Previsão de Preço PCM - Projeção PCM
Previsão de Preço PCM até $0.103888 até 2026
| Ano | Preço Mínimo | Preço Máximo |
|---|---|---|
| 2026 | $0.0348032 | $0.103888 |
| 2027 | $0.0335041 | $0.088015 |
| 2028 | $0.060465 | $0.148098 |
| 2029 | $0.132824 | $0.436933 |
| 2030 | $0.112961 | $0.3266056 |
| 2031 | $0.133555 | $0.298153 |
| 2032 | $0.203862 | $0.55306 |
| 2033 | $0.473732 | $1.47 |
| 2034 | $0.380858 | $0.853169 |
| 2035 | $0.450292 | $1.00 |
Calculadora de lucro do investimento
Se você abrir um short de $10,000.00 em PCM hoje e fechar em Apr 06, 2026, nossa previsão mostra que pode lucrar cerca de $3,954.51, com um retorno de 39.55% nos próximos 90 dias.
Previsão de preço de longo prazo de PCM para os anos 2027, 2028, 2029, 2030, 2031, 2032 e 2037
[
'name' => 'PCM'
'name_with_ticker' => 'PCM <small>PCM</small>'
'name_lang' => 'PCM'
'name_lang_with_ticker' => 'PCM <small>PCM</small>'
'name_with_lang' => 'PCM'
'name_with_lang_with_ticker' => 'PCM <small>PCM</small>'
'image' => '/uploads/coins/pcm.png?1727658411'
'price_for_sd' => 0.1007
'ticker' => 'PCM'
'marketcap' => '$0'
'low24h' => '$0.09799'
'high24h' => '$0.1015'
'volume24h' => '$14.27'
'current_supply' => '0'
'max_supply' => '500M'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.1007'
'change_24h_pct' => '2.5013%'
'ath_price' => '$1.47'
'ath_days' => 398
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '4 de dez. de 2024'
'ath_pct' => '-93.14%'
'fdv' => '$50.38M'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$4.96'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.101595'
'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' => '$0.0890298'
'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' => '$0.0348032'
'current_year_max_price_prediction' => '$0.103888'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.112961'
'grand_prediction_max_price' => '$0.3266056'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.10264183736444
107 => 0.10302506472617
108 => 0.10388849554023
109 => 0.096510573769446
110 => 0.099823044040125
111 => 0.10176880998766
112 => 0.092977768649133
113 => 0.10159503936575
114 => 0.096382140565811
115 => 0.094612804418
116 => 0.096994982448716
117 => 0.096066645353402
118 => 0.095268515632634
119 => 0.094823145534836
120 => 0.096572354169199
121 => 0.096490751495649
122 => 0.093628706663067
123 => 0.089895285850834
124 => 0.09114834442078
125 => 0.090693096494832
126 => 0.089043219283045
127 => 0.090155037316855
128 => 0.085259153374185
129 => 0.076836039516725
130 => 0.082400606537918
131 => 0.082186376760687
201 => 0.082078352392459
202 => 0.08625997071555
203 => 0.085858004600134
204 => 0.08512843216459
205 => 0.089029820113129
206 => 0.087605761030839
207 => 0.091994375571938
208 => 0.094885000946498
209 => 0.094151844849575
210 => 0.096870491985953
211 => 0.091177212359409
212 => 0.093068291476614
213 => 0.093458040261748
214 => 0.08898167759144
215 => 0.085923771227815
216 => 0.085719843736046
217 => 0.080417855506973
218 => 0.08325013482279
219 => 0.085742423413027
220 => 0.084548810587711
221 => 0.084170948425385
222 => 0.086101364264405
223 => 0.086251374107991
224 => 0.082831133776911
225 => 0.083542310046668
226 => 0.08650803331477
227 => 0.083467581429574
228 => 0.077560480071633
301 => 0.076095437262798
302 => 0.075899973546003
303 => 0.071926661254432
304 => 0.076193338428659
305 => 0.07433081950227
306 => 0.080214494474331
307 => 0.076853770885072
308 => 0.076708896808132
309 => 0.076489898392431
310 => 0.073069904367612
311 => 0.073818665707088
312 => 0.07630766243908
313 => 0.07719576451361
314 => 0.077103128191231
315 => 0.076295464997226
316 => 0.076665209071536
317 => 0.075474134580807
318 => 0.075053541388058
319 => 0.073726033578472
320 => 0.071774963831774
321 => 0.072046272046658
322 => 0.068180692353278
323 => 0.066074519374483
324 => 0.065491558452866
325 => 0.064711998744865
326 => 0.065579611796213
327 => 0.068169741651691
328 => 0.065045495519282
329 => 0.059689194665652
330 => 0.060011117473647
331 => 0.060734382443474
401 => 0.059386582957079
402 => 0.058111003855441
403 => 0.059220016393311
404 => 0.056950481110761
405 => 0.061008644939538
406 => 0.060898882980842
407 => 0.062411515501042
408 => 0.063357395658267
409 => 0.0611774481282
410 => 0.060629197219594
411 => 0.060941505853751
412 => 0.055779739807215
413 => 0.061989689092075
414 => 0.062043392991365
415 => 0.061583547601067
416 => 0.064890153884581
417 => 0.071868124499158
418 => 0.069242731265737
419 => 0.068226099652825
420 => 0.066293482213528
421 => 0.068868580203923
422 => 0.068670852856047
423 => 0.067776654803082
424 => 0.067235841030581
425 => 0.06823230698867
426 => 0.067112367870974
427 => 0.066911196031567
428 => 0.06569231356188
429 => 0.065257227975821
430 => 0.064935107929159
501 => 0.064580485408646
502 => 0.065362694322471
503 => 0.063590106015591
504 => 0.061452538286467
505 => 0.061274822658594
506 => 0.06176551113207
507 => 0.061548418010017
508 => 0.061273783300247
509 => 0.060749430846984
510 => 0.060593866675118
511 => 0.061099374764675
512 => 0.060528685604518
513 => 0.061370768547377
514 => 0.061141768581494
515 => 0.059862593387389
516 => 0.05826826748422
517 => 0.05825407463947
518 => 0.057910579738851
519 => 0.057473087338109
520 => 0.057351386960693
521 => 0.059126618450659
522 => 0.062801294506683
523 => 0.06207986766934
524 => 0.062601172494117
525 => 0.065165476277668
526 => 0.065980591339154
527 => 0.065402041975569
528 => 0.064610087923324
529 => 0.064644929882388
530 => 0.067351276619704
531 => 0.067520068146038
601 => 0.067946549878873
602 => 0.06849469942929
603 => 0.065495394214271
604 => 0.064503662876484
605 => 0.064033725549481
606 => 0.062586500470944
607 => 0.064147208642445
608 => 0.063237850827098
609 => 0.063360554264475
610 => 0.063280643489913
611 => 0.063324280176367
612 => 0.061007510600042
613 => 0.061851619667831
614 => 0.060448124624986
615 => 0.058569002312328
616 => 0.058562702835431
617 => 0.059022615359303
618 => 0.058749041393725
619 => 0.058012860886585
620 => 0.05811743185295
621 => 0.057201280152848
622 => 0.058228669256804
623 => 0.058258131100131
624 => 0.057862530332845
625 => 0.059445364999865
626 => 0.060093853654414
627 => 0.059833460754796
628 => 0.060075583794422
629 => 0.062109846211479
630 => 0.062441519746551
701 => 0.062588827221706
702 => 0.062391454719499
703 => 0.060112766377058
704 => 0.060213835894776
705 => 0.059472254834438
706 => 0.058845696984339
707 => 0.05887075601248
708 => 0.05919288819425
709 => 0.060599658324842
710 => 0.063560123131043
711 => 0.063672470606367
712 => 0.063808639023867
713 => 0.063254773637133
714 => 0.063087722536716
715 => 0.063308106057713
716 => 0.064419900985078
717 => 0.067279739387638
718 => 0.066268881493989
719 => 0.065447038291511
720 => 0.06616801634742
721 => 0.066057027426926
722 => 0.065120169242651
723 => 0.065093874753722
724 => 0.063295744366419
725 => 0.062631016503681
726 => 0.062075520147558
727 => 0.061468932628273
728 => 0.061109327213842
729 => 0.061661844568145
730 => 0.061788211824268
731 => 0.060580122972734
801 => 0.060415464926311
802 => 0.061402016360883
803 => 0.060967871856872
804 => 0.061414400245513
805 => 0.061517998661927
806 => 0.06150131693081
807 => 0.061048020207445
808 => 0.061336938021415
809 => 0.06065356126083
810 => 0.059910491673563
811 => 0.059436459571759
812 => 0.0590228036917
813 => 0.059252324015777
814 => 0.058434125969197
815 => 0.058172367947022
816 => 0.061239059166899
817 => 0.063504456943508
818 => 0.06347151716264
819 => 0.06327100471803
820 => 0.062973083897805
821 => 0.064398106221444
822 => 0.063901656938109
823 => 0.064262865271461
824 => 0.064354807952165
825 => 0.064633090755293
826 => 0.064732552938196
827 => 0.064431909140535
828 => 0.06342291183504
829 => 0.06090858648233
830 => 0.059738161243353
831 => 0.059351901419516
901 => 0.0593659412305
902 => 0.058978660567068
903 => 0.059092732079151
904 => 0.058938991150393
905 => 0.05864784302525
906 => 0.059234346439484
907 => 0.059301935494317
908 => 0.059165038589241
909 => 0.059197282766126
910 => 0.05806383486153
911 => 0.058150008443997
912 => 0.057670182986411
913 => 0.057580221497496
914 => 0.056367264523902
915 => 0.054218335424254
916 => 0.055409050747054
917 => 0.053970834077023
918 => 0.053426159631543
919 => 0.056004563742188
920 => 0.055745763483277
921 => 0.055302809937789
922 => 0.054647589324406
923 => 0.054404561625326
924 => 0.052928002258934
925 => 0.05284075925443
926 => 0.05357258194687
927 => 0.05323487095479
928 => 0.052760596820756
929 => 0.051042823983681
930 => 0.049111478579768
1001 => 0.049169773757508
1002 => 0.049784098796534
1003 => 0.051570331700521
1004 => 0.05087241960279
1005 => 0.050366076368268
1006 => 0.050271253501064
1007 => 0.051458160209244
1008 => 0.053137881865962
1009 => 0.05392596968564
1010 => 0.053144998590922
1011 => 0.05224786104778
1012 => 0.052302465653096
1013 => 0.052665725628969
1014 => 0.052703899116214
1015 => 0.052119954802857
1016 => 0.052284331706594
1017 => 0.052034628158879
1018 => 0.050502197947471
1019 => 0.050474481144335
1020 => 0.050098398056681
1021 => 0.050087010410251
