503899358
329 => 0.016334263066286
330 => 0.016963605250931
331 => 0.017152317454307
401 => 0.016978711106796
402 => 0.016384813169991
403 => 0.016355673703872
404 => 0.0172432079587
405 => 0.016992438880067
406 => 0.016962610696104
407 => 0.016645289214252
408 => 0.016832865511057
409 => 0.016791839823367
410 => 0.016727078768304
411 => 0.017084961275929
412 => 0.017754885381812
413 => 0.017650471427402
414 => 0.017572531254058
415 => 0.017231020102511
416 => 0.01743668609502
417 => 0.01736345237436
418 => 0.017678110913581
419 => 0.017491714165487
420 => 0.016990539057658
421 => 0.017070352845474
422 => 0.017058289152009
423 => 0.017306559108685
424 => 0.01723203463013
425 => 0.017043737051496
426 => 0.017752595654048
427 => 0.017706566319277
428 => 0.017771825392211
429 => 0.017800554454321
430 => 0.018232024194205
501 => 0.018408783541143
502 => 0.018448911007506
503 => 0.018616818716039
504 => 0.018444733310758
505 => 0.0191331976267
506 => 0.019590986223795
507 => 0.020122731236907
508 => 0.020899753620648
509 => 0.021191921224794
510 => 0.021139143762196
511 => 0.021728273265515
512 => 0.022786925887366
513 => 0.021353127725109
514 => 0.0228629206715
515 => 0.02238493765607
516 => 0.021251648525034
517 => 0.021178678065596
518 => 0.021946154622891
519 => 0.023648343760091
520 => 0.023221964687292
521 => 0.023649041163508
522 => 0.023150833768499
523 => 0.023126093572115
524 => 0.023624844342352
525 => 0.024790202702499
526 => 0.024236584628398
527 => 0.023442837366453
528 => 0.024028927992598
529 => 0.023521202052104
530 => 0.02237715340463
531 => 0.02322163864325
601 => 0.02265695541374
602 => 0.022821760000323
603 => 0.024008640158462
604 => 0.023865831597739
605 => 0.024050639099031
606 => 0.023724458696506
607 => 0.023419754766618
608 => 0.022851002253872
609 => 0.022682622674008
610 => 0.02272915673222
611 => 0.02268259961404
612 => 0.022364387810264
613 => 0.022295670001536
614 => 0.022181137309726
615 => 0.022216635780065
616 => 0.022001280811742
617 => 0.022407700131575
618 => 0.022483135138691
619 => 0.022778893227107
620 => 0.022809599812986
621 => 0.023633281879372
622 => 0.023179611638621
623 => 0.023483972804121
624 => 0.02345674787672
625 => 0.021276210336937
626 => 0.021576669170873
627 => 0.022044088827302
628 => 0.021833516905653
629 => 0.021535817474683
630 => 0.021295409222541
701 => 0.020931166137539
702 => 0.02144383128501
703 => 0.022117931438073
704 => 0.022826696105302
705 => 0.023678230412877
706 => 0.023488177868379
707 => 0.022810777263737
708 => 0.02284116496002
709 => 0.023029009741322
710 => 0.022785733682038
711 => 0.022713986822842
712 => 0.023019152824617
713 => 0.023021254335155
714 => 0.022741335828054
715 => 0.022430257631957
716 => 0.022428954202957
717 => 0.022373600842621
718 => 0.023160681008335
719 => 0.023593495516697
720 => 0.023643117002565
721 => 0.023590155595335
722 => 0.023610538339015
723 => 0.023358693113015
724 => 0.023934336617267
725 => 0.024462604022011
726 => 0.024321017072753
727 => 0.024108758108044
728 => 0.023939683618876
729 => 0.02428118849637
730 => 0.024265981821753
731 => 0.024457990067081
801 => 0.02444927946398
802 => 0.024384714312871
803 => 0.024321019378578
804 => 0.024573562593303
805 => 0.024500834203182
806 => 0.024427992845783
807 => 0.024281898352066
808 => 0.024301755020135
809 => 0.024089532704928
810 => 0.023991348951282
811 => 0.022514900872199
812 => 0.022120345701135
813 => 0.022244480789863
814 => 0.022285349284239
815 => 0.022113638368155
816 => 0.022359827712903
817 => 0.022321459364303
818 => 0.022470728163973
819 => 0.022377471498437
820 => 0.02238129878452
821 => 0.022655546753442
822 => 0.022735162105554
823 => 0.022694669094895
824 => 0.022723029011542
825 => 0.023376571320685
826 => 0.023283658503432
827 => 0.023234300421087
828 => 0.023247972947216
829 => 0.023414967019307
830 => 0.023461716241954
831 => 0.023263636500588
901 => 0.023357052051702
902 => 0.023754803612145
903 => 0.023893994147511
904 => 0.024338223521154
905 => 0.024149506987683
906 => 0.024495904352329
907 => 0.025560611755686
908 => 0.026411173701637
909 => 0.025628961785182
910 => 0.027190910480509
911 => 0.028407111588054
912 => 0.028360431763858
913 => 0.028148358969519
914 => 0.026763746342958
915 => 0.025489605160585
916 => 0.026555478362532
917 => 0.026558195492523
918 => 0.0264666360392
919 => 0.025897968138121
920 => 0.026446847628901
921 => 0.026490415689642
922 => 0.026466029161309
923 => 0.026030032814865
924 => 0.025364346979439
925 => 0.025494420398254
926 => 0.0257074833117
927 => 0.025304110766967
928 => 0.025175208797721
929 => 0.025414862083153
930 => 0.026187074902561
1001 => 0.026041092542176
1002 => 0.026037280352786
1003 => 0.026661854796667
1004 => 0.026214794286449
1005 => 0.025496061040618
1006 => 0.025314571417119
1007 => 0.024670405519757
1008 => 0.025115333199505
1009 => 0.02513134535461
1010 => 0.024887663011463
1011 => 0.025515834519755
1012 => 0.025510045808718
1013 => 0.026106401164851
1014 => 0.027246408624935
1015 => 0.026909252322628
1016 => 0.026517176225547
1017 => 0.02655980576839
1018 => 0.027027346634708
1019 => 0.026744660754013
1020 => 0.026846316567667
1021 => 0.027027192766459
1022 => 0.027136319868094
1023 => 0.026544104057836
1024 => 0.026406030223508
1025 => 0.026123579615803
1026 => 0.026049893524443
1027 => 0.026279943650893
1028 => 0.026219333570365
1029 => 0.025129999594976
1030 => 0.02501615813355
1031 => 0.025019649488644
1101 => 0.024733389721024
1102 => 0.024296774865187
1103 => 0.025444172637408
1104 => 0.025352020538477
1105 => 0.025250291753264
1106 => 0.025262752948996
1107 => 0.025760799432998
1108 => 0.025471907320327
1109 => 0.026239974350351
1110 => 0.026082082859186
1111 => 0.025920142047052
1112 => 0.025897756893977
1113 => 0.025835423497447
1114 => 0.025621659087508
1115 => 0.025363525717257
1116 => 0.025193083707087
1117 => 0.023239288018422
1118 => 0.023601901133532
1119 => 0.02401905446924
1120 => 0.024163054129089
1121 => 0.023916732746444
1122 => 0.025631385357041
1123 => 0.025944668911801
1124 => 0.024995712589453
1125 => 0.024818201607173
1126 => 0.025643022947487
1127 => 0.025145554848969
1128 => 0.025369564703271
1129 => 0.02488537792511
1130 => 0.025869208077472
1201 => 0.025861712940078
1202 => 0.025478980789997
1203 => 0.025802463382409
1204 => 0.025746250321461
1205 => 0.025314146666648
1206 => 0.025882906534059
1207 => 0.025883188631858
1208 => 0.025514817258719
1209 => 0.025084640141756
1210 => 0.025007734633574
1211 => 0.024949796663959
1212 => 0.025355315514408
1213 => 0.025718902447697
1214 => 0.026395447589702
1215 => 0.026565547112718
1216 => 0.027229456875216
1217 => 0.026834130936828
1218 => 0.027009373804988
1219 => 0.027199624727992
1220 => 0.027290838016726
1221 => 0.027142210857509
1222 => 0.028173535994829
1223 => 0.028260611435405
1224 => 0.02828980707743
1225 => 0.027942050043811
1226 => 0.028250939683212
1227 => 0.028106420450286
1228 => 0.02848241934576
1229 => 0.028541380773566
1230 => 0.028491442541828
1231 => 0.028510157829656
]
'min_raw' => 0.012784896487054
'max_raw' => 0.028541380773566
'avg_raw' => 0.02066313863031
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.012784'
'max' => '$0.028541'
'avg' => '$0.020663'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.0019714050979359
'max_diff' => -0.0027236029214419
'year' => 2031
]
6 => [
'items' => [
101 => 0.027630103763175
102 => 0.027584468317173
103 => 0.02696222577279
104 => 0.027215794209011
105 => 0.026741760171348
106 => 0.026892081247782
107 => 0.026958341345963
108 => 0.026923730830901
109 => 0.027230130587944
110 => 0.026969628201122
111 => 0.026282119571744
112 => 0.025594423631099
113 => 0.025585790168749
114 => 0.025404731966419
115 => 0.025273860048598
116 => 0.025299070622901
117 => 0.025387915975012
118 => 0.025268696195221
119 => 0.025294137779836
120 => 0.025716637600829
121 => 0.025801366926798
122 => 0.02551342357127
123 => 0.024357289448795
124 => 0.024073571235197
125 => 0.024277502260755
126 => 0.024180036365378
127 => 0.019515176521322
128 => 0.020611116146839
129 => 0.01995994603595
130 => 0.020260035181944
131 => 0.019595359118409
201 => 0.019912577374585
202 => 0.019853998745626
203 => 0.021616237232245
204 => 0.021588722302157
205 => 0.021601892243132
206 => 0.020973256646259
207 => 0.021974690221395
208 => 0.022468032410894
209 => 0.022376727901495
210 => 0.022399707279432
211 => 0.022004845432148
212 => 0.021605715368939
213 => 0.021163018703165
214 => 0.021985494389212
215 => 0.021894049133052
216 => 0.022103791649719
217 => 0.022637225923897
218 => 0.022715776147089
219 => 0.022821348443638
220 => 0.022783508290473
221 => 0.023685014257439
222 => 0.023575835936512
223 => 0.023838924277201
224 => 0.023297731599844
225 => 0.022685320714934
226 => 0.022801720002935
227 => 0.022790509815476
228 => 0.022647791262676
229 => 0.022518951334585
301 => 0.022304469154739
302 => 0.022983122509163
303 => 0.02295557042234
304 => 0.023401606682207
305 => 0.023322765440711
306 => 0.022796244334271
307 => 0.022815049138592
308 => 0.022941520484934
309 => 0.023379239258646
310 => 0.023509183992851
311 => 0.023448988414565
312 => 0.023591466883417
313 => 0.023704076055883
314 => 0.023605608861718
315 => 0.024999696682168
316 => 0.024420774223653
317 => 0.024702937001817
318 => 0.024770231161809
319 => 0.024597858586032
320 => 0.024635240025519
321 => 0.024691862720509
322 => 0.025035664636628
323 => 0.025937900344409
324 => 0.026337494397659
325 => 0.027539692822485
326 => 0.026304313674154
327 => 0.026231011387999
328 => 0.026447563627225
329 => 0.027153381368225
330 => 0.027725380353216
331 => 0.027915145415951
401 => 0.027940226001671
402 => 0.028296237874704
403 => 0.028500297241099
404 => 0.028253008669276
405 => 0.02804345749685
406 => 0.027292871207666
407 => 0.027379753614418
408 => 0.027978287239799
409 => 0.028823751239105
410 => 0.029549247306046
411 => 0.029295203869494
412 => 0.031233375963669
413 => 0.031425537810083
414 => 0.031398987256245
415 => 0.031836760539894
416 => 0.03096786972283
