Previsão de Preço Peercoin - Projeção PPC
Previsão de Preço Peercoin até $0.384845 até 2026
| Ano | Preço Mínimo | Preço Máximo |
|---|---|---|
| 2026 | $0.128925 | $0.384845 |
| 2027 | $0.124113 | $0.326046 |
| 2028 | $0.223987 | $0.548616 |
| 2029 | $0.492036 | $1.61 |
| 2030 | $0.418456 | $1.20 |
| 2031 | $0.494744 | $1.10 |
| 2032 | $0.75519 | $2.04 |
| 2033 | $1.75 | $5.45 |
| 2034 | $1.41 | $3.16 |
| 2035 | $1.66 | $3.72 |
Calculadora de lucro do investimento
Se você abrir um short de $10,000.00 em Peercoin hoje e fechar em Apr 06, 2026, nossa previsão mostra que pode lucrar cerca de $3,954.43, com um retorno de 39.54% nos próximos 90 dias.
Previsão de preço de longo prazo de Peercoin para os anos 2027, 2028, 2029, 2030, 2031, 2032 e 2037
[
'name' => 'Peercoin'
'name_with_ticker' => 'Peercoin <small>PPC</small>'
'name_lang' => 'Peercoin'
'name_lang_with_ticker' => 'Peercoin <small>PPC</small>'
'name_with_lang' => 'Peercoin'
'name_with_lang_with_ticker' => 'Peercoin <small>PPC</small>'
'image' => '/uploads/coins/peercoin.png?1717253652'
'price_for_sd' => 0.3731
'ticker' => 'PPC'
'marketcap' => '$11.19M'
'low24h' => '$0.3572'
'high24h' => '$0.3733'
'volume24h' => '$34K'
'current_supply' => '29.99M'
'max_supply' => '29.99M'
'algo' => 'Proof of Stake'
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.3731'
'change_24h_pct' => '3.6915%'
'ath_price' => '$9.45'
'ath_days' => 2915
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '13 de jan. de 2018'
'ath_pct' => '-96.07%'
'fdv' => '$11.19M'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$18.39'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.376349'
'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' => '$0.329802'
'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' => '$0.128925'
'current_year_max_price_prediction' => '$0.384845'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.418456'
'grand_prediction_max_price' => '$1.20'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.38022710991994
107 => 0.38164673992594
108 => 0.38484523881757
109 => 0.35751441598594
110 => 0.36978515304654
111 => 0.37699306145707
112 => 0.34442746903235
113 => 0.37634934440119
114 => 0.35703864716603
115 => 0.35048430648748
116 => 0.35930886274243
117 => 0.35586992458771
118 => 0.35291332750351
119 => 0.35126349552974
120 => 0.35774327571264
121 => 0.3574409862221
122 => 0.34683880817173
123 => 0.3330086991051
124 => 0.33765053766572
125 => 0.33596411419917
126 => 0.32985229800347
127 => 0.33397092417587
128 => 0.31583457890163
129 => 0.28463193950248
130 => 0.30524535885225
131 => 0.30445176463037
201 => 0.30405159843706
202 => 0.31954201336535
203 => 0.31805296739467
204 => 0.31535033437711
205 => 0.32980266202868
206 => 0.32452736802462
207 => 0.34078458112954
208 => 0.35149263313106
209 => 0.34877672477428
210 => 0.35884769943822
211 => 0.33775747625096
212 => 0.34476280240088
213 => 0.34620659041141
214 => 0.32962432254883
215 => 0.31829659373082
216 => 0.31754116336422
217 => 0.29790044265097
218 => 0.30839235712163
219 => 0.31762480767089
220 => 0.3132031803249
221 => 0.31180342519952
222 => 0.31895447056524
223 => 0.31951016803472
224 => 0.30684020684043
225 => 0.30947469297821
226 => 0.32046093811964
227 => 0.30919786778845
228 => 0.28731556194703
301 => 0.28188844755181
302 => 0.28116437044993
303 => 0.26644560578022
304 => 0.28225111328646
305 => 0.27535158569872
306 => 0.29714711067936
307 => 0.28469762370216
308 => 0.28416095120105
309 => 0.28334969200288
310 => 0.27068064322715
311 => 0.27345435974898
312 => 0.28267461591651
313 => 0.2859645071907
314 => 0.28562134457752
315 => 0.28262943163119
316 => 0.28399911405695
317 => 0.2795868897346
318 => 0.27802884149387
319 => 0.2731112126712
320 => 0.26588365683152
321 => 0.2668886928002
322 => 0.25256901348893
323 => 0.24476689219724
324 => 0.24260736785401
325 => 0.2397195616495
326 => 0.24293355324896
327 => 0.25252844763661
328 => 0.24095496933471
329 => 0.22111305257121
330 => 0.22230558557768
331 => 0.22498485317698
401 => 0.21999205573081
402 => 0.21526679196173
403 => 0.21937502543618
404 => 0.21096774373212
405 => 0.22600083300466
406 => 0.22559423006958
407 => 0.23119763611038
408 => 0.23470156090116
409 => 0.22662614866753
410 => 0.22459520432901
411 => 0.22575212252551
412 => 0.20663084180458
413 => 0.22963501953523
414 => 0.22983396061952
415 => 0.22813050627524
416 => 0.2403795207425
417 => 0.26622876183185
418 => 0.25650323755073
419 => 0.25273722059355
420 => 0.24557801960501
421 => 0.25511722985094
422 => 0.25438476733892
423 => 0.25107229408137
424 => 0.24906889991966
425 => 0.25276021509003
426 => 0.24861150512008
427 => 0.24786628281055
428 => 0.24335104642468
429 => 0.24173931246508
430 => 0.24054604880638
501 => 0.23923238276581
502 => 0.24213000270612
503 => 0.23556361470773
504 => 0.22764519449262
505 => 0.22698686353023
506 => 0.22880457319844
507 => 0.22800037198283
508 => 0.2269830133242
509 => 0.22504059858375
510 => 0.22446432562338
511 => 0.22633693317669
512 => 0.22422286842881
513 => 0.22734228612337
514 => 0.2264939771157
515 => 0.2217553919576
516 => 0.21584936040167
517 => 0.21579678433251
518 => 0.21452433952161
519 => 0.21290368974159
520 => 0.21245286204823
521 => 0.21902904147175
522 => 0.23264153606997
523 => 0.22996907766095
524 => 0.23190020274602
525 => 0.24139942685981
526 => 0.24441894455395
527 => 0.24227576241585
528 => 0.23934204251949
529 => 0.23947111130605
530 => 0.2494965202893
531 => 0.25012179275017
601 => 0.25170165453824
602 => 0.25373222340481
603 => 0.24262157707425
604 => 0.23894780086305
605 => 0.23720696188083
606 => 0.23184585160509
607 => 0.23762734941062
608 => 0.23425871822776
609 => 0.23471326166315
610 => 0.23441723965455
611 => 0.23457888768817
612 => 0.22599663094983
613 => 0.22912355423515
614 => 0.22392443779656
615 => 0.21696340451351
616 => 0.21694006868909
617 => 0.21864377172343
618 => 0.2176303424927
619 => 0.21490323049045
620 => 0.21529060387876
621 => 0.2118968053837
622 => 0.21570267246277
623 => 0.21581181111255
624 => 0.21434634498013
625 => 0.22020980832388
626 => 0.22261207403995
627 => 0.22164747283826
628 => 0.22254439504821
629 => 0.23008013037327
630 => 0.23130878403844
701 => 0.2318544708362
702 => 0.23112332281684
703 => 0.22268213445641
704 => 0.2230565370549
705 => 0.22030941920721
706 => 0.21798839411005
707 => 0.21808122294177
708 => 0.21927453155385
709 => 0.22448578024942
710 => 0.23545254590936
711 => 0.23586872664955
712 => 0.23637314984752
713 => 0.23432140719861
714 => 0.23370258198317
715 => 0.23451897217468
716 => 0.23863751275141
717 => 0.24923151728762
718 => 0.24548688853475
719 => 0.24244244707005
720 => 0.24511324301012
721 => 0.24470209490953
722 => 0.24123159117579
723 => 0.24113418569485
724 => 0.23447317944264
725 => 0.23201075709497
726 => 0.22995297267214
727 => 0.22770592580223
728 => 0.22637380109605
729 => 0.22842055008459
730 => 0.22888866579469
731 => 0.2244134133602
801 => 0.22380345299001
802 => 0.22745804073304
803 => 0.2258497929241
804 => 0.22750391567822
805 => 0.22788768634598
806 => 0.22782589042949
807 => 0.22614669501086
808 => 0.22721696409637
809 => 0.22468545864658
810 => 0.22193282668977
811 => 0.22017681899635
812 => 0.21864446938322
813 => 0.21949470600927
814 => 0.21646376768449
815 => 0.21549410951366
816 => 0.22685438101201
817 => 0.23524633571135
818 => 0.23512431336644
819 => 0.23438153372342
820 => 0.23327791384124
821 => 0.238556776083
822 => 0.23671772603215
823 => 0.23805578860192
824 => 0.23839638168424
825 => 0.23942725436433
826 => 0.23979570274096
827 => 0.23868199584293
828 => 0.23494425946528
829 => 0.2256301757855
830 => 0.22129444468967
831 => 0.21986358121073
901 => 0.2199155903806
902 => 0.21848094529662
903 => 0.21890351257014
904 => 0.21833399364375
905 => 0.2172554625786
906 => 0.21942810975521
907 => 0.21967848710271
908 => 0.21917136529049
909 => 0.21929081083534
910 => 0.21509205882471
911 => 0.21541128082086
912 => 0.21363381218148
913 => 0.2133005582393
914 => 0.20880727230084
915 => 0.20084676494866
916 => 0.20525765876691
917 => 0.19992991929999
918 => 0.19791222363543
919 => 0.20746368109537
920 => 0.20650497968258
921 => 0.20486409960138
922 => 0.20243689597191
923 => 0.20153662253542
924 => 0.19606684612724
925 => 0.19574366255692
926 => 0.1984546314412
927 => 0.19720361257985
928 => 0.19544670830062
929 => 0.18908337909577
930 => 0.18192889024363
1001 => 0.18214483929057
1002 => 0.18442054908043
1003 => 0.19103748221575
1004 => 0.18845213196568
1005 => 0.18657643069577
1006 => 0.18622516823129
1007 => 0.19062195339204
1008 => 0.19684432554947
1009 => 0.19976372334801
1010 => 0.19687068879309
1011 => 0.19354732646844
1012 => 0.19374960413416
1013 => 0.19509526682223
1014 => 0.1952366769441
1015 => 0.19307350971792
1016 => 0.19368242862126
1017 => 0.19275742512637
1018 => 0.18708068038564
1019 => 0.18697800607443
1020 => 0.18558484136518
1021 => 0.18554265689146
1022 => 0.1831725361798
1023 => 0.18284093990837
1024 => 0.17813492137933
1025 => 0.18123243702628
1026 => 0.17915478615718
1027 => 0.17602327622914
1028 => 0.17548340273721
1029 => 0.17546717348813
1030 => 0.17868253399141
1031 => 0.18119486366673
1101 => 0.17919092778356
1102 => 0.17873467042763
1103 => 0.1836063053224
1104 => 0.1829863453761
1105 => 0.18244946406092
1106 => 0.19628718037035
1107 => 0.18533354814097
1108 => 0.18055713927749
1109 => 0.17464542629349
1110 => 0.17657030985052
1111 => 0.17697591109841
1112 => 0.16275930703825
1113 => 0.15699163254161
1114 => 0.15501238400459
1115 => 0.15387329848907
1116 => 0.15439239406223
1117 => 0.14920081053451
1118 => 0.152689640526
1119 => 0.14819416802463
1120 => 0.14744048743024
1121 => 0.15547894914488
1122 => 0.15659745413246
1123 => 0.15182556436318
1124 => 0.15488989009383
1125 => 0.15377872298658
1126 => 0.14827122999787
1127 => 0.14806088427608
1128 => 0.14529741789209
1129 => 0.14097312811367
1130 => 0.13899681164875
1201 => 0.13796752887465
1202 => 0.13839223100756
1203 => 0.13817748861306
1204 => 0.13677614923159
1205 => 0.13825781174606
1206 => 0.13447277628681
1207 => 0.13296554466883
1208 => 0.1322847631145
1209 => 0.12892532628591
1210 => 0.13427168422854
1211 => 0.13532498409488
1212 => 0.13638035928734
1213 => 0.14556667980245
1214 => 0.14510775718979
1215 => 0.14925619410388
1216 => 0.14909499347388
1217 => 0.14791179206576
1218 => 0.14292005995208
1219 => 0.14490967540353
1220 => 0.13878594829887
1221 => 0.14337426101865
1222 => 0.14128034670586
1223 => 0.14266630648321
1224 => 0.14017422583659
1225 => 0.14155344616191
1226 => 0.13557476056804
1227 => 0.12999194808286
1228 => 0.13223863479935
1229 => 0.13468104019997
1230 => 0.13997679742184
1231 => 0.13682268810954
]
'min_raw' => 0.12892532628591
'max_raw' => 0.38484523881757
'avg_raw' => 0.25688528255174
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.128925'
'max' => '$0.384845'
'avg' => '$0.256885'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.24423067371409
'max_diff' => 0.011689238817568
'year' => 2026
]
1 => [
'items' => [
101 => 0.13795702508832
102 => 0.13415718609513
103 => 0.12631703288183
104 => 0.12636140729758
105 => 0.12515537053273
106 => 0.12411317868365
107 => 0.13718497550612
108 => 0.13555929093672
109 => 0.13296897533971
110 => 0.13643621570135
111 => 0.13735300908547
112 => 0.13737910890426
113 => 0.13990871796969
114 => 0.14125877078136
115 => 0.14149672344088
116 => 0.14547711796115
117 => 0.14681129370167
118 => 0.15230657475726
119 => 0.14114422823259
120 => 0.1409143470515
121 => 0.13648500688366
122 => 0.13367584932413
123 => 0.1366773523051
124 => 0.13933627420023
125 => 0.13656762699866
126 => 0.13692915387385
127 => 0.13321247121253
128 => 0.13454101037778
129 => 0.13568532728045
130 => 0.13505350274663
131 => 0.13410763083886
201 => 0.13911827292678
202 => 0.13883555286331
203 => 0.14350157796975
204 => 0.14713907821087
205 => 0.15365812892391
206 => 0.14685515965905
207 => 0.14660723241969
208 => 0.14903076095326
209 => 0.14681092267208
210 => 0.14821378383957
211 => 0.15343210630167
212 => 0.15354236123237
213 => 0.1516954490877
214 => 0.15158306431585
215 => 0.15193778399624
216 => 0.15401538824375
217 => 0.15328940948134
218 => 0.15412953048473
219 => 0.15518011466386
220 => 0.1595257762672
221 => 0.1605735005676
222 => 0.1580280737004
223 => 0.15825789724657
224 => 0.15730583772471
225 => 0.15638616015586
226 => 0.15845346102251
227 => 0.16223149398921
228 => 0.16220799104221
301 => 0.16308442125602
302 => 0.16363043001848
303 => 0.16128656070715
304 => 0.15976078797193
305 => 0.16034586632606
306 => 0.16128141935565
307 => 0.16004247908763
308 => 0.15239516582046
309 => 0.15471487215345
310 => 0.1543287595918
311 => 0.15377888835111
312 => 0.1561113710067
313 => 0.15588639736444
314 => 0.14914756334164
315 => 0.14957896163168
316 => 0.14917379810049
317 => 0.15048296435843
318 => 0.14674022339784
319 => 0.14789146530957
320 => 0.14861351344439
321 => 0.14903880534283
322 => 0.15057525130539
323 => 0.15039496710528
324 => 0.15056404458638
325 => 0.15284218834216
326 => 0.16436425769437
327 => 0.1649913785072
328 => 0.16190320626617
329 => 0.16313687016496
330 => 0.16076850525193
331 => 0.16235840448471
401 => 0.16344617316072
402 => 0.15853075567972
403 => 0.15823969655729
404 => 0.15586155655979
405 => 0.15713943428972
406 => 0.15510623893875
407 => 0.15560511395972
408 => 0.15421021590994
409 => 0.15672075467812
410 => 0.15952792711923
411 => 0.16023712973645
412 => 0.15837152298146
413 => 0.15702070074137
414 => 0.15464910187628
415 => 0.15859312364345
416 => 0.15974647580006
417 => 0.15858706557557
418 => 0.15831840489294
419 => 0.15780929338482
420 => 0.15842641530612
421 => 0.15974019439652
422 => 0.15912064043917
423 => 0.15952986674313
424 => 0.15797031806477
425 => 0.16128733662542
426 => 0.16655556038372
427 => 0.16657249858454
428 => 0.16595294128757
429 => 0.1656994317902
430 => 0.16633513517477
501 => 0.16667997818298
502 => 0.16873572636062
503 => 0.17094162605985
504 => 0.18123559744671
505 => 0.17834509147327
506 => 0.18747851527879
507 => 0.1947018676823
508 => 0.1968678352292
509 => 0.1948752470027
510 => 0.18805871031736
511 => 0.18772425850757
512 => 0.19791104218303
513 => 0.19503280921046
514 => 0.19469045255683
515 => 0.19104835618296
516 => 0.19320128622233
517 => 0.19273040884114
518 => 0.19198710585882
519 => 0.19609474639954
520 => 0.20378388280016
521 => 0.20258545878386
522 => 0.20169089084898
523 => 0.19777115456316
524 => 0.20013171131202
525 => 0.19929116226723
526 => 0.20290269438923
527 => 0.20076330276539
528 => 0.19501100376487
529 => 0.19592707634053
530 => 0.1957886138136
531 => 0.19863816280623
601 => 0.1977827989288
602 => 0.19562159028843
603 => 0.20375760216786
604 => 0.20322929481129
605 => 0.20397831385504
606 => 0.20430805520228
607 => 0.20926030226067
608 => 0.21128907942627
609 => 0.2117496473616
610 => 0.21367682875766
611 => 0.21170169733285
612 => 0.21960363127694
613 => 0.22485795625914
614 => 0.23096112511105
615 => 0.23987949518083
616 => 0.2432328848266
617 => 0.24262712500212
618 => 0.24938893140508
619 => 0.26153974720467
620 => 0.24508315228034
621 => 0.2624119866954
622 => 0.2569258777906
623 => 0.24391841226822
624 => 0.24308088483653
625 => 0.25188969150806
626 => 0.27142677688931
627 => 0.2665329585891
628 => 0.27143478142289
629 => 0.26571654471162
630 => 0.26543258606182
701 => 0.27115705942916
702 => 0.28453260347676
703 => 0.27817838387452
704 => 0.26906805195614
705 => 0.2757949792722
706 => 0.26996749228329
707 => 0.25683653308637
708 => 0.26652921637847
709 => 0.26004799509277
710 => 0.26193956002461
711 => 0.27556212315825
712 => 0.27392302032118
713 => 0.27604417116918
714 => 0.27230039544264
715 => 0.2688031185748
716 => 0.26227519158979
717 => 0.26034259423244
718 => 0.26087669461444
719 => 0.26034232955881
720 => 0.25669001440544
721 => 0.25590129729581
722 => 0.25458673422528
723 => 0.25499417228886
724 => 0.25252240912726
725 => 0.25718713690553
726 => 0.25805295148662
727 => 0.26144755135764
728 => 0.2617999899774
729 => 0.27125390229907
730 => 0.26604684625884
731 => 0.26954018900621
801 => 0.26922771155027
802 => 0.24420032348818
803 => 0.24764887674462
804 => 0.25301374339602
805 => 0.25059687824147