1022 => 0.049447199259828
1023 => 0.049357685257078
1024 => 0.048087301384151
1025 => 0.048923471896388
1026 => 0.048362612617701
1027 => 0.047517265391392
1028 => 0.047371527210945
1029 => 0.047367146145257
1030 => 0.048235128730496
1031 => 0.048913329014515
1101 => 0.048372369004979
1102 => 0.048249202896877
1103 => 0.049564294702593
1104 => 0.049396937282988
1105 => 0.049252006836949
1106 => 0.052987481214951
1107 => 0.050030561762062
1108 => 0.04874117610554
1109 => 0.0471453165079
1110 => 0.047664936439914
1111 => 0.047774427994395
1112 => 0.043936673337382
1113 => 0.042379696750994
1114 => 0.041845401059971
1115 => 0.041537906335954
1116 => 0.041678035542964
1117 => 0.040276574000076
1118 => 0.041218379334932
1119 => 0.040004832101386
1120 => 0.039801376958458
1121 => 0.041971349741692
1122 => 0.042273288777682
1123 => 0.040985123045043
1124 => 0.041812333980486
1125 => 0.041512375796202
1126 => 0.040025634885613
1127 => 0.039968852318554
1128 => 0.039222857991091
1129 => 0.038055521321576
1130 => 0.037522017139784
1201 => 0.03724416352981
1202 => 0.037358811344544
1203 => 0.037300841901134
1204 => 0.036922552070838
1205 => 0.037322525031396
1206 => 0.036300759397408
1207 => 0.035893884089029
1208 => 0.03571010795167
1209 => 0.03480323214087
1210 => 0.036246474845356
1211 => 0.036530811839632
1212 => 0.036815709065623
1213 => 0.039295544910279
1214 => 0.039171659319424
1215 => 0.040291524726029
1216 => 0.040248008815629
1217 => 0.039928605061048
1218 => 0.03858109315984
1219 => 0.039118187386571
1220 => 0.037465094839666
1221 => 0.038703704175174
1222 => 0.038138454600011
1223 => 0.038512592725222
1224 => 0.037839858641418
1225 => 0.038212177459904
1226 => 0.036598238689182
1227 => 0.035091165373813
1228 => 0.03569765567013
1229 => 0.036356979982805
1230 => 0.037786563085396
1231 => 0.036935115183297
]
'min_raw' => 0.03480323214087
'max_raw' => 0.10388849554023
'avg_raw' => 0.06934586384055
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.0348032'
'max' => '$0.103888'
'avg' => '$0.069345'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.06592976785913
'max_diff' => 0.00315549554023
'year' => 2026
]
1 => [
'items' => [
101 => 0.037241328045702
102 => 0.036215566216062
103 => 0.034099126567133
104 => 0.034111105385701
105 => 0.033785537254857
106 => 0.033504198856083
107 => 0.037032914217265
108 => 0.036594062681367
109 => 0.035894810194383
110 => 0.036830787435401
111 => 0.037078274673882
112 => 0.037085320287636
113 => 0.037768185121613
114 => 0.038132630205916
115 => 0.03819686523162
116 => 0.039271367802155
117 => 0.039631526890766
118 => 0.041114971205134
119 => 0.038101709586749
120 => 0.038039653446651
121 => 0.036843958554632
122 => 0.036085629950925
123 => 0.036895881962906
124 => 0.037613654635092
125 => 0.03686626175234
126 => 0.036963855484502
127 => 0.03596054160365
128 => 0.036319179105749
129 => 0.036628086036245
130 => 0.036457525785935
131 => 0.036202188836012
201 => 0.037554805461344
202 => 0.037478485530395
203 => 0.038738073228426
204 => 0.039720011913022
205 => 0.041479821578353
206 => 0.039643368451627
207 => 0.039576440800449
208 => 0.040230669326247
209 => 0.039631426731787
210 => 0.040010127366334
211 => 0.041418807051438
212 => 0.041448570233416
213 => 0.040949998587593
214 => 0.040919660457634
215 => 0.041015416595991
216 => 0.041576263289233
217 => 0.041380286221536
218 => 0.041607075845808
219 => 0.041890679743685
220 => 0.043063785710867
221 => 0.043346617588023
222 => 0.042659482758049
223 => 0.042721523339673
224 => 0.04246451605099
225 => 0.042216250230414
226 => 0.042774315538758
227 => 0.043794190858556
228 => 0.043787846267123
301 => 0.044024437517773
302 => 0.044171831906901
303 => 0.04353910728948
304 => 0.043127226829467
305 => 0.043285168006471
306 => 0.04353771938801
307 => 0.04320326899724
308 => 0.041138886252913
309 => 0.041765088104262
310 => 0.041660857496491
311 => 0.041512420436151
312 => 0.042142071239958
313 => 0.042081339883887
314 => 0.040262199986315
315 => 0.040378655420372
316 => 0.040269282026972
317 => 0.040622689836739
318 => 0.039612341550274
319 => 0.039923117878391
320 => 0.040118033878039
321 => 0.040232840899247
322 => 0.040647602583761
323 => 0.040598935087245
324 => 0.040644577343845
325 => 0.041259559428955
326 => 0.04436992777907
327 => 0.044539218265726
328 => 0.043705569994346
329 => 0.044038596035778
330 => 0.043399258861019
331 => 0.043828450189621
401 => 0.044122091996373
402 => 0.042795181135733
403 => 0.042716610086146
404 => 0.042074634139442
405 => 0.042419595649825
406 => 0.041870737083196
407 => 0.042005407777189
408 => 0.041628856776404
409 => 0.04230657360726
410 => 0.043064366330706
411 => 0.04325581469879
412 => 0.042752196466066
413 => 0.042387543675515
414 => 0.041747333499404
415 => 0.042812017290291
416 => 0.043123363276397
417 => 0.04281038192237
418 => 0.042737857303864
419 => 0.042600423282845
420 => 0.042767014581116
421 => 0.043121667619291
422 => 0.042954419795901
423 => 0.043064889929778
424 => 0.042643891695747
425 => 0.043539316747656
426 => 0.04496146722586
427 => 0.044966039672192
428 => 0.044798790947274
429 => 0.044730356372461
430 => 0.044901963713729
501 => 0.044995053656665
502 => 0.045550000330919
503 => 0.046145480222446
504 => 0.048924325047967
505 => 0.048144036540688
506 => 0.050609592984108
507 => 0.052559528018419
508 => 0.053144228274884
509 => 0.052606331551209
510 => 0.050766215916128
511 => 0.050675931064336
512 => 0.053425840699929
513 => 0.052648865274033
514 => 0.052556446519438
515 => 0.051573267114498
516 => 0.052154447911956
517 => 0.052027335146144
518 => 0.051826681426741
519 => 0.052935533902885
520 => 0.055011206750284
521 => 0.05468769367148
522 => 0.054446206165493
523 => 0.053388078210213
524 => 0.054025307580727
525 => 0.053798402407211
526 => 0.054773331030214
527 => 0.05419580491126
528 => 0.052642978921006
529 => 0.052890271578135
530 => 0.052852893790494
531 => 0.053622126011534
601 => 0.053391221592295
602 => 0.052807805996754
603 => 0.055004112326146
604 => 0.054861496409613
605 => 0.055063693172719
606 => 0.055152706440981
607 => 0.056489559400424
608 => 0.057037225283384
609 => 0.057161555027057
610 => 0.057681795257869
611 => 0.057148610976186
612 => 0.059281728256869
613 => 0.06070012677768
614 => 0.062347669649721
615 => 0.06475517260355
616 => 0.065660415984838
617 => 0.065496891870527
618 => 0.067322233133669
619 => 0.070602330808478
620 => 0.066159893392188
621 => 0.070837790778622
622 => 0.069356822475
623 => 0.065845473268592
624 => 0.065619383775787
625 => 0.067997310225969
626 => 0.073271322225533
627 => 0.071950242036991
628 => 0.073273483039457
629 => 0.071729852121996
630 => 0.071653197836201
701 => 0.073198512331245
702 => 0.076809223879622
703 => 0.075093910168486
704 => 0.072634587351396
705 => 0.074450513048235
706 => 0.072877390153644
707 => 0.069332703982757
708 => 0.071949231831868
709 => 0.07019963417359
710 => 0.070710259784003
711 => 0.074387653828693
712 => 0.073945180048058
713 => 0.074517782092168
714 => 0.073507154471918
715 => 0.072563068913256
716 => 0.0708008631093
717 => 0.070279160846445
718 => 0.070423340583017
719 => 0.070279089398128
720 => 0.069293151446322
721 => 0.069080238239501
722 => 0.068725373566859
723 => 0.068835360967461
724 => 0.068168111563572
725 => 0.069427349049473
726 => 0.069661074623219
727 => 0.070577442653766
728 => 0.070672583022632
729 => 0.073224654944024
730 => 0.071819016615548
731 => 0.072762040163264
801 => 0.072677687261075
802 => 0.065921574853237
803 => 0.066852507533353
804 => 0.068300746640844
805 => 0.067648316885961
806 => 0.066725933857607
807 => 0.065981060107162
808 => 0.064852500207986
809 => 0.066440926594003
810 => 0.068529538381301
811 => 0.070725553664292
812 => 0.073363922138185
813 => 0.072775069008807
814 => 0.070676231200884
815 => 0.070770383531745
816 => 0.071352396193554
817 => 0.070598636915085
818 => 0.070376338588735
819 => 0.071321855817137
820 => 0.071328367074642
821 => 0.070461075929911
822 => 0.069497240535147
823 => 0.069493202029651
824 => 0.069321696830698
825 => 0.071760362515889
826 => 0.073101382065833
827 => 0.073255127796074
828 => 0.073091033753206
829 => 0.073154187037646
830 => 0.072373877308883
831 => 0.074157433955174
901 => 0.075794201909281
902 => 0.075355513133133
903 => 0.074697856294404
904 => 0.07417400094531
905 => 0.075232109461249
906 => 0.075184993554652
907 => 0.075779906169087
908 => 0.075752917496514
909 => 0.075552870760075
910 => 0.075355520277432
911 => 0.076137992633624
912 => 0.075912653161163
913 => 0.07568696367426
914 => 0.075234308856944
915 => 0.075295832164418
916 => 0.074638288879413
917 => 0.074334079268637
918 => 0.069759496623475
919 => 0.068537018661888
920 => 0.068921635114437
921 => 0.069048260837178
922 => 0.068516236861647
923 => 0.069279022576812
924 => 0.069160143231094
925 => 0.069622633223194
926 => 0.069333689555111
927 => 0.069345547904037
928 => 0.070195269622582
929 => 0.070441947452451
930 => 0.070316485117246
1001 => 0.070404354636226
1002 => 0.072429270613729
1003 => 0.072141392314896
1004 => 0.071988462706268
1005 => 0.072030825252998