417 => 0.030596402064568
418 => 0.028088764838835
419 => 0.028793308614073
420 => 0.029817404367786
421 => 0.02968186145462
422 => 0.028938135744116
423 => 0.029548683123403
424 => 0.029346817066229
425 => 0.029187596931505
426 => 0.029917015235016
427 => 0.029114989847453
428 => 0.029809403551028
429 => 0.028918810793404
430 => 0.029296364318513
501 => 0.029082046677452
502 => 0.029220736457
503 => 0.028409958839656
504 => 0.028847434761461
505 => 0.028391758403021
506 => 0.028391542353097
507 => 0.028381483272228
508 => 0.028917584487154
509 => 0.028935066728526
510 => 0.028538887120692
511 => 0.028481791449714
512 => 0.028692904070371
513 => 0.028445746482065
514 => 0.028561389962042
515 => 0.028449249205266
516 => 0.02842400395887
517 => 0.028222845540461
518 => 0.028136180962845
519 => 0.0281701643768
520 => 0.028054161465323
521 => 0.027984265515149
522 => 0.028367579208483
523 => 0.028162790164965
524 => 0.028336192350476
525 => 0.028138578674986
526 => 0.027453563579558
527 => 0.027059604154274
528 => 0.025765674139943
529 => 0.026132631086892
530 => 0.026375923922364
531 => 0.026295515641692
601 => 0.026468263742449
602 => 0.026478869072834
603 => 0.026422706904319
604 => 0.026357678307998
605 => 0.026326025983616
606 => 0.026561936477296
607 => 0.02669889045926
608 => 0.026400341613241
609 => 0.026330395795761
610 => 0.02663224516242
611 => 0.026816373101708
612 => 0.028175870352865
613 => 0.028075154405381
614 => 0.028327931669059
615 => 0.028299472828352
616 => 0.028564423671263
617 => 0.028997506322842
618 => 0.028116928200369
619 => 0.02826976611433
620 => 0.028232293787369
621 => 0.02864140682735
622 => 0.028642684033605
623 => 0.028397400329424
624 => 0.028530372604734
625 => 0.02845615112856
626 => 0.028590279367641
627 => 0.028073809282499
628 => 0.028702814096702
629 => 0.02905941929418
630 => 0.029064370757693
701 => 0.029233398791104
702 => 0.029405141062492
703 => 0.029734785396824
704 => 0.029395947460923
705 => 0.028786410999445
706 => 0.028830417563173
707 => 0.028473046558829
708 => 0.028479054029976
709 => 0.028446985678177
710 => 0.028543225215918
711 => 0.028094928449014
712 => 0.028200142804164
713 => 0.02805284209082
714 => 0.028269445911346
715 => 0.028036416006354
716 => 0.028232275717079
717 => 0.028316802275375
718 => 0.028628707095216
719 => 0.027990347410862
720 => 0.026688688801313
721 => 0.026962313222125
722 => 0.026557601211009
723 => 0.026595058848485
724 => 0.026670729237526
725 => 0.026425456748835
726 => 0.026472247010253
727 => 0.026470575332857
728 => 0.026456169720173
729 => 0.026392364872992
730 => 0.026299835221174
731 => 0.02666844487489
801 => 0.026731078837886
802 => 0.026870306378922
803 => 0.0272845531021
804 => 0.027243160085844
805 => 0.027310673812737
806 => 0.027163291726003
807 => 0.026601895480787
808 => 0.026632381997861
809 => 0.026252214641435
810 => 0.026860584644885
811 => 0.026716514597976
812 => 0.026623631701503
813 => 0.026598287742646
814 => 0.027013561303327
815 => 0.027137817661298
816 => 0.027060389437544
817 => 0.026901581891684
818 => 0.027206539326973
819 => 0.027288133071535
820 => 0.027306398901881
821 => 0.027846725007424
822 => 0.027336597128906
823 => 0.027459389979501
824 => 0.028417384747073
825 => 0.027548615687126
826 => 0.028008822034042
827 => 0.027986297328158
828 => 0.028221723322707
829 => 0.027966985525036
830 => 0.027970143305338
831 => 0.028179185639359
901 => 0.02788562338221
902 => 0.027812933238965
903 => 0.027712512326689
904 => 0.027931777714819
905 => 0.028063217398483
906 => 0.029122524717002
907 => 0.029806885555049
908 => 0.029777175646196
909 => 0.030048668598493
910 => 0.029926358536892
911 => 0.029531387084222
912 => 0.030205555192293
913 => 0.029992220194508
914 => 0.030009807272523
915 => 0.030009152680601
916 => 0.030151001804059
917 => 0.030050488699808
918 => 0.02985236705387
919 => 0.029983889448394
920 => 0.030374463940012
921 => 0.031586819146286
922 => 0.032265269181286
923 => 0.031545975602292
924 => 0.032042134681357
925 => 0.031744616033474
926 => 0.031690548044741
927 => 0.032002172612262
928 => 0.032314342637336
929 => 0.032294458756287
930 => 0.032067839348191
1001 => 0.031939827794813
1002 => 0.032909174164013
1003 => 0.033623372056455
1004 => 0.033574668548234
1005 => 0.033789629994293
1006 => 0.034420763448429
1007 => 0.034478466381853
1008 => 0.034471197138528
1009 => 0.034328174397358
1010 => 0.03494960724599
1011 => 0.035468017461389
1012 => 0.034295068765101
1013 => 0.034741712273622
1014 => 0.034942224934552
1015 => 0.035236637010223
1016 => 0.035733359531073
1017 => 0.036272931937858
1018 => 0.036349233392288
1019 => 0.036295093859009
1020 => 0.035939231352249
1021 => 0.036529637918191
1022 => 0.036875484237782
1023 => 0.037081427806546
1024 => 0.037603666431189
1025 => 0.034943463232483
1026 => 0.033060439187761
1027 => 0.032766377791981
1028 => 0.033364363203693
1029 => 0.033522047187917
1030 => 0.033458484971595
1031 => 0.031338970212204
1101 => 0.032755218985416
1102 => 0.034278983583813
1103 => 0.034337517587764
1104 => 0.035100346006137
1105 => 0.035348754208552
1106 => 0.035962931071549
1107 => 0.035924514141546
1108 => 0.036074056433997
1109 => 0.036039679250674
1110 => 0.037177312559178
1111 => 0.038432291038639
1112 => 0.038388835124483
1113 => 0.038208417119829
1114 => 0.038476368622581
1115 => 0.039771640905052
1116 => 0.039652392989598
1117 => 0.039768232181949
1118 => 0.041295431201329
1119 => 0.04328100716805
1120 => 0.042358507782941
1121 => 0.044360066006582
1122 => 0.045619940810322
1123 => 0.047798764009903
1124 => 0.047525964614385
1125 => 0.048374164497039
1126 => 0.047037596761456
1127 => 0.04396856707565
1128 => 0.043482881380098
1129 => 0.044455236442114
1130 => 0.046845676481063
1201 => 0.044379952978434
1202 => 0.044878765631651
1203 => 0.044735107553967
1204 => 0.044727452625515
1205 => 0.045019610109692
1206 => 0.044595820440984
1207 => 0.042869225092359
1208 => 0.043660513565743
1209 => 0.043354959085376
1210 => 0.043693994561939
1211 => 0.045523629200083
1212 => 0.044714704113517
1213 => 0.043862567246558
1214 => 0.044931335982034
1215 => 0.046292245851077
1216 => 0.046207082557262
1217 => 0.046041830171767
1218 => 0.046973349216471
1219 => 0.048511945768851
1220 => 0.048927822234378
1221 => 0.04923481373901
1222 => 0.049277142680835
1223 => 0.04971315708892
1224 => 0.047368597726865
1225 => 0.051089473647002
1226 => 0.051731966131286
1227 => 0.051611204172826
1228 => 0.052325307528892
1229 => 0.052115200206484
1230 => 0.051810787661143
1231 => 0.052942793374647
]
'min_raw' => 0.019515176521322
'max_raw' => 0.052942793374647
'avg_raw' => 0.036228984947985
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.019515'
'max' => '$0.052942'
'avg' => '$0.036228'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.0067302800342685
'max_diff' => 0.024401412601081
'year' => 2032
]
7 => [
'items' => [
101 => 0.051645040172265
102 => 0.04980304288407
103 => 0.04879248674119
104 => 0.050123268589373
105 => 0.050935930626171
106 => 0.051473048537482
107 => 0.05163558009291
108 => 0.047550599196037
109 => 0.045349021056049
110 => 0.046760207402637
111 => 0.048481952140352
112 => 0.047359033347914
113 => 0.047403049638611
114 => 0.045802062538462
115 => 0.048623603974082
116 => 0.048212529119811
117 => 0.050345186190949
118 => 0.049836210465279
119 => 0.051575309517522
120 => 0.05111734645351
121 => 0.053018325527852
122 => 0.05377667754756
123 => 0.055050068616718
124 => 0.055986780270825
125 => 0.056536835270555
126 => 0.056503812031576
127 => 0.05868340397682
128 => 0.057398174755852
129 => 0.055783623949047
130 => 0.055754421818794
131 => 0.05659062056
201 => 0.058343063721647
202 => 0.058797446736451
203 => 0.059051384853656
204 => 0.058662469787508
205 => 0.057267445581355
206 => 0.056665081202072
207 => 0.057178313105398
208 => 0.056550674590151
209 => 0.057634154751731
210 => 0.059122004432455
211 => 0.058814769356981
212 => 0.059841810151035
213 => 0.060904689325038
214 => 0.062424654280753
215 => 0.062822029404317
216 => 0.063478875372744
217 => 0.064154985636917
218 => 0.064372134032086
219 => 0.064786737695655
220 => 0.064784552529694
221 => 0.066033988575904
222 => 0.067412155226686
223 => 0.067932381232725
224 => 0.069128612248183
225 => 0.067080108555146
226 => 0.068633922137829
227 => 0.070035500883885
228 => 0.068364480922528
301 => 0.070667592641543
302 => 0.070757017250629
303 => 0.072107222678041
304 => 0.070738530809298
305 => 0.069925805946657
306 => 0.072272112172698
307 => 0.073407415847525
308 => 0.073065453141259
309 => 0.070463100061796
310 => 0.068948418949373
311 => 0.064984206317998
312 => 0.069679987421104
313 => 0.071967165418614
314 => 0.070457176823324
315 => 0.071218727239997
316 => 0.075373499379813
317 => 0.07695536760908
318 => 0.076626350075486
319 => 0.076681948622574
320 => 0.077535496006148
321 => 0.081320595162042
322 => 0.079052476009919
323 => 0.080786368116914
324 => 0.081706018238451
325 => 0.082560240523993
326 => 0.080462540570428
327 => 0.077733463752173
328 => 0.07686905056498
329 => 0.070307038216145
330 => 0.069965456976013
331 => 0.069773717074956
401 => 0.068564824120938
402 => 0.06761496540273
403 => 0.066859602484017
404 => 0.064877304614852
405 => 0.065546271954731
406 => 0.062386902889002
407 => 0.064408155256091
408 => 0.059365725941554
409 => 0.063565210911296
410 => 0.061279622169417
411 => 0.062814333538877
412 => 0.062808979075487
413 => 0.059983088863629
414 => 0.058353174364253
415 => 0.059391819320477
416 => 0.060505329161288
417 => 0.060685992386663
418 => 0.062129686960855
419 => 0.0625325910844
420 => 0.061311772780261
421 => 0.05926123280188
422 => 0.059737526471021
423 => 0.05834352228825
424 => 0.055900583577542
425 => 0.057655144809191
426 => 0.058254229156287
427 => 0.058518818933047
428 => 0.056116469284472
429 => 0.055361598867342
430 => 0.054959712191237
501 => 0.058951119629664
502 => 0.059169777939234
503 => 0.058051091112305
504 => 0.063107661648261
505 => 0.061963204002325
506 => 0.063241843591766
