Previsão de Preço PinLink - Projeção PIN
Previsão de Preço PinLink até $0.204937 até 2026
| Ano | Preço Mínimo | Preço Máximo |
|---|---|---|
| 2026 | $0.068655 | $0.204937 |
| 2027 | $0.066092 | $0.173626 |
| 2028 | $0.119277 | $0.292149 |
| 2029 | $0.262019 | $0.861925 |
| 2030 | $0.222836 | $0.644285 |
| 2031 | $0.263461 | $0.588159 |
| 2032 | $0.402154 | $1.09 |
| 2033 | $0.934518 | $2.90 |
| 2034 | $0.751308 | $1.68 |
| 2035 | $0.888278 | $1.98 |
Calculadora de lucro do investimento
Se você abrir um short de $10,000.00 em PinLink hoje e fechar em Apr 06, 2026, nossa previsão mostra que pode lucrar cerca de $3,954.45, com um retorno de 39.54% nos próximos 90 dias.
Previsão de preço de longo prazo de PinLink para os anos 2027, 2028, 2029, 2030, 2031, 2032 e 2037
[
'name' => 'PinLink'
'name_with_ticker' => 'PinLink <small>PIN</small>'
'name_lang' => 'PinLink'
'name_lang_with_ticker' => 'PinLink <small>PIN</small>'
'name_with_lang' => 'PinLink'
'name_with_lang_with_ticker' => 'PinLink <small>PIN</small>'
'image' => '/uploads/coins/pinlink.png?1736771506'
'price_for_sd' => 0.1987
'ticker' => 'PIN'
'marketcap' => '$15.9M'
'low24h' => '$0.1768'
'high24h' => '$0.2'
'volume24h' => '$545.04K'
'current_supply' => '80M'
'max_supply' => '100M'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.1987'
'change_24h_pct' => '8.2652%'
'ath_price' => '$4.28'
'ath_days' => 391
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '11 de dez. de 2024'
'ath_pct' => '-95.35%'
'fdv' => '$19.87M'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$9.79'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.200413'
'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' => '$0.175626'
'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' => '$0.068655'
'current_year_max_price_prediction' => '$0.204937'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.222836'
'grand_prediction_max_price' => '$0.644285'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.20247850682696
107 => 0.20323448807176
108 => 0.20493775241764
109 => 0.19038354506912
110 => 0.19691795687953
111 => 0.20075631162655
112 => 0.18341448523895
113 => 0.20041351947709
114 => 0.19013018869937
115 => 0.18663987178297
116 => 0.19133912369662
117 => 0.1895078206557
118 => 0.18793337383884
119 => 0.1870548054626
120 => 0.19050541743047
121 => 0.1903444422578
122 => 0.18469857134343
123 => 0.17733376289078
124 => 0.17980563434909
125 => 0.17890758027436
126 => 0.17565291645629
127 => 0.17784616690006
128 => 0.16818820192434
129 => 0.15157217516094
130 => 0.16254923140351
131 => 0.16212662667891
201 => 0.16191353021317
202 => 0.1701624845959
203 => 0.16936953796776
204 => 0.16793033207312
205 => 0.1756264843114
206 => 0.17281728521657
207 => 0.18147457489628
208 => 0.18717682579772
209 => 0.18573055052062
210 => 0.1910935450548
211 => 0.17986258127501
212 => 0.18359305693459
213 => 0.18436190279782
214 => 0.17553151498742
215 => 0.16949927384266
216 => 0.16909699213089
217 => 0.15863791727991
218 => 0.1642250706426
219 => 0.16914153438965
220 => 0.16678692978781
221 => 0.16604153231268
222 => 0.16984960635614
223 => 0.17014552632326
224 => 0.16339851971262
225 => 0.16480143603688
226 => 0.1706518303245
227 => 0.1646540211114
228 => 0.15300125754693
301 => 0.15011121107087
302 => 0.14972562559684
303 => 0.14188759034132
304 => 0.1503043377957
305 => 0.14663020197705
306 => 0.15823675300525
307 => 0.15160715330513
308 => 0.15132136451247
309 => 0.15088935283626
310 => 0.14414283210667
311 => 0.14561989138269
312 => 0.15052986137866
313 => 0.152281793988
314 => 0.15209905306368
315 => 0.15050579984706
316 => 0.15123518301085
317 => 0.14888558570633
318 => 0.14805589399547
319 => 0.14543715873129
320 => 0.14158834133703
321 => 0.14212354300187
322 => 0.13449802864599
323 => 0.13034324370823
324 => 0.12919325399665
325 => 0.12765543969294
326 => 0.12936695421422
327 => 0.13447642652192
328 => 0.12831331888381
329 => 0.11774710313001
330 => 0.11838215070077
331 => 0.11980891404495
401 => 0.11715014999206
402 => 0.11463385294915
403 => 0.11682156907433
404 => 0.11234452416748
405 => 0.12034994353261
406 => 0.12013341937371
407 => 0.12311734466122
408 => 0.12498325437981
409 => 0.1206829365739
410 => 0.11960141827502
411 => 0.12021750025033
412 => 0.11003503753796
413 => 0.12228522022131
414 => 0.12239116030986
415 => 0.12148403695364
416 => 0.12800688105057
417 => 0.14177211662118
418 => 0.1365930812942
419 => 0.13458760227842
420 => 0.13077518520343
421 => 0.13585500459693
422 => 0.13546495372503
423 => 0.13370099575993
424 => 0.13263414847875
425 => 0.13459984730564
426 => 0.13239057664067
427 => 0.13199373092254
428 => 0.12958927764309
429 => 0.12873099721798
430 => 0.12809556056036
501 => 0.12739600723703
502 => 0.12893904755047
503 => 0.12544231519637
504 => 0.12122559876623
505 => 0.12087502442057
506 => 0.12184299101175
507 => 0.12141473785179
508 => 0.1208729741092
509 => 0.11983859958402
510 => 0.11953172275831
511 => 0.12052892356639
512 => 0.11940314199449
513 => 0.12106429402832
514 => 0.12061255259085
515 => 0.11808916164304
516 => 0.11494408224308
517 => 0.11491608443939
518 => 0.11423848224163
519 => 0.11337545396462
520 => 0.11313537924136
521 => 0.1166373257243
522 => 0.12388625013954
523 => 0.12246311282477
524 => 0.12349147538367
525 => 0.12855000136563
526 => 0.13015795466011
527 => 0.12901666749815
528 => 0.12745440323933
529 => 0.12752313493809
530 => 0.13286186484003
531 => 0.1331948348754
601 => 0.13403614273456
602 => 0.13511746108716
603 => 0.12920082068935
604 => 0.12724446170743
605 => 0.12631743028713
606 => 0.12346253231893
607 => 0.12654129501719
608 => 0.12474743183867
609 => 0.12498948526855
610 => 0.1248318476548
611 => 0.12491792845132
612 => 0.12034770585475
613 => 0.12201285476511
614 => 0.11924422174069
615 => 0.11553733291463
616 => 0.11552490612348
617 => 0.11643216191212
618 => 0.11589249066812
619 => 0.11444024922673
620 => 0.11464653326909
621 => 0.11283926799572
622 => 0.11486596799487
623 => 0.11492408649897
624 => 0.1141436966042
625 => 0.11726610758359
626 => 0.1185453619095
627 => 0.11803169256319
628 => 0.11850932149882
629 => 0.12252225060528
630 => 0.123176533146
701 => 0.12346712223111
702 => 0.12307777135274
703 => 0.11858267047625
704 => 0.11878204731477
705 => 0.11731915236234
706 => 0.11608316028361
707 => 0.11613259348484
708 => 0.11676805408103
709 => 0.11954314777386
710 => 0.12538316884972
711 => 0.12560479338055
712 => 0.12587340877716
713 => 0.12478081496387
714 => 0.12445127821507
715 => 0.12488602224739
716 => 0.12707922710976
717 => 0.1327207454651
718 => 0.13072665609398
719 => 0.12910543039541
720 => 0.13052768241237
721 => 0.13030873786234
722 => 0.12846062552207
723 => 0.12840875516401
724 => 0.12486163670579
725 => 0.12355034777576
726 => 0.12245453659756
727 => 0.12125793939783
728 => 0.12054855646754
729 => 0.12163849105725
730 => 0.12188777199364
731 => 0.11950461096444
801 => 0.11917979492224
802 => 0.12112593566279
803 => 0.12026951168232
804 => 0.12115036498453
805 => 0.12135473050646
806 => 0.12132182295049
807 => 0.12042761795521
808 => 0.12099755755363
809 => 0.11964948049619
810 => 0.11818364917087
811 => 0.11724854010982
812 => 0.11643253342985
813 => 0.11688530136248
814 => 0.11527126635479
815 => 0.11475490407172
816 => 0.12080447484173
817 => 0.12527335781338
818 => 0.1252083784851
819 => 0.12481283353552
820 => 0.12422513397382
821 => 0.12703623322627
822 => 0.12605690245642
823 => 0.12676944741731
824 => 0.12695082001527
825 => 0.12749978024338
826 => 0.1276959863402
827 => 0.12710291524171
828 => 0.12511249619763
829 => 0.12015256118316
830 => 0.11784369804483
831 => 0.11708173475203
901 => 0.11710943067055
902 => 0.11634545359777
903 => 0.11657047908475
904 => 0.11626719891662
905 => 0.11569285964953
906 => 0.11684983753119
907 => 0.11698316845405
908 => 0.11671311599162
909 => 0.11677672312256
910 => 0.11454080407453
911 => 0.11471079614359
912 => 0.11376425870151
913 => 0.11358679434179
914 => 0.11119403011265
915 => 0.10695490144401
916 => 0.10930379022862
917 => 0.10646666288056
918 => 0.10539219976436
919 => 0.11047854104317
920 => 0.10996801345192
921 => 0.10909421213672
922 => 0.10780167787538
923 => 0.10732226434489
924 => 0.10440949949748
925 => 0.1042373978113
926 => 0.10568104272094
927 => 0.10501485026793
928 => 0.10407926375709
929 => 0.10069066425371
930 => 0.096880756485178
1001 => 0.096995753652484
1002 => 0.098207614427801
1003 => 0.10173126307373
1004 => 0.10035451258802
1005 => 0.099355664314253
1006 => 0.099168610057845
1007 => 0.1015099857014
1008 => 0.1048235227704
1009 => 0.10637816022696
1010 => 0.10483756172255
1011 => 0.1030678051124
1012 => 0.103175521997
1013 => 0.10389211417221
1014 => 0.10396741787776
1015 => 0.10281548825847
1016 => 0.10313974969883
1017 => 0.10264716691983
1018 => 0.099624187314344
1019 => 0.099569511199252
1020 => 0.098827623251935
1021 => 0.098805159179735
1022 => 0.097543022708726
1023 => 0.097366441091694
1024 => 0.094860392522298
1025 => 0.096509881279689
1026 => 0.095403490823278
1027 => 0.093735899434342
1028 => 0.093448406050336
1029 => 0.093439763652055
1030 => 0.09515200714188
1031 => 0.096489872717593
1101 => 0.095422736958954
1102 => 0.095179770832269
1103 => 0.097774013414039
1104 => 0.097443872398463
1105 => 0.097157972408155
1106 => 0.10452683186907
1107 => 0.09869380460648
1108 => 0.096150271782437
1109 => 0.0930021669089
1110 => 0.094027205729846
1111 => 0.094243196470373
1112 => 0.086672571738072
1113 => 0.083601170227039
1114 => 0.082547180971776
1115 => 0.081940595254152
1116 => 0.082217023982697
1117 => 0.079452402383302
1118 => 0.081310273820716
1119 => 0.078916345203286
1120 => 0.078514995280057
1121 => 0.08279563619887
1122 => 0.083391262375582
1123 => 0.080850136059182
1124 => 0.082481950525292
1125 => 0.081890231915963
1126 => 0.07895738223844
1127 => 0.078845368953341
1128 => 0.077373768079811
1129 => 0.075070997670817
1130 => 0.074018569802327
1201 => 0.07347045623082
1202 => 0.073696618572944
1203 => 0.073582263972085
1204 => 0.072836022849041
1205 => 0.073625037639739
1206 => 0.071609430892926
1207 => 0.070806800045499
1208 => 0.07044427031261
1209 => 0.068655303310818
1210 => 0.071502345367905
1211 => 0.072063248519242
1212 => 0.072625256823059
1213 => 0.07751715540842
1214 => 0.077272769979457
1215 => 0.079481895236749
1216 => 0.079396052691571
1217 => 0.078765974382735
1218 => 0.076107777640606
1219 => 0.077167287484218
1220 => 0.073906280869969
1221 => 0.07634964875226
1222 => 0.075234597688265
1223 => 0.075972648865883
1224 => 0.074645566301134
1225 => 0.075380028586362
1226 => 0.072196259464559
1227 => 0.06922330065546
1228 => 0.07041970606632
1229 => 0.071720335573478
1230 => 0.074540431739234
1231 => 0.072860805728198
]
'min_raw' => 0.068655303310818
'max_raw' => 0.20493775241764
'avg_raw' => 0.13679652786423
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.068655'
'max' => '$0.204937'
'avg' => '$0.136796'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.13005769668918
'max_diff' => 0.0062247524176359
'year' => 2026
]
1 => [
'items' => [
101 => 0.073464862755458
102 => 0.071441372832063
103 => 0.067266335138779
104 => 0.067289965398715
105 => 0.066647726807744
106 => 0.066092738896775
107 => 0.073053730980467
108 => 0.07218802157786
109 => 0.07080862694605
110 => 0.072655001475691
111 => 0.073143212207232
112 => 0.073157110880416
113 => 0.074504178075417
114 => 0.075223108078865
115 => 0.075349822607993
116 => 0.077469461944641
117 => 0.078179937091567
118 => 0.081106283671546
119 => 0.075162111890957
120 => 0.075039695584806
121 => 0.072680983751765
122 => 0.071185051417491
123 => 0.072783411518518
124 => 0.074199340370117
125 => 0.07272498060807
126 => 0.07291750086756
127 => 0.070938293346631
128 => 0.071645766904994
129 => 0.072255138440436
130 => 0.071918679295768
131 => 0.071414983671393
201 => 0.074083250351325
202 => 0.073932696288222
203 => 0.07641744756376
204 => 0.078354488869311
205 => 0.081826013176409
206 => 0.078203296587297
207 => 0.078071270395796
208 => 0.07936184759539
209 => 0.078179739510921
210 => 0.078926791015321
211 => 0.081705651629679
212 => 0.081764364575589
213 => 0.080780847084236
214 => 0.080720999955505
215 => 0.080909895248221
216 => 0.082016260877701
217 => 0.081629662731579
218 => 0.082077043893739
219 => 0.082636500887563
220 => 0.084950652218871
221 => 0.085508586270327
222 => 0.084153095780928
223 => 0.084275481395337
224 => 0.083768490743256
225 => 0.08327874412592
226 => 0.084379622999942
227 => 0.086391500780045
228 => 0.086378984992792
301 => 0.08684570153246
302 => 0.087136462070185
303 => 0.085888304992548
304 => 0.085075800631014
305 => 0.085387366504222
306 => 0.085885567120503
307 => 0.085225806758942
308 => 0.081153460176657
309 => 0.082388749987215
310 => 0.082183137360153
311 => 0.081890319975866
312 => 0.083132413432596
313 => 0.083012610488587
314 => 0.079424047192881
315 => 0.079653775372007
316 => 0.079438017724337
317 => 0.08013517482382
318 => 0.078142090739675
319 => 0.078755149980332
320 => 0.079139654988998
321 => 0.07936613139301
322 => 0.080184319460623
323 => 0.080088314534379
324 => 0.08017835165961
325 => 0.081391508570238
326 => 0.087527239919018
327 => 0.087861194238604
328 => 0.086216681030909
329 => 0.086873631620794
330 => 0.085612430147515
331 => 0.086459083145843
401 => 0.087038341624644
402 => 0.08442078394394
403 => 0.084265789165898
404 => 0.082999382265504
405 => 0.083679877600822
406 => 0.082597160592984
407 => 0.082862821474875
408 => 0.08212001048921
409 => 0.083456922371214
410 => 0.084951797590398
411 => 0.085329462105175
412 => 0.084335989361593
413 => 0.083616649622195
414 => 0.082353726005054
415 => 0.084453996126449
416 => 0.085068179114517
417 => 0.084450770084678
418 => 0.084307702921811
419 => 0.084036590906694
420 => 0.084365220617447
421 => 0.085064834142061
422 => 0.084734909323686
423 => 0.08495283047875
424 => 0.084122339754966
425 => 0.085888718184476
426 => 0.088694152232657
427 => 0.088703172161857
428 => 0.088373245565064
429 => 0.088238246710024
430 => 0.088576771419953
501 => 0.088760407188079
502 => 0.089855134025175
503 => 0.09102981953722
504 => 0.096511564266492
505 => 0.094972312282069
506 => 0.099836042316332
507 => 0.10368262129713
508 => 0.10483604214296
509 => 0.10377494923744
510 => 0.10014500772678
511 => 0.099966905478714
512 => 0.10539157061742
513 => 0.10385885425033
514 => 0.10367654251553
515 => 0.10173705367777
516 => 0.10288353179126
517 => 0.10263278021002
518 => 0.10223695657185
519 => 0.10442435694801
520 => 0.10851897518161
521 => 0.10788079053082
522 => 0.10740441529353
523 => 0.10531707767451
524 => 0.1065741211449
525 => 0.10612651204217
526 => 0.10804972480723
527 => 0.10691045616959
528 => 0.10384724241639
529 => 0.10433506930307
530 => 0.10426133525052
531 => 0.10577877682716
601 => 0.10532327853106
602 => 0.10417239189772
603 => 0.10850498022163
604 => 0.108223646035
605 => 0.10862251358969
606 => 0.10879810742266
607 => 0.11143527758665
608 => 0.11251564182281
609 => 0.11276090341885
610 => 0.11378716588483
611 => 0.1127353690738
612 => 0.11694330623636
613 => 0.11974133890952
614 => 0.12299139784485
615 => 0.12774060748284
616 => 0.12952635423938
617 => 0.12920377507141
618 => 0.13280457161696
619 => 0.1392751229681
620 => 0.13051165849962
621 => 0.13973960786428
622 => 0.13681814563723
623 => 0.12989141125174
624 => 0.12944541121815
625 => 0.13413627616504
626 => 0.14454016313822
627 => 0.14193410745135
628 => 0.14454442571173
629 => 0.14149935080578
630 => 0.14134813717079
701 => 0.14439653322028
702 => 0.15151927674934
703 => 0.14813552829073
704 => 0.14328409514616
705 => 0.14686631788345
706 => 0.14376306502934
707 => 0.13677056780326
708 => 0.14193211464968
709 => 0.13848073526587
710 => 0.13948803125548
711 => 0.14674231736632
712 => 0.145869462469
713 => 0.14699901753031
714 => 0.1450053824127
715 => 0.14314301284544
716 => 0.13966676174678
717 => 0.13863761517357
718 => 0.13892203426159
719 => 0.1386374742296
720 => 0.13669254368829
721 => 0.13627253612308
722 => 0.13557250511343
723 => 0.13578947399489
724 => 0.13447321089546
725 => 0.13695727131792
726 => 0.13741833482179
727 => 0.13922602684381
728 => 0.13941370742633
729 => 0.14444810397677
730 => 0.14167524295638
731 => 0.14353551752616
801 => 0.14336911705906
802 => 0.13004153458957