1006 => 0.072548234699938
1007 => 0.072693081095573
1008 => 0.072079356739092
1009 => 0.072368792693507
1010 => 0.073601174252511
1011 => 0.074032438051407
1012 => 0.075408825079117
1013 => 0.074824111406417
1014 => 0.075897378658472
1015 => 0.07919623628752
1016 => 0.081831592025189
1017 => 0.079408009978147
1018 => 0.084247505179846
1019 => 0.088015746378723
1020 => 0.087871115005176
1021 => 0.087214034991163
1022 => 0.082923992570116
1023 => 0.078976231573339
1024 => 0.082278701277929
1025 => 0.082287119952365
1026 => 0.082003434875925
1027 => 0.080241491230234
1028 => 0.08194212305629
1029 => 0.082077113034854
1030 => 0.082001554543591
1031 => 0.080650676481534
1101 => 0.078588135364772
1102 => 0.078991150961962
1103 => 0.079651298731454
1104 => 0.078401501282554
1105 => 0.078002115269733
1106 => 0.078744649853866
1107 => 0.081137250997165
1108 => 0.080684943610419
1109 => 0.080673132036633
1110 => 0.082608294845315
1111 => 0.081223135908571
1112 => 0.078996234279277
1113 => 0.078433912248656
1114 => 0.076438047865462
1115 => 0.077816598503959
1116 => 0.077866210087252
1117 => 0.077111191990993
1118 => 0.079057499836646
1119 => 0.079039564267208
1120 => 0.080887293896962
1121 => 0.084419458973497
1122 => 0.083374823953078
1123 => 0.082160027080299
1124 => 0.082292109183033
1125 => 0.083740723843626
1126 => 0.082864858351175
1127 => 0.083179825689012
1128 => 0.083740247102837
1129 => 0.084078363256279
1130 => 0.082243459471865
1201 => 0.081815655626125
1202 => 0.080940519096486
1203 => 0.0807122123111
1204 => 0.081424992754168
1205 => 0.081237200290325
1206 => 0.077862040425782
1207 => 0.077509317440725
1208 => 0.077520134951105
1209 => 0.076633196234115
1210 => 0.075280401801024
1211 => 0.078835464800029
1212 => 0.078549943488134
1213 => 0.078234750057397
1214 => 0.078273359454193
1215 => 0.079816491809797
1216 => 0.078921397113495
1217 => 0.08130115306675
1218 => 0.080811946784773
1219 => 0.080310194207607
1220 => 0.080240836717685
1221 => 0.080047704782995
1222 => 0.079385383517713
1223 => 0.078585590790548
1224 => 0.078057498355215
1225 => 0.072003916128934
1226 => 0.073127425778064
1227 => 0.074419921218261
1228 => 0.074866085464866
1229 => 0.074102890647421
1230 => 0.079415519100833
1231 => 0.080386187513033
]
'min_raw' => 0.033504198856083
'max_raw' => 0.088015746378723
'avg_raw' => 0.060759972617403
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.0335041'
'max' => '$0.088015'
'avg' => '$0.060759'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.0012990332847866
'max_diff' => -0.015872749161506
'year' => 2027
]
2 => [
'items' => [
101 => 0.077445969577346
102 => 0.076895974849886
103 => 0.079451576663602
104 => 0.077910236360315
105 => 0.078604301804508
106 => 0.077104111947664
107 => 0.080152381917023
108 => 0.080129159207106
109 => 0.078943313340725
110 => 0.079945582146668
111 => 0.079771413277012
112 => 0.078432596214477
113 => 0.08019482480591
114 => 0.080195698849306
115 => 0.079054347985427
116 => 0.077721500050248
117 => 0.077483218319901
118 => 0.077303705044731
119 => 0.07856015254318
120 => 0.079686679441479
121 => 0.081782866709512
122 => 0.082309897992876
123 => 0.084366936178307
124 => 0.083142070094254
125 => 0.083685037364644
126 => 0.084274505144061
127 => 0.084557117674473
128 => 0.084096615721991
129 => 0.087292042734661
130 => 0.087561834679884
131 => 0.087652293585427
201 => 0.086574813575621
202 => 0.087531868011665
203 => 0.087084093935351
204 => 0.088249077686697
205 => 0.088431762014167
206 => 0.088277034887984
207 => 0.088335021776999
208 => 0.085608288533637
209 => 0.085466893030305
210 => 0.083538955309406
211 => 0.084324604181268
212 => 0.082855871272451
213 => 0.083321621607463
214 => 0.083526919917303
215 => 0.083419683730819
216 => 0.084369023589705
217 => 0.083561890772332
218 => 0.081431734562363
219 => 0.079300997992759
220 => 0.079274248330788
221 => 0.078713263002636
222 => 0.07830777335997
223 => 0.078385885050665
224 => 0.078661160836944
225 => 0.078291773830847
226 => 0.078370601276995
227 => 0.079679662107566
228 => 0.079942184921342
229 => 0.079050029825845
301 => 0.07546789838006
302 => 0.074588834338168
303 => 0.075220688138882
304 => 0.074918702718737
305 => 0.060465240259028
306 => 0.063860866872698
307 => 0.06184330084344
308 => 0.062773088093471
309 => 0.060713675623789
310 => 0.061696535197377
311 => 0.06151503692242
312 => 0.066975104033305
313 => 0.066889852595445
314 => 0.066930657947343
315 => 0.064982912183484
316 => 0.068085724072371
317 => 0.069614280782343
318 => 0.069331385616547
319 => 0.069402584235041
320 => 0.068179156077008
321 => 0.066942503406194
322 => 0.06557086527478
323 => 0.06811919938335
324 => 0.067835868131991
325 => 0.068485728083242
326 => 0.070138504911335
327 => 0.07038188257756
328 => 0.070708984629059
329 => 0.070591741828306
330 => 0.073384940999629
331 => 0.07304666614986
401 => 0.073861811209486
402 => 0.072184995976631
403 => 0.070287520375892
404 => 0.070648168454441
405 => 0.070613435144328
406 => 0.070171240241552
407 => 0.069772046455196
408 => 0.069107501273064
409 => 0.07121022056351
410 => 0.071124854000334
411 => 0.072506839430375
412 => 0.072262560081725
413 => 0.070631202806144
414 => 0.070689467050388
415 => 0.071081322093772
416 => 0.072437536873048
417 => 0.072840153757681
418 => 0.07265364557521
419 => 0.073095096609051
420 => 0.07344400150679
421 => 0.073138913692373
422 => 0.077458313771259
423 => 0.075664597710983
424 => 0.076538842438165
425 => 0.07674734465425
426 => 0.076213270612079
427 => 0.076329092148068
428 => 0.076504530215613
429 => 0.077569755807444
430 => 0.080365215985918
501 => 0.081603306269624
502 => 0.08532816197445
503 => 0.081500500106611
504 => 0.081273382491813
505 => 0.081944341484118
506 => 0.084131226098871
507 => 0.085903490675501
508 => 0.086491453079965
509 => 0.086569162017916
510 => 0.087672218575693
511 => 0.088304470023824
512 => 0.087538278496311
513 => 0.086889011400341
514 => 0.084563417252575
515 => 0.084832611107562
516 => 0.086687089821718
517 => 0.089306650233714
518 => 0.091554505586015
519 => 0.090767384987308
520 => 0.096772559534902
521 => 0.097367948062358
522 => 0.097285684619079
523 => 0.098642068290316
524 => 0.095949922925642
525 => 0.094798978624384
526 => 0.087029390315985
527 => 0.089212327713256
528 => 0.092385355419609
529 => 0.09196539330443
530 => 0.089661055768803
531 => 0.09155275753936
601 => 0.09092730177503
602 => 0.090433978863519
603 => 0.0926939867565
604 => 0.090209015242161
605 => 0.092360565927849
606 => 0.089601179918512
607 => 0.0907709804879
608 => 0.090106945107828
609 => 0.09053665737985
610 => 0.088024568218074
611 => 0.089380030552251
612 => 0.087968176528625
613 => 0.087967507125989
614 => 0.087936340370166
615 => 0.089597380367842
616 => 0.089651546822533
617 => 0.088424035754558
618 => 0.088247132232336
619 => 0.08890123727288
620 => 0.088135451580785
621 => 0.088493757886318
622 => 0.088146304313767
623 => 0.088068085196094
624 => 0.087444821958587
625 => 0.08717630301889
626 => 0.087281596214026
627 => 0.086922176256664
628 => 0.086705612731565
629 => 0.087893260434199
630 => 0.087258748176253
701 => 0.087796012330482
702 => 0.087183732018597
703 => 0.085061301699769
704 => 0.083840669579118
705 => 0.079831595456248
706 => 0.080968563904253
707 => 0.081722375161559
708 => 0.081473240545516
709 => 0.082008478103074
710 => 0.082041337342089
711 => 0.081867326156026
712 => 0.081665843494778
713 => 0.081567772877973
714 => 0.082298710907891
715 => 0.082723045036501
716 => 0.081798030205923
717 => 0.081581312173452
718 => 0.082516553238634
719 => 0.083087049748124
720 => 0.087299275439901
721 => 0.086987220155344
722 => 0.087770417681825
723 => 0.087682241659488
724 => 0.08850315744039
725 => 0.08984500779727
726 => 0.087116650834473
727 => 0.087590199263729
728 => 0.087474096124705
729 => 0.088741679752685
730 => 0.08874563701041
731 => 0.087985657304938
801 => 0.088397654632537
802 => 0.088167689026827
803 => 0.088583267958061
804 => 0.086983052466768
805 => 0.088931942202575
806 => 0.090036837099097
807 => 0.090052178565807
808 => 0.09057588997777
809 => 0.091108011103644
810 => 0.092129371266777
811 => 0.091079525923039
812 => 0.089190956350038
813 => 0.089327304973166
814 => 0.088220037323516
815 => 0.088238650692751
816 => 0.088139291069019
817 => 0.088437476779281
818 => 0.087048487461733
819 => 0.08737448047829
820 => 0.086918088346098
821 => 0.087589207156365
822 => 0.086867194256432
823 => 0.087474040136256
824 => 0.087735934700729
825 => 0.088702331281821
826 => 0.086724456695651
827 => 0.082691436524114
828 => 0.083539226259815
829 => 0.082285278648267
830 => 0.082401336273831
831 => 0.082635791147904
901 => 0.081875846192172
902 => 0.082020819741108
903 => 0.082015640265777
904 => 0.081971006345552
905 => 0.081773315312099
906 => 0.081486624201613
907 => 0.082628713346917
908 => 0.082822776547772
909 => 0.083254155003928
910 => 0.084537644682646
911 => 0.084409393796971
912 => 0.084618576312585
913 => 0.08416193205551
914 => 0.08242251869123
915 => 0.08251697720548
916 => 0.081339078019181
917 => 0.083224033473456
918 => 0.082777651141687