507 => 0.05969430781282
508 => 0.059829828456967
509 => 0.058150368167431
510 => 0.059090753707994
511 => 0.058426119517965
512 => 0.059014779849387
513 => 0.059367620424904
514 => 0.061046805131533
515 => 0.063584384503335
516 => 0.060795990932238
517 => 0.059581047922779
518 => 0.060334791732748
519 => 0.062342110825894
520 => 0.065383302004783
521 => 0.063582855617204
522 => 0.06438186315045
523 => 0.064556410751093
524 => 0.06322882824104
525 => 0.065432251865573
526 => 0.066613084486542
527 => 0.067824374416774
528 => 0.068876103523621
529 => 0.067340558581803
530 => 0.068983811781269
531 => 0.067659639775737
601 => 0.066471720596389
602 => 0.066473522179433
603 => 0.065728323125497
604 => 0.064284406057375
605 => 0.064018125596351
606 => 0.065403350182113
607 => 0.066514169118638
608 => 0.066605661486714
609 => 0.067220667925912
610 => 0.06758462240156
611 => 0.07115187103502
612 => 0.072586647945226
613 => 0.074341065992089
614 => 0.075024510694926
615 => 0.077081434221977
616 => 0.075420301418722
617 => 0.075060904887723
618 => 0.070071481225655
619 => 0.070888499070806
620 => 0.072196623471389
621 => 0.070093051715209
622 => 0.071427283819031
623 => 0.071690689499225
624 => 0.070021573151875
625 => 0.070913120311255
626 => 0.068545435381253
627 => 0.063635993564672
628 => 0.065437717477753
629 => 0.066764392731492
630 => 0.064871063566527
701 => 0.068264782812769
702 => 0.0662822420897
703 => 0.065653871859225
704 => 0.063202375559978
705 => 0.064359387446476
706 => 0.06592426258978
707 => 0.06495735168748
708 => 0.066963836992154
709 => 0.069805555293658
710 => 0.07183073298256
711 => 0.071986200978782
712 => 0.070684147401186
713 => 0.072770696568879
714 => 0.072785894801628
715 => 0.070432258816666
716 => 0.068990669880977
717 => 0.06866313784166
718 => 0.069481377092314
719 => 0.070474870597907
720 => 0.072041332953979
721 => 0.072987913348484
722 => 0.075456092989904
723 => 0.076123911632617
724 => 0.076857641850996
725 => 0.077838131696771
726 => 0.079015461149059
727 => 0.076439531332855
728 => 0.076541877826587
729 => 0.074143207647913
730 => 0.071579884557901
731 => 0.073525127260486
801 => 0.076068273329324
802 => 0.075484872811206
803 => 0.075419228335126
804 => 0.075529624135633
805 => 0.075089759197051
806 => 0.073100266382003
807 => 0.07210115554517
808 => 0.073390263425043
809 => 0.074075366891605
810 => 0.075137902620942
811 => 0.075006922664893
812 => 0.077743900595657
813 => 0.078807407457636
814 => 0.078535316892317
815 => 0.078585388104561
816 => 0.080510816478465
817 => 0.082652288824792
818 => 0.084658060269292
819 => 0.086698417132525
820 => 0.084238687297414
821 => 0.082989788182189
822 => 0.084278333277889
823 => 0.083594613112526
824 => 0.087523471987281
825 => 0.087795497651445
826 => 0.091724072424986
827 => 0.095452757691058
828 => 0.093110837281773
829 => 0.095319162745317
830 => 0.097707646781556
831 => 0.10231542000503
901 => 0.10076368408678
902 => 0.099575078692203
903 => 0.098451852337627
904 => 0.10078910807434
905 => 0.10379595024104
906 => 0.10444359524457
907 => 0.10549302756973
908 => 0.10438967779831
909 => 0.10571854106799
910 => 0.11041001234209
911 => 0.10914233539107
912 => 0.10734203033138
913 => 0.11104549632859
914 => 0.11238576627612
915 => 0.12179248267272
916 => 0.13366885069549
917 => 0.12875195634962
918 => 0.12569988136196
919 => 0.12641719138024
920 => 0.13075403894173
921 => 0.13214689673382
922 => 0.12836062910805
923 => 0.12969800284273
924 => 0.1370670636085
925 => 0.14102032828156
926 => 0.13565126386127
927 => 0.12083822806585
928 => 0.10717993255832
929 => 0.11080272756798
930 => 0.1103920150423
1001 => 0.11830915152607
1002 => 0.10911210171504
1003 => 0.10926695644671
1004 => 0.11734781092857
1005 => 0.11519197749372
1006 => 0.11169980342756
1007 => 0.10720542929367
1008 => 0.098897163027875
1009 => 0.091538299903116
1010 => 0.10597072513573
1011 => 0.10534837271604
1012 => 0.10444711418486
1013 => 0.10645276751964
1014 => 0.11619165079867
1015 => 0.1159671380174
1016 => 0.11453890225038
1017 => 0.11562220649177
1018 => 0.11150989495635
1019 => 0.11256973127462
1020 => 0.10717776901453
1021 => 0.10961516114432
1022 => 0.11169231079043
1023 => 0.11210932933462
1024 => 0.11304889340815
1025 => 0.10502042127078
1026 => 0.1086249695569
1027 => 0.1107423039745
1028 => 0.1011761100465
1029 => 0.1105532110782
1030 => 0.1048806634326
1031 => 0.10295531556288
1101 => 0.10554754282417
1102 => 0.10453734933942
1103 => 0.10366884430179
1104 => 0.10318420356797
1105 => 0.10508764917498
1106 => 0.10499885116231
1107 => 0.10188444470637
1108 => 0.097821828444047
1109 => 0.099185375812515
1110 => 0.098689986270226
1111 => 0.096894630662448
1112 => 0.098104483570028
1113 => 0.092776903657589
1114 => 0.083611079321746
1115 => 0.089666303634796
1116 => 0.089433184085561
1117 => 0.089315634637706
1118 => 0.093865968354856
1119 => 0.093428558762012
1120 => 0.092634656067874
1121 => 0.096880050016884
1122 => 0.095330424116888
1123 => 0.10010600600289
1124 => 0.10325151309829
1125 => 0.1024537107524
1126 => 0.10541207537917
1127 => 0.099216789189906
1128 => 0.10127461475024
1129 => 0.1016987297462
1130 => 0.096827662514548
1201 => 0.093500124380937
1202 => 0.093278215524137
1203 => 0.087508722963455
1204 => 0.090590739319655
1205 => 0.093302786170608
1206 => 0.092003926192339
1207 => 0.091592745925557
1208 => 0.093693376734426
1209 => 0.093856613738961
1210 => 0.090134792736473
1211 => 0.090908677177633
1212 => 0.094135903944854
1213 => 0.09082735934331
1214 => 0.084399397630203
1215 => 0.082805174251828
1216 => 0.082592475465787
1217 => 0.078268815224185
1218 => 0.082911707881047
1219 => 0.080884960814539
1220 => 0.087287430513479
1221 => 0.083630374158578
1222 => 0.083472725768384
1223 => 0.083234417104616
1224 => 0.079512864126513
1225 => 0.080327647711688
1226 => 0.083036112443851
1227 => 0.084002523173326
1228 => 0.083901718616672
1229 => 0.083022839489065
1230 => 0.083425185853094
1231 => 0.082129088027791
]
'min_raw' => 0.045349021056049
'max_raw' => 0.14102032828156
'avg_raw' => 0.093184674668807
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.045349'
'max' => '$0.14102'
'avg' => '$0.093184'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.025833844534727
'max_diff' => 0.088077534906918
'year' => 2033
]
8 => [
'items' => [
101 => 0.081671408909734
102 => 0.080226847718584
103 => 0.078103741837808
104 => 0.078398972732295
105 => 0.074192544441605
106 => 0.07190065905679
107 => 0.071266295388837
108 => 0.070417997780168
109 => 0.07136211286097
110 => 0.074180628158767
111 => 0.070780900728247
112 => 0.064952306511772
113 => 0.065302614955623
114 => 0.066089654021447
115 => 0.064623011929069
116 => 0.063234958274574
117 => 0.064441758310805
118 => 0.061972106104284
119 => 0.066388099691702
120 => 0.066268659440842
121 => 0.067914668767019
122 => 0.06894395217819
123 => 0.066571787149903
124 => 0.065975194060305
125 => 0.066315040597784
126 => 0.060698134350772
127 => 0.06745564769355
128 => 0.06751408694955
129 => 0.067013694560175
130 => 0.070611861800386
131 => 0.078205116973738
201 => 0.075348228939542
202 => 0.074241955542803
203 => 0.072138929006921
204 => 0.074941087000624
205 => 0.074725924987181
206 => 0.073752880764626
207 => 0.073164380582742
208 => 0.074248710212264
209 => 0.073030020141899
210 => 0.072811109917898
211 => 0.071484752137124
212 => 0.071011302754822
213 => 0.070660779680728
214 => 0.070274888217837
215 => 0.071126068626814
216 => 0.069197181837964
217 => 0.066871133461714
218 => 0.066677747707421
219 => 0.067211702777673
220 => 0.066975467407367
221 => 0.066676616703354
222 => 0.066106029322249
223 => 0.065936748234945
224 => 0.066486829645174
225 => 0.065865819804764
226 => 0.066782153652445
227 => 0.06653296154894
228 => 0.065140994715493
301 => 0.063406088668891
302 => 0.063390644365988
303 => 0.063016861704063
304 => 0.062540793285503
305 => 0.06240836194243
306 => 0.064340124977793
307 => 0.068338816648191
308 => 0.06755377779271
309 => 0.068121048819813
310 => 0.070911460824389
311 => 0.071798448890027
312 => 0.071168885770501
313 => 0.070307100942731
314 => 0.070345015101521
315 => 0.073289994738018
316 => 0.073473669505561
317 => 0.073937756387416
318 => 0.074534239181536
319 => 0.071270469369604
320 => 0.070191291836885
321 => 0.069679917651393
322 => 0.068105083086792
323 => 0.069803407148602
324 => 0.068813866447273
325 => 0.068947389295406
326 => 0.068860432365395
327 => 0.068907916729183
328 => 0.066386865331496
329 => 0.067305403958253
330 => 0.065778155337774
331 => 0.063733340876656
401 => 0.063726485941578
402 => 0.06422695138405
403 => 0.063929254955652
404 => 0.063128161521311
405 => 0.063241953062605
406 => 0.062245019423784
407 => 0.063362998856424
408 => 0.063395058506229
409 => 0.062964575527912
410 => 0.064686977095325
411 => 0.06539264642284
412 => 0.065109293304673
413 => 0.065372765612708
414 => 0.067586399701393
415 => 0.067947318645475
416 => 0.068107614999469
417 => 0.067892839120314
418 => 0.065413226780224
419 => 0.065523208131633
420 => 0.064716237948768
421 => 0.06403443318067
422 => 0.064061701795799
423 => 0.064412238075017
424 => 0.065943050565043
425 => 0.069164555203979
426 => 0.069286808950137
427 => 0.069434984056874
428 => 0.068832281430932
429 => 0.06865050055186
430 => 0.068890316452981
501 => 0.070100144216699
502 => 0.073212149690013
503 => 0.072112159111887
504 => 0.071217849649496
505 => 0.072002400152112
506 => 0.071881624751745
507 => 0.070862158828575
508 => 0.070833545815548
509 => 0.068876864766014
510 => 0.068153524333473
511 => 0.067549046926949
512 => 0.066888973379307
513 => 0.066497659654399
514 => 0.067098895384765
515 => 0.067236405109911
516 => 0.065921792677664
517 => 0.065742615860809
518 => 0.066816156750862
519 => 0.066343731430788
520 => 0.066829632588068
521 => 0.06694236582454
522 => 0.066924213177002
523 => 0.066430946885142
524 => 0.066745340110161
525 => 0.06600170640786
526 => 0.065193116446778
527 => 0.064677286428543
528 => 0.064227156322709
529 => 0.064476914667141
