Previsão de Preço Peercoin - Projeção PPC
$0.3639
1.069%
Add to portfolio
Add to favorites
Sentiment
Altista 88.24%
Baixista 11.76%
SMA 50
$0.355387
SMA 200
$0.322611
RSI (14)
55.48
Momentum (10)
0.02
MACD (12, 26)
0
Hull Moving Average (9)
0.361289
Previsão de Preço Peercoin até $0.375329 até 2026
| Ano | Preço Mínimo | Preço Máximo |
|---|---|---|
| 2026 | $0.125737 | $0.375329 |
| 2027 | $0.121044 | $0.317984 |
| 2028 | $0.218449 | $0.53505 |
| 2029 | $0.47987 | $1.57 |
| 2030 | $0.4081091 | $1.17 |
| 2031 | $0.482511 | $1.07 |
| 2032 | $0.736517 | $1.99 |
| 2033 | $1.71 | $5.32 |
| 2034 | $1.37 | $3.08 |
| 2035 | $1.62 | $3.63 |
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.
$
≈ $3,954.43
(39.54% ROI)
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' => 0.3639
'ticker' => 'PPC'
'marketcap' => '$10.92M'
'low24h' => '$0.3572'
'high24h' => '$0.3658'
'volume24h' => '$33.05K'
'current_supply' => '29.99M'
'max_supply' => '29.99M'
'algo' => 'Proof of Stake'
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.3639'
'change_24h_pct' => '1.069%'
'ath_price' => '$9.45'
'ath_days' => 2915
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '13 de jan. de 2018'
'ath_pct' => '-96.15%'
'fdv' => '$10.92M'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$17.94'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.3670433'
'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' => '$0.321647'
'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' => '$0.125737'
'current_year_max_price_prediction' => '$0.375329'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.4081091'
'grand_prediction_max_price' => '$1.17'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.37082526312335
107 => 0.37220979004628
108 => 0.37532919989934
109 => 0.34867418424291
110 => 0.3606415037225
111 => 0.36767118273057
112 => 0.33591083723021
113 => 0.36704338281732
114 => 0.34821017972239
115 => 0.34181790772675
116 => 0.35042425985108
117 => 0.34707035605827
118 => 0.34418686652506
119 => 0.34257782982089
120 => 0.34889738497257
121 => 0.34860257017125
122 => 0.33826255137029
123 => 0.32477441835752
124 => 0.32930147852948
125 => 0.32765675512759
126 => 0.32169606534561
127 => 0.32571285056224
128 => 0.30802496131669
129 => 0.2775938672062
130 => 0.29769758010521
131 => 0.29692360902723
201 => 0.29653333771292
202 => 0.31164072233071
203 => 0.31018849588637
204 => 0.30755269066966
205 => 0.32164765671578
206 => 0.3165028045049
207 => 0.3323580267392
208 => 0.34280130155419
209 => 0.34015254925656
210 => 0.34997449969678
211 => 0.32940577285246
212 => 0.33623787883606
213 => 0.33764596641039
214 => 0.32147372702268
215 => 0.31042609809265
216 => 0.30968934719521
217 => 0.2905342810876
218 => 0.30076676278799
219 => 0.30977092323548
220 => 0.30545862913221
221 => 0.30409348564524
222 => 0.31106770765668
223 => 0.31160966443715
224 => 0.29925299240862
225 => 0.30182233580826
226 => 0.31253692490257
227 => 0.30155235565389
228 => 0.2802111319229
301 => 0.27491821337211
302 => 0.27421204046959
303 => 0.25985722557319
304 => 0.27527191149875
305 => 0.26854298800434
306 => 0.28979957669829
307 => 0.27765792723768
308 => 0.27713452499664
309 => 0.27634332574289
310 => 0.26398754357163
311 => 0.26669267461621
312 => 0.27568494221151
313 => 0.27889348459466
314 => 0.27855880733728
315 => 0.27564087519458
316 => 0.27697668958728
317 => 0.27267356599981
318 => 0.2711540434993
319 => 0.2663580125101
320 => 0.25930917189336
321 => 0.26028935641417
322 => 0.24632375872292
323 => 0.23871455989036
324 => 0.23660843394114
325 => 0.23379203430078
326 => 0.23692655377467
327 => 0.24628419593935
328 => 0.23499689415422
329 => 0.21564560695577
330 => 0.21680865228939
331 => 0.21942166984276
401 => 0.21455232891889
402 => 0.20994390638725
403 => 0.21395055588537
404 => 0.20575116039588
405 => 0.22041252761459
406 => 0.22001597871933
407 => 0.2254808297656
408 => 0.22889811327487
409 => 0.22102238114469
410 => 0.21904165581219
411 => 0.22016996698053
412 => 0.2015214967121
413 => 0.22395685189153
414 => 0.22415087377477
415 => 0.22248954061637
416 => 0.23443567463554
417 => 0.25964574350862
418 => 0.2501607015259
419 => 0.24648780658328
420 => 0.23950563061248
421 => 0.24880896553298
422 => 0.24809461456572
423 => 0.2448640485822
424 => 0.24291019219539
425 => 0.2465102324966
426 => 0.24246410736219
427 => 0.24173731210797
428 => 0.23733372362842
429 => 0.23576184289173
430 => 0.23459808497266
501 => 0.23331690185225
502 => 0.23614287256492
503 => 0.2297388511426
504 => 0.22201622910125
505 => 0.22137417663843
506 => 0.22314693993808
507 => 0.2223626241447
508 => 0.22137042163616
509 => 0.2194760368371
510 => 0.21891401333435
511 => 0.22074031706326
512 => 0.21867852663344
513 => 0.22172081072418
514 => 0.22089347778875
515 => 0.21627206326506
516 => 0.21051206970173
517 => 0.21046079367703
518 => 0.20921981251209
519 => 0.20763923641578
520 => 0.20719955630447
521 => 0.2136131270401
522 => 0.22688902652083
523 => 0.22428264978741
524 => 0.22616602408954
525 => 0.23543036161194
526 => 0.23837521592196
527 => 0.2362850280854
528 => 0.23342385005755
529 => 0.23354972737005
530 => 0.24332723882871
531 => 0.24393705022504
601 => 0.24547784689097
602 => 0.24745820603578
603 => 0.23662229181108
604 => 0.23303935678453
605 => 0.23134156339528
606 => 0.22611301688513
607 => 0.23175155603463
608 => 0.22846622073854
609 => 0.22890952471302
610 => 0.22862082241808
611 => 0.22877847339308
612 => 0.22040842946366
613 => 0.22345803355498
614 => 0.21838747527271
615 => 0.21159856692964
616 => 0.21157580812837
617 => 0.2132373838275
618 => 0.2122490135842
619 => 0.20958933467279
620 => 0.20996712950882
621 => 0.20665724921074
622 => 0.21036900890433
623 => 0.21047544889102
624 => 0.20904621922808
625 => 0.21476469716017
626 => 0.21710756223479
627 => 0.21616681265357
628 => 0.21704155673632
629 => 0.22439095650777
630 => 0.22558922934731
701 => 0.22612142298917
702 => 0.22540835401122
703 => 0.21717589027266
704 => 0.21754103504661
705 => 0.21486184497277
706 => 0.21259821168647
707 => 0.21268874514673
708 => 0.21385254690762
709 => 0.21893493745348
710 => 0.22963052873395
711 => 0.23003641860467
712 => 0.23052836896863
713 => 0.22852735960398
714 => 0.22792383603253
715 => 0.22872003940593
716 => 0.2327367411434
717 => 0.24306878853607
718 => 0.23941675293326
719 => 0.23644759114085
720 => 0.23905234651306
721 => 0.23865136484026
722 => 0.2352666759881
723 => 0.23517167904507
724 => 0.22867537898729
725 => 0.22627384476952
726 => 0.22426694302543
727 => 0.22207545871238
728 => 0.22077627335239
729 => 0.22277241253453
730 => 0.22322895318311
731 => 0.21886435997482
801 => 0.21826948204826
802 => 0.22183370307843
803 => 0.22026522229061
804 => 0.22187844367734
805 => 0.22225272487702
806 => 0.22219245698344
807 => 0.22055478290208
808 => 0.22159858752539
809 => 0.21912967841812
810 => 0.21644511058211
811 => 0.21473252355723
812 => 0.21323806423631
813 => 0.21406727712604
814 => 0.21111128458245
815 => 0.21016560307538
816 => 0.22124497000536
817 => 0.22942941747981
818 => 0.22931041237214
819 => 0.22858599938479
820 => 0.2275096686274
821 => 0.23265800084445
822 => 0.23086442484418
823 => 0.23216940124267
824 => 0.23250157250577
825 => 0.23350695487559
826 => 0.23386629265727
827 => 0.2327801243049
828 => 0.22913481065008
829 => 0.22005103560827
830 => 0.21582251380513
831 => 0.21442703117849
901 => 0.21447775432157
902 => 0.21307858359736
903 => 0.21349070208207
904 => 0.21293526560681
905 => 0.21188340329719
906 => 0.2140023275925
907 => 0.21424651387838
908 => 0.2137519316286
909 => 0.21386842365256
910 => 0.2097734938632
911 => 0.21008482248137
912 => 0.20835130517369
913 => 0.20802629157637
914 => 0.20364411077719
915 => 0.19588044228419
916 => 0.20018226826685
917 => 0.19498626740807
918 => 0.19301846315058
919 => 0.20233374244915
920 => 0.20139874677321
921 => 0.19979844060883
922 => 0.1974312542587
923 => 0.19655324181493
924 => 0.19121871615153
925 => 0.19090352391674
926 => 0.19354745887984
927 => 0.19232737386662
928 => 0.19061391242573
929 => 0.18440792877763
930 => 0.1774303484266
1001 => 0.17764095771789
1002 => 0.17986039620506
1003 => 0.18631371293855
1004 => 0.18379229044726
1005 => 0.18196296949984
1006 => 0.18162039267557
1007 => 0.18590845886442
1008 => 0.19197697089929
1009 => 0.19482418097074
1010 => 0.19200268226098
1011 => 0.1887614964635
1012 => 0.18895877242478
1013 => 0.19027116101402
1014 => 0.19040907449857
1015 => 0.18829939574369
1016 => 0.18889325795567
1017 => 0.18799112695177
1018 => 0.18245475064602
1019 => 0.18235461515468
1020 => 0.18099589912312
1021 => 0.18095475774168
1022 => 0.17864324282439
1023 => 0.17831984590872
1024 => 0.17373019274153
1025 => 0.17675111635492
1026 => 0.17472483940067
1027 => 0.17167076208019
1028 => 0.17114423799899
1029 => 0.17112841004931
1030 => 0.17426426457825
1031 => 0.17671447206897
1101 => 0.17476008735581
1102 => 0.17431511184078
1103 => 0.17906628619042
1104 => 0.17846165594652
1105 => 0.17793805005474
1106 => 0.19143360220659
1107 => 0.18075081960733
1108 => 0.17609251664214
1109 => 0.17032698213498
1110 => 0.17220426924286
1111 => 0.17259984121958
1112 => 0.15873477004557
1113 => 0.15310971239705
1114 => 0.15117940458791
1115 => 0.1500684851532
1116 => 0.15057474508965
1117 => 0.14551153345253
1118 => 0.14891409541046
1119 => 0.14452978211535
1120 => 0.14379473772363
1121 => 0.1516344330075
1122 => 0.15272528080741
1123 => 0.14807138519313
1124 => 0.15105993957476
1125 => 0.14997624821197
1126 => 0.14460493858305
1127 => 0.1443997940639
1128 => 0.14170465970278
1129 => 0.13748729630846
1130 => 0.13555984807029
1201 => 0.13455601629298
1202 => 0.13497021684859
1203 => 0.13476078437292
1204 => 0.13339409580364
1205 => 0.13483912136193
1206 => 0.13114767818629
1207 => 0.12967771576977
1208 => 0.1290137678491
1209 => 0.12573739955918
1210 => 0.13095155851603
1211 => 0.13197881351678
1212 => 0.13300809252721
1213 => 0.14196726359438
1214 => 0.14151968872622
1215 => 0.1455655475566
1216 => 0.14540833292231
1217 => 0.14425438844532
1218 => 0.13938608651154
1219 => 0.14132650489321
1220 => 0.13535419872241
1221 => 0.13982905658292
1222 => 0.13778691832992
1223 => 0.13913860758537
1224 => 0.13670814842716
1225 => 0.13805326487651
1226 => 0.1322224137861
1227 => 0.12677764708017
1228 => 0.12896878014528
1229 => 0.13135079237353
1230 => 0.13651560180978
1231 => 0.1334394839183
]
'min_raw' => 0.12573739955918
'max_raw' => 0.37532919989934
'avg_raw' => 0.25053329972926
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.125737'
'max' => '$0.375329'
'avg' => '$0.250533'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.23819160044082
'max_diff' => 0.011400199899341
'year' => 2026
]
1 => [
'items' => [
101 => 0.13454577223297
102 => 0.13083989156925
103 => 0.1231936012275
104 => 0.12323687840045
105 => 0.12206066321486
106 => 0.12104424156429
107 => 0.13379281306201
108 => 0.13220732667117
109 => 0.12968106161071
110 => 0.13306256778392
111 => 0.13395669168784
112 => 0.13398214613839
113 => 0.13644920575306
114 => 0.13776587591166
115 => 0.13799794473388
116 => 0.14187991634192
117 => 0.14318110202049
118 => 0.14854050167982
119 => 0.13765416564776
120 => 0.13742996872114
121 => 0.13311015251038
122 => 0.13037045677593
123 => 0.13329774182123
124 => 0.13589091675711
125 => 0.13319072968409
126 => 0.13354331711177
127 => 0.12991853657962
128 => 0.13121422505809
129 => 0.13233024652383
130 => 0.13171404506715
131 => 0.13079156166203
201 => 0.13567830598455
202 => 0.13540257671857
203 => 0.13995322537746
204 => 0.14350078142708
205 => 0.14985863606949
206 => 0.14322388330768
207 => 0.14298208654628
208 => 0.14534568867433
209 => 0.14318074016531
210 => 0.14454891289153
211 => 0.14963820229143
212 => 0.14974573095685
213 => 0.14794448726816
214 => 0.14783488142601
215 => 0.14818082997987
216 => 0.15020706146533
217 => 0.14949903392451
218 => 0.15031838131982
219 => 0.15134298778394
220 => 0.1555811945437
221 => 0.15660301184509
222 => 0.15412052555423
223 => 0.15434466627107
224 => 0.15341614825252
225 => 0.15251921148089
226 => 0.15453539435641
227 => 0.15822000818961
228 => 0.15819708639818
301 => 0.15905184518882
302 => 0.15958435283419
303 => 0.15729844020086
304 => 0.1558103951319
305 => 0.1563810062981
306 => 0.15729342597916
307 => 0.15608512089282
308 => 0.14862690215854
309 => 0.15088924928967
310 => 0.15051268410392
311 => 0.14997640948754
312 => 0.15225121702209
313 => 0.15203180628596
314 => 0.14545960289895
315 => 0.14588033403632
316 => 0.14548518895291
317 => 0.14676198355648
318 => 0.14311178906664
319 => 0.14423456430728
320 => 0.14493875841284
321 => 0.14535353415089
322 => 0.14685198853112
323 => 0.1466761622047
324 => 0.1468410589198
325 => 0.14906287118839
326 => 0.16030003520901
327 => 0.16091164925325
328 => 0.1578998380121
329 => 0.15910299719759
330 => 0.15679319466343
331 => 0.15834378057894
401 => 0.15940465208172
402 => 0.15461077775452
403 => 0.15432691562885
404 => 0.152007579718
405 => 0.15325385946259
406 => 0.15127093877826
407 => 0.15175747815457
408 => 0.15039707164266
409 => 0.15284553250987
410 => 0.15558329221176
411 => 0.15627495842987
412 => 0.15445548239106
413 => 0.15313806182965
414 => 0.15082510530913
415 => 0.15467160355036
416 => 0.155796436856
417 => 0.15466569527986
418 => 0.15440367774948
419 => 0.15390715500285
420 => 0.15450901739739
421 => 0.15579031077225
422 => 0.15518607647844
423 => 0.15558518387474
424 => 0.1540641980378
425 => 0.15729919693306
426 => 0.1624371537236
427 => 0.16245367309483
428 => 0.16184943554397
429 => 0.16160219455663
430 => 0.16222217895202
501 => 0.16255849505342
502 => 0.1645634109024
503 => 0.16671476548772
504 => 0.17675419862787
505 => 0.17393516597556
506 => 0.18284274830605
507 => 0.18988748942467
508 => 0.19199989925695
509 => 0.19005658160781
510 => 0.18340859690608
511 => 0.18308241506073
512 => 0.19301731091186
513 => 0.19021024778686
514 => 0.18987635656014
515 => 0.18632431802599
516 => 0.1884240127282
517 => 0.18796477869617
518 => 0.1872398553101
519 => 0.19124592653592
520 => 0.19874493424622
521 => 0.19757614356932
522 => 0.19670369554765
523 => 0.19288088228252
524 => 0.19518306972438
525 => 0.19436330487183
526 => 0.19788553491403
527 => 0.19579904386398
528 => 0.19018898152286
529 => 0.19108240244169
530 => 0.19094736366713
531 => 0.19372645207878
601 => 0.19289223871882
602 => 0.19078447011995
603 => 0.19871930345311
604 => 0.19820405951232
605 => 0.1989345576192
606 => 0.19925614547725
607 => 0.2040859386997
608 => 0.20606455044679
609 => 0.20651372995386
610 => 0.20839325808227
611 => 0.20646696558181
612 => 0.21417350900692
613 => 0.21929791069534
614 => 0.22525016695575
615 => 0.23394801316785
616 => 0.23721848380318
617 => 0.23662770255576
618 => 0.24322231028663
619 => 0.25507267378911
620 => 0.23902299983447
621 => 0.25592334548036
622 => 0.25057289117275
623 => 0.23788706025995
624 => 0.23707024230529
625 => 0.24566123428496
626 => 0.26471522764353
627 => 0.25994241841581
628 => 0.26472303424962
629 => 0.25914619194212
630 => 0.25886925471624
701 => 0.26445217946649
702 => 0.27749698745483