919 => 0.082489865548507
920 => 0.082411340583093
921 => 0.083698011784469
922 => 0.084083003974021
923 => 0.083843102677357
924 => 0.083351058118861
925 => 0.08429592913109
926 => 0.084548736753054
927 => 0.084605331056426
928 => 0.086279461329049
929 => 0.084698896341398
930 => 0.08507935404339
1001 => 0.088047576427895
1002 => 0.08535580831184
1003 => 0.086781697916506
1004 => 0.086711908040329
1005 => 0.087441344912603
1006 => 0.086652072926136
1007 => 0.086661856898342
1008 => 0.087309547424587
1009 => 0.086399982892078
1010 => 0.086174761922593
1011 => 0.085863620766314
1012 => 0.086542986098179
1013 => 0.08695023488958
1014 => 0.090232361056999
1015 => 0.09235276424429
1016 => 0.092260711949764
1017 => 0.093101897607055
1018 => 0.092722935764068
1019 => 0.091499168007979
1020 => 0.093587990345044
1021 => 0.092926999557558
1022 => 0.092981490834974
1023 => 0.092979462666907
1024 => 0.093418963755768
1025 => 0.093107536954627
1026 => 0.092493682762272
1027 => 0.092901187822533
1028 => 0.094111332165781
1029 => 0.097867657338987
1030 => 0.099969746670603
1031 => 0.097741108921763
1101 => 0.099278393398264
1102 => 0.09835657050283
1103 => 0.098189047860874
1104 => 0.099154576116547
1105 => 0.10012179440162
1106 => 0.10006018677826
1107 => 0.099358035970505
1108 => 0.098961408795623
1109 => 0.10196480264368
1110 => 0.10417765206945
1111 => 0.10402675057374
1112 => 0.1046927807
1113 => 0.10664826575022
1114 => 0.10682705079627
1115 => 0.1068045279898
1116 => 0.10636139059886
1117 => 0.10828681958262
1118 => 0.10989304631558
1119 => 0.10625881709633
1120 => 0.10764268400746
1121 => 0.10826394644928
1122 => 0.10917614403413
1123 => 0.11071517426183
1124 => 0.11238696929672
1125 => 0.11262337944495
1126 => 0.11245563513152
1127 => 0.11135304136574
1128 => 0.11318233944158
1129 => 0.11425389935209
1130 => 0.11489198875659
1201 => 0.11651007731844
1202 => 0.10826778315462
1203 => 0.10243347767686
1204 => 0.10152236662812
1205 => 0.10337514677341
1206 => 0.10386371012208
1207 => 0.10366677084884
1208 => 0.097099729601782
1209 => 0.10148779251504
1210 => 0.10620897925089
1211 => 0.10639033926105
1212 => 0.10875386405638
1213 => 0.10952352461389
1214 => 0.1114264718684
1215 => 0.11130744199952
1216 => 0.11177077937349
1217 => 0.1116642661351
1218 => 0.11518907521126
1219 => 0.11907746306149
1220 => 0.11894282055455
1221 => 0.11838381879577
1222 => 0.11921403173153
1223 => 0.12322726469793
1224 => 0.12285779051713
1225 => 0.12321670321204
1226 => 0.12794853105532
1227 => 0.13410058034625
1228 => 0.13124233579497
1229 => 0.13744390403354
1230 => 0.14134746250872
1231 => 0.14809826325607
]
'min_raw' => 0.060465240259028
'max_raw' => 0.14809826325607
'avg_raw' => 0.10428175175755
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.060465'
'max' => '$0.148098'
'avg' => '$0.104281'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.026961041402945
'max_diff' => 0.060082516877342
'year' => 2028
]
3 => [
'items' => [
101 => 0.1472530297541
102 => 0.14988106694538
103 => 0.14573988538004
104 => 0.13623089543513
105 => 0.1347260613774
106 => 0.13773877726945
107 => 0.14514524531353
108 => 0.13750552123336
109 => 0.13905102746478
110 => 0.13860592156616
111 => 0.1385822037644
112 => 0.13948741579028
113 => 0.13817435853405
114 => 0.13282472705772
115 => 0.13527643163775
116 => 0.13432971075887
117 => 0.1353801681567
118 => 0.14104905349118
119 => 0.13854270415546
120 => 0.13590246872956
121 => 0.13921390986878
122 => 0.14343051237364
123 => 0.14316664496685
124 => 0.14265463190966
125 => 0.14554082270493
126 => 0.15030796432416
127 => 0.15159650354791
128 => 0.15254767685986
129 => 0.15267882758937
130 => 0.15402976161308
131 => 0.14676544888839
201 => 0.15829409974325
202 => 0.16028477927333
203 => 0.15991061402688
204 => 0.16212317054397
205 => 0.1614721802895
206 => 0.16052899754802
207 => 0.16403637025186
208 => 0.16001545047729
209 => 0.154308261077
210 => 0.1511771840966
211 => 0.15530043884117
212 => 0.15781836663192
213 => 0.15948255673132
214 => 0.15998613964987
215 => 0.14732935680637
216 => 0.14050805283108
217 => 0.14488043047283
218 => 0.15021503296115
219 => 0.14673581490222
220 => 0.1468721936631
221 => 0.14191174303349
222 => 0.15065392277341
223 => 0.14938026071861
224 => 0.15598802171198
225 => 0.15441102652032
226 => 0.15979939909861
227 => 0.15838046001472
228 => 0.16427039682015
301 => 0.16662005207551
302 => 0.1705654889439
303 => 0.1734677683651
304 => 0.17517204235299
305 => 0.17506972413533
306 => 0.18182290674128
307 => 0.17784079089678
308 => 0.17283831488345
309 => 0.17274783587498
310 => 0.17533868908791
311 => 0.18076840665637
312 => 0.18217625342269
313 => 0.18296304770308
314 => 0.18175804487416
315 => 0.17743574352577
316 => 0.1755693957181
317 => 0.17715957812354
318 => 0.17521492168762
319 => 0.17857194427024
320 => 0.1831818532975
321 => 0.18222992531293
322 => 0.18541207784434
323 => 0.18870527094214
324 => 0.19341468497856
325 => 0.19464590019677
326 => 0.19668105213356
327 => 0.1987758919891
328 => 0.19944869809319
329 => 0.20073329370535
330 => 0.20072652325238
331 => 0.20459773859291
401 => 0.20886780899506
402 => 0.21047966171952
403 => 0.21418602818133
404 => 0.20783900550205
405 => 0.21265329511362
406 => 0.21699590485275
407 => 0.21181846649698
408 => 0.21895435908199
409 => 0.21923142962078
410 => 0.2234148658033
411 => 0.21917415178292
412 => 0.21665602933446
413 => 0.22392575449036
414 => 0.2274433454991
415 => 0.22638381846016
416 => 0.21832076537854
417 => 0.21362772264442
418 => 0.2013451245889
419 => 0.21589439255442
420 => 0.22298091657245
421 => 0.21830241299331
422 => 0.22066197806633
423 => 0.23353500001317
424 => 0.23843621330408
425 => 0.23741679520164
426 => 0.2375890600799
427 => 0.24023366580837
428 => 0.25196130401934
429 => 0.2449338313588
430 => 0.25030607089341
501 => 0.25315548737151
502 => 0.25580218419608
503 => 0.24930273329206
504 => 0.24084704316182
505 => 0.23816877115185
506 => 0.21783722801559
507 => 0.21677888289993
508 => 0.21618480171538
509 => 0.21243920388119
510 => 0.20949618998911
511 => 0.20715579607502
512 => 0.20101390354369
513 => 0.20308661197587
514 => 0.19329771719352
515 => 0.19956030517814
516 => 0.18393699274438
517 => 0.19694855158845
518 => 0.1898669516726
519 => 0.19462205555707
520 => 0.19460546544758
521 => 0.18584981158921
522 => 0.18079973316954
523 => 0.18401783969055
524 => 0.18746790533468
525 => 0.18802766687803
526 => 0.19250076704157
527 => 0.19374911314825
528 => 0.18996656616531
529 => 0.18361323432032
530 => 0.18508896840384
531 => 0.18076982746544
601 => 0.17320069910425
602 => 0.17863697923756
603 => 0.18049316429143
604 => 0.18131296135576
605 => 0.1738695929328
606 => 0.17153072497091
607 => 0.17028553129301
608 => 0.18265238892673
609 => 0.18332987330451
610 => 0.17986376744116
611 => 0.19553089461314
612 => 0.19198494121363
613 => 0.19594663994056
614 => 0.18495506100367
615 => 0.18537495412118
616 => 0.18017136450459
617 => 0.1830850269859
618 => 0.18102574425584
619 => 0.18284963185078
620 => 0.18394286255502
621 => 0.18914559831376
622 => 0.19700795847354
623 => 0.18836848308735
624 => 0.18460413994202
625 => 0.18693951725792
626 => 0.19315893480256
627 => 0.20258167074883
628 => 0.19700322141841
629 => 0.19947884250303
630 => 0.20001965557731
701 => 0.19590631356648
702 => 0.20273333553598
703 => 0.20639199207206
704 => 0.21014501662579
705 => 0.21340366268843
706 => 0.20864597608825
707 => 0.21373738273803
708 => 0.20963460773257
709 => 0.20595399441559
710 => 0.2059595763867
711 => 0.20365067388778
712 => 0.19917688435568
713 => 0.19835184892571
714 => 0.20264378742288
715 => 0.20608551564952
716 => 0.20636899287103
717 => 0.20827451045968
718 => 0.20940217614025
719 => 0.22045483279699
720 => 0.2249003027367
721 => 0.23033613923054
722 => 0.23245370389185
723 => 0.23882681433345
724 => 0.23368001005314
725 => 0.23256646657217
726 => 0.21710738526941
727 => 0.2196388089667
728 => 0.22369186255213
729 => 0.2171742186302
730 => 0.22130816354383
731 => 0.2221242918387
801 => 0.21695275158374
802 => 0.21971509468298
803 => 0.21237913038904
804 => 0.19716786244827
805 => 0.20275027002557
806 => 0.20686080102053
807 => 0.2009945664659
808 => 0.21150956485044
809 => 0.20536691986782
810 => 0.20341999630729
811 => 0.19582435336928
812 => 0.19940920445291
813 => 0.20425776687364
814 => 0.20126191900351
815 => 0.20747875316286
816 => 0.21628344830159
817 => 0.22255819838612
818 => 0.22303989578372
819 => 0.21900565185498
820 => 0.22547055349699
821 => 0.22551764324756
822 => 0.21822520778547
823 => 0.2137586316694
824 => 0.21274381617807
825 => 0.2152790242417
826 => 0.21835723485619
827 => 0.22321071504957
828 => 0.22614357148137
829 => 0.23379090558864
830 => 0.23586005493182
831 => 0.23813342273308
901 => 0.24117134319624
902 => 0.24481914561908
903 => 0.23683796158741
904 => 0.23715506890778
905 => 0.22972310084451
906 => 0.22178097711686
907 => 0.22780805902644
908 => 0.23568766687411
909 => 0.23388007612767
910 => 0.23367668524296
911 => 0.23401873229511
912 => 0.23265586790268
913 => 0.22649168276584
914 => 0.22339606757996
915 => 0.22739020094541