806 => 0.24717999637228
807 => 0.2444206810613
808 => 0.24024003621069
809 => 0.24612421355575
810 => 0.25386128105201
811 => 0.26199621477721
812 => 0.27176980462606
813 => 0.26958845314892
814 => 0.26181350431335
815 => 0.26216228283851
816 => 0.26431829444176
817 => 0.26152606352124
818 => 0.26070258011196
819 => 0.26420516046677
820 => 0.26422928081269
821 => 0.26101648168626
822 => 0.25744604339326
823 => 0.25743108312645
824 => 0.25679575811855
825 => 0.26582956761914
826 => 0.27079724942331
827 => 0.27136678613634
828 => 0.27075891506469
829 => 0.27099286051463
830 => 0.26810227592818
831 => 0.27470929511656
901 => 0.2807725492903
902 => 0.27914746764921
903 => 0.27671123925024
904 => 0.27477066598581
905 => 0.27869033026041
906 => 0.27851579378039
907 => 0.28071959205456
908 => 0.28061961503509
909 => 0.27987856056453
910 => 0.27914749411459
911 => 0.28204608995257
912 => 0.28121134090126
913 => 0.28037529525411
914 => 0.27869847771656
915 => 0.2789263850689
916 => 0.27649057731911
917 => 0.27536366119909
918 => 0.25841754660369
919 => 0.25388899105353
920 => 0.25531376681686
921 => 0.25578283999243
922 => 0.2538120068135
923 => 0.25663767532659
924 => 0.25619729788195
925 => 0.25791054890685
926 => 0.2568401840472
927 => 0.2568841121944
928 => 0.26003182702078
929 => 0.26094562202622
930 => 0.26048085851122
1001 => 0.26080636294596
1002 => 0.26830747525773
1003 => 0.26724105695906
1004 => 0.2666745434924
1005 => 0.26683147159429
1006 => 0.26874816661561
1007 => 0.26928473657391
1008 => 0.26701125195649
1009 => 0.26808344044492
1010 => 0.27264868294769
1011 => 0.27424625945332
1012 => 0.27934495677904
1013 => 0.27717893953295
1014 => 0.28115475793117
1015 => 0.29337506823093
1016 => 0.30313749767952
1017 => 0.29415956410913
1018 => 0.31208702255359
1019 => 0.32604612049377
1020 => 0.32551034706473
1021 => 0.32307625545911
1022 => 0.30718419357603
1023 => 0.29256008129393
1024 => 0.30479377219051
1025 => 0.30482495838449
1026 => 0.30377407348695
1027 => 0.29724711764277
1028 => 0.30354694957157
1029 => 0.30404700735245
1030 => 0.30376710797125
1031 => 0.29876290622878
1101 => 0.29112241509909
1102 => 0.29261534877708
1103 => 0.29506080459665
1104 => 0.29043104655468
1105 => 0.28895155833334
1106 => 0.29170220842096
1107 => 0.30056537612399
1108 => 0.29888984561057
1109 => 0.29884609073751
1110 => 0.30601472080945
1111 => 0.30088352876514
1112 => 0.2926341794518
1113 => 0.29055110995463
1114 => 0.28315761656343
1115 => 0.28826432878345
1116 => 0.28844811026495
1117 => 0.28565121617138
1118 => 0.29286113199293
1119 => 0.29279469134935
1120 => 0.29963943336757
1121 => 0.31272400933869
1122 => 0.30885425637115
1123 => 0.30435415469782
1124 => 0.304843440524
1125 => 0.31020969837682
1126 => 0.30696513637925
1127 => 0.30813190349547
1128 => 0.31020793233505
1129 => 0.31146045207886
1130 => 0.30466322220805
1201 => 0.30307846277607
1202 => 0.29983660115323
1203 => 0.29899085996804
1204 => 0.30163128861619
1205 => 0.30093562895512
1206 => 0.28843266414306
1207 => 0.28712603475436
1208 => 0.28716610721228
1209 => 0.28388052548755
1210 => 0.27886922472738
1211 => 0.29203862391589
1212 => 0.29098093685543
1213 => 0.28981333219916
1214 => 0.28995635710729
1215 => 0.29567274694268
1216 => 0.29235695215355
1217 => 0.30117253604853
1218 => 0.29936031702043
1219 => 0.29750162141239
1220 => 0.2972446930621
1221 => 0.29652925382946
1222 => 0.29407574649753
1223 => 0.29111298896129
1224 => 0.2891567198062
1225 => 0.26673178925485
1226 => 0.27089372592536
1227 => 0.27568165469232
1228 => 0.27733442851625
1229 => 0.27450724452195
1230 => 0.29418738095352
1231 => 0.29778313152208
]
'min_raw' => 0.12411317868365
'max_raw' => 0.32604612049377
'avg_raw' => 0.22507964958871
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.124113'
'max' => '$0.326046'
'avg' => '$0.225079'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.0048121476022537
'max_diff' => -0.058799118323798
'year' => 2027
]
2 => [
'items' => [
101 => 0.2868913685049
102 => 0.28485396435214
103 => 0.29432095283058
104 => 0.28861120148581
105 => 0.29118230216675
106 => 0.28562498881144
107 => 0.29691702050598
108 => 0.29683099414379
109 => 0.29243813877251
110 => 0.29615095005134
111 => 0.29550575772385
112 => 0.2905462348288
113 => 0.29707424622789
114 => 0.2970774840401
115 => 0.29284945625416
116 => 0.28791204543447
117 => 0.28702935299635
118 => 0.28636436281727
119 => 0.29101875534733
120 => 0.29519186913588
121 => 0.30295699929372
122 => 0.30490933751035
123 => 0.31252944354434
124 => 0.30799204141733
125 => 0.31000341301104
126 => 0.3121870414019
127 => 0.31323395315275
128 => 0.31152806663512
129 => 0.32336522786669
130 => 0.32436464695588
131 => 0.32469974353155
201 => 0.3207083193653
202 => 0.32425363822939
203 => 0.3225949009415
204 => 0.32691047455409
205 => 0.32758721160055
206 => 0.32701403939782
207 => 0.32722884641793
208 => 0.31712791752512
209 => 0.31660413107538
210 => 0.30946226566703
211 => 0.31237262861094
212 => 0.30693184458462
213 => 0.30865717324565
214 => 0.3094176816799
215 => 0.30902043523232
216 => 0.31253717616511
217 => 0.30954722794953
218 => 0.30165626301563
219 => 0.2937631481936
220 => 0.2936640565666
221 => 0.29158593875901
222 => 0.29008384021039
223 => 0.29037319768066
224 => 0.2913929311474
225 => 0.29002457144753
226 => 0.29031658036709
227 => 0.29516587407712
228 => 0.29613836534709
229 => 0.29283346003488
301 => 0.27956378831078
302 => 0.27630737758523
303 => 0.27864802103732
304 => 0.27752934422397
305 => 0.22398784106597
306 => 0.2365666230406
307 => 0.22909273792635
308 => 0.23253704804391
309 => 0.22490814669543
310 => 0.2285490582839
311 => 0.22787671485831
312 => 0.2481030240403
313 => 0.2477872180428
314 => 0.24793837766172
315 => 0.24072313520634
316 => 0.25221721235295
317 => 0.25787960806901
318 => 0.25683164932175
319 => 0.25709539796105
320 => 0.25256332249682
321 => 0.24798225805884
322 => 0.24290115257637
323 => 0.25234121851919
324 => 0.25129164433365
325 => 0.25369898989041
326 => 0.25982154744417
327 => 0.2607231173013
328 => 0.2619348363321
329 => 0.26150052131559
330 => 0.27184766703719
331 => 0.27059455941764
401 => 0.27361418823709
402 => 0.26740258265569
403 => 0.26037356132932
404 => 0.26170954848744
405 => 0.26158088218078
406 => 0.25994281242072
407 => 0.25846403628439
408 => 0.25600229065998
409 => 0.2637916180854
410 => 0.26347538561691
411 => 0.26859482170173
412 => 0.26768991164619
413 => 0.26164670082624
414 => 0.26186253528292
415 => 0.26331412573063
416 => 0.26833809684412
417 => 0.26982955352865
418 => 0.2691386513681
419 => 0.2707739655351
420 => 0.27206645117556
421 => 0.27093628183208
422 => 0.28693709641953
423 => 0.28029244262992
424 => 0.28353100065377
425 => 0.28430337765977
426 => 0.28232495020024
427 => 0.28275400027404
428 => 0.28340389422669
429 => 0.28734992304491
430 => 0.29770544445655
501 => 0.30229183439734
502 => 0.31609021482273
503 => 0.30191099855839
504 => 0.3010696625447
505 => 0.30355516753048
506 => 0.31165627754708
507 => 0.31822146631697
508 => 0.32039951818676
509 => 0.32068738369708
510 => 0.32477355379897
511 => 0.32711567029881
512 => 0.32427738527165
513 => 0.32187223589197
514 => 0.31325728935207
515 => 0.31425449287178
516 => 0.32112423624346
517 => 0.33082815338183
518 => 0.33915512380705
519 => 0.33623930898835
520 => 0.35848491781051
521 => 0.36069047906006
522 => 0.36038574180971
523 => 0.36541033856771
524 => 0.35543753724441
525 => 0.35117397146477
526 => 0.32239225648746
527 => 0.33047874440519
528 => 0.34223292949639
529 => 0.34067721902363
530 => 0.33214101562014
531 => 0.3391486483313
601 => 0.33683170580806
602 => 0.33500423710994
603 => 0.34337622548826
604 => 0.33417088036397
605 => 0.34214109913705
606 => 0.33191921111922
607 => 0.33625262818483
608 => 0.33379277107459
609 => 0.33538460009367
610 => 0.32607880017456
611 => 0.33109998392538
612 => 0.3258699024224
613 => 0.32586742268279
614 => 0.32575196834374
615 => 0.33190513603826
616 => 0.33210579061588
617 => 0.3275585903927
618 => 0.32690326779992
619 => 0.3293263388939
620 => 0.32648955724618
621 => 0.32781686952465
622 => 0.32652976018294
623 => 0.32624000475945
624 => 0.32393118424725
625 => 0.32293648088826
626 => 0.32332652970567
627 => 0.3219950920079
628 => 0.32119285263479
629 => 0.32559238274035
630 => 0.32324189128149
701 => 0.32523213621349
702 => 0.32296400092454
703 => 0.31510165583353
704 => 0.3105799380289
705 => 0.29572869699177
706 => 0.29994049052699
707 => 0.30273291399826
708 => 0.30181001805766
709 => 0.30379275565138
710 => 0.30391447963651
711 => 0.30326987143317
712 => 0.30252349771314
713 => 0.30216020426328
714 => 0.30486789599778
715 => 0.30643980218638
716 => 0.30301317105141
717 => 0.30221035932015
718 => 0.30567487258709
719 => 0.30778822367855
720 => 0.32339202074843
721 => 0.32223604106189
722 => 0.32513732322555
723 => 0.32481068337772
724 => 0.32785168929572
725 => 0.33282244874667
726 => 0.3227155049367
727 => 0.32446972091029
728 => 0.32403962766433
729 => 0.32873527294722
730 => 0.32874993223925
731 => 0.32593465832728
801 => 0.32746086398756
802 => 0.32660897785725
803 => 0.32814845123404
804 => 0.32222060224841
805 => 0.32944008244115
806 => 0.3335330624974
807 => 0.33358989352945
808 => 0.33552993359222
809 => 0.33750112665553
810 => 0.34128466008582
811 => 0.33739560596167
812 => 0.33039957618412
813 => 0.33090466693702
814 => 0.32680289723818
815 => 0.32687184872787
816 => 0.32650378027211
817 => 0.32760838141472
818 => 0.3224630000821
819 => 0.32367061079643
820 => 0.32197994872462
821 => 0.32446604574112
822 => 0.32179141631792
823 => 0.32403942026034
824 => 0.32500958423938
825 => 0.32858951020816
826 => 0.32126265834158
827 => 0.30632271140135
828 => 0.30946326937754
829 => 0.30481813744525
830 => 0.30524806209085
831 => 0.30611657829696
901 => 0.30330143311215
902 => 0.30383847409799
903 => 0.30381928721488
904 => 0.3036539450218
905 => 0.30292161703316
906 => 0.30185959656297
907 => 0.30609035924357
908 => 0.30680924826482
909 => 0.30840724950757
910 => 0.31316181727137
911 => 0.31268672383134
912 => 0.31346162094347
913 => 0.31177002489855
914 => 0.30532653037976
915 => 0.30567644313272
916 => 0.30131302549637
917 => 0.3082956671083
918 => 0.30664208540823
919 => 0.30557601052901
920 => 0.3052851221211
921 => 0.31005147553876
922 => 0.31147764318475
923 => 0.31058895121432
924 => 0.30876621805567
925 => 0.31226640456296
926 => 0.3132029068113
927 => 0.31341255512783
928 => 0.31961421452456
929 => 0.31375915899626
930 => 0.31516852905617
1001 => 0.32616403194115
1002 => 0.31619262810015
1003 => 0.32147470310357
1004 => 0.32121617301874
1005 => 0.32391830385482
1006 => 0.3209945194209
1007 => 0.32103076323308
1008 => 0.32343007235731
1009 => 0.32006067541001
1010 => 0.31922636534192
1011 => 0.31807377195829
1012 => 0.32059041744465
1013 => 0.32209903259564
1014 => 0.33425736275685
1015 => 0.34211219852821
1016 => 0.34177119939172
1017 => 0.3448872931756
1018 => 0.34348346438582
1019 => 0.33895013091227
1020 => 0.34668797837049
1021 => 0.34423939966942
1022 => 0.34444125752252
1023 => 0.34443374436314
1024 => 0.34606183514089
1025 => 0.34490818361253
1026 => 0.34263421803022
1027 => 0.34414378250529
1028 => 0.34862664931705
1029 => 0.36254160545191
1030 => 0.37032859925363
1031 => 0.36207281864741
1101 => 0.36776754556027
1102 => 0.36435273865123
1103 => 0.36373216665415
1104 => 0.36730887599244
1105 => 0.37089184588695
1106 => 0.37066362619427
1107 => 0.3680625740384
1108 => 0.3665933056748
1109 => 0.37771909796497
1110 => 0.38591639220145
1111 => 0.38535739168988
1112 => 0.38782463815124
1113 => 0.39506855007086
1114 => 0.39573084259313
1115 => 0.39564740895795
1116 => 0.39400584783842
1117 => 0.40113841986412
1118 => 0.40708853693362
1119 => 0.39362587386851
1120 => 0.39875227972451
1121 => 0.40105368847574
1122 => 0.40443283931977
1123 => 0.41013403320507
1124 => 0.41632704193151
1125 => 0.41720280126832
1126 => 0.41658140810991
1127 => 0.41249695237782
1128 => 0.41927341642424
1129 => 0.423242910135
1130 => 0.42560665279951
1201 => 0.43160071090744
1202 => 0.4010679011927
1203 => 0.3794552608975
1204 => 0.3760801350251
1205 => 0.3829435862069
1206 => 0.38475342354854
1207 => 0.38402388038547
1208 => 0.35969688879794
1209 => 0.37595205844898
1210 => 0.39344125422001
1211 => 0.39411308545656
1212 => 0.40286854254138
1213 => 0.40571967826651
1214 => 0.41276896882378
1215 => 0.41232803378011
1216 => 0.41404442385209
1217 => 0.41364985549828
1218 => 0.42670718185236
1219 => 0.44111135185265
1220 => 0.440612581248
1221 => 0.43854181138805
1222 => 0.4416172577488
1223 => 0.45648390483377
1224 => 0.45511522220335
1225 => 0.45644478079469
1226 => 0.47397339555538
1227 => 0.49676308816064
1228 => 0.48617498789777
1229 => 0.50914811882443
1230 => 0.52360848698942
1231 => 0.54861619850079
]
'min_raw' => 0.22398784106597
'max_raw' => 0.54861619850079
'avg_raw' => 0.38630201978338
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.223987'
'max' => '$0.548616'
'avg' => '$0.386302'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.099874662382312
'max_diff' => 0.22257007800702
'year' => 2028
]
3 => [
'items' => [
101 => 0.54548510985399
102 => 0.5552204284303
103 => 0.5398798076983
104 => 0.50465464164664
105 => 0.49908012428245
106 => 0.51024044921483
107 => 0.5376770190525
108 => 0.50937637399218
109 => 0.51510155762904
110 => 0.51345270435647
111 => 0.51336484397275
112 => 0.51671811746534
113 => 0.51185401936936
114 => 0.49203680869179
115 => 0.50111891956176
116 => 0.49761188039608
117 => 0.50150320181749
118 => 0.52250305862584
119 => 0.51321852135681
120 => 0.50343801555845
121 => 0.51570494029758
122 => 0.53132495086316
123 => 0.53034747867382
124 => 0.52845077407483
125 => 0.53914239859113
126 => 0.55680182993999
127 => 0.56157510327224
128 => 0.56509863606084
129 => 0.56558447170181
130 => 0.570588880749
131 => 0.5436789120288
201 => 0.58638572348476
202 => 0.59376001007135
203 => 0.59237394982593
204 => 0.60057015900951
205 => 0.59815862634994
206 => 0.59466469388411
207 => 0.60765742882376
208 => 0.5927623066751
209 => 0.5716205560288
210 => 0.56002177348782
211 => 0.57529598598488
212 => 0.58462341456027
213 => 0.59078825151273
214 => 0.59265372744965
215 => 0.5457678562977
216 => 0.52049897215642
217 => 0.53669603718263
218 => 0.55645757437633
219 => 0.54356913569191
220 => 0.5440743380873
221 => 0.52569881154542
222 => 0.55808340073693
223 => 0.553365238489
224 => 0.57784307257757
225 => 0.57200124102544
226 => 0.59196196450063
227 => 0.58670563705292
228 => 0.60852435841105
301 => 0.6172284370791
302 => 0.63184393984444
303 => 0.64259516317441
304 => 0.64890848715191
305 => 0.64852945886098
306 => 0.67354599374533
307 => 0.65879461713519
308 => 0.64026341148032
309 => 0.63992824043523
310 => 0.6495258144331
311 => 0.6696396965668
312 => 0.67485493355898
313 => 0.6777695395619
314 => 0.67330571901027
315 => 0.65729415694064
316 => 0.65038044561944
317 => 0.6562711279746
318 => 0.64906732964634
319 => 0.66150310658974
320 => 0.67858008447165
321 => 0.67505375606872
322 => 0.686841743223
323 => 0.69904106979526
324 => 0.71648665469964
325 => 0.72104757660178
326 => 0.72858660706969
327 => 0.73634674586367
328 => 0.7388390933027
329 => 0.74359775789378
330 => 0.74357267738245
331 => 0.75791323342275
401 => 0.77373131082526
402 => 0.77970226885537
403 => 0.79343215760507
404 => 0.7699202042739
405 => 0.78775429096145
406 => 0.80384108356976
407 => 0.78466174624152
408 => 0.81109599453604
409 => 0.81212237649602
410 => 0.82761952551495
411 => 0.81191019608975
412 => 0.80258204642302
413 => 0.82951206498966
414 => 0.84254265268642
415 => 0.83861773362571
416 => 0.8087489057766
417 => 0.79136396683412
418 => 0.74586422831738
419 => 0.79976063403289
420 => 0.82601200107721
421 => 0.80868092107782
422 => 0.81742170974079
423 => 0.86510861847573
424 => 0.8832647058233
425 => 0.87948836657564
426 => 0.88012650574466
427 => 0.88992320092111
428 => 0.93336714247209
429 => 0.90733452567206
430 => 0.92723548579214
501 => 0.93779088328159
502 => 0.94759532472847
503 => 0.92351871526046
504 => 0.89219540009822
505 => 0.88227399132301
506 => 0.80695768673013
507 => 0.80303714599394
508 => 0.80083642767417