530 => 0.063586571773314
531 => 0.063301733162516
601 => 0.066638830759596
602 => 0.069103980634403
603 => 0.069068136378917
604 => 0.068849943692039
605 => 0.068525753618108
606 => 0.070076427693535
607 => 0.069536203852363
608 => 0.069929261834028
609 => 0.070029311586954
610 => 0.070332132056001
611 => 0.070440364345386
612 => 0.070113211194705
613 => 0.069015245262626
614 => 0.066279218551355
615 => 0.065005590731495
616 => 0.064585272336992
617 => 0.064600550112334
618 => 0.064179120865412
619 => 0.064303250665764
620 => 0.064135953586552
621 => 0.063819133392034
622 => 0.064457351912905
623 => 0.064530900652019
624 => 0.064381932823104
625 => 0.064417020139528
626 => 0.063183630141106
627 => 0.063277402103904
628 => 0.062755267899081
629 => 0.062657374030098
630 => 0.061337464227733
701 => 0.058999052688857
702 => 0.060294759676494
703 => 0.058729727839401
704 => 0.058137026568592
705 => 0.060942782200644
706 => 0.060661162154733
707 => 0.060179151053425
708 => 0.059466156174676
709 => 0.059201699438579
710 => 0.057594944026885
711 => 0.057500008345455
712 => 0.058296359713536
713 => 0.057928870957944
714 => 0.057412777566218
715 => 0.055543539616934
716 => 0.053441897278521
717 => 0.053505332650265
718 => 0.054173825975668
719 => 0.056117560477885
720 => 0.055358109780921
721 => 0.054807119586581
722 => 0.054703935685885
723 => 0.055995498233218
724 => 0.057823329828413
725 => 0.058680907517451
726 => 0.057831074072635
727 => 0.056854831169514
728 => 0.056914250551553
729 => 0.057309541079906
730 => 0.057351080525329
731 => 0.056715646754788
801 => 0.056894517639121
802 => 0.056622796409523
803 => 0.054955243725041
804 => 0.054925082984846
805 => 0.054515838663154
806 => 0.054503446907737
807 => 0.05380722022576
808 => 0.053709813300164
809 => 0.052327412965159
810 => 0.053237313051953
811 => 0.05262699984563
812 => 0.05170711388537
813 => 0.051548525199095
814 => 0.051543757831685
815 => 0.052488275030134
816 => 0.053226275818564
817 => 0.052637616505152
818 => 0.052503590190169
819 => 0.05393464059275
820 => 0.053752526384708
821 => 0.053594816655054
822 => 0.057659667556895
823 => 0.054442020883816
824 => 0.053038943277503
825 => 0.051302368302478
826 => 0.051867805870917
827 => 0.051986951874594
828 => 0.047810802100827
829 => 0.046116538657717
830 => 0.045535131291012
831 => 0.04520052313158
901 => 0.045353008271578
902 => 0.043827972455498
903 => 0.044852821745668
904 => 0.043532269637011
905 => 0.043310874778546
906 => 0.04567218553384
907 => 0.046000748130862
908 => 0.044598998015569
909 => 0.045499148512317
910 => 0.045172741429168
911 => 0.043554906712699
912 => 0.043493117326517
913 => 0.042681344735433
914 => 0.041411077820534
915 => 0.040830531754613
916 => 0.04052817832295
917 => 0.040652935241605
918 => 0.040589854325908
919 => 0.040178208681411
920 => 0.040613449372396
921 => 0.039501589260801
922 => 0.039058837605498
923 => 0.038858856954558
924 => 0.037872017109237
925 => 0.039442518152813
926 => 0.039751926643049
927 => 0.040061944763591
928 => 0.042760440844552
929 => 0.042625631606218
930 => 0.043844241465996
1001 => 0.043796888527725
1002 => 0.043449321255545
1003 => 0.041982992106261
1004 => 0.042567444770362
1005 => 0.04076859031437
1006 => 0.042116414383012
1007 => 0.041501323764562
1008 => 0.041908451626189
1009 => 0.041176399021745
1010 => 0.041581547158756
1011 => 0.039825298874382
1012 => 0.038185338937514
1013 => 0.038845306689525
1014 => 0.039562767112428
1015 => 0.041118404114797
1016 => 0.040191879549912
1017 => 0.040525092819217
1018 => 0.039408884146273
1019 => 0.037105826824744
1020 => 0.037118861879073
1021 => 0.036764586684987
1022 => 0.036458441192271
1023 => 0.040298302041729
1024 => 0.039820754645881
1025 => 0.039059845370457
1026 => 0.040078352672945
1027 => 0.040347662169608
1028 => 0.040355329032373
1029 => 0.04109840566879
1030 => 0.041494985802849
1031 => 0.041564884770354
1101 => 0.04273413191299
1102 => 0.043126048132458
1103 => 0.04474029557439
1104 => 0.041461338749226
1105 => 0.041393810791189
1106 => 0.040092685159389
1107 => 0.039267490713719
1108 => 0.040149186929069
1109 => 0.040930249412333
1110 => 0.040116954947947
1111 => 0.040223154035413
1112 => 0.039131372665574
1113 => 0.039521633132203
1114 => 0.039857778019826
1115 => 0.039672178570564
1116 => 0.039394327211904
1117 => 0.040866211195824
1118 => 0.040783161733091
1119 => 0.042153813937385
1120 => 0.043222335346911
1121 => 0.04513731673383
1122 => 0.043138933826342
1123 => 0.043066104810341
1124 => 0.043778020123897
1125 => 0.043125939141933
1126 => 0.043538031813464
1127 => 0.045070922233519
1128 => 0.045103309792597
1129 => 0.044560776449017
1130 => 0.044527763245754
1201 => 0.044631962709054
1202 => 0.045242262220207
1203 => 0.045029004818401
1204 => 0.045275791682788
1205 => 0.04558440243564
1206 => 0.046860947357681
1207 => 0.047168718016663
1208 => 0.046420994876129
1209 => 0.046488505903818
1210 => 0.046208836923799
1211 => 0.045938680193342
1212 => 0.046545953070186
1213 => 0.047655756188597
1214 => 0.047648852160996
1215 => 0.047906304912977
1216 => 0.048066695844608
1217 => 0.047378180552712
1218 => 0.046929982415096
1219 => 0.047101850100646
1220 => 0.047376670272632
1221 => 0.047012729622805
1222 => 0.044766319338361
1223 => 0.045447736717417
1224 => 0.045334315545934
1225 => 0.045172790005258
1226 => 0.045857960449143
1227 => 0.045791874088346
1228 => 0.043812331008953
1229 => 0.043939054934284
1230 => 0.043820037510575
1231 => 0.044204607155252
]
'min_raw' => 0.036458441192271
'max_raw' => 0.081671408909734
'avg_raw' => 0.059064925051002
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.036458'
'max' => '$0.081671'
'avg' => '$0.059064'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.0088905798637783
'max_diff' => -0.059348919371831
'year' => 2034
]
9 => [
'items' => [
101 => 0.04310517111907
102 => 0.043443350238985
103 => 0.043655453012763
104 => 0.043780383175969
105 => 0.044231716590883
106 => 0.044178757823913
107 => 0.04422842459957
108 => 0.044897632906283
109 => 0.048282258877079
110 => 0.048466476600913
111 => 0.047559321154287
112 => 0.047921711862364
113 => 0.047226000948992
114 => 0.047693036345997
115 => 0.048012570103215
116 => 0.046568658497155
117 => 0.046483159422753
118 => 0.045784577062963
119 => 0.046159955653387
120 => 0.045562701325347
121 => 0.045709246646378
122 => 0.045299493153182
123 => 0.046036967859828
124 => 0.046861579173841
125 => 0.047069908556648
126 => 0.046521883641921
127 => 0.046125077487056
128 => 0.045428416595187
129 => 0.046586979184466
130 => 0.046925778192126
131 => 0.04658519961751
201 => 0.046506280119982
202 => 0.046356727814772
203 => 0.046538008348512
204 => 0.04692393301997
205 => 0.04674193807182
206 => 0.046862148941411
207 => 0.04640402906744
208 => 0.047378408479922
209 => 0.04892595748412
210 => 0.048930933107218
211 => 0.048748937178048
212 => 0.048674468364988
213 => 0.048861207232753
214 => 0.048962505408087
215 => 0.049566384664387
216 => 0.050214371166009
217 => 0.053238241430416
218 => 0.052389150760383
219 => 0.055072108349813
220 => 0.05719397946461
221 => 0.05783023583376
222 => 0.057244909912318
223 => 0.05524254155375
224 => 0.055144295809276
225 => 0.058136679515091
226 => 0.057291194058342
227 => 0.057190626253574
228 => 0.056120754722831
301 => 0.056753181303667
302 => 0.0566148603333
303 => 0.056396513914683
304 => 0.0576031397757
305 => 0.05986183567129
306 => 0.059509796734047
307 => 0.05924701599801
308 => 0.058095587307022
309 => 0.058789004559906
310 => 0.058542091957687
311 => 0.05960298519143
312 => 0.058974535541423
313 => 0.057284788674449
314 => 0.057553886432493
315 => 0.057513212847714
316 => 0.058350272340301
317 => 0.05809900785772
318 => 0.05746414942484
319 => 0.059854115694271
320 => 0.059698924578425
321 => 0.059918950099066
322 => 0.060015812137768
323 => 0.061470542490041
324 => 0.062066498969188
325 => 0.062201791523641
326 => 0.062767904085903
327 => 0.062187706127375
328 => 0.064508911635618
329 => 0.066052377852503
330 => 0.067845193289461
331 => 0.070464978506216
401 => 0.071450041982084
402 => 0.07127209908213
403 => 0.073258390334278
404 => 0.076827711561615
405 => 0.071993560952974
406 => 0.077083933282108
407 => 0.075472380173879
408 => 0.07165141674487
409 => 0.071405391746242
410 => 0.073992992542664
411 => 0.079732042061782
412 => 0.078294475249003
413 => 0.079734393406093
414 => 0.078054652390092
415 => 0.077971239090679
416 => 0.079652812134198
417 => 0.083581899208156
418 => 0.081715337218945
419 => 0.079039162907635
420 => 0.081015208373222
421 => 0.079303374916556
422 => 0.07544613502667
423 => 0.078293375968754
424 => 0.076389507035536
425 => 0.076945157205488
426 => 0.080946806523983
427 => 0.080465317490931
428 => 0.081088408884384
429 => 0.07998866888408
430 => 0.078961338310715
501 => 0.07704374950496
502 => 0.076476045995562
503 => 0.076632938821727
504 => 0.076475968247269
505 => 0.075403094934
506 => 0.075171408044148
507 => 0.074785253077294
508 => 0.074904938648466
509 => 0.07417885433716
510 => 0.075549125449269
511 => 0.075803459842464
512 => 0.076800628886729
513 => 0.076904158284886
514 => 0.079681259879351
515 => 0.078151678988416
516 => 0.079177853907716
517 => 0.079086063164201
518 => 0.071734228608551
519 => 0.072747246544534
520 => 0.074323184550383
521 => 0.073613226614882
522 => 0.072609512198655
523 => 0.071798958991789
524 => 0.070570888000066
525 => 0.072299374337901
526 => 0.074572150068125
527 => 0.076961799628055
528 => 0.079832806998271
529 => 0.079192031575449
530 => 0.0769081281423
531 => 0.077010582381919
601 => 0.077643914176983
602 => 0.076823691958114
603 => 0.076581792413129
604 => 0.077610680894123
605 => 0.077617766283624
606 => 0.076674001493648
607 => 0.075625179636723
608 => 0.075620785034847
609 => 0.075434157315824
610 => 0.07808785304671
611 => 0.079547117379797
612 => 0.079714419683864
613 => 0.079535856601739
614 => 0.079604578445133
615 => 0.078755464682405
616 => 0.080696286947137
617 => 0.082477377384683
618 => 0.082000007099973