916 => 0.22951290507072
917 => 0.23280503404982
918 => 0.23239920966473
919 => 0.24087938036606
920 => 0.24417451827354
921 => 0.24333148098991
922 => 0.24348662013892
923 => 0.24945230992412
924 => 0.25608738390294
925 => 0.26230200625924
926 => 0.2686237870443
927 => 0.2610026335646
928 => 0.25713308183501
929 => 0.26112547148678
930 => 0.2590070533406
1001 => 0.27118011237219
1002 => 0.27202294856802
1003 => 0.28419512734889
1004 => 0.29574797444802
1005 => 0.28849183817581
1006 => 0.29533404785695
1007 => 0.30273445548063
1008 => 0.3170110424596
1009 => 0.31220319022147
1010 => 0.30852045075571
1011 => 0.30504027975544
1012 => 0.31228196314542
1013 => 0.32159827313791
1014 => 0.32360491707978
1015 => 0.3268564468626
1016 => 0.32343786087411
1017 => 0.32755517115236
1018 => 0.34209108567236
1019 => 0.33816335325699
1020 => 0.33258534181267
1021 => 0.34406005028214
1022 => 0.34821270267045
1023 => 0.3773581918925
1024 => 0.41415557597545
1025 => 0.39892121734046
1026 => 0.38946475932604
1027 => 0.39168725126961
1028 => 0.40512441026664
1029 => 0.40943999926238
1030 => 0.39770874069923
1031 => 0.40185241954811
1101 => 0.42468449740295
1102 => 0.43693317463131
1103 => 0.42029782573837
1104 => 0.37440155791025
1105 => 0.33208310291245
1106 => 0.34330786280273
1107 => 0.34203532337603
1108 => 0.36656554267133
1109 => 0.33806967813787
1110 => 0.3385494754149
1111 => 0.36358695366728
1112 => 0.35690738372059
1113 => 0.34608733586163
1114 => 0.332162101236
1115 => 0.30642001710223
1116 => 0.28361953531383
1117 => 0.32833653073825
1118 => 0.32640825258297
1119 => 0.32361582005931
1120 => 0.32983007646795
1121 => 0.36000474164087
1122 => 0.35930911794278
1123 => 0.35488391488582
1124 => 0.35824039240257
1125 => 0.34549892912461
1126 => 0.34878269432907
1127 => 0.33207639945297
1128 => 0.33962834245347
1129 => 0.34606412089846
1130 => 0.34735619870461
1201 => 0.35026731597702
1202 => 0.32539213761677
1203 => 0.33656036240366
1204 => 0.3431206481448
1205 => 0.31348103850106
1206 => 0.34253476836076
1207 => 0.3249591161038
1208 => 0.31899367575035
1209 => 0.32702535529926
1210 => 0.32389540196799
1211 => 0.32120445189078
1212 => 0.31970285551131
1213 => 0.32560043454791
1214 => 0.32532530543672
1215 => 0.31567572146208
1216 => 0.30308823253452
1217 => 0.30731300698885
1218 => 0.30577810682212
1219 => 0.30021543061183
1220 => 0.30396400273748
1221 => 0.28745718820506
1222 => 0.25905807175161
1223 => 0.27781939796922
1224 => 0.27709710731824
1225 => 0.27673289561874
1226 => 0.29083151374631
1227 => 0.28947625692381
1228 => 0.28701645252025
1229 => 0.30017025437496
1230 => 0.29536893975439
1231 => 0.31016546008298
]
'min_raw' => 0.13282472705772
'max_raw' => 0.43693317463131
'avg_raw' => 0.28487895084451
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.132824'
'max' => '$0.436933'
'avg' => '$0.284878'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.07235948679869
'max_diff' => 0.28883491137524
'year' => 2029
]
4 => [
'items' => [
101 => 0.31991140535033
102 => 0.31743951838223
103 => 0.32660562701241
104 => 0.30741033725943
105 => 0.31378624253402
106 => 0.31510030777448
107 => 0.30000793850188
108 => 0.28969799370071
109 => 0.28901043792445
110 => 0.27113441443713
111 => 0.28068364189384
112 => 0.28908656688186
113 => 0.28506221790592
114 => 0.28378822924414
115 => 0.29029676102273
116 => 0.29080252968373
117 => 0.27927095061394
118 => 0.28166873106017
119 => 0.29166787411876
120 => 0.28141677831025
121 => 0.2615005736613
122 => 0.25656107954529
123 => 0.25590205997728
124 => 0.24250576017844
125 => 0.25689116016124
126 => 0.250611547564
127 => 0.27044876851737
128 => 0.25911785429795
129 => 0.25862940123276
130 => 0.25789103278425
131 => 0.24636028415321
201 => 0.2488847852861
202 => 0.25727661154422
203 => 0.2602709096938
204 => 0.25995857986524
205 => 0.25723548701741
206 => 0.25848210497865
207 => 0.25446631417499
208 => 0.25304825486076
209 => 0.24857246959711
210 => 0.24199430172677
211 => 0.24290903631539
212 => 0.22987596449301
213 => 0.22277485524669
214 => 0.22080936179843
215 => 0.21818102181579
216 => 0.22110623979322
217 => 0.22983904343805
218 => 0.21930542947473
219 => 0.20124628718174
220 => 0.20233167240483
221 => 0.20477021074735
222 => 0.20022601067861
223 => 0.19592530667935
224 => 0.19966441987956
225 => 0.19201252322055
226 => 0.20569490590122
227 => 0.20532483579414
228 => 0.21042478194462
301 => 0.21361388293395
302 => 0.20626403763726
303 => 0.20441557142123
304 => 0.20546854178599
305 => 0.1880652871771
306 => 0.20900256475581
307 => 0.20918363120175
308 => 0.20763323036299
309 => 0.21878168430773
310 => 0.24230839942113
311 => 0.23345670283555
312 => 0.23002905837366
313 => 0.22351310374603
314 => 0.23219522640825
315 => 0.23152857485
316 => 0.22851372368352
317 => 0.22669033229112
318 => 0.23004998683985
319 => 0.22627403391288
320 => 0.22559576901095
321 => 0.22148622166475
322 => 0.22001930023464
323 => 0.21893325000762
324 => 0.21773761542075
325 => 0.2203748873858
326 => 0.21439848215099
327 => 0.20719152331204
328 => 0.20659234266495
329 => 0.20824673311205
330 => 0.20751478849409
331 => 0.20658883839572
401 => 0.20482094749042
402 => 0.20429645202383
403 => 0.20600080784122
404 => 0.20407668949351
405 => 0.20691583092771
406 => 0.20614374155447
407 => 0.20183091307839
408 => 0.19645553198357
409 => 0.19640767981659
410 => 0.1952495627771
411 => 0.19377452660325
412 => 0.19336420528394
413 => 0.19934952219507
414 => 0.21173894907565
415 => 0.20930660812513
416 => 0.2110642237382
417 => 0.21970995297842
418 => 0.22245817031774
419 => 0.22050755074538
420 => 0.21783742236578
421 => 0.21795489446335
422 => 0.2270795314393
423 => 0.22764862385498
424 => 0.22908653679324
425 => 0.23093466127305
426 => 0.22082229433581
427 => 0.21747860288999
428 => 0.21589417638203
429 => 0.21101475598771
430 => 0.21627679255309
501 => 0.21321082918931
502 => 0.21362453239531
503 => 0.21335510763968
504 => 0.21350223177468
505 => 0.20569108139641
506 => 0.20853705405227
507 => 0.20380507252643
508 => 0.19746948045317
509 => 0.197448241327
510 => 0.1989988685113
511 => 0.19807649478603
512 => 0.19559441080772
513 => 0.19594697912174
514 => 0.19285810970117
515 => 0.19632202379518
516 => 0.19642135645691
517 => 0.19508756085005
518 => 0.20042419843989
519 => 0.20261062321473
520 => 0.20173269037362
521 => 0.20254902510621
522 => 0.20940768287298
523 => 0.21052594335319
524 => 0.21102260079035
525 => 0.21035714561905
526 => 0.20267438877957
527 => 0.20301515171501
528 => 0.20051485939454
529 => 0.19840237585806
530 => 0.19848686412101
531 => 0.19957295526239
601 => 0.20431597897524
602 => 0.2142973927624
603 => 0.2146761801193
604 => 0.21513528144588
605 => 0.21326788562486
606 => 0.21270466117667
607 => 0.2134476996044
608 => 0.21719619382505
609 => 0.22683833866682
610 => 0.22343016070254
611 => 0.22065925896613
612 => 0.2230900868187
613 => 0.22271587992426
614 => 0.21955719714663
615 => 0.21946854344138
616 => 0.21340602129913
617 => 0.21116484490009
618 => 0.20929195015191
619 => 0.20724679798005
620 => 0.20603436321845
621 => 0.20789721405401
622 => 0.20832327008071
623 => 0.20425011417169
624 => 0.20369495807212
625 => 0.2070211851126
626 => 0.20555743660633
627 => 0.20706293824424
628 => 0.2074122275382
629 => 0.20735598391705
630 => 0.20582766236606
701 => 0.20680176894746
702 => 0.2044977164873
703 => 0.20199240549437
704 => 0.20039417316727
705 => 0.19899950348712
706 => 0.19977334728435
707 => 0.19701473544554
708 => 0.19613219999842
709 => 0.20647176355577
710 => 0.21410971032463
711 => 0.21399865155365
712 => 0.21332260984732
713 => 0.21231814900176
714 => 0.2171227112578
715 => 0.21544889783805
716 => 0.21666673695271
717 => 0.21697672811993
718 => 0.21791497801976
719 => 0.21825032171365
720 => 0.21723668015956
721 => 0.21383477529814
722 => 0.20535755182689
723 => 0.20141138141719
724 => 0.20010907945333
725 => 0.20015641565629
726 => 0.19885067186045
727 => 0.19923527192766
728 => 0.1987169236525
729 => 0.19773529742127
730 => 0.19971273463072
731 => 0.19994061584801
801 => 0.19947905837471
802 => 0.19958777186829
803 => 0.19576627312314
804 => 0.19605681337288
805 => 0.19443904834228
806 => 0.19413573690149
807 => 0.19004616777907
808 => 0.18280090328617
809 => 0.18681548313008
810 => 0.18196643521399
811 => 0.1801300272931
812 => 0.18882329677056
813 => 0.18795073362879
814 => 0.18645728482415
815 => 0.18424816278008
816 => 0.18342877792498
817 => 0.17845045493111
818 => 0.17815630905031
819 => 0.1806237003521
820 => 0.17948508416408
821 => 0.17788603580842
822 => 0.17209444475715
823 => 0.16558277888563
824 => 0.16577932514742
825 => 0.1678505649073
826 => 0.17387297385389
827 => 0.17151991448972
828 => 0.16981274292277
829 => 0.16949304100567
830 => 0.17349477983948
831 => 0.17915807867953
901 => 0.18181517178611
902 => 0.17918207321461
903 => 0.17615731135176
904 => 0.17634141459095
905 => 0.17756617096161
906 => 0.17769487553904
907 => 0.17572606651687
908 => 0.17628027472425
909 => 0.17543838177938
910 => 0.17027168633076
911 => 0.17017823719386
912 => 0.16891024680655
913 => 0.16887185256156