509 => 0.78696120996583
510 => 0.77605908958906
511 => 0.76738931869568
512 => 0.7446372508587
513 => 0.75231540585972
514 => 0.71605335845319
515 => 0.73925253133584
516 => 0.68137742809725
517 => 0.72957753384232
518 => 0.70334440767517
519 => 0.72095924635875
520 => 0.720897789846
521 => 0.68846328703983
522 => 0.66975574271204
523 => 0.68167691806623
524 => 0.69445736434999
525 => 0.69653094876095
526 => 0.71310113097163
527 => 0.71772551265176
528 => 0.70371342026924
529 => 0.68017809522234
530 => 0.68564481444712
531 => 0.66964495982144
601 => 0.64160583001545
602 => 0.66174402255835
603 => 0.66862008690632
604 => 0.67165694864313
605 => 0.64408368479476
606 => 0.63541956664892
607 => 0.63080686284706
608 => 0.67661873310973
609 => 0.67912841077717
610 => 0.66628854499789
611 => 0.72432595584626
612 => 0.71119030231915
613 => 0.72586604562218
614 => 0.68514876697691
615 => 0.68670422185425
616 => 0.66742800962024
617 => 0.67822140043432
618 => 0.67059297969415
619 => 0.6773494011189
620 => 0.68139917226313
621 => 0.70067222146039
622 => 0.72979760110543
623 => 0.69779347060987
624 => 0.68384881264537
625 => 0.69250000001881
626 => 0.71553925203444
627 => 0.75044489819572
628 => 0.72978005312665
629 => 0.73895076045648
630 => 0.74095415203167
701 => 0.72571666033188
702 => 0.75100672624923
703 => 0.76455987803046
704 => 0.77846260732841
705 => 0.79053395763219
706 => 0.77290955151924
707 => 0.79177019241947
708 => 0.77657184520519
709 => 0.76293735657772
710 => 0.76295803446889
711 => 0.75440492058478
712 => 0.73783218467262
713 => 0.73477591789903
714 => 0.75067500361919
715 => 0.76342456471773
716 => 0.76447467963609
717 => 0.77153349175634
718 => 0.77571082405756
719 => 0.8166543594174
720 => 0.83312218804182
721 => 0.85325873716371
722 => 0.86110305788042
723 => 0.88471165089307
724 => 0.86564579463918
725 => 0.86152077670879
726 => 0.80425405237202
727 => 0.81363147527402
728 => 0.82864563412686
729 => 0.80450163032144
730 => 0.81981544355236
731 => 0.82283871467506
801 => 0.80368122631095
802 => 0.81391406859243
803 => 0.78673867331911
804 => 0.7303899504606
805 => 0.75106945848591
806 => 0.76629653703966
807 => 0.7445656184582
808 => 0.78351744891278
809 => 0.76076259369021
810 => 0.75355039701033
811 => 0.72541304642836
812 => 0.73869279279711
813 => 0.75665383990849
814 => 0.7455560009895
815 => 0.76858568309529
816 => 0.80120185474898
817 => 0.824446080996
818 => 0.82623048406254
819 => 0.81128600382791
820 => 0.83523462877829
821 => 0.83540906836575
822 => 0.80839492158872
823 => 0.79184890710318
824 => 0.78808961779896
825 => 0.79748105953299
826 => 0.8088840035539
827 => 0.82686326809524
828 => 0.83772776110809
829 => 0.86605659680377
830 => 0.87372156749165
831 => 0.88214304640372
901 => 0.89339673931817
902 => 0.90690968304959
903 => 0.87734413145755
904 => 0.87851882593938
905 => 0.85098779365979
906 => 0.82156693731965
907 => 0.8438936999203
908 => 0.87308297201589
909 => 0.86638692074589
910 => 0.8656334781901
911 => 0.8669005595814
912 => 0.8618519555964
913 => 0.83901730688226
914 => 0.82754988925048
915 => 0.84234578364572
916 => 0.8502091430273
917 => 0.86240452767112
918 => 0.86090118910043
919 => 0.89231519025421
920 => 0.90452172119248
921 => 0.90139876823156
922 => 0.90197346673443
923 => 0.92407280793827
924 => 0.94865182043309
925 => 0.97167330912086
926 => 0.99509175621
927 => 0.96685990420649
928 => 0.95252551085767
929 => 0.96731494582828
930 => 0.95946746345651
1001 => 1.0045614248792
1002 => 1.0076836329291
1003 => 1.0527743335451
1004 => 1.0955707777305
1005 => 1.0686910979156
1006 => 1.0940374252937
1007 => 1.1214515448694
1008 => 1.1743378293117
1009 => 1.1565275892734
1010 => 1.1428852245262
1011 => 1.1299932557595
1012 => 1.1568193962206
1013 => 1.1913307973658
1014 => 1.1987642226264
1015 => 1.2108092113355
1016 => 1.198145378499
1017 => 1.2133975702752
1018 => 1.2672445093977
1019 => 1.2526945911267
1020 => 1.2320313681658
1021 => 1.274538355088
1022 => 1.2899214684135
1023 => 1.3978882139303
1024 => 1.534200690029
1025 => 1.4777664298482
1026 => 1.4427358634317
1027 => 1.4509688774757
1028 => 1.5007455792785
1029 => 1.516732276064
1030 => 1.4732749232561
1031 => 1.488624794942
1101 => 1.5732040970972
1102 => 1.6185781790746
1103 => 1.5569540811971
1104 => 1.3869356392002
1105 => 1.2301708710194
1106 => 1.2717519467505
1107 => 1.2670379431736
1108 => 1.3579078518565
1109 => 1.2523475803879
1110 => 1.254124944635
1111 => 1.3468739467966
1112 => 1.3221301031404
1113 => 1.2820482453693
1114 => 1.2304635129384
1115 => 1.1351043640297
1116 => 1.0506421065546
1117 => 1.2162920439594
1118 => 1.2091489174436
1119 => 1.1988046116968
1120 => 1.2218247447656
1121 => 1.3336039765692
1122 => 1.331027103482
1123 => 1.3146343516339
1124 => 1.3270681094316
1125 => 1.279868547511
1126 => 1.292032949332
1127 => 1.2301460386792
1128 => 1.2581215069199
1129 => 1.2819622477042
1130 => 1.2867486293848
1201 => 1.29753259171
1202 => 1.205384814356
1203 => 1.2467564610713
1204 => 1.2710584275175
1205 => 1.1612612590005
1206 => 1.2688880905207
1207 => 1.2037807265626
1208 => 1.1816823093554
1209 => 1.2114349168798
1210 => 1.1998402967922
1211 => 1.1898719232998
1212 => 1.1843093996126
1213 => 1.2061564309031
1214 => 1.2051372407805
1215 => 1.1693912572633
1216 => 1.1227620789577
1217 => 1.1384123617477
1218 => 1.1327264672879
1219 => 1.1121200522707
1220 => 1.1260062879643
1221 => 1.064858333633
1222 => 0.95965645640002
1223 => 1.0291560389207
1224 => 1.0264803805947
1225 => 1.0251311923353
1226 => 1.0773582077722
1227 => 1.0723377853202
1228 => 1.0632256694097
1229 => 1.1119527011162
1230 => 1.0941666790723
1231 => 1.1489790080979
]
'min_raw' => 0.49203680869179
'max_raw' => 1.6185781790746
'avg_raw' => 1.0553074938832
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.492036'
'max' => '$1.61'
'avg' => '$1.05'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072434
'min_diff' => 0.26804896762582
'max_diff' => 1.0699619805738
'year' => 2029
]
4 => [
'items' => [
101 => 1.1850819530334
102 => 1.1759250783898
103 => 1.2098800726023
104 => 1.138772912654
105 => 1.1623918588648
106 => 1.1672596909443
107 => 1.1113514171087
108 => 1.073159188522
109 => 1.0706122022985
110 => 1.0043921411425
111 => 1.0397663633024
112 => 1.0708942149183
113 => 1.0559863896131
114 => 1.0512670174801
115 => 1.0753772662007
116 => 1.0772508390166
117 => 1.0345331802616
118 => 1.0434155342091
119 => 1.0804564267386
120 => 1.0424821987545
121 => 0.96870447683637
122 => 0.95040658174386
123 => 0.9479653052414
124 => 0.89833996252615
125 => 0.95162933458873
126 => 0.92836709561703
127 => 1.0018522298042
128 => 0.95987791526517
129 => 0.95806848645839
130 => 0.95533326943145
131 => 0.91261868695935
201 => 0.92197046586741
202 => 0.95305720327394
203 => 0.96414930139776
204 => 0.96299230468856
205 => 0.95290486130134
206 => 0.95752284122794
207 => 0.94264671887349
208 => 0.93739365045042
209 => 0.92081352153692
210 => 0.89644531241158
211 => 0.89983386134937
212 => 0.85155406278332
213 => 0.82524866612168
214 => 0.81796767902529
215 => 0.80823123878661
216 => 0.81906743585793
217 => 0.85141729218002
218 => 0.81239650205071
219 => 0.74549809436419
220 => 0.74951880265549
221 => 0.75855214042703
222 => 0.74171857525127
223 => 0.72578701854644
224 => 0.73963821453324
225 => 0.71129247729033
226 => 0.76197758734948
227 => 0.76060669716576
228 => 0.77949897184963
301 => 0.79131269891795
302 => 0.76408588276502
303 => 0.75723841213169
304 => 0.76113904260462
305 => 0.69667030964884
306 => 0.77423050096811
307 => 0.7749012447234
308 => 0.76915792947029
309 => 0.81045633694555
310 => 0.89760885801467
311 => 0.86481857388643
312 => 0.85212118478039
313 => 0.82798343880808
314 => 0.86014555215864
315 => 0.85767600366045
316 => 0.84650776880314
317 => 0.83975318551443
318 => 0.85219871233071
319 => 0.83821104701335
320 => 0.83569847796701
321 => 0.82047504324829
322 => 0.81504096967586
323 => 0.81101779793953
324 => 0.80658868116652
325 => 0.81635820910064
326 => 0.79421917351349
327 => 0.7675216669118
328 => 0.76530205810889
329 => 0.77143059316372
330 => 0.76871917261773
331 => 0.76528907687047
401 => 0.75874008995797
402 => 0.756797145438
403 => 0.76311077254524
404 => 0.75598305564849
405 => 0.76650039019647
406 => 0.76364025715008
407 => 0.74766378645208
408 => 0.72775118871534
409 => 0.72757392482739
410 => 0.72328378830821
411 => 0.7178196544247
412 => 0.71629965738075
413 => 0.73847170544136
414 => 0.78436718137325
415 => 0.77535680126216
416 => 0.78186772431332
417 => 0.81389502162762
418 => 0.82407553634941
419 => 0.81684964813859
420 => 0.80695840668225
421 => 0.80739357110743
422 => 0.84119493744616
423 => 0.84330308720311
424 => 0.84862970152402
425 => 0.85547590622743
426 => 0.81801558640341
427 => 0.80562919341247
428 => 0.79975983324244
429 => 0.78168447564701
430 => 0.80117719914964
501 => 0.7898196239263
502 => 0.79135214885395
503 => 0.79035408998435
504 => 0.79089909761559
505 => 0.76196341982825
506 => 0.77250605999951
507 => 0.7549768759361
508 => 0.73150726621846
509 => 0.73142858785718
510 => 0.7371727415862
511 => 0.73375589417942
512 => 0.72456124566296
513 => 0.72586730208721
514 => 0.71442487351366
515 => 0.72725662008789
516 => 0.72762458866544
517 => 0.7226836672844
518 => 0.74245274332182
519 => 0.75055214990438
520 => 0.74729992960658
521 => 0.75032396545853
522 => 0.7757312232352
523 => 0.77987371484917
524 => 0.78171353598647
525 => 0.77924841939209
526 => 0.75078836348992
527 => 0.75205068799069
528 => 0.74278858836955
529 => 0.73496309020571
530 => 0.73527606909293
531 => 0.7392993923927
601 => 0.75686948120759
602 => 0.79384469730521
603 => 0.79524787972758
604 => 0.79694857775722
605 => 0.79003098416834
606 => 0.78794457174948
607 => 0.7906970882787
608 => 0.80458303538046
609 => 0.84030146132406
610 => 0.82767618404213
611 => 0.81741163708778
612 => 0.82641641206874
613 => 0.82503019754218
614 => 0.81332915190103
615 => 0.81300074252142
616 => 0.79054269488547
617 => 0.78224046601946
618 => 0.77530250216797
619 => 0.76772642676226
620 => 0.76323507530942
621 => 0.77013583242372
622 => 0.77171411722312
623 => 0.7566254911881
624 => 0.75456896721392
625 => 0.76689066494473
626 => 0.76146834517259
627 => 0.76704533552529
628 => 0.76833924512566
629 => 0.76813089587873
630 => 0.76246937128716
701 => 0.76607785823274
702 => 0.75754271086472
703 => 0.74826202003969
704 => 0.74234151750079
705 => 0.7371750937949
706 => 0.74004172594124
707 => 0.72982270576589
708 => 0.72655343554356
709 => 0.7648553840491
710 => 0.79314944522548
711 => 0.7927380383703
712 => 0.79023370494463
713 => 0.78651277345957
714 => 0.80431082606608
715 => 0.79811034042126
716 => 0.80262171179578
717 => 0.80377004515225
718 => 0.80724570436642
719 => 0.80848795379248
720 => 0.80473301322922
721 => 0.79213097407157
722 => 0.76072789065662
723 => 0.74610967055596
724 => 0.74128541443703
725 => 0.74146076698438
726 => 0.73662376092005
727 => 0.7380484759854
728 => 0.73612830316255
729 => 0.73249196037577
730 => 0.7398171920211
731 => 0.74066135672897
801 => 0.73895156013295
802 => 0.73935427912685
803 => 0.72519789357548
804 => 0.7262741728229
805 => 0.72028131320633
806 => 0.71915772427322
807 => 0.7040082970205
808 => 0.67716889069772
809 => 0.69204052716475
810 => 0.67407768158111
811 => 0.66727487977706
812 => 0.6994782854647
813 => 0.69624595671709
814 => 0.69071361496073
815 => 0.68253012846202
816 => 0.6794947937158
817 => 0.66105306066803
818 => 0.65996342469675
819 => 0.6691036455639
820 => 0.66488574812951
821 => 0.65896222268894
822 => 0.63750781400136
823 => 0.61338595532591
824 => 0.61411404261472
825 => 0.62178675705625
826 => 0.64409620910149
827 => 0.63537952022998
828 => 0.62905546244121
829 => 0.62787115651785
830 => 0.64269522466106
831 => 0.66367438682198
901 => 0.67351734032559
902 => 0.66376327233845
903 => 0.65255832423115
904 => 0.65324031750371
905 => 0.65777731320769
906 => 0.65825408730652
907 => 0.65096081797594
908 => 0.65301383057193
909 => 0.64989511670722
910 => 0.63075557547618
911 => 0.63040940186745
912 => 0.62571224978256
913 => 0.62557002188419
914 => 0.61757899442829
915 => 0.61646099444785
916 => 0.60059432441346
917 => 0.6110378146788
918 => 0.60403286971666
919 => 0.59347476535924
920 => 0.59165454418843
921 => 0.59159982614206
922 => 0.60244063856819
923 => 0.61091113347377
924 => 0.60415472373335
925 => 0.60261642020296
926 => 0.61904147737733
927 => 0.61695123913417
928 => 0.61514110629619
929 => 0.66179593295193
930 => 0.62486499713239
1001 => 0.60876100117095
1002 => 0.58882924810277
1003 => 0.59531912740639
1004 => 0.59668664033183
1005 => 0.5487543671714
1006 => 0.5293082499198
1007 => 0.52263507529052
1008 => 0.51879456894653
1009 => 0.52054473591353
1010 => 0.50304094958503
1011 => 0.51480378348368
1012 => 0.49964698408143
1013 => 0.49710589733715
1014 => 0.52420813223553
1015 => 0.52797924989268
1016 => 0.51189049037286
1017 => 0.52222207851815
1018 => 0.51847570103685
1019 => 0.49990680390453
1020 => 0.49919760861764
1021 => 0.48988038876494
1022 => 0.47530074386473
1023 => 0.46863745492123
1024 => 0.46516715618613
1025 => 0.46659906907901
1026 => 0.46587505010312
1027 => 0.46115033654009
1028 => 0.466145865154
1029 => 0.45338435384041
1030 => 0.44830261720885
1031 => 0.44600731466777
1101 => 0.43468073885177
1102 => 0.45270635792615
1103 => 0.45625763196457
1104 => 0.45981590310989
1105 => 0.490788224095
1106 => 0.48924093446545
1107 => 0.50322767915593
1108 => 0.50268417997723
1109 => 0.49869493382126
1110 => 0.48186496048838
1111 => 0.48857308789344
1112 => 0.46792651441513
1113 => 0.48339633109561
1114 => 0.47633655279763
1115 => 0.48100941295156
1116 => 0.47260718905998
1117 => 0.4772573266809
1118 => 0.45709977078266
1119 => 0.43827692870935
1120 => 0.44585178983266
1121 => 0.45408653016415
1122 => 0.47194154537563
1123 => 0.46130724561635
1124 => 0.46513174193718
1125 => 0.45232031947535
1126 => 0.42588669553468
1127 => 0.4260363069755
1128 => 0.42197006982003
1129 => 0.41845624723736
1130 => 0.46252872286801
1201 => 0.4570476138406
1202 => 0.44831418395524
1203 => 0.4600042269095
1204 => 0.46309525981254
1205 => 0.46318325717381
1206 => 0.47171201074955
1207 => 0.47626380806179
1208 => 0.47706608206669
1209 => 0.49048626009405
1210 => 0.49498452675239
1211 => 0.51351225049958
1212 => 0.47587761986149
1213 => 0.47510255940965
1214 => 0.46016872978715
1215 => 0.45069745894606
1216 => 0.46081723580467
1217 => 0.4697819766141
1218 => 0.46044728927322
1219 => 0.46166620237393
1220 => 0.44913514729078
1221 => 0.45361440984206
1222 => 0.45747255417306
1223 => 0.45534231364472
1224 => 0.452153240469
1225 => 0.46904697010028
1226 => 0.46809375966742
1227 => 0.48382558908524
1228 => 0.49608967511033
1229 => 0.51806910973492
1230 => 0.49513242389032
1231 => 0.49429651989308
]
'min_raw' => 0.41845624723736
'max_raw' => 1.2098800726023
'avg_raw' => 0.81416815991981
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.418456'
'max' => '$1.20'
'avg' => '$0.814168'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.073580561454431
'max_diff' => -0.40869810647232
'year' => 2030
]
5 => [
'items' => [
101 => 0.50246761554938
102 => 0.49498327580022
103 => 0.49971312017106
104 => 0.51730705868367
105 => 0.51767879088027
106 => 0.51145179763724
107 => 0.51107288453249
108 => 0.51226884670066
109 => 0.51927363447481
110 => 0.51682594639113
111 => 0.51965847300944
112 => 0.52320059091882
113 => 0.53785229241891
114 => 0.54138476804747
115 => 0.53280268364868
116 => 0.53357754978037
117 => 0.53036761463173
118 => 0.52726685749852
119 => 0.53423690670477
120 => 0.54697480862584
121 => 0.54689556679909
122 => 0.54985051245534
123 => 0.5516914191191
124 => 0.54378890009222
125 => 0.53864465078939
126 => 0.54061728330918
127 => 0.54377156566667
128 => 0.539594392053
129 => 0.51381094145438
130 => 0.5216319933128
131 => 0.52033018785366
201 => 0.51847625857489
202 => 0.52634038669694
203 => 0.5255818723549
204 => 0.50286142295667
205 => 0.50431591241083
206 => 0.5029498752778
207 => 0.50736382071952
208 => 0.49474490826104
209 => 0.49862640074359
210 => 0.50106083644192
211 => 0.50249473777045
212 => 0.50767497260445
213 => 0.50706713183673
214 => 0.50763718836889