619 => 0.081284361181009
620 => 0.080714314736376
621 => 0.081865722273954
622 => 0.08181445190879
623 => 0.0824618211135
624 => 0.082432452706989
625 => 0.082214766792232
626 => 0.082000014874223
627 => 0.082851481954673
628 => 0.082606273109646
629 => 0.082360683387555
630 => 0.081868115601995
701 => 0.081935063744737
702 => 0.081219541392131
703 => 0.08088850801174
704 => 0.0759105602308
705 => 0.074580289924597
706 => 0.074998820043077
707 => 0.075136611025211
708 => 0.074557675683163
709 => 0.075387720247372
710 => 0.075258358681275
711 => 0.075761628860974
712 => 0.075447207502149
713 => 0.07546011146439
714 => 0.076384757638993
715 => 0.076653186357206
716 => 0.076516661344637
717 => 0.076612278783637
718 => 0.078815742307781
719 => 0.078502480257445
720 => 0.078336066036748
721 => 0.078382163913176
722 => 0.078945196086386
723 => 0.079102814354468
724 => 0.078434974676966
725 => 0.078749931729611
726 => 0.080090978885772
727 => 0.080560269493733
728 => 0.082058019842073
729 => 0.081421748873708
730 => 0.082589651773304
731 => 0.086179387119221
801 => 0.089047116104331
802 => 0.086409834015711
803 => 0.091676053093783
804 => 0.095776560040322
805 => 0.095619175753962
806 => 0.094904157521398
807 => 0.090235839380381
808 => 0.085939983426315
809 => 0.08953364934357
810 => 0.089542810337038
811 => 0.089234111247681
812 => 0.087316807716071
813 => 0.089167393240777
814 => 0.089314285999389
815 => 0.089232065116504
816 => 0.087762072994174
817 => 0.085517666723332
818 => 0.085956218336305
819 => 0.086674574824566
820 => 0.085314576127427
821 => 0.084879974138464
822 => 0.085687981922357
823 => 0.088291551357169
824 => 0.087799361636968
825 => 0.087786508574279
826 => 0.08989230491822
827 => 0.088385009195252
828 => 0.085961749876582
829 => 0.085349844939754
830 => 0.083177994642571
831 => 0.084678099378701
901 => 0.084732085477569
902 => 0.08391049344429
903 => 0.08602841754203
904 => 0.086008900498616
905 => 0.08801955421802
906 => 0.09186316896247
907 => 0.090726422949741
908 => 0.089404511014553
909 => 0.08954823949455
910 => 0.091124586168002
911 => 0.090171490984739
912 => 0.090514230657856
913 => 0.091124067390458
914 => 0.091491997032631
915 => 0.089495300081157
916 => 0.089029774508713
917 => 0.088077472564766
918 => 0.087829034763148
919 => 0.088604664826061
920 => 0.088400313707897
921 => 0.084727548155004
922 => 0.084343723719652
923 => 0.084355495067109
924 => 0.083390350274559
925 => 0.081918272804629
926 => 0.085786804502426
927 => 0.085476107267027
928 => 0.085133121565202
929 => 0.085175135356626
930 => 0.086854333849935
1001 => 0.085880313922259
1002 => 0.088469905538713
1003 => 0.087937563352619
1004 => 0.087391568598163
1005 => 0.087316095491691
1006 => 0.087105934093309
1007 => 0.086385212460644
1008 => 0.085514897780547
1009 => 0.08494024064338
1010 => 0.078352882069386
1011 => 0.079575457503817
1012 => 0.080981919099873
1013 => 0.081467424006791
1014 => 0.080636934267592
1015 => 0.086418005257443
1016 => 0.087474262635075
1017 => 0.084274790140264
1018 => 0.083676299470085
1019 => 0.086457242206142
1020 => 0.084779993779877
1021 => 0.085535258643525
1022 => 0.083902789116111
1023 => 0.08721984116363
1024 => 0.08719457078461
1025 => 0.085904162619107
1026 => 0.086994806764256
1027 => 0.086805280504602
1028 => 0.085348412863884
1029 => 0.087266026466408
1030 => 0.087266977578831
1031 => 0.086024987775427
1101 => 0.084574615591579
1102 => 0.084315323301369
1103 => 0.084119981391714
1104 => 0.085487216508426
1105 => 0.086713075238837
1106 => 0.08899409441998
1107 => 0.089567596837799
1108 => 0.091806014954762
1109 => 0.09047314595271
1110 => 0.091063989517776
1111 => 0.091705433787581
1112 => 0.092012965758857
1113 => 0.091511858914738
1114 => 0.094989043620036
1115 => 0.09528262454735
1116 => 0.095381059692813
1117 => 0.094208572574345
1118 => 0.095250015559571
1119 => 0.094762758875751
1120 => 0.096030465403247
1121 => 0.096229257973648
1122 => 0.096060887738769
1123 => 0.096123987638342
1124 => 0.093156823909785
1125 => 0.093002960817424
1126 => 0.090905026635452
1127 => 0.091759950321752
1128 => 0.090161711467772
1129 => 0.090668529472054
1130 => 0.090891930019202
1201 => 0.090775238251241
1202 => 0.091808286424258
1203 => 0.090929984439395
1204 => 0.088612001095125
1205 => 0.086293386217843
1206 => 0.086264277896762
1207 => 0.085653827526526
1208 => 0.085212583718407
1209 => 0.085297582929816
1210 => 0.085597131237441
1211 => 0.085195173426219
1212 => 0.085280951505021
1213 => 0.086705439149495
1214 => 0.086991109987613
1215 => 0.086020288860886
1216 => 0.082122301948257
1217 => 0.081165726182537
1218 => 0.081853293873214
1219 => 0.081524680802101
1220 => 0.065796780147753
1221 => 0.069491817111244
1222 => 0.067296351619137
1223 => 0.06830812312641
1224 => 0.066067121372002
1225 => 0.067136644870171
1226 => 0.066939142932804
1227 => 0.072880653026005
1228 => 0.072787884518179
1229 => 0.072832287893675
1230 => 0.070712799088879
1231 => 0.074089202305311
]
'min_raw' => 0.04310517111907
'max_raw' => 0.096229257973648
'avg_raw' => 0.069667214546359
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.0431051'
'max' => '$0.096229'
'avg' => '$0.069667'
'bar_min_pct' => 61.631153054957
'bar_max_pct' => 60.119598047091
'min_diff' => 0.0066467299267996
'max_diff' => 0.014557849063914
'year' => 2035
]
10 => [
'items' => [
101 => 0.075752539941258
102 => 0.075444700413142
103 => 0.075522176990227
104 => 0.074190872703734
105 => 0.072845177829255
106 => 0.071352595112502
107 => 0.07412562931143
108 => 0.073817315245781
109 => 0.074524476784479
110 => 0.076322987683062
111 => 0.076587825244757
112 => 0.076943769613392
113 => 0.076816188895082
114 => 0.079855679203846
115 => 0.079487576872252
116 => 0.080374597581125
117 => 0.07854992868455
118 => 0.076485142628913
119 => 0.076877590955148
120 => 0.076839795025461
121 => 0.076358609460403
122 => 0.075924216647529
123 => 0.075201075003509
124 => 0.077489202170013
125 => 0.077396308385664
126 => 0.078900150777065
127 => 0.07863433202684
128 => 0.076859129355949
129 => 0.076922531066628
130 => 0.077348938040766
131 => 0.078824737446885
201 => 0.079262855190707
202 => 0.079059901595795
203 => 0.079540277701061
204 => 0.079919947388152
205 => 0.079587958368263
206 => 0.084288222787013
207 => 0.082336345299056
208 => 0.08328767680561
209 => 0.083514563764353
210 => 0.082933397590452
211 => 0.083059431723571
212 => 0.083250339093
213 => 0.084409491256677
214 => 0.087451441937546
215 => 0.088798701186845
216 => 0.09285199711096
217 => 0.088686830060945
218 => 0.088439686285371
219 => 0.089169807279115
220 => 0.091549521071518
221 => 0.09347805558511
222 => 0.094117861743094
223 => 0.09420242268892
224 => 0.095402741574806
225 => 0.096090741975575
226 => 0.095256991290539
227 => 0.094550474882307
228 => 0.092019820804064
229 => 0.092312750904362
301 => 0.094330748810619
302 => 0.097181289712689
303 => 0.099627350354898
304 => 0.098770825171817
305 => 0.10530550770618
306 => 0.10595339478768
307 => 0.10586387774172
308 => 0.10733986093189
309 => 0.10441033487814
310 => 0.10315790573327
311 => 0.094703231749069
312 => 0.097078650276958
313 => 0.10053146061068
314 => 0.10007446821564
315 => 0.097566945057405
316 => 0.099625448173728
317 => 0.098944842668127
318 => 0.098408020867512
319 => 0.10086730560416
320 => 0.098163221014367
321 => 0.10050448529838
322 => 0.097501789636854
323 => 0.098774737706705
324 => 0.098052150816687
325 => 0.098519753091447
326 => 0.095786159747885
327 => 0.097261140361844
328 => 0.095724795705058
329 => 0.095724067277652
330 => 0.095690152384202
331 => 0.097497655059715
401 => 0.097556597657072
402 => 0.096220850448883
403 => 0.09602834840789
404 => 0.096740129347845
405 => 0.095906820282881
406 => 0.096296720349593
407 => 0.095918629958704
408 => 0.095833513847913
409 => 0.095155294195817
410 => 0.094863098521656
411 => 0.09497767597445
412 => 0.09458656405934
413 => 0.094350904983351
414 => 0.095643273862535
415 => 0.094952813304399
416 => 0.095537450879402
417 => 0.094871182575541
418 => 0.092561606355079
419 => 0.091233344647365
420 => 0.08687076926474
421 => 0.088107990231495
422 => 0.088928269012451
423 => 0.088657166880238
424 => 0.089239599162829
425 => 0.089275355774661
426 => 0.089086001102396
427 => 0.08886675264975
428 => 0.088760034628201
429 => 0.089555423328388
430 => 0.0900171732404
501 => 0.089010594962034
502 => 0.088774767754939
503 => 0.089792473969077
504 => 0.090413274171792
505 => 0.094996914071133
506 => 0.094657343222428
507 => 0.095509599415264
508 => 0.095413648446888
509 => 0.096306948712039
510 => 0.097767117108701
511 => 0.094798186488782
512 => 0.095313490186504
513 => 0.095187149619923
514 => 0.096566502797579
515 => 0.096570808987638
516 => 0.095743817853832
517 => 0.096192143163867
518 => 0.095941900274967
519 => 0.096394122997564
520 => 0.094652808046717
521 => 0.096773541693516
522 => 0.097975861014193
523 => 0.097992555219127
524 => 0.098562445034932
525 => 0.099141486093582
526 => 0.10025290498181
527 => 0.099110489224013
528 => 0.097055394487663
529 => 0.097203765689712
530 => 0.095998864397719
531 => 0.096019119006121
601 => 0.095910998319091
602 => 0.096235476639813
603 => 0.094724012791117
604 => 0.095078750335335
605 => 0.094582115696089
606 => 0.095312410599789
607 => 0.09452673400548
608 => 0.095187088694676
609 => 0.095472075887428
610 => 0.096523684764019
611 => 0.094371410519371
612 => 0.089982777638375
613 => 0.090905321476991
614 => 0.089540806675423
615 => 0.089667097715383
616 => 0.08992222571517
617 => 0.089095272395171
618 => 0.089253029028333
619 => 0.08924739285128
620 => 0.089198823322347
621 => 0.088983700825363
622 => 0.088671730644047
623 => 0.089914523827053
624 => 0.09012569860626
625 => 0.090595113981417
626 => 0.091991775730394
627 => 0.091852216286119
628 => 0.092079843529997
629 => 0.091582934534684
630 => 0.089690147898506
701 => 0.089792935319322
702 => 0.088511174534693
703 => 0.090562336476363
704 => 0.090076594254561
705 => 0.089763433084225
706 => 0.089677984157481
707 => 0.091078107960789