703 => 0.27129988815688
704 => 0.26241482672219
705 => 0.2689754178187
706 => 0.26329202665686
707 => 0.25048575568821
708 => 0.25993876873855
709 => 0.2536178081181
710 => 0.25546260046789
711 => 0.26874831952014
712 => 0.26714974665412
713 => 0.26921844796661
714 => 0.26556724429741
715 => 0.2621564443284
716 => 0.25578993289691
717 => 0.25390512272727
718 => 0.25442601644979
719 => 0.25390486459821
720 => 0.25034285996355
721 => 0.24957364540184
722 => 0.24829158743225
723 => 0.24868895080587
724 => 0.24627830674376
725 => 0.25082769015343
726 => 0.2516720958033
727 => 0.25498275766176
728 => 0.25532648155861
729 => 0.26454662771012
730 => 0.25946832614813
731 => 0.26287528927538
801 => 0.2625705384257
802 => 0.23816200068263
803 => 0.24152528182528
804 => 0.24675749182746
805 => 0.24440038831357
806 => 0.24106799542221
807 => 0.23837690949083
808 => 0.23429963912712
809 => 0.24003831886699
810 => 0.24758407248437
811 => 0.25551785432274
812 => 0.26504977335955
813 => 0.2629223599943
814 => 0.25533966172661
815 => 0.25567981603173
816 => 0.25778251610022
817 => 0.25505932846108
818 => 0.25425620726336
819 => 0.25767217958042
820 => 0.25769570350439
821 => 0.25456234701733
822 => 0.25108019468015
823 => 0.25106560433471
824 => 0.25044598895991
825 => 0.25925642014082
826 => 0.26410126645525
827 => 0.26465672027734
828 => 0.2640638799874
829 => 0.26429204068601
830 => 0.26147293136454
831 => 0.26791657929251
901 => 0.27382990784195
902 => 0.27224500947086
903 => 0.26986902150602
904 => 0.26797643264894
905 => 0.27179917568347
906 => 0.2716289549537
907 => 0.27377826007574
908 => 0.27368075518042
909 => 0.27295802470733
910 => 0.27224503528184
911 => 0.27507195776123
912 => 0.27425784948615
913 => 0.27344247667606
914 => 0.27180712167809
915 => 0.27202939358268
916 => 0.26965381586567
917 => 0.26855476491473
918 => 0.25202767560467
919 => 0.24761109730279
920 => 0.2490006427443
921 => 0.24945811718318
922 => 0.24753601664621
923 => 0.25029181506911
924 => 0.24986232680401
925 => 0.25153321440127
926 => 0.25048931637201
927 => 0.25053215831126
928 => 0.25360203983279
929 => 0.2544932394987
930 => 0.25403996815576
1001 => 0.25435742386713
1002 => 0.26167305674589
1003 => 0.2606330076913
1004 => 0.26008050236
1005 => 0.26023355011266
1006 => 0.26210285116212
1007 => 0.26262615339591
1008 => 0.26040888505953
1009 => 0.26145456162484
1010 => 0.26590691972385
1011 => 0.26746499307685
1012 => 0.27243761530201
1013 => 0.27032515699945
1014 => 0.27420266563886
1015 => 0.28612080525628
1016 => 0.29564183985521
1017 => 0.28688590296464
1018 => 0.30437007050913
1019 => 0.31798400289739
1020 => 0.31746147749713
1021 => 0.31508757348931
1022 => 0.2995884734104
1023 => 0.28532597043922
1024 => 0.29725715979248
1025 => 0.29728757484781
1026 => 0.29626267510112
1027 => 0.28989711079713
1028 => 0.2960411672615
1029 => 0.2965288601517
1030 => 0.29625588182119
1031 => 0.29137541859419
1101 => 0.28392385330692
1102 => 0.28537987132753
1103 => 0.28776485854724
1104 => 0.28324958017987
1105 => 0.28180667515113
1106 => 0.28448931012347
1107 => 0.29313331895354
1108 => 0.29149921915555
1109 => 0.29145654620591
1110 => 0.29844791810788
1111 => 0.29344360465856
1112 => 0.28539823637758
1113 => 0.28336667478127
1114 => 0.27615599973821
1115 => 0.28113643867399
1116 => 0.28131567580479
1117 => 0.27858794029851
1118 => 0.28561957708051
1119 => 0.28555477930967
1120 => 0.29223027191315
1121 => 0.3049913065705
1122 => 0.30121724068994
1123 => 0.29682841268806
1124 => 0.29730559998086
1125 => 0.30253916678434
1126 => 0.29937483282425
1127 => 0.30051274937882
1128 => 0.30253744441135
1129 => 0.30375899319482
1130 => 0.29712983790949
1201 => 0.29558426470332
1202 => 0.29242256434599
1203 => 0.2915977357387
1204 => 0.2941728747087
1205 => 0.29349441657111
1206 => 0.28130061161799
1207 => 0.28002629115469
1208 => 0.28006537274399
1209 => 0.27686103334841
1210 => 0.27197364664057
1211 => 0.28481740709807
1212 => 0.28378587338502
1213 => 0.28264714000018
1214 => 0.2827866283423
1215 => 0.28836166944147
1216 => 0.28512786405763
1217 => 0.29372546568085
1218 => 0.29195805725468
1219 => 0.29014532147142
1220 => 0.28989474616889
1221 => 0.28919699754768
1222 => 0.28680415790474
1223 => 0.28391466024851
1224 => 0.28200676361187
1225 => 0.26013633261083
1226 => 0.26419535739018
1227 => 0.26886489540707
1228 => 0.2704768012185
1229 => 0.26771952478756
1230 => 0.28691303198403
1231 => 0.29041987070206
]
'min_raw' => 0.12104424156429
'max_raw' => 0.31798400289739
'avg_raw' => 0.21951412223084
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.121044'
'max' => '$0.317984'
'avg' => '$0.219514'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.0046931579948884
'max_diff' => -0.057345197001955
'year' => 2027
]
2 => [
'items' => [
101 => 0.27979742747971
102 => 0.27781040206431
103 => 0.28704330103946
104 => 0.28147473428145
105 => 0.28398225955161
106 => 0.27856236146051
107 => 0.28957517594711
108 => 0.28949127675223
109 => 0.28520704318125
110 => 0.28882804805828
111 => 0.28819880935234
112 => 0.2833619202023
113 => 0.28972851396057
114 => 0.28973167171164
115 => 0.28560819004684
116 => 0.28079286620856
117 => 0.27993200003915
118 => 0.27928345302159
119 => 0.28382275674195
120 => 0.28789268226359
121 => 0.29546580463925
122 => 0.29736986753744
123 => 0.30480155178973
124 => 0.30037634565963
125 => 0.30233798222109
126 => 0.30446761619899
127 => 0.30548864104269
128 => 0.3038249358511
129 => 0.31536940049817
130 => 0.31634410702764
131 => 0.3166709176958
201 => 0.312778189171
202 => 0.31623584320548
203 => 0.31461812138821
204 => 0.31882698414067
205 => 0.31948698756171
206 => 0.31892798814439
207 => 0.31913748364768
208 => 0.30928631965451
209 => 0.30877548483244
210 => 0.30181021578625
211 => 0.30464861440724
212 => 0.29934236423329
213 => 0.30102503082388
214 => 0.30176673422398
215 => 0.30137931045907
216 => 0.30480909320657
217 => 0.30189307721287
218 => 0.29419723156807
219 => 0.28649928919527
220 => 0.28640264779939
221 => 0.2843759154526
222 => 0.28291095918041
223 => 0.28319316173055
224 => 0.2841876803255
225 => 0.28285315595174
226 => 0.28313794438898
227 => 0.28786732998267
228 => 0.28881577453505
229 => 0.28559258936486
301 => 0.27265103580313
302 => 0.26947514609765
303 => 0.27175791263732
304 => 0.27066689726035
305 => 0.2184493107743
306 => 0.23071705816479
307 => 0.2234279792387
308 => 0.22678712216224
309 => 0.21934686007654
310 => 0.22289774312138
311 => 0.22224202468049
312 => 0.24196819945536
313 => 0.24166020236871
314 => 0.24180762427525
315 => 0.23477079257069
316 => 0.24598065654685
317 => 0.25150303863518
318 => 0.25048099268407
319 => 0.25073821963085
320 => 0.24631820845154
321 => 0.24185041964513
322 => 0.23689495427105
323 => 0.24610159642206
324 => 0.24507797497749
325 => 0.24742579428396
326 => 0.25339695982327
327 => 0.25427623663118
328 => 0.25545799357776
329 => 0.2550344178356
330 => 0.26512571047277
331 => 0.26390358834992
401 => 0.26684855103747
402 => 0.26079053935432
403 => 0.2539353241031
404 => 0.25523827640849
405 => 0.2551127916238
406 => 0.25351522628997
407 => 0.25207301573857
408 => 0.24967214151078
409 => 0.25726886283003
410 => 0.25696044981771
411 => 0.26195329799626
412 => 0.26107076358276
413 => 0.25517698277662
414 => 0.25538748031113
415 => 0.25680317739236
416 => 0.26170292115465
417 => 0.26315749870329
418 => 0.26248368042787
419 => 0.26407855830597
420 => 0.26533908475241
421 => 0.26423686102024
422 => 0.27984202468368
423 => 0.2733616727424
424 => 0.27652015118858
425 => 0.27727342968716
426 => 0.27534392265279
427 => 0.27576236363808
428 => 0.27639618771244
429 => 0.28024464337652
430 => 0.29034410459868
501 => 0.29481708722462
502 => 0.30827427614783
503 => 0.29444566828446
504 => 0.29362513592232
505 => 0.29604918201556
506 => 0.3039499765016
507 => 0.31035282834865
508 => 0.3124770236957
509 => 0.31275777117745
510 => 0.31674290286235
511 => 0.31902710602583
512 => 0.31625900305644
513 => 0.31391332562234
514 => 0.30551140020959
515 => 0.3064839459538
516 => 0.31318382170419
517 => 0.32264779082233
518 => 0.33076886088385
519 => 0.32792514519617
520 => 0.34962068854276
521 => 0.35177171304722
522 => 0.35147451101165
523 => 0.35637486494819
524 => 0.34664866032389
525 => 0.34249051941066
526 => 0.31442048770816
527 => 0.32230702165485
528 => 0.33377056190626
529 => 0.33225331936791
530 => 0.32392819001603
531 => 0.3307625455267
601 => 0.32850289386482
602 => 0.32672061284606
603 => 0.33488558770518
604 => 0.32590786244889
605 => 0.33368100222922
606 => 0.32371187005811
607 => 0.3279381350499
608 => 0.32553910263912
609 => 0.32709157062325
610 => 0.31801587451019
611 => 0.32291289983273
612 => 0.31781214215685
613 => 0.31780972373357
614 => 0.31769712422517
615 => 0.32369814301062
616 => 0.32389383601777
617 => 0.31945907406828
618 => 0.31881995558736
619 => 0.32118311158689
620 => 0.31841647482298
621 => 0.31971096675181
622 => 0.31845568366479
623 => 0.31817309300159
624 => 0.31592136251841
625 => 0.31495125511363
626 => 0.31533165922363
627 => 0.31403314388444
628 => 0.31325074142323
629 => 0.31754148468285
630 => 0.31524911364732
701 => 0.31719014594443
702 => 0.31497809466407
703 => 0.30731016118149
704 => 0.30290025154874
705 => 0.28841623601796
706 => 0.29252388485512
707 => 0.29524726028383
708 => 0.29434718472089
709 => 0.29628089531309
710 => 0.29639960943851
711 => 0.29577094041314
712 => 0.29504302221924
713 => 0.29468871189886
714 => 0.29732945074601
715 => 0.29886248852996
716 => 0.29552058744216
717 => 0.29473762677546
718 => 0.29811647328664
719 => 0.30017756770656
720 => 0.31539553087437
721 => 0.31426813500952
722 => 0.31709767739002
723 => 0.31677911434084
724 => 0.31974492553705
725 => 0.32459277339752
726 => 0.3147357432176
727 => 0.31644658282638
728 => 0.31602712446336
729 => 0.32060666088288
730 => 0.32062095769571
731 => 0.3178752968474
801 => 0.31936376413652
802 => 0.3185329425297
803 => 0.32003434946551
804 => 0.31425307795041
805 => 0.32129404260611
806 => 0.32528581585615
807 => 0.3253412416316
808 => 0.32723331047144
809 => 0.32915576199397
810 => 0.33284574028121
811 => 0.32905285050227
812 => 0.32222981102035
813 => 0.32272241243266
814 => 0.31872206688086
815 => 0.31878931341231
816 => 0.31843034615724
817 => 0.3195076339115
818 => 0.31448948203132
819 => 0.31566723224746
820 => 0.31401837504797
821 => 0.31644299853284
822 => 0.31383450446774
823 => 0.31602692218784
824 => 0.31697309699604
825 => 0.32046450240797
826 => 0.31331882104962
827 => 0.29874829303986
828 => 0.30181119467809
829 => 0.29728092256942
830 => 0.29770021650104
831 => 0.29854725697304
901 => 0.29580172166888
902 => 0.29632548328315
903 => 0.29630677083263
904 => 0.29614551704337
905 => 0.29543129727316
906 => 0.29439553730226
907 => 0.29852168623619
908 => 0.29922279934335
909 => 0.30078128693104
910 => 0.30541828885976
911 => 0.30495494301905
912 => 0.30571067930929
913 => 0.30406091123097
914 => 0.29777674451054
915 => 0.2981180049975
916 => 0.29386248125681
917 => 0.30067246362127
918 => 0.29905976990999
919 => 0.29802005578314
920 => 0.29773636015074
921 => 0.30238485631035
922 => 0.30377575921755
923 => 0.3029090418658
924 => 0.30113137929118
925 => 0.30454501695322
926 => 0.30545836238176
927 => 0.30566282674033
928 => 0.31171113817735
929 => 0.3060008601613
930 => 0.30737538083505
1001 => 0.31809899875738
1002 => 0.30837415705995
1003 => 0.31352562259693
1004 => 0.31327348516582
1005 => 0.31590880061845
1006 => 0.31305731237961
1007 => 0.31309265999381
1008 => 0.31543264158402
1009 => 0.31214655945848
1010 => 0.31133287931192
1011 => 0.31020878601713
1012 => 0.31266320260217
1013 => 0.31413451434118
1014 => 0.32599220639823
1015 => 0.33365281624354
1016 => 0.33332024896673
1017 => 0.33635929133688
1018 => 0.33499017491469
1019 => 0.33056893683277
1020 => 0.33811545112606
1021 => 0.33572741824409
1022 => 0.33592428477342
1023 => 0.33591695739137
1024 => 0.33750479049242
1025 => 0.33637966521756
1026 => 0.33416192780907
1027 => 0.3356341653983
1028 => 0.34000618470373
1029 => 0.35357706677772
1030 => 0.3611715121766
1031 => 0.35311987162884
1101 => 0.35867378546293
1102 => 0.35534341622432
1103 => 0.35473818906376
1104 => 0.35822645738257
1105 => 0.36172083145331
1106 => 0.3614982549316
1107 => 0.35896151879434
1108 => 0.3575285809177
1109 => 0.36837926658903
1110 => 0.37637386695505
1111 => 0.37582868880657
1112 => 0.37823492785254
1113 => 0.38529972011368
1114 => 0.38594563617918
1115 => 0.38586426560113
1116 => 0.38426329523842
1117 => 0.39121950069872
1118 => 0.39702248967648
1119 => 0.38389271685594
1120 => 0.38889236246465
1121 => 0.39113686445693
1122 => 0.39443245929532
1123 => 0.39999268019351
1124 => 0.4060325548647
1125 => 0.40688665936707
1126 => 0.40628063134998
1127 => 0.40229717164378
1128 => 0.40890607457969
1129 => 0.4127774149217
1130 => 0.41508270950132
1201 => 0.42092855299079
1202 => 0.39115072573711
1203 => 0.37007249955291
1204 => 0.36678083016097
1205 => 0.37347456930799
1206 => 0.37523965493949
1207 => 0.37452815113466
1208 => 0.35080269121586
1209 => 0.3666559205246
1210 => 0.38371266228342
1211 => 0.38436788120015
1212 => 0.39290684276427
1213 => 0.3956874786734
1214 => 0.4025624619598
1215 => 0.40213242988338
1216 => 0.40380637890874
1217 => 0.40342156701656
1218 => 0.41615602585607
1219 => 0.4302040250415
1220 => 0.42971758749961
1221 => 0.42769802140832
1222 => 0.43069742144107
1223 => 0.44519646207551
1224 => 0.44386162275628
1225 => 0.44515830545357
1226 => 0.46225349149169
1227 => 0.48447966510311
1228 => 0.47415337598926
1229 => 0.49655845205666
1230 => 0.51066125979904
1231 => 0.53505060753196
]
'min_raw' => 0.2184493107743
'max_raw' => 0.53505060753196
'avg_raw' => 0.37674995915313
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.218449'
'max' => '$0.53505'
'avg' => '$0.376749'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.097405069210015
'max_diff' => 0.21706660463457
'year' => 2028
]
3 => [
'items' => [
101 => 0.53199694107573
102 => 0.54149153517085
103 => 0.52653024079965
104 => 0.49217608474692
105 => 0.48673940804915
106 => 0.49762377247667
107 => 0.52438192034097
108 => 0.49678106317626
109 => 0.50236468063325
110 => 0.50075659843
111 => 0.5006709105633
112 => 0.50394126791756
113 => 0.49919744400484
114 => 0.47987025198682
115 => 0.48872779019282
116 => 0.48530746931757
117 => 0.48910257033048
118 => 0.50958316527844
119 => 0.50052820605554
120 => 0.49098954207937
121 => 0.50295314350448
122 => 0.51818691925811
123 => 0.51723361694918
124 => 0.51538381202039
125 => 0.52581106555133
126 => 0.54303383348581
127 => 0.54768907845181
128 => 0.55112548511342
129 => 0.55159930753349
130 => 0.5564799729392
131 => 0.53023540496664
201 => 0.57188620834741
202 => 0.57907815151104
203 => 0.57772636427178
204 => 0.58571990641493
205 => 0.58336800353983
206 => 0.57996046527605
207 => 0.59263192984812
208 => 0.57810511825071
209 => 0.55748613806291
210 => 0.5461741577347
211 => 0.56107068594231
212 => 0.57016747590151
213 => 0.57617987540004
214 => 0.5779992238555
215 => 0.53227269606965
216 => 0.50762863370257
217 => 0.52342519513512
218 => 0.54269809030326