215 => 0.51531810909642
216 => 0.55416557036258
217 => 0.5562799519672
218 => 0.54586796364729
219 => 0.5500273476137
220 => 0.54204223995546
221 => 0.54740269622201
222 => 0.55107018425876
223 => 0.5344975110381
224 => 0.53351618488573
225 => 0.52549811984772
226 => 0.52980657383273
227 => 0.52295151375378
228 => 0.52463350571733
301 => 0.51993050955381
302 => 0.52839496629095
303 => 0.53785954416666
304 => 0.54025067030558
305 => 0.53396064687863
306 => 0.52940625538477
307 => 0.52141024423138
308 => 0.5347077889822
309 => 0.53859639630267
310 => 0.53468736378337
311 => 0.5337815555346
312 => 0.53206505053995
313 => 0.53414572018366
314 => 0.53857521811208
315 => 0.53648634868902
316 => 0.53786608374409
317 => 0.53260795649077
318 => 0.54379151615484
319 => 0.56155370037158
320 => 0.56161080869825
321 => 0.5595219280154
322 => 0.55866720304555
323 => 0.56081052139002
324 => 0.56197318366838
325 => 0.56890428217705
326 => 0.57634162702399
327 => 0.61104847025691
328 => 0.60130292755878
329 => 0.63209690359437
330 => 0.65645094054118
331 => 0.66375365134856
401 => 0.65703550102486
402 => 0.63405307167485
403 => 0.63292544404747
404 => 0.66727089642778
405 => 0.65756673300897
406 => 0.65641245364869
407 => 0.64413287144111
408 => 0.65139162538163
409 => 0.64980402941535
410 => 0.64729793151471
411 => 0.66114712838404
412 => 0.6870715885971
413 => 0.68303101835485
414 => 0.68001492010567
415 => 0.66679925555075
416 => 0.67475803743835
417 => 0.6719240676486
418 => 0.68410060034703
419 => 0.67688749211971
420 => 0.65749321442676
421 => 0.66058181707374
422 => 0.66011498099705
423 => 0.66972243437486
424 => 0.66683851534249
425 => 0.65955184952074
426 => 0.68698298161044
427 => 0.68520175647251
428 => 0.68772712647334
429 => 0.68883887244737
430 => 0.70553571915961
501 => 0.71237588301811
502 => 0.71392871996791
503 => 0.72042634659623
504 => 0.7137670530982
505 => 0.74040897508613
506 => 0.75812429860886
507 => 0.77870155850272
508 => 0.80877046585369
509 => 0.8200766531706
510 => 0.81803429162956
511 => 0.84083219401137
512 => 0.88179951782259
513 => 0.82631495907242
514 => 0.88474033416339
515 => 0.86624353496298
516 => 0.82238795680203
517 => 0.81956417459176
518 => 0.84926368129609
519 => 0.91513432869471
520 => 0.89863447862006
521 => 0.91516131653852
522 => 0.89588188223195
523 => 0.8949244958188
524 => 0.91422495744676
525 => 0.95932153805388
526 => 0.93789784302748
527 => 0.9071817229016
528 => 0.92986202800679
529 => 0.91021424876153
530 => 0.86594230305481
531 => 0.89862186149566
601 => 0.8767699714265
602 => 0.88314751465905
603 => 0.92907693736109
604 => 0.9235505877074
605 => 0.93070219588547
606 => 0.91807979464135
607 => 0.90628848150936
608 => 0.88427911991409
609 => 0.87776323299414
610 => 0.87956398972176
611 => 0.87776234062854
612 => 0.86544830509246
613 => 0.86278909029087
614 => 0.85835694911869
615 => 0.85973065499649
616 => 0.85139693292414
617 => 0.86712438830949
618 => 0.87004354261888
619 => 0.8814886730874
620 => 0.8826769445004
621 => 0.914551469944
622 => 0.8969955169593
623 => 0.90877356592949
624 => 0.9077200263703
625 => 0.82333844016252
626 => 0.83496547823691
627 => 0.85305350071512
628 => 0.84490487110642
629 => 0.8333846153254
630 => 0.82408139110518
701 => 0.80998605510803
702 => 0.82982496984706
703 => 0.85591103309551
704 => 0.88333853011294
705 => 0.91629087065859
706 => 0.90893629185633
707 => 0.88272250902761
708 => 0.88389844017613
709 => 0.8911675838244
710 => 0.88175338232854
711 => 0.87897695052037
712 => 0.89078614472897
713 => 0.89086746815926
714 => 0.88003529159402
715 => 0.86799730960914
716 => 0.86794687002508
717 => 0.86580482740398
718 => 0.89626294685567
719 => 0.91301183289088
720 => 0.91493206568264
721 => 0.91288258592438
722 => 0.91367134934239
723 => 0.90392554159502
724 => 0.926201568076
725 => 0.94664425284564
726 => 0.94116517663311
727 => 0.93295126249397
728 => 0.92640848424643
729 => 0.93962390601048
730 => 0.93903544408233
731 => 0.94646570382798
801 => 0.94612862432666
802 => 0.9436301074404
803 => 0.94116526586302
804 => 0.95093808410427
805 => 0.94812366939745
806 => 0.94530488312723
807 => 0.93965137572771
808 => 0.94041978127812
809 => 0.93220728538705
810 => 0.9284078090096
811 => 0.87127280051129
812 => 0.85600445930028
813 => 0.86080819026101
814 => 0.8623897032221
815 => 0.85574490156016
816 => 0.86527184023389
817 => 0.86378707693311
818 => 0.86956342237895
819 => 0.86595461252416
820 => 0.8661027193394
821 => 0.87671545964297
822 => 0.87979638330292
823 => 0.87822940066337
824 => 0.87932686159109
825 => 0.90461738546114
826 => 0.90102188171225
827 => 0.8991118420067
828 => 0.89964093605858
829 => 0.90610320714232
830 => 0.90791229021885
831 => 0.90024707810159
901 => 0.90386203644815
902 => 0.91925407028131
903 => 0.92464041100924
904 => 0.94183102502259
905 => 0.93452814665092
906 => 0.9479328959633
907 => 0.98913452533373
908 => 1.0220492378107
909 => 0.99177950795886
910 => 1.0522231857595
911 => 1.0992872590579
912 => 1.0974808615354
913 => 1.0892741517442
914 => 1.0356929555571
915 => 0.98638673997507
916 => 1.0276334829619
917 => 1.0277386293923
918 => 1.0241954975898
919 => 1.0021894102636
920 => 1.0234297334518
921 => 1.0251157131729
922 => 1.0241720128673
923 => 1.0072999973103
924 => 0.98153954802454
925 => 0.98657307815318
926 => 0.99481810318513
927 => 0.97920855070725
928 => 0.97422035287443
929 => 0.98349436168911
930 => 1.0133771504065
1001 => 1.0077279822987
1002 => 1.0075804596893
1003 => 1.0317499964746
1004 => 1.0144498242488
1005 => 0.9866365670877
1006 => 0.97961335284273
1007 => 0.95468567367708
1008 => 0.97190331046614
1009 => 0.97252294256221
1010 => 0.96309301885283
1011 => 0.98740175342544
1012 => 0.98717774415688
1013 => 1.0102552697559
1014 => 1.0543708311785
1015 => 1.0413236888709
1016 => 1.0261512818922
1017 => 1.027800943216
1018 => 1.045893656227
1019 => 1.0349543889241
1020 => 1.0388882257175
1021 => 1.0458877018938
1022 => 1.0501106596582
1023 => 1.0271933245813
1024 => 1.0218501975121
1025 => 1.0109200347111
1026 => 1.0080685592575
1027 => 1.0169709487935
1028 => 1.0146254836769
1029 => 0.97247086488387
1030 => 0.96806547267392
1031 => 0.96820057976355
1101 => 0.95712301158664
1102 => 0.94022706119587
1103 => 0.98462861001804
1104 => 0.98106254424834
1105 => 0.97712588363017
1106 => 0.97760810209362
1107 => 0.99688130952921
1108 => 0.98570187589626
1109 => 1.0154242324826
1110 => 1.0093142095043
1111 => 1.0030474874918
1112 => 1.0021812356206
1113 => 0.99976908229741
1114 => 0.99149691102939
1115 => 0.98150776714283
1116 => 0.9749120691041
1117 => 0.89930485009155
1118 => 0.91333711015332
1119 => 0.92947994627363
1120 => 0.93505238861401
1121 => 0.92552034038952
1122 => 0.99187329439181
1123 => 1.003996618481
1124 => 0.96727427902998
1125 => 0.96040502868193
1126 => 0.99232364130102
1127 => 0.97307281600001
1128 => 0.98174146145431
1129 => 0.96300459147766
1130 => 1.0010764647203
1201 => 1.000786420834
1202 => 0.98597560225037
1203 => 0.99849360469715
1204 => 0.99631829371911
1205 => 0.97959691601563
1206 => 1.0016065622189
1207 => 1.0016174787288
1208 => 0.987362387857
1209 => 0.97071556255941
1210 => 0.96773950337666
1211 => 0.96549744255976
1212 => 0.98119005193418
1213 => 0.99525999642977
1214 => 1.021440674901
1215 => 1.0280231195063
1216 => 1.0537148390187
1217 => 1.0384166709562
1218 => 1.0451981507138
1219 => 1.0525604062897
1220 => 1.0560901423507
1221 => 1.0503386268553
1222 => 1.0902484423918
1223 => 1.0936180536282
1224 => 1.0947478551288
1225 => 1.0812904898799
1226 => 1.0932437799565
1227 => 1.087651231381
1228 => 1.1022014891196
1229 => 1.10448315532
1230 => 1.1025506652209
1231 => 1.1032749020865
]
'min_raw' => 0.49474490826104
'max_raw' => 1.10448315532
'avg_raw' => 0.79961403179052
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.494744'
'max' => '$1.10'
'avg' => '$0.799614'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.076288661023677
'max_diff' => -0.10539691728226
'year' => 2031
]
6 => [
'items' => [
101 => 1.0692189151001
102 => 1.0674529325152
103 => 1.0433736346618
104 => 1.0531861265222
105 => 1.0348421433141
106 => 1.0406592093534
107 => 1.0432233166364
108 => 1.0418839725036
109 => 1.0537409100895
110 => 1.0436600909292
111 => 1.0170551517249
112 => 0.99044296402277
113 => 0.99010886968399
114 => 0.98310235040615
115 => 0.97803792027628
116 => 0.97901350918961
117 => 0.98245161176822
118 => 0.97783809150428
119 => 0.97882261996401
120 => 0.99517235227426
121 => 0.99845117448812
122 => 0.98730845548687
123 => 0.94256883081018
124 => 0.93158961469367
125 => 0.9394812575109
126 => 0.93570956053116
127 => 0.75519064448557
128 => 0.79760088613555
129 => 0.77240216066286
130 => 0.78401489269829
131 => 0.758293519169
201 => 0.77056910678986
202 => 0.76830225398897
203 => 0.83649666755186
204 => 0.83543190558242
205 => 0.83594155079124
206 => 0.81161485710077
207 => 0.8503679406914
208 => 0.86945910318396
209 => 0.86592583710142
210 => 0.86681508405317
211 => 0.85153487520609
212 => 0.83608949661376
213 => 0.81895819472815
214 => 0.85078603613871
215 => 0.84724732349323
216 => 0.85536385711335
217 => 0.87600648736919
218 => 0.87904619308809
219 => 0.88313158839994
220 => 0.88166726499888
221 => 0.9165533892139
222 => 0.9123284493854
223 => 0.92250933877394
224 => 0.90156647687579
225 => 0.87786764072333
226 => 0.88237201470259
227 => 0.8819382072665
228 => 0.87641534070407
229 => 0.87142954371556
301 => 0.86312959646928
302 => 0.88939185771757
303 => 0.88832565787141
304 => 0.905586194059
305 => 0.90253522662794
306 => 0.88216011942495
307 => 0.88288782036475
308 => 0.88778195890601
309 => 0.90472062827761
310 => 0.90974917861966
311 => 0.90741975374814
312 => 0.91293332963614
313 => 0.91729103521143
314 => 0.91348059036399
315 => 0.96742845388676
316 => 0.94502553972018
317 => 0.9559445642065
318 => 0.95854868720785
319 => 0.95187828089868
320 => 0.9533248531778
321 => 0.95551601601331
322 => 0.96882032767686
323 => 1.0037346911156
324 => 1.0191980250125
325 => 1.0657202279889
326 => 1.0179140103924
327 => 1.015077387282
328 => 1.023457440874
329 => 1.0507708988964
330 => 1.0729058912009
331 => 1.0802493451467
401 => 1.0812199038128
402 => 1.0949967115986
403 => 1.1028933208992
404 => 1.0933238447674
405 => 1.0852147157117
406 => 1.056168821976
407 => 1.0595309632653
408 => 1.082692782673
409 => 1.1154102168109
410 => 1.14348517897
411 => 1.1336543057331
412 => 1.2086569290158
413 => 1.2160931327561
414 => 1.2150656898404
415 => 1.2320064686162
416 => 1.1983824726759
417 => 1.1840075629772
418 => 1.086968001456
419 => 1.1142321600512
420 => 1.1538622157372
421 => 1.1486170292621
422 => 1.1198366235085
423 => 1.1434633464515
424 => 1.1356516129706
425 => 1.1294901746651
426 => 1.1577169179961
427 => 1.1266804542129
428 => 1.1535526032693
429 => 1.1190887941477
430 => 1.133699212334
501 => 1.125405632345
502 => 1.1307725950208
503 => 1.0993974408833
504 => 1.1163267124671
505 => 1.0986931275272
506 => 1.0986847669119
507 => 1.0982955045471
508 => 1.1190413390296
509 => 1.1197178599473
510 => 1.1043866569195
511 => 1.1021771910447
512 => 1.1103467444115
513 => 1.1007823370284
514 => 1.1052574630453
515 => 1.1009178840366
516 => 1.0999409533962
517 => 1.0921566038427
518 => 1.0888028920198
519 => 1.0901179688401
520 => 1.085628933684
521 => 1.082924127627
522 => 1.0977574505433
523 => 1.0898326044837
524 => 1.0965428542264
525 => 1.0888956777436
526 => 1.0623872323378
527 => 1.0471419450633
528 => 0.99706994902602
529 => 1.0112703049881
530 => 1.0206851556822
531 => 1.017573547584
601 => 1.0242584858115
602 => 1.0246688867259
603 => 1.0224955451632
604 => 1.019979094056
605 => 1.0187542248254
606 => 1.0278833965533
607 => 1.0331831880151
608 => 1.0216300619038
609 => 1.0189233261014
610 => 1.0306041744655
611 => 1.0377294852198
612 => 1.0903387764632
613 => 1.0864413102421
614 => 1.0962231856179
615 => 1.0951218965657
616 => 1.1053748603345
617 => 1.1221341228707
618 => 1.0880578561711
619 => 1.0939723178015
620 => 1.0925222283946
621 => 1.1083539243054
622 => 1.1084033491319
623 => 1.0989114565816
624 => 1.1040571655215
625 => 1.1011849719564
626 => 1.1063754139288
627 => 1.0863892572046
628 => 1.1107302387224
629 => 1.1245300067448
630 => 1.1247216165372
701 => 1.131262597058
702 => 1.1379086120953
703 => 1.1506650592134
704 => 1.1375528417087
705 => 1.1139652388665
706 => 1.1156681876042
707 => 1.1018387846882
708 => 1.1020712594497
709 => 1.1008302909534
710 => 1.1045545308265
711 => 1.0872065184245
712 => 1.0912780622606
713 => 1.0855778770472
714 => 1.0939599267121
715 => 1.0849422268751
716 => 1.0925215291176
717 => 1.0957925047076
718 => 1.1078624750538
719 => 1.0831594824412
720 => 1.0327884082584
721 => 1.0433770187419
722 => 1.0277156321194
723 => 1.0291651530784
724 => 1.0320934161052
725 => 1.0226019575674
726 => 1.0244126287462
727 => 1.0243479388302
728 => 1.0237904760824
729 => 1.0213213811392
730 => 1.0177407049761
731 => 1.0320050167361
801 => 1.0344288012625
802 => 1.0398165740213
803 => 1.0558469311903
804 => 1.0542451204873
805 => 1.0568577402024
806 => 1.0511544060335
807 => 1.029429714393
808 => 1.0306094696697
809 => 1.0158979024646
810 => 1.0394403661718
811 => 1.0338652000206
812 => 1.0302708541343
813 => 1.0292901035579
814 => 1.0453601968817
815 => 1.050168620672
816 => 1.0471723336472
817 => 1.0410268615436
818 => 1.0528279847282
819 => 1.0559854674429
820 => 1.0566923113793
821 => 1.0776016390214
822 => 1.0578609105208
823 => 1.0626127000769
824 => 1.0996848057351
825 => 1.066065521504
826 => 1.0838744061607
827 => 1.0830027539297
828 => 1.0921131767003
829 => 1.0822554333492
830 => 1.0823776318925
831 => 1.0904670701192
901 => 1.0791069130676
902 => 1.0762939784234
903 => 1.072407929359
904 => 1.0808929753228
905 => 1.0859793766325
906 => 1.1269720356385
907 => 1.1534551628488
908 => 1.1523054604523
909 => 1.1628115882034
910 => 1.1580784814264
911 => 1.1427940311131
912 => 1.1688827240578
913 => 1.1606271700128
914 => 1.1613077478578
915 => 1.1612824167164
916 => 1.1667716384433
917 => 1.16288202177
918 => 1.1552151880461
919 => 1.1603047900682
920 => 1.1754190885078
921 => 1.2223343346277
922 => 1.2485887279007
923 => 1.2207537871867
924 => 1.2399539565665
925 => 1.2284406966585
926 => 1.2263483948434
927 => 1.2384075200953
928 => 1.2504877532496
929 => 1.2497182946219
930 => 1.2409486656788
1001 => 1.2359949248098
1002 => 1.2735063102942
1003 => 1.3011440601293
1004 => 1.2992593508763
1005 => 1.3075778445785
1006 => 1.3320011993693
1007 => 1.3342341648479
1008 => 1.3339528625217
1009 => 1.3284182245971
1010 => 1.352466189162
1011 => 1.3725274242857
1012 => 1.3271371158286
1013 => 1.3444211510863
1014 => 1.3521805113703
1015 => 1.3635735543657
1016 => 1.3827955275947
1017 => 1.4036756888979
1018 => 1.4066283726455
1019 => 1.4045333022277
1020 => 1.3907622745593
1021 => 1.4136095962095
1022 => 1.4269930213965
1023 => 1.4349625448211
1024 => 1.4551719302238
1025 => 1.3522284305378
1026 => 1.2793599048362
1027 => 1.2679804323136
1028 => 1.291121037164
1029 => 1.2972230301201
1030 => 1.2947633244107
1031 => 1.2127431738171
1101 => 1.2675486131952
1102 => 1.3265146577939
1103 => 1.3287797837137
1104 => 1.3582994185617
1105 => 1.3679122217189
1106 => 1.3916793969985
1107 => 1.3901927537136
1108 => 1.3959796826759
1109 => 1.3946493679231
1110 => 1.4386730553593
1111 => 1.4872377201823
1112 => 1.4855560802657
1113 => 1.4785743351063
1114 => 1.4889434172324
1115 => 1.5390673558355
1116 => 1.5344527467887
1117 => 1.5389354464062
1118 => 1.5980343948807
1119 => 1.6748714346249
1120 => 1.639172915351
1121 => 1.716628430203
1122 => 1.765382571062
1123 => 1.8496978164052
1124 => 1.8391411324269
1125 => 1.8719644387052
1126 => 1.8202424648593
1127 => 1.7014783581736
1128 => 1.6826834836798
1129 => 1.7203112983783
1130 => 1.8128156091462
1201 => 1.7173980084374
1202 => 1.7367008647886
1203 => 1.7311416408609
1204 => 1.730845413443
1205 => 1.7421512091413
1206 => 1.7257515628102
1207 => 1.6589364534173
1208 => 1.6895574243082
1209 => 1.6777331969074
1210 => 1.6908530587631
1211 => 1.7616555421556
1212 => 1.7303520765274
1213 => 1.6973764183751
1214 => 1.7387352115824
1215 => 1.7913991677586
1216 => 1.7881035520273