914 => 0.16671468459772
915 => 0.16641288188778
916 => 0.16212969396483
917 => 0.1649489012264
918 => 0.16305792501037
919 => 0.1602077778166
920 => 0.15971641136611
921 => 0.15970164029727
922 => 0.16262810418401
923 => 0.16491470379201
924 => 0.16309081935124
925 => 0.16267555621859
926 => 0.16710948005834
927 => 0.16654522283362
928 => 0.16605657971608
929 => 0.17865099238401
930 => 0.16868153200307
1001 => 0.16433427824007
1002 => 0.15895372618727
1003 => 0.16070566106676
1004 => 0.16107481948715
1005 => 0.14813556171756
1006 => 0.14288610645192
1007 => 0.1410846912263
1008 => 0.14004795129568
1009 => 0.14052040670062
1010 => 0.13579528126185
1011 => 0.13897064370307
1012 => 0.13487908447801
1013 => 0.13419312125884
1014 => 0.14150933600018
1015 => 0.14252734454073
1016 => 0.13818420383627
1017 => 0.14097320325914
1018 => 0.13996187329842
1019 => 0.13494922251743
1020 => 0.13475777612816
1021 => 0.13224260416946
1022 => 0.12830684708735
1023 => 0.12650810049036
1024 => 0.12557129764522
1025 => 0.12595784075705
1026 => 0.12576239273129
1027 => 0.1244869621571
1028 => 0.12583549891884
1029 => 0.12239054474645
1030 => 0.12101873623712
1031 => 0.12039912215917
1101 => 0.11734152704701
1102 => 0.12220752058918
1103 => 0.12316618261716
1104 => 0.12412673350547
1105 => 0.13248767319234
1106 => 0.13206998427336
1107 => 0.13584568867823
1108 => 0.13569897174813
1109 => 0.13462207968951
1110 => 0.13007884923431
1111 => 0.13188969991845
1112 => 0.12631618298133
1113 => 0.13049224083293
1114 => 0.1285864624258
1115 => 0.12984789523644
1116 => 0.12757972530411
1117 => 0.1288350241951
1118 => 0.12339351694801
1119 => 0.11831231404474
1120 => 0.12035713842257
1121 => 0.12258009637531
1122 => 0.127400035616
1123 => 0.12452931956788
1124 => 0.12556173761258
1125 => 0.12210330998754
1126 => 0.11496758594608
1127 => 0.11500797336922
1128 => 0.11391029768564
1129 => 0.11296174563175
1130 => 0.12485905583901
1201 => 0.1233794372461
1202 => 0.12102185866598
1203 => 0.12417757128192
1204 => 0.12501199178546
1205 => 0.12503574656414
1206 => 0.127338073028
1207 => 0.12856682507447
1208 => 0.12878339794838
1209 => 0.13240615838431
1210 => 0.13362045989706
1211 => 0.13862199597373
1212 => 0.12846257404814
1213 => 0.12825334743917
1214 => 0.12422197862998
1215 => 0.12166522079777
1216 => 0.12439704202615
1217 => 0.12681706270372
1218 => 0.12429717541821
1219 => 0.12462621949998
1220 => 0.12124347670155
1221 => 0.12245264807914
1222 => 0.1234941493625
1223 => 0.12291909357045
1224 => 0.12205820721672
1225 => 0.12661864860571
1226 => 0.12636133063003
1227 => 0.13060811849554
1228 => 0.13391879332743
1229 => 0.13985211448008
1230 => 0.13366038454626
1231 => 0.13343473329757
]
'min_raw' => 0.11296174563175
'max_raw' => 0.32660562701241
'avg_raw' => 0.21978368632208
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.112961'
'max' => '$0.3266056'
'avg' => '$0.219783'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.01986298142597
'max_diff' => -0.1103275476189
'year' => 2030
]
5 => [
'items' => [
101 => 0.13564051044908
102 => 0.13362012220407
103 => 0.13489693783348
104 => 0.13964639974269
105 => 0.13974674838872
106 => 0.13806577927567
107 => 0.13796349215237
108 => 0.13828634065832
109 => 0.14017727444166
110 => 0.13951652407523
111 => 0.14028116112741
112 => 0.1412373514697
113 => 0.14519256014169
114 => 0.14614614756222
115 => 0.14382942450874
116 => 0.14403859866122
117 => 0.14317208064375
118 => 0.14233503509631
119 => 0.14421659124626
120 => 0.14765517209239
121 => 0.14763378085941
122 => 0.14843146477925
123 => 0.14892841525294
124 => 0.14679514002988
125 => 0.14540645630237
126 => 0.14593896600774
127 => 0.14679046062317
128 => 0.14566283778011
129 => 0.13870262722701
130 => 0.14081391048885
131 => 0.14046248971761
201 => 0.13996202380512
202 => 0.14208493545097
203 => 0.14188017544385
204 => 0.1357468182709
205 => 0.13613945589748
206 => 0.13577069586542
207 => 0.1369622349702
208 => 0.13355577518212
209 => 0.13460357927008
210 => 0.13526075217149
211 => 0.13564783205906
212 => 0.13704623003614
213 => 0.13688214417378
214 => 0.13703603022854
215 => 0.13910948526517
216 => 0.14959630931657
217 => 0.15016708401181
218 => 0.14735638066139
219 => 0.14847920121121
220 => 0.14632363128942
221 => 0.14777067981898
222 => 0.14876071367186
223 => 0.14428694106326
224 => 0.14402203328392
225 => 0.14185756655828
226 => 0.14302062837498
227 => 0.1411701133975
228 => 0.14162416504471
301 => 0.14035459705561
302 => 0.14263956666752
303 => 0.14519451774202
304 => 0.14583999928151
305 => 0.14414201524838
306 => 0.14291256290579
307 => 0.14075404959899
308 => 0.14434370533381
309 => 0.14539343006345
310 => 0.14433819157669
311 => 0.14409366976189
312 => 0.14363030136469
313 => 0.14419197555784
314 => 0.14538771303713
315 => 0.1448238253237
316 => 0.14519628309285
317 => 0.14377685815365
318 => 0.14679584623274
319 => 0.15159072586138
320 => 0.15160614218343
321 => 0.15104225143044
322 => 0.15081151948351
323 => 0.15139010561583
324 => 0.15170396485777
325 => 0.15357500631516
326 => 0.15558270834452
327 => 0.16495177768651
328 => 0.16232098050622
329 => 0.17063377619487
330 => 0.17720811830316
331 => 0.1791794760403
401 => 0.17736591968168
402 => 0.17116184134523
403 => 0.17085743966393
404 => 0.18012895199289
405 => 0.17750932509779
406 => 0.1771977288142
407 => 0.17388287080706
408 => 0.17584236244243
409 => 0.17541379287777
410 => 0.1747372748536
411 => 0.17847584839453
412 => 0.18547412431839
413 => 0.18438337738624
414 => 0.18356918539968
415 => 0.18000163312232
416 => 0.18215009643494
417 => 0.18138506980042
418 => 0.18467210972022
419 => 0.18272494008858
420 => 0.17748947884759
421 => 0.17832324330652
422 => 0.17819722148586
423 => 0.18079074162517
424 => 0.18001223125448
425 => 0.17804520484133
426 => 0.18545020497209
427 => 0.18496936545237
428 => 0.18565108595611
429 => 0.18595120040477
430 => 0.19045849349362
501 => 0.19230498725483
502 => 0.19272417366605
503 => 0.19447819992625
504 => 0.19268053189481
505 => 0.19987248573613
506 => 0.20465471537846
507 => 0.21020952119932
508 => 0.21832658549465
509 => 0.22137867675673
510 => 0.22082734378844
511 => 0.22698160929838
512 => 0.23804068761811
513 => 0.22306269970801
514 => 0.23883455734674
515 => 0.23384136931317
516 => 0.2220026103092
517 => 0.22124033379914
518 => 0.22925767884745
519 => 0.24703937852374
520 => 0.2425852644332
521 => 0.24704666385875
522 => 0.24184220444766
523 => 0.24158375917127
524 => 0.24679389488172
525 => 0.25896766095891
526 => 0.25318436102243
527 => 0.24489258244018
528 => 0.25101510271095
529 => 0.24571120903991
530 => 0.23376005213267
531 => 0.2425818584561
601 => 0.2366829677982
602 => 0.23840457769445
603 => 0.25080316846358
604 => 0.24931133721963
605 => 0.25124190498915
606 => 0.24783450340771
607 => 0.24465145303273
608 => 0.23871005313141
609 => 0.23695109752811
610 => 0.23743720957627
611 => 0.23695085663512
612 => 0.23362669799461
613 => 0.23290884625269
614 => 0.23171239523302
615 => 0.23208322543323
616 => 0.22983354748215
617 => 0.23407915458302
618 => 0.2348671766731
619 => 0.23795677546686
620 => 0.23827754786298
621 => 0.24688203652593
622 => 0.24214282876293
623 => 0.24532229849386
624 => 0.2450378967948
625 => 0.22225919211507
626 => 0.22539789664172
627 => 0.23028073590546
628 => 0.22808102343568
629 => 0.22497114465685
630 => 0.2224597508018
701 => 0.2186547323082
702 => 0.22401022276904
703 => 0.23105212323213
704 => 0.23845614207963
705 => 0.24735158559437
706 => 0.24536622615626
707 => 0.23828984795066
708 => 0.23860728910767
709 => 0.24056958543179
710 => 0.23802823339863
711 => 0.23727873907097
712 => 0.24046661642043
713 => 0.24048856957971
714 => 0.23756443693292
715 => 0.23431479860664
716 => 0.23430118250339
717 => 0.23372294075101
718 => 0.24194507237084
719 => 0.24646641341047
720 => 0.24698477787416
721 => 0.24643152335195
722 => 0.24664444905966
723 => 0.24401358032965
724 => 0.25002696608657
725 => 0.25554544351933
726 => 0.25406637368228
727 => 0.25184903773436
728 => 0.25008282285048
729 => 0.25365030958675
730 => 0.25349145501813
731 => 0.25549724443317
801 => 0.2554062502393
802 => 0.25473177870058
803 => 0.25406639776978
804 => 0.25670455794916
805 => 0.25594481018505
806 => 0.25518388232282
807 => 0.25365772500289
808 => 0.25386515512946
809 => 0.25164820203586
810 => 0.25062253809389
811 => 0.23519901331857
812 => 0.23107734352039
813 => 0.23237410474322
814 => 0.23280103220817
815 => 0.23100727622994
816 => 0.23357906152462
817 => 0.23317825151064
818 => 0.23473756880902
819 => 0.23376337505868
820 => 0.23380335631
821 => 0.23666825240976
822 => 0.23749994393566
823 => 0.23707693891301
824 => 0.23737319713111
825 => 0.24420034272438
826 => 0.24322974094084
827 => 0.24271412808815
828 => 0.2428569563721
829 => 0.24460143844684
830 => 0.24508979818257
831 => 0.24302058366583
901 => 0.24399643719391
902 => 0.24815149766223
903 => 0.24960553367008
904 => 0.25424611863028
905 => 0.25227471565937
906 => 0.2558933111328
907 => 0.26701563994802
908 => 0.27590092581223
909 => 0.26772964973153
910 => 0.28404634568683
911 => 0.29675123397904
912 => 0.29626359920529