219 => 0.53012834306087
220 => 0.53062105335509
221 => 0.51269989705891
222 => 0.54428371497924
223 => 0.53968221836996
224 => 0.56355479091877
225 => 0.55785740989063
226 => 0.57732456607625
227 => 0.57219821143713
228 => 0.5934774229335
301 => 0.60196627651106
302 => 0.61622038285234
303 => 0.62670576150163
304 => 0.63286297639783
305 => 0.63249332031059
306 => 0.65689127324161
307 => 0.64250465279774
308 => 0.62443166685414
309 => 0.62410478355796
310 => 0.63346503907434
311 => 0.65308156677598
312 => 0.65816784700015
313 => 0.66101038376235
314 => 0.65665693976162
315 => 0.64104129436818
316 => 0.63429853786041
317 => 0.64004356176149
318 => 0.633017891206
319 => 0.64514616963977
320 => 0.66180088638983
321 => 0.65836175324083
322 => 0.66985825973428
323 => 0.68175593448724
324 => 0.69877014374199
325 => 0.70321828807552
326 => 0.71057090151108
327 => 0.71813915594395
328 => 0.72056987529762
329 => 0.72521087275168
330 => 0.72518641240424
331 => 0.73917237060722
401 => 0.75459931561419
402 => 0.76042263021972
403 => 0.77381302105569
404 => 0.75088244600434
405 => 0.76827555058825
406 => 0.78396456630058
407 => 0.76525947498615
408 => 0.79104008563578
409 => 0.79204108832719
410 => 0.80715504052227
411 => 0.79183415448967
412 => 0.7827366612695
413 => 0.80900078331749
414 => 0.82170916466442
415 => 0.81788129677849
416 => 0.78875103316139
417 => 0.77179597028046
418 => 0.72742130033369
419 => 0.77998501372873
420 => 0.80558726521891
421 => 0.78868472951508
422 => 0.79720938536231
423 => 0.84371714353582
424 => 0.86142428669395
425 => 0.85774132469934
426 => 0.85836368464971
427 => 0.86791813769046
428 => 0.91028784420652
429 => 0.88489893393999
430 => 0.90430780453443
501 => 0.91460219951384
502 => 0.92416420728357
503 => 0.90068293830469
504 => 0.87013415237151
505 => 0.86045806951568
506 => 0.7870041054519
507 => 0.78318050762799
508 => 0.78103420630255
509 => 0.76750208004602
510 => 0.75686953556973
511 => 0.74841414144111
512 => 0.7262246622532
513 => 0.73371296010013
514 => 0.69834756157883
515 => 0.72097309027999
516 => 0.66452906031259
517 => 0.71153732571285
518 => 0.68595286405904
519 => 0.70313214196768
520 => 0.70307220508544
521 => 0.67143970776062
522 => 0.65319474345703
523 => 0.66482114481591
524 => 0.67728556997752
525 => 0.67930788102462
526 => 0.69546833360143
527 => 0.69997836854785
528 => 0.6863127521068
529 => 0.66335938325036
530 => 0.6686909273251
531 => 0.65308669988653
601 => 0.62574089150836
602 => 0.64538112849757
603 => 0.65208716892595
604 => 0.65504893841381
605 => 0.6281574765612
606 => 0.61970759540507
607 => 0.61520894957891
608 => 0.6598880332137
609 => 0.66233565427254
610 => 0.64981327887676
611 => 0.70641560308604
612 => 0.69360475386355
613 => 0.70791761117934
614 => 0.66820714558292
615 => 0.66972413884594
616 => 0.65092456804415
617 => 0.66145107150538
618 => 0.65401127814403
619 => 0.66060063405064
620 => 0.66455026681214
621 => 0.68334675278934
622 => 0.7117519513895
623 => 0.68053918459192
624 => 0.66693933512316
625 => 0.67537660524512
626 => 0.69784616743036
627 => 0.73188870433672
628 => 0.71173483731825
629 => 0.72067878126619
630 => 0.72263263513044
701 => 0.70777191972774
702 => 0.73243664011072
703 => 0.74565466413979
704 => 0.75921362170894
705 => 0.77098648465287
706 => 0.75379787588795
707 => 0.77219215115669
708 => 0.75736961231678
709 => 0.74407226265147
710 => 0.74409242924201
711 => 0.73575080755368
712 => 0.71958786442057
713 => 0.71660716972279
714 => 0.7321131199609
715 => 0.7445474236329
716 => 0.74557157243963
717 => 0.75245584185004
718 => 0.75652988157351
719 => 0.79646100925194
720 => 0.81252163913182
721 => 0.83216027333677
722 => 0.83981062813237
723 => 0.86283545326315
724 => 0.84424103698518
725 => 0.84021801805908
726 => 0.78436732365471
727 => 0.79351287173461
728 => 0.80815577662467
729 => 0.78460877976303
730 => 0.79954392950018
731 => 0.80249244442802
801 => 0.78380866182004
802 => 0.79378847738955
803 => 0.76728504604603
804 => 0.71232965376726
805 => 0.73249782117216
806 => 0.7473483809139
807 => 0.72615480110162
808 => 0.76414347261033
809 => 0.7419512749603
810 => 0.73491741371859
811 => 0.70747581326209
812 => 0.72042719235349
813 => 0.73794411802049
814 => 0.72712069451947
815 => 0.74958092342931
816 => 0.7813905974899
817 => 0.80406006552432
818 => 0.8058003457921
819 => 0.79122539658237
820 => 0.81458184570704
821 => 0.8147519719401
822 => 0.78840580191357
823 => 0.77226891946841
824 => 0.76860258582458
825 => 0.77776180609392
826 => 0.78888279038624
827 => 0.8064174830222
828 => 0.81701333054355
829 => 0.84464168127593
830 => 0.85211712081722
831 => 0.86033036246144
901 => 0.87130578616804
902 => 0.88448459636869
903 => 0.85565010991975
904 => 0.85679575782057
905 => 0.82994548327996
906 => 0.80125211421444
907 => 0.82302680465622
908 => 0.85149431584317
909 => 0.84496383732308
910 => 0.844229025084
911 => 0.84546477545021
912 => 0.84054100791155
913 => 0.81827098981754
914 => 0.80708712614842
915 => 0.8215171635895
916 => 0.82918608628236
917 => 0.84107991657865
918 => 0.83961375094633
919 => 0.87025098048544
920 => 0.88215568146261
921 => 0.87910994952177
922 => 0.87967043749852
923 => 0.90122332997504
924 => 0.92519457909935
925 => 0.94764681718918
926 => 0.97048619812022
927 => 0.94295243297164
928 => 0.92897248507574
929 => 0.94339622281389
930 => 0.93574278454122
1001 => 0.97972171101325
1002 => 0.98276671646245
1003 => 1.0267424627575
1004 => 1.068480682526
1005 => 1.0422656545073
1006 => 1.0669852451781
1007 => 1.0937214979065
1008 => 1.1453000672201
1009 => 1.1279302196312
1010 => 1.1146251885983
1011 => 1.1020519985617
1012 => 1.1282148110902
1013 => 1.161872851447
1014 => 1.1691224709671
1015 => 1.1808696241575
1016 => 1.1685189289513
1017 => 1.1833939809427
1018 => 1.2359094509015
1019 => 1.2217193073517
1020 => 1.2015670223317
1021 => 1.2430229422248
1022 => 1.2580256784783
1023 => 1.3633227384993
1024 => 1.4962646263803
1025 => 1.4412258118541
1026 => 1.4070614435862
1027 => 1.4150908805188
1028 => 1.463636757606
1029 => 1.4792281525574
1030 => 1.4368453664036
1031 => 1.451815682981
1101 => 1.5343035991716
1102 => 1.5785557196787
1103 => 1.5184553961774
1104 => 1.3526409872507
1105 => 1.1997525295566
1106 => 1.240305433194
1107 => 1.2357079924247
1108 => 1.3243309677944
1109 => 1.2213808771211
1110 => 1.2231142926178
1111 => 1.3135698972648
1112 => 1.2894378927467
1113 => 1.2503471360208
1114 => 1.2000379353411
1115 => 1.1070367248469
1116 => 1.0246629591815
1117 => 1.1862168831966
1118 => 1.1792503842263
1119 => 1.16916186134
1120 => 1.1916127773312
1121 => 1.3006280525808
1122 => 1.2981148976383
1123 => 1.2821274881169
1124 => 1.2942537973323
1125 => 1.2482213353855
1126 => 1.2600849489689
1127 => 1.1997283112438
1128 => 1.2270120322114
1129 => 1.2502632648135
1130 => 1.2549312939987
1201 => 1.2654486021085
1202 => 1.1755793558291
1203 => 1.2159280089861
1204 => 1.2396290625583
1205 => 1.1325468402674
1206 => 1.2375123913193
1207 => 1.1740149321924
1208 => 1.1524629408649
1209 => 1.1814798579284
1210 => 1.1701719371289
1211 => 1.1604500508489
1212 => 1.1550250712614
1213 => 1.1763318926726
1214 => 1.1753379039866
1215 => 1.1404758086821
1216 => 1.0949996265182
1217 => 1.1102629259572
1218 => 1.1047176261768
1219 => 1.0846207444148
1220 => 1.0981636162156
1221 => 1.0385276626953
1222 => 0.9359271042706
1223 => 1.003708175906
1224 => 1.0010986783797
1225 => 0.9997828513956
1226 => 1.0507184533984
1227 => 1.0458221705501
1228 => 1.0369353692359
1229 => 1.0844575313395
1230 => 1.0671113029084
1231 => 1.1205682916476
]
'min_raw' => 0.47987025198682
'max_raw' => 1.5785557196787
'avg_raw' => 1.0292129858328
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.47987'
'max' => '$1.57'
'avg' => '$1.02'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.26142094121252
'max_diff' => 1.0435051121468
'year' => 2029
]
4 => [
'items' => [
101 => 1.1557785218125
102 => 1.1468480685111
103 => 1.179963460167
104 => 1.1106145615487
105 => 1.1336494838748
106 => 1.1383969494412
107 => 1.0838711152358
108 => 1.0466232629774
109 => 1.0441392558884
110 => 0.97955661314258
111 => 1.0140561396045
112 => 1.0444142952036
113 => 1.0298750945597
114 => 1.0252724179821
115 => 1.0487864944183
116 => 1.0506137395419
117 => 1.0089523570824
118 => 1.0176150777401
119 => 1.0537400629403
120 => 1.0167048208002
121 => 0.94475139499454
122 => 0.92690595056079
123 => 0.92452503931653
124 => 0.87612677867214
125 => 0.92809846848916
126 => 0.90541143312934
127 => 0.97707950599861
128 => 0.93614308713926
129 => 0.93437839994082
130 => 0.93171081641705
131 => 0.89005243417345
201 => 0.89917297235649
202 => 0.92949103037411
203 => 0.94030885503217
204 => 0.93918046729251
205 => 0.92934245534987
206 => 0.93384624683844
207 => 0.91933796522878
208 => 0.91421478902864
209 => 0.89804463570038
210 => 0.87427897742669
211 => 0.8775837379729
212 => 0.83049775030998
213 => 0.80484280518871
214 => 0.79774185450588
215 => 0.78824616648365
216 => 0.79881441773506
217 => 0.83036436162297
218 => 0.79230843560016
219 => 0.72706421974688
220 => 0.73098550829039
221 => 0.73979547940666
222 => 0.72337815651529
223 => 0.70784053820008
224 => 0.72134923671833
225 => 0.693704402362
226 => 0.74313622556386
227 => 0.74179923327733
228 => 0.76022436012355
301 => 0.77174597006215
302 => 0.74519238931919
303 => 0.73851423557085
304 => 0.74231841545107
305 => 0.67944379594645
306 => 0.75508616232038
307 => 0.7557403206459
308 => 0.75013901991177
309 => 0.79041624480983
310 => 0.87541375212624
311 => 0.843434270857
312 => 0.83105084912461
313 => 0.80750995535911
314 => 0.83887679858168
315 => 0.83646831442116
316 => 0.82557623565683
317 => 0.8189886724348
318 => 0.8311264596571
319 => 0.81748466627502
320 => 0.81503422533218
321 => 0.80018721932465
322 => 0.79488751367569
323 => 0.79096382260056
324 => 0.78664422426077
325 => 0.79617218182151
326 => 0.77458057648166
327 => 0.74854321709297
328 => 0.74637849238793
329 => 0.75235548762308
330 => 0.74971111216649
331 => 0.74636583213561
401 => 0.73997878152385
402 => 0.73808388004509
403 => 0.74424139057557
404 => 0.73728992019182
405 => 0.74754719340922
406 => 0.74475778265491
407 => 0.72917636093141
408 => 0.70975614048276
409 => 0.70958325978547
410 => 0.70539920514536
411 => 0.70007018248434
412 => 0.69858777029157
413 => 0.72021157180795
414 => 0.76497219380095
415 => 0.75618461267281
416 => 0.76253454062543
417 => 0.79376990139759
418 => 0.803698683307
419 => 0.79665146908379
420 => 0.78700480760182
421 => 0.78742921174939
422 => 0.82039477427629
423 => 0.82245079597471
424 => 0.82764569950888
425 => 0.83432261862986
426 => 0.79778857728191
427 => 0.78570846168736
428 => 0.77998423273936
429 => 0.76235582313494
430 => 0.78136655154769
501 => 0.77028981422213
502 => 0.77178444452258
503 => 0.77081106457866
504 => 0.7713425958477
505 => 0.74312240836185
506 => 0.75340436147231
507 => 0.73630862020857
508 => 0.71341934174345
509 => 0.71334260885602
510 => 0.71894472733314
511 => 0.71561236805203
512 => 0.70664507490936
513 => 0.70791883657584
514 => 0.69675934406241
515 => 0.70927380101611
516 => 0.70963267086266
517 => 0.70481392326841
518 => 0.72409417086786
519 => 0.73199330404054
520 => 0.72882150114642
521 => 0.73177076189411
522 => 0.75654977634224
523 => 0.76058983688148
524 => 0.76238416490159
525 => 0.75998000305755
526 => 0.73222367679074
527 => 0.73345478788969
528 => 0.72442171150067
529 => 0.71678971383409
530 => 0.7170949537162
531 => 0.72101879260707
601 => 0.73815442717361
602 => 0.77421535991807
603 => 0.77558384595552
604 => 0.77724249095447
605 => 0.77049594817557
606 => 0.76846112631773
607 => 0.7711455815803
608 => 0.78468817192535
609 => 0.81952339107023
610 => 0.80721029805837
611 => 0.79719956177502
612 => 0.80598167637064
613 => 0.80462973866514
614 => 0.79321802388864
615 => 0.79289773506276
616 => 0.77099500586075
617 => 0.76289806557579
618 => 0.75613165622819
619 => 0.7487429138622
620 => 0.74436261971476
621 => 0.75109274233332
622 => 0.75263200100466
623 => 0.73791647027676
624 => 0.7359107978143
625 => 0.74792781786349
626 => 0.74263957537951
627 => 0.74807866391639
628 => 0.74934057911259
629 => 0.74913738170163
630 => 0.74361584919756
701 => 0.74713510936118
702 => 0.73881100993228
703 => 0.72975980204265
704 => 0.72398569531924
705 => 0.71894702137895
706 => 0.72174277053047
707 => 0.71177643528893
708 => 0.70858800406246
709 => 0.74594286320361
710 => 0.77353729928359
711 => 0.77313606525439
712 => 0.77069365629065
713 => 0.76706473199511
714 => 0.78442269350996
715 => 0.77837552680158
716 => 0.78277534583961
717 => 0.78389528444461
718 => 0.78728500129803
719 => 0.78849653371712
720 => 0.78483444128327
721 => 0.77254401178835
722 => 0.74191743002598
723 => 0.72766067354072
724 => 0.72295570643552
725 => 0.72312672305379
726 => 0.71840932127012
727 => 0.71979880751453
728 => 0.71792611465887
729 => 0.7143796874433
730 => 0.72152378864348
731 => 0.72234707975489
801 => 0.72067956116912
802 => 0.72107232216112
803 => 0.70726598047742
804 => 0.70831564664983
805 => 0.7024709720167
806 => 0.7013751659816
807 => 0.68660033746308
808 => 0.6604245870969
809 => 0.67492849374133
810 => 0.65740981407275
811 => 0.65077522463095
812 => 0.6821823391581
813 => 0.67902993595733
814 => 0.67363439199435
815 => 0.6656532579432
816 => 0.66269297768815
817 => 0.6447072519693
818 => 0.64364455934371
819 => 0.65255877066542
820 => 0.64844516885974
821 => 0.64266811398172
822 => 0.62174420682422
823 => 0.59821880751161
824 => 0.59892889144147
825 => 0.6064118832572
826 => 0.62816969118036
827 => 0.61966853921088
828 => 0.61350085591755
829 => 0.61234583423658
830 => 0.62680334877551
831 => 0.64726376079103
901 => 0.65686332833279
902 => 0.6473504484421
903 => 0.63642256423351
904 => 0.63708769391035
905 => 0.641512503667
906 => 0.64197748860898
907 => 0.63486455939384
908 => 0.63686680730368
909 => 0.63382520963924
910 => 0.61515893038694
911 => 0.61482131658668
912 => 0.61024031062375
913 => 0.6101015995838
914 => 0.60230816565537
915 => 0.60121781037531
916 => 0.58574347428278
917 => 0.59592872915949
918 => 0.58909699493808
919 => 0.57879996002322
920 => 0.57702474732271
921 => 0.5769713822853
922 => 0.58754413476798
923 => 0.59580518039097
924 => 0.58921583587978
925 => 0.58771556986366
926 => 0.60373448589988
927 => 0.60169593281861
928 => 0.59993055899749
929 => 0.6454317553068
930 => 0.60941400792535
1001 => 0.5937082142459
1002 => 0.57426931211824
1003 => 0.58059871667046
1004 => 0.58193241520791
1005 => 0.53518535971637
1006 => 0.51622008512542
1007 => 0.50971191757711
1008 => 0.50596637514107
1009 => 0.50767326586273
1010 => 0.49060229432605
1011 => 0.50207426952651
1012 => 0.48729225114904
1013 => 0.48481399766321
1014 => 0.51124607766281
1015 => 0.51492394718078
1016 => 0.49923301319262
1017 => 0.50930913294448
1018 => 0.50565539185392
1019 => 0.48754564642716
1020 => 0.48685398735813
1021 => 0.47776715369131
1022 => 0.46354801856046
1023 => 0.45704949225533
1024 => 0.45366500333283
1025 => 0.45506150942463
1026 => 0.45435539321082
1027 => 0.44974750728033
1028 => 0.45461951183856
1029 => 0.44217355344356