1217 => 1.7817086800481
1218 => 1.8177562385702
1219 => 1.877296244305
1220 => 1.893389668604
1221 => 1.905269505406
1222 => 1.9069075341895
1223 => 1.9237802486887
1224 => 1.8330514103546
1225 => 1.9770404068727
1226 => 2.0019033289556
1227 => 1.9972301300666
1228 => 2.02486422157
1229 => 2.0167335708405
1230 => 2.0049535335934
1231 => 2.0487594465662
]
'min_raw' => 0.75519064448557
'max_raw' => 2.0487594465662
'avg_raw' => 1.4019750455259
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.75519'
'max' => '$2.04'
'avg' => '$1.40'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.26044573622454
'max_diff' => 0.94427629124619
'year' => 2032
]
7 => [
'items' => [
101 => 1.9985395022977
102 => 1.9272586139239
103 => 1.8881525087858
104 => 1.9396505826311
105 => 1.9710986592933
106 => 1.9918838374937
107 => 1.9981734198584
108 => 1.8400944318026
109 => 1.7548986247031
110 => 1.809508160282
111 => 1.876135562637
112 => 1.8326812917704
113 => 1.8343846169186
114 => 1.7724302462443
115 => 1.8816171497233
116 => 1.8657095362928
117 => 1.9482382629103
118 => 1.9285421199686
119 => 1.9958410927784
120 => 1.9781190178034
121 => 2.0516823601968
122 => 2.0810287691255
123 => 2.1303059571207
124 => 2.1665544572041
125 => 2.1878402697765
126 => 2.1865623494307
127 => 2.270907343392
128 => 2.2211720472426
129 => 2.1586927935698
130 => 2.1575627409904
131 => 2.1899216318054
201 => 2.2577369897256
202 => 2.2753205253609
203 => 2.2851473229911
204 => 2.2700972403472
205 => 2.2161131409379
206 => 2.1928030805186
207 => 2.2126639273533
208 => 2.1883758183365
209 => 2.2303039085394
210 => 2.2878801317447
211 => 2.2759908693339
212 => 2.3157348910355
213 => 2.3568657723037
214 => 2.4156847798206
215 => 2.4310622464471
216 => 2.456480614028
217 => 2.4826444637675
218 => 2.4910475871683
219 => 2.5070917570765
220 => 2.5070071963814
221 => 2.555357382297
222 => 2.6086891346424
223 => 2.6288206365199
224 => 2.6751119150297
225 => 2.5958397228215
226 => 2.6559685912248
227 => 2.7102063356477
228 => 2.645541860787
301 => 2.7346667744922
302 => 2.73812729293
303 => 2.7903770128237
304 => 2.7374119118763
305 => 2.7059614040043
306 => 2.7967578417956
307 => 2.8406913779818
308 => 2.8274582393395
309 => 2.7267534008713
310 => 2.668138865449
311 => 2.5147333203495
312 => 2.6964488151463
313 => 2.7849571319481
314 => 2.7265241857128
315 => 2.7559943649524
316 => 2.9167741071458
317 => 2.9779886232557
318 => 2.9652564318266
319 => 2.9674079625884
320 => 3.0004382043593
321 => 3.1469124864576
322 => 3.059141701377
323 => 3.1262391778625
324 => 3.1618274374525
325 => 3.1948837963149
326 => 3.1137078265183
327 => 3.0080990825248
328 => 2.9746483601485
329 => 2.7207141807972
330 => 2.7074958039817
331 => 2.7000759285174
401 => 2.6532946632769
402 => 2.6165374032649
403 => 2.5873066653938
404 => 2.5105964801828
405 => 2.5364839158404
406 => 2.4142238912739
407 => 2.4924415223623
408 => 2.2973115710827
409 => 2.4598215928262
410 => 2.3713747764152
411 => 2.4307644348657
412 => 2.4305572299422
413 => 2.3212020392265
414 => 2.2581282474064
415 => 2.2983213224229
416 => 2.3414114893709
417 => 2.3484027239854
418 => 2.4042702502019
419 => 2.4198616759005
420 => 2.3726189281398
421 => 2.2932679365602
422 => 2.3116993621007
423 => 2.2577547351561
424 => 2.1632188513857
425 => 2.2311161735477
426 => 2.2542993045684
427 => 2.264538295941
428 => 2.1715731117724
429 => 2.1423614325343
430 => 2.1268093796176
501 => 2.2812672986908
502 => 2.2897288521667
503 => 2.2464383482411
504 => 2.442115530959
505 => 2.3978277579903
506 => 2.4473080511641
507 => 2.310026903422
508 => 2.3152712281393
509 => 2.2502801327702
510 => 2.2866708034703
511 => 2.2609510503455
512 => 2.2837307968974
513 => 2.2973848830561
514 => 2.362365314026
515 => 2.4605635649683
516 => 2.3526594045455
517 => 2.3056440166333
518 => 2.3348120988695
519 => 2.4124905455894
520 => 2.5301773686565
521 => 2.4605044007327
522 => 2.4914240807736
523 => 2.4981786553417
524 => 2.4468043882281
525 => 2.5320716111645
526 => 2.5777670086458
527 => 2.6246410311314
528 => 2.6653404314753
529 => 2.6059185157688
530 => 2.6695084833718
531 => 2.6182661946241
601 => 2.572296564287
602 => 2.5723662812408
603 => 2.5435288606212
604 => 2.4876527244218
605 => 2.477348307613
606 => 2.5309531851572
607 => 2.5739392205468
608 => 2.5774797563108
609 => 2.6012790342047
610 => 2.6153632017103
611 => 2.7534071897624
612 => 2.8089296237167
613 => 2.8768214049701
614 => 2.9032690799395
615 => 2.9828670995809
616 => 2.9185852340854
617 => 2.9046774481335
618 => 2.7115986887971
619 => 2.7432153248219
620 => 2.7938366096494
621 => 2.7124334151389
622 => 2.7640650056232
623 => 2.7742581752915
624 => 2.7096673657387
625 => 2.744168107925
626 => 2.6525443654355
627 => 2.4625607121758
628 => 2.5322831172803
629 => 2.5836222757449
630 => 2.5103549665433
701 => 2.6416837824508
702 => 2.5649641993747
703 => 2.540647774729
704 => 2.4457807327548
705 => 2.4905543247993
706 => 2.5511112491356
707 => 2.5136941103938
708 => 2.5913402914946
709 => 2.7013079914134
710 => 2.7796775230652
711 => 2.7856937625871
712 => 2.7353074040858
713 => 2.8160518651456
714 => 2.8166400003937
715 => 2.7255599184674
716 => 2.6697738754236
717 => 2.6570991690692
718 => 2.688763070565
719 => 2.7272088924597
720 => 2.787827238133
721 => 2.8244576348605
722 => 2.9199702822646
723 => 2.9458132660899
724 => 2.9742068702109
725 => 3.0121494815797
726 => 3.0577093148138
727 => 2.9580269934203
728 => 2.9619875578804
729 => 2.8691647603944
730 => 2.769970289145
731 => 2.8452465280579
801 => 2.9436601968581
802 => 2.9210839924979
803 => 2.9185437083174
804 => 2.922815761693
805 => 2.9057940408753
806 => 2.8288054284713
807 => 2.7901422292962
808 => 2.8400276202661
809 => 2.8665394854233
810 => 2.9076570762045
811 => 2.9025884652537
812 => 3.0085029633992
813 => 3.0496581346904
814 => 3.039128880745
815 => 3.0410665168716
816 => 3.1155759886671
817 => 3.1984458453452
818 => 3.276064401765
819 => 3.3550213311498
820 => 3.259835671035
821 => 3.2115062630641
822 => 3.2613698756329
823 => 3.2349115409227
824 => 3.3869489802192
825 => 3.3974757226451
826 => 3.5495021679042
827 => 3.6937933674274
828 => 3.6031666502522
829 => 3.6886235626314
830 => 3.7810521807738
831 => 3.9593619811733
901 => 3.8993135134132
902 => 3.8533173281884
903 => 3.8098511554029
904 => 3.9002973609089
905 => 4.0166549593789
906 => 4.0417172716302
907 => 4.0823277920173
908 => 4.0396307954484
909 => 4.0910546248958
910 => 4.2726033396205
911 => 4.2235472743271
912 => 4.1538797754543
913 => 4.2971950496056
914 => 4.349060290197
915 => 4.7130777107043
916 => 5.1726647409045
917 => 4.9823926925905
918 => 4.8642846921614
919 => 4.8920428738214
920 => 5.0598684992478
921 => 5.1137687636156
922 => 4.9672492645285
923 => 5.0190024286112
924 => 5.3041674509658
925 => 5.4571493362697
926 => 5.2493793878186
927 => 4.6761503403177
928 => 4.1476069794295
929 => 4.2878004793547
930 => 4.271906887174
1001 => 4.578281128633
1002 => 4.2223773033937
1003 => 4.2283698110445
1004 => 4.5410795473609
1005 => 4.4576539509138
1006 => 4.3225151690126
1007 => 4.1485936420909
1008 => 3.827083613782
1009 => 3.5423132157384
1010 => 4.1008135450078
1011 => 4.0767299952428
1012 => 4.0418534462009
1013 => 4.1194674320569
1014 => 4.4963389162592
1015 => 4.4876508087344
1016 => 4.432381501373
1017 => 4.4743027838853
1018 => 4.3151661655017
1019 => 4.3561792955326
1020 => 4.1475232554607
1021 => 4.2418444998192
1022 => 4.3222252218805
1023 => 4.3383628418913
1024 => 4.3747217237828
1025 => 4.0640390588816
1026 => 4.2035264542584
1027 => 4.2854622308408
1028 => 3.9152734113924
1029 => 4.2781447881281
1030 => 4.0586307648922
1031 => 3.9841244084159
1101 => 4.0844374019452
1102 => 4.0453453308092
1103 => 4.01173626361
1104 => 3.9929818266357
1105 => 4.0666406179425
1106 => 4.0632043472868
1107 => 3.9426842681535
1108 => 3.7854707379511
1109 => 3.8382367590453
1110 => 3.8190663688977
1111 => 3.7495904019733
1112 => 3.7964088151201
1113 => 3.5902442178782
1114 => 3.2355487438268
1115 => 3.4698714386014
1116 => 3.4608502697466
1117 => 3.4563013873326
1118 => 3.6323884162521
1119 => 3.6154617114404
1120 => 3.5847395764605
1121 => 3.7490261658718
1122 => 3.6890593507702
1123 => 3.8738629449547
1124 => 3.9955865444317
1125 => 3.9647135022584
1126 => 4.0791951359077
1127 => 3.8394523815989
1128 => 3.9190853077705
1129 => 3.935497543488
1130 => 3.74699889486
1201 => 3.6182311296837
1202 => 3.6096437878064
1203 => 3.3863782282817
1204 => 3.5056448880432
1205 => 3.6105946130435
1206 => 3.560331839196
1207 => 3.5444201465536
1208 => 3.6257095334388
1209 => 3.6320264149963
1210 => 3.4880008460522
1211 => 3.5179483225323
1212 => 3.642834277808
1213 => 3.5148015168837
1214 => 3.2660547764406
1215 => 3.204362145618
1216 => 3.1961312114455
1217 => 3.0288159037502
1218 => 3.2084847422043
1219 => 3.1300544793936
1220 => 3.3778147398739
1221 => 3.2362954078525
1222 => 3.2301947923001
1223 => 3.220972817127
1224 => 3.0769576200854
1225 => 3.1084877955943
1226 => 3.2132989011671
1227 => 3.2506966844171
1228 => 3.2467957892332
1229 => 3.2127852695703
1230 => 3.2283551113099
1231 => 3.1781992261742
]
'min_raw' => 1.7548986247031
'max_raw' => 5.4571493362697
'avg_raw' => 3.6060239804864
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$1.75'
'max' => '$5.45'
'avg' => '$3.60'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.99970798021756
'max_diff' => 3.4083898897036
'year' => 2033
]
8 => [
'items' => [
101 => 3.1604881392283
102 => 3.1045870770088
103 => 3.0224279586087
104 => 3.0338526879334
105 => 2.87107397628
106 => 2.7823834948512
107 => 2.7578351385134
108 => 2.7250080504722
109 => 2.7615430454572
110 => 2.870612844642
111 => 2.7390515263765
112 => 2.5134988741637
113 => 2.5270549728847
114 => 2.557511501869
115 => 2.5007559615969
116 => 2.4470416058608
117 => 2.4937418801899
118 => 2.3981722480393
119 => 2.569060635325
120 => 2.5644385833581
121 => 2.6281352064713
122 => 2.6679660120902
123 => 2.576168900515
124 => 2.5530821751996
125 => 2.5662334231724
126 => 2.3488725889488
127 => 2.6103721890614
128 => 2.6126336484622
129 => 2.5932696601009
130 => 2.7325101242664
131 => 3.0263509338457
201 => 2.9157962015628
202 => 2.8729860676884
203 => 2.7916039718991
204 => 2.9000407825476
205 => 2.8917145273675
206 => 2.8540600438049
207 => 2.831286494657
208 => 2.8732474572371
209 => 2.826087067032
210 => 2.8176157650703
211 => 2.7662888920498
212 => 2.7479675336055
213 => 2.7344031292076
214 => 2.7194700527763
215 => 2.7524086982929
216 => 2.6777653941127
217 => 2.5877528866447
218 => 2.5802693205975
219 => 2.6009321044155
220 => 2.5917903607394
221 => 2.5802255534459
222 => 2.5581451868347
223 => 2.5515944137336
224 => 2.572881248329
225 => 2.5488496531703
226 => 2.5843095808957
227 => 2.5746664426417
228 => 2.5208006562418
301 => 2.4536639427192
302 => 2.4530662851448
303 => 2.4386017903426
304 => 2.4201790814607
305 => 2.4150543053043
306 => 2.4898089133435
307 => 2.6445487147677
308 => 2.6141695891385
309 => 2.6361216207836
310 => 2.7441038897533
311 => 2.7784282059187
312 => 2.7540656193205
313 => 2.720716608166
314 => 2.7221837954077
315 => 2.8361474619548
316 => 2.8432552360466
317 => 2.8612142881219
318 => 2.8842967452662
319 => 2.7579966615835
320 => 2.7162350728242
321 => 2.6964461152253
322 => 2.6355037851112
323 => 2.7012248633388
324 => 2.6629320055127
325 => 2.6680990203038
326 => 2.6647339951427
327 => 2.6665715264226
328 => 2.5690128685381
329 => 2.6045581159391
330 => 2.5454572480208
331 => 2.4663278202619
401 => 2.4660625506737
402 => 2.4854293660151
403 => 2.4739092264265
404 => 2.4429088270034
405 => 2.4473122874237
406 => 2.4087333406031
407 => 2.4519964700621
408 => 2.4532371018121
409 => 2.4365784404118
410 => 2.5032312605047
411 => 2.5305389752803
412 => 2.5195738874835
413 => 2.5297696354898
414 => 2.615431978962
415 => 2.629398678658
416 => 2.6356017640746
417 => 2.6272904513677
418 => 2.5313353858759
419 => 2.5355914010629
420 => 2.5043635855311
421 => 2.4779793721129
422 => 2.4790346022826
423 => 2.4925995176873
424 => 2.5518382988311
425 => 2.6765028214314
426 => 2.6812337489355
427 => 2.6869677710813
428 => 2.6636446213255
429 => 2.6566101361866
430 => 2.6658904378394
501 => 2.7127078779789
502 => 2.8331350448286
503 => 2.7905680410039
504 => 2.7559604042995
505 => 2.7863206318411
506 => 2.7816469127824
507 => 2.7421960204623
508 => 2.7410887653102
509 => 2.6653698897348
510 => 2.6373783454699
511 => 2.6139865159514
512 => 2.5884432487764
513 => 2.573300343777
514 => 2.5965667281833
515 => 2.6018880255768
516 => 2.5510156694455
517 => 2.5440819552847
518 => 2.5856254194576
519 => 2.5673436897715
520 => 2.5861469021187
521 => 2.5905094086742
522 => 2.5898069446417
523 => 2.5707187192062
524 => 2.5828849848797
525 => 2.5541081396235
526 => 2.5228176425498
527 => 2.5028562548836
528 => 2.485437296651
529 => 2.4951023470742
530 => 2.4606482070839
531 => 2.4496256342761
601 => 2.5787633278192
602 => 2.6741587305036
603 => 2.6727716435679
604 => 2.6643281085762
605 => 2.6517827282872
606 => 2.7117901052704
607 => 2.6908847350148
608 => 2.7060951385779
609 => 2.7099668246633
610 => 2.7216852523667
611 => 2.7258735830377
612 => 2.7132135387671
613 => 2.6707248839008
614 => 2.564847195674
615 => 2.5155608459931
616 => 2.4992955296693
617 => 2.4998867430255
618 => 2.4835784393706
619 => 2.4883819656839
620 => 2.4819079689494
621 => 2.4696477853624
622 => 2.494345315286
623 => 2.4971914755363
624 => 2.4914267769386
625 => 2.4927845721435
626 => 2.4450553298898
627 => 2.4486840805159
628 => 2.4284787359105
629 => 2.4246904773761
630 => 2.3736131256943
701 => 2.2831221934095
702 => 2.3332629540626
703 => 2.2726999660516
704 => 2.2497638448127
705 => 2.3583398754586
706 => 2.3474418534121
707 => 2.3287891769247
708 => 2.3011979808415
709 => 2.2909641378244
710 => 2.2287865472931
711 => 2.22511276354
712 => 2.2559296563434
713 => 2.2417087206592
714 => 2.221737141069
715 => 2.1494021042798
716 => 2.0680735736211
717 => 2.0705283707488
718 => 2.0963974631802
719 => 2.171615338347
720 => 2.1422264132369
721 => 2.1209044108704
722 => 2.1169114407642
723 => 2.1668918214924
724 => 2.2376245314363
725 => 2.2708107363868
726 => 2.2379242151609
727 => 2.2001459503126
728 => 2.2024453382463
729 => 2.2177421360252
730 => 2.2193496131867
731 => 2.1947598464388
801 => 2.201681721743
802 => 2.1911667602065
803 => 2.1266364606659
804 => 2.125469312175
805 => 2.1096325359761
806 => 2.1091530046867
807 => 2.0822106977035
808 => 2.0784412827131
809 => 2.0249456969167
810 => 2.0601566534874
811 => 2.0365389924779
812 => 2.0009416064936
813 => 1.9948046037325
814 => 1.9946201180188
815 => 2.0311706739949
816 => 2.0597295389601
817 => 2.0369498318028
818 => 2.0317633340492
819 => 2.0871415610734
820 => 2.0800941769009
821 => 2.0739911876582
822 => 2.231291193064
823 => 2.1067759645128
824 => 2.0524802177837
825 => 1.9852789207238
826 => 2.0071600019048
827 => 2.0117706672096
828 => 1.8501636617248
829 => 1.7845997197265
830 => 1.7621006455577
831 => 1.7491521102833
901 => 1.7550529204053
902 => 1.6960376827235
903 => 1.7356968984676
904 => 1.684594691069
905 => 1.6760272396976
906 => 1.7674043168751
907 => 1.7801189033472
908 => 1.7258745273448
909 => 1.7607081981051
910 => 1.7480770248632
911 => 1.6854706917426
912 => 1.6830795903184
913 => 1.6516659330775
914 => 1.6025096423782
915 => 1.5800438984892
916 => 1.5683435440153
917 => 1.5731713383066
918 => 1.57073025778
919 => 1.5548005561333
920 => 1.5716433296317
921 => 1.5286170032577
922 => 1.5114835734089
923 => 1.5037448006387
924 => 1.4655564594788
925 => 1.5263310926966
926 => 1.5383044610592
927 => 1.5503014206562
928 => 1.6547267632758
929 => 1.6495099682615
930 => 1.6966672545088
1001 => 1.6948348090819
1002 => 1.6813847871468
1003 => 1.6246413570238
1004 => 1.6472582769164
1005 => 1.5776469129366
1006 => 1.6298044799429
1007 => 1.6060019445133
1008 => 1.621756818771
1009 => 1.5934281342959
1010 => 1.6091063979471
1011 => 1.5411437908806
1012 => 1.4776812646616
1013 => 1.5032204377987
1014 => 1.5309844397576
1015 => 1.5911838701404
1016 => 1.5553295860389
1017 => 1.5682241424024
1018 => 1.5250295371074
1019 => 1.4359067284547
1020 => 1.436411153873