913 => 0.29404820806218
914 => 0.27958403051842
915 => 0.26627387869392
916 => 0.27740838587402
917 => 0.27743677002265
918 => 0.27648030598117
919 => 0.27053978996475
920 => 0.27627358890062
921 => 0.27672871703805
922 => 0.27647396630943
923 => 0.27191938660791
924 => 0.26496538523072
925 => 0.2663241804543
926 => 0.26854991474919
927 => 0.26433613539215
928 => 0.26298957756568
929 => 0.26549308475819
930 => 0.27355990655891
1001 => 0.2720349206254
1002 => 0.27199509707972
1003 => 0.27851963359795
1004 => 0.27384947353401
1005 => 0.26634131921353
1006 => 0.26444541122723
1007 => 0.25771621511248
1008 => 0.26236409483751
1009 => 0.26253136375435
1010 => 0.25998576752914
1011 => 0.26654788031763
1012 => 0.26648740929305
1013 => 0.27271715874413
1014 => 0.28462609990755
1015 => 0.28110404000212
1016 => 0.27700826753114
1017 => 0.27745359156219
1018 => 0.28233769702942
1019 => 0.27938465537065
1020 => 0.28044658974048
1021 => 0.28233608966456
1022 => 0.28347607188241
1023 => 0.27728956566437
1024 => 0.27584719513014
1025 => 0.27289661122038
1026 => 0.27212685895359
1027 => 0.27453004798213
1028 => 0.27389689257903
1029 => 0.26251730544959
1030 => 0.26132807527914
1031 => 0.26136454727064
1101 => 0.25837417146222
1102 => 0.25381313058196
1103 => 0.26579927368968
1104 => 0.26483661865217
1105 => 0.26377392199433
1106 => 0.26390409627126
1107 => 0.26910687474623
1108 => 0.26608900048414
1109 => 0.27411251382979
1110 => 0.27246312069481
1111 => 0.27077142684965
1112 => 0.27053758322999
1113 => 0.26988642542814
1114 => 0.26765336304045
1115 => 0.26495680602107
1116 => 0.26317630550511
1117 => 0.24276623038159
1118 => 0.24655422160457
1119 => 0.25091196022034
1120 => 0.25241623412797
1121 => 0.24984306951639
1122 => 0.26775496726294
1123 => 0.27102764358458
1124 => 0.26111449353495
1125 => 0.25926014791191
1126 => 0.26787653785327
1127 => 0.2626798014078
1128 => 0.265019891511
1129 => 0.25996189666874
1130 => 0.27023935169385
1201 => 0.270161054706
1202 => 0.26616289257438
1203 => 0.26954211182979
1204 => 0.26895488932566
1205 => 0.26444097412611
1206 => 0.270382450857
1207 => 0.27038539775533
1208 => 0.26653725363119
1209 => 0.26204346376126
1210 => 0.2612400802711
1211 => 0.26063483873065
1212 => 0.26487103919403
1213 => 0.26866920328324
1214 => 0.27573664500853
1215 => 0.27751356777655
1216 => 0.28444901563655
1217 => 0.28031929411674
1218 => 0.28214994617762
1219 => 0.28413737795126
1220 => 0.28509022582892
1221 => 0.2835376113449
1222 => 0.29431121661571
1223 => 0.2952208389953
1224 => 0.29552582751098
1225 => 0.29189302843067
1226 => 0.29511980428119
1227 => 0.29361010272032
1228 => 0.29753792677455
1229 => 0.29815385973923
1230 => 0.29763218643059
1231 => 0.29782769327542
]
'min_raw' => 0.13355577518212
'max_raw' => 0.29815385973923
'avg_raw' => 0.21585481746067
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.133555'
'max' => '$0.298153'
'avg' => '$0.215854'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.02059402955037
'max_diff' => -0.028451767273188
'year' => 2031
]
6 => [
'items' => [
101 => 0.288634321771
102 => 0.28815759695959
103 => 0.28165742032927
104 => 0.284306290353
105 => 0.27935435480727
106 => 0.28092466457941
107 => 0.28161684216451
108 => 0.28125528787479
109 => 0.28445605348981
110 => 0.28173474884383
111 => 0.27455277845916
112 => 0.26736885135146
113 => 0.26727866299853
114 => 0.26538726179791
115 => 0.26402012515728
116 => 0.26428348417605
117 => 0.26521159570863
118 => 0.26396618162779
119 => 0.26423195386604
120 => 0.26864554385202
121 => 0.26953065784742
122 => 0.26652269465467
123 => 0.25444528838878
124 => 0.25148146259725
125 => 0.25361180180098
126 => 0.25259363687301
127 => 0.20386277908158
128 => 0.21531137128464
129 => 0.20850900655504
130 => 0.21164384918419
131 => 0.20470039625907
201 => 0.20801417593249
202 => 0.20740224182667
203 => 0.22581123930073
204 => 0.22552380812592
205 => 0.22566138621878
206 => 0.21909442538866
207 => 0.22955577230345
208 => 0.23470940797155
209 => 0.23375560716895
210 => 0.23399565828213
211 => 0.2298707848303
212 => 0.22570132401032
213 => 0.22107675028554
214 => 0.22966863665159
215 => 0.22871336555608
216 => 0.23090441375349
217 => 0.2364768662226
218 => 0.23729743101636
219 => 0.23840027842053
220 => 0.23800498613216
221 => 0.24742245215321
222 => 0.24628193487962
223 => 0.24903025335976
224 => 0.24337675373069
225 => 0.23697928226528
226 => 0.23819523244176
227 => 0.23807812666171
228 => 0.23658723567394
229 => 0.23524132595242
301 => 0.2330007654738
302 => 0.24009023036871
303 => 0.23980241104086
304 => 0.24446187140538
305 => 0.24363826652637
306 => 0.23813803157402
307 => 0.23833447354137
308 => 0.23965564017858
309 => 0.2442282129948
310 => 0.24558566393116
311 => 0.24495683857237
312 => 0.24644522155409
313 => 0.24762157877658
314 => 0.24659295390972
315 => 0.26115611284657
316 => 0.25510847391609
317 => 0.25805605105161
318 => 0.25875903083029
319 => 0.25695836290926
320 => 0.25734886330425
321 => 0.25794036499767
322 => 0.2615318474522
323 => 0.27095693661673
324 => 0.27513124444894
325 => 0.28768985551888
326 => 0.27478462629265
327 => 0.27401888339751
328 => 0.27628106848493
329 => 0.28365430264697
330 => 0.28962961640264
331 => 0.29161197269952
401 => 0.29187397380929
402 => 0.29559300600678
403 => 0.29772468590654
404 => 0.29514141767775
405 => 0.2929523683333
406 => 0.28511146529631
407 => 0.28601907117291
408 => 0.29227157563326
409 => 0.30110360645417
410 => 0.30868240771471
411 => 0.30602857566116
412 => 0.32627544091627
413 => 0.32828283490529
414 => 0.32800547796282
415 => 0.33257862021008
416 => 0.3235018641535
417 => 0.31962137508544
418 => 0.29342566564834
419 => 0.30078559149106
420 => 0.31148367593675
421 => 0.3100677443446
422 => 0.30229850945953
423 => 0.30867651405336
424 => 0.306567746276
425 => 0.30490447363713
426 => 0.31252424803703
427 => 0.30414599308126
428 => 0.31140009643453
429 => 0.30209663384987
430 => 0.30604069814244
501 => 0.30380185649705
502 => 0.30525066142373
503 => 0.29678097742633
504 => 0.30135101332137
505 => 0.29659084890822
506 => 0.29658859197049
507 => 0.29648351107724
508 => 0.30208382339952
509 => 0.30226644938329
510 => 0.29812781011552
511 => 0.29753136753934
512 => 0.29973672835169
513 => 0.29715482842534
514 => 0.2983628831506
515 => 0.29719141917231
516 => 0.29692769795599
517 => 0.29482632243588
518 => 0.2939209920833
519 => 0.29427599544204
520 => 0.29306418596189
521 => 0.29233402691704
522 => 0.29633826406538
523 => 0.29419896168749
524 => 0.29601038529405
525 => 0.29394603947449
526 => 0.28679011747121
527 => 0.28267467105462
528 => 0.26915779774475
529 => 0.2729911662478
530 => 0.27553269353123
531 => 0.27469271877921
601 => 0.27649730957361
602 => 0.27660809679211
603 => 0.27602140592923
604 => 0.27534209306976
605 => 0.27501144113813
606 => 0.27747584973846
607 => 0.27890652187913
608 => 0.27578776979537
609 => 0.27505708981812
610 => 0.27821032036583
611 => 0.28013378917837
612 => 0.2943356021864
613 => 0.29328348600751
614 => 0.29592409114915
615 => 0.29562679953359
616 => 0.29839457440341
617 => 0.30291871656663
618 => 0.29371987057876
619 => 0.29531647217009
620 => 0.29492502233081
621 => 0.2991987690324
622 => 0.29921211120311
623 => 0.29664978656602
624 => 0.29803886432076
625 => 0.29726351922542
626 => 0.29866467260687
627 => 0.2932694343545
628 => 0.29984025216591
629 => 0.30356548245083
630 => 0.30361720727695
701 => 0.30538293686675
702 => 0.30717702039414
703 => 0.31062060749323
704 => 0.30708098061896
705 => 0.30071353644787
706 => 0.3011732453503
707 => 0.29744001516255
708 => 0.29750277143647
709 => 0.29716777352799
710 => 0.2981731274688
711 => 0.29349005300855
712 => 0.29458916122397
713 => 0.29305040328601
714 => 0.29531312721084
715 => 0.29287881030939
716 => 0.29492483356184
717 => 0.29580782937086
718 => 0.29906610291566
719 => 0.2923975606576
720 => 0.27879995157278
721 => 0.28165833385749
722 => 0.27743056193733
723 => 0.2778218583248
724 => 0.27861233930186
725 => 0.27605013182594
726 => 0.27653892026791
727 => 0.27652145730521
728 => 0.27637097092693
729 => 0.2757044418053
730 => 0.27473784271016
731 => 0.27858847600167
801 => 0.27924277363241
802 => 0.28069719621523
803 => 0.28502457127741
804 => 0.28459216446217
805 => 0.28529743791822
806 => 0.2837578299236
807 => 0.27789327632397
808 => 0.27821174979965
809 => 0.27424038045475
810 => 0.28059563937222
811 => 0.27909063017524
812 => 0.27812034095529
813 => 0.27785558855196
814 => 0.28219369033991
815 => 0.28349171838628
816 => 0.28268287441521
817 => 0.28102391183278
818 => 0.2842096104193
819 => 0.28506196896722
820 => 0.28525278061232
821 => 0.29089722771051
822 => 0.28556824250313
823 => 0.2868509822081
824 => 0.29685855121213
825 => 0.2877830670756
826 => 0.29259055343016
827 => 0.29235525199006
828 => 0.29481459933259
829 => 0.292153513725
830 => 0.29218650107039
831 => 0.29437023489994
901 => 0.29130357457481
902 => 0.29054422635177
903 => 0.28949519222019
904 => 0.29178571986835
905 => 0.29315878760176
906 => 0.30422470512594
907 => 0.31137379251372
908 => 0.31106343177584
909 => 0.3138995479491