1030 => 0.43721747252677
1031 => 0.43497892575686
1101 => 0.42393242131866
1102 => 0.44151232228266
1103 => 0.44497578423832
1104 => 0.44844607028395
1105 => 0.47865254104629
1106 => 0.4771435111296
1107 => 0.49078440664906
1108 => 0.49025434653317
1109 => 0.48636374216317
1110 => 0.46994992229946
1111 => 0.47649217834893
1112 => 0.45635613112099
1113 => 0.47144342682228
1114 => 0.46455821512474
1115 => 0.46911552982144
1116 => 0.46092106708028
1117 => 0.46545622110231
1118 => 0.44579709955398
1119 => 0.42743968846344
1120 => 0.43482724657251
1121 => 0.44285836710681
1122 => 0.46027188271664
1123 => 0.44990053647781
1124 => 0.45363046476931
1125 => 0.44113582937523
1126 => 0.4153558276411
1127 => 0.41550173965121
1128 => 0.41153604803228
1129 => 0.40810911147307
1130 => 0.45109181035446
1201 => 0.44574623229265
1202 => 0.4372287532631
1203 => 0.44862973741531
1204 => 0.4516443385831
1205 => 0.45173016004032
1206 => 0.46004802377578
1207 => 0.46448726914245
1208 => 0.46526970537912
1209 => 0.4783580436862
1210 => 0.48274508204738
1211 => 0.50081467218016
1212 => 0.46411063018837
1213 => 0.46335473459732
1214 => 0.44879017264283
1215 => 0.43955309719468
1216 => 0.44942264310143
1217 => 0.45816571344744
1218 => 0.4490618442097
1219 => 0.45025061733898
1220 => 0.43802941670075
1221 => 0.44239792086798
1222 => 0.44616066515786
1223 => 0.44408309892487
1224 => 0.44097288171876
1225 => 0.45744888138373
1226 => 0.45651924091266
1227 => 0.47186207058228
1228 => 0.48382290348602
1229 => 0.50525885430415
1230 => 0.48288932214404
1231 => 0.48207408748129
]
'min_raw' => 0.40810911147307
'max_raw' => 1.179963460167
'avg_raw' => 0.79403628582003
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.4081091'
'max' => '$1.17'
'avg' => '$0.794036'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.071761140513751
'max_diff' => -0.39859225951175
'year' => 2030
]
5 => [
'items' => [
101 => 0.49004313707744
102 => 0.48274386202741
103 => 0.48735675189662
104 => 0.50451564643122
105 => 0.50487818683411
106 => 0.49880516797887
107 => 0.49843562422961
108 => 0.49960201393231
109 => 0.50643359485251
110 => 0.50404643056571
111 => 0.506808917514
112 => 0.51026344974353
113 => 0.5245528597362
114 => 0.52799798810886
115 => 0.51962811225756
116 => 0.5203838183334
117 => 0.51725325500678
118 => 0.51422917005912
119 => 0.52102687138934
120 => 0.53344980417947
121 => 0.53337252175933
122 => 0.53625440069933
123 => 0.53804978740418
124 => 0.53034267336358
125 => 0.52532562552159
126 => 0.52724948090726
127 => 0.53032576756506
128 => 0.52625188260529
129 => 0.50110597742647
130 => 0.50873363873108
131 => 0.50746402291641
201 => 0.50565593560576
202 => 0.51332560803051
203 => 0.51258584941485
204 => 0.49042720683896
205 => 0.49184573124313
206 => 0.49051347200627
207 => 0.49481827415514
208 => 0.48251138858421
209 => 0.48629690369769
210 => 0.48867114328986
211 => 0.49006958864942
212 => 0.4951217322111
213 => 0.49452892147576
214 => 0.49508488226345
215 => 0.50257587744898
216 => 0.54046276049824
217 => 0.54252485994992
218 => 0.53237032807242
219 => 0.5364268632682
220 => 0.52863920275904
221 => 0.53386711143163
222 => 0.53744391377093
223 => 0.52128103177916
224 => 0.52032397080384
225 => 0.51250416784954
226 => 0.5167060870209
227 => 0.51002053149058
228 => 0.51166093296692
301 => 0.50707422743145
302 => 0.51532938419133
303 => 0.52455993217054
304 => 0.52689193311548
305 => 0.52075744261888
306 => 0.51631566721673
307 => 0.50851737282231
308 => 0.52148611019654
309 => 0.52527856421988
310 => 0.52146619005006
311 => 0.52058277965289
312 => 0.51890871854654
313 => 0.5209379396304
314 => 0.5252579097008
315 => 0.52322069159292
316 => 0.52456631004434
317 => 0.51943820010325
318 => 0.53034522473902
319 => 0.54766820477904
320 => 0.54772390099247
321 => 0.54568667190322
322 => 0.54485308165261
323 => 0.54694340232758
324 => 0.5480773155443
325 => 0.55483702930788
326 => 0.56209047149507
327 => 0.59593912125794
328 => 0.58643455585208
329 => 0.61646709158688
330 => 0.64021892811642
331 => 0.64734106534969
401 => 0.64078903421753
402 => 0.61837488964818
403 => 0.61727514478328
404 => 0.65077133977764
405 => 0.64130713046881
406 => 0.64018139288639
407 => 0.6282054469731
408 => 0.63528471425761
409 => 0.6337363746559
410 => 0.63129224484724
411 => 0.64479899368006
412 => 0.67008242173931
413 => 0.66614176236979
414 => 0.66320024295237
415 => 0.65031136112866
416 => 0.65807334682251
417 => 0.65530945238798
418 => 0.66718489688949
419 => 0.6601501466401
420 => 0.64123542977499
421 => 0.64424766077948
422 => 0.64379236812292
423 => 0.65316225873256
424 => 0.65034965014653
425 => 0.64324316115574
426 => 0.66999600573087
427 => 0.6682588248113
428 => 0.6707217501804
429 => 0.67180600609638
430 => 0.68808999115125
501 => 0.69476101879884
502 => 0.69627545886761
503 => 0.70261241917702
504 => 0.69611778952228
505 => 0.72210093873372
506 => 0.73937821680054
507 => 0.75944666435575
508 => 0.7887720601241
509 => 0.79979868020808
510 => 0.79780681998535
511 => 0.8200410003708
512 => 0.85999532828538
513 => 0.80588273199484
514 => 0.86286342728443
515 => 0.84482399702951
516 => 0.80205283241059
517 => 0.79929887364803
518 => 0.8282640029114
519 => 0.89250587182717
520 => 0.87641401228901
521 => 0.89253219234462
522 => 0.87372947914221
523 => 0.87279576595
524 => 0.89161898653282
525 => 0.93560046742491
526 => 0.91470651447424
527 => 0.88474990951199
528 => 0.90686940043972
529 => 0.88770745033588
530 => 0.8445302136598
531 => 0.87640170714729
601 => 0.85509014710008
602 => 0.8613099933067
603 => 0.90610372267064
604 => 0.90071402264406
605 => 0.90768879355123
606 => 0.89537850546161
607 => 0.88387875523164
608 => 0.86241361744475
609 => 0.85605884836456
610 => 0.85781507791768
611 => 0.85605797806441
612 => 0.84404843074744
613 => 0.84145497014778
614 => 0.8371324221929
615 => 0.83847216055005
616 => 0.83034450578887
617 => 0.84568306958239
618 => 0.84853004218543
619 => 0.85969216978428
620 => 0.86085105890053
621 => 0.8919374253804
622 => 0.87481557710846
623 => 0.88630239115854
624 => 0.88527490239181
625 => 0.80297981324139
626 => 0.8143193504306
627 => 0.83196011175421
628 => 0.82401297268941
629 => 0.81277757739593
630 => 0.80370439329266
701 => 0.7899575915955
702 => 0.80930595100031
703 => 0.834746986149
704 => 0.861496285536
705 => 0.89363381606596
706 => 0.88646109337377
707 => 0.86089549675715
708 => 0.86204235074569
709 => 0.86913175083244
710 => 0.85995033358018
711 => 0.85724255438993
712 => 0.86875974355248
713 => 0.86883905610451
714 => 0.85827472594443
715 => 0.84653440622352
716 => 0.84648521385522
717 => 0.84439613735892
718 => 0.87410112120999
719 => 0.89043585881547
720 => 0.89230861015719
721 => 0.89030980772887
722 => 0.8910790674539
723 => 0.88157424355266
724 => 0.90329945242293
725 => 0.92323665248277
726 => 0.91789305697058
727 => 0.90988224766094
728 => 0.90350125219296
729 => 0.91638989722927
730 => 0.91581598615442
731 => 0.92306251843308
801 => 0.92273377387092
802 => 0.92029703762147
803 => 0.9178931439941
804 => 0.9274243105028
805 => 0.92467948761415
806 => 0.9219304012574
807 => 0.9164166877049
808 => 0.91716609294977
809 => 0.90915666681931
810 => 0.90545113980495
811 => 0.84972890431153
812 => 0.83483810221112
813 => 0.83952305168213
814 => 0.84106545869265
815 => 0.83458496253547
816 => 0.843876329322
817 => 0.84242827965031
818 => 0.84806179384212
819 => 0.84454221875383
820 => 0.84468666334313
821 => 0.85503698322527
822 => 0.85804172512046
823 => 0.85651348914132
824 => 0.85758381323624
825 => 0.88224898024818
826 => 0.87874238224672
827 => 0.87687957194754
828 => 0.87739558313108
829 => 0.88369806212978
830 => 0.88546241214682
831 => 0.87798673714595
901 => 0.88151230869272
902 => 0.89652374487722
903 => 0.9017768979681
904 => 0.91854244097763
905 => 0.91142014032341
906 => 0.92449343142018
907 => 0.96467627123825
908 => 0.99677710412595
909 => 0.9672558515794
910 => 1.0262049431612
911 => 1.0721052667027
912 => 1.0703435358341
913 => 1.0623397527311
914 => 1.0100834547024
915 => 0.96199643015893
916 => 1.0022232680725
917 => 1.002325814555
918 => 0.99887029350285
919 => 0.97740834902247
920 => 0.9981234643564
921 => 0.99976775498535
922 => 0.99884738948531
923 => 0.98239256697239
924 => 0.9572690943547
925 => 0.9621781607671
926 => 0.97021931169286
927 => 0.95499573543059
928 => 0.95013088038579
929 => 0.95917557149062
930 => 0.98831945076664
1001 => 0.98280996920851
1002 => 0.98266609437946
1003 => 1.0062379928689
1004 => 0.98936560068455
1005 => 0.96224007981557
1006 => 0.95539052805449
1007 => 0.93107923371359
1008 => 0.94787113130871
1009 => 0.94847544180912
1010 => 0.9392786911053
1011 => 0.962986345449
1012 => 0.96276787524057
1013 => 0.98527476462124
1014 => 1.0282994839155
1015 => 1.0155749573023
1016 => 1.0007777172758
1017 => 1.0023865875496
1018 => 1.0200319234235
1019 => 1.0093631505503
1020 => 1.0131997156608
1021 => 1.0200261163227
1022 => 1.024144653332
1023 => 1.0017939934547
1024 => 0.9965829854816
1025 => 0.98592309198399
1026 => 0.9831421247468
1027 => 0.99182438557463
1028 => 0.9895369165953
1029 => 0.94842465185156
1030 => 0.94412819143936
1031 => 0.94425995774627
1101 => 0.93345630375423
1102 => 0.91697813824232
1103 => 0.96028177334749
1104 => 0.95680388541456
1105 => 0.95296456630375
1106 => 0.95343486098797
1107 => 0.97223150129076
1108 => 0.96132850066206
1109 => 0.99031591480013
1110 => 0.98435697389477
1111 => 0.97824520864033
1112 => 0.97740037651325
1113 => 0.97504786832159
1114 => 0.96698024240268
1115 => 0.95723809931644
1116 => 0.95080549260092
1117 => 0.87706780753617
1118 => 0.8907530929718
1119 => 0.90649676641249
1120 => 0.9119314193954
1121 => 0.90263506940159
1122 => 0.96734731896236
1123 => 0.97917087053986
1124 => 0.94335656158041
1125 => 0.9366571666627
1126 => 0.96778653017784
1127 => 0.94901171856829
1128 => 0.95746601508647
1129 => 0.93919245026711
1130 => 0.97632292319885
1201 => 0.97604005120566
1202 => 0.96159545860545
1203 => 0.97380392935885
1204 => 0.97168240712974
1205 => 0.95537449765956
1206 => 0.97683991301694
1207 => 0.97685055959516
1208 => 0.96294795326998
1209 => 0.94671275275403
1210 => 0.9438102823601
1211 => 0.94162366081031
1212 => 0.95692824022756
1213 => 0.97065027827689
1214 => 0.99618358910496
1215 => 1.0026032701036
1216 => 1.0276597124239
1217 => 1.0127398209982
1218 => 1.0193536156223
1219 => 1.026533825265
1220 => 1.0299762818112
1221 => 1.0243669836016
1222 => 1.063289952168
1223 => 1.0665762432839
1224 => 1.0676781082688
1225 => 1.0545535022658
1226 => 1.0662112242488
1227 => 1.0607569621961
1228 => 1.0749474368195
1229 => 1.0771726844335
1230 => 1.0752879788699
1231 => 1.0759943075857
]
'min_raw' => 0.48251138858421
'max_raw' => 1.0771726844335
'avg_raw' => 0.77984203650884
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.482511'
'max' => '$1.07'
'avg' => '$0.779842'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.074402277111143
'max_diff' => -0.10279077573351
'year' => 2031
]
6 => [
'items' => [
101 => 1.0427804203965
102 => 1.0410581051285
103 => 1.0175742142397
104 => 1.027144073361
105 => 1.009253680429
106 => 1.0149269083192
107 => 1.0174276131167
108 => 1.0161213868443
109 => 1.0276851388373
110 => 1.0178535873248
111 => 0.99190650642652
112 => 0.96595235626345
113 => 0.96562652304995
114 => 0.95879325344081
115 => 0.95385405108916
116 => 0.95480551668971
117 => 0.95815860556764
118 => 0.95365916346799
119 => 0.95461934756746
120 => 0.97056480129173
121 => 0.97376254831836
122 => 0.96289535448146
123 => 0.91926200309769
124 => 0.90855426922213
125 => 0.91625077598829
126 => 0.91257234147258
127 => 0.7365171029194
128 => 0.7778786697532
129 => 0.75330303124665
130 => 0.76462861614123
131 => 0.73954325305677
201 => 0.7515153031572
202 => 0.74930450265292
203 => 0.81581267814394
204 => 0.81477424446265
205 => 0.8152712877132
206 => 0.79154611832538
207 => 0.82934095736872
208 => 0.84796005413992
209 => 0.84451415485878
210 => 0.84538141346886
211 => 0.83047903718251
212 => 0.81541557529063
213 => 0.79870787780237
214 => 0.82974871460174
215 => 0.8262975034344
216 => 0.83421334014568
217 => 0.85434554165492
218 => 0.85731008480194
219 => 0.86129446085498
220 => 0.85986634566717
221 => 0.89388984334495
222 => 0.8897693732819
223 => 0.8996985205937
224 => 0.87927351124712
225 => 0.85616067441178
226 => 0.86055366907861
227 => 0.86013058836596
228 => 0.85474428530452
229 => 0.84988177173852
301 => 0.84178705665584
302 => 0.86739993296985
303 => 0.86636009696611
304 => 0.8831938331896
305 => 0.88021830679791
306 => 0.86034701331937
307 => 0.86105672045344
308 => 0.86582984200363
309 => 0.88234967018738
310 => 0.88725387994799
311 => 0.88498205458791
312 => 0.89035929670474
313 => 0.89460924962606
314 => 0.89089302535823
315 => 0.94350692416725
316 => 0.92165796515352
317 => 0.93230699575273
318 => 0.93484672680291
319 => 0.92834125912266
320 => 0.92975206211918
321 => 0.93188904423809
322 => 0.94486438120013
323 => 0.97891541983251
324 => 0.99399639304953
325 => 1.0393682450551
326 => 0.99274412816114
327 => 0.98997764601443
328 => 0.9981504866593
329 => 1.0247885668848
330 => 1.04637622892
331 => 1.0535381018391
401 => 1.0544846615751
402 => 1.0679208112837
403 => 1.0756221617273
404 => 1.0662893093033
405 => 1.0583806940642
406 => 1.0300530159314
407 => 1.033332021809
408 => 1.0559211206718
409 => 1.0878295533069
410 => 1.1152103080143
411 => 1.1056225220314
412 => 1.1787705611589
413 => 1.1860228904554
414 => 1.1850208530425
415 => 1.2015427384714
416 => 1.1687501605186
417 => 1.1547306981175
418 => 1.0600906264455
419 => 1.086680626267
420 => 1.1253307525834
421 => 1.1202152634349
422 => 1.0921465085831
423 => 1.1151890153468
424 => 1.1075704420049
425 => 1.1015613571152
426 => 1.1290901399131
427 => 1.0988211124068
428 => 1.1250287958794
429 => 1.091417170742
430 => 1.1056663182302
501 => 1.0975778129621
502 => 1.1028120671605
503 => 1.0722127240704
504 => 1.0887233868448
505 => 1.071525826217
506 => 1.0715176723341
507 => 1.07113803523
508 => 1.0913708890429
509 => 1.0920306816794
510 => 1.0770785721415
511 => 1.0749237395613
512 => 1.0828912850039
513 => 1.073563375994
514 => 1.0779278459106
515 => 1.0736955713416
516 => 1.0727427971908
517 => 1.065150930656
518 => 1.06188014581
519 => 1.0631627048259
520 => 1.0587846697003
521 => 1.0561467451768
522 => 1.0706132856467
523 => 1.0628843966522
524 => 1.0694287225604
525 => 1.0619706372282
526 => 1.0361176641337
527 => 1.0212493459168
528 => 0.9724154763131
529 => 0.98626470115448
530 => 0.99544675155238
531 => 0.99241208395065
601 => 0.99893172421963
602 => 0.99933197718182
603 => 0.99721237567051
604 => 0.99475814865818
605 => 0.99356356667584
606 => 1.0024670020695
607 => 1.0076357459914
608 => 0.99636829314979
609 => 0.99372848659742
610 => 1.0051205035134
611 => 1.0120696272512
612 => 1.0633780525557
613 => 1.0595769586851
614 => 1.0691169583733
615 => 1.0680429008116
616 => 1.078042340326
617 => 1.0943871978535
618 => 1.061153532406
619 => 1.066921747594
620 => 1.0655075144375
621 => 1.0809477412089
622 => 1.0809959439115
623 => 1.0717387566655
624 => 1.0767572280523