803 => 0.13187795786361
804 => 0.13473485617665
805 => 0.13344782735906
806 => 0.13162826972935
807 => 0.13015887938485
808 => 0.12793260276006
809 => 0.1310660443576
810 => 0.13518618685399
811 => 0.13951820103931
812 => 0.14472283223815
813 => 0.14356121914315
814 => 0.13942090407931
815 => 0.13960663558857
816 => 0.14075475469617
817 => 0.13926783613421
818 => 0.13882931482219
819 => 0.14069450860185
820 => 0.14070735316632
821 => 0.13899647366067
822 => 0.13709514417778
823 => 0.13708717753783
824 => 0.13674885432101
825 => 0.14155953775446
826 => 0.1442049272279
827 => 0.14450821686777
828 => 0.14418451341865
829 => 0.14430909402889
830 => 0.14276980018147
831 => 0.14628816945325
901 => 0.1495169730277
902 => 0.14865158469642
903 => 0.14735424456563
904 => 0.14632085066309
905 => 0.14840814993471
906 => 0.14831520578386
907 => 0.14948877224522
908 => 0.14943553249168
909 => 0.1490409062308
910 => 0.14865159878976
911 => 0.15019515878814
912 => 0.14975063829742
913 => 0.1493054273436
914 => 0.14841248861733
915 => 0.14853385382038
916 => 0.14723673769365
917 => 0.14663663242144
918 => 0.13761248898117
919 => 0.13520094298154
920 => 0.13595966444457
921 => 0.1362094552504
922 => 0.13515994734088
923 => 0.13666467208667
924 => 0.13643016232893
925 => 0.13734250261265
926 => 0.13677251201259
927 => 0.13679590462564
928 => 0.13847212544561
929 => 0.13895873948079
930 => 0.13871124365504
1001 => 0.13888458124774
1002 => 0.14287907291023
1003 => 0.14231118393247
1004 => 0.14200950423149
1005 => 0.14209307157038
1006 => 0.14311374983301
1007 => 0.14339948401958
1008 => 0.1421888081929
1009 => 0.1427597699116
1010 => 0.14519085244398
1011 => 0.14604159374296
1012 => 0.14875675159031
1013 => 0.14760330427867
1014 => 0.14972050673921
1015 => 0.1562280652954
1016 => 0.16142675335889
1017 => 0.15664582497084
1018 => 0.1661925535505
1019 => 0.17362605114665
1020 => 0.17334074112777
1021 => 0.17204453888198
1022 => 0.16358169949853
1023 => 0.15579406852405
1024 => 0.16230875251448
1025 => 0.16232535978373
1026 => 0.16176574265136
1027 => 0.15829000870453
1028 => 0.1616447946441
1029 => 0.16191108536919
1030 => 0.16176203337556
1031 => 0.15909719630781
1101 => 0.15502848264958
1102 => 0.15582349955927
1103 => 0.15712575347526
1104 => 0.15466031513367
1105 => 0.15387245819736
1106 => 0.15533723413788
1107 => 0.16005704741643
1108 => 0.15916479405614
1109 => 0.15914149371502
1110 => 0.16295893196467
1111 => 0.16022647003266
1112 => 0.1558335272685
1113 => 0.15472425128475
1114 => 0.15078706884029
1115 => 0.15350649477845
1116 => 0.15360436207666
1117 => 0.15211496028219
1118 => 0.15595438401556
1119 => 0.15591900304994
1120 => 0.15956396446196
1121 => 0.16653176169677
1122 => 0.16447104118996
1123 => 0.16207464744629
1124 => 0.16233520189102
1125 => 0.16519284104651
1126 => 0.16346504717954
1127 => 0.16408637390071
1128 => 0.1651919005941
1129 => 0.16585889229691
1130 => 0.1622392320494
1201 => 0.16139531609735
1202 => 0.15966896023369
1203 => 0.15921858621282
1204 => 0.16062466704217
1205 => 0.1602542144212
1206 => 0.15359613670921
1207 => 0.15290033054311
1208 => 0.15292166992484
1209 => 0.1511720322364
1210 => 0.14850341480038
1211 => 0.15551638208738
1212 => 0.15495314266782
1213 => 0.15433136993989
1214 => 0.15440753355128
1215 => 0.15745162495905
1216 => 0.15568589821224
1217 => 0.16038037216556
1218 => 0.15941532944956
1219 => 0.15842553702934
1220 => 0.15828871756705
1221 => 0.15790773193038
1222 => 0.15660119042375
1223 => 0.15502346304351
1224 => 0.15398171076668
1225 => 0.14203998873982
1226 => 0.14425630288621
1227 => 0.14680597028823
1228 => 0.14768610525826
1229 => 0.14618057348854
1230 => 0.15666063799434
1231 => 0.15857544676796
]
'min_raw' => 0.066092738896775
'max_raw' => 0.17362605114665
'avg_raw' => 0.11985939502171
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.066092'
'max' => '$0.173626'
'avg' => '$0.119859'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.002562564414043
'max_diff' => -0.031311701270989
'year' => 2027
]
2 => [
'items' => [
101 => 0.15277536609277
102 => 0.15169040781418
103 => 0.15673176767846
104 => 0.15369121139912
105 => 0.15506037370553
106 => 0.15210099369081
107 => 0.15811422540654
108 => 0.15806841465579
109 => 0.15572913170337
110 => 0.15770627763604
111 => 0.15736269987506
112 => 0.15472165518318
113 => 0.15819795123402
114 => 0.15819967543349
115 => 0.15594816645219
116 => 0.15331889688071
117 => 0.15284884558191
118 => 0.15249472507077
119 => 0.15497328176777
120 => 0.15719554795206
121 => 0.16133063437451
122 => 0.16237029334834
123 => 0.16642815153723
124 => 0.16401189455928
125 => 0.16508298998184
126 => 0.16624581557872
127 => 0.16680331693137
128 => 0.16589489839441
129 => 0.17219842244282
130 => 0.17273063300749
131 => 0.17290907860622
201 => 0.17078356576348
202 => 0.17267151865031
203 => 0.17178820801699
204 => 0.17408633689413
205 => 0.17444671284605
206 => 0.17414148723552
207 => 0.17425587625081
208 => 0.16887693049333
209 => 0.16859800377961
210 => 0.16479481824623
211 => 0.16634464446281
212 => 0.16344731863602
213 => 0.16436609050146
214 => 0.16477107638537
215 => 0.16455953474236
216 => 0.16643226931176
217 => 0.16484006235337
218 => 0.16063796640714
219 => 0.15643472560268
220 => 0.15638195733827
221 => 0.15527531822782
222 => 0.15447542084202
223 => 0.15462950945641
224 => 0.15517253783161
225 => 0.15444385904569
226 => 0.15459935960962
227 => 0.15718170506567
228 => 0.15769957603044
229 => 0.15593964814691
301 => 0.14887328373817
302 => 0.14713918018763
303 => 0.14838561943099
304 => 0.14778990175363
305 => 0.11927798524408
306 => 0.12597643710477
307 => 0.12199644446708
308 => 0.12383060818518
309 => 0.1197680663162
310 => 0.12170692423214
311 => 0.12134888797082
312 => 0.1321198003412
313 => 0.13195162735944
314 => 0.13203212286629
315 => 0.12818986259435
316 => 0.13431068753629
317 => 0.13732602600043
318 => 0.13676796710135
319 => 0.13690841850335
320 => 0.13449499807938
321 => 0.13205549005147
322 => 0.12934970021093
323 => 0.13437672328893
324 => 0.1338178041368
325 => 0.13509976357902
326 => 0.13836014738413
327 => 0.13884025128443
328 => 0.13948551579516
329 => 0.13925423440112
330 => 0.14476429552241
331 => 0.14409699076407
401 => 0.14570500323499
402 => 0.1423971995821
403 => 0.13865410576926
404 => 0.13936554553212
405 => 0.13929702816192
406 => 0.13842472339868
407 => 0.13763724566181
408 => 0.1363263171004
409 => 0.14047428904963
410 => 0.14030588896358
411 => 0.14303209061309
412 => 0.14255020799063
413 => 0.13933207790116
414 => 0.13944701404687
415 => 0.14022001486325
416 => 0.1428953795147
417 => 0.14368960989596
418 => 0.14332169073875
419 => 0.14419252809381
420 => 0.14488080243236
421 => 0.14427896475388
422 => 0.15279971711781
423 => 0.14926130667152
424 => 0.15098590330294
425 => 0.15139720943762
426 => 0.15034365742247
427 => 0.15057213512969
428 => 0.15091821659967
429 => 0.15301955551572
430 => 0.15853407685872
501 => 0.16097642082292
502 => 0.16832433314235
503 => 0.16077361815577
504 => 0.16032558997643
505 => 0.16164917087085
506 => 0.16596317325787
507 => 0.1694592669989
508 => 0.17061912298729
509 => 0.17077241710329
510 => 0.17294838404328
511 => 0.1741956077139
512 => 0.17268416442315
513 => 0.17140337448896
514 => 0.16681574392216
515 => 0.16734677465197
516 => 0.17100504978252
517 => 0.17617257887576
518 => 0.18060685642752
519 => 0.17905412697907
520 => 0.1909003566146
521 => 0.19207486189546
522 => 0.19191258324195
523 => 0.19458828106155
524 => 0.18927756578602
525 => 0.18700713211547
526 => 0.17168029581031
527 => 0.17598651163853
528 => 0.18224584924004
529 => 0.18141740243717
530 => 0.17687170415838
531 => 0.18060340810776
601 => 0.17936959008092
602 => 0.178396426612
603 => 0.18285467712015
604 => 0.1779526475516
605 => 0.18219694774523
606 => 0.17675358884524
607 => 0.1790612197164
608 => 0.17775129682638
609 => 0.17859897747433
610 => 0.17364345372736
611 => 0.17631733405269
612 => 0.17353221151492
613 => 0.17353089100421
614 => 0.17346940926982
615 => 0.17674609358438
616 => 0.17685294614224
617 => 0.17443147148298
618 => 0.17408249915404
619 => 0.17537283275794
620 => 0.17386219004668
621 => 0.17456901026341
622 => 0.173883598911
623 => 0.1737292983786
624 => 0.17249980548437
625 => 0.17197010613992
626 => 0.17217781490155
627 => 0.17146879781691
628 => 0.17104158937714
629 => 0.17338442675847
630 => 0.17213274325542
701 => 0.17319258830996
702 => 0.1719847611072
703 => 0.16779790579717
704 => 0.16539000103318
705 => 0.15748141947423
706 => 0.15972428339378
707 => 0.16121130449286
708 => 0.16071984402848
709 => 0.16177569127591
710 => 0.16184051172166
711 => 0.16149724501844
712 => 0.16109978615129
713 => 0.16090632515561
714 => 0.16234822491775
715 => 0.16318529626178
716 => 0.16136054695392
717 => 0.16093303372205
718 => 0.16277795601946
719 => 0.16390335755511
720 => 0.17221269018583
721 => 0.17159710798575
722 => 0.17314209850603
723 => 0.17296815628326
724 => 0.17458755248481
725 => 0.17723458086644
726 => 0.17185243204581
727 => 0.17278658698037
728 => 0.1725575537632
729 => 0.17505807837248
730 => 0.17506588473737
731 => 0.17356669532364
801 => 0.17437943022639
802 => 0.17392578389989
803 => 0.17474558412586
804 => 0.17158888651017
805 => 0.17543340346163
806 => 0.17761299683791
807 => 0.17764326049405
808 => 0.17867637045608
809 => 0.1797260700112
810 => 0.18174087689769
811 => 0.17966987814068
812 => 0.17594435298447
813 => 0.17621332386738
814 => 0.17402904983141
815 => 0.17406576787258
816 => 0.17386976409119
817 => 0.17445798619361
818 => 0.17171796818305
819 => 0.17236104493346
820 => 0.17146073371704
821 => 0.17278462987961
822 => 0.17136033645656
823 => 0.17255744331645
824 => 0.17307407495246
825 => 0.17498045681161
826 => 0.17107876230593
827 => 0.16312294308733
828 => 0.16479535274207
829 => 0.16232172749777
830 => 0.16255067093189
831 => 0.16301317310488
901 => 0.16151405224092
902 => 0.16180003725904
903 => 0.16178981986175
904 => 0.16170177185176
905 => 0.16131179261625
906 => 0.16074624556973
907 => 0.16299921093689
908 => 0.16338203365468
909 => 0.16423300113464
910 => 0.16676490313822
911 => 0.1665119064217
912 => 0.16692455456308
913 => 0.16602374598738
914 => 0.16259245685813
915 => 0.16277879236628
916 => 0.16045518559385
917 => 0.16417358128529
918 => 0.16329301610513
919 => 0.16272531000507
920 => 0.1625704061359
921 => 0.16510858423483
922 => 0.1658680469031
923 => 0.16539480073388
924 => 0.16442415903401
925 => 0.16628807804221
926 => 0.16678678413638
927 => 0.16689842603929
928 => 0.1702009331508
929 => 0.16708299950054
930 => 0.16783351711975
1001 => 0.17368884134014
1002 => 0.16837887025176
1003 => 0.17119168036376
1004 => 0.17105400794593
1005 => 0.17249294641893
1006 => 0.17093597299168
1007 => 0.17095527354333
1008 => 0.17223295342521
1009 => 0.17043868246189
1010 => 0.16999439573848
1011 => 0.16938061681213
1012 => 0.17072078064316
1013 => 0.17152414824946
1014 => 0.17799870114778
1015 => 0.18218155759558
1016 => 0.18199996876568
1017 => 0.1836593507509
1018 => 0.18291178396836
1019 => 0.18049769362939
1020 => 0.18461825147106
1021 => 0.18331433455849
1022 => 0.18342182788451
1023 => 0.18341782697754
1024 => 0.18428481773401
1025 => 0.18367047532452
1026 => 0.18245954337446
1027 => 0.18326341651474
1028 => 0.18565063235145
1029 => 0.19306062355735
1030 => 0.19720735280549
1031 => 0.19281098524982
1101 => 0.19584354072001
1102 => 0.1940250880479
1103 => 0.19369462110309
1104 => 0.19559929004246
1105 => 0.19750729285267
1106 => 0.19738576132219
1107 => 0.196000649259
1108 => 0.19521823460042
1109 => 0.2011429405233
1110 => 0.20550816292255
1111 => 0.20521048401974
1112 => 0.20652434188636
1113 => 0.21038186921886
1114 => 0.21073455317403
1115 => 0.21069012310203
1116 => 0.20981595912036
1117 => 0.21361419574242
1118 => 0.21678275155616
1119 => 0.20961361541563
1120 => 0.21234352860706
1121 => 0.213569074591
1122 => 0.21536853969854
1123 => 0.21840453896033
1124 => 0.22170243941766
1125 => 0.22216879870197
1126 => 0.2218378944724
1127 => 0.21966284046847
1128 => 0.22327144250102
1129 => 0.22538527693956
1130 => 0.22664401697346
1201 => 0.22983597226508
1202 => 0.21357664314577
1203 => 0.20206748185404
1204 => 0.20027016012403
1205 => 0.20392508453819
1206 => 0.20488885895872
1207 => 0.20450036269828
1208 => 0.19154575529726
1209 => 0.20020195679708
1210 => 0.20951530177679
1211 => 0.20987306528725
1212 => 0.21453552051696
1213 => 0.21605380706024
1214 => 0.21980769464213
1215 => 0.21957288795181
1216 => 0.2204868998406
1217 => 0.22027678433585
1218 => 0.22723007060701
1219 => 0.2349005779371
1220 => 0.23463497265898
1221 => 0.23353224647695
1222 => 0.23516998290001
1223 => 0.24308676848619
1224 => 0.24235791773332
1225 => 0.24306593415637
1226 => 0.25240027053295
1227 => 0.26453623561638
1228 => 0.25889786140416
1229 => 0.27113151104621
1230 => 0.27883194501798
1231 => 0.29214904933242
]
'min_raw' => 0.11927798524408
'max_raw' => 0.29214904933242
'avg_raw' => 0.20571351728825
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.119277'
'max' => '$0.292149'
'avg' => '$0.205713'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.053185246347308
'max_diff' => 0.11852299818577
'year' => 2028
]
3 => [
'items' => [
101 => 0.29048168228413
102 => 0.29566593326831
103 => 0.28749674727769
104 => 0.26873864497832
105 => 0.26577010348631
106 => 0.27171319872875
107 => 0.28632371846353
108 => 0.27125306146788
109 => 0.27430183575003
110 => 0.27342378855167
111 => 0.27337700114793
112 => 0.27516268605058
113 => 0.27257245696423
114 => 0.26201939769311
115 => 0.2668558025675
116 => 0.26498823438226
117 => 0.26706044052021
118 => 0.27824328240392
119 => 0.27329908144148
120 => 0.26809076736181
121 => 0.27462314903513
122 => 0.28294111567514
123 => 0.28242059227163
124 => 0.28141055930692
125 => 0.28710406224538
126 => 0.29650806105989
127 => 0.29904992415112
128 => 0.30092627551897
129 => 0.30118499267138
130 => 0.30384994013301
131 => 0.28951984597857
201 => 0.31226207342459
202 => 0.31618902786316
203 => 0.3154509231843
204 => 0.31981556777127
205 => 0.31853137861344
206 => 0.31667079000684
207 => 0.32358968006372
208 => 0.31565773093915
209 => 0.30439932776145
210 => 0.29822274511219
211 => 0.30635656739544
212 => 0.31132360883254
213 => 0.31460650725929
214 => 0.31559991033965
215 => 0.29063225039523
216 => 0.2771760664551
217 => 0.28580132608526
218 => 0.29632473811768
219 => 0.28946138789339
220 => 0.28973041822814
221 => 0.27994508446501
222 => 0.29719052302693
223 => 0.29467800768543
224 => 0.30771294172171
225 => 0.30460205010207
226 => 0.31523153279544
227 => 0.31243243376952
228 => 0.32405133733059
301 => 0.32868643253036
302 => 0.33646947876574
303 => 0.34219471925918
304 => 0.34555668998332
305 => 0.34535484987148
306 => 0.35867665280772
307 => 0.35082125104456
308 => 0.340953015054
309 => 0.34077452979881
310 => 0.34588542905231
311 => 0.35659647178091
312 => 0.3593736893211
313 => 0.36092577505109
314 => 0.35854870172712
315 => 0.35002222611494
316 => 0.34634053717581
317 => 0.34947744282074
318 => 0.34564127677436
319 => 0.3522635756085
320 => 0.36135740635448
321 => 0.35947956626634
322 => 0.36575690413948
323 => 0.37225328844297
324 => 0.38154340976784
325 => 0.38397219149436
326 => 0.38798687532999
327 => 0.3921193037518
328 => 0.39344652838882
329 => 0.3959806120345
330 => 0.39596725616283
331 => 0.4036038877926
401 => 0.41202732896703
402 => 0.41520698300726
403 => 0.42251842214564
404 => 0.40999783884456
405 => 0.41949484510452
406 => 0.42806138247649
407 => 0.41784800346475
408 => 0.43192476702033
409 => 0.43247133585056
410 => 0.44072387627065
411 => 0.43235834555945
412 => 0.42739092012685
413 => 0.44173169122375
414 => 0.44867073862748
415 => 0.44658064107763
416 => 0.43067489552247
417 => 0.42141706937985
418 => 0.39718755266331
419 => 0.42588846185128
420 => 0.43986783749974
421 => 0.43063869231671
422 => 0.43529333631972
423 => 0.46068756472673
424 => 0.47035604274959
425 => 0.4683450669086
426 => 0.46868488872224
427 => 0.47390182396809
428 => 0.49703658786689
429 => 0.4831737010791
430 => 0.49377135859591
501 => 0.49939231793012
502 => 0.50461337821921
503 => 0.49179210428226
504 => 0.47511181527221
505 => 0.46982846755183
506 => 0.42972103571483
507 => 0.42763326970997
508 => 0.42646134338566
509 => 0.41907251368312