708 => 0.09149704694699
709 => 0.091235992284739
710 => 0.090700561556281
711 => 0.091728746840806
712 => 0.09200384584729
713 => 0.092065430369581
714 => 0.093887177558785
715 => 0.09216724580037
716 => 0.092581250469272
717 => 0.095811196713201
718 => 0.092882081172072
719 => 0.094433699001279
720 => 0.094357755382769
721 => 0.095151510560307
722 => 0.094292644290233
723 => 0.094303290966993
724 => 0.095008091791013
725 => 0.094018326145175
726 => 0.09377324625216
727 => 0.093434670135255
728 => 0.094173938699957
729 => 0.094617096770255
730 => 0.09818862535312
731 => 0.10049599569914
801 => 0.10039582666716
802 => 0.10131118411086
803 => 0.10089880719876
804 => 0.099567133370059
805 => 0.10184013821534
806 => 0.10112086437573
807 => 0.10118016043715
808 => 0.10117795343478
809 => 0.10165620765811
810 => 0.10131732070952
811 => 0.10064933974783
812 => 0.10109277668357
813 => 0.1024096258511
814 => 0.10649716607299
815 => 0.10878460773386
816 => 0.10635945921281
817 => 0.1080322941886
818 => 0.10702918929517
819 => 0.10684689529625
820 => 0.10789755928258
821 => 0.10895006231714
822 => 0.10888302242393
823 => 0.10811895926747
824 => 0.10768735937778
825 => 0.11095557833914
826 => 0.11336354639721
827 => 0.11319933911887
828 => 0.11392409664239
829 => 0.11605200714734
830 => 0.11624655661607
831 => 0.11622204785468
901 => 0.11573983669729
902 => 0.11783504093351
903 => 0.11958289716898
904 => 0.11562821874678
905 => 0.11713410851941
906 => 0.11781015095508
907 => 0.1188027818234
908 => 0.12047751648251
909 => 0.12229672252372
910 => 0.12255397820453
911 => 0.12237144298818
912 => 0.12117162770111
913 => 0.12316222465906
914 => 0.12432826967178
915 => 0.12502262279238
916 => 0.12678338677691
917 => 0.11781432596301
918 => 0.11146557892769
919 => 0.11047413040111
920 => 0.1124902799667
921 => 0.11302192252866
922 => 0.11280761807856
923 => 0.10566152608748
924 => 0.11043650770569
925 => 0.11557398643503
926 => 0.11577133791607
927 => 0.11834326718759
928 => 0.11918079278534
929 => 0.12125153295939
930 => 0.1211220075977
1001 => 0.12162619987741
1002 => 0.1215102948037
1003 => 0.12534590493034
1004 => 0.12957715249365
1005 => 0.12943063784507
1006 => 0.128822345946
1007 => 0.1297257631453
1008 => 0.13409286407868
1009 => 0.1336908114061
1010 => 0.13408137133075
1011 => 0.13923042945022
1012 => 0.14592493745051
1013 => 0.14281466636676
1014 => 0.1495630596621
1015 => 0.15381081552455
1016 => 0.16115687006252
1017 => 0.16023710785429
1018 => 0.16309687297808
1019 => 0.15859054154138
1020 => 0.14824309368288
1021 => 0.14660557045083
1022 => 0.14988393343008
1023 => 0.15794346891659
1024 => 0.14963010997616
1025 => 0.15131189166247
1026 => 0.15082753842367
1027 => 0.15080172929794
1028 => 0.15178675865363
1029 => 0.15035792219753
1030 => 0.14453658543261
1031 => 0.14720446976662
1101 => 0.14617427150293
1102 => 0.14731735328286
1103 => 0.15348609420637
1104 => 0.15075874679967
1105 => 0.14788570785842
1106 => 0.15148913626913
1107 => 0.1560775389083
1108 => 0.15579040491729
1109 => 0.15523324496204
1110 => 0.15837392645785
1111 => 0.16356141215558
1112 => 0.16496356869467
1113 => 0.165998611986
1114 => 0.16614132696867
1115 => 0.16761137998709
1116 => 0.15970653440601
1117 => 0.17225172735401
1118 => 0.17441793562217
1119 => 0.17401077824789
1120 => 0.17641842756997
1121 => 0.17571003606324
1122 => 0.17468368791322
1123 => 0.17850032421042
1124 => 0.17412485868235
1125 => 0.16791443622106
1126 => 0.16450727563056
1127 => 0.16899409954393
1128 => 0.17173404633925
1129 => 0.17354497687761
1130 => 0.17409296336432
1201 => 0.16032016506626
1202 => 0.15289739065801
1203 => 0.15765530395142
1204 => 0.163460286543
1205 => 0.15967428743461
1206 => 0.15982269143182
1207 => 0.15442485164631
1208 => 0.16393787559024
1209 => 0.16255190801873
1210 => 0.16974231023144
1211 => 0.16802626303679
1212 => 0.17388975691145
1213 => 0.17234570246717
1214 => 0.17875498613843
1215 => 0.18131182291933
1216 => 0.18560514981432
1217 => 0.18876333855526
1218 => 0.19061788739046
1219 => 0.19050654723464
1220 => 0.19785519365228
1221 => 0.19352195360194
1222 => 0.18807838283246
1223 => 0.18797992581149
1224 => 0.190799228249
1225 => 0.19670771272016
1226 => 0.19823969677859
1227 => 0.19909586687013
1228 => 0.19778461257143
1229 => 0.19308119106291
1230 => 0.19105027750242
1231 => 0.19278067469719
]
'min_raw' => 0.071352595112502
'max_raw' => 0.19909586687013
'avg_raw' => 0.13522423099132
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.071352'
'max' => '$0.199095'
'avg' => '$0.135224'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.028247423993432
'max_diff' => 0.10286660889649
'year' => 2036
]
11 => [
'items' => [
101 => 0.19066454762271
102 => 0.19431757663365
103 => 0.19933396571056
104 => 0.19829810120313
105 => 0.20176084094598
106 => 0.20534441228898
107 => 0.21046908025774
108 => 0.21180885823068
109 => 0.21402346027276
110 => 0.21630301323292
111 => 0.21703514420806
112 => 0.21843300940648
113 => 0.21842564196688
114 => 0.22263820282952
115 => 0.22728478791315
116 => 0.22903876621353
117 => 0.23307194260033
118 => 0.2261652693773
119 => 0.23140406035511
120 => 0.23612958095254
121 => 0.23049562048594
122 => 0.23826072244472
123 => 0.23856222375768
124 => 0.24311453562454
125 => 0.23849989543005
126 => 0.23575973681302
127 => 0.24367047206799
128 => 0.24749822767204
129 => 0.24634527653279
130 => 0.23757126143489
131 => 0.2324644083127
201 => 0.21909878865353
202 => 0.23493094249162
203 => 0.24264232279589
204 => 0.23755129082283
205 => 0.2401189112224
206 => 0.25412701556872
207 => 0.25946039474621
208 => 0.25835108916042
209 => 0.2585385435437
210 => 0.26141633814019
211 => 0.27417806421147
212 => 0.26653094213506
213 => 0.27237688043028
214 => 0.27547754502296
215 => 0.27835761509856
216 => 0.27128507324839
217 => 0.26208380021758
218 => 0.25916937080556
219 => 0.23704508802639
220 => 0.23589342302684
221 => 0.23524695856357
222 => 0.2311710915669
223 => 0.22796857658144
224 => 0.22542181776324
225 => 0.21873836209774
226 => 0.22099383218995
227 => 0.21034179880474
228 => 0.21715659227971
301 => 0.20015568979458
302 => 0.21431454656874
303 => 0.20660852455078
304 => 0.21178291108304
305 => 0.21176485813589
306 => 0.20223717198926
307 => 0.19674180145761
308 => 0.2002436654434
309 => 0.20399794161446
310 => 0.20460706029232
311 => 0.20947457734474
312 => 0.21083299672715
313 => 0.20671692257993
314 => 0.19980338387869
315 => 0.20140924123796
316 => 0.19670925880948
317 => 0.1884727203858
318 => 0.19438834607785
319 => 0.19640820078082
320 => 0.19730028368624
321 => 0.18920059411937
322 => 0.18665549580464
323 => 0.18530050681733
324 => 0.19875781566715
325 => 0.1994950374241
326 => 0.19572330668289
327 => 0.21277188728335
328 => 0.20891326842659
329 => 0.21322429107416
330 => 0.2012635265144
331 => 0.20172044382789
401 => 0.19605802620555
402 => 0.19922860171118
403 => 0.19698774113622
404 => 0.19897245054256
405 => 0.20016207717746
406 => 0.20582356565279
407 => 0.21437919167295
408 => 0.20497792806858
409 => 0.20088166288758
410 => 0.2034229627676
411 => 0.21019077923668
412 => 0.2204443676255
413 => 0.21437403692662
414 => 0.21706794660988
415 => 0.21765644603198
416 => 0.21318040891048
417 => 0.22060940549872
418 => 0.22459066512342
419 => 0.22867461369276
420 => 0.23222059180587
421 => 0.22704339482621
422 => 0.23258373771649
423 => 0.2281191993491
424 => 0.22411404689806
425 => 0.22412012106107
426 => 0.22160763042259
427 => 0.21673936321634
428 => 0.21584158005089
429 => 0.22051196145508
430 => 0.22425716505448
501 => 0.22456563796124
502 => 0.22663917510938
503 => 0.22786627303451
504 => 0.23989350085957
505 => 0.24473095138525
506 => 0.25064609431981
507 => 0.25295037585201
508 => 0.25988543713328
509 => 0.25428481191051
510 => 0.25307308141398
511 => 0.23625089118689
512 => 0.23900552389418
513 => 0.24341595664107
514 => 0.23632361759842
515 => 0.24082207428957
516 => 0.24171016493074
517 => 0.23608262263167
518 => 0.23908853612535
519 => 0.23110572107737
520 => 0.21455319522648
521 => 0.22062783319178
522 => 0.22510081143527
523 => 0.21871731996757
524 => 0.23015948134819
525 => 0.22347520688379
526 => 0.22135661278033
527 => 0.21309122184941
528 => 0.21699216820473
529 => 0.22226825400647
530 => 0.21900824639181
531 => 0.22577325168485
601 => 0.2353543033408
602 => 0.24218233131233
603 => 0.24270650251602
604 => 0.23831653797267
605 => 0.24535148416976
606 => 0.24540272607258
607 => 0.23746727802367
608 => 0.23260686027847
609 => 0.23150256314035
610 => 0.23426131390157
611 => 0.23761094661918
612 => 0.24289238381959
613 => 0.24608384570779
614 => 0.25440548569164
615 => 0.25665708287116
616 => 0.25913090552983
617 => 0.26243669550047
618 => 0.26640614394738
619 => 0.25772121672637
620 => 0.25806628507559
621 => 0.24997900109839
622 => 0.24133657833491
623 => 0.24789509991919
624 => 0.25646949444706
625 => 0.2545025188685
626 => 0.25428119393425
627 => 0.25465340108325
628 => 0.25317036573243
629 => 0.24646265180454
630 => 0.24309407986247
701 => 0.2474403970821
702 => 0.24975027125201
703 => 0.25333268464734
704 => 0.2528910765808
705 => 0.26211898876406
706 => 0.2657046764009
707 => 0.26478730406317
708 => 0.26495612265112
709 => 0.27144783884285
710 => 0.27866796237131
711 => 0.28543056083494
712 => 0.29230976645249
713 => 0.28401661558056
714 => 0.27980586501823
715 => 0.28415028477173
716 => 0.28184507449839
717 => 0.29509149649879
718 => 0.29600865001775
719 => 0.30925411415107
720 => 0.32182563685413
721 => 0.31392968868656
722 => 0.32137521216726
723 => 0.32942815285407
724 => 0.34496358198146
725 => 0.33973179599434
726 => 0.33572432992075
727 => 0.33193729384514
728 => 0.33981751474344
729 => 0.3499552930395
730 => 0.35213887338604
731 => 0.35567710773933
801 => 0.35195708695156
802 => 0.35643744224358
803 => 0.37225506519227
804 => 0.36798100384551
805 => 0.36191114964347
806 => 0.37439764382081
807 => 0.37891645752357
808 => 0.41063185861066
809 => 0.45067386258098
810 => 0.43409621000729
811 => 0.4238059260973