625 => 1.0739560549987
626 => 1.0790181533077
627 => 1.0595261927591
628 => 1.0832652966802
629 => 1.0967238388894
630 => 1.096910710761
701 => 1.1032899529546
702 => 1.1097716324841
703 => 1.1222126519056
704 => 1.1094246592048
705 => 1.0864203052221
706 => 1.088081145276
707 => 1.0745937009529
708 => 1.0748204273287
709 => 1.0736101441659
710 => 1.0772422950433
711 => 1.0603232456231
712 => 1.0642941127047
713 => 1.0587348755371
714 => 1.0669096628981
715 => 1.0581149430384
716 => 1.0655068324514
717 => 1.0686969268771
718 => 1.0804684439855
719 => 1.0563762803903
720 => 1.0072507279236
721 => 1.0175775146419
722 => 1.002303385934
723 => 1.0037170646986
724 => 1.0065729207885
725 => 0.99731615682332
726 => 0.99908205567371
727 => 0.99901896534034
728 => 0.99847528693146
729 => 0.99606724511094
730 => 0.99257510805462
731 => 1.0064867072639
801 => 1.0088505590548
802 => 1.0141051087668
803 => 1.0297390845147
804 => 1.0281768816629
805 => 1.0307248993293
806 => 1.0251625910701
807 => 1.0039750842257
808 => 1.0051256677835
809 => 0.9907778723806
810 => 1.0137382033802
811 => 1.0083008939379
812 => 1.0047954251687
813 => 1.0038389255371
814 => 1.0195116548868
815 => 1.0242011811482
816 => 1.0212789830845
817 => 1.0152854696017
818 => 1.0267947873118
819 => 1.0298741951919
820 => 1.0305635610521
821 => 1.0509558653416
822 => 1.0317032643316
823 => 1.0363375567491
824 => 1.0724929832734
825 => 1.0397050005237
826 => 1.0570735262455
827 => 1.0562234272928
828 => 1.0651085773332
829 => 1.0554945856514
830 => 1.0556137626006
831 => 1.0635031739043
901 => 1.0524239185911
902 => 1.0496805391676
903 => 1.0458905801426
904 => 1.0541658170209
905 => 1.0591264472727
906 => 1.0991054839207
907 => 1.1249337648608
908 => 1.123812491068
909 => 1.1340588345981
910 => 1.129442762992
911 => 1.1145362501178
912 => 1.1399798499385
913 => 1.1319284303498
914 => 1.1325921795982
915 => 1.132567474818
916 => 1.1379209649772
917 => 1.1341275265592
918 => 1.126650270049
919 => 1.1316140218695
920 => 1.1463545902024
921 => 1.1921097666036
922 => 1.2177149694931
923 => 1.1905683012388
924 => 1.2092937094923
925 => 1.1980651370854
926 => 1.1960245714579
927 => 1.2077855116379
928 => 1.2195670377868
929 => 1.2188166055041
930 => 1.210263822508
1001 => 1.2054325724124
1002 => 1.242016416724
1003 => 1.2689707700232
1004 => 1.2671326638325
1005 => 1.2752454667742
1006 => 1.2990649071307
1007 => 1.3012426582419
1008 => 1.3009683116569
1009 => 1.2955705283029
1010 => 1.319023860679
1011 => 1.3385890431693
1012 => 1.2943210974134
1013 => 1.3111777516473
1014 => 1.3187452468203
1015 => 1.3298565749091
1016 => 1.3486032478695
1017 => 1.3689671070141
1018 => 1.3718467799754
1019 => 1.3698035142043
1020 => 1.3563730016886
1021 => 1.3786553793559
1022 => 1.3917078736073
1023 => 1.399480335233
1024 => 1.4191900047015
1025 => 1.3187919810942
1026 => 1.2477252698795
1027 => 1.2366271767075
1028 => 1.2591955855836
1029 => 1.2651466950246
1030 => 1.262747810271
1031 => 1.182755765696
1101 => 1.2362060351476
1102 => 1.2937140308511
1103 => 1.2959231471748
1104 => 1.3247128522595
1105 => 1.3340879603649
1106 => 1.357267446511
1107 => 1.3558175633415
1108 => 1.3614613993519
1109 => 1.3601639791907
1110 => 1.4030990962596
1111 => 1.4504629063133
1112 => 1.4488228481788
1113 => 1.4420137401004
1114 => 1.4521264267223
1115 => 1.501010954512
1116 => 1.4965104505517
1117 => 1.5008823067971
1118 => 1.5585199200724
1119 => 1.6334570161852
1120 => 1.5986412114793
1121 => 1.6741814897131
1122 => 1.7217300906431
1123 => 1.8039604793345
1124 => 1.7936648296771
1125 => 1.8256765165602
1126 => 1.7752334680235
1127 => 1.6594060323611
1128 => 1.641075897298
1129 => 1.6777732918874
1130 => 1.7679902556061
1201 => 1.674932038645
1202 => 1.6937575947369
1203 => 1.688335833316
1204 => 1.6880469306909
1205 => 1.6990731688398
1206 => 1.6830790353149
1207 => 1.6179160580447
1208 => 1.6477798665198
1209 => 1.6362480158897
1210 => 1.6490434639202
1211 => 1.7180952196967
1212 => 1.6875657924797
1213 => 1.6554055209157
1214 => 1.6957416383925
1215 => 1.7471033769341
1216 => 1.7438892516421
1217 => 1.7376525051754
1218 => 1.7728087184626
1219 => 1.8308764830089
1220 => 1.8465719664306
1221 => 1.8581580514125
1222 => 1.859755576783
1223 => 1.8762110809555
1224 => 1.7877256876988
1225 => 1.9281542792633
1226 => 1.9524024177649
1227 => 1.947844772709
1228 => 1.9747955581359
1229 => 1.9668659533879
1230 => 1.9553772002248
1231 => 1.998099927723
]
'min_raw' => 0.7365171029194
'max_raw' => 1.998099927723
'avg_raw' => 1.3673085153212
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.736517'
'max' => '$1.99'
'avg' => '$1.36'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.25400571433518
'max_diff' => 0.92092724328949
'year' => 2032
]
7 => [
'items' => [
101 => 1.9491217681927
102 => 1.8796034369183
103 => 1.8414643054645
104 => 1.8916889903589
105 => 1.9223594528239
106 => 1.9426306775055
107 => 1.9487647378459
108 => 1.7945945568917
109 => 1.7115053800276
110 => 1.7647645897782
111 => 1.8297445014281
112 => 1.7873647210087
113 => 1.7890259281656
114 => 1.7286034984978
115 => 1.835090545728
116 => 1.8195762786436
117 => 1.9000643237217
118 => 1.8808552058068
119 => 1.9464900820401
120 => 1.9292062194637
121 => 2.0009505666908
122 => 2.0295713292003
123 => 2.0776300439199
124 => 2.1129822301017
125 => 2.1337417100073
126 => 2.1324953887006
127 => 2.2147547904182
128 => 2.1662492951499
129 => 2.1053149612255
130 => 2.1042128513702
131 => 2.1357716063558
201 => 2.2019100990841
202 => 2.2190588479727
203 => 2.228642659126
204 => 2.2139647187298
205 => 2.1613154800362
206 => 2.1385818057061
207 => 2.1579515548933
208 => 2.1342640160988
209 => 2.1751553536077
210 => 2.2313078939257
211 => 2.2197126164012
212 => 2.2584738907043
213 => 2.2985877318031
214 => 2.3559523261996
215 => 2.3709495553796
216 => 2.3957394049207
217 => 2.4212563031398
218 => 2.4294516431481
219 => 2.4450990900885
220 => 2.4450166203194
221 => 2.4921712548691
222 => 2.544184277035
223 => 2.5638179887984
224 => 2.6089646263891
225 => 2.5316525916419
226 => 2.5902946580943
227 => 2.6431912699405
228 => 2.5801257486261
301 => 2.6670468773761
302 => 2.670421827838
303 => 2.7213795728862
304 => 2.6697241359571
305 => 2.6390513023987
306 => 2.7276026235859
307 => 2.7704498185679
308 => 2.7575438947373
309 => 2.6593291771422
310 => 2.6021639988745
311 => 2.4525517010084
312 => 2.629773930601
313 => 2.7160937089923
314 => 2.6591056297695
315 => 2.6878471021309
316 => 2.8446512558809
317 => 2.9043521253118
318 => 2.8919347618107
319 => 2.8940330918352
320 => 2.9262465973327
321 => 3.06909902101
322 => 2.9834985374493
323 => 3.0489368997425
324 => 3.0836451711473
325 => 3.115884147941
326 => 3.0367154101689
327 => 2.9337180455471
328 => 2.9010944566361
329 => 2.6534392884031
330 => 2.6405477613847
331 => 2.633311356616
401 => 2.5876868481592
402 => 2.5518384821168
403 => 2.5233305304754
404 => 2.4485171521734
405 => 2.4737644711806
406 => 2.3545275609328
407 => 2.4308111106127
408 => 2.2405061227813
409 => 2.3989977715905
410 => 2.3127379728747
411 => 2.3706591077625
412 => 2.3704570263794
413 => 2.2638058531383
414 => 2.202291682166
415 => 2.2414909060769
416 => 2.2835155857476
417 => 2.2903339486362
418 => 2.3448200427857
419 => 2.3600259404881
420 => 2.3139513605542
421 => 2.2365624749017
422 => 2.2545381479862
423 => 2.2019274057247
424 => 2.1097291035544
425 => 2.175947533801
426 => 2.1985574173061
427 => 2.2085432299186
428 => 2.1178767887806
429 => 2.0893874245108
430 => 2.0742199260225
501 => 2.2248585758912
502 => 2.2331109011785
503 => 2.1908908382473
504 => 2.381729526167
505 => 2.3385368535884
506 => 2.3867936513204
507 => 2.2529070440659
508 => 2.2580216927653
509 => 2.1946376272629
510 => 2.2301284686194
511 => 2.2050446858719
512 => 2.2272611593652
513 => 2.2405776219751
514 => 2.303951286776
515 => 2.399721397044
516 => 2.2944853745802
517 => 2.2486325325851
518 => 2.2770793778727
519 => 2.352837075555
520 => 2.4676138655088
521 => 2.399663695758
522 => 2.4298188272247
523 => 2.4364063819417
524 => 2.3863024424195
525 => 2.4694612692265
526 => 2.5140267600935
527 => 2.5597417321941
528 => 2.5994347615645
529 => 2.5414821670433
530 => 2.6034997503591
531 => 2.5535245257837
601 => 2.5086915829959
602 => 2.5087595760638
603 => 2.4806352161482
604 => 2.4261407249143
605 => 2.4160911046353
606 => 2.4683704984539
607 => 2.5102936214194
608 => 2.5137466106251
609 => 2.5369574055867
610 => 2.5506933149547
611 => 2.6853238998248
612 => 2.7394734347822
613 => 2.8056864611298
614 => 2.8314801664539
615 => 2.9091099719243
616 => 2.8464175992224
617 => 2.8328537100349
618 => 2.6445491944796
619 => 2.6753840483528
620 => 2.7247536245246
621 => 2.6453632806067
622 => 2.6957181806844
623 => 2.7056593046223
624 => 2.6426656270995
625 => 2.6763132720606
626 => 2.5869551028754
627 => 2.4016691609446
628 => 2.4696675454467
629 => 2.5197372444489
630 => 2.4482816104233
701 => 2.5763630686993
702 => 2.5015405249124
703 => 2.4778253706475
704 => 2.3853040987971
705 => 2.4289705776401
706 => 2.4880301155191
707 => 2.4515381875181
708 => 2.5272644174108
709 => 2.6345129543866
710 => 2.7109446485963
711 => 2.7168121250216
712 => 2.6676716661706
713 => 2.7464195650896
714 => 2.7469931575622
715 => 2.6581652058869
716 => 2.6037585800819
717 => 2.5913972802265
718 => 2.6222782308409
719 => 2.6597734058248
720 => 2.7188928462801
721 => 2.7546174859767
722 => 2.8477683994208
723 => 2.8729723657528
724 => 2.9006638833865
725 => 2.9376682906929
726 => 2.9821015693996
727 => 2.8848840851774
728 => 2.8887467170616
729 => 2.7982191418216
730 => 2.7014774447102
731 => 2.774892333795
801 => 2.8708725352999
802 => 2.848854571026
803 => 2.846377100259
804 => 2.850543518896
805 => 2.8339426928729
806 => 2.758857772026
807 => 2.7211505948331
808 => 2.7698024735388
809 => 2.7956587818248
810 => 2.8357596610695
811 => 2.8308163812757
812 => 2.9341119396898
813 => 2.974249470194
814 => 2.9639805723093
815 => 2.9658702966549
816 => 3.0385373784144
817 => 3.1193581184562
818 => 3.1950574067413
819 => 3.2720619741449
820 => 3.1792299626004
821 => 3.1320955922206
822 => 3.180726231038
823 => 3.1549221295557
824 => 3.3032001506667
825 => 3.3134665991342
826 => 3.4617338980566
827 => 3.6024572200755
828 => 3.5140714228356
829 => 3.597415248649
830 => 3.6875583913881
831 => 3.8614591389296
901 => 3.8028954850597
902 => 3.7580366440048
903 => 3.7156452559643
904 => 3.8038550050333
905 => 3.9173354380254
906 => 3.9417780363899
907 => 3.9813843835315
908 => 3.9397431523458
909 => 3.9898954286778
910 => 4.1669550021566
911 => 4.1191119424546
912 => 4.051167106522
913 => 4.1909386348013
914 => 4.2415214075376
915 => 4.5965377970043
916 => 5.0447606537015
917 => 4.8591934478389
918 => 4.7440058949437
919 => 4.7710777021593
920 => 4.9347535161239
921 => 4.9873209927587
922 => 4.8444244701696
923 => 4.8948979377045
924 => 5.1730117062637
925 => 5.3222108201377
926 => 5.1195783833824
927 => 4.5605235268935
928 => 4.0450494174468
929 => 4.1817763633737
930 => 4.1662757708367
1001 => 4.4650743197544
1002 => 4.1179709013034
1003 => 4.1238152326738
1004 => 4.4287926191499
1005 => 4.3474298810742
1006 => 4.2156326655436
1007 => 4.0460116829757
1008 => 3.7324516086571
1009 => 3.4547227065636
1010 => 3.9994130407153
1011 => 3.9759250030516
1012 => 3.9419108437823
1013 => 4.0176056745196
1014 => 4.3851582862269
1015 => 4.3766850088754
1016 => 4.3227823414689
1017 => 4.3636670396204
1018 => 4.208465380283
1019 => 4.2484643817703
1020 => 4.0449677637142
1021 => 4.1369567338451
1022 => 4.2153498879122
1023 => 4.2310884742216
1024 => 4.266548312809
1025 => 3.9635478745075
1026 => 4.0995861756794
1027 => 4.1794959325528
1028 => 3.8184607438567
1029 => 4.1723594276889
1030 => 3.9582733109918
1031 => 3.8856092675192
1101 => 3.9834418292952
1102 => 3.9453163848258
1103 => 3.9125383664722
1104 => 3.8942476690331
1105 => 3.9660851050156
1106 => 3.9627338027627
1107 => 3.8451938144499
1108 => 3.6918676912386
1109 => 3.7433289709467
1110 => 3.7246326055767
1111 => 3.6568745655965
1112 => 3.7025353034062
1113 => 3.501468522463
1114 => 3.1555435763921
1115 => 3.3840721917342
1116 => 3.3752740886348
1117 => 3.3708376860899
1118 => 3.5425706244525
1119 => 3.5260624649819
1120 => 3.4960999938945
1121 => 3.6563242813182
1122 => 3.5978402610877
1123 => 3.7780742308697
1124 => 3.8967879801705
1125 => 3.8666783333603
1126 => 3.978329188371
1127 => 3.744514534894
1128 => 3.8221783837634
1129 => 3.8381847953779
1130 => 3.6543471384823
1201 => 3.5287634040312
1202 => 3.5203884007027
1203 => 3.302643511669
1204 => 3.4189610738154
1205 => 3.5213157149565
1206 => 3.472295784891
1207 => 3.456777539461
1208 => 3.5360568898661
1209 => 3.5422175743743
1210 => 3.4017533147073
1211 => 3.4309602822167
1212 => 3.552758191985
1213 => 3.4278912873918
1214 => 3.1852952886601
1215 => 3.1251281268226
1216 => 3.1171007183326
1217 => 2.9539226035114
1218 => 3.129148784277
1219 => 3.0526578606032
1220 => 3.294291771987
1221 => 3.1562717777132
1222 => 3.1503220116171
1223 => 3.141328067522
1224 => 3.0008739232923
1225 => 3.0316244545521
1226 => 3.1338439038977
1227 => 3.1703169550087
1228 => 3.166512516963
1229 => 3.1333429728303
1230 => 3.1485278202787
1231 => 3.0996121358959
]
'min_raw' => 1.7115053800276
'max_raw' => 5.3222108201377
'avg_raw' => 3.5168581000827
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$1.71'
'max' => '$5.32'
'avg' => '$3.51'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.97498827710822
'max_diff' => 3.3241108924148
'year' => 2033
]
8 => [
'items' => [
101 => 3.0823389896484
102 => 3.027820188738
103 => 2.947692612603
104 => 2.9588348435156
105 => 2.8000811486714
106 => 2.7135837100239
107 => 2.6896423590243
108 => 2.6576269838895
109 => 2.6932585808354
110 => 2.7996314194002
111 => 2.6713232078344
112 => 2.4513477788794
113 => 2.4645686769795
114 => 2.4942721096905
115 => 2.4389199593414
116 => 2.3865337943898
117 => 2.4320793145913
118 => 2.3388728254582
119 => 2.505535668603
120 => 2.5010279057631
121 => 2.5631495073264
122 => 2.6019954196475
123 => 2.5124681682608
124 => 2.4899523066445
125 => 2.50277836471
126 => 2.2907921952844
127 => 2.5458257146955
128 => 2.5480312551619
129 => 2.5291460786664
130 => 2.6649435544763
131 => 2.95151858473
201 => 2.8436975308947
202 => 2.801945959941
203 => 2.7225761930379
204 => 2.8283316949259
205 => 2.8202113224237
206 => 2.7834879184091
207 => 2.7612774890771
208 => 2.8022008861303
209 => 2.756206627303
210 => 2.7479447945799
211 => 2.6978870772406
212 => 2.6800187496315
213 => 2.6667897512284
214 => 2.652225923841
215 => 2.6843500979778
216 => 2.6115524930968
217 => 2.5237657180474
218 => 2.5164671975682
219 => 2.5366190543039
220 => 2.5277033578276
221 => 2.5164245126435
222 => 2.4948901255764
223 => 2.4885013329429
224 => 2.5092618096001
225 => 2.4858244418651
226 => 2.5204075546575
227 => 2.5110028615489
228 => 2.458469010348
301 => 2.3929923812289
302 => 2.3924095018879
303 => 2.3783026695473
304 => 2.3603354975853
305 => 2.3553374413786
306 => 2.4282435979167
307 => 2.5791571600529
308 => 2.5495292167501
309 => 2.5709384421801
310 => 2.6762506418067