510 => 0.41326691750772
511 => 0.40865009188107
512 => 0.39653416273592
513 => 0.40062293315558
514 => 0.38131267088914
515 => 0.39366669237353
516 => 0.36284704753371
517 => 0.388514563567
518 => 0.37454490154883
519 => 0.38392515388118
520 => 0.38389242706446
521 => 0.3666204085089
522 => 0.35665826866388
523 => 0.36300653190541
524 => 0.36981237402609
525 => 0.37091659901257
526 => 0.37974055097269
527 => 0.38220312629455
528 => 0.37474140810267
529 => 0.36220837889761
530 => 0.36511951573398
531 => 0.35659927456881
601 => 0.34166787965318
602 => 0.35239186815873
603 => 0.35605350933501
604 => 0.35767069867755
605 => 0.34298738666033
606 => 0.3383735712343
607 => 0.33591721461514
608 => 0.36031294770132
609 => 0.36164940103003
610 => 0.35481191684487
611 => 0.38571799371865
612 => 0.37872299666827
613 => 0.38653812218944
614 => 0.36485536057917
615 => 0.3656836712724
616 => 0.35541870444443
617 => 0.36116639996276
618 => 0.35710411402728
619 => 0.36070204296471
620 => 0.36285862673499
621 => 0.37312190918291
622 => 0.38863175376642
623 => 0.3715889170355
624 => 0.36416310901392
625 => 0.36877003854618
626 => 0.38103889898466
627 => 0.39962685058036
628 => 0.38862240911832
629 => 0.39350599337164
630 => 0.39457283927545
701 => 0.3864585715479
702 => 0.39992603520555
703 => 0.40714335838916
704 => 0.41454683856095
705 => 0.42097507295331
706 => 0.41158972577432
707 => 0.42163339259251
708 => 0.41353997008291
709 => 0.40627933340916
710 => 0.40629034479793
711 => 0.40173564135151
712 => 0.3929103294945
713 => 0.39128280658349
714 => 0.39974938630004
715 => 0.40653878144464
716 => 0.40709798854775
717 => 0.41085694655152
718 => 0.4130814591778
719 => 0.43488470699362
720 => 0.44365415363107
721 => 0.45437726698221
722 => 0.45855452395403
723 => 0.47112656980971
724 => 0.46097362172961
725 => 0.45877696754744
726 => 0.42828129658642
727 => 0.43327496099788
728 => 0.44127029953759
729 => 0.42841313677407
730 => 0.4365680472366
731 => 0.43817799930652
801 => 0.42797625530322
802 => 0.43342544756672
803 => 0.41895400848777
804 => 0.38894719159246
805 => 0.39995944137066
806 => 0.4080681638906
807 => 0.39649601705636
808 => 0.41723864235281
809 => 0.40512122886933
810 => 0.40128059053349
811 => 0.38629689109895
812 => 0.39336862045657
813 => 0.40293323567016
814 => 0.39702341547403
815 => 0.40928717974497
816 => 0.4266559405791
817 => 0.43903395387708
818 => 0.4399841840397
819 => 0.43202595075158
820 => 0.44477907038456
821 => 0.44487196293819
822 => 0.43048639189416
823 => 0.42167530972889
824 => 0.41967341332227
825 => 0.42467454304092
826 => 0.43074683777885
827 => 0.44032115413663
828 => 0.44610671299154
829 => 0.46119238206184
830 => 0.46527413157223
831 => 0.46975873677503
901 => 0.47575155232699
902 => 0.48294746392349
903 => 0.46720321901383
904 => 0.46782876721503
905 => 0.45316794434906
906 => 0.4375007525421
907 => 0.44939019818055
908 => 0.46493406676616
909 => 0.46136828613817
910 => 0.46096706297524
911 => 0.46164180904527
912 => 0.45895332689928
913 => 0.44679342179275
914 => 0.44068679357328
915 => 0.4485659019434
916 => 0.45275329738335
917 => 0.45924758253146
918 => 0.45844702480923
919 => 0.47517560591545
920 => 0.48167582668729
921 => 0.48001279205372
922 => 0.48031883044946
923 => 0.49208716966587
924 => 0.50517598321807
925 => 0.51743538433077
926 => 0.52990617369614
927 => 0.51487215037299
928 => 0.50723880049915
929 => 0.51511446909704
930 => 0.51093552848094
1001 => 0.53494896081536
1002 => 0.536611598769
1003 => 0.56062329465894
1004 => 0.58341325331806
1005 => 0.56909928860879
1006 => 0.58259671261451
1007 => 0.59719527713781
1008 => 0.625358276635
1009 => 0.61587396919062
1010 => 0.60860913832626
1011 => 0.60174390826286
1012 => 0.61602936220022
1013 => 0.63440737047495
1014 => 0.63836581743495
1015 => 0.64478001375327
1016 => 0.63803627061517
1017 => 0.64615836642608
1018 => 0.67483293366833
1019 => 0.66708481248207
1020 => 0.65608123482494
1021 => 0.67871705172799
1022 => 0.68690886587069
1023 => 0.74440330761056
1024 => 0.81699241528407
1025 => 0.78694004806145
1026 => 0.76828557394255
1027 => 0.77266981785053
1028 => 0.79917690267653
1029 => 0.80769013702983
1030 => 0.78454823136972
1031 => 0.79272234367747
1101 => 0.8377625061542
1102 => 0.86192510826155
1103 => 0.82910904912936
1104 => 0.73857084348743
1105 => 0.65509048304966
1106 => 0.67723323380738
1107 => 0.67472293304101
1108 => 0.72311296874756
1109 => 0.66690002235425
1110 => 0.66784650420538
1111 => 0.7172371946044
1112 => 0.70406060517674
1113 => 0.682716217834
1114 => 0.65524632069838
1115 => 0.60446567518525
1116 => 0.55948784133122
1117 => 0.6476997312955
1118 => 0.64389587419732
1119 => 0.63838732541913
1120 => 0.65064600463777
1121 => 0.71017067123666
1122 => 0.70879843500901
1123 => 0.70006896824979
1124 => 0.70669019184867
1125 => 0.68155548532397
1126 => 0.68803327150201
1127 => 0.65507725933406
1128 => 0.66997475319862
1129 => 0.68267042236501
1130 => 0.68521926591276
1201 => 0.69096194057301
1202 => 0.64189141435519
1203 => 0.66392263999203
1204 => 0.676863921007
1205 => 0.61839474257355
1206 => 0.67570817334211
1207 => 0.64103720566581
1208 => 0.62926935849601
1209 => 0.64511321441417
1210 => 0.63893884835421
1211 => 0.63363049098679
1212 => 0.63066833636662
1213 => 0.64230231553034
1214 => 0.64175957649674
1215 => 0.62272412852683
1216 => 0.59789316263421
1217 => 0.60622724983644
1218 => 0.60319939782339
1219 => 0.59222607152739
1220 => 0.59962076852642
1221 => 0.56705826531318
1222 => 0.51103617098644
1223 => 0.54804608250184
1224 => 0.54662124116754
1225 => 0.54590277155537
1226 => 0.57371469718037
1227 => 0.57104122226182
1228 => 0.56618883910591
1229 => 0.59213695370544
1230 => 0.58266554282522
1231 => 0.611854199413
]
'min_raw' => 0.26201939769311
'max_raw' => 0.86192510826155
'avg_raw' => 0.56197225297733
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.262019'
'max' => '$0.861925'
'avg' => '$0.561972'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.14274141244903
'max_diff' => 0.56977605892914
'year' => 2029
]
4 => [
'items' => [
101 => 0.63107973644566
102 => 0.62620351837321
103 => 0.6442852288775
104 => 0.60641925037309
105 => 0.61899680951289
106 => 0.62158902701985
107 => 0.59181675799911
108 => 0.57147863582192
109 => 0.57012231494427
110 => 0.5348588138549
111 => 0.55369629149981
112 => 0.57027249227953
113 => 0.56233377847119
114 => 0.5598206188418
115 => 0.57265980635054
116 => 0.57365752118018
117 => 0.55090951733144
118 => 0.55563954766718
119 => 0.57536456046936
120 => 0.55514252795374
121 => 0.51585442202613
122 => 0.50611042855553
123 => 0.50481040020912
124 => 0.47838391711096
125 => 0.50676156879195
126 => 0.49437396335942
127 => 0.53350626049449
128 => 0.51115410224166
129 => 0.51019054537407
130 => 0.50873398784565
131 => 0.4859876221788
201 => 0.49096763065289
202 => 0.50752193729747
203 => 0.51342870040587
204 => 0.51281257662098
205 => 0.50744081216374
206 => 0.50989997842438
207 => 0.50197814706854
208 => 0.49918078353813
209 => 0.4903515347607
210 => 0.47737497820011
211 => 0.47917944797971
212 => 0.45346949393246
213 => 0.43946134643698
214 => 0.43558407583465
215 => 0.43039922754291
216 => 0.43616971824555
217 => 0.45339666086293
218 => 0.43261731316662
219 => 0.39699257904306
220 => 0.39913368626548
221 => 0.40394411849381
222 => 0.3949799098605
223 => 0.38649603869808
224 => 0.39387207635558
225 => 0.37877740687486
226 => 0.40576823718492
227 => 0.40503821086596
228 => 0.4150987233038
301 => 0.42138976819369
302 => 0.40689094647248
303 => 0.40324453201858
304 => 0.40532169541182
305 => 0.37099081146022
306 => 0.41229315765759
307 => 0.41265034206262
308 => 0.4095919123338
309 => 0.43158413661702
310 => 0.4779945894014
311 => 0.46053311020778
312 => 0.453771497688
313 => 0.44091766734521
314 => 0.45804463309206
315 => 0.45672954934499
316 => 0.45078224191003
317 => 0.44718529181663
318 => 0.45381278265222
319 => 0.44636407235891
320 => 0.44502607931336
321 => 0.43691929720813
322 => 0.43402554483165
323 => 0.4318831257757
324 => 0.42952453290485
325 => 0.43472700105322
326 => 0.42293752378733
327 => 0.40872056994137
328 => 0.40753858405865
329 => 0.4108021510021
330 => 0.40935826557361
331 => 0.40753167129073
401 => 0.40404420536134
402 => 0.40300954871802
403 => 0.40637168086479
404 => 0.40257602969557
405 => 0.40817671975557
406 => 0.40665364195957
407 => 0.39814585320148
408 => 0.38754199842208
409 => 0.38744760187221
410 => 0.38516301875379
411 => 0.38225325866312
412 => 0.38144382997219
413 => 0.39325088703751
414 => 0.41769114180724
415 => 0.41289293499021
416 => 0.41636013115553
417 => 0.43341530467871
418 => 0.43883663147477
419 => 0.43498870212609
420 => 0.42972141910367
421 => 0.42995315282474
422 => 0.44795305342736
423 => 0.44907568514881
424 => 0.45191221333422
425 => 0.45555795365523
426 => 0.43560958746739
427 => 0.42901358657122
428 => 0.42588803541442
429 => 0.41626254759201
430 => 0.42664281098153
501 => 0.42059467603165
502 => 0.4214107760701
503 => 0.42087928984944
504 => 0.42116951726486
505 => 0.40576069269777
506 => 0.41137485850604
507 => 0.40204021896443
508 => 0.38954218448067
509 => 0.3895002866867
510 => 0.39255916292065
511 => 0.39073962364286
512 => 0.38584329023096
513 => 0.38653879128208
514 => 0.38044547023368
515 => 0.38727863078049
516 => 0.38747458137475
517 => 0.38484344235946
518 => 0.39537086897627
519 => 0.39968396425074
520 => 0.39795209218641
521 => 0.39956245148989
522 => 0.41309232214606
523 => 0.41529828141266
524 => 0.4162780228014
525 => 0.41496529913135
526 => 0.39980975268835
527 => 0.40048196561945
528 => 0.39554971315128
529 => 0.39138247956363
530 => 0.39154914705287
531 => 0.39369164681937
601 => 0.40304806895562
602 => 0.42273810775013
603 => 0.42348533032916
604 => 0.42439098589295
605 => 0.42070722956898
606 => 0.41959617341287
607 => 0.42106194327071
608 => 0.42845648658887
609 => 0.44747725960212
610 => 0.44075404806452
611 => 0.43528797243143
612 => 0.44008319440506
613 => 0.43934500756841
614 => 0.43311396778213
615 => 0.43293908324845
616 => 0.42097972571465
617 => 0.4165586235358
618 => 0.41286401964139
619 => 0.40882960863877
620 => 0.40643787456174
621 => 0.41011266512776
622 => 0.41095313320905
623 => 0.4029181394121
624 => 0.4018229994479
625 => 0.40838454882988
626 => 0.40549705558608
627 => 0.40846691399371
628 => 0.40915594661925
629 => 0.40904499649677
630 => 0.40603012192377
701 => 0.40795171307175
702 => 0.40340657715288
703 => 0.39846442449846
704 => 0.39531163901193
705 => 0.39256041551862
706 => 0.39408695421475
707 => 0.38864512249798
708 => 0.38690417100936
709 => 0.40730072122798
710 => 0.42236787217435
711 => 0.42214878983234
712 => 0.42081518241878
713 => 0.41883371231461
714 => 0.42831152970894
715 => 0.42500964764369
716 => 0.42741204272764
717 => 0.4280235531047
718 => 0.42987441084095
719 => 0.43053593339505
720 => 0.42853635277958
721 => 0.42182551600586
722 => 0.40510274881296
723 => 0.39731825554242
724 => 0.39474924310215
725 => 0.3948426218251
726 => 0.39226681978504
727 => 0.39302550892519
728 => 0.39200297866399
729 => 0.39006655372592
730 => 0.39396738543153
731 => 0.39441691994684
801 => 0.39350641921528
802 => 0.39372087509817
803 => 0.38618231792083
804 => 0.38675545805014
805 => 0.38356414097902
806 => 0.38296580750009
807 => 0.37489843584408
808 => 0.36060591757125
809 => 0.36852536010272
810 => 0.35895978716683
811 => 0.35533715975393
812 => 0.37248611449245
813 => 0.37076483507467
814 => 0.3678187529336
815 => 0.36346088342964
816 => 0.36184450724
817 => 0.35202391719422
818 => 0.3514436643435
819 => 0.35631101394843
820 => 0.35406489958103
821 => 0.35091050433917
822 => 0.33948560452907
823 => 0.32664023448819
824 => 0.32702795546661
825 => 0.33111382868001
826 => 0.34299405610304
827 => 0.33835224571884
828 => 0.33498455902647
829 => 0.33435389254127
830 => 0.34224800399316
831 => 0.35341982556506
901 => 0.35866139429118
902 => 0.3534671588724
903 => 0.34750030090081
904 => 0.34786347589779
905 => 0.35027951644738
906 => 0.35053340814817
907 => 0.34664959701158
908 => 0.34774286709698
909 => 0.34608208986655
910 => 0.33588990306895
911 => 0.33570555872955
912 => 0.33320423171821
913 => 0.3331284925304
914 => 0.32887311129884
915 => 0.32827775404848
916 => 0.31982843633004
917 => 0.32538980283921
918 => 0.3216595301697
919 => 0.31603712937439
920 => 0.31506782535807
921 => 0.31503868690887
922 => 0.32081163537984
923 => 0.32532234257515
924 => 0.32172441985986
925 => 0.32090524260039
926 => 0.32965191258906
927 => 0.32853881910533
928 => 0.32757488732711
929 => 0.35241951147691
930 => 0.33275305281214
1001 => 0.32417735431209
1002 => 0.3135632989373
1003 => 0.31701928888804
1004 => 0.31774751674972
1005 => 0.29222262690063
1006 => 0.28186718226777
1007 => 0.27831358390647
1008 => 0.27626843780904
1009 => 0.27720043656697
1010 => 0.26787932182489
1011 => 0.27414326508858
1012 => 0.26607196761615
1013 => 0.26471878832863
1014 => 0.27915126805121
1015 => 0.28115946329129
1016 => 0.27259187849977
1017 => 0.27809365490191
1018 => 0.27609863429808
1019 => 0.26621032684529
1020 => 0.26583266623406
1021 => 0.26087106114506
1022 => 0.25310710993684
1023 => 0.24955877590006
1024 => 0.24771077272566
1025 => 0.24847329485228
1026 => 0.2480877403315
1027 => 0.24557173628426
1028 => 0.24823195473836
1029 => 0.24143619586631
1030 => 0.23873006992631
1031 => 0.23750777562086
1101 => 0.23147614847263
1102 => 0.24107514954223
1103 => 0.24296627367797
1104 => 0.24486112391245
1105 => 0.26135450153445
1106 => 0.26053053899825
1107 => 0.26797875903941
1108 => 0.26768933490501
1109 => 0.26556498189611
1110 => 0.25660268599065
1111 => 0.260174897401
1112 => 0.24918018592485
1113 => 0.25741817133049
1114 => 0.25365869881785
1115 => 0.25614708989228
1116 => 0.25167273837128
1117 => 0.25414902924445
1118 => 0.24341472936663
1119 => 0.2333911911764
1120 => 0.23742495554947
1121 => 0.24181011873991
1122 => 0.25131826985558
1123 => 0.24565529349163
1124 => 0.24769191393295
1125 => 0.24086957638067
1126 => 0.22679314530594
1127 => 0.22687281637713
1128 => 0.224707464128
1129 => 0.22283628363815
1130 => 0.24630575444926
1201 => 0.24338695475647
1202 => 0.23873622944907
1203 => 0.24496141008551
1204 => 0.24660744665268
1205 => 0.24665430699969
1206 => 0.25119603809687
1207 => 0.25361996079758
1208 => 0.25404718767947
1209 => 0.26119369969147
1210 => 0.26358911625312
1211 => 0.27345549805851
1212 => 0.25341430789143
1213 => 0.25300157276841
1214 => 0.24504901114331
1215 => 0.24000537083565
1216 => 0.2453943535102
1217 => 0.25016825649036
1218 => 0.24519734961611
1219 => 0.24584644511231
1220 => 0.23917340877165
1221 => 0.24155870526789
1222 => 0.2436132439446
1223 => 0.24247884844752
1224 => 0.24078060348304
1225 => 0.24977685088686
1226 => 0.24926924735176
1227 => 0.25764675975703
1228 => 0.2641776297586
1229 => 0.27588211633407
1230 => 0.26366787442388
1231 => 0.26322273890146
]
'min_raw' => 0.22283628363815
'max_raw' => 0.6442852288775
'avg_raw' => 0.43356075625783
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.222836'
'max' => '$0.644285'
'avg' => '$0.43356'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.039183114054964
'max_diff' => -0.21763987938405
'year' => 2030
]
5 => [
'items' => [
101 => 0.26757401003511
102 => 0.26358845009618
103 => 0.26610718640073
104 => 0.27547630897589
105 => 0.27567426377223
106 => 0.27235826588314
107 => 0.27215648711023
108 => 0.27279336077787
109 => 0.27652354974164
110 => 0.27522010710057
111 => 0.27672848392395
112 => 0.27861473223867
113 => 0.28641705502106
114 => 0.28829816862925
115 => 0.28372803780692
116 => 0.28414066945059
117 => 0.28243131507014
118 => 0.28078010015678
119 => 0.28449179014145
120 => 0.29127497654189
121 => 0.29123277869134
122 => 0.29280634608994
123 => 0.29378666554313
124 => 0.28957841681234
125 => 0.28683900163018
126 => 0.28788946772454
127 => 0.28956918588559
128 => 0.28734475776358
129 => 0.27361455693925
130 => 0.27777942278073
131 => 0.27708618545317
201 => 0.27609893119819
202 => 0.28028673600775
203 => 0.27988281201765
204 => 0.26778372032069
205 => 0.26855826491573
206 => 0.26783082294289
207 => 0.27018133677775
208 => 0.26346151463537
209 => 0.26552848666767
210 => 0.26682487214967
211 => 0.26758845315787
212 => 0.2703470313519
213 => 0.27002334404022
214 => 0.27032691049413
215 => 0.27441715371822