1021 => 1.4227015514077
1022 => 1.410854453243
1023 => 1.5594478818737
1024 => 1.540967940109
1025 => 1.5115225715019
1026 => 1.5509363674949
1027 => 1.5613580007365
1028 => 1.5616546899838
1029 => 1.590409978123
1030 => 1.6057566805576
1031 => 1.6084616033781
1101 => 1.6537086705642
1102 => 1.6688748906618
1103 => 1.7313424048398
1104 => 1.6044546200774
1105 => 1.6018414496511
1106 => 1.5514910004321
1107 => 1.5195579495284
1108 => 1.5536774837474
1109 => 1.5839027332846
1110 => 1.5524301831878
1111 => 1.5565398338087
1112 => 1.5142905067055
1113 => 1.5293926531293
1114 => 1.5424006561082
1115 => 1.5352184014383
1116 => 1.5244662185724
1117 => 1.5814246075068
1118 => 1.5782107919814
1119 => 1.6312517532248
1120 => 1.6726009755096
1121 => 1.7467061739015
1122 => 1.6693735361881
1123 => 1.6665552275005
1124 => 1.6941046469934
1125 => 1.6688706729892
1126 => 1.6848176735126
1127 => 1.7441368655775
1128 => 1.7453901866318
1129 => 1.7243954441582
1130 => 1.7231179121706
1201 => 1.72715018212
1202 => 1.7507673131592
1203 => 1.742514761893
1204 => 1.7520648231473
1205 => 1.7640073209816
1206 => 1.8134065555382
1207 => 1.8253165437495
1208 => 1.796381447017
1209 => 1.7989939622794
1210 => 1.7881714418153
1211 => 1.7777170226527
1212 => 1.8012170301848
1213 => 1.8441637558436
1214 => 1.8438965864923
1215 => 1.8538593920801
1216 => 1.8600661374249
1217 => 1.8334222427895
1218 => 1.816078047105
1219 => 1.8227289153703
1220 => 1.8333637985635
1221 => 1.8192801660841
1222 => 1.7323494622478
1223 => 1.7587186846369
1224 => 1.7543295566422
1225 => 1.7480789046417
1226 => 1.774593361661
1227 => 1.7720359775991
1228 => 1.6954323961618
1229 => 1.7003363089057
1230 => 1.695730619338
1231 => 1.7106125445666
]
'min_raw' => 1.410854453243
'max_raw' => 3.1604881392283
'avg_raw' => 2.2856712962356
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$1.41'
'max' => '$3.16'
'avg' => '$2.28'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.34404417146016
'max_diff' => -2.2966611970414
'year' => 2034
]
9 => [
'items' => [
101 => 1.6680670001885
102 => 1.6811537230906
103 => 1.6893615930144
104 => 1.6941960914553
105 => 1.7116616148706
106 => 1.7096122372842
107 => 1.7115342226824
108 => 1.73743098318
109 => 1.868407911082
110 => 1.8755366962834
111 => 1.840431950721
112 => 1.8544556041627
113 => 1.8275332561905
114 => 1.8456064087483
115 => 1.85797160072
116 => 1.8020956758895
117 => 1.7987870662528
118 => 1.7717536001737
119 => 1.7862798535908
120 => 1.7631675399296
121 => 1.7688384932677
122 => 1.7529820133497
123 => 1.7815205202084
124 => 1.8134310053121
125 => 1.8214928540325
126 => 1.8002856008932
127 => 1.7849301519942
128 => 1.7579710421269
129 => 1.8028046426591
130 => 1.815915353734
131 => 1.8027357776753
201 => 1.799681781923
202 => 1.793894465491
203 => 1.8009095884625
204 => 1.8158439499858
205 => 1.8088011808858
206 => 1.813453053954
207 => 1.7957249108087
208 => 1.8334310630273
209 => 1.8933175072301
210 => 1.8935100519407
211 => 1.8864672448775
212 => 1.8835854799666
213 => 1.8908118274067
214 => 1.8947318244527
215 => 1.9181005069885
216 => 1.9431760343988
217 => 2.060192579513
218 => 2.0273348018942
219 => 2.1311588420649
220 => 2.2132701779757
221 => 2.2378917773217
222 => 2.2152410644591
223 => 2.1377541993236
224 => 2.1339523240494
225 => 2.2497504146725
226 => 2.217032150183
227 => 2.2131404167306
228 => 2.1717389479847
301 => 2.1962123436852
302 => 2.1908596530424
303 => 2.1824101690002
304 => 2.2291037031652
305 => 2.3165098307616
306 => 2.3028867660862
307 => 2.2927177802618
308 => 2.2481602445267
309 => 2.2749938333252
310 => 2.2654389063176
311 => 2.3064929364487
312 => 2.2821734384571
313 => 2.2167842771501
314 => 2.2271977166138
315 => 2.2256237461878
316 => 2.258015946022
317 => 2.2482926116556
318 => 2.2237251090988
319 => 2.3162110861197
320 => 2.310205561206
321 => 2.3187200224795
322 => 2.3224683516506
323 => 2.3787629360775
324 => 2.4018250260914
325 => 2.4070605242833
326 => 2.4289677261105
327 => 2.4065154531448
328 => 2.4963405532067
329 => 2.556069003308
330 => 2.6254466716986
331 => 2.7268260921765
401 => 2.7649456920882
402 => 2.7580597275595
403 => 2.8349244471385
404 => 2.9730486396152
405 => 2.7859785759808
406 => 2.9829638072294
407 => 2.92060055732
408 => 2.7727384136516
409 => 2.7632178347795
410 => 2.8633517951865
411 => 3.0854392818327
412 => 3.0298088853233
413 => 3.0855302732324
414 => 3.0205283144206
415 => 3.0173004192861
416 => 3.08237327318
417 => 3.2344195432396
418 => 3.1621880597035
419 => 3.058626516168
420 => 3.1350947483185
421 => 3.068850888829
422 => 2.9195849329102
423 => 3.0297663458075
424 => 2.9560911727891
425 => 2.9775935050635
426 => 3.1324477603933
427 => 3.1138152866984
428 => 3.1379274329801
429 => 3.0953701259177
430 => 3.05561489045
501 => 2.981408791187
502 => 2.9594400235117
503 => 2.9655114005436
504 => 2.9594370148387
505 => 2.9179193842903
506 => 2.9089536559263
507 => 2.8940103825221
508 => 2.8986419277982
509 => 2.8705442019894
510 => 2.9235704158769
511 => 2.9334125484399
512 => 2.972000604888
513 => 2.9760069449194
514 => 3.0834741328608
515 => 3.0242830116554
516 => 3.0639935260755
517 => 3.0604414438959
518 => 2.7759430346621
519 => 2.8151444053038
520 => 2.8761294359545
521 => 2.8486557623097
522 => 2.8098144156253
523 => 2.7784479456365
524 => 2.7309245362172
525 => 2.7978128223686
526 => 2.8857638058816
527 => 2.9782375270025
528 => 3.0893386438111
529 => 3.064542167899
530 => 2.9761605689041
531 => 2.9801253028722
601 => 3.0046337281978
602 => 2.9728930905759
603 => 2.9635321568904
604 => 3.0033476796563
605 => 3.0036218672794
606 => 2.9671004277112
607 => 2.9265135309841
608 => 2.9263434704049
609 => 2.9191214241552
610 => 3.0218131004046
611 => 3.0782831390422
612 => 3.084757337966
613 => 3.0778473738709
614 => 3.0805067448044
615 => 3.0476480735536
616 => 3.1227532520967
617 => 3.1916771910602
618 => 3.1732041030728
619 => 3.1455103180755
620 => 3.1234508844117
621 => 3.1680076015605
622 => 3.1660235610846
623 => 3.1910752005813
624 => 3.1899387135084
625 => 3.1815147893855
626 => 3.1732044039177
627 => 3.2061541429344
628 => 3.1966651472542
629 => 3.1871614125428
630 => 3.16810021763
701 => 3.1706909505916
702 => 3.1430019473167
703 => 3.1301917474392
704 => 2.9375570772482
705 => 2.8860787988537
706 => 2.9022749131736
707 => 2.9076070945396
708 => 2.8852036818112
709 => 2.9173244206993
710 => 2.9123184375678
711 => 2.9317937895301
712 => 2.9196264351456
713 => 2.9201257876136
714 => 2.955907382505
715 => 2.9662949317277
716 => 2.9610117403552
717 => 2.9647119064953
718 => 3.0499806734512
719 => 3.0378581815318
720 => 3.0314183493098
721 => 3.0332022268459
722 => 3.0549902249861
723 => 3.0610896748847
724 => 3.0352458770634
725 => 3.0474339615171
726 => 3.0993292782231
727 => 3.1174897020496
728 => 3.175449057406
729 => 3.1508268931052
730 => 3.1960219413016
731 => 3.3349361113299
801 => 3.445910362478
802 => 3.3438538549173
803 => 3.5476439346651
804 => 3.7063237436994
805 => 3.7002333483336
806 => 3.6725638532983
807 => 3.4919111094338
808 => 3.3256717611489
809 => 3.4647380348848
810 => 3.4650925434158
811 => 3.4531466271701
812 => 3.378951567334
813 => 3.4505647999149
814 => 3.4562491982561
815 => 3.4530674467886
816 => 3.3961822683718
817 => 3.3093291150676
818 => 3.3263000133262
819 => 3.3540986908706
820 => 3.3014699948673
821 => 3.2846519376091
822 => 3.3159199058184
823 => 3.4166718143287
824 => 3.3976252496409
825 => 3.3971278668637
826 => 3.4786171475985
827 => 3.4202884090798
828 => 3.3265140707015
829 => 3.3028348135295
830 => 3.2187894028275
831 => 3.2768398673588
901 => 3.2789290002321
902 => 3.2471353540696
903 => 3.3290939498628
904 => 3.3283386869741
905 => 3.4061461757526
906 => 3.5548848711389
907 => 3.5108955199265
908 => 3.4597406904943
909 => 3.4653026388231
910 => 3.5263034839324
911 => 3.4894209804655
912 => 3.5026841858661
913 => 3.5262834084825
914 => 3.5405214054227
915 => 3.4632540101738
916 => 3.4452392842145
917 => 3.4083874772114
918 => 3.3987735286359
919 => 3.4287885565017
920 => 3.4208806571056
921 => 3.2787534167036
922 => 3.2639003292931
923 => 3.2643558522786
924 => 3.2270070577591
925 => 3.170041181379
926 => 3.3197441032501
927 => 3.3077208635328
928 => 3.2944481374097
929 => 3.2960739706267
930 => 3.3610549351082
1001 => 3.3233626940915
1002 => 3.423573694471
1003 => 3.4029733254114
1004 => 3.3818446346177
1005 => 3.3789240059544
1006 => 3.370791262614
1007 => 3.3429010596393
1008 => 3.309221963606
1009 => 3.2869841071715
1010 => 3.0320690895432
1011 => 3.0793798340426
1012 => 3.1338065330791
1013 => 3.1525944114852
1014 => 3.12045644539
1015 => 3.344170062424
1016 => 3.3850446960141
1017 => 3.2612327646831
1018 => 3.238072607539
1019 => 3.3456884384706
1020 => 3.2807829369185
1021 => 3.3100098802932
1022 => 3.2468372150005
1023 => 3.3751991937313
1024 => 3.3742212905185
1025 => 3.3242855816054
1026 => 3.3664909008337
1027 => 3.3591566879959
1028 => 3.3027793956193
1029 => 3.376986454458
1030 => 3.3770232602333
1031 => 3.3289612261004
1101 => 3.2728352923654
1102 => 3.2628013010489
1103 => 3.2552420364691
1104 => 3.3081507645979
1105 => 3.3555885647969
1106 => 3.4438585501393
1107 => 3.4660517216975
1108 => 3.5526731477723
1109 => 3.5010943060655
1110 => 3.5239585385363
1111 => 3.5487808972265
1112 => 3.5606816487946
1113 => 3.5412900127439
1114 => 3.6758487422394
1115 => 3.6872096217818
1116 => 3.6910188264211
1117 => 3.6456463799214
1118 => 3.6859477319665
1119 => 3.6670920639851
1120 => 3.7161492738172
1121 => 3.7238420707128
1122 => 3.7173265454214
1123 => 3.7197683605786
1124 => 3.6049462227407
1125 => 3.5989920891588
1126 => 3.5178070552832
1127 => 3.550890556677
1128 => 3.4890425365548
1129 => 3.5086551808407
1130 => 3.5173002475658
1201 => 3.5127845553119
1202 => 3.5527610482077
1203 => 3.5187728625883
1204 => 3.4290724525637
1205 => 3.3393476037223
1206 => 3.3382211813334
1207 => 3.3145982124086
1208 => 3.2975231326385
1209 => 3.3008123987732
1210 => 3.3124042016577
1211 => 3.2968493959821
1212 => 3.3001688024217
1213 => 3.3552930664075
1214 => 3.3663478444216
1215 => 3.3287793893491
1216 => 3.1779366211308
1217 => 3.1409194274496
1218 => 3.1675266521848
1219 => 3.1548101124861
1220 => 2.5461779836102
1221 => 2.6891670743216
1222 => 2.6042078120716
1223 => 2.6433609489041
1224 => 2.5566395422411
1225 => 2.598027542959
1226 => 2.5903846904742
1227 => 2.8203069169834
1228 => 2.8167169976642
1229 => 2.818435302068
1230 => 2.736416155855
1231 => 2.8670748828347
]
'min_raw' => 1.6680670001885
'max_raw' => 3.7238420707128
'avg_raw' => 2.6959545354507
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$1.66'
'max' => '$3.72'
'avg' => '$2.69'
'bar_min_pct' => 61.631153054957
'bar_max_pct' => 60.119598047091
'min_diff' => 0.25721254694555
'max_diff' => 0.5633539314845
'year' => 2035
]
10 => [
'items' => [
101 => 2.9314420700808
102 => 2.9195294167988
103 => 2.9225275749818
104 => 2.8710092840238
105 => 2.8189341117379
106 => 2.7611747313612
107 => 2.8684845208258
108 => 2.8565535040766
109 => 2.8839189638551
110 => 2.9535170329851
111 => 2.9637656130418
112 => 2.9775398085689
113 => 2.9726027399865
114 => 3.0902237434488
115 => 3.0759790638412
116 => 3.1103046432216
117 => 3.039694322148
118 => 2.9597920414601
119 => 2.9749788528165
120 => 2.9735162407583
121 => 2.9548955105488
122 => 2.9380855479049
123 => 2.9101016962802
124 => 2.9986467436514
125 => 2.9950519764303
126 => 3.053247079279
127 => 3.0429605295734
128 => 2.9742644330939
129 => 2.9767179276189
130 => 2.9932188574086
131 => 3.0503287638151
201 => 3.0672828723755
202 => 3.0594290537859
203 => 3.0780184598379
204 => 3.0927107684303
205 => 3.0798635875904
206 => 3.2617525759769
207 => 3.1862195867428
208 => 3.2230338401404
209 => 3.2318138226535
210 => 3.2093240820692
211 => 3.2142013015047
212 => 3.2215889599868
213 => 3.2664453756378
214 => 3.3841615896146
215 => 3.4362972994636
216 => 3.5931501548748
217 => 3.4319681545247
218 => 3.4224042816614
219 => 3.4506582174234
220 => 3.5427474481107
221 => 3.6173771200812
222 => 3.6421360877629
223 => 3.645408394068
224 => 3.6918578633839
225 => 3.7184818329644
226 => 3.6862176760666
227 => 3.6588771812938
228 => 3.5609469226445
229 => 3.5722826167384
301 => 3.6503743079784
302 => 3.7606834214324
303 => 3.8553401164832
304 => 3.8221946409953
305 => 4.0750712219089
306 => 4.1001429019983
307 => 4.0966788064744
308 => 4.1537958248842
309 => 4.0404301750192
310 => 3.9919641633459
311 => 3.6647885065914
312 => 3.7567115208178
313 => 3.8903270204452
314 => 3.8726425080371
315 => 3.7756073606552
316 => 3.8552665066226
317 => 3.8289287017939
318 => 3.8081549823691
319 => 3.903323418238
320 => 3.7986818136962
321 => 3.8892831403932
322 => 3.7730860017536
323 => 3.8223460467354
324 => 3.7943836627634
325 => 3.8124787521342
326 => 3.7066952294163
327 => 3.763773450525
328 => 3.7043205877624
329 => 3.7042923993645
330 => 3.7029799741238
331 => 3.7729260035097
401 => 3.7752069410168
402 => 3.7235167196181
403 => 3.7160673511615
404 => 3.7436115707175
405 => 3.7113645034599
406 => 3.7264527032691
407 => 3.7118215096616
408 => 3.7085277198004
409 => 3.6822822417946
410 => 3.6709749682353
411 => 3.6754088415505
412 => 3.6602737461075
413 => 3.6511543036427
414 => 3.7011658874845
415 => 3.6744467156994
416 => 3.6970707912016
417 => 3.6712878017809
418 => 3.5819127273349
419 => 3.5305121768967
420 => 3.361690946342
421 => 3.4095684379053
422 => 3.4413112643445
423 => 3.4308202603957
424 => 3.4533589963574
425 => 3.4547426916934
426 => 3.447415118877
427 => 3.4389307282759
428 => 3.4348009961475
429 => 3.4655806360065
430 => 3.4834492529397
501 => 3.4444970816419
502 => 3.4353711329057
503 => 3.474753928696
504 => 3.4987774113774
505 => 3.6761533098681
506 => 3.6630127303913
507 => 3.6959930061696
508 => 3.6922799332405
509 => 3.7268485164261
510 => 3.7833535401612
511 => 3.6684630278546
512 => 3.688404048176
513 => 3.6835149704986
514 => 3.7368926385955
515 => 3.7370592778489
516 => 3.7050566994126
517 => 3.7224058163655
518 => 3.7127220152305
519 => 3.7302219527256
520 => 3.662837229941
521 => 3.7449045485613
522 => 3.7914314299179
523 => 3.7920774557107
524 => 3.8141308282135
525 => 3.8365383319216
526 => 3.879547584007
527 => 3.8353388272242
528 => 3.7558115774078
529 => 3.7615531879731
530 => 3.7149263905036
531 => 3.7157101953929
601 => 3.711526183466
602 => 3.7240827182163
603 => 3.6655926832034
604 => 3.6793201775127
605 => 3.6601016050916
606 => 3.6883622707529
607 => 3.6579584661568
608 => 3.6835126128373
609 => 3.6945409354113
610 => 3.7352356831319
611 => 3.6519478188305
612 => 3.4821182254272
613 => 3.5178184649454
614 => 3.4650150065047
615 => 3.4699021676204
616 => 3.4797750108598
617 => 3.4477738957274
618 => 3.4538787000236
619 => 3.4536605934553
620 => 3.4517810688803
621 => 3.4434563428927
622 => 3.4313838432137
623 => 3.4794769662152
624 => 3.4876489249692
625 => 3.5058141769877
626 => 3.5598616453868
627 => 3.5544610287667
628 => 3.5632696585435
629 => 3.544040469199
630 => 3.4707941545634
701 => 3.4747717818468
702 => 3.4251707058861
703 => 3.504545765957
704 => 3.4857487040326
705 => 3.4736301159278
706 => 3.4703234468855
707 => 3.5245048885048
708 => 3.5407168250273
709 => 3.5306146341291
710 => 3.5098947458688
711 => 3.5496830566136
712 => 3.5603287300349
713 => 3.5627119037166
714 => 3.6332091617046
715 => 3.5666519173112
716 => 3.5826729075588
717 => 3.7076641000772
718 => 3.5943143360686
719 => 3.6543582340653
720 => 3.6514193977117
721 => 3.6821358241521
722 => 3.6488997541983
723 => 3.6493117551185
724 => 3.6765858608866
725 => 3.6382842982462
726 => 3.6288002927003
727 => 3.6156982069644
728 => 3.6443061318385
729 => 3.6614552889753
730 => 3.7996649008302
731 => 3.8889546132125
801 => 3.8850783113131
802 => 3.9205004545404
803 => 3.9045424545869
804 => 3.8530098632293
805 => 3.9409697129466
806 => 3.9131355360996
807 => 3.9154301518204
808 => 3.9153447461086
809 => 3.9338520404059
810 => 3.9207379262277
811 => 3.8948886610462
812 => 3.9120486096084
813 => 3.9630075220442
814 => 4.1211855498553
815 => 4.2097040697985
816 => 4.1158566238076
817 => 4.1805913353847
818 => 4.1417735757746
819 => 4.1347192341251
820 => 4.1753774168532
821 => 4.2161067663479