311 => 2.7097262232197
312 => 2.6859660484454
313 => 2.6534416557505
314 => 2.654872563965
315 => 2.7660182596065
316 => 2.7729502803096
317 => 2.7904652602717
318 => 2.8129769592556
319 => 2.6897998881257
320 => 2.6490709349919
321 => 2.6297712974409
322 => 2.5703358836833
323 => 2.6344318818136
324 => 2.5970858885673
325 => 2.6021251389771
326 => 2.5988433205369
327 => 2.6006354153208
328 => 2.5054890829417
329 => 2.5401554057167
330 => 2.4825159204594
331 => 2.4053431200359
401 => 2.4050844097486
402 => 2.4239723433216
403 => 2.4127370613475
404 => 2.3825032064405
405 => 2.3867977828303
406 => 2.3491727746903
407 => 2.3913661400412
408 => 2.3925760947844
409 => 2.3763293508361
410 => 2.4413340517216
411 => 2.4679665307131
412 => 2.4572725758074
413 => 2.467216214329
414 => 2.5507603915565
415 => 2.5643817377325
416 => 2.5704314399283
417 => 2.5623256404179
418 => 2.4687432485246
419 => 2.4728940255481
420 => 2.4424383778333
421 => 2.4167065648513
422 => 2.417735702425
423 => 2.4309651991993
424 => 2.4887391875122
425 => 2.610321139954
426 => 2.614935086174
427 => 2.6205273235908
428 => 2.5977808835832
429 => 2.5909203396227
430 => 2.5999711679632
501 => 2.645630956825
502 => 2.7630803302893
503 => 2.7215658775271
504 => 2.6878139812205
505 => 2.7174234937273
506 => 2.7128653413639
507 => 2.6743899482545
508 => 2.6733100721162
509 => 2.5994634914119
510 => 2.5721640919308
511 => 2.5493506703997
512 => 2.5244390096473
513 => 2.5096705421068
514 => 2.5323616203975
515 => 2.5375513384755
516 => 2.4879368992208
517 => 2.4811746344821
518 => 2.5216908565795
519 => 2.5038611778314
520 => 2.5221994445785
521 => 2.5264540797666
522 => 2.5257689855088
523 => 2.5071527531702
524 => 2.5190181845188
525 => 2.4909529021242
526 => 2.4604361227891
527 => 2.4409683188359
528 => 2.4239800778572
529 => 2.4334061413146
530 => 2.3998039462204
531 => 2.3890539277312
601 => 2.5149984433586
602 => 2.6080350111842
603 => 2.6066822226415
604 => 2.5984474702967
605 => 2.5862122986709
606 => 2.6447358778124
607 => 2.6243474330554
608 => 2.6391817301277
609 => 2.642957681326
610 => 2.6543863483598
611 => 2.6584711144972
612 => 2.6461241141774
613 => 2.6046860730449
614 => 2.5014264143534
615 => 2.4533587644884
616 => 2.4374956394029
617 => 2.4380722338714
618 => 2.4221671843993
619 => 2.4268519342832
620 => 2.420538019573
621 => 2.4085809926121
622 => 2.4326678285937
623 => 2.4354436120562
624 => 2.4298214567219
625 => 2.4311456778281
626 => 2.3845966329135
627 => 2.3881356556991
628 => 2.3684299271114
629 => 2.3647353405573
630 => 2.3149209746615
701 => 2.2266676047694
702 => 2.2755685386515
703 => 2.2165030870338
704 => 2.1941341055185
705 => 2.3000253849215
706 => 2.2893968374363
707 => 2.2712053842603
708 => 2.2442964335819
709 => 2.2343156420218
710 => 2.1736755120374
711 => 2.1700925696554
712 => 2.2001474554969
713 => 2.1862781598065
714 => 2.1668004159442
715 => 2.0962540021022
716 => 2.0169364758288
717 => 2.0193305733748
718 => 2.0445600027273
719 => 2.1179179712219
720 => 2.0892557438253
721 => 2.0684609689879
722 => 2.0645667327495
723 => 2.1133112524089
724 => 2.1822949600196
725 => 2.2146605722071
726 => 2.1825872334876
727 => 2.1457431089178
728 => 2.1479856400611
729 => 2.162904195086
730 => 2.1644719242821
731 => 2.1404901868244
801 => 2.1472409054449
802 => 2.1369859465617
803 => 2.0740512828246
804 => 2.0729129943255
805 => 2.0574678128859
806 => 2.0570001389302
807 => 2.0307240323203
808 => 2.0270478233674
809 => 1.9748750188478
810 => 2.0092153167764
811 => 1.9861816478725
812 => 1.951464475741
813 => 1.9454792221799
814 => 1.9452992982304
815 => 1.9809460713918
816 => 2.0087987634775
817 => 1.9865823284046
818 => 1.9815240767861
819 => 2.0355329706072
820 => 2.0286598465665
821 => 2.0227077654741
822 => 2.176118225623
823 => 2.0546818756476
824 => 2.0017286957139
825 => 1.9361890800097
826 => 1.9575291093624
827 => 1.9620257670972
828 => 1.8044148057323
829 => 1.7404720583358
830 => 1.7185293170609
831 => 1.7059009592323
901 => 1.7116558604717
902 => 1.6540998880786
903 => 1.6927784534147
904 => 1.6429398464075
905 => 1.6345842417539
906 => 1.7237018449015
907 => 1.736102038762
908 => 1.6831989593148
909 => 1.7171713005505
910 => 1.7048524573675
911 => 1.6437941862792
912 => 1.6414622094378
913 => 1.6108253153077
914 => 1.5628845084657
915 => 1.5409742733154
916 => 1.5295632326157
917 => 1.5342716504051
918 => 1.5318909302908
919 => 1.5163551211639
920 => 1.5327814246844
921 => 1.4908190070066
922 => 1.4741092341731
923 => 1.466561817448
924 => 1.4293177564924
925 => 1.4885896199819
926 => 1.5002669237767
927 => 1.5119672354671
928 => 1.6138104605908
929 => 1.6087226608696
930 => 1.6547138924904
1001 => 1.652926757802
1002 => 1.6398093135352
1003 => 1.5844689738884
1004 => 1.6065266469249
1005 => 1.538636557842
1006 => 1.5895044286603
1007 => 1.5662904567119
1008 => 1.5816557613934
1009 => 1.5540275581424
1010 => 1.569318146562
1011 => 1.5030360457058
1012 => 1.4411427525405
1013 => 1.4660504204881
1014 => 1.4931279040844
1015 => 1.5518387877358
1016 => 1.5168710697873
1017 => 1.5294467834374
1018 => 1.4873202478587
1019 => 1.4004011721098
1020 => 1.4008931246391
1021 => 1.3875225184702
1022 => 1.3759683625997
1023 => 1.5208875328345
1024 => 1.5028645431828
1025 => 1.4741472679633
1026 => 1.5125864820237
1027 => 1.5227504203337
1028 => 1.5230397733686
1029 => 1.5510840316874
1030 => 1.5660512573793
1031 => 1.5686892957792
1101 => 1.6128175421801
1102 => 1.6276087483081
1103 => 1.6885316330192
1104 => 1.5647813928495
1105 => 1.5622328380893
1106 => 1.5131274005946
1107 => 1.4819839558091
1108 => 1.5152598189034
1109 => 1.5447376909966
1110 => 1.5140433602497
1111 => 1.5180513918526
1112 => 1.4768467606439
1113 => 1.4915754774429
1114 => 1.5042618325226
1115 => 1.4972571729171
1116 => 1.4867708584582
1117 => 1.5423208416462
1118 => 1.5391864938926
1119 => 1.5909159153259
1120 => 1.6312426985395
1121 => 1.7035155033331
1122 => 1.6280950638645
1123 => 1.6253464432811
1124 => 1.6522146503758
1125 => 1.6276046349255
1126 => 1.6431573151813
1127 => 1.7010097261004
1128 => 1.7022320563805
1129 => 1.6817564493055
1130 => 1.6805105067541
1201 => 1.6844430710715
1202 => 1.7074762231097
1203 => 1.6994277320503
1204 => 1.7087416496671
1205 => 1.7203888462667
1206 => 1.7685665897117
1207 => 1.7801820805514
1208 => 1.7519624597526
1209 => 1.754510375549
1210 => 1.7439554627244
1211 => 1.7337595491885
1212 => 1.7566784738236
1213 => 1.798563259067
1214 => 1.7983026959919
1215 => 1.8080191520445
1216 => 1.8140724236697
1217 => 1.7880873505883
1218 => 1.77117202351
1219 => 1.777658436262
1220 => 1.7880303515083
1221 => 1.7742949639369
1222 => 1.6895137889954
1223 => 1.7152309816302
1224 => 1.7109503832693
1225 => 1.7048542906649
1226 => 1.7307131267243
1227 => 1.7282189789033
1228 => 1.6535095683917
1229 => 1.6582922224586
1230 => 1.6538004174261
1231 => 1.6683143584227
]
'min_raw' => 1.3759683625997
'max_raw' => 3.0823389896484
'avg_raw' => 2.229153676124
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$1.37'
'max' => '$3.08'
'avg' => '$2.22'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.3355370174279
'max_diff' => -2.2398718304894
'year' => 2034
]
9 => [
'items' => [
101 => 1.626820834481
102 => 1.6395839629824
103 => 1.6475888775315
104 => 1.6523038336976
105 => 1.6693374884452
106 => 1.6673387856623
107 => 1.6692132462739
108 => 1.6944696595465
109 => 1.8222079309248
110 => 1.8291604431973
111 => 1.7949237300055
112 => 1.8086006216363
113 => 1.7823439805126
114 => 1.7999702396032
115 => 1.8120296784145
116 => 1.7575353933228
117 => 1.7543085954247
118 => 1.7279435838031
119 => 1.7421106476579
120 => 1.7195698304169
121 => 1.7251005585235
122 => 1.7096361605771
123 => 1.7374689979497
124 => 1.7685904349179
125 => 1.7764529389189
126 => 1.7557700759132
127 => 1.7407943200299
128 => 1.7145018260196
129 => 1.7582268295252
130 => 1.7710133530455
131 => 1.7581596673605
201 => 1.7551811875287
202 => 1.7495369736295
203 => 1.7563786341894
204 => 1.7709437148924
205 => 1.7640750918077
206 => 1.7686119383647
207 => 1.7513221576651
208 => 1.7880959527288
209 => 1.8465015893855
210 => 1.8466893730577
211 => 1.8398207129485
212 => 1.8370102052192
213 => 1.8440578673163
214 => 1.8478809348938
215 => 1.8706717817959
216 => 1.8951272685491
217 => 2.0092503544619
218 => 1.9772050486085
219 => 2.0784618396431
220 => 2.1585428148027
221 => 2.1825555977364
222 => 2.1604649673261
223 => 2.0848941140049
224 => 2.0811862474112
225 => 2.1941210074643
226 => 2.1622117650096
227 => 2.158416262154
228 => 2.1180385243735
301 => 2.1419067682819
302 => 2.1366864332131
303 => 2.1284458789195
304 => 2.1739848256204
305 => 2.2592296685548
306 => 2.2459434603624
307 => 2.2360259222762
308 => 2.1925701573346
309 => 2.218740234026
310 => 2.209421570971
311 => 2.2494604612249
312 => 2.2257423096085
313 => 2.1619700211144
314 => 2.1721259682533
315 => 2.1705909172742
316 => 2.2021821576495
317 => 2.1926992514316
318 => 2.16873922764
319 => 2.2589383109489
320 => 2.2530812841925
321 => 2.2613852090304
322 => 2.2650408535514
323 => 2.3199434460755
324 => 2.3424352815456
325 => 2.3475413219723
326 => 2.3689068260879
327 => 2.3470097287664
328 => 2.4346137304183
329 => 2.4928652796816
330 => 2.5605274517483
331 => 2.659400071015
401 => 2.6965770904822
402 => 2.689861394674
403 => 2.7648254861845
404 => 2.8995342922706
405 => 2.7170898958562
406 => 2.9092042882901
407 => 2.8483830897129
408 => 2.7041771220128
409 => 2.6948919577696
410 => 2.7925499133618
411 => 3.0091458596354
412 => 2.9548910317047
413 => 3.0092346010976
414 => 2.9458399407722
415 => 2.9426918615549
416 => 3.0061556639451
417 => 3.1544422974618
418 => 3.0839968763193
419 => 2.9829960911858
420 => 3.0575734991821
421 => 2.9929676465624
422 => 2.8473925785706
423 => 2.9548495440603
424 => 2.8829961314355
425 => 2.9039667771769
426 => 3.0549919631258
427 => 3.0368202131893
428 => 3.0603361402658
429 => 3.0188311444948
430 => 2.9800589337075
501 => 2.907687723011
502 => 2.8862621753813
503 => 2.8921834259357
504 => 2.8862592411036
505 => 2.8457682138446
506 => 2.8370241803632
507 => 2.8224504081427
508 => 2.8269674295513
509 => 2.7995644740693
510 => 2.8512795128034
511 => 2.8608782797039
512 => 2.8985121722183
513 => 2.9024194477848
514 => 3.0072293027524
515 => 2.9495017958943
516 => 2.9882303914479
517 => 2.9847661413339
518 => 2.7073025026036
519 => 2.7455345439382
520 => 2.8050116023794
521 => 2.7782172681709
522 => 2.7403363485087
523 => 2.7097454748351
524 => 2.663397173142
525 => 2.7286315177347
526 => 2.8144077439748
527 => 2.9045948744345
528 => 3.012948802387
529 => 2.9887654670468
530 => 2.9025692731209
531 => 2.906435971414
601 => 2.9303383787726
602 => 2.8993825894805
603 => 2.8902531228895
604 => 2.9290841302555
605 => 2.9293515380621
606 => 2.8937331613495
607 => 2.8541498537275
608 => 2.8539839982232
609 => 2.8469405309613
610 => 2.9470929579509
611 => 3.0021666662427
612 => 3.0084807781427
613 => 3.0017416762037
614 => 3.0043352890746
615 => 2.9722891116859
616 => 3.0455371701977
617 => 3.1127568321703
618 => 3.094740526823
619 => 3.0677315239388
620 => 3.0462175522116
621 => 3.089672518808
622 => 3.0877375375499
623 => 3.1121697270641
624 => 3.1110613418206
625 => 3.1028457154281
626 => 3.0947408202289
627 => 3.1268758135578
628 => 3.1176214515513
629 => 3.1083527149645
630 => 3.089762844767
701 => 3.0922895168719
702 => 3.0652851774728
703 => 3.0527917344322
704 => 2.8649203270639
705 => 2.8147149481398
706 => 2.830510582374
707 => 2.8357109152974
708 => 2.8138614700497
709 => 2.845187961873
710 => 2.8403057613053
711 => 2.8592995477224
712 => 2.8474330545833
713 => 2.8479200596009
714 => 2.8828168857198
715 => 2.8929475828038
716 => 2.8877950285021
717 => 2.8914037009158
718 => 2.9745640335635
719 => 2.9627412935787
720 => 2.9564606985978
721 => 2.9582004663299
722 => 2.979449714299
723 => 2.9853983435644
724 => 2.960193583364
725 => 2.9720802939815
726 => 3.0226923991426
727 => 3.0404037715519
728 => 3.0969299703414
729 => 3.0729166364225
730 => 3.1169941501033
731 => 3.2524734000262
801 => 3.3607035993157
802 => 3.2611706352469
803 => 3.4599216132093
804 => 3.6146777586874
805 => 3.6087379600641
806 => 3.5817526465259
807 => 3.405566889304
808 => 3.2434381287268
809 => 3.3790657213004
810 => 3.379411463926
811 => 3.3677609334417
812 => 3.295400489201
813 => 3.3652429468325
814 => 3.3707867874887
815 => 3.3676837109475
816 => 3.3122051280061
817 => 3.2274995860108
818 => 3.2440508461602
819 => 3.2711621479217
820 => 3.2198347976773
821 => 3.2034325992404
822 => 3.2339274067805
823 => 3.3321880305203
824 => 3.3136124287873
825 => 3.3131273447562
826 => 3.3926016462508
827 => 3.3357151980084
828 => 3.2442596105552
829 => 3.2211658685723
830 => 3.1391986423416
831 => 3.1958136974564
901 => 3.1978511725001
902 => 3.1668436854056
903 => 3.2467756972409
904 => 3.2460391096801
905 => 3.3219226586078
906 => 3.4669835035983
907 => 3.4240818737239
908 => 3.3741919458642
909 => 3.3796163643202
910 => 3.439108846177
911 => 3.4031383335651
912 => 3.4160735806957
913 => 3.4390892671312
914 => 3.4529752022052
915 => 3.3776183919554
916 => 3.3600491147533
917 => 3.3241085395761
918 => 3.314732314375
919 => 3.3440051629321
920 => 3.3362928015623
921 => 3.1976799306122
922 => 3.1831941143632
923 => 3.1836383736665
924 => 3.1472130999453
925 => 3.0916558144531
926 => 3.2376570435735
927 => 3.2259311015892
928 => 3.2129865691544
929 => 3.2145722005172
930 => 3.2779463856376
1001 => 3.2411861577947
1002 => 3.3389192483978
1003 => 3.3188282630955
1004 => 3.2982220198303
1005 => 3.2953736093295
1006 => 3.2874419637145
1007 => 3.2602413996652
1008 => 3.2273950840753
1009 => 3.2057071014236
1010 => 2.957095348027
1011 => 3.0032362433494
1012 => 3.0563171375428
1013 => 3.0746404495101
1014 => 3.0432971564555
1015 => 3.2614790239147
1016 => 3.3013429535522
1017 => 3.1805925104202
1018 => 3.1580050327183
1019 => 3.2629598551924
1020 => 3.1996592670353
1021 => 3.2281635180065
1022 => 3.1665529183985
1023 => 3.2917409002547
1024 => 3.2907871775801
1025 => 3.2420862251393
1026 => 3.2832479366526
1027 => 3.2760950763372
1028 => 3.2211118209766
1029 => 3.2934839675214
1030 => 3.2935198632032
1031 => 3.2466462553289
1101 => 3.1919081432839
1102 => 3.1821222617067
1103 => 3.1747499144866
1104 => 3.2263503725234
1105 => 3.2726151818488
1106 => 3.3587025219845
1107 => 3.3803469246794
1108 => 3.4648264693469
1109 => 3.4145230137318
1110 => 3.4368218840672
1111 => 3.461030462184
1112 => 3.4726369447742
1113 => 3.4537248042317
1114 => 3.5849563102682
1115 => 3.5960362702071
1116 => 3.5997512849334
1117 => 3.5555007594636
1118 => 3.5948055830452
1119 => 3.5764161577303
1120 => 3.6242603336702
1121 => 3.6317629113627
1122 => 3.6254084949691
1123 => 3.6277899315488
1124 => 3.5158069919707
1125 => 3.5100000857965
1126 => 3.4308225080721
1127 => 3.4630879562459
1128 => 3.4027692474082
1129 => 3.4218969313322
1130 => 3.4303282321506
1201 => 3.4259241990752
1202 => 3.464912196275
1203 => 3.4317644339335
1204 => 3.3442820391178
1205 => 3.2567758097821
1206 => 3.2556772403538
1207 => 3.232638394783
1208 => 3.2159855292103