216 => 0.29510420034371
217 => 0.29623015064814
218 => 0.29068555955215
219 => 0.29290051433278
220 => 0.28864828551134
221 => 0.29150283520663
222 => 0.29345584561044
223 => 0.28463056713791
224 => 0.28410799142235
225 => 0.27983821213996
226 => 0.28213254967366
227 => 0.27848209368884
228 => 0.27937778789999
301 => 0.27687334880041
302 => 0.2813808405508
303 => 0.28642091672113
304 => 0.2876942390004
305 => 0.28434467628336
306 => 0.28191937212928
307 => 0.27766133697958
308 => 0.28474254433004
309 => 0.28681330515519
310 => 0.28473166750497
311 => 0.28424930657673
312 => 0.28333523348933
313 => 0.28444323150333
314 => 0.28680202734702
315 => 0.28568966278726
316 => 0.28642439917632
317 => 0.28362434171807
318 => 0.28957980991777
319 => 0.29903852668036
320 => 0.29906893800141
321 => 0.29795656744559
322 => 0.2975014093805
323 => 0.29864276907507
324 => 0.29926190988834
325 => 0.302952857851
326 => 0.30691339206878
327 => 0.32539547714672
328 => 0.32020578161409
329 => 0.3366041869994
330 => 0.34957319659273
331 => 0.35346203550372
401 => 0.34988448668962
402 => 0.33764588545199
403 => 0.33704540128794
404 => 0.35533503854113
405 => 0.35016737829865
406 => 0.34955270155616
407 => 0.34301357952888
408 => 0.34687901053302
409 => 0.34603358406996
410 => 0.34469903703835
411 => 0.352074010126
412 => 0.3658793013777
413 => 0.36372761727092
414 => 0.36212148489896
415 => 0.35508388038315
416 => 0.35932209020754
417 => 0.35781294486664
418 => 0.36429719097846
419 => 0.36045606722546
420 => 0.35012822818978
421 => 0.35177297059721
422 => 0.35152437109109
423 => 0.35664053131112
424 => 0.35510478700397
425 => 0.3512244923673
426 => 0.36583211639302
427 => 0.36488357854067
428 => 0.36622838834937
429 => 0.36682041521678
430 => 0.37571181854603
501 => 0.37935434199685
502 => 0.38018125859154
503 => 0.38364137414694
504 => 0.38009516776443
505 => 0.3942825216968
506 => 0.40371628420677
507 => 0.41467408481908
508 => 0.43068637669282
509 => 0.43670714655932
510 => 0.43561954837276
511 => 0.44775988532566
512 => 0.4695758009655
513 => 0.44002916866447
514 => 0.47114184422228
515 => 0.46129193035379
516 => 0.43793796176398
517 => 0.436434241512
518 => 0.45224982018617
519 => 0.48732725149244
520 => 0.47854075279515
521 => 0.48734162305663
522 => 0.47707494041086
523 => 0.47656511308311
524 => 0.48684299319619
525 => 0.51085782029848
526 => 0.49944927612451
527 => 0.48309233056133
528 => 0.49517004462293
529 => 0.48470721096311
530 => 0.46113151836479
531 => 0.47853403392519
601 => 0.46689746736505
602 => 0.4702936361212
603 => 0.49475196822196
604 => 0.49180907699488
605 => 0.49561745074711
606 => 0.48889577075691
607 => 0.48261666173442
608 => 0.47089623845118
609 => 0.46742639892689
610 => 0.46838533773966
611 => 0.46742592372444
612 => 0.46086845461372
613 => 0.4594523697836
614 => 0.45709216635997
615 => 0.45782369209209
616 => 0.4533858191538
617 => 0.46176100229969
618 => 0.46331551009343
619 => 0.4694102699547
620 => 0.47004304814208
621 => 0.48701686760224
622 => 0.47766797307703
623 => 0.48394001866926
624 => 0.48337898787671
625 => 0.43844411307875
626 => 0.44463574236215
627 => 0.45426797448682
628 => 0.44992866697084
629 => 0.44379390138482
630 => 0.43883974924879
701 => 0.43133370217465
702 => 0.44189831929064
703 => 0.4557896673764
704 => 0.47039535565375
705 => 0.48794313311639
706 => 0.48402667346538
707 => 0.47006731216007
708 => 0.47069351891091
709 => 0.4745644826413
710 => 0.4695512328963
711 => 0.46807272767623
712 => 0.47436135872806
713 => 0.47440466507394
714 => 0.46863631537084
715 => 0.4622258502727
716 => 0.46219899018987
717 => 0.46105830984341
718 => 0.47727786491046
719 => 0.48619698021537
720 => 0.4872195424112
721 => 0.48612815363224
722 => 0.48654818585759
723 => 0.48135834918096
724 => 0.49322077682547
725 => 0.50410691350458
726 => 0.50118919632619
727 => 0.49681512349785
728 => 0.49333096380618
729 => 0.50036843903102
730 => 0.50005507133727
731 => 0.50401183259754
801 => 0.50383233105142
802 => 0.50250182106091
803 => 0.50118924384289
804 => 0.50639346414532
805 => 0.50489473227544
806 => 0.50339367246101
807 => 0.5003830672024
808 => 0.5007922584579
809 => 0.49641894087491
810 => 0.49439564405161
811 => 0.46397011439719
812 => 0.45583941869067
813 => 0.45839750107552
814 => 0.45923968821719
815 => 0.45570119902594
816 => 0.4607744835629
817 => 0.45998381754175
818 => 0.46305983650588
819 => 0.46113807340231
820 => 0.46121694323042
821 => 0.46686843875493
822 => 0.46850909194887
823 => 0.46767464249274
824 => 0.46825906228856
825 => 0.48172676981514
826 => 0.47981209247791
827 => 0.47879495830343
828 => 0.47907671142098
829 => 0.48251799944493
830 => 0.48348137220427
831 => 0.47939949412793
901 => 0.48132453142579
902 => 0.48952109591648
903 => 0.49238942960284
904 => 0.50154377385146
905 => 0.49765484570915
906 => 0.50479314162322
907 => 0.52673382963865
908 => 0.54426156940551
909 => 0.52814233555143
910 => 0.56032979748907
911 => 0.5853923536247
912 => 0.58443041097634
913 => 0.58006017460673
914 => 0.55152712076884
915 => 0.52527057922334
916 => 0.54723529113779
917 => 0.54729128370554
918 => 0.54540449547255
919 => 0.53368581580281
920 => 0.54499671082176
921 => 0.54589452859323
922 => 0.54539198939022
923 => 0.53640730516333
924 => 0.52268935299607
925 => 0.52536980801341
926 => 0.52976044801162
927 => 0.52144805051155
928 => 0.51879173584435
929 => 0.52373033019522
930 => 0.5396435101907
1001 => 0.53663521569133
1002 => 0.53655665696448
1003 => 0.54942741654819
1004 => 0.54021473037001
1005 => 0.52540361713519
1006 => 0.52166361570881
1007 => 0.50838913021201
1008 => 0.51755786462674
1009 => 0.51788783105555
1010 => 0.51286620891879
1011 => 0.52581109409584
1012 => 0.52569180470003
1013 => 0.53798104658375
1014 => 0.56147346143696
1015 => 0.55452559837334
1016 => 0.5464459895557
1017 => 0.54732446705743
1018 => 0.55695919698417
1019 => 0.55113381933097
1020 => 0.55322866575104
1021 => 0.55695602618322
1022 => 0.55920483527711
1023 => 0.54700089803603
1024 => 0.54415557648334
1025 => 0.53833504715869
1026 => 0.53681657970321
1027 => 0.54155727938881
1028 => 0.54030827251305
1029 => 0.5178600986549
1030 => 0.51551413958626
1031 => 0.51558608680164
1101 => 0.50968706117928
1102 => 0.50068963117681
1103 => 0.52433434001467
1104 => 0.5224353389875
1105 => 0.52033898882451
1106 => 0.52059577975787
1107 => 0.53085914647085
1108 => 0.52490587546488
1109 => 0.54073362215618
1110 => 0.53747991326207
1111 => 0.53414275901218
1112 => 0.53368146264265
1113 => 0.53239694296906
1114 => 0.52799184705963
1115 => 0.52267242904376
1116 => 0.51916008850959
1117 => 0.47889773895165
1118 => 0.48637019683429
1119 => 0.4949665784923
1120 => 0.49793401499281
1121 => 0.49285800951833
1122 => 0.52819227869438
1123 => 0.53464819016233
1124 => 0.51509281321722
1125 => 0.51143480063156
1126 => 0.5284320973905
1127 => 0.51818064960984
1128 => 0.52279687591777
1129 => 0.51281911958082
1130 => 0.53309315014086
1201 => 0.53293869599628
1202 => 0.52505164019868
1203 => 0.53171772575058
1204 => 0.53055932934163
1205 => 0.5216548627711
1206 => 0.53337543761375
1207 => 0.53338125087265
1208 => 0.52579013114683
1209 => 0.51692536521687
1210 => 0.51534055444502
1211 => 0.5141466124178
1212 => 0.52250323936905
1213 => 0.52999576496304
1214 => 0.54393749753884
1215 => 0.5474427803558
1216 => 0.56112413255025
1217 => 0.5529775534514
1218 => 0.55658882645006
1219 => 0.56050937413586
1220 => 0.5623890288698
1221 => 0.55932623234868
1222 => 0.5805790037759
1223 => 0.58237338885245
1224 => 0.58297503064724
1225 => 0.57580871569935
1226 => 0.58217408066998
1227 => 0.57919593719895
1228 => 0.58694423915847
1229 => 0.58815927184101
1230 => 0.58713018238494
1231 => 0.58751585293637
]
'min_raw' => 0.26346151463537
'max_raw' => 0.58815927184101
'avg_raw' => 0.42581039323819
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.263461'
'max' => '$0.588159'
'avg' => '$0.42581'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.040625230997218
'max_diff' => -0.056125957036493
'year' => 2031
]
6 => [
'items' => [
101 => 0.56938036176903
102 => 0.56843994087966
103 => 0.55561723532397
104 => 0.56084258261857
105 => 0.55107404630873
106 => 0.55417174979965
107 => 0.55553718798245
108 => 0.55482396056369
109 => 0.56113801591456
110 => 0.55576977899003
111 => 0.54160211912635
112 => 0.52743059929321
113 => 0.52725268740557
114 => 0.52352157638161
115 => 0.52082466649836
116 => 0.52134418701989
117 => 0.5231750450999
118 => 0.52071825369843
119 => 0.52124253470642
120 => 0.52994909270513
121 => 0.53169513081944
122 => 0.52576141108588
123 => 0.50193667012398
124 => 0.49609001893209
125 => 0.50029247586469
126 => 0.4982839721238
127 => 0.40215405497342
128 => 0.42473835309268
129 => 0.41131953004051
130 => 0.41750354107332
131 => 0.40380639752444
201 => 0.41034339235476
202 => 0.40913624810243
203 => 0.44545113116024
204 => 0.44488412421078
205 => 0.44515552043215
206 => 0.43220107166725
207 => 0.45283786030135
208 => 0.46300428445742
209 => 0.46112274991675
210 => 0.46159629162457
211 => 0.45345927616554
212 => 0.44523430452843
213 => 0.43611154516881
214 => 0.45306050445184
215 => 0.45117606950795
216 => 0.45549828527094
217 => 0.46649089690262
218 => 0.46810960072225
219 => 0.47028515507112
220 => 0.46950537370355
221 => 0.48808292947417
222 => 0.48583306489168
223 => 0.49125459120525
224 => 0.48010210024606
225 => 0.46748199812157
226 => 0.46988066695322
227 => 0.46964965585585
228 => 0.46670861944422
229 => 0.46405358327442
301 => 0.4596336961035
302 => 0.4736188731325
303 => 0.47305110048506
304 => 0.48224267968369
305 => 0.48061797877809
306 => 0.46976782849878
307 => 0.47015534373865
308 => 0.47276156996026
309 => 0.48178174867061
310 => 0.48445955185244
311 => 0.48321908672661
312 => 0.48615517566912
313 => 0.4884757406553
314 => 0.48644660290334
315 => 0.51517491439826
316 => 0.50324491653468
317 => 0.509059514485
318 => 0.51044626183455
319 => 0.50689413765883
320 => 0.50766446620052
321 => 0.5088313040392
322 => 0.51591611490543
323 => 0.53450870862497
324 => 0.54274324181929
325 => 0.5675172412191
326 => 0.54205947846774
327 => 0.54054892018076
328 => 0.54501146557578
329 => 0.55955642581763
330 => 0.57134374995501
331 => 0.57525428539842
401 => 0.57577112721317
402 => 0.58310755167249
403 => 0.58731265335636
404 => 0.58221671677601
405 => 0.57789844409097
406 => 0.56243092733688
407 => 0.56422133451781
408 => 0.57655546453309
409 => 0.5939781496563
410 => 0.60892862601344
411 => 0.60369349026987
412 => 0.64363388056342
413 => 0.64759380711916
414 => 0.64704667330891
415 => 0.65606797531897
416 => 0.6381625279852
417 => 0.63050760234831
418 => 0.57883210365995
419 => 0.59335081097518
420 => 0.61445460471165
421 => 0.61166143847546
422 => 0.59633529935802
423 => 0.60891699976259
424 => 0.60475709614269
425 => 0.60147600756311
426 => 0.61650731041647
427 => 0.59997977547732
428 => 0.61428972990773
429 => 0.5959370653332
430 => 0.60371740392898
501 => 0.59930090744938
502 => 0.60215892193713
503 => 0.58545102764058
504 => 0.59446620184179
505 => 0.58507596675467
506 => 0.58507151456059
507 => 0.58486422460059
508 => 0.59591179453791
509 => 0.59627205539695
510 => 0.58810788452131
511 => 0.58693129994982
512 => 0.59128174978358
513 => 0.58618851241286
514 => 0.58857160612217
515 => 0.58626069389362
516 => 0.58574045887572
517 => 0.58159513774236
518 => 0.57980921942013
519 => 0.58050952401173
520 => 0.57811902340886
521 => 0.57667866032745
522 => 0.58457770013029
523 => 0.58035756180999
524 => 0.5839309034074
525 => 0.57985862966549
526 => 0.56574235467082
527 => 0.55762393564449
528 => 0.53095960075895
529 => 0.53852157305548
530 => 0.54353516851151
531 => 0.5418781752432
601 => 0.5454380379548
602 => 0.54565658461329
603 => 0.54449923695724
604 => 0.54315917663696
605 => 0.54250690938303
606 => 0.54736837510129
607 => 0.55019061958015
608 => 0.54403834988878
609 => 0.54259695917949
610 => 0.54881724351359
611 => 0.55261161336405
612 => 0.58062710846759
613 => 0.57855163010146
614 => 0.58376067350838
615 => 0.58317421516005
616 => 0.58863412251619
617 => 0.59755876351448
618 => 0.5794124729961
619 => 0.58256204157857
620 => 0.58178984009631
621 => 0.59022053339755
622 => 0.5902468531018
623 => 0.58519223132334
624 => 0.58793242379131
625 => 0.58640292352894
626 => 0.58916693722741
627 => 0.57852391082252
628 => 0.59148596813997
629 => 0.59883461938244
630 => 0.59893665541207
701 => 0.6024198577785
702 => 0.60595899311627
703 => 0.61275205520338
704 => 0.6057695383016
705 => 0.5932086701296
706 => 0.59411552424026
707 => 0.58675109182686
708 => 0.58687488926622
709 => 0.58621404883273
710 => 0.5881972807194
711 => 0.57895911869484
712 => 0.58112729685703
713 => 0.57809183473313
714 => 0.58255544307673
715 => 0.57775333835991
716 => 0.58178946771737
717 => 0.58353132734825
718 => 0.58995882688572
719 => 0.57680399145219
720 => 0.54998039149914
721 => 0.55561903741398
722 => 0.54727903719985
723 => 0.54805093597229
724 => 0.54961029433939
725 => 0.5445559036813
726 => 0.54552012213671
727 => 0.54548567346838
728 => 0.5451888134554
729 => 0.54387397123541
730 => 0.5419671898828
731 => 0.54956321991522
801 => 0.55085393343609
802 => 0.5537230297074
803 => 0.56225951408424
804 => 0.56140651799083
805 => 0.56279779000965
806 => 0.55976065100423
807 => 0.54819182014002
808 => 0.54882006331527
809 => 0.54098586085298
810 => 0.55352269153675
811 => 0.55055380455276
812 => 0.54863974380042
813 => 0.5481174745905
814 => 0.55667511926096
815 => 0.55923570067101
816 => 0.5576401181705
817 => 0.55436753191136
818 => 0.56065186498218
819 => 0.5623332873972
820 => 0.56270969586745
821 => 0.57384432916759
822 => 0.56333199817858
823 => 0.56586242073122
824 => 0.58560405514593
825 => 0.56770111689112
826 => 0.57718470256786
827 => 0.57672053039918
828 => 0.58157201192436
829 => 0.57632256730998
830 => 0.57638764046738
831 => 0.58069542739391
901 => 0.57464591756906
902 => 0.57314797386198
903 => 0.57107857535913
904 => 0.57559703128268
905 => 0.57830564125667
906 => 0.6001350483922
907 => 0.61423784094366
908 => 0.61362560152553
909 => 0.61922032374306
910 => 0.61669985014228
911 => 0.60856057601803
912 => 0.62245332446939
913 => 0.61805707756209
914 => 0.61841949881569
915 => 0.61840600947853
916 => 0.62132912934531
917 => 0.6192578310197
918 => 0.6151750894055
919 => 0.61788540382258
920 => 0.62593406868615
921 => 0.65091737138589
922 => 0.6648983585614
923 => 0.65007569840288
924 => 0.6603001708969
925 => 0.65416913075254
926 => 0.65305493837567
927 => 0.65947666268449
928 => 0.66590962737162
929 => 0.66549987533152
930 => 0.66082987330506
1001 => 0.65819190765722
1002 => 0.67816746732596
1003 => 0.69288511941511
1004 => 0.69188147421102
1005 => 0.69631123773896
1006 => 0.70931716046442
1007 => 0.71050625904291
1008 => 0.71035645995314
1009 => 0.70740915505675
1010 => 0.72021517501245
1011 => 0.73089818215998
1012 => 0.70672693912907
1013 => 0.71593103205043
1014 => 0.72006304590019
1015 => 0.7261300681449
1016 => 0.73636615162271
1017 => 0.74748525326666
1018 => 0.74905761615386
1019 => 0.7479419494409
1020 => 0.74060860300922
1021 => 0.75277525670651
1022 => 0.75990219709924
1023 => 0.76414612700598
1024 => 0.77490802712688
1025 => 0.72008856381102
1026 => 0.68128462297195
1027 => 0.67522482727423
1028 => 0.68754766011524
1029 => 0.69079709286266
1030 => 0.68948725059662
1031 => 0.64580988728229
1101 => 0.67499487499562
1102 => 0.70639546783169
1103 => 0.70760169248547
1104 => 0.72332148581464
1105 => 0.72844049489872
1106 => 0.74109698896912
1107 => 0.74030532181902
1108 => 0.74338697671636
1109 => 0.74267855762228
1110 => 0.76612204774844
1111 => 0.79198369874956
1112 => 0.7910881920104
1113 => 0.78737027369782
1114 => 0.79289201639128
1115 => 0.81958401172738
1116 => 0.81712664052734
1117 => 0.8195137673298
1118 => 0.850985134126
1119 => 0.8919023877108
1120 => 0.87289221539557
1121 => 0.91413881928989
1122 => 0.94010137005284
1123 => 0.98500091701951
1124 => 0.97937927260435
1125 => 0.99685833675038
1126 => 0.96931535582862
1127 => 0.90607110427742
1128 => 0.89606245938018
1129 => 0.91610001992372
1130 => 0.96536040728346
1201 => 0.91454863502293
1202 => 0.92482779037384
1203 => 0.92186739294126
1204 => 0.92170964594296
1205 => 0.92773020726477
1206 => 0.91899706905612
1207 => 0.88341669293249
1208 => 0.89972296963348