812 => 0.42622438690494
813 => 0.44084637124753
814 => 0.44554248853978
815 => 0.43277682289073
816 => 0.43728587180966
817 => 0.46213117467285
818 => 0.4754598825262
819 => 0.45735770697706
820 => 0.40741452257967
821 => 0.36136462568429
822 => 0.37357913199483
823 => 0.37219438603947
824 => 0.39888756445132
825 => 0.36787906889592
826 => 0.36840117243535
827 => 0.39564633750819
828 => 0.38837779456713
829 => 0.37660368588727
830 => 0.36145058970766
831 => 0.33343868992791
901 => 0.30862776912337
902 => 0.35728769843489
903 => 0.35518939380063
904 => 0.35215073773891
905 => 0.35891293798735
906 => 0.39174826290972
907 => 0.39099130239268
908 => 0.38617590578795
909 => 0.38982834167168
910 => 0.37596339621758
911 => 0.37953670836004
912 => 0.36135733114535
913 => 0.36957516888425
914 => 0.37657842393806
915 => 0.37798443107508
916 => 0.38115223694728
917 => 0.35408368260608
918 => 0.36623666881428
919 => 0.37337540963078
920 => 0.34112231891221
921 => 0.37273786972887
922 => 0.3536124792971
923 => 0.34712103453083
924 => 0.3558609097258
925 => 0.35245497186251
926 => 0.34952674649104
927 => 0.34789274642046
928 => 0.35431034617882
929 => 0.3540109574794
930 => 0.3435105186723
1001 => 0.32981312430107
1002 => 0.3344104194537
1003 => 0.33274017902487
1004 => 0.32668701224552
1005 => 0.33076611579266
1006 => 0.31280380815812
1007 => 0.28190059147241
1008 => 0.30231620300612
1009 => 0.30153022416998
1010 => 0.3011338979995
1011 => 0.31647566582103
1012 => 0.31500090883979
1013 => 0.31232421047799
1014 => 0.32663785258102
1015 => 0.32141318066776
1016 => 0.3375143884169
1017 => 0.34811968520131
1018 => 0.34542983889137
1019 => 0.35540417177696
1020 => 0.33451633184878
1021 => 0.34145443439824
1022 => 0.34288436771789
1023 => 0.32646122445931
1024 => 0.31524219732055
1025 => 0.31449401611667
1026 => 0.29504176913522
1027 => 0.30543300245966
1028 => 0.31457685776671
1029 => 0.31019766066647
1030 => 0.30881133768932
1031 => 0.31589376112279
1101 => 0.31644412608042
1102 => 0.30389574672129
1103 => 0.30650495214555
1104 => 0.31738577250901
1105 => 0.3062307833897
1106 => 0.284558461688
1107 => 0.27918342626269
1108 => 0.27846629745539
1109 => 0.26388877508251
1110 => 0.27954261183154
1111 => 0.27270929259385
1112 => 0.29429566618998
1113 => 0.28196564536191
1114 => 0.28143412280771
1115 => 0.28063064850964
1116 => 0.26808317281343
1117 => 0.27083027255722
1118 => 0.27996205050068
1119 => 0.28322037174775
1120 => 0.28288050214704
1121 => 0.27991729980693
1122 => 0.28127383866418
1123 => 0.27690395435551
1124 => 0.27536085725485
1125 => 0.27049041834284
1126 => 0.26333221863529
1127 => 0.26432761020841
1128 => 0.25014534354291
1129 => 0.24241809195368
1130 => 0.24027929055732
1201 => 0.23741919594344
1202 => 0.24060234585438
1203 => 0.25010516696335
1204 => 0.23864274856996
1205 => 0.21899123622967
1206 => 0.22017232560586
1207 => 0.2228258827656
1208 => 0.21788099655347
1209 => 0.21320107674653
1210 => 0.21726988732477
1211 => 0.20894328248487
1212 => 0.22383211317968
1213 => 0.22342941203485
1214 => 0.22897904739876
1215 => 0.23244934828179
1216 => 0.22445142826965
1217 => 0.22243997301527
1218 => 0.22358578934371
1219 => 0.20464799777204
1220 => 0.22743142580173
1221 => 0.22762845783343
1222 => 0.22594134995637
1223 => 0.23807282202276
1224 => 0.26367401198386
1225 => 0.25404181451502
1226 => 0.25031193652037
1227 => 0.24322143572602
1228 => 0.25266910704221
1229 => 0.25194367329176
1230 => 0.24866298675964
1231 => 0.24667881730864
]
'min_raw' => 0.18530050681733
'max_raw' => 0.4754598825262
'avg_raw' => 0.33038019467176
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$0.1853005'
'max' => '$0.475459'
'avg' => '$0.33038'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.11394791170482
'max_diff' => 0.27636401565607
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.0058163711708495
]
1 => [
'year' => 2028
'avg' => 0.0099825814337932
]
2 => [
'year' => 2029
'avg' => 0.027270613291871
]
3 => [
'year' => 2030
'avg' => 0.021039237542063
]
4 => [
'year' => 2031
'avg' => 0.02066313863031
]
5 => [
'year' => 2032
'avg' => 0.036228984947985
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.0058163711708495
'min' => '$0.005816'
'max_raw' => 0.036228984947985
'max' => '$0.036228'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.036228984947985
]
1 => [
'year' => 2033
'avg' => 0.093184674668807
]
2 => [
'year' => 2034
'avg' => 0.059064925051002
]
3 => [
'year' => 2035
'avg' => 0.069667214546359
]
4 => [
'year' => 2036
'avg' => 0.13522423099132
]
5 => [
'year' => 2037
'avg' => 0.33038019467176
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.036228984947985
'min' => '$0.036228'
'max_raw' => 0.33038019467176
'max' => '$0.33038'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 0.33038019467176
]
]
]
]
'prediction_2025_max_price' => '$0.009944'
'last_price' => 0.00964287
'sma_50day_nextmonth' => '$0.009563'
'sma_200day_nextmonth' => '$0.086659'
'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' => '$0.009664'
'daily_sma3_action' => 'SELL'
'daily_sma5' => '$0.009856'
'daily_sma5_action' => 'SELL'
'daily_sma10' => '$0.010035'
'daily_sma10_action' => 'SELL'
'daily_sma21' => '$0.010654'
'daily_sma21_action' => 'SELL'
'daily_sma50' => '$0.012533'
'daily_sma50_action' => 'SELL'
'daily_sma100' => '$0.042393'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.111628'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.009718'
'daily_ema3_action' => 'SELL'
'daily_ema5' => '$0.009822'
'daily_ema5_action' => 'SELL'
'daily_ema10' => '$0.010072'
'daily_ema10_action' => 'SELL'
'daily_ema21' => '$0.010771'
'daily_ema21_action' => 'SELL'
'daily_ema50' => '$0.019193'
'daily_ema50_action' => 'SELL'
'daily_ema100' => '$0.046935'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.087288'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.080811'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.128874'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '—'
'weekly_sma100_action' => '—'
'weekly_sma200' => '—'
'weekly_sma200_action' => '—'
'weekly_ema3' => '$0.009926'
'weekly_ema3_action' => 'SELL'
'weekly_ema5' => '$0.01122'
'weekly_ema5_action' => 'SELL'
'weekly_ema10' => '$0.023436'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.059049'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.12239'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.07135'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$0.035675'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '26.81'
'rsi_14_action' => 'BUY'
'stoch_rsi_14' => -16.45
'stoch_rsi_14_action' => 'BUY'
'momentum_10' => -0
'momentum_10_action' => 'BUY'
'vwma_10' => '0.010033'
'vwma_10_action' => 'SELL'
'hma_9' => '0.009612'
'hma_9_action' => 'SELL'
'stochastic_fast_14' => 0
'stochastic_fast_14_action' => 'BUY'
'cci_20' => -106.58
'cci_20_action' => 'BUY'
'adx_14' => 40.11
'adx_14_action' => 'SELL'
'ao_5_34' => '-0.001277'
'ao_5_34_action' => 'NEUTRAL'
'macd_12_26' => 0
'macd_12_26_action' => 'NEUTRAL'
'williams_percent_r_14' => -100
'williams_percent_r_14_action' => 'BUY'
'ultimate_oscillator' => 12.75
'ultimate_oscillator_action' => 'BUY'
'ichimoku_cloud' => '-0.014369'
'ichimoku_cloud_action' => 'SELL'
'sell_signals' => 29
'buy_signals' => 3
'sell_pct' => 90.63
'buy_pct' => 9.38
'overall_action' => 'bearish'
'overall_action_label' => 'Baixista'
'overall_action_dir' => -1
'last_updated' => 1767686341
'last_updated_date' => '6 de janeiro de 2026'
]
Previsão de preço de Seraph para 2026
A previsão de preço para Seraph em 2026 sugere que o preço médio poderia variar entre $0.003331 na extremidade inferior e $0.009944 na extremidade superior. No mercado de criptomoedas, comparado ao preço médio de hoje, Seraph poderia potencialmente ganhar 3.13% até 2026 se SERAPH atingir a meta de preço prevista.
Previsão de preço de Seraph 2027-2032
A previsão de preço de SERAPH para 2027-2032 está atualmente dentro de uma faixa de preço entre $0.005816 na extremidade inferior e $0.036228 na extremidade superior. Considerando a volatilidade de preços no mercado, se Seraph atingir a meta de preço superior, poderia ganhar 275.71% até 2032 em comparação com o preço de hoje.
| Previsão de Preço de Seraph | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2027 | $0.0032072 | $0.005816 | $0.008425 |
| 2028 | $0.005788 | $0.009982 | $0.014177 |
| 2029 | $0.012714 | $0.02727 | $0.041826 |
| 2030 | $0.010813 | $0.021039 | $0.031264 |
| 2031 | $0.012784 | $0.020663 | $0.028541 |
| 2032 | $0.019515 | $0.036228 | $0.052942 |
Previsão de preço de Seraph 2032-2037
A previsão de preço de Seraph para 2032-2037 é atualmente estimada entre $0.036228 na extremidade inferior e $0.33038 na extremidade superior. Comparado ao preço atual, Seraph poderia potencialmente ganhar 3326.16% até 2037 se atingir a meta de preço superior. Por favor, note que esta informação é apenas para fins gerais e não deve ser considerada como aconselhamento de investimento a longo prazo.
| Previsão de Preço de Seraph | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2032 | $0.019515 | $0.036228 | $0.052942 |
| 2033 | $0.045349 | $0.093184 | $0.14102 |
| 2034 | $0.036458 | $0.059064 | $0.081671 |
| 2035 | $0.0431051 | $0.069667 | $0.096229 |
| 2036 | $0.071352 | $0.135224 | $0.199095 |
| 2037 | $0.1853005 | $0.33038 | $0.475459 |
Seraph Histograma de preços potenciais
Previsão de preço de Seraph baseada na análise técnica
Em 6 de janeiro de 2026, o sentimento geral de previsão de preço para Seraph é Baixista, com 3 indicadores técnicos mostrando sinais de alta e 29 indicando sinais de baixa. A previsão de preço de SERAPH 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 Seraph
De acordo com nossos indicadores técnicos, o SMA de 200 dias de Seraph está projetado para aumentar no próximo mês, alcançando $0.086659 até 4 de fev. de 2026. O SMA de 50 dias de curto prazo para Seraph é esperado para alcançar $0.009563 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 26.81, sugerindo que o mercado de SERAPH está em um estado BUY.