1209 => 3.2191934619117
1210 => 3.2304986351689
1211 => 3.2153284519889
1212 => 3.2185657797182
1213 => 3.2723269902256
1214 => 3.2831084175854
1215 => 3.2464689148411
1216 => 3.0993560242674
1217 => 3.0632541519158
1218 => 3.0892034618309
1219 => 3.0768013630411
1220 => 2.4832188344748
1221 => 2.6226722448273
1222 => 2.5398137637862
1223 => 2.5779987639854
1224 => 2.493421710942
1225 => 2.5337863137174
1226 => 2.5263324454641
1227 => 2.7505694025846
1228 => 2.747068250927
1229 => 2.7487440669487
1230 => 2.6687530019192
1231 => 2.7961809405052
]
'min_raw' => 1.626820834481
'max_raw' => 3.6317629113627
'avg_raw' => 2.6292918729218
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$1.62'
'max' => '$3.63'
'avg' => '$2.62'
'bar_min_pct' => 61.631153054957
'bar_max_pct' => 60.119598047091
'min_diff' => 0.25085247188132
'max_diff' => 0.5494239217143
'year' => 2035
]
10 => [
'items' => [
101 => 2.8589565252131
102 => 2.8473384352018
103 => 2.8502624581557
104 => 2.8000180560556
105 => 2.7492305425898
106 => 2.6928993740139
107 => 2.797555722485
108 => 2.7859197230785
109 => 2.8126085192167
110 => 2.8804856421905
111 => 2.8904808063885
112 => 2.9039144084315
113 => 2.899099418368
114 => 3.0138120162334
115 => 2.9999195637338
116 => 3.0333963771264
117 => 2.9645320320858
118 => 2.8866054890087
119 => 2.9014167772371
120 => 2.8999903310758
121 => 2.8818300342445
122 => 2.8654357302669
123 => 2.8381438332107
124 => 2.9244994339373
125 => 2.9209935542516
126 => 2.9777496712231
127 => 2.9677174762488
128 => 2.9007200229165
129 => 2.9031128500692
130 => 2.9192057626244
131 => 2.9749035167235
201 => 2.9914384023324
202 => 2.9837787845171
203 => 3.001908531741
204 => 3.0162375447375
205 => 3.00370803516
206 => 3.1810994683797
207 => 3.1074341776193
208 => 3.1433381277762
209 => 3.1519010083302
210 => 3.129967369849
211 => 3.1347239906509
212 => 3.1419289750641
213 => 3.1856762295407
214 => 3.3004816836574
215 => 3.3513282377785
216 => 3.5043026045767
217 => 3.3471061392769
218 => 3.3377787515697
219 => 3.3653340544134
220 => 3.4551462017051
221 => 3.5279305114591
222 => 3.552077266032
223 => 3.5552686582683
224 => 3.6005695750931
225 => 3.6265352158049
226 => 3.5950688522582
227 => 3.5684044038178
228 => 3.4728956592178
229 => 3.483951056467
301 => 3.5601117804035
302 => 3.6676932888081
303 => 3.7600094149675
304 => 3.7276835251283
305 => 3.9743072460796
306 => 3.9987589806444
307 => 3.9953805415467
308 => 4.0510852317913
309 => 3.9405227657188
310 => 3.8932551694259
311 => 3.574169560225
312 => 3.6638196010776
313 => 3.7941312004191
314 => 3.7768839716029
315 => 3.682248204922
316 => 3.7599376252523
317 => 3.7342510733183
318 => 3.7139910240719
319 => 3.8068062372733
320 => 3.7047520977196
321 => 3.7931131323097
322 => 3.67978919147
323 => 3.7278311870702
324 => 3.7005602268377
325 => 3.7182078803113
326 => 3.6150400587053
327 => 3.6707069109866
328 => 3.6127241346348
329 => 3.6126966432492
330 => 3.6114166702476
331 => 3.6796331494905
401 => 3.6818576864295
402 => 3.6314456051996
403 => 3.6241804367097
404 => 3.651043572446
405 => 3.6195938759652
406 => 3.6343089910065
407 => 3.6200395818093
408 => 3.6168272372392
409 => 3.5912307291698
410 => 3.5802030497028
411 => 3.5845272869701
412 => 3.5697664358797
413 => 3.5608724891745
414 => 3.6096474403905
415 => 3.5835889515317
416 => 3.6056536032416
417 => 3.5805081478371
418 => 3.493343044052
419 => 3.4432134711109
420 => 3.2785666702701
421 => 3.3252602987448
422 => 3.3562182227316
423 => 3.3459866290387
424 => 3.3679680513923
425 => 3.3693175321991
426 => 3.3621711477178
427 => 3.3538965499971
428 => 3.3498689334406
429 => 3.3798874874884
430 => 3.3973142684912
501 => 3.3593252645673
502 => 3.3504249724706
503 => 3.388833952868
504 => 3.4122634087223
505 => 3.5852533468763
506 => 3.5724376935077
507 => 3.6046024685179
508 => 3.6009812084605
509 => 3.6346950169217
510 => 3.6898028452372
511 => 3.5777532218806
512 => 3.5972011621109
513 => 3.5924329762849
514 => 3.644490778847
515 => 3.6446532976243
516 => 3.6134420445082
517 => 3.6303621711672
518 => 3.6209178206456
519 => 3.6379850385187
520 => 3.5722665326437
521 => 3.6523045789251
522 => 3.6976809936289
523 => 3.6983110451911
524 => 3.7198191056312
525 => 3.7416725407012
526 => 3.783618306285
527 => 3.7405026960651
528 => 3.6629419104997
529 => 3.6685415486977
530 => 3.6230676884991
531 => 3.6238321123046
601 => 3.6197515581221
602 => 3.6319976083936
603 => 3.5749538520231
604 => 3.5883419076258
605 => 3.5695985513817
606 => 3.5971604177149
607 => 3.5675084056801
608 => 3.5924306769214
609 => 3.6031863030027
610 => 3.642874794795
611 => 3.5616463831726
612 => 3.3960161531947
613 => 3.4308336356085
614 => 3.3793358442642
615 => 3.384102160919
616 => 3.3937308791155
617 => 3.3625210531203
618 => 3.3684749043855
619 => 3.3682621909217
620 => 3.3664291412078
621 => 3.3583102600858
622 => 3.3465362761872
623 => 3.3934402041981
624 => 3.4014100955501
625 => 3.4191261767651
626 => 3.4718372175282
627 => 3.4665701415441
628 => 3.4751609610031
629 => 3.4564072503594
630 => 3.3849720917689
701 => 3.3888513645653
702 => 3.3404767706332
703 => 3.4178891296374
704 => 3.399556861232
705 => 3.3877379285326
706 => 3.3845130232439
707 => 3.4373547244816
708 => 3.4531657896841
709 => 3.443313394891
710 => 3.4231058457301
711 => 3.4619103139447
712 => 3.4722927526098
713 => 3.4746169977373
714 => 3.5433710753947
715 => 3.4784595869158
716 => 3.4940844273574
717 => 3.6159849721751
718 => 3.5054379991508
719 => 3.5639971962534
720 => 3.5611310282826
721 => 3.5910879319852
722 => 3.5586736878025
723 => 3.5590755012073
724 => 3.5856752022387
725 => 3.5483207194214
726 => 3.5390712241586
727 => 3.5262931126991
728 => 3.554193651593
729 => 3.5709187628271
730 => 3.7057108761329
731 => 3.7927927285956
801 => 3.7890122757181
802 => 3.8235585383068
803 => 3.8079951306031
804 => 3.7577367817084
805 => 3.843521654919
806 => 3.8163757316436
807 => 3.8186136085761
808 => 3.8185303146849
809 => 3.8365799805253
810 => 3.8237901380498
811 => 3.7985800456803
812 => 3.8153156815009
813 => 3.8650145367889
814 => 4.01928130855
815 => 4.1056110377904
816 => 4.0140841504509
817 => 4.0772181717438
818 => 4.03936025592
819 => 4.0324803464394
820 => 4.0721331773788
821 => 4.1118554153497
822 => 4.1093252805149
823 => 4.0804889755075
824 => 4.064200078503
825 => 4.1875450638019
826 => 4.2784235478432
827 => 4.2722262444886
828 => 4.2995791260245
829 => 4.3798880322065
830 => 4.3872304721239
831 => 4.3863054934583
901 => 4.3681064900189
902 => 4.4471810375844
903 => 4.5131464163478
904 => 4.3638939465424
905 => 4.420727333186
906 => 4.4462416715077
907 => 4.483704289927
908 => 4.5469100066642
909 => 4.6155681795291
910 => 4.6252771979708
911 => 4.6183881847671
912 => 4.5731062741319
913 => 4.6482328661431
914 => 4.6922402618079
915 => 4.7184456588349
916 => 4.7848981855332
917 => 4.4463992393751
918 => 4.2067928607951
919 => 4.1693748648218
920 => 4.2454658310235
921 => 4.2655304119969
922 => 4.2574424045654
923 => 3.9877436414147
924 => 4.1679549566492
925 => 4.3618471792438
926 => 4.3692953691646
927 => 4.4663618698906
928 => 4.4979707014173
929 => 4.5761219572989
930 => 4.5712335749652
1001 => 4.5902621621143
1002 => 4.5858878194579
1003 => 4.73064656429
1004 => 4.8903369567214
1005 => 4.8848073862159
1006 => 4.8618500029329
1007 => 4.8959456319236
1008 => 5.0607632303753
1009 => 5.0455894670581
1010 => 5.0603294856227
1011 => 5.2546587229101
1012 => 5.5073143743953
1013 => 5.3899304580677
1014 => 5.6446197801865
1015 => 5.8049332079594
1016 => 6.0821787045748
1017 => 6.0474662029357
1018 => 6.1553958402467
1019 => 5.985323580284
1020 => 5.594803294135
1021 => 5.5330019640004
1022 => 5.6567297919889
1023 => 5.9609025839139
1024 => 5.6471503083121
1025 => 5.7106219850345
1026 => 5.6923421378685
1027 => 5.6913680824974
1028 => 5.7285438142439
1029 => 5.6746184763898
1030 => 5.4549169489895
1031 => 5.5556048642879
1101 => 5.5167244247604
1102 => 5.5598651711449
1103 => 5.7926779867852
1104 => 5.6897458914263
1105 => 5.5813152904901
1106 => 5.7173113267406
1107 => 5.8904810141958
1108 => 5.8796443663707
1109 => 5.8586167402226
1110 => 5.9771483678487
1111 => 6.1729278901786
1112 => 6.2258463083586
1113 => 6.2649096027896
1114 => 6.2702957711118
1115 => 6.3257766523162
1116 => 6.0274419710982
1117 => 6.5009067719691
1118 => 6.5826610638783
1119 => 6.5672946453676
1120 => 6.6581611000782
1121 => 6.6314258840429
1122 => 6.5926907506346
1123 => 6.7367334092
1124 => 6.5716001247979
1125 => 6.3372142172914
1126 => 6.2086254728058
1127 => 6.3779615045026
1128 => 6.4813691100468
1129 => 6.5497149593525
1130 => 6.5703963720567
1201 => 6.0506008431512
1202 => 5.7704598822529
1203 => 5.9500270263661
1204 => 6.1691113352465
1205 => 6.0262249467006
1206 => 6.0318258226118
1207 => 5.8281073824277
1208 => 6.1871358968523
1209 => 6.1348284622057
1210 => 6.4061995256823
1211 => 6.3414346434948
1212 => 6.562727211196
1213 => 6.5044534617987
1214 => 6.7463445375053
1215 => 6.8428414365441
1216 => 7.0048747485734
1217 => 7.1240671124963
1218 => 7.1940591483785
1219 => 7.1898570890776
1220 => 7.4672004051365
1221 => 7.303660741294
1222 => 7.0982163801685
1223 => 7.0945005398444
1224 => 7.2009030856404
1225 => 7.423893631516
1226 => 7.4817118356811
1227 => 7.5140243241048
1228 => 7.464536623278
1229 => 7.2870260391702
1230 => 7.2103778689516
1231 => 7.2756843306892
]
'min_raw' => 2.6928993740139
'max_raw' => 7.5140243241048
'avg_raw' => 5.1034618490594
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$2.69'
'max' => '$7.51'
'avg' => '$5.10'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 1.0660785395329
'max_diff' => 3.8822614127422
'year' => 2036
]
11 => [
'items' => [
101 => 7.1958201398324
102 => 7.3336881391854
103 => 7.5230103493127
104 => 7.4839160615826
105 => 7.6146024041213
106 => 7.7498490200446
107 => 7.9432577551206
108 => 7.9938219603742
109 => 8.0774026688739
110 => 8.1634346727525
111 => 8.1910658337708
112 => 8.2438222936005
113 => 8.2435442410159
114 => 8.4025293836319
115 => 8.5778949192974
116 => 8.6440913492896
117 => 8.7963063899643
118 => 8.5356434670601
119 => 8.7333592883628
120 => 8.9117039083259
121 => 8.6990741001203
122 => 8.9921347543403
123 => 9.003513635454
124 => 9.1753212306401
125 => 9.0011613185664
126 => 8.8977457187151
127 => 9.1963026805537
128 => 9.3407649899312
129 => 9.2972517666734
130 => 8.966113989169
131 => 8.773377599494
201 => 8.2689492916414
202 => 8.866466411974
203 => 9.1574995714746
204 => 8.9653602835943
205 => 9.0622641643262
206 => 9.5909403164107
207 => 9.7922259658786
208 => 9.7503599578822
209 => 9.7574346240604
210 => 9.8660447069203
211 => 10.347681626986
212 => 10.059073620226
213 => 10.279703627459
214 => 10.396724987754
215 => 10.505420948867
216 => 10.238498022084
217 => 9.891235216215
218 => 9.7812425084954
219 => 8.9462558180661
220 => 8.9027911346658
221 => 8.8783930907586
222 => 8.7245668750951
223 => 8.6037016061303
224 => 8.5075850568097
225 => 8.2553465285612
226 => 8.3404696273054
227 => 7.9384540595496
228 => 8.1956493732428
301 => 7.5540228200993
302 => 8.0883884795932
303 => 7.7975575457558
304 => 7.9928426959547
305 => 7.9921613644627
306 => 7.6325794877332
307 => 7.4251801655179
308 => 7.5573430857359
309 => 7.6990322273152
310 => 7.7220208138369
311 => 7.9057244843594
312 => 7.9569922301051
313 => 7.8016485670336
314 => 7.5407265359366
315 => 7.6013327727625
316 => 7.423951982063
317 => 7.1130989692158
318 => 7.3363590300156
319 => 7.4125898308246
320 => 7.4462576952348
321 => 7.1405694588092
322 => 7.0445155781098
323 => 6.9933772979956
324 => 7.5012660232825
325 => 7.5290893141477
326 => 7.3867414242645
327 => 8.0301673845174
328 => 7.8845402733026
329 => 8.047241436038
330 => 7.5958333920151
331 => 7.6130777871983
401 => 7.399373985023
402 => 7.519033834548
403 => 7.4344621097207
404 => 7.509366501208
405 => 7.5542638846231
406 => 7.7679326201073
407 => 8.0908282333316
408 => 7.7360176362504
409 => 7.5814215781207
410 => 7.6773321031031
411 => 7.9327544700724
412 => 8.3197324308613
413 => 8.090633689417
414 => 8.1923038205211
415 => 8.214514221178
416 => 8.0455852909334
417 => 8.3259610814771
418 => 8.4762167453984
419 => 8.6303479655529
420 => 8.7641757853543
421 => 8.568784566805
422 => 8.7778811788838
423 => 8.6093862200691
424 => 8.4582288233236
425 => 8.4584580666994
426 => 8.3636348236638
427 => 8.1799028417848
428 => 8.1460198453719
429 => 8.3222834716622
430 => 8.4636302077195
501 => 8.4752722019064
502 => 8.5535290176452
503 => 8.5998405950901
504 => 9.053757011587
505 => 9.2363259492956
506 => 9.4595677904726
507 => 9.5465330688317
508 => 9.8082673779151
509 => 9.596895666309
510 => 9.5511640669127
511 => 8.9162822457166
512 => 9.0202441083707
513 => 9.1866970813076
514 => 8.9190269939319
515 => 9.0888020552105
516 => 9.1223192486344
517 => 8.909931666788
518 => 9.0233770509779
519 => 8.7220997447819
520 => 8.0973952553108
521 => 8.3266565561552
522 => 8.4954700420961
523 => 8.2545523831057
524 => 8.686387962045
525 => 8.4341185317244
526 => 8.354161233381
527 => 8.0422193057083
528 => 8.1894438878239
529 => 8.3885672431882
530 => 8.2655321601478
531 => 8.5208484312673
601 => 8.882444361535
602 => 9.1401391548537
603 => 9.1599217612757
604 => 8.9942412733821
605 => 9.2597453125903
606 => 9.2616792196586
607 => 8.9621895788158
608 => 8.7787538413649
609 => 8.737076855864
610 => 8.8411941368996
611 => 8.9676117371873
612 => 9.1669370582699
613 => 9.2873851752219
614 => 9.6014499834876
615 => 9.6864269156606
616 => 9.7797908007227
617 => 9.9045537435215
618 => 10.054363644913
619 => 9.7265881093504
620 => 9.7396112424284
621 => 9.4343912020733
622 => 9.1082198159724
623 => 9.3557432401857
624 => 9.6793471906833
625 => 9.6051120868886
626 => 9.5967591212261
627 => 9.6108064925509
628 => 9.5548356485815
629 => 9.3016815956842
630 => 9.1745492151473
701 => 9.3385824209692
702 => 9.4257587695855
703 => 9.5609616837127
704 => 9.5442950707593
705 => 9.8925632578182
706 => 10.027889744226
707 => 9.993267438056
708 => 9.9996387756236
709 => 10.244640915229
710 => 10.517133683004
711 => 10.772359118613
712 => 11.031985393901
713 => 10.718995785655
714 => 10.560078965103
715 => 10.724040559158
716 => 10.637040229426
717 => 11.136969930043
718 => 11.171583977831
719 => 11.67147752784
720 => 12.145936033016
721 => 11.847937146722
722 => 12.128936674332
723 => 12.43286057367
724 => 13.019179085369
725 => 12.821727637563
726 => 12.670482923002
727 => 12.527557398551
728 => 12.824962726145
729 => 13.207569928929
730 => 13.289979855843
731 => 13.423515420457
801 => 13.283119102217
802 => 13.45221100339
803 => 14.049179717279
804 => 13.887873501198
805 => 13.658792743094
806 => 14.130042209224
807 => 14.300585559081
808 => 15.497548102621
809 => 17.008762757896
810 => 16.383109967442
811 => 15.994747090717
812 => 16.086021578838
813 => 16.6378660131
814 => 16.815100930718
815 => 16.333315328092
816 => 16.503490147831
817 => 17.441170135812
818 => 17.944205364988
819 => 17.261015957122
820 => 15.376123476506
821 => 13.638166527254
822 => 14.099150971417
823 => 14.046889641461
824 => 15.054309810586
825 => 13.884026401292