1209 => 0.8934263331075
1210 => 0.90041292077842
1211 => 0.93811665295042
1212 => 0.92144693421246
1213 => 0.90388673966001
1214 => 0.92591112054791
1215 => 0.95395572581658
1216 => 0.95220074481987
1217 => 0.9487953481611
1218 => 0.96799139082582
1219 => 0.99969762939516
1220 => 1.0082676982745
1221 => 1.0145939479138
1222 => 1.0154662308562
1223 => 1.0244512872838
1224 => 0.9761363743469
1225 => 1.0528133819928
1226 => 1.0660533830536
1227 => 1.063564811596
1228 => 1.0782805155507
1229 => 1.0739507821459
1230 => 1.0676776777566
1231 => 1.0910051986448
]
'min_raw' => 0.40215405497342
'max_raw' => 1.0910051986448
'avg_raw' => 0.74657962680912
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.402154'
'max' => '$1.09'
'avg' => '$0.746579'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.13869254033805
'max_diff' => 0.50284592680381
'year' => 2032
]
7 => [
'items' => [
101 => 1.0642620783803
102 => 1.0263035860301
103 => 1.0054788063929
104 => 1.0329025561062
105 => 1.0496492830992
106 => 1.0607178043496
107 => 1.0640671321922
108 => 0.97988692350327
109 => 0.93451845986835
110 => 0.96359912490784
111 => 0.99907954329631
112 => 0.9759392788313
113 => 0.97684633338801
114 => 0.94385439741543
115 => 1.001998597565
116 => 0.99352747667292
117 => 1.0374756668463
118 => 1.0269870785551
119 => 1.0628251215826
120 => 1.0533877637899
121 => 1.092561708352
122 => 1.10818925543
123 => 1.1344303392075
124 => 1.1537333872547
125 => 1.1650685062764
126 => 1.1643879882473
127 => 1.2093033769454
128 => 1.1828183414543
129 => 1.1495468948339
130 => 1.1489451193346
131 => 1.1661768729994
201 => 1.2022899013799
202 => 1.2116534842158
203 => 1.2168864496176
204 => 1.208871980944
205 => 1.1801243731179
206 => 1.1677113018124
207 => 1.178287598206
208 => 1.1653536965481
209 => 1.1876812394215
210 => 1.2183417246926
211 => 1.2120104557288
212 => 1.2331749386378
213 => 1.2550779518801
214 => 1.2864002445425
215 => 1.2945890517056
216 => 1.3081248385537
217 => 1.3220576094947
218 => 1.3265324400223
219 => 1.3350762799578
220 => 1.335031249704
221 => 1.3607786864163
222 => 1.3891789064418
223 => 1.3998993320348
224 => 1.4245503595582
225 => 1.3823363387994
226 => 1.4143561584647
227 => 1.4432388373108
228 => 1.4088037168974
301 => 1.4562645080333
302 => 1.4581073030046
303 => 1.4859313192049
304 => 1.4577263483494
305 => 1.4409783266888
306 => 1.4893292376827
307 => 1.5127247204732
308 => 1.5056778106579
309 => 1.452050479015
310 => 1.4208370718144
311 => 1.3391455645537
312 => 1.4359126837145
313 => 1.4830451247221
314 => 1.4519284173792
315 => 1.4676218746122
316 => 1.5532402886548
317 => 1.5858382373405
318 => 1.5790580918907
319 => 1.580203824861
320 => 1.5977930862772
321 => 1.6757935579796
322 => 1.6290538672987
323 => 1.6647846095215
324 => 1.6837360663596
325 => 1.7013392356471
326 => 1.6581114154159
327 => 1.6018726564379
328 => 1.5840594807271
329 => 1.4488344740772
330 => 1.4417954252286
331 => 1.4378441938049
401 => 1.4129322385912
402 => 1.3933582657521
403 => 1.3777923158153
404 => 1.3369426147953
405 => 1.350728189734
406 => 1.2856222923033
407 => 1.3272747382681
408 => 1.2233641539318
409 => 1.3099039762868
410 => 1.2628042854618
411 => 1.2944304611087
412 => 1.2943201203612
413 => 1.2360863039073
414 => 1.2024982538854
415 => 1.2239018666258
416 => 1.2468482385044
417 => 1.2505712101408
418 => 1.280321780243
419 => 1.2886245248722
420 => 1.2634668210278
421 => 1.2212108380347
422 => 1.2310259391277
423 => 1.202299351175
424 => 1.1519571107403
425 => 1.1881137867117
426 => 1.2004592655852
427 => 1.2059117323621
428 => 1.1564059207399
429 => 1.1408501199048
430 => 1.1325683420659
501 => 1.2148202594217
502 => 1.2193262051276
503 => 1.1962731498195
504 => 1.3004751457928
505 => 1.2768910248623
506 => 1.3032402661916
507 => 1.2301353215805
508 => 1.2329280289135
509 => 1.1983189765759
510 => 1.2176977333073
511 => 1.204001452656
512 => 1.216132121268
513 => 1.2234031940173
514 => 1.25800656735
515 => 1.3102990912261
516 => 1.2528379772949
517 => 1.2278013470968
518 => 1.2433339316603
519 => 1.2846992512132
520 => 1.3473698277874
521 => 1.3102675850926
522 => 1.3267329303636
523 => 1.3303298758131
524 => 1.3029720556496
525 => 1.3483785496396
526 => 1.3727122586506
527 => 1.3976736089443
528 => 1.4193468500031
529 => 1.3877034967251
530 => 1.4215664206291
531 => 1.3942788815732
601 => 1.3697991381062
602 => 1.3698362637723
603 => 1.3544797631034
604 => 1.3247246080139
605 => 1.3192373008894
606 => 1.3477829655215
607 => 1.3706738852719
608 => 1.3725592910627
609 => 1.3852328804144
610 => 1.3927329800444
611 => 1.4662441523096
612 => 1.495810953911
613 => 1.5319646792382
614 => 1.5460485927655
615 => 1.5884361231202
616 => 1.5542047498119
617 => 1.5467985768712
618 => 1.4439802930863
619 => 1.4608167812961
620 => 1.4877736233995
621 => 1.4444248014838
622 => 1.4719196514659
623 => 1.4773477172729
624 => 1.4429518251027
625 => 1.4613241572696
626 => 1.4125326900513
627 => 1.3113626118797
628 => 1.3484911808576
629 => 1.3758303049666
630 => 1.3368140039734
701 => 1.4067492133642
702 => 1.3658945077939
703 => 1.3529455274998
704 => 1.3024269387278
705 => 1.3262697679894
706 => 1.3585175359621
707 => 1.3385921645604
708 => 1.3799403020285
709 => 1.4385002918289
710 => 1.4802336278684
711 => 1.4834373952046
712 => 1.4566056560476
713 => 1.4996036892846
714 => 1.4999168830147
715 => 1.4514149258713
716 => 1.4217077471809
717 => 1.4149582136781
718 => 1.4318198716922
719 => 1.4522930373552
720 => 1.4845735134129
721 => 1.5040799290271
722 => 1.5549423155454
723 => 1.5687042189983
724 => 1.5838243785447
725 => 1.6040295745831
726 => 1.6282910929332
727 => 1.5752082719922
728 => 1.577317351427
729 => 1.5278873635484
730 => 1.4750643325228
731 => 1.5151504285874
801 => 1.5675576667621
802 => 1.5555353884199
803 => 1.5541826365136
804 => 1.556457589998
805 => 1.5473931847389
806 => 1.5063952156948
807 => 1.4858062923017
808 => 1.5123712562734
809 => 1.5264893523538
810 => 1.5483852881471
811 => 1.5456861518935
812 => 1.6020877310453
813 => 1.6240036792085
814 => 1.618396641832
815 => 1.6194284716502
816 => 1.6591062489575
817 => 1.7032360976805
818 => 1.7445695244561
819 => 1.7866156614841
820 => 1.7359274022081
821 => 1.710191030165
822 => 1.7367443967044
823 => 1.7226548066529
824 => 1.8036177703327
825 => 1.8092234702751
826 => 1.8901805794111
827 => 1.9670185161744
828 => 1.918757984788
829 => 1.9642654921833
830 => 2.0134855717129
831 => 2.1084390907955
901 => 2.0764620860736
902 => 2.0519682016001
903 => 2.0288215991263
904 => 2.0769860044547
905 => 2.1389487424645
906 => 2.15229492276
907 => 2.1739208334721
908 => 2.1511838326489
909 => 2.178568045742
910 => 2.2752463511936
911 => 2.2491230196576
912 => 2.2120236893413
913 => 2.2883419264122
914 => 2.3159611997285
915 => 2.5098077241882
916 => 2.7545469687191
917 => 2.6532233144388
918 => 2.5903284525331
919 => 2.6051102369671
920 => 2.6944807241235
921 => 2.7231836881206
922 => 2.6451591374713
923 => 2.6727187278152
924 => 2.8245747802092
925 => 2.9060406801932
926 => 2.7953990456849
927 => 2.4901431641875
928 => 2.2086833005589
929 => 2.2833391306961
930 => 2.2748754763986
1001 => 2.4380258602677
1002 => 2.24849998684
1003 => 2.2516911164824
1004 => 2.4182152775105
1005 => 2.3737894862951
1006 => 2.3018253941515
1007 => 2.2092087180718
1008 => 2.0379982263328
1009 => 1.8863523192419
1010 => 2.1837648650139
1011 => 2.1709398952306
1012 => 2.1523674384303
1013 => 2.1936984312896
1014 => 2.3943900006073
1015 => 2.3897634103593
1016 => 2.3603314037087
1017 => 2.3826553213514
1018 => 2.2979119034542
1019 => 2.319752211818
1020 => 2.2086387158785
1021 => 2.2588666565527
1022 => 2.3016709915305
1023 => 2.3102645955063
1024 => 2.3296264240641
1025 => 2.1641817189259
1026 => 2.2384615343316
1027 => 2.282093966805
1028 => 2.0849610495289
1029 => 2.2781972828611
1030 => 2.1613016946907
1031 => 2.1216255763529
1101 => 2.1750442427637
1102 => 2.154226936512
1103 => 2.1363294390301
1104 => 2.1263423279172
1105 => 2.1655671009262
1106 => 2.1637372183816
1107 => 2.0995578765385
1108 => 2.0158385413888
1109 => 2.0439374982585
1110 => 2.0337288837986
1111 => 1.9967315480585
1112 => 2.021663285272
1113 => 1.9118765322472
1114 => 1.7229941298869
1115 => 1.8477756305105
1116 => 1.8429716784727
1117 => 1.8405493080133
1118 => 1.9343191570247
1119 => 1.9253053496807
1120 => 1.908945201088
1121 => 1.9964310810998
1122 => 1.9644975580444
1123 => 2.062909151617
1124 => 2.1277293920067
1125 => 2.1112888823288
1126 => 2.1722526317187
1127 => 2.0445848414729
1128 => 2.0869909602498
1129 => 2.0957308025574
1130 => 1.9953515189205
1201 => 1.9267801200378
1202 => 1.9222071895035
1203 => 1.8033138335617
1204 => 1.8668257046322
1205 => 1.9227135228744
1206 => 1.8959475950063
1207 => 1.8874743018526
1208 => 1.9307625189418
1209 => 1.9341263841481
1210 => 1.8574299009572
1211 => 1.8733775284743
1212 => 1.9398817862933
1213 => 1.8717017918096
1214 => 1.7392391996667
1215 => 1.7063866453767
1216 => 1.7020035090417
1217 => 1.6129047762381
1218 => 1.7085820101449
1219 => 1.6668163335542
1220 => 1.7987536054748
1221 => 1.7233917433475
1222 => 1.7201430440951
1223 => 1.7152321586944
1224 => 1.6385411987481
1225 => 1.6553316450115
1226 => 1.7111456456485
1227 => 1.7310607098655
1228 => 1.7289834055084
1229 => 1.7108721265962
1230 => 1.7191633773374
1231 => 1.6924543698366
]
'min_raw' => 0.93451845986835
'max_raw' => 2.9060406801932
'avg_raw' => 1.9202795700308
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.934518'
'max' => '$2.90'
'avg' => '$1.92'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.53236440489493
'max_diff' => 1.8150354815484
'year' => 2033
]
8 => [
'items' => [
101 => 1.6830228633882
102 => 1.6532544346966
103 => 1.6095030682583
104 => 1.6155869641043
105 => 1.5289040590223
106 => 1.4816746117237
107 => 1.4686021231855
108 => 1.4511210451754
109 => 1.4705766574621
110 => 1.5286584972434
111 => 1.4585994757175
112 => 1.3384881973804
113 => 1.3457070898681
114 => 1.3619257979796
115 => 1.3317023427114
116 => 1.3030983787623
117 => 1.327967204703
118 => 1.2770744726726
119 => 1.3680759415026
120 => 1.3656146067994
121 => 1.3995343268862
122 => 1.4207450239591
123 => 1.3718612342507
124 => 1.3595670933348
125 => 1.366570394738
126 => 1.2508214225894
127 => 1.3900751664316
128 => 1.391279438591
129 => 1.3809677292275
130 => 1.4551160488465
131 => 1.6115921306833
201 => 1.5527195344605
202 => 1.5299222857694
203 => 1.4865846993429
204 => 1.5443294601249
205 => 1.5398955634555
206 => 1.5198438012107
207 => 1.5077164328398
208 => 1.5300614809086
209 => 1.5049476341024
210 => 1.5004364971337
211 => 1.4731039152684
212 => 1.4633474270958
213 => 1.4561241116697
214 => 1.4481719511339
215 => 1.4657124357209
216 => 1.4259633900039
217 => 1.3780299375163
218 => 1.3740447895891
219 => 1.3850481333939
220 => 1.3801799728628
221 => 1.3740214827094
222 => 1.3622632478414
223 => 1.358774830731
224 => 1.3701104940004
225 => 1.3573131910794
226 => 1.3761963086444
227 => 1.3710611455173
228 => 1.3423765417246
301 => 1.3066249049983
302 => 1.3063066404399
303 => 1.2986040089516
304 => 1.288793549653
305 => 1.286064504309
306 => 1.3258728215471
307 => 1.4082748468674
308 => 1.3920973575836
309 => 1.4037872515269
310 => 1.4612899598145
311 => 1.4795683416124
312 => 1.4665947791595
313 => 1.4488357666994
314 => 1.4496170731192
315 => 1.5103049947138
316 => 1.5140900259423
317 => 1.5236535787595
318 => 1.5359454467892
319 => 1.4686881374365
320 => 1.446449259897
321 => 1.4359112459528
322 => 1.4034582417294
323 => 1.4384560244741
324 => 1.4180643152232
325 => 1.4208158534812
326 => 1.419023910581
327 => 1.4200024325752
328 => 1.3680505047374
329 => 1.3869790567286
330 => 1.3555066677903
331 => 1.3133686719434
401 => 1.3132274106058
402 => 1.3235406253925
403 => 1.3174059216813
404 => 1.3008975917319
405 => 1.3032425220841
406 => 1.2826984647474
407 => 1.305736942607
408 => 1.3063976037163
409 => 1.297526534826
410 => 1.3330204886661
411 => 1.3475623905146
412 => 1.3417232629343
413 => 1.3471527017577
414 => 1.3927696053004
415 => 1.4002071509829
416 => 1.4035104174783
417 => 1.3990844779734
418 => 1.3479864950143
419 => 1.3502529078439
420 => 1.3336234742886
421 => 1.3195733553009
422 => 1.3201352863772
423 => 1.3273588739245
424 => 1.3589047044014
425 => 1.4252910449117
426 => 1.4278103580063
427 => 1.4308638389705
428 => 1.4184437973326
429 => 1.4146977939308
430 => 1.4196397393433
501 => 1.444570958411
502 => 1.5087008226131
503 => 1.4860330455145
504 => 1.4676037898883
505 => 1.4837712155641
506 => 1.4812823671058
507 => 1.460273981429
508 => 1.4596843460137
509 => 1.4193625371128
510 => 1.4044564824453
511 => 1.3919998674663
512 => 1.3783975690974
513 => 1.3703336706711
514 => 1.3827234836301
515 => 1.3855571804458
516 => 1.3584666378741
517 => 1.3547742970245
518 => 1.3768970188786
519 => 1.3671616338088
520 => 1.377174718779
521 => 1.3794978403828
522 => 1.3791237642985
523 => 1.3689589041838
524 => 1.3754376829005
525 => 1.3601134398187
526 => 1.3434506270943
527 => 1.332820790706
528 => 1.323544848614
529 => 1.3286916804075
530 => 1.3103441648379
531 => 1.3044744253446
601 => 1.3732428184484
602 => 1.424042769819
603 => 1.423304118407
604 => 1.4188077679027
605 => 1.4121271031047
606 => 1.4440822261697
607 => 1.4329497002567
608 => 1.4410495430121
609 => 1.4431112929427
610 => 1.4493515890232
611 => 1.4515819585004
612 => 1.4448402328491
613 => 1.4222141781308
614 => 1.3658322009936
615 => 1.339586238436
616 => 1.3309246336309
617 => 1.3312394665149
618 => 1.3225549701
619 => 1.325112943506
620 => 1.3216654113396
621 => 1.315136619464
622 => 1.3282885459069
623 => 1.3298041829107
624 => 1.3267343661252
625 => 1.3274574191072
626 => 1.3020406472585
627 => 1.3039730292198
628 => 1.2932132809039
629 => 1.2911959578054
630 => 1.2639962510213
701 => 1.2158080277926
702 => 1.2425089812053
703 => 1.210257984205
704 => 1.1980440429586
705 => 1.2558629411613
706 => 1.2500595274284
707 => 1.2401266058009
708 => 1.2254337445116
709 => 1.2199840193364
710 => 1.1868732143453
711 => 1.1849168513472
712 => 1.2013274603677
713 => 1.1937545289593
714 => 1.1831192651685
715 => 1.1445994177978
716 => 1.1012903558699
717 => 1.1025975842184
718 => 1.1163733910239
719 => 1.1564284072317
720 => 1.1407782194405
721 => 1.1294238286328
722 => 1.1272974925462
723 => 1.1539130404555
724 => 1.1915796168769
725 => 1.2092519317916
726 => 1.1917392044273
727 => 1.1716215261833
728 => 1.1728459960417
729 => 1.1809918454372
730 => 1.1818478590326
731 => 1.1687533186265
801 => 1.1724393550491
802 => 1.166839928665
803 => 1.1324762592811
804 => 1.1318547294703
805 => 1.1234213308145
806 => 1.1231659708549
807 => 1.1088186559314
808 => 1.1068113673953
809 => 1.0783239027951
810 => 1.0970744382629
811 => 1.0844975635184
812 => 1.0655412466935
813 => 1.0622731705278
814 => 1.062174928212
815 => 1.0816388270362
816 => 1.0968469912727
817 => 1.0847163436392
818 => 1.0819544303158
819 => 1.1114444388556
820 => 1.1076915664615
821 => 1.1044416031716
822 => 1.1882069880889
823 => 1.1219001496324
824 => 1.0929865834033
825 => 1.0572005546575
826 => 1.068852666066
827 => 1.0713079371449
828 => 0.98524898892774
829 => 0.95033488435402
830 => 0.93835367937459
831 => 0.93145832651956
901 => 0.93460062540199
902 => 0.90317383626962
903 => 0.92429315831769
904 => 0.89708021536942
905 => 0.89251787692556
906 => 0.94117798995381
907 => 0.94794876041344
908 => 0.91906255011918
909 => 0.93761217338075
910 => 0.93088582212705
911 => 0.89754670317038
912 => 0.8962733940522
913 => 0.87954499608644
914 => 0.85336829252616
915 => 0.84140483658438
916 => 0.83517416485842
917 => 0.83774506144592
918 => 0.83644513746055
919 => 0.82796225415351
920 => 0.836931366402
921 => 0.81401899090016
922 => 0.80489509835777
923 => 0.80077404776908
924 => 0.78043799572407
925 => 0.81280169801107
926 => 0.81917775506879
927 => 0.82556637492857
928 => 0.88117494911199
929 => 0.87839690189398
930 => 0.90350909578087
1001 => 0.90253328210478
1002 => 0.89537087761768
1003 => 0.86515387124491
1004 => 0.87719783141875
1005 => 0.84012839405066
1006 => 0.86790333700355
1007 => 0.8552280129492
1008 => 0.86361779719055
1009 => 0.84853220864826
1010 => 0.85688119621625
1011 => 0.8206897547333
1012 => 0.78689469590384
1013 => 0.80049481411608
1014 => 0.81527969797496
1015 => 0.84733709329935