Médias Móveis e Osciladores Populares de SERAPH 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 | $0.009664 | SELL |
| SMA 5 | $0.009856 | SELL |
| SMA 10 | $0.010035 | SELL |
| SMA 21 | $0.010654 | SELL |
| SMA 50 | $0.012533 | SELL |
| SMA 100 | $0.042393 | SELL |
| SMA 200 | $0.111628 | SELL |
Média Móvel Exponencial Diária (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 3 | $0.009718 | SELL |
| EMA 5 | $0.009822 | SELL |
| EMA 10 | $0.010072 | SELL |
| EMA 21 | $0.010771 | SELL |
| EMA 50 | $0.019193 | SELL |
| EMA 100 | $0.046935 | SELL |
| EMA 200 | $0.087288 | SELL |
Média Móvel Simples Semanal (SMA)
| Período | Valor | Ação |
|---|---|---|
| SMA 21 | $0.080811 | SELL |
| SMA 50 | $0.128874 | SELL |
| SMA 100 | — | — |
| SMA 200 | — | — |
Média Móvel Exponencial Semanal (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 21 | $0.059049 | SELL |
| EMA 50 | $0.12239 | SELL |
| EMA 100 | $0.07135 | SELL |
| EMA 200 | $0.035675 | SELL |
Osciladores de Seraph
Um oscilador é uma ferramenta de análise técnica que define limites altos e baixos entre dois extremos, criando um indicador de tendência que flutua dentro desses limites. Os traders usam esse indicador para identificar condições de sobrecompra ou sobrevenda de curto prazo.
| Período | Valor | Ação |
|---|---|---|
| RSI (14) | 26.81 | BUY |
| Stoch RSI (14) | -16.45 | BUY |
| Estocástico Rápido (14) | 0 | BUY |
| Índice de Canal de Commodities (20) | -106.58 | BUY |
| Índice Direcional Médio (14) | 40.11 | SELL |
| Oscilador Impressionante (5, 34) | -0.001277 | NEUTRAL |
| Momentum (10) | -0 | BUY |
| MACD (12, 26) | 0 | NEUTRAL |
| Williams Percent Range (14) | -100 | BUY |
| Oscilador Ultimate (7, 14, 28) | 12.75 | BUY |
| VWMA (10) | 0.010033 | SELL |
| Média Móvel de Hull (9) | 0.009612 | SELL |
| Nuvem Ichimoku B/L (9, 26, 52, 26) | -0.014369 | SELL |
Previsão do preço de Seraph com base nos fluxos financeiros mundiais
Definições dos fluxos financeiros mundiais, usadas na previsão do preço do Seraph
M0: o total de todas as moedas físicas, mais as contas no Banco Central que podem ser trocadas por moedas físicas.
M1: o valor de M0, mais o valor em contas de demanda, incluindo contas 'correntes'.
M2: o valor de M1, mais a maioria das contas de poupança, do mercado de moedas e de certificados de depósito (CD) de menos de US$ 100.000.
Previsões de preço de Seraph por empresas de Internet ou nichos tecnológicos
| Comparação | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook stock | $0.013549 | $0.019039 | $0.026754 | $0.037593 | $0.052825 | $0.074229 |
| Amazon.com stock | $0.02012 | $0.041982 | $0.087598 | $0.18278 | $0.381381 | $0.795776 |
| Apple stock | $0.013677 | $0.01940073 | $0.027518 | $0.039032 | $0.055365 | $0.078531 |
| Netflix stock | $0.015214 | $0.0240067 | $0.037878 | $0.059767 | $0.094303 | $0.148795 |
| Google stock | $0.012487 | $0.016171 | $0.020941 | $0.027119 | $0.035119 | $0.045479 |
| Tesla stock | $0.021859 | $0.049554 | $0.112335 | $0.254656 | $0.577286 | $1.30 |
| Kodak stock | $0.007231 | $0.005422 | $0.004066 | $0.003049 | $0.002286 | $0.001714 |
| Nokia stock | $0.006387 | $0.004231 | $0.0028033 | $0.001857 | $0.00123 | $0.000815 |
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 Seraph
Você pode fazer perguntas como: 'Devo investir em Seraph agora?', 'Devo comprar SERAPH hoje?', 'Seraph será um bom ou mau investimento no curto ou no longo prazo?'.
Atualizamos a previsão para Seraph regularmente com novos valores. Veja nossas previsões semelhantes. Fazemos previsões de preços futuros para uma enorme quantidade de moedas digitais, como Seraph, 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 Seraph para poder tomar sozinho uma decisão de tão grande responsabilidade sobre o seu investimento.
O preço de Seraph é de $0.009642 USD hoje, mas o preço pode tanto subir quanto descer e seu investimento pode ser perdido, porque criptomoedas são ativos de alto risco
Previsão de curto prazo para Seraph
com base no histórico de preços de 4 horas
Previsão de longo prazo para Seraph
com base no histórico de preços de 1 mês
Previsão do preço de Seraph com base no padrão de crescimento do Bitcoin
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Se Seraph tiver 1% da média anterior do crescimento anual do Bitcoin | $0.009893 | $0.01015 | $0.010414 | $0.010685 |
| Se Seraph tiver 2% da média anterior do crescimento anual do Bitcoin | $0.010144 | $0.010671 | $0.011226 | $0.0118099 |
| Se Seraph tiver 5% da média anterior do crescimento anual do Bitcoin | $0.010896 | $0.012312 | $0.013912 | $0.01572 |
| Se Seraph tiver 10% da média anterior do crescimento anual do Bitcoin | $0.012149 | $0.0153073 | $0.019286 | $0.024299 |
| Se Seraph tiver 20% da média anterior do crescimento anual do Bitcoin | $0.014655 | $0.022274 | $0.033854 | $0.051454 |
| Se Seraph tiver 50% da média anterior do crescimento anual do Bitcoin | $0.022175 | $0.050995 | $0.117272 | $0.269687 |
| Se Seraph tiver 100% da média anterior do crescimento anual do Bitcoin | $0.0347077 | $0.124924 | $0.449643 | $1.61 |
Perguntas Frequentes sobre Seraph
SERAPH é um bom investimento?
A decisão de adquirir Seraph depende inteiramente da sua tolerância individual ao risco. Como você pode perceber, o valor de Seraph experimentou uma queda de -2.0922% nas últimas 24 horas, e Seraph registrou um declínio de durante os últimos 30 dias. Consequentemente, a decisão de investir ou não em Seraph dependerá de quão alinhado esse investimento está com suas aspirações de negociação.
Seraph pode subir?
Parece que o valor médio de Seraph pode potencialmente subir para $0.009944 até o final deste ano. Observando as perspectivas de Seraph em um horizonte de cinco anos mais longo, a moeda digital poderia potencialmente crescer até $0.031264. 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 Seraph na próxima semana?
Com base na nossa nova previsão experimental de Seraph, o preço de Seraph aumentará 0.86% na próxima semana e atingirá $0.009725 até 13 de janeiro de 2026.
Qual será o preço de Seraph no próximo mês?
Com base na nossa nova previsão experimental de Seraph, o preço de Seraph diminuirá -11.62% no próximo mês e atingirá $0.008522 até 5 de fevereiro de 2026.
Até onde o preço de Seraph pode subir este ano em 2026?
De acordo com nossa previsão mais recente sobre o valor de Seraph em 2026, espera-se que SERAPH fluctue dentro do intervalo de $0.003331 e $0.009944. No entanto, é crucial lembrar que o mercado de criptomoedas é excepcionalmente instável, e essa previsão de preço de Seraph não considera flutuações repentinas e extremas de preço.
Onde estará Seraph em 5 anos?
O futuro de Seraph parece seguir uma tendência de alta, com um preço máximo de $0.031264 projetada após um período de cinco anos. Com base na previsão de Seraph para 2030, o valor de Seraph pode potencialmente atingir seu pico mais alto de aproximadamente $0.031264, enquanto seu pico mais baixo está previsto para cerca de $0.010813.
Quanto será Seraph em 2026?
Com base na nossa nova simulação experimental de previsão de preços de Seraph, espera-se que o valor de SERAPH em 2026 aumente 3.13% para $0.009944 se o melhor cenário ocorrer. O preço ficará entre $0.009944 e $0.003331 durante 2026.
Quanto será Seraph em 2027?
De acordo com nossa última simulação experimental para previsão de preços de Seraph, o valor de SERAPH pode diminuir -12.62% para $0.008425 em 2027, assumindo as condições mais favoráveis. O preço está projetado para flutuar entre $0.008425 e $0.0032072 ao longo do ano.
Quanto será Seraph em 2028?
Nosso novo modelo experimental de previsão de preços de Seraph sugere que o valor de SERAPH em 2028 pode aumentar 47.02%, alcançando $0.014177 no melhor cenário. O preço é esperado para variar entre $0.014177 e $0.005788 durante o ano.
Quanto será Seraph em 2029?
Com base no nosso modelo de previsão experimental, o valor de Seraph pode experimentar um 333.75% crescimento em 2029, potencialmente alcançando $0.041826 sob condições ótimas. A faixa de preço prevista para 2029 está entre $0.041826 e $0.012714.
Quanto será Seraph em 2030?
Usando nossa nova simulação experimental para previsões de preços de Seraph, espera-se que o valor de SERAPH em 2030 aumente 224.23%, alcançando $0.031264 no melhor cenário. O preço está previsto para variar entre $0.031264 e $0.010813 ao longo de 2030.
Quanto será Seraph em 2031?
Nossa simulação experimental indica que o preço de Seraph poderia aumentar 195.98% em 2031, potencialmente atingindo $0.028541 sob condições ideais. O preço provavelmente oscilará entre $0.028541 e $0.012784 durante o ano.
Quanto será Seraph em 2032?
Com base nos achados da nossa mais recente previsão experimental de preços de Seraph, SERAPH poderia ver um 449.04% aumento em valor, atingindo $0.052942 se o cenário mais positivo se desenrolar em 2032. O preço é esperado para permanecer dentro de uma faixa de $0.052942 e $0.019515 ao longo do ano.
Quanto será Seraph em 2033?
De acordo com nossa previsão experimental de preços de Seraph, espera-se que o valor de SERAPH seja aumentar 1362.43% em 2033, com o preço potencial mais alto sendo $0.14102. Ao longo do ano, o preço de SERAPH poderia variar entre $0.14102 e $0.045349.
Quanto será Seraph em 2034?
Os resultados da nossa nova simulação de previsão de preços de Seraph sugerem que SERAPH pode aumentar 746.96% em 2034, atingindo potencialmente $0.081671 nas melhores circunstâncias. A faixa de preço prevista para o ano é entre $0.081671 e $0.036458.
Quanto será Seraph em 2035?
Com base em nossa previsão experimental para o preço de Seraph, SERAPH poderia aumentar 897.93%, com o valor potencialmente atingindo $0.096229 em 2035. A faixa de preço esperada para o ano está entre $0.096229 e $0.0431051.
Quanto será Seraph em 2036?
Nossa recente simulação de previsão de preços de Seraph sugere que o valor de SERAPH pode aumentar 1964.7% em 2036, possivelmente atingindo $0.199095 se as condições forem ideais. A faixa de preço esperada para 2036 está entre $0.199095 e $0.071352.
Quanto será Seraph em 2037?
De acordo com a simulação experimental, o valor de Seraph poderia aumentar 4830.69% em 2037, com um pico de $0.475459 sob condições favoráveis. O preço é esperado para cair entre $0.475459 e $0.1853005 ao longo do ano.
Previsões relacionadas
Como ler e prever os movimentos de preço de Seraph?
Traders de Seraph 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 Seraph
Médias móveis são ferramentas populares para a previsão de preço de Seraph. Uma média móvel simples (SMA) calcula o preço médio de fechamento de SERAPH 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 SERAPH 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 SERAPH.
Como ler gráficos de Seraph 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 Seraph 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 SERAPH 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 Seraph?
A ação de preço de Seraph 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 SERAPH. A capitalização de mercado de Seraph pode mudar rapidamente.
Traders frequentemente monitoram a atividade de "baleias" de SERAPH, grandes detentores de Seraph, pois suas ações podem influenciar significativamente os movimentos de preço no relativamente pequeno mercado de Seraph.
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