826 => 13.903730972545
827 => 14.93198352389
828 => 14.657663371903
829 => 14.213299857954
830 => 13.641410872668
831 => 12.584221190037
901 => 11.647838806216
902 => 13.484300296873
903 => 13.405108738008
904 => 13.290427625239
905 => 13.545638031913
906 => 14.784867323989
907 => 14.756299077813
908 => 14.574562471287
909 => 14.712408085584
910 => 14.189134855294
911 => 14.32399428145
912 => 13.637891225993
913 => 13.948038461254
914 => 14.212346453427
915 => 14.265410196002
916 => 14.384965517526
917 => 13.363378384978
918 => 13.82204101527
919 => 14.091462339689
920 => 12.874206994329
921 => 14.067401115286
922 => 13.345594825826
923 => 13.100602930017
924 => 13.430452242496
925 => 13.301909644634
926 => 13.191396267267
927 => 13.129727903835
928 => 13.37193283478
929 => 13.360633685254
930 => 12.964339408277
1001 => 12.447389678982
1002 => 12.62089497643
1003 => 12.557858875246
1004 => 12.329407912738
1005 => 12.483356278194
1006 => 11.80544558821
1007 => 10.639135480823
1008 => 11.409635662807
1009 => 11.379972243944
1010 => 11.365014603024
1011 => 11.944024194724
1012 => 11.888365782506
1013 => 11.787345219322
1014 => 12.327552590874
1015 => 12.130369633443
1016 => 12.738041046097
1017 => 13.138292740193
1018 => 13.036775963785
1019 => 13.413214616667
1020 => 12.624892188051
1021 => 12.886741276831
1022 => 12.940708011122
1023 => 12.320886515763
1024 => 11.897472187084
1025 => 11.869235278638
1026 => 11.135093182798
1027 => 11.527265964608
1028 => 11.872361783388
1029 => 11.70708766671
1030 => 11.654766818793
1031 => 11.922062683792
1101 => 11.942833861736
1102 => 11.469248803368
1103 => 11.567722133491
1104 => 11.978372289933
1105 => 11.557374803168
1106 => 10.739445455933
1107 => 10.53658766906
1108 => 10.509522700881
1109 => 9.959356294029
1110 => 10.550143596382
1111 => 10.292249106789
1112 => 11.106934709361
1113 => 10.641590662418
1114 => 10.621530610626
1115 => 10.591206900172
1116 => 10.117655946707
1117 => 10.221333509783
1118 => 10.565973519985
1119 => 10.688944958273
1120 => 10.676118029785
1121 => 10.564284595918
1122 => 10.615481369262
1123 => 10.450558724181
1124 => 10.392321105635
1125 => 10.208507161985
1126 => 9.9383514447173
1127 => 9.9759182541647
1128 => 9.4406690881684
1129 => 9.1490369347103
1130 => 9.0683169982831
1201 => 8.9603749257743
1202 => 9.0805093425958
1203 => 9.4391527945317
1204 => 9.0065527010442
1205 => 8.2648901841284
1206 => 8.3094653651264
1207 => 8.4096125623391
1208 => 8.2229889228733
1209 => 8.0463653102538
1210 => 8.1999252114998
1211 => 7.8856730259184
1212 => 8.4475884376091
1213 => 8.4323902004726
1214 => 8.6418375173349
1215 => 8.7728092228605
1216 => 8.4709618442171
1217 => 8.3950480447704
1218 => 8.4382919950251
1219 => 7.723565824405
1220 => 8.5834291409713
1221 => 8.5908652746395
1222 => 8.5271925835642
1223 => 8.9850432543342
1224 => 9.9512509768643
1225 => 9.5877247660329
1226 => 9.446956429561
1227 => 9.1793557190271
1228 => 9.5359177772556
1229 => 9.5085393744183
1230 => 9.3847238538368
1231 => 9.3098398406612
]
'min_raw' => 6.9933772979956
'max_raw' => 17.944205364988
'avg_raw' => 12.468791331492
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$6.99'
'max' => '$17.94'
'avg' => '$12.46'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 4.3004779239817
'max_diff' => 10.430181040883
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.21951412223084
]
1 => [
'year' => 2028
'avg' => 0.37674995915313
]
2 => [
'year' => 2029
'avg' => 1.0292129858328
]
3 => [
'year' => 2030
'avg' => 0.79403628582003
]
4 => [
'year' => 2031
'avg' => 0.77984203650884
]
5 => [
'year' => 2032
'avg' => 1.3673085153212
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.21951412223084
'min' => '$0.219514'
'max_raw' => 1.3673085153212
'max' => '$1.36'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 1.3673085153212
]
1 => [
'year' => 2033
'avg' => 3.5168581000827
]
2 => [
'year' => 2034
'avg' => 2.229153676124
]
3 => [
'year' => 2035
'avg' => 2.6292918729218
]
4 => [
'year' => 2036
'avg' => 5.1034618490594
]
5 => [
'year' => 2037
'avg' => 12.468791331492
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 1.3673085153212
'min' => '$1.36'
'max_raw' => 12.468791331492
'max' => '$12.46'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 12.468791331492
]
]
]
]
'prediction_2025_max_price' => '$0.375329'
'last_price' => 0.363929
'sma_50day_nextmonth' => '$0.342621'
'sma_200day_nextmonth' => '$0.331846'
'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' => '$0.359268'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.355813'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.352284'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.354698'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.355387'
'daily_sma50_action' => 'BUY'
'daily_sma100' => '$0.349154'
'daily_sma100_action' => 'BUY'
'daily_sma200' => '$0.322611'
'daily_sma200_action' => 'BUY'
'daily_ema3' => '$0.360181'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.357417'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.354948'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.355324'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$0.353863'
'daily_ema50_action' => 'BUY'
'daily_ema100' => '$0.34586'
'daily_ema100_action' => 'BUY'
'daily_ema200' => '$0.337128'
'daily_ema200_action' => 'BUY'
'weekly_sma21' => '$0.337274'
'weekly_sma21_action' => 'BUY'
'weekly_sma50' => '$0.326556'
'weekly_sma50_action' => 'BUY'
'weekly_sma100' => '$0.381544'
'weekly_sma100_action' => 'SELL'
'weekly_sma200' => '—'
'weekly_sma200_action' => '—'
'weekly_ema3' => '$0.359867'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$0.358645'
'weekly_ema5_action' => 'BUY'
'weekly_ema10' => '$0.353276'
'weekly_ema10_action' => 'BUY'
'weekly_ema21' => '$0.341285'
'weekly_ema21_action' => 'BUY'
'weekly_ema50' => '$0.34185'
'weekly_ema50_action' => 'BUY'
'weekly_ema100' => '$0.374621'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$0.211458'
'weekly_ema200_action' => 'BUY'
'rsi_14' => '55.48'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 110.29
'stoch_rsi_14_action' => 'SELL'
'momentum_10' => 0.02
'momentum_10_action' => 'BUY'
'vwma_10' => '0.350152'
'vwma_10_action' => 'BUY'
'hma_9' => '0.361289'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 100
'stochastic_fast_14_action' => 'SELL'
'cci_20' => 111.56
'cci_20_action' => 'SELL'
'adx_14' => 7.4
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '-0.004168'
'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' => 65.53
'ultimate_oscillator_action' => 'NEUTRAL'
'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' => 1767705384
'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 $0.125737 na extremidade inferior e $0.375329 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 $0.219514 na extremidade inferior e $1.36 na extremidade superior. Considerando a volatilidade de preços no mercado, se Peercoin atingir a meta de preço superior, poderia ganhar 275.71% até 2032 em comparação com o preço de hoje.
| Previsão de Preço de Peercoin | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2027 | $0.121044 | $0.219514 | $0.317984 |
| 2028 | $0.218449 | $0.376749 | $0.53505 |
| 2029 | $0.47987 | $1.02 | $1.57 |
| 2030 | $0.4081091 | $0.794036 | $1.17 |
| 2031 | $0.482511 | $0.779842 | $1.07 |
| 2032 | $0.736517 | $1.36 | $1.99 |
Previsão de preço de Peercoin 2032-2037
A previsão de preço de Peercoin para 2032-2037 é atualmente estimada entre $1.36 na extremidade inferior e $12.46 na extremidade superior. Comparado ao preço atual, Peercoin poderia potencialmente ganhar 3326.16% até 2037 se atingir a meta de preço superior. Por favor, note que esta informação é apenas para fins gerais e não deve ser considerada como aconselhamento de investimento a longo prazo.
| Previsão de Preço de Peercoin | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2032 | $0.736517 | $1.36 | $1.99 |
| 2033 | $1.71 | $3.51 | $5.32 |
| 2034 | $1.37 | $2.22 | $3.08 |
| 2035 | $1.62 | $2.62 | $3.63 |
| 2036 | $2.69 | $5.10 | $7.51 |
| 2037 | $6.99 | $12.46 | $17.94 |
Peercoin Histograma de preços potenciais
Previsão de preço de Peercoin baseada na análise técnica
Indicador de Sentimento de Mercado
Altista 88.24%
Baixista 11.76%
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 $0.331846 até 4 de fev. de 2026. O SMA de 50 dias de curto prazo para Peercoin é esperado para alcançar $0.342621 até 4 de fev. de 2026.
O oscilador de momentum Índice de Força Relativa (RSI) é uma ferramenta comumente usada para identificar se uma criptomoeda está sobrevendida (abaixo de 30) ou sobrecomprada (acima de 70). No momento, o RSI está em 55.48, 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 | $0.359268 | BUY |
| SMA 5 | $0.355813 | BUY |
| SMA 10 | $0.352284 | BUY |
| SMA 21 | $0.354698 | BUY |
| SMA 50 | $0.355387 | BUY |
| SMA 100 | $0.349154 | BUY |
| SMA 200 | $0.322611 | BUY |
Média Móvel Exponencial Diária (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 3 | $0.360181 | BUY |
| EMA 5 | $0.357417 | BUY |
| EMA 10 | $0.354948 | BUY |
| EMA 21 | $0.355324 | BUY |
| EMA 50 | $0.353863 | BUY |
| EMA 100 | $0.34586 | BUY |
| EMA 200 | $0.337128 | BUY |
Média Móvel Simples Semanal (SMA)
| Período | Valor | Ação |
|---|---|---|
| SMA 21 | $0.337274 | BUY |
| SMA 50 | $0.326556 | BUY |
| SMA 100 | $0.381544 | SELL |
| SMA 200 | — | — |
Média Móvel Exponencial Semanal (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 21 | $0.341285 | BUY |
| EMA 50 | $0.34185 | BUY |
| EMA 100 | $0.374621 | SELL |
| EMA 200 | $0.211458 | BUY |
Osciladores de Peercoin
Um oscilador é uma ferramenta de análise técnica que define limites altos e baixos entre dois extremos, criando um indicador de tendência que flutua dentro desses limites. Os traders usam esse indicador para identificar condições de sobrecompra ou sobrevenda de curto prazo.
| Período | Valor | Ação |
|---|---|---|
| RSI (14) | 55.48 | NEUTRAL |
| Stoch RSI (14) | 110.29 | SELL |
| Estocástico Rápido (14) | 100 | SELL |
| Índice de Canal de Commodities (20) | 111.56 | SELL |
| Índice Direcional Médio (14) | 7.4 | NEUTRAL |
| Oscilador Impressionante (5, 34) | -0.004168 | SELL |
| Momentum (10) | 0.02 | BUY |
| MACD (12, 26) | 0 | BUY |
| Williams Percent Range (14) | -0 | SELL |
| Oscilador Ultimate (7, 14, 28) | 65.53 | NEUTRAL |
| VWMA (10) | 0.350152 | BUY |
| Média Móvel de Hull (9) | 0.361289 | BUY |
| Nuvem Ichimoku B/L (9, 26, 52, 26) | 0.007339 | BUY |
Previsão do preço de Peercoin com base nos fluxos financeiros mundiais
Definições dos fluxos financeiros mundiais, usadas na previsão do preço do Peercoin
M0: o total de todas as moedas físicas, mais as contas no Banco Central que podem ser trocadas por moedas físicas.
M1: o valor de M0, mais o valor em contas de demanda, incluindo contas 'correntes'.
M2: o valor de M1, mais a maioria das contas de poupança, do mercado de moedas e de certificados de depósito (CD) de menos de US$ 100.000.
Previsões de preço de Peercoin por empresas de Internet ou nichos tecnológicos
| Comparação | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook stock | $0.511381 | $0.718575 | $1.00 | $1.41 | $1.99 | $2.80 |
| Amazon.com stock | $0.759359 | $1.58 | $3.30 | $6.89 | $14.39 | $30.03 |
| Apple stock | $0.5162055 | $0.732198 | $1.03 | $1.47 | $2.08 | $2.96 |
| Netflix stock | $0.574222 | $0.906033 | $1.42 | $2.25 | $3.55 | $5.61 |
| Google stock | $0.471286 | $0.610313 | $0.790353 | $1.02 | $1.32 | $1.71 |
| Tesla stock | $0.824999 | $1.87 | $4.23 | $9.61 | $21.78 | $49.38 |
| Kodak stock | $0.272908 | $0.204652 | $0.153467 | $0.115084 | $0.08630085 | $0.064716 |
| Nokia stock | $0.241087 | $0.15971 | $0.1058016 | $0.070089 | $0.046431 | $0.030758 |
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 $0.3639 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 | $0.373388 | $0.383094 | $0.393052 | $0.403268 |
| Se Peercoin tiver 2% da média anterior do crescimento anual do Bitcoin | $0.382848 | $0.402751 | $0.423688 | $0.445714 |
| Se Peercoin tiver 5% da média anterior do crescimento anual do Bitcoin | $0.411227 | $0.464673 | $0.525064 | $0.5933053 |
| Se Peercoin tiver 10% da média anterior do crescimento anual do Bitcoin | $0.458525 | $0.577711 | $0.727877 | $0.917075 |
| Se Peercoin tiver 20% da média anterior do crescimento anual do Bitcoin | $0.553122 | $0.840671 | $1.27 | $1.94 |
| Se Peercoin tiver 50% da média anterior do crescimento anual do Bitcoin | $0.836913 | $1.92 | $4.42 | $10.17 |
| Se Peercoin tiver 100% da média anterior do crescimento anual do Bitcoin | $1.30 | $4.71 | $16.96 | $61.08 |
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 1.069% 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 $0.375329 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 $1.17. 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 $0.3670433 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 $0.321647 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 $0.125737 e $0.375329. 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 $1.17 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 $1.17, enquanto seu pico mais baixo está previsto para cerca de $0.4081091.
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 $0.375329 se o melhor cenário ocorrer. O preço ficará entre $0.375329 e $0.125737 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 $0.317984 em 2027, assumindo as condições mais favoráveis. O preço está projetado para flutuar entre $0.317984 e $0.121044 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 $0.53505 no melhor cenário. O preço é esperado para variar entre $0.53505 e $0.218449 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 $1.57 sob condições ótimas. A faixa de preço prevista para 2029 está entre $1.57 e $0.47987.
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 $1.17 no melhor cenário. O preço está previsto para variar entre $1.17 e $0.4081091 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 $1.07 sob condições ideais. O preço provavelmente oscilará entre $1.07 e $0.482511 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 $1.99 se o cenário mais positivo se desenrolar em 2032. O preço é esperado para permanecer dentro de uma faixa de $1.99 e $0.736517 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 $5.32. Ao longo do ano, o preço de PPC poderia variar entre $5.32 e $1.71.
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 $3.08 nas melhores circunstâncias. A faixa de preço prevista para o ano é entre $3.08 e $1.37.
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 $3.63 em 2035. A faixa de preço esperada para o ano está entre $3.63 e $1.62.
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 $7.51 se as condições forem ideais. A faixa de preço esperada para 2036 está entre $7.51 e $2.69.
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 $17.94 sob condições favoráveis. O preço é esperado para cair entre $17.94 e $6.99 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
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 DigitalBitsComo 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