1016 => 0.82824397311191
1017 => 0.83511058112212
1018 => 0.81210859374422
1019 => 0.76464892359073
1020 => 0.76491754016969
1021 => 0.7576169038817
1022 => 0.75130808821852
1023 => 0.83043704764432
1024 => 0.82059611069599
1025 => 0.8049158656188
1026 => 0.82590449676278
1027 => 0.83145422397162
1028 => 0.83161221690326
1029 => 0.84692498039092
1030 => 0.85509740500926
1031 => 0.85653783026955
1101 => 0.88063279447155
1102 => 0.88870910865179
1103 => 0.92197430375747
1104 => 0.85440403187794
1105 => 0.85301246659444
1106 => 0.82619984984529
1107 => 0.80919486441228
1108 => 0.82736419574629
1109 => 0.84345974294715
1110 => 0.82669998336298
1111 => 0.82888845414684
1112 => 0.80638984622776
1113 => 0.81443203990093
1114 => 0.82135906049275
1115 => 0.8175343668734
1116 => 0.81180861540797
1117 => 0.84214009162788
1118 => 0.84042867086954
1119 => 0.86867403884315
1120 => 0.89069332302423
1121 => 0.93015581669457
1122 => 0.88897464732324
1123 => 0.88747384183103
1124 => 0.9021444562542
1125 => 0.88870686265716
1126 => 0.89719895796052
1127 => 0.92878760885392
1128 => 0.92945502727055
1129 => 0.91827490887188
1130 => 0.91759459765128
1201 => 0.91974186168683
1202 => 0.93231845421166
1203 => 0.92792380634384
1204 => 0.93300940411536
1205 => 0.93936902200209
1206 => 0.9656750980037
1207 => 0.97201740386888
1208 => 0.95660888872505
1209 => 0.95800010512071
1210 => 0.95223689748372
1211 => 0.94666971111916
1212 => 0.95918393304441
1213 => 0.98205391958044
1214 => 0.98191164658115
1215 => 0.9872170389285
1216 => 0.99052225440865
1217 => 0.97633385000222
1218 => 0.96709772045573
1219 => 0.97063944023405
1220 => 0.9763027272882
1221 => 0.96880291257026
1222 => 0.92251058187901
1223 => 0.9365527178452
1224 => 0.93421541979506
1225 => 0.93088682314651
1226 => 0.94500629944514
1227 => 0.94364444151144
1228 => 0.90285150912353
1229 => 0.90546294030266
1230 => 0.90301031890286
1231 => 0.91093524040473
]
'min_raw' => 0.75130808821852
'max_raw' => 1.6830228633882
'avg_raw' => 1.2171654758033
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.751308'
'max' => '$1.68'
'avg' => '$1.21'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.18321037164983
'max_diff' => -1.223017816805
'year' => 2034
]
9 => [
'items' => [
101 => 0.88827889088869
102 => 0.89524783140698
103 => 0.89961868557029
104 => 0.90219315225097
105 => 0.9114938912299
106 => 0.91040255685945
107 => 0.91142605235313
108 => 0.92521659295482
109 => 0.99496441497614
110 => 0.99876063503887
111 => 0.98006665904775
112 => 0.98753453373383
113 => 0.97319784738122
114 => 0.98282216097718
115 => 0.98940687190847
116 => 0.95965182937705
117 => 0.95788992886697
118 => 0.94349406990994
119 => 0.95122958909032
120 => 0.93892182187083
121 => 0.94194171743907
122 => 0.9334978261605
123 => 0.94869514929994
124 => 0.96568811799511
125 => 0.96998121296017
126 => 0.95868792840067
127 => 0.95051084611588
128 => 0.93615458332213
129 => 0.96002936829831
130 => 0.96701108299624
131 => 0.95999269632321
201 => 0.95836638277629
202 => 0.95528452154357
203 => 0.95902021420571
204 => 0.96697305907859
205 => 0.96322264430253
206 => 0.96569985933592
207 => 0.95625927012167
208 => 0.97633854695446
209 => 1.0082292709061
210 => 1.0083318047982
211 => 1.004581369806
212 => 1.0030467726115
213 => 1.0068949465089
214 => 1.0089824229879
215 => 1.0214267117377
216 => 1.0347799293687
217 => 1.0970935695869
218 => 1.0795961487657
219 => 1.1348845174223
220 => 1.1786104387336
221 => 1.191721930632
222 => 1.1796599750288
223 => 1.1383966764843
224 => 1.1363721022008
225 => 1.1980368911416
226 => 1.1806137638395
227 => 1.1785413382869
228 => 1.156494231825
301 => 1.1695268023312
302 => 1.1666763879852
303 => 1.162176869493
304 => 1.1870421061622
305 => 1.233587609472
306 => 1.2263330562802
307 => 1.2209178688516
308 => 1.1971900938766
309 => 1.2114795142019
310 => 1.2063913253199
311 => 1.2282534138015
312 => 1.2153027968896
313 => 1.1804817665141
314 => 1.186027130373
315 => 1.1851889597815
316 => 1.2024384511622
317 => 1.1972605820084
318 => 1.1841778977273
319 => 1.2334285220018
320 => 1.2302304604078
321 => 1.2347645805694
322 => 1.2367606404869
323 => 1.2667386275894
324 => 1.2790196497168
325 => 1.2818076567492
326 => 1.2934736779218
327 => 1.2815173955149
328 => 1.3293510498273
329 => 1.361157638774
330 => 1.3981026285876
331 => 1.4520891885824
401 => 1.4723886345441
402 => 1.4687217213244
403 => 1.5096537149723
404 => 1.5832075976906
405 => 1.4835890640077
406 => 1.5884876218685
407 => 1.5552779495619
408 => 1.4765384139393
409 => 1.4714685161234
410 => 1.5247918438318
411 => 1.6430578525089
412 => 1.6134335586973
413 => 1.643106307241
414 => 1.6084914699039
415 => 1.6067725514734
416 => 1.6414251418533
417 => 1.7223928080904
418 => 1.6839281048887
419 => 1.628779520917
420 => 1.6695003771147
421 => 1.6342242029389
422 => 1.5547371093414
423 => 1.6134109055581
424 => 1.5741774089615
425 => 1.5856278290358
426 => 1.6680908033397
427 => 1.6581686401015
428 => 1.6710088380993
429 => 1.6483462247196
430 => 1.6271757702569
501 => 1.5876595448636
502 => 1.575960738651
503 => 1.5791938678092
504 => 1.5759591364728
505 => 1.5538501715381
506 => 1.5490757426655
507 => 1.5411181520386
508 => 1.5435845421179
509 => 1.5286219436641
510 => 1.5568594583771
511 => 1.5621005899359
512 => 1.5826494983307
513 => 1.5847829541687
514 => 1.6420113715528
515 => 1.6104909209421
516 => 1.6316375605565
517 => 1.6297460060695
518 => 1.4782449384354
519 => 1.4991204488502
520 => 1.5315961919595
521 => 1.5169659137086
522 => 1.4962821232197
523 => 1.4795788534052
524 => 1.4542716916392
525 => 1.4898910358438
526 => 1.5367266857779
527 => 1.5859707835416
528 => 1.6451343404036
529 => 1.6319297232517
530 => 1.5848647619994
531 => 1.5869760617802
601 => 1.6000272862593
602 => 1.5831247647301
603 => 1.5781398811547
604 => 1.5993424398041
605 => 1.5994884501728
606 => 1.5800400564155
607 => 1.5584267257727
608 => 1.5583361651282
609 => 1.5544902817003
610 => 1.609175644022
611 => 1.6392470639853
612 => 1.6426947038215
613 => 1.6390150103549
614 => 1.6404311783284
615 => 1.6229332816303
616 => 1.6629282846421
617 => 1.6996316545014
618 => 1.689794367326
619 => 1.6750468753972
620 => 1.6632997877405
621 => 1.6870271268019
622 => 1.6859705857438
623 => 1.699311082585
624 => 1.6987058805899
625 => 1.6942199732636
626 => 1.6897945275319
627 => 1.7073409196286
628 => 1.7022878404912
629 => 1.6972269125262
630 => 1.687076446703
701 => 1.6884560635898
702 => 1.6737111180234
703 => 1.6668894315216
704 => 1.5643076340491
705 => 1.5368944258075
706 => 1.5455191791676
707 => 1.5483586719154
708 => 1.5364284085577
709 => 1.5535333415794
710 => 1.5508675558866
711 => 1.5612385685849
712 => 1.554759210108
713 => 1.55502512524
714 => 1.5740795369757
715 => 1.5796111137659
716 => 1.5767977091651
717 => 1.5787681213096
718 => 1.6241754375208
719 => 1.6177199691998
720 => 1.6142906303165
721 => 1.6152405806237
722 => 1.6268431234595
723 => 1.6300912019782
724 => 1.6163288650561
725 => 1.6228192627077
726 => 1.6504545521539
727 => 1.6601253394382
728 => 1.6909898502083
729 => 1.6778780574602
730 => 1.7019453205144
731 => 1.7759198820083
801 => 1.83501588038
802 => 1.780668758032
803 => 1.8891910332116
804 => 1.9736911910347
805 => 1.970447934235
806 => 1.9557133771947
807 => 1.859512194066
808 => 1.7709864310722
809 => 1.845041990819
810 => 1.8452307736705
811 => 1.8388693354116
812 => 1.799358988733
813 => 1.8374944609908
814 => 1.8405215162909
815 => 1.8388271702818
816 => 1.8085346801203
817 => 1.7622836466315
818 => 1.7713209878659
819 => 1.7861243371645
820 => 1.75809850864
821 => 1.7491425582816
822 => 1.7657933739371
823 => 1.8194457713147
824 => 1.8093030963776
825 => 1.8090382301452
826 => 1.8524328946895
827 => 1.8213716800305
828 => 1.7714349776804
829 => 1.7588253017528
830 => 1.7140694471054
831 => 1.7449824753253
901 => 1.7460949801775
902 => 1.729164230545
903 => 1.7728088147024
904 => 1.7724066221759
905 => 1.8138406591943
906 => 1.8930469760599
907 => 1.8696217706566
908 => 1.8423808054277
909 => 1.8453426536581
910 => 1.8778268182815
911 => 1.8581861508089
912 => 1.8652490717716
913 => 1.8778161277047
914 => 1.8853981445716
915 => 1.8442517181116
916 => 1.8346585178427
917 => 1.8150341968483
918 => 1.8099145778061
919 => 1.8258981777812
920 => 1.8216870638967
921 => 1.7460014784525
922 => 1.7380919136629
923 => 1.7383344887228
924 => 1.7184455119802
925 => 1.6881100485464
926 => 1.767829835214
927 => 1.7614272206669
928 => 1.7543592297299
929 => 1.7552250182903
930 => 1.7898286757285
1001 => 1.7697568068878
1002 => 1.8231211599155
1003 => 1.8121510532123
1004 => 1.8008996046661
1005 => 1.7993443117495
1006 => 1.7950134639877
1007 => 1.7801613755751
1008 => 1.7622265863447
1009 => 1.75038448501
1010 => 1.6146371624479
1011 => 1.6398310759096
1012 => 1.6688143768497
1013 => 1.678819296191
1014 => 1.6617051893384
1015 => 1.7808371448254
1016 => 1.8026037010769
1017 => 1.7366713823936
1018 => 1.7243381375668
1019 => 1.7816457103029
1020 => 1.7470822383772
1021 => 1.762646167669
1022 => 1.7290054655543
1023 => 1.7973607750751
1024 => 1.796840022143
1025 => 1.7702482628647
1026 => 1.7927234357142
1027 => 1.7888178213448
1028 => 1.7587957906122
1029 => 1.7983125269986
1030 => 1.7983321268069
1031 => 1.7727381366562
1101 => 1.7428499594052
1102 => 1.7375066592399
1103 => 1.7334812003368
1104 => 1.761656151544
1105 => 1.7869177246955
1106 => 1.8339232494556
1107 => 1.8457415552039
1108 => 1.8918691893291
1109 => 1.8644024291213
1110 => 1.8765780881673
1111 => 1.8897964884139
1112 => 1.8961338755827
1113 => 1.8858074432741
1114 => 1.9574626459621
1115 => 1.9635125405276
1116 => 1.965541017844
1117 => 1.9413792866611
1118 => 1.9628405590752
1119 => 1.9527995404353
1120 => 1.9789234814609
1121 => 1.983020048981
1122 => 1.9795504020311
1123 => 1.9808507172219
1124 => 1.9197056425717
1125 => 1.9165349478851
1126 => 1.8733023008513
1127 => 1.8909199240772
1128 => 1.8579846218911
1129 => 1.8684287454855
1130 => 1.8730324156507
1201 => 1.8706277196124
1202 => 1.8919159980611
1203 => 1.8738166124717
1204 => 1.8260493580869
1205 => 1.7782690895456
1206 => 1.777669247195
1207 => 1.7650895458798
1208 => 1.7559967259162
1209 => 1.7577483256263
1210 => 1.7639211914695
1211 => 1.7556379477318
1212 => 1.7574055977543
1213 => 1.7867603659194
1214 => 1.7926472553263
1215 => 1.7726413049656
1216 => 1.6923145274222
1217 => 1.6726021347286
1218 => 1.686771011683
1219 => 1.6799992010914
1220 => 1.3558904738424
1221 => 1.4320350117368
1222 => 1.3867925129441
1223 => 1.4076423378951
1224 => 1.361461462116
1225 => 1.3835013965849
1226 => 1.379431425458
1227 => 1.5018695891116
1228 => 1.4999578855943
1229 => 1.5008729169029
1230 => 1.4571960884413
1231 => 1.5267744621358
]
'min_raw' => 0.88827889088869
'max_raw' => 1.983020048981
'avg_raw' => 1.4356494699348
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.888278'
'max' => '$1.98'
'avg' => '$1.43'
'bar_min_pct' => 61.631153054958
'bar_max_pct' => 60.119598047091
'min_diff' => 0.13697080267017
'max_diff' => 0.29999718559283
'year' => 2035
]
10 => [
'items' => [
101 => 1.561051270975
102 => 1.5547075459066
103 => 1.5563041248362
104 => 1.5288696091078
105 => 1.5011385429841
106 => 1.4703805228724
107 => 1.5275251224337
108 => 1.5211716184533
109 => 1.5357442706657
110 => 1.5728066282615
111 => 1.5782642012037
112 => 1.5855992345833
113 => 1.5829701472599
114 => 1.6456056735841
115 => 1.6380200980637
116 => 1.6562991525488
117 => 1.6186977506378
118 => 1.5761481952177
119 => 1.5842354746533
120 => 1.5834566046099
121 => 1.5735406950114
122 => 1.5645890551963
123 => 1.5496870970128
124 => 1.59683909778
125 => 1.5949248126585
126 => 1.6259148636623
127 => 1.6204370711261
128 => 1.583855031926
129 => 1.5851615666127
130 => 1.5939486402798
131 => 1.6243608025705
201 => 1.6333892029563
202 => 1.629206888178
203 => 1.6391061170389
204 => 1.6469300639065
205 => 1.6400886843059
206 => 1.7369481922577
207 => 1.6967253715347
208 => 1.7163296944865
209 => 1.7210052099951
210 => 1.7090289753353
211 => 1.7116261917962
212 => 1.7155602670354
213 => 1.7394472015166
214 => 1.8021334293354
215 => 1.8298967329168
216 => 1.9134240015587
217 => 1.8275913770382
218 => 1.8224984243099
219 => 1.8375442076741
220 => 1.8865835566262
221 => 1.9263253429201
222 => 1.9395099861924
223 => 1.9412525544556
224 => 1.965987821733
225 => 1.980165615651
226 => 1.9629843096834
227 => 1.9484249518336
228 => 1.8962751391897
229 => 1.9023116220024
301 => 1.9438970024904
302 => 2.0026388017963
303 => 2.0530453766433
304 => 2.0353947509784
305 => 2.1700565654021
306 => 2.183407734258
307 => 2.1815630344171
308 => 2.2119789839912
309 => 2.151609518187
310 => 2.1258004019524
311 => 1.9515728502565
312 => 2.0005236856335
313 => 2.0716765996359
314 => 2.0622592446579
315 => 2.0105860965866
316 => 2.0530061779269
317 => 2.0389807724372
318 => 2.0279183532129
319 => 2.078597440235
320 => 2.022873702272
321 => 2.0711207127233
322 => 2.0092434227681
323 => 2.0354753775497
324 => 2.0205848513188
325 => 2.0302208467044
326 => 1.9738890145757
327 => 2.0042843038144
328 => 1.9726244706129
329 => 1.9726094597297
330 => 1.9719105671571
331 => 2.0091582205175
401 => 2.0103728651563
402 => 1.9828467930449
403 => 1.9788798560156
404 => 1.9935477013688
405 => 1.976375495975
406 => 1.9844102627982
407 => 1.9766188608769
408 => 1.9748648521924
409 => 1.9608886125742
410 => 1.954867264262
411 => 1.9572283900862
412 => 1.9491686504042
413 => 1.9443123657123
414 => 1.9709445299009
415 => 1.9567160389134
416 => 1.9687638095918
417 => 1.9550338543539
418 => 1.9074398476425
419 => 1.8800680310853
420 => 1.7901673643743
421 => 1.8156630819321
422 => 1.8325667690502
423 => 1.8269801005585
424 => 1.8389824262323
425 => 1.8397192715499
426 => 1.8358171931241
427 => 1.8312990861942
428 => 1.8290999216077
429 => 1.8454906926936
430 => 1.8550060869969
501 => 1.8342632801946
502 => 1.8294035307836
503 => 1.8503756537024
504 => 1.8631686365677
505 => 1.9576248342886
506 => 1.950627214072
507 => 1.9681898676022
508 => 1.9662125823356
509 => 1.9846210411854
510 => 2.0147110914096
511 => 1.9535296059934
512 => 1.964148596365
513 => 1.9615450651542
514 => 1.9899697362316
515 => 1.990058474952
516 => 1.9730164647235
517 => 1.9822552149434
518 => 1.9770983980225
519 => 1.9864174631842
520 => 1.9505337565877
521 => 1.9942362378155
522 => 2.0190127285459
523 => 2.0193567501437
524 => 2.0311006101115
525 => 2.0430330519974
526 => 2.0659363351005
527 => 2.0423942918624
528 => 2.0000444478487
529 => 2.0031019697973
530 => 1.9782722717473
531 => 1.9786896634574
601 => 1.9764615937974
602 => 1.9831481985682
603 => 1.9520010903145
604 => 1.9593112543657
605 => 1.9490769818858
606 => 1.9641263490554
607 => 1.9479357177304
608 => 1.9615438096526
609 => 1.9674166110109
610 => 1.9890873744552
611 => 1.9447349283497
612 => 1.8542972883441
613 => 1.8733083767236
614 => 1.8451894837215
615 => 1.847791994325
616 => 1.8530494799306
617 => 1.8360082489406
618 => 1.8392591787826
619 => 1.8391430326922
620 => 1.8381421484323
621 => 1.8337090660882
622 => 1.8272802196307
623 => 1.8528907652229
624 => 1.8572424959733
625 => 1.8669158543659
626 => 1.8956972074407
627 => 1.8928212715575
628 => 1.8975120423044
629 => 1.8872721161014
630 => 1.8482669951327
701 => 1.8503851608606
702 => 1.8239716002925
703 => 1.8662404002364
704 => 1.8562305904888
705 => 1.8497772010268
706 => 1.8480163339219
707 => 1.876869030404
708 => 1.8855022094021
709 => 1.8801225916016
710 => 1.8690888385442
711 => 1.8902769062506
712 => 1.895945939316
713 => 1.8972150267535
714 => 1.9347562203202
715 => 1.8993131624432
716 => 1.9078446587479
717 => 1.974404957494
718 => 1.9140439512247
719 => 1.9460185224566
720 => 1.9444535335824
721 => 1.9608106422642
722 => 1.9431117732423
723 => 1.9433311719357
724 => 1.9578551763186
725 => 1.9374588315809
726 => 1.9324084097893
727 => 1.9254312882562
728 => 1.940665577871
729 => 1.9497978455074
730 => 2.0233972157453
731 => 2.0709457654581
801 => 2.0688815575147
802 => 2.0877445540821
803 => 2.0792466013633
804 => 2.0518044703874
805 => 2.0986448417519
806 => 2.0838225883678
807 => 2.0850445169277
808 => 2.0849990366857
809 => 2.0948545394022
810 => 2.087871012484
811 => 2.0741057640838
812 => 2.0832437783691
813 => 2.1103804138965
814 => 2.1946133632271
815 => 2.2417512376107