822 => 4.2135124828629
823 => 4.183945066605
824 => 4.1672431834063
825 => 4.2937154385281
826 => 4.3868980417031
827 => 4.3805436128707
828 => 4.4085899951661
829 => 4.4909350410274
830 => 4.4984636400393
831 => 4.4975152096066
901 => 4.4788547914277
902 => 4.5599341829336
903 => 4.627572037784
904 => 4.4745354437706
905 => 4.5328097753748
906 => 4.5589710003136
907 => 4.5973834402095
908 => 4.6621916649862
909 => 4.7325905866264
910 => 4.7425457660313
911 => 4.7354820898443
912 => 4.689052108598
913 => 4.7660834486906
914 => 4.8112066011095
915 => 4.8380764057501
916 => 4.9062137596093
917 => 4.5591325631325
918 => 4.3134512412115
919 => 4.2750845551122
920 => 4.3531047199905
921 => 4.3736780152697
922 => 4.3653849457394
923 => 4.0888482815487
924 => 4.2736286468059
925 => 4.4724367830481
926 => 4.4800738132328
927 => 4.5796013231177
928 => 4.6120115601068
929 => 4.6921442509331
930 => 4.6871319293041
1001 => 4.7066429643307
1002 => 4.7021577152621
1003 => 4.8505866510891
1004 => 5.0143258092165
1005 => 5.0086560428291
1006 => 4.9851166015745
1007 => 5.0200766859088
1008 => 5.1890730444508
1009 => 5.1735145678677
1010 => 5.1886283026003
1011 => 5.3878845335388
1012 => 5.6469459776271
1013 => 5.5265859275043
1014 => 5.7877326035993
1015 => 5.9521105934105
1016 => 6.2363853297878
1017 => 6.2007927327108
1018 => 6.311458801478
1019 => 6.1370745555437
1020 => 5.7366530780077
1021 => 5.6732848464358
1022 => 5.8001496507819
1023 => 6.1120343929804
1024 => 5.7903272903466
1025 => 5.8554082182172
1026 => 5.8366649066122
1027 => 5.8356661551907
1028 => 5.8737844347331
1029 => 5.8184918821411
1030 => 5.593220075941
1031 => 5.6964608171874
1101 => 5.6565946089646
1102 => 5.7008291392105
1103 => 5.9395446552399
1104 => 5.8340028353362
1105 => 5.7228231015888
1106 => 5.862267160466
1107 => 6.039827365594
1108 => 6.0287159670635
1109 => 6.0071552097099
1110 => 6.1286920700273
1111 => 6.3294353563126
1112 => 6.3836954599437
1113 => 6.4237491591452
1114 => 6.4292718875523
1115 => 6.4861594225019
1116 => 6.1802608095731
1117 => 6.6657297643246
1118 => 6.749556842001
1119 => 6.7338008256742
1120 => 6.8269710945288
1121 => 6.7995580379302
1122 => 6.7598408198956
1123 => 6.9075355139147
1124 => 6.7382154655691
1125 => 6.4978869737438
1126 => 6.3660380099698
1127 => 6.5396673614199
1128 => 6.6456967475211
1129 => 6.7157754269985
1130 => 6.7369811930657
1201 => 6.2040068481131
1202 => 5.916763236296
1203 => 6.100883098216
1204 => 6.3255220370326
1205 => 6.1790129289257
1206 => 6.184755808585
1207 => 5.9758723223409
1208 => 6.3440035906065
1209 => 6.2903699612915
1210 => 6.5686213250538
1211 => 6.5022144039852
1212 => 6.7291175894778
1213 => 6.6693663763838
1214 => 6.9173903212916
1215 => 7.0163337878956
1216 => 7.1824752676446
1217 => 7.3046896164655
1218 => 7.3764562196811
1219 => 7.3721476220138
1220 => 7.6565226579336
1221 => 7.4888366345587
1222 => 7.2781834686385
1223 => 7.2743734174693
1224 => 7.3834736770778
1225 => 7.6121178910227
1226 => 7.6714020090606
1227 => 7.7045337433556
1228 => 7.6537913389588
1229 => 7.4717801787508
1230 => 7.3931886825906
1231 => 7.460150914334
]
'min_raw' => 2.7611747313612
'max_raw' => 7.7045337433556
'avg_raw' => 5.2328542373584
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$2.76'
'max' => '$7.70'
'avg' => '$5.23'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 1.0931077311727
'max_diff' => 3.9806916726428
'year' => 2036
]
11 => [
'items' => [
101 => 7.378261859042
102 => 7.5196253424868
103 => 7.7137475988672
104 => 7.6736621205673
105 => 7.8076618645733
106 => 7.9463375024353
107 => 8.1446498928906
108 => 8.1964960952422
109 => 8.2821958961949
110 => 8.3704091422933
111 => 8.3987408595264
112 => 8.4528348985401
113 => 8.4525497962529
114 => 8.6155658237693
115 => 8.7953775503061
116 => 8.8632523144227
117 => 9.0193265918724
118 => 8.7520548612347
119 => 8.9547835391198
120 => 9.1376498812
121 => 8.9196290894776
122 => 9.2201199585376
123 => 9.2317873380562
124 => 9.4079509166368
125 => 9.2293753808874
126 => 9.1233377977926
127 => 9.4294643270107
128 => 9.5775893116041
129 => 9.5329728607635
130 => 9.1934394668805
131 => 8.9958164683682
201 => 8.4785989626322
202 => 9.09126544031
203 => 9.3896774098607
204 => 9.1926666519704
205 => 9.2920274188188
206 => 9.8341075449073
207 => 10.040496559833
208 => 9.9975690874964
209 => 10.004823123675
210 => 10.116186889903
211 => 10.610035158505
212 => 10.314109828646
213 => 10.540333655213
214 => 10.660321957113
215 => 10.771773778939
216 => 10.498083329245
217 => 10.142016075504
218 => 10.029234629557
219 => 9.1730778147558
220 => 9.1285111344448
221 => 9.1034945062776
222 => 8.9457682043558
223 => 8.8218385359154
224 => 8.723285062358
225 => 8.4646513171849
226 => 8.5519326139076
227 => 8.1397244051595
228 => 8.4034406093546
301 => 7.7455463550774
302 => 8.2934602394728
303 => 7.9952556227837
304 => 8.195492002703
305 => 8.1947933968368
306 => 7.8260947364034
307 => 7.6134370436102
308 => 7.7489508022193
309 => 7.8942323085438
310 => 7.9178037441592
311 => 8.1061650093442
312 => 8.1587325896455
313 => 7.999450367187
314 => 7.7319129589672
315 => 7.794055797018
316 => 7.6121777209805
317 => 7.293443388564
318 => 7.5223639506731
319 => 7.6005274955037
320 => 7.6350489697799
321 => 7.3216103607336
322 => 7.223121144688
323 => 7.1706863124699
324 => 7.6914519705328
325 => 7.7199806888435
326 => 7.5740237324117
327 => 8.2337630156898
328 => 8.0844436970522
329 => 8.2512699600917
330 => 7.7884169858153
331 => 7.8060985927469
401 => 7.5869765771765
402 => 7.7096702641575
403 => 7.6229543208014
404 => 7.6997578267321
405 => 7.7457935315142
406 => 7.964879591318
407 => 8.2959618503529
408 => 7.9321554398595
409 => 7.7736397770038
410 => 7.8719820027136
411 => 8.1338803091657
412 => 8.5306696497682
413 => 8.2957623740018
414 => 8.4000102340027
415 => 8.4227837537484
416 => 8.2495718253383
417 => 8.5370562206356
418 => 8.6911214435944
419 => 8.8491604830444
420 => 8.9863813528454
421 => 8.7860362153351
422 => 9.0004342308185
423 => 8.8276672766833
424 => 8.6726774585047
425 => 8.6729125140818
426 => 8.5756851370984
427 => 8.3872948427551
428 => 8.3525527820526
429 => 8.5332853692659
430 => 8.6782157887714
501 => 8.6901529522917
502 => 8.7703938793237
503 => 8.817879633394
504 => 9.283304577035
505 => 9.4705023395645
506 => 9.6994042201132
507 => 9.78857440279
508 => 10.056944683368
509 => 9.8402138858327
510 => 9.7933228144854
511 => 9.1423442970541
512 => 9.248941992815
513 => 9.4196151888759
514 => 9.1451586351943
515 => 9.3192381473148
516 => 9.3536051305156
517 => 9.1358327065223
518 => 9.2521543675681
519 => 8.9432385227994
520 => 8.3026953715993
521 => 8.5377693282718
522 => 8.7108628854211
523 => 8.4638370370874
524 => 8.9066213090049
525 => 8.6479558782734
526 => 8.5659713548619
527 => 8.2461204994405
528 => 8.3970777910109
529 => 8.6012496893601
530 => 8.4750951937112
531 => 8.7368847143756
601 => 9.1076484923514
602 => 9.3718768399017
603 => 9.3921610114901
604 => 9.2222798859397
605 => 9.4945154738011
606 => 9.4964984128523
607 => 9.1894155576297
608 => 9.0013290186503
609 => 8.9585953612567
610 => 9.0653524158529
611 => 9.1949751885721
612 => 9.3993541732474
613 => 9.5228561132669
614 => 9.8448836724699
615 => 9.9320150967366
616 => 10.027746115408
617 => 10.155672278707
618 => 10.309280437342
619 => 9.9731945311661
620 => 9.986547850761
621 => 9.6735893083564
622 => 9.3391482230023
623 => 9.5929473181163
624 => 9.924755873499
625 => 9.8486386242783
626 => 9.8400738788067
627 => 9.8544774050277
628 => 9.7970874848723
629 => 9.5375150029789
630 => 9.4071593275818
701 => 9.5753514061237
702 => 9.6647380105005
703 => 9.8033688385578
704 => 9.786279662858
705 => 10.14337778807
706 => 10.28213532144
707 => 10.246635206634
708 => 10.253168082117
709 => 10.50438196836
710 => 10.783783475939
711 => 11.045479858063
712 => 11.311688658081
713 => 10.990763559353
714 => 10.827817586128
715 => 10.99593623727
716 => 10.906730114532
717 => 11.419334956035
718 => 11.454826603078
719 => 11.967394377416
720 => 12.453882230699
721 => 12.148327926387
722 => 12.436451872885
723 => 12.748081412112
724 => 13.349265353352
725 => 13.146807751848
726 => 12.991728402012
727 => 12.845179165754
728 => 13.15012486237
729 => 13.54243262944
730 => 13.62693196499
731 => 13.763853169811
801 => 13.61989726487
802 => 13.793276296149
803 => 14.40538046317
804 => 14.239984514048
805 => 14.005095677569
806 => 14.488293130323
807 => 14.663160410092
808 => 15.890470558217
809 => 17.440000317879
810 => 16.798484822618
811 => 16.400275453134
812 => 16.493864100615
813 => 17.059699913951
814 => 17.241428418464
815 => 16.747427697627
816 => 16.921917103622
817 => 17.883370886077
818 => 18.399159993233
819 => 17.698649105996
820 => 15.765967350772
821 => 13.983946507818
822 => 14.456618680814
823 => 14.403032325122
824 => 15.435994470567
825 => 14.236039875361
826 => 14.256244033289
827 => 15.310566741977
828 => 15.029291518966
829 => 14.573661680698
830 => 13.987273109868
831 => 12.903279602311
901 => 11.943156323273
902 => 13.826179176653
903 => 13.74497980716
904 => 13.627391087062
905 => 13.889072059211
906 => 15.159720580526
907 => 15.130428019422
908 => 14.944083690873
909 => 15.085424221714
910 => 14.54888400227
911 => 14.687162633614
912 => 13.983664226612
913 => 14.301674887266
914 => 14.572684103699
915 => 14.627093216257
916 => 14.749679725051
917 => 13.702191429165
918 => 14.172482921377
919 => 14.448735112698
920 => 13.20061766217
921 => 14.424063843705
922 => 13.683956988385
923 => 13.432753605658
924 => 13.770965866971
925 => 13.639164219815
926 => 13.525848903243
927 => 13.462617009591
928 => 13.710962767174
929 => 13.699377140746
930 => 13.293035279505
1001 => 12.762978886129
1002 => 12.940883210254
1003 => 12.876248901438
1004 => 12.642005828295
1005 => 12.799857376977
1006 => 12.104759043423
1007 => 10.908878488612
1008 => 11.698913813932
1009 => 11.6684983133
1010 => 11.653161438649
1011 => 12.246851150654
1012 => 12.189781583597
1013 => 12.086199760561
1014 => 12.640103466885
1015 => 12.437921163021
1016 => 13.060999383389
1017 => 13.471398997496
1018 => 13.367308380321
1019 => 13.753291201022
1020 => 12.944981766566
1021 => 13.213469736947
1022 => 13.268804735534
1023 => 12.633268381129
1024 => 12.199118870559
1025 => 12.170166047871
1026 => 11.41741062603
1027 => 11.819526496348
1028 => 12.173371821542
1029 => 12.00390737028
1030 => 11.950259987618
1031 => 12.224332830945
1101 => 12.245630638147
1102 => 11.760038376907
1103 => 11.861008384726
1104 => 12.282070102197
1105 => 11.850398709779
1106 => 11.011731707432
1107 => 10.803730695372
1108 => 10.775979526144
1109 => 10.211864284667
1110 => 10.817630317593
1111 => 10.553197210701
1112 => 11.388538226979
1113 => 10.911395918504
1114 => 10.890827267238
1115 => 10.859734734085
1116 => 10.374177442439
1117 => 10.480483630534
1118 => 10.83386159065
1119 => 10.959950827907
1120 => 10.946798687443
1121 => 10.832129845861
1122 => 10.884624654338
1123 => 10.71552058583
1124 => 10.655806419644
1125 => 10.467332085483
1126 => 10.190326881631
1127 => 10.228846154198
1128 => 9.6800263630119
1129 => 9.3810002127029
1130 => 9.2982337153987
1201 => 9.1875548961534
1202 => 9.3107351825375
1203 => 9.6784716254991
1204 => 9.2349034556489
1205 => 8.4744369411303
1206 => 8.5201422744247
1207 => 8.6228285883021
1208 => 8.4314733217295
1209 => 8.2503716211488
1210 => 8.4078248565583
1211 => 8.0856051693039
1212 => 8.6617672980841
1213 => 8.6461837271763
1214 => 8.8609413391585
1215 => 8.9952336812008
1216 => 8.6857333104553
1217 => 8.6078948041908
1218 => 8.6522351549219
1219 => 7.9193879266881
1220 => 8.8010520857867
1221 => 8.8086767540465
1222 => 8.7433897153359
1223 => 9.2128486617288
1224 => 10.203553466535
1225 => 9.8308104679587
1226 => 9.6864731126931
1227 => 9.4120876948231
1228 => 9.7776899727408
1229 => 9.7496174220807
1230 => 9.6226627017971
1231 => 9.5458800908467
]
'min_raw' => 7.1706863124699
'max_raw' => 18.399159993233
'avg_raw' => 12.784923152851
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$7.17'
'max' => '$18.39'
'avg' => '$12.78'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 4.4095115811087
'max_diff' => 10.694626249877
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.22507964958871
]
1 => [
'year' => 2028
'avg' => 0.38630201978338
]
2 => [
'year' => 2029
'avg' => 1.0553074938832
]
3 => [
'year' => 2030
'avg' => 0.81416815991981
]
4 => [
'year' => 2031
'avg' => 0.79961403179052
]
5 => [
'year' => 2032
'avg' => 1.4019750455259
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.22507964958871
'min' => '$0.225079'
'max_raw' => 1.4019750455259
'max' => '$1.40'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 1.4019750455259
]
1 => [
'year' => 2033
'avg' => 3.6060239804864
]
2 => [
'year' => 2034
'avg' => 2.2856712962356
]
3 => [
'year' => 2035
'avg' => 2.6959545354507
]
4 => [
'year' => 2036
'avg' => 5.2328542373584
]
5 => [
'year' => 2037
'avg' => 12.784923152851
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 1.4019750455259
'min' => '$1.40'
'max_raw' => 12.784923152851
'max' => '$12.78'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 12.784923152851
]
]
]
]
'prediction_2025_max_price' => '$0.384845'
'last_price' => 0.373156
'sma_50day_nextmonth' => '$0.347899'
'sma_200day_nextmonth' => '$0.333165'
'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' => '$0.362343'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.357659'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.3532069'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.355137'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.355571'
'daily_sma50_action' => 'BUY'
'daily_sma100' => '$0.349247'
'daily_sma100_action' => 'BUY'
'daily_sma200' => '$0.322657'
'daily_sma200_action' => 'BUY'
'daily_ema3' => '$0.364795'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.360493'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.356626'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.356162'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$0.354225'
'daily_ema50_action' => 'BUY'
'daily_ema100' => '$0.346043'
'daily_ema100_action' => 'BUY'
'daily_ema200' => '$0.33722'
'daily_ema200_action' => 'BUY'
'weekly_sma21' => '$0.337713'
'weekly_sma21_action' => 'BUY'
'weekly_sma50' => '$0.326741'
'weekly_sma50_action' => 'BUY'
'weekly_sma100' => '$0.381636'
'weekly_sma100_action' => 'SELL'
'weekly_sma200' => '—'
'weekly_sma200_action' => '—'
'weekly_ema3' => '$0.36448'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$0.36172'
'weekly_ema5_action' => 'BUY'
'weekly_ema10' => '$0.354953'
'weekly_ema10_action' => 'BUY'
'weekly_ema21' => '$0.342123'
'weekly_ema21_action' => 'BUY'
'weekly_ema50' => '$0.342212'
'weekly_ema50_action' => 'BUY'
'weekly_ema100' => '$0.3748039'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$0.2115043'
'weekly_ema200_action' => 'BUY'
'rsi_14' => '59.95'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 123.36
'stoch_rsi_14_action' => 'SELL'
'momentum_10' => 0.03
'momentum_10_action' => 'BUY'
'vwma_10' => '0.351057'
'vwma_10_action' => 'BUY'
'hma_9' => '0.364057'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 100
'stochastic_fast_14_action' => 'SELL'
'cci_20' => 194.99
'cci_20_action' => 'SELL'
'adx_14' => 8.04
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '-0.002594'
'ao_5_34_action' => 'SELL'
'macd_12_26' => 0
'macd_12_26_action' => 'BUY'
'williams_percent_r_14' => -0
'williams_percent_r_14_action' => 'SELL'
'ultimate_oscillator' => 71.19
'ultimate_oscillator_action' => 'SELL'
'ichimoku_cloud' => '0.007339'
'ichimoku_cloud_action' => 'BUY'
'sell_signals' => 4
'buy_signals' => 30
'sell_pct' => 11.76
'buy_pct' => 88.24
'overall_action' => 'bullish'
'overall_action_label' => 'Altista'
'overall_action_dir' => 1
'last_updated' => 1767708094
'last_updated_date' => '6 de janeiro de 2026'
]
Previsão de preço de Peercoin para 2026
A previsão de preço para Peercoin em 2026 sugere que o preço médio poderia variar entre $0.128925 na extremidade inferior e $0.384845 na extremidade superior. No mercado de criptomoedas, comparado ao preço médio de hoje, Peercoin poderia potencialmente ganhar 3.13% até 2026 se PPC atingir a meta de preço prevista.
Previsão de preço de Peercoin 2027-2032
A previsão de preço de PPC para 2027-2032 está atualmente dentro de uma faixa de preço entre $0.225079 na extremidade inferior e $1.40 na extremidade superior. Considerando a volatilidade de preços no mercado, se Peercoin atingir a meta de preço superior, poderia ganhar 275.71% até 2032 em comparação com o preço de hoje.
| Previsão de Preço de Peercoin | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2027 | $0.124113 | $0.225079 | $0.326046 |
| 2028 | $0.223987 | $0.386302 | $0.548616 |
| 2029 | $0.492036 | $1.05 | $1.61 |
| 2030 | $0.418456 | $0.814168 | $1.20 |
| 2031 | $0.494744 | $0.799614 | $1.10 |
| 2032 | $0.75519 | $1.40 | $2.04 |
Previsão de preço de Peercoin 2032-2037
A previsão de preço de Peercoin para 2032-2037 é atualmente estimada entre $1.40 na extremidade inferior e $12.78 na extremidade superior. Comparado ao preço atual, Peercoin poderia potencialmente ganhar 3326.16% até 2037 se atingir a meta de preço superior. Por favor, note que esta informação é apenas para fins gerais e não deve ser considerada como aconselhamento de investimento a longo prazo.
| Previsão de Preço de Peercoin | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2032 | $0.75519 | $1.40 | $2.04 |
| 2033 | $1.75 | $3.60 | $5.45 |
| 2034 | $1.41 | $2.28 | $3.16 |
| 2035 | $1.66 | $2.69 | $3.72 |
| 2036 | $2.76 | $5.23 | $7.70 |
| 2037 | $7.17 | $12.78 | $18.39 |
Peercoin Histograma de preços potenciais
Previsão de preço de Peercoin baseada na análise técnica
Em 6 de janeiro de 2026, o sentimento geral de previsão de preço para Peercoin é Altista, com 30 indicadores técnicos mostrando sinais de alta e 4 indicando sinais de baixa. A previsão de preço de PPC 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 Peercoin
De acordo com nossos indicadores técnicos, o SMA de 200 dias de Peercoin está projetado para aumentar no próximo mês, alcançando $0.333165 até 4 de fev. de 2026. O SMA de 50 dias de curto prazo para Peercoin é esperado para alcançar $0.347899 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 59.95, sugerindo que o mercado de PPC está em um estado NEUTRAL.
Médias Móveis e Osciladores Populares de PPC 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 | $0.362343 | BUY |
| SMA 5 | $0.357659 | BUY |
| SMA 10 | $0.3532069 | BUY |
| SMA 21 | $0.355137 | BUY |
| SMA 50 | $0.355571 | BUY |
| SMA 100 | $0.349247 | BUY |
| SMA 200 | $0.322657 | BUY |
Média Móvel Exponencial Diária (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 3 | $0.364795 | BUY |
| EMA 5 | $0.360493 | BUY |
| EMA 10 | $0.356626 | BUY |
| EMA 21 | $0.356162 | BUY |
| EMA 50 | $0.354225 | BUY |
| EMA 100 | $0.346043 | BUY |
| EMA 200 | $0.33722 | BUY |
Média Móvel Simples Semanal (SMA)
| Período | Valor | Ação |
|---|---|---|
| SMA 21 | $0.337713 | BUY |
| SMA 50 | $0.326741 | BUY |
| SMA 100 | $0.381636 | SELL |
| SMA 200 | — | — |
Média Móvel Exponencial Semanal (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 21 | $0.342123 | BUY |
| EMA 50 | $0.342212 | BUY |
| EMA 100 | $0.3748039 | SELL |
| EMA 200 | $0.2115043 | BUY |
Osciladores de Peercoin
Um oscilador é uma ferramenta de análise técnica que define limites altos e baixos entre dois extremos, criando um indicador de tendência que flutua dentro desses limites. Os traders usam esse indicador para identificar condições de sobrecompra ou sobrevenda de curto prazo.
| Período | Valor | Ação |
|---|---|---|
| RSI (14) | 59.95 | NEUTRAL |
| Stoch RSI (14) | 123.36 | SELL |
| Estocástico Rápido (14) | 100 | SELL |
| Índice de Canal de Commodities (20) | 194.99 | SELL |
| Índice Direcional Médio (14) | 8.04 | NEUTRAL |
| Oscilador Impressionante (5, 34) | -0.002594 | SELL |
| Momentum (10) | 0.03 | BUY |
| MACD (12, 26) | 0 | BUY |
| Williams Percent Range (14) | -0 | SELL |
| Oscilador Ultimate (7, 14, 28) | 71.19 | SELL |
| VWMA (10) | 0.351057 | BUY |
| Média Móvel de Hull (9) | 0.364057 | BUY |
| Nuvem Ichimoku B/L (9, 26, 52, 26) | 0.007339 | BUY |
Previsão do preço de Peercoin com base nos fluxos financeiros mundiais
Definições dos fluxos financeiros mundiais, usadas na previsão do preço do Peercoin
M0: o total de todas as moedas físicas, mais as contas no Banco Central que podem ser trocadas por moedas físicas.
M1: o valor de M0, mais o valor em contas de demanda, incluindo contas 'correntes'.
M2: o valor de M1, mais a maioria das contas de poupança, do mercado de moedas e de certificados de depósito (CD) de menos de US$ 100.000.
Previsões de preço de Peercoin por empresas de Internet ou nichos tecnológicos
| Comparação | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook stock | $0.524346 | $0.736794 | $1.03 | $1.45 | $2.04 | $2.87 |
| Amazon.com stock | $0.778612 | $1.62 | $3.38 | $7.07 | $14.75 | $30.79 |
| Apple stock | $0.529293 | $0.750762 | $1.06 | $1.51 | $2.14 | $3.03 |
| Netflix stock | $0.588781 | $0.9290052 | $1.46 | $2.31 | $3.64 | $5.75 |
| Google stock | $0.483235 | $0.625787 | $0.810392 | $1.04 | $1.35 | $1.75 |
| Tesla stock | $0.845916 | $1.91 | $4.34 | $9.85 | $22.33 | $50.64 |
| Kodak stock | $0.279827 | $0.20984 | $0.157358 | $0.1180019 | $0.088488 | $0.066357 |
| Nokia stock | $0.24720029 | $0.163759 | $0.108484 | $0.071866 | $0.0476083 | $0.031538 |
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 Peercoin
Você pode fazer perguntas como: 'Devo investir em Peercoin agora?', 'Devo comprar PPC hoje?', 'Peercoin será um bom ou mau investimento no curto ou no longo prazo?'.
Atualizamos a previsão para Peercoin regularmente com novos valores. Veja nossas previsões semelhantes. Fazemos previsões de preços futuros para uma enorme quantidade de moedas digitais, como Peercoin, 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 Peercoin para poder tomar sozinho uma decisão de tão grande responsabilidade sobre o seu investimento.
O preço de Peercoin é de $0.3731 USD hoje, mas o preço pode tanto subir quanto descer e seu investimento pode ser perdido, porque criptomoedas são ativos de alto risco
Previsão do preço de Peercoin com base no padrão de crescimento do Bitcoin
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Se Peercoin tiver 1% da média anterior do crescimento anual do Bitcoin | $0.382855 | $0.3928071 | $0.403017 | $0.413493 |
| Se Peercoin tiver 2% da média anterior do crescimento anual do Bitcoin | $0.392555 | $0.412962 | $0.434431 | $0.457015 |
| Se Peercoin tiver 5% da média anterior do crescimento anual do Bitcoin | $0.421653 | $0.476454 | $0.538377 | $0.608347 |
| Se Peercoin tiver 10% da média anterior do crescimento anual do Bitcoin | $0.470151 | $0.592358 | $0.746331 | $0.940327 |
| Se Peercoin tiver 20% da média anterior do crescimento anual do Bitcoin | $0.567146 | $0.861985 | $1.31 | $1.99 |
| Se Peercoin tiver 50% da média anterior do crescimento anual do Bitcoin | $0.858132 | $1.97 | $4.53 | $10.43 |
| Se Peercoin tiver 100% da média anterior do crescimento anual do Bitcoin | $1.34 | $4.83 | $17.40 | $62.62 |
Perguntas Frequentes sobre Peercoin
PPC é um bom investimento?
A decisão de adquirir Peercoin depende inteiramente da sua tolerância individual ao risco. Como você pode perceber, o valor de Peercoin experimentou uma escalada de 3.6915% nas últimas 24 horas, e Peercoin registrou um declínio de durante os últimos 30 dias. Consequentemente, a decisão de investir ou não em Peercoin dependerá de quão alinhado esse investimento está com suas aspirações de negociação.
Peercoin pode subir?
Parece que o valor médio de Peercoin pode potencialmente subir para $0.384845 até o final deste ano. Observando as perspectivas de Peercoin em um horizonte de cinco anos mais longo, a moeda digital poderia potencialmente crescer até $1.20. 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 Peercoin na próxima semana?
Com base na nossa nova previsão experimental de Peercoin, o preço de Peercoin aumentará 0.86% na próxima semana e atingirá $0.376349 até 13 de janeiro de 2026.
Qual será o preço de Peercoin no próximo mês?
Com base na nossa nova previsão experimental de Peercoin, o preço de Peercoin diminuirá -11.62% no próximo mês e atingirá $0.329802 até 5 de fevereiro de 2026.
Até onde o preço de Peercoin pode subir este ano em 2026?
De acordo com nossa previsão mais recente sobre o valor de Peercoin em 2026, espera-se que PPC fluctue dentro do intervalo de $0.128925 e $0.384845. No entanto, é crucial lembrar que o mercado de criptomoedas é excepcionalmente instável, e essa previsão de preço de Peercoin não considera flutuações repentinas e extremas de preço.
Onde estará Peercoin em 5 anos?
O futuro de Peercoin parece seguir uma tendência de alta, com um preço máximo de $1.20 projetada após um período de cinco anos. Com base na previsão de Peercoin para 2030, o valor de Peercoin pode potencialmente atingir seu pico mais alto de aproximadamente $1.20, enquanto seu pico mais baixo está previsto para cerca de $0.418456.
Quanto será Peercoin em 2026?
Com base na nossa nova simulação experimental de previsão de preços de Peercoin, espera-se que o valor de PPC em 2026 aumente 3.13% para $0.384845 se o melhor cenário ocorrer. O preço ficará entre $0.384845 e $0.128925 durante 2026.
Quanto será Peercoin em 2027?
De acordo com nossa última simulação experimental para previsão de preços de Peercoin, o valor de PPC pode diminuir -12.62% para $0.326046 em 2027, assumindo as condições mais favoráveis. O preço está projetado para flutuar entre $0.326046 e $0.124113 ao longo do ano.
Quanto será Peercoin em 2028?
Nosso novo modelo experimental de previsão de preços de Peercoin sugere que o valor de PPC em 2028 pode aumentar 47.02%, alcançando $0.548616 no melhor cenário. O preço é esperado para variar entre $0.548616 e $0.223987 durante o ano.
Quanto será Peercoin em 2029?
Com base no nosso modelo de previsão experimental, o valor de Peercoin pode experimentar um 333.75% crescimento em 2029, potencialmente alcançando $1.61 sob condições ótimas. A faixa de preço prevista para 2029 está entre $1.61 e $0.492036.
Quanto será Peercoin em 2030?
Usando nossa nova simulação experimental para previsões de preços de Peercoin, espera-se que o valor de PPC em 2030 aumente 224.23%, alcançando $1.20 no melhor cenário. O preço está previsto para variar entre $1.20 e $0.418456 ao longo de 2030.
Quanto será Peercoin em 2031?
Nossa simulação experimental indica que o preço de Peercoin poderia aumentar 195.98% em 2031, potencialmente atingindo $1.10 sob condições ideais. O preço provavelmente oscilará entre $1.10 e $0.494744 durante o ano.
Quanto será Peercoin em 2032?
Com base nos achados da nossa mais recente previsão experimental de preços de Peercoin, PPC poderia ver um 449.04% aumento em valor, atingindo $2.04 se o cenário mais positivo se desenrolar em 2032. O preço é esperado para permanecer dentro de uma faixa de $2.04 e $0.75519 ao longo do ano.
Quanto será Peercoin em 2033?
De acordo com nossa previsão experimental de preços de Peercoin, espera-se que o valor de PPC seja aumentar 1362.43% em 2033, com o preço potencial mais alto sendo $5.45. Ao longo do ano, o preço de PPC poderia variar entre $5.45 e $1.75.
Quanto será Peercoin em 2034?
Os resultados da nossa nova simulação de previsão de preços de Peercoin sugerem que PPC pode aumentar 746.96% em 2034, atingindo potencialmente $3.16 nas melhores circunstâncias. A faixa de preço prevista para o ano é entre $3.16 e $1.41.
Quanto será Peercoin em 2035?
Com base em nossa previsão experimental para o preço de Peercoin, PPC poderia aumentar 897.93%, com o valor potencialmente atingindo $3.72 em 2035. A faixa de preço esperada para o ano está entre $3.72 e $1.66.
Quanto será Peercoin em 2036?
Nossa recente simulação de previsão de preços de Peercoin sugere que o valor de PPC pode aumentar 1964.7% em 2036, possivelmente atingindo $7.70 se as condições forem ideais. A faixa de preço esperada para 2036 está entre $7.70 e $2.76.
Quanto será Peercoin em 2037?
De acordo com a simulação experimental, o valor de Peercoin poderia aumentar 4830.69% em 2037, com um pico de $18.39 sob condições favoráveis. O preço é esperado para cair entre $18.39 e $7.17 ao longo do ano.
Previsões relacionadas
Previsão de Preço do Bitrue Coin
Previsão de Preço do EDEN
Previsão de Preço do Hera Finance
Previsão de Preço do THORWallet DEX
Previsão de Preço do Globiance Exchange
Previsão de Preço do Thales
Previsão de Preço do Hector Network
Previsão de Preço do Factom
Previsão de Preço do zkSwap Finance
Previsão de Preço do Ethereum Meta
Previsão de Preço do RigoBlock
Previsão de Preço do OpenANX
Previsão de Preço do Coinye West
Previsão de Preço do Hemule
Previsão de Preço do RETARDIO
Previsão de Preço do Somnium Space CUBEs
Previsão de Preço do LUBE
Previsão de Preço do Bazed Games
Previsão de Preço do KAP Games
Previsão de Preço do HubSuite
Previsão de Preço do Landshare Token
Previsão de Preço do Prosper
Previsão de Preço do Sphynx Labs
Previsão de Preço do Domi
Previsão de Preço do DigitalBits
Como ler e prever os movimentos de preço de Peercoin?
Traders de Peercoin 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 Peercoin
Médias móveis são ferramentas populares para a previsão de preço de Peercoin. Uma média móvel simples (SMA) calcula o preço médio de fechamento de PPC 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 PPC 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 PPC.
Como ler gráficos de Peercoin 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 Peercoin 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 PPC 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 Peercoin?
A ação de preço de Peercoin 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 PPC. A capitalização de mercado de Peercoin pode mudar rapidamente.
Traders frequentemente monitoram a atividade de "baleias" de PPC, grandes detentores de Peercoin, pois suas ações podem influenciar significativamente os movimentos de preço no relativamente pequeno mercado de Peercoin.
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