816 => 2.1917756040012
817 => 2.2262481268646
818 => 2.2055768969624
819 => 2.2018203195733
820 => 2.223471611431
821 => 2.2451608010089
822 => 2.2437792933978
823 => 2.2280340555164
824 => 2.2191399701578
825 => 2.28648896423
826 => 2.3361105558023
827 => 2.3327266959244
828 => 2.3476619529351
829 => 2.3915123294485
830 => 2.3955214583261
831 => 2.3950164002363
901 => 2.3850793560038
902 => 2.4282557463723
903 => 2.4642742508339
904 => 2.3827792173729
905 => 2.4138114592665
906 => 2.4277428324489
907 => 2.4481982215329
908 => 2.4827098916389
909 => 2.5201987191424
910 => 2.5255000503954
911 => 2.5217385021793
912 => 2.497013612687
913 => 2.5380343350761
914 => 2.5620633121972
915 => 2.5763720181795
916 => 2.612656515809
917 => 2.4278288678669
918 => 2.2969986721233
919 => 2.276567647847
920 => 2.3181149391232
921 => 2.3290706284993
922 => 2.3246544038491
923 => 2.1773931239787
924 => 2.275792347685
925 => 2.3816616387512
926 => 2.3857285093873
927 => 2.4387288901175
928 => 2.4559879866423
929 => 2.4986602400488
930 => 2.4959910789798
1001 => 2.5063810936205
1002 => 2.5039926091846
1003 => 2.5830339729171
1004 => 2.6702283348702
1005 => 2.6672090713769
1006 => 2.6546738502092
1007 => 2.673290791216
1008 => 2.7632847170673
1009 => 2.7549995184981
1010 => 2.7630478831765
1011 => 2.8691557935906
1012 => 3.0071111708031
1013 => 2.9430170475945
1014 => 3.0820828523701
1015 => 3.1696174049148
1016 => 3.3209993622992
1017 => 3.3020455956628
1018 => 3.3609774807804
1019 => 3.2681143976132
1020 => 3.0548819879357
1021 => 3.0211371428834
1022 => 3.0886951772337
1023 => 3.2547800124675
1024 => 3.0834645747265
1025 => 3.1181214646598
1026 => 3.1081402780275
1027 => 3.1076084230092
1028 => 3.1279071658478
1029 => 3.0984627806491
1030 => 2.9785010584058
1031 => 3.033478808771
1101 => 3.0122492591066
1102 => 3.035805027227
1103 => 3.1629257926355
1104 => 3.1067226720679
1105 => 3.0475172501206
1106 => 3.1217739879773
1107 => 3.2163283326525
1108 => 3.2104112916932
1109 => 3.198929759101
1110 => 3.26365055717
1111 => 3.3705503541654
1112 => 3.3994449397351
1113 => 3.4207743320788
1114 => 3.42371529492
1115 => 3.4540090399822
1116 => 3.2911119377759
1117 => 3.5496338224717
1118 => 3.5942734104357
1119 => 3.5858830180198
1120 => 3.6354980413208
1121 => 3.620900042854
1122 => 3.5997498334314
1123 => 3.6784001987815
1124 => 3.5882339016648
1125 => 3.4602541945287
1126 => 3.3900419960422
1127 => 3.4825030828657
1128 => 3.5389658421415
1129 => 3.5762841343169
1130 => 3.5875766269808
1201 => 3.3037571761116
1202 => 3.1507942334414
1203 => 3.2488417259693
1204 => 3.3684664337297
1205 => 3.2904474164843
1206 => 3.2935056142507
1207 => 3.1822709986958
1208 => 3.3783082289985
1209 => 3.349747253476
1210 => 3.4979216450102
1211 => 3.4625586372968
1212 => 3.5833891014961
1213 => 3.5515703908026
1214 => 3.6836480799312
1215 => 3.7363374459853
1216 => 3.8248110920351
1217 => 3.8898926662219
1218 => 3.9281098113965
1219 => 3.9258153973491
1220 => 4.0772507662371
1221 => 3.9879546199527
1222 => 3.8757776147337
1223 => 3.8737486866232
1224 => 3.9318467471865
1225 => 4.0536043437028
1226 => 4.0851743169785
1227 => 4.1028176251847
1228 => 4.075796284499
1229 => 3.9788717176197
1230 => 3.93702018106
1231 => 3.9726789027646
]
'min_raw' => 1.4703805228724
'max_raw' => 4.1028176251847
'avg_raw' => 2.7865990740285
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$1.47'
'max' => '$4.10'
'avg' => '$2.78'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.58210163198372
'max_diff' => 2.1197975762037
'year' => 2036
]
11 => [
'items' => [
101 => 3.9290713503087
102 => 4.0043502199658
103 => 4.1077241867039
104 => 4.0863778713575
105 => 4.1577354031422
106 => 4.2315829415082
107 => 4.3371882380719
108 => 4.3647973731465
109 => 4.4104342235434
110 => 4.4574095335262
111 => 4.4724967370726
112 => 4.501302889927
113 => 4.5011510672823
114 => 4.5879603477866
115 => 4.6837136724425
116 => 4.7198583358056
117 => 4.8029709961805
118 => 4.6606434779034
119 => 4.7686005354573
120 => 4.8659805037113
121 => 4.749880091054
122 => 4.9098974619753
123 => 4.9161105738811
124 => 5.0099211871111
125 => 4.9148261586636
126 => 4.8583590343255
127 => 5.021377506494
128 => 5.1002570101426
129 => 5.076497861701
130 => 4.8956895689261
131 => 4.7904513872987
201 => 4.5150227670505
202 => 4.8412798653655
203 => 5.0001901809046
204 => 4.8952780295988
205 => 4.9481896163421
206 => 5.2368580769736
207 => 5.3467643368834
208 => 5.3239046031249
209 => 5.3277675218268
210 => 5.3870709447344
211 => 5.6500549808982
212 => 5.4924688505066
213 => 5.6129375425513
214 => 5.6768337024297
215 => 5.7361840166963
216 => 5.5904384027168
217 => 5.4008255003578
218 => 5.3407671347726
219 => 4.884846583744
220 => 4.8611139391003
221 => 4.8477920864891
222 => 4.7637996901889
223 => 4.6978046741506
224 => 4.6453229871591
225 => 4.5075953681349
226 => 4.5540743965189
227 => 4.3345653177825
228 => 4.474999447434
301 => 4.1246576575386
302 => 4.416432710626
303 => 4.2576328146143
304 => 4.3642626738766
305 => 4.3638906523428
306 => 4.1675512744132
307 => 4.0543068187217
308 => 4.1264705934284
309 => 4.2038358882817
310 => 4.2163881470835
311 => 4.3166942713016
312 => 4.3446875544979
313 => 4.2598665995316
314 => 4.1173976026521
315 => 4.1504899012553
316 => 4.0536362043467
317 => 3.883903825938
318 => 4.0058085833541
319 => 4.0474322273098
320 => 4.0658155997274
321 => 3.8989032994577
322 => 3.8464558308707
323 => 3.8185332386718
324 => 4.0958513206822
325 => 4.1110434312249
326 => 4.0333184457404
327 => 4.3846427503156
328 => 4.3051272400077
329 => 4.3939655467946
330 => 4.1474871220141
331 => 4.156902929768
401 => 4.0402160934849
402 => 4.1055529247862
403 => 4.0593749583268
404 => 4.1002743544882
405 => 4.1247892839128
406 => 4.2414569730342
407 => 4.4177648682298
408 => 4.2240307108041
409 => 4.1396179640894
410 => 4.1919871573959
411 => 4.3314532203026
412 => 4.5427514447426
413 => 4.417658643101
414 => 4.473172704256
415 => 4.4853000569697
416 => 4.3930612562265
417 => 4.5461524208941
418 => 4.6281952197498
419 => 4.7123541550107
420 => 4.785427000418
421 => 4.6787392255729
422 => 4.7929104377489
423 => 4.700908594667
424 => 4.6183734304469
425 => 4.618498602222
426 => 4.5667230880603
427 => 4.4664015052375
428 => 4.4479006661557
429 => 4.5441443674574
430 => 4.6213227015889
501 => 4.6276794788473
502 => 4.6704093701885
503 => 4.6956964797313
504 => 4.9435445294095
505 => 5.0432310652967
506 => 5.16512587441
507 => 5.2126107721747
508 => 5.3555232901682
509 => 5.2401098251012
510 => 5.2151393959492
511 => 4.8684803736253
512 => 4.9252457691106
513 => 5.0161326443286
514 => 4.8699790647219
515 => 4.9626798710656
516 => 4.9809809739094
517 => 4.8650128220132
518 => 4.926956422629
519 => 4.762452584391
520 => 4.4213506023663
521 => 4.5465321649092
522 => 4.6387079305992
523 => 4.5071617477697
524 => 4.7429531889512
525 => 4.6052086967363
526 => 4.5615503056058
527 => 4.3912233564657
528 => 4.4716111199743
529 => 4.5803367211617
530 => 4.5131569403357
531 => 4.6525650726444
601 => 4.8500041667844
602 => 4.9907110229699
603 => 5.0015127482239
604 => 4.9110476663238
605 => 5.0560185374091
606 => 5.0570744919366
607 => 4.8935467571291
608 => 4.7933869300856
609 => 4.7706304066433
610 => 4.8274806638815
611 => 4.8965073713051
612 => 5.0053432500844
613 => 5.071110492222
614 => 5.2425965794668
615 => 5.2889957977838
616 => 5.3399744713502
617 => 5.4080977004756
618 => 5.4898971034781
619 => 5.3109246665513
620 => 5.3180355751167
621 => 5.1513789198925
622 => 4.9732823828036
623 => 5.1084354544073
624 => 5.2851301168696
625 => 5.2445961660705
626 => 5.2400352685721
627 => 5.2477054330769
628 => 5.2171441578895
629 => 5.0789166428704
630 => 5.0094996501778
701 => 5.0990652809148
702 => 5.1466654275439
703 => 5.2204891037966
704 => 5.2113887774697
705 => 5.4015506394127
706 => 5.4754417887675
707 => 5.456537270782
708 => 5.4600161570539
709 => 5.5937925534595
710 => 5.7425794194768
711 => 5.8819379536582
712 => 6.0236994402158
713 => 5.8528004351256
714 => 5.7660284599261
715 => 5.8555549891106
716 => 5.8080509525482
717 => 6.0810232372483
718 => 6.0999232459814
719 => 6.3728757916784
720 => 6.6319402601294
721 => 6.4692265091174
722 => 6.6226582475334
723 => 6.7886071821035
724 => 7.1087496011335
725 => 7.0009368971503
726 => 6.9183540555396
727 => 6.8403136692549
728 => 7.0027033245509
729 => 7.2116150218512
730 => 7.2566126005183
731 => 7.3295258683571
801 => 7.2528664826348
802 => 7.3451942689829
803 => 7.6711519256768
804 => 7.5830752895303
805 => 7.4579923071764
806 => 7.7153045718301
807 => 7.8084248801322
808 => 8.4619919712802
809 => 9.2871474213645
810 => 8.9455276467668
811 => 8.7334732286728
812 => 8.7833110469229
813 => 9.084629884019
814 => 9.1814039311124
815 => 8.918338711098
816 => 9.0112577940916
817 => 9.5232510769891
818 => 9.7979190465524
819 => 9.4248830510556
820 => 8.3956915343019
821 => 7.446729953178
822 => 7.698437296789
823 => 7.6699014954118
824 => 8.2199744054223
825 => 7.5809746908871
826 => 7.5917338072737
827 => 8.1531816425259
828 => 8.0033969857333
829 => 7.7607650246987
830 => 7.4485014350062
831 => 6.8712533085735
901 => 6.3599685452372
902 => 7.3627157079885
903 => 7.3194754269533
904 => 7.2568570921636
905 => 7.3962074202265
906 => 8.0728530580189
907 => 8.0572541859796
908 => 7.95802212068
909 => 8.0332887676184
910 => 7.7475704175815
911 => 7.8212065420719
912 => 7.4465796328152
913 => 7.615926641601
914 => 7.7602444454819
915 => 7.7892183812726
916 => 7.8544981380549
917 => 7.2966897637013
918 => 7.5471293473926
919 => 7.6942391397956
920 => 7.0295917458186
921 => 7.681101197821
922 => 7.2869795609154
923 => 7.1532087578413
924 => 7.3333135212174
925 => 7.2631265197721
926 => 7.2027838574485
927 => 7.1691116150533
928 => 7.3013606758394
929 => 7.2951910990819
930 => 7.0788059671993
1001 => 6.7965403836449
1002 => 6.8912779785377
1003 => 6.8568589221435
1004 => 6.7321198216241
1005 => 6.8161789143177
1006 => 6.4460252114282
1007 => 5.8091950045222
1008 => 6.2299045458411
1009 => 6.2137076861442
1010 => 6.205540495016
1011 => 6.5216920877595
1012 => 6.4913014069754
1013 => 6.436142023766
1014 => 6.7311067762949
1015 => 6.6234406737861
1016 => 6.9552422323942
1017 => 7.1737881984729
1018 => 7.1183578722539
1019 => 7.3239014096752
1020 => 6.893460541381
1021 => 7.0364357315382
1022 => 7.0659027200745
1023 => 6.7274669570349
1024 => 6.4962736981996
1025 => 6.4808557436314
1026 => 6.0799984932045
1027 => 6.2941332007759
1028 => 6.4825628819424
1029 => 6.3923196873976
1030 => 6.3637513879435
1031 => 6.5097006341465
1101 => 6.5210421405472
1102 => 6.2624545926915
1103 => 6.3162231322933
1104 => 6.540446880709
1105 => 6.3105732691321
1106 => 5.8639663914796
1107 => 5.7532017109986
1108 => 5.7384236608243
1109 => 5.4380210625022
1110 => 5.7606035365903
1111 => 5.619787641978
1112 => 6.0646233658246
1113 => 5.8105355860653
1114 => 5.7995823697187
1115 => 5.7830249767233
1116 => 5.5244560508724
1117 => 5.5810662127212
1118 => 5.7692470126779
1119 => 5.8363920421109
1120 => 5.829388265438
1121 => 5.7683248240964
1122 => 5.7962793548472
1123 => 5.7062280712948
1124 => 5.6744290888171
1125 => 5.5740627531182
1126 => 5.4265519665487
1127 => 5.4470642461574
1128 => 5.1548067796664
1129 => 4.9955694006443
1130 => 4.9514945928459
1201 => 4.8925559178449
1202 => 4.9581518730171
1203 => 5.153978850984
1204 => 4.9177699685449
1205 => 4.5128064077298
1206 => 4.5371454077591
1207 => 4.591827914511
1208 => 4.4899274249398
1209 => 4.3934871634205
1210 => 4.4773341463658
1211 => 4.3057457471081
1212 => 4.612563552788
1213 => 4.6042649909914
1214 => 4.718627695463
1215 => 4.7901410415281
1216 => 4.6253259315688
1217 => 4.5838753771215
1218 => 4.6074874967574
1219 => 4.2172317558232
1220 => 4.686735475573
1221 => 4.690795763238
1222 => 4.6560291151784
1223 => 4.9060253516441
1224 => 5.4335953863683
1225 => 5.2351023178496
1226 => 5.1582398022344
1227 => 5.0121241038637
1228 => 5.2068145964509
1229 => 5.191865404265
1230 => 5.1242594878877
1231 => 5.0833712187193
]
'min_raw' => 3.8185332386718
'max_raw' => 9.7979190465524
'avg_raw' => 6.8082261426121
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$3.81'
'max' => '$9.79'
'avg' => '$6.80'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 2.3481527157994
'max_diff' => 5.6951014213677
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.11985939502171
]
1 => [
'year' => 2028
'avg' => 0.20571351728825
]
2 => [
'year' => 2029
'avg' => 0.56197225297733
]
3 => [
'year' => 2030
'avg' => 0.43356075625783
]
4 => [
'year' => 2031
'avg' => 0.42581039323819
]
5 => [
'year' => 2032
'avg' => 0.74657962680912
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.11985939502171
'min' => '$0.119859'
'max_raw' => 0.74657962680912
'max' => '$0.746579'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.74657962680912
]
1 => [
'year' => 2033
'avg' => 1.9202795700308
]
2 => [
'year' => 2034
'avg' => 1.2171654758033
]
3 => [
'year' => 2035
'avg' => 1.4356494699348
]
4 => [
'year' => 2036
'avg' => 2.7865990740285
]
5 => [
'year' => 2037
'avg' => 6.8082261426121
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.74657962680912
'min' => '$0.746579'
'max_raw' => 6.8082261426121
'max' => '$6.80'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 6.8082261426121
]
]
]
]
'prediction_2025_max_price' => '$0.204937'
'last_price' => 0.198713
'sma_50day_nextmonth' => '$0.155287'
'sma_200day_nextmonth' => '$0.368211'
'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' => '$0.178815'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.150273'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.125622'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.113327'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.126214'
'daily_sma50_action' => 'BUY'
'daily_sma100' => '$0.221892'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.420765'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.177282'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.160664'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.139091'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.12648'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$0.1491052'
'daily_ema50_action' => 'BUY'
'daily_ema100' => '$0.232912'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.411376'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.319487'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.574564'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '—'
'weekly_sma100_action' => '—'
'weekly_sma200' => '—'
'weekly_sma200_action' => '—'
'weekly_ema3' => '$0.1673074'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$0.158384'
'weekly_ema5_action' => 'BUY'
'weekly_ema10' => '$0.186158'
'weekly_ema10_action' => 'BUY'
'weekly_ema21' => '$0.304485'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.617199'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.467657'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$0.233828'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '76.80'
'rsi_14_action' => 'SELL'
'stoch_rsi_14' => 146.99
'stoch_rsi_14_action' => 'SELL'
'momentum_10' => 0.1
'momentum_10_action' => 'BUY'
'vwma_10' => '0.1191040'
'vwma_10_action' => 'BUY'
'hma_9' => '0.186222'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 100
'stochastic_fast_14_action' => 'SELL'
'cci_20' => 286.66
'cci_20_action' => 'SELL'
'adx_14' => 26.65
'adx_14_action' => 'SELL'
'ao_5_34' => '0.031814'
'ao_5_34_action' => 'BUY'
'macd_12_26' => 0.01
'macd_12_26_action' => 'BUY'
'williams_percent_r_14' => -0
'williams_percent_r_14_action' => 'SELL'
'ultimate_oscillator' => 87.72
'ultimate_oscillator_action' => 'SELL'
'ichimoku_cloud' => '-0.088533'
'ichimoku_cloud_action' => 'NEUTRAL'
'sell_signals' => 12
'buy_signals' => 22
'sell_pct' => 35.29
'buy_pct' => 64.71
'overall_action' => 'bullish'
'overall_action_label' => 'Altista'
'overall_action_dir' => 1
'last_updated' => 1767703684
'last_updated_date' => '6 de janeiro de 2026'
]
Previsão de preço de PinLink para 2026
A previsão de preço para PinLink em 2026 sugere que o preço médio poderia variar entre $0.068655 na extremidade inferior e $0.204937 na extremidade superior. No mercado de criptomoedas, comparado ao preço médio de hoje, PinLink poderia potencialmente ganhar 3.13% até 2026 se PIN atingir a meta de preço prevista.
Previsão de preço de PinLink 2027-2032
A previsão de preço de PIN para 2027-2032 está atualmente dentro de uma faixa de preço entre $0.119859 na extremidade inferior e $0.746579 na extremidade superior. Considerando a volatilidade de preços no mercado, se PinLink atingir a meta de preço superior, poderia ganhar 275.71% até 2032 em comparação com o preço de hoje.
| Previsão de Preço de PinLink | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2027 | $0.066092 | $0.119859 | $0.173626 |
| 2028 | $0.119277 | $0.205713 | $0.292149 |
| 2029 | $0.262019 | $0.561972 | $0.861925 |
| 2030 | $0.222836 | $0.43356 | $0.644285 |
| 2031 | $0.263461 | $0.42581 | $0.588159 |
| 2032 | $0.402154 | $0.746579 | $1.09 |
Previsão de preço de PinLink 2032-2037
A previsão de preço de PinLink para 2032-2037 é atualmente estimada entre $0.746579 na extremidade inferior e $6.80 na extremidade superior. Comparado ao preço atual, PinLink poderia potencialmente ganhar 3326.16% até 2037 se atingir a meta de preço superior. Por favor, note que esta informação é apenas para fins gerais e não deve ser considerada como aconselhamento de investimento a longo prazo.
| Previsão de Preço de PinLink | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2032 | $0.402154 | $0.746579 | $1.09 |
| 2033 | $0.934518 | $1.92 | $2.90 |
| 2034 | $0.751308 | $1.21 | $1.68 |
| 2035 | $0.888278 | $1.43 | $1.98 |
| 2036 | $1.47 | $2.78 | $4.10 |
| 2037 | $3.81 | $6.80 | $9.79 |
PinLink Histograma de preços potenciais
Previsão de preço de PinLink baseada na análise técnica
Em 6 de janeiro de 2026, o sentimento geral de previsão de preço para PinLink é Altista, com 22 indicadores técnicos mostrando sinais de alta e 12 indicando sinais de baixa. A previsão de preço de PIN 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 PinLink
De acordo com nossos indicadores técnicos, o SMA de 200 dias de PinLink está projetado para aumentar no próximo mês, alcançando $0.368211 até 4 de fev. de 2026. O SMA de 50 dias de curto prazo para PinLink é esperado para alcançar $0.155287 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 76.80, sugerindo que o mercado de PIN está em um estado SELL.
Médias Móveis e Osciladores Populares de PIN 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 | $0.178815 | BUY |
| SMA 5 | $0.150273 | BUY |
| SMA 10 | $0.125622 | BUY |
| SMA 21 | $0.113327 | BUY |
| SMA 50 | $0.126214 | BUY |
| SMA 100 | $0.221892 | SELL |
| SMA 200 | $0.420765 | SELL |
Média Móvel Exponencial Diária (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 3 | $0.177282 | BUY |
| EMA 5 | $0.160664 | BUY |
| EMA 10 | $0.139091 | BUY |
| EMA 21 | $0.12648 | BUY |
| EMA 50 | $0.1491052 | BUY |
| EMA 100 | $0.232912 | SELL |
| EMA 200 | $0.411376 | SELL |
Média Móvel Simples Semanal (SMA)
| Período | Valor | Ação |
|---|---|---|
| SMA 21 | $0.319487 | SELL |
| SMA 50 | $0.574564 | SELL |
| SMA 100 | — | — |
| SMA 200 | — | — |
Média Móvel Exponencial Semanal (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 21 | $0.304485 | SELL |
| EMA 50 | $0.617199 | SELL |
| EMA 100 | $0.467657 | SELL |
| EMA 200 | $0.233828 | SELL |
Osciladores de PinLink
Um oscilador é uma ferramenta de análise técnica que define limites altos e baixos entre dois extremos, criando um indicador de tendência que flutua dentro desses limites. Os traders usam esse indicador para identificar condições de sobrecompra ou sobrevenda de curto prazo.
| Período | Valor | Ação |
|---|---|---|
| RSI (14) | 76.80 | SELL |
| Stoch RSI (14) | 146.99 | SELL |
| Estocástico Rápido (14) | 100 | SELL |
| Índice de Canal de Commodities (20) | 286.66 | SELL |
| Índice Direcional Médio (14) | 26.65 | SELL |
| Oscilador Impressionante (5, 34) | 0.031814 | BUY |
| Momentum (10) | 0.1 | BUY |
| MACD (12, 26) | 0.01 | BUY |
| Williams Percent Range (14) | -0 | SELL |
| Oscilador Ultimate (7, 14, 28) | 87.72 | SELL |
| VWMA (10) | 0.1191040 | BUY |
| Média Móvel de Hull (9) | 0.186222 | BUY |
| Nuvem Ichimoku B/L (9, 26, 52, 26) | -0.088533 | NEUTRAL |
Previsão do preço de PinLink com base nos fluxos financeiros mundiais
Definições dos fluxos financeiros mundiais, usadas na previsão do preço do PinLink
M0: o total de todas as moedas físicas, mais as contas no Banco Central que podem ser trocadas por moedas físicas.
M1: o valor de M0, mais o valor em contas de demanda, incluindo contas 'correntes'.
M2: o valor de M1, mais a maioria das contas de poupança, do mercado de moedas e de certificados de depósito (CD) de menos de US$ 100.000.
Previsões de preço de PinLink por empresas de Internet ou nichos tecnológicos
| Comparação | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook stock | $0.279224 | $0.392357 | $0.551328 | $0.774708 | $1.08 | $1.52 |
| Amazon.com stock | $0.414626 | $0.865142 | $1.80 | $3.76 | $7.85 | $16.39 |
| Apple stock | $0.281859 | $0.399795 | $0.567079 | $0.804359 | $1.14 | $1.61 |
| Netflix stock | $0.313537 | $0.494713 | $0.78058 | $1.23 | $1.94 | $3.06 |
| Google stock | $0.257332 | $0.333244 | $0.431549 | $0.558855 | $0.723715 | $0.9372078 |
| Tesla stock | $0.450467 | $1.02 | $2.31 | $5.24 | $11.89 | $26.96 |
| Kodak stock | $0.149013 | $0.111744 | $0.083796 | $0.062838 | $0.047122 | $0.035336 |
| Nokia stock | $0.131639 | $0.0872054 | $0.057769 | $0.03827 | $0.025352 | $0.016794 |
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 PinLink
Você pode fazer perguntas como: 'Devo investir em PinLink agora?', 'Devo comprar PIN hoje?', 'PinLink será um bom ou mau investimento no curto ou no longo prazo?'.
Atualizamos a previsão para PinLink regularmente com novos valores. Veja nossas previsões semelhantes. Fazemos previsões de preços futuros para uma enorme quantidade de moedas digitais, como PinLink, 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 PinLink para poder tomar sozinho uma decisão de tão grande responsabilidade sobre o seu investimento.
O preço de PinLink é de $0.1987 USD hoje, mas o preço pode tanto subir quanto descer e seu investimento pode ser perdido, porque criptomoedas são ativos de alto risco
Previsão de curto prazo para PinLink
com base no histórico de preços de 4 horas
Previsão de longo prazo para PinLink
com base no histórico de preços de 1 mês
Previsão do preço de PinLink com base no padrão de crescimento do Bitcoin
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Se PinLink tiver 1% da média anterior do crescimento anual do Bitcoin | $0.203878 | $0.209177 | $0.214614 | $0.220193 |
| Se PinLink tiver 2% da média anterior do crescimento anual do Bitcoin | $0.209043 | $0.21991 | $0.231343 | $0.243369 |
| Se PinLink tiver 5% da média anterior do crescimento anual do Bitcoin | $0.224538 | $0.253721 | $0.286696 | $0.323957 |
| Se PinLink tiver 10% da média anterior do crescimento anual do Bitcoin | $0.250364 | $0.315442 | $0.397436 | $0.500742 |
| Se PinLink tiver 20% da média anterior do crescimento anual do Bitcoin | $0.302016 | $0.459024 | $0.697654 | $1.06 |
| Se PinLink tiver 50% da média anterior do crescimento anual do Bitcoin | $0.456972 | $1.05 | $2.41 | $5.55 |
| Se PinLink tiver 100% da média anterior do crescimento anual do Bitcoin | $0.715231 | $2.57 | $9.26 | $33.35 |
Perguntas Frequentes sobre PinLink
PIN é um bom investimento?
A decisão de adquirir PinLink depende inteiramente da sua tolerância individual ao risco. Como você pode perceber, o valor de PinLink experimentou uma escalada de 8.2652% nas últimas 24 horas, e PinLink registrou um declínio de durante os últimos 30 dias. Consequentemente, a decisão de investir ou não em PinLink dependerá de quão alinhado esse investimento está com suas aspirações de negociação.
PinLink pode subir?
Parece que o valor médio de PinLink pode potencialmente subir para $0.204937 até o final deste ano. Observando as perspectivas de PinLink em um horizonte de cinco anos mais longo, a moeda digital poderia potencialmente crescer até $0.644285. 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 PinLink na próxima semana?
Com base na nossa nova previsão experimental de PinLink, o preço de PinLink aumentará 0.86% na próxima semana e atingirá $0.200413 até 13 de janeiro de 2026.
Qual será o preço de PinLink no próximo mês?
Com base na nossa nova previsão experimental de PinLink, o preço de PinLink diminuirá -11.62% no próximo mês e atingirá $0.175626 até 5 de fevereiro de 2026.
Até onde o preço de PinLink pode subir este ano em 2026?
De acordo com nossa previsão mais recente sobre o valor de PinLink em 2026, espera-se que PIN fluctue dentro do intervalo de $0.068655 e $0.204937. No entanto, é crucial lembrar que o mercado de criptomoedas é excepcionalmente instável, e essa previsão de preço de PinLink não considera flutuações repentinas e extremas de preço.
Onde estará PinLink em 5 anos?
O futuro de PinLink parece seguir uma tendência de alta, com um preço máximo de $0.644285 projetada após um período de cinco anos. Com base na previsão de PinLink para 2030, o valor de PinLink pode potencialmente atingir seu pico mais alto de aproximadamente $0.644285, enquanto seu pico mais baixo está previsto para cerca de $0.222836.
Quanto será PinLink em 2026?
Com base na nossa nova simulação experimental de previsão de preços de PinLink, espera-se que o valor de PIN em 2026 aumente 3.13% para $0.204937 se o melhor cenário ocorrer. O preço ficará entre $0.204937 e $0.068655 durante 2026.
Quanto será PinLink em 2027?
De acordo com nossa última simulação experimental para previsão de preços de PinLink, o valor de PIN pode diminuir -12.62% para $0.173626 em 2027, assumindo as condições mais favoráveis. O preço está projetado para flutuar entre $0.173626 e $0.066092 ao longo do ano.
Quanto será PinLink em 2028?
Nosso novo modelo experimental de previsão de preços de PinLink sugere que o valor de PIN em 2028 pode aumentar 47.02%, alcançando $0.292149 no melhor cenário. O preço é esperado para variar entre $0.292149 e $0.119277 durante o ano.
Quanto será PinLink em 2029?
Com base no nosso modelo de previsão experimental, o valor de PinLink pode experimentar um 333.75% crescimento em 2029, potencialmente alcançando $0.861925 sob condições ótimas. A faixa de preço prevista para 2029 está entre $0.861925 e $0.262019.
Quanto será PinLink em 2030?
Usando nossa nova simulação experimental para previsões de preços de PinLink, espera-se que o valor de PIN em 2030 aumente 224.23%, alcançando $0.644285 no melhor cenário. O preço está previsto para variar entre $0.644285 e $0.222836 ao longo de 2030.
Quanto será PinLink em 2031?
Nossa simulação experimental indica que o preço de PinLink poderia aumentar 195.98% em 2031, potencialmente atingindo $0.588159 sob condições ideais. O preço provavelmente oscilará entre $0.588159 e $0.263461 durante o ano.
Quanto será PinLink em 2032?
Com base nos achados da nossa mais recente previsão experimental de preços de PinLink, PIN poderia ver um 449.04% aumento em valor, atingindo $1.09 se o cenário mais positivo se desenrolar em 2032. O preço é esperado para permanecer dentro de uma faixa de $1.09 e $0.402154 ao longo do ano.
Quanto será PinLink em 2033?
De acordo com nossa previsão experimental de preços de PinLink, espera-se que o valor de PIN seja aumentar 1362.43% em 2033, com o preço potencial mais alto sendo $2.90. Ao longo do ano, o preço de PIN poderia variar entre $2.90 e $0.934518.
Quanto será PinLink em 2034?
Os resultados da nossa nova simulação de previsão de preços de PinLink sugerem que PIN pode aumentar 746.96% em 2034, atingindo potencialmente $1.68 nas melhores circunstâncias. A faixa de preço prevista para o ano é entre $1.68 e $0.751308.
Quanto será PinLink em 2035?
Com base em nossa previsão experimental para o preço de PinLink, PIN poderia aumentar 897.93%, com o valor potencialmente atingindo $1.98 em 2035. A faixa de preço esperada para o ano está entre $1.98 e $0.888278.
Quanto será PinLink em 2036?
Nossa recente simulação de previsão de preços de PinLink sugere que o valor de PIN pode aumentar 1964.7% em 2036, possivelmente atingindo $4.10 se as condições forem ideais. A faixa de preço esperada para 2036 está entre $4.10 e $1.47.
Quanto será PinLink em 2037?
De acordo com a simulação experimental, o valor de PinLink poderia aumentar 4830.69% em 2037, com um pico de $9.79 sob condições favoráveis. O preço é esperado para cair entre $9.79 e $3.81 ao longo do ano.
Previsões relacionadas
Como ler e prever os movimentos de preço de PinLink?
Traders de PinLink 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 PinLink
Médias móveis são ferramentas populares para a previsão de preço de PinLink. Uma média móvel simples (SMA) calcula o preço médio de fechamento de PIN 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 PIN 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 PIN.
Como ler gráficos de PinLink 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 PinLink 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 PIN 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 PinLink?
A ação de preço de PinLink 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 PIN. A capitalização de mercado de PinLink pode mudar rapidamente.
Traders frequentemente monitoram a atividade de "baleias" de PIN, grandes detentores de PinLink, pois suas ações podem influenciar significativamente os movimentos de preço no relativamente pequeno mercado de PinLink.
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