910 => 0.3126218516372
911 => 0.30849583320681
912 => 0.31553844355314
913 => 0.31330986696423
914 => 0.3134935881105
915 => 0.31348675000026
916 => 0.31496855860634
917 => 0.31391856140317
918 => 0.31184890913571
919 => 0.31322284089748
920 => 0.31730292704032
921 => 0.32996763962003
922 => 0.33705498056476
923 => 0.32954097279603
924 => 0.33472403473833
925 => 0.33161604448675
926 => 0.33105123020334
927 => 0.33430657612837
928 => 0.33756762010551
929 => 0.33735990570205
930 => 0.33499255523111
1001 => 0.33365529901937
1002 => 0.34378145106836
1003 => 0.35124222740355
1004 => 0.35073345247517
1005 => 0.35297901954658
1006 => 0.359572073921
1007 => 0.36017486018615
1008 => 0.36009892297162
1009 => 0.35860485431921
1010 => 0.36509657256712
1011 => 0.37051207814044
1012 => 0.35825902059397
1013 => 0.36292482450336
1014 => 0.36501945420111
1015 => 0.36809499204602
1016 => 0.37328393991038
1017 => 0.37892051359152
1018 => 0.37971758691192
1019 => 0.37915202524762
1020 => 0.37543455338568
1021 => 0.38160215956589
1022 => 0.3852149986181
1023 => 0.38736636159534
1024 => 0.39282186015294
1025 => 0.36503238992102
1026 => 0.34536162166458
1027 => 0.342289747152
1028 => 0.34853652476883
1029 => 0.35018375020927
1030 => 0.34951975569967
1031 => 0.32737851763904
1101 => 0.34217317811584
1102 => 0.3580909888185
1103 => 0.35870245675491
1104 => 0.36667124561839
1105 => 0.36926620992403
1106 => 0.37568212945216
1107 => 0.37528081193881
1108 => 0.37684298624433
1109 => 0.37648386942458
1110 => 0.38836800931919
1111 => 0.40147798043479
1112 => 0.40102402382222
1113 => 0.39913931036421
1114 => 0.40193843124075
1115 => 0.41546932638194
1116 => 0.41422361838552
1117 => 0.41543371759489
1118 => 0.43138740553419
1119 => 0.45212946924093
1120 => 0.44249269818
1121 => 0.46340171847604
1122 => 0.47656283841285
1123 => 0.49932363445837
1124 => 0.49647387069419
1125 => 0.50533448156827
1126 => 0.49137219879266
1127 => 0.45931197529693
1128 => 0.45423832220712
1129 => 0.46439590417827
1130 => 0.48936732829198
1201 => 0.46360946516718
1202 => 0.46882024733021
1203 => 0.46731954171671
1204 => 0.46723957549215
1205 => 0.47029156103729
1206 => 0.46586449682321
1207 => 0.4478278408014
1208 => 0.45609393396552
1209 => 0.45290199842445
1210 => 0.45644368888182
1211 => 0.47555673157597
1212 => 0.46710639980286
1213 => 0.45820466172909
1214 => 0.46936941672741
1215 => 0.48358598646632
1216 => 0.48269633908169
1217 => 0.48097005131175
1218 => 0.49070104508541
1219 => 0.50677379588584
1220 => 0.51111819584166
1221 => 0.51432514307169
1222 => 0.51476732691289
1223 => 0.51932209529302
1224 => 0.49482995776364
1225 => 0.53369960902547
1226 => 0.54041132404594
1227 => 0.53914979979418
1228 => 0.54660958856729
1229 => 0.54441472947367
1230 => 0.54123472300984
1231 => 0.5530600749578
]
'min_raw' => 0.20386277908158
'max_raw' => 0.5530600749578
'avg_raw' => 0.37846142701969
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.203862'
'max' => '$0.55306'
'avg' => '$0.378461'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.070307003899459
'max_diff' => 0.25490621521858
'year' => 2032
]
7 => [
'items' => [
101 => 0.53950326320616
102 => 0.52026107567985
103 => 0.50970443103561
104 => 0.52360627228339
105 => 0.532095641626
106 => 0.53770657473618
107 => 0.5394044397051
108 => 0.49673121267987
109 => 0.47373271007895
110 => 0.48847448656777
111 => 0.5064604713072
112 => 0.49473004471028
113 => 0.49518985522424
114 => 0.47846534959891
115 => 0.50794021895154
116 => 0.50364597840953
117 => 0.52592450593784
118 => 0.52060755654686
119 => 0.53877483089874
120 => 0.53399077871022
121 => 0.55384911187199
122 => 0.56177113861313
123 => 0.57507345447651
124 => 0.58485869217578
125 => 0.59060477091456
126 => 0.59025979790008
127 => 0.61302862454819
128 => 0.59960264295601
129 => 0.58273644581534
130 => 0.58243138952123
131 => 0.59116663201625
201 => 0.60947330388906
202 => 0.61421995755444
203 => 0.61687268940298
204 => 0.61280993823468
205 => 0.59823699746514
206 => 0.59194447552734
207 => 0.59730588653026
208 => 0.59074934158499
209 => 0.60206777760212
210 => 0.61761040774111
211 => 0.61440091607963
212 => 0.62512976551008
213 => 0.63623299596272
214 => 0.65211111418728
215 => 0.6562622422562
216 => 0.66312389910085
217 => 0.67018679793086
218 => 0.67245521068459
219 => 0.67678631447862
220 => 0.67676348742373
221 => 0.68981556022393
222 => 0.70421240071159
223 => 0.70964687470806
224 => 0.7221431480043
225 => 0.70074371790614
226 => 0.71697543145453
227 => 0.73161684338132
228 => 0.71416074848764
301 => 0.73821990855011
302 => 0.7391540712161
303 => 0.75325881838365
304 => 0.73896095498674
305 => 0.73047092934206
306 => 0.75498131526116
307 => 0.76684111893749
308 => 0.7632688495519
309 => 0.73608370314283
310 => 0.72026078190697
311 => 0.67884914501916
312 => 0.72790301776235
313 => 0.75179572825447
314 => 0.73602182679471
315 => 0.74397726517796
316 => 0.78737955743743
317 => 0.80390434023953
318 => 0.80046730093364
319 => 0.80104810399785
320 => 0.80996457685184
321 => 0.8495051278777
322 => 0.82581151316021
323 => 0.84392439382892
324 => 0.85353140042476
325 => 0.86245492355527
326 => 0.84054157105519
327 => 0.81203262142366
328 => 0.80300264035107
329 => 0.73445342316415
330 => 0.73088513871541
331 => 0.72888215252425
401 => 0.71625360791699
402 => 0.70633103110518
403 => 0.69844022962276
404 => 0.67773241014013
405 => 0.6847206913311
406 => 0.6517167491336
407 => 0.67283150176367
408 => 0.6201564131084
409 => 0.66402579218922
410 => 0.64014968365144
411 => 0.65618184838868
412 => 0.65612591367623
413 => 0.62660561539251
414 => 0.60957892341537
415 => 0.62042899423197
416 => 0.63206113142706
417 => 0.63394840655175
418 => 0.64902977605503
419 => 0.65323866211044
420 => 0.64048554086844
421 => 0.61906483897759
422 => 0.62404037947264
423 => 0.60947809424604
424 => 0.58395824951664
425 => 0.60228704753504
426 => 0.60854530503888
427 => 0.61130930807764
428 => 0.58621347176025
429 => 0.57832781513221
430 => 0.57412955771051
501 => 0.61582528164903
502 => 0.61810946752916
503 => 0.60642324961509
504 => 0.65924606271933
505 => 0.64729063326232
506 => 0.66064777711713
507 => 0.62358890132386
508 => 0.62500460028556
509 => 0.6074603345902
510 => 0.61728395107134
511 => 0.61034093557241
512 => 0.61649029993854
513 => 0.62017620358482
514 => 0.63771759043881
515 => 0.66422608664997
516 => 0.63509749219653
517 => 0.622405746464
518 => 0.63027963413537
519 => 0.65124883461301
520 => 0.68301824673026
521 => 0.66421011533785
522 => 0.67255684466702
523 => 0.6743802337053
524 => 0.6605118139314
525 => 0.68352959514903
526 => 0.69586501109968
527 => 0.70851859541038
528 => 0.71950534812197
529 => 0.7034644755784
530 => 0.72063050856878
531 => 0.70679771619127
601 => 0.69438827142086
602 => 0.69440709142618
603 => 0.68662246544864
604 => 0.67153877169116
605 => 0.6687571071369
606 => 0.68322767743367
607 => 0.69483170444357
608 => 0.69578746768765
609 => 0.70221205327677
610 => 0.70601405684991
611 => 0.74327886043996
612 => 0.7582670727145
613 => 0.77659437497147
614 => 0.78373389207072
615 => 0.80522127888092
616 => 0.78786846891145
617 => 0.78411407932027
618 => 0.73199270738939
619 => 0.74052757912318
620 => 0.7541927322616
621 => 0.73221804073146
622 => 0.74615592463058
623 => 0.74890755815701
624 => 0.73147134912198
625 => 0.74078478174171
626 => 0.71605106594404
627 => 0.66476521406492
628 => 0.68358669096301
629 => 0.69744563320064
630 => 0.6776672138323
701 => 0.71311926501951
702 => 0.69240890859482
703 => 0.68584471988062
704 => 0.66023547940429
705 => 0.67232205511906
706 => 0.68866932183637
707 => 0.67856861157881
708 => 0.69952910199253
709 => 0.72921474637697
710 => 0.750370504376
711 => 0.75199458078307
712 => 0.7383928457154
713 => 0.76018971296646
714 => 0.7603484793482
715 => 0.73576152404619
716 => 0.72070215082444
717 => 0.71728062954327
718 => 0.7258282605324
719 => 0.73620666253293
720 => 0.7525705098641
721 => 0.7624588400894
722 => 0.78824236095188
723 => 0.79521864242579
724 => 0.80288346068924
725 => 0.81312602163161
726 => 0.82542484218165
727 => 0.7985157229904
728 => 0.79958487246075
729 => 0.77452747325197
730 => 0.74775004860286
731 => 0.76807077605843
801 => 0.7946374240535
802 => 0.78854300564989
803 => 0.78785725908182
804 => 0.78901049459909
805 => 0.78441550214786
806 => 0.76363252158935
807 => 0.75319543886121
808 => 0.7666619383643
809 => 0.77381878352525
810 => 0.7849184262274
811 => 0.78355016097932
812 => 0.81214164856546
813 => 0.82325143607972
814 => 0.82040907701896
815 => 0.82093213949133
816 => 0.84104587911329
817 => 0.86341649427896
818 => 0.88436952744428
819 => 0.90568385273375
820 => 0.87998860168501
821 => 0.86694213786523
822 => 0.8804027583159
823 => 0.87326036363282
824 => 0.91430268205366
825 => 0.91714436313287
826 => 0.95818371372694
827 => 0.99713494431568
828 => 0.97267037426668
829 => 0.99573936191445
830 => 1.0206903528977
831 => 1.0688248626567
901 => 1.0526148531623
902 => 1.0401982399329
903 => 1.0284646004277
904 => 1.0528804415752
905 => 1.0842910311589
906 => 1.0910565713083
907 => 1.1020193309857
908 => 1.0904933296474
909 => 1.1043751287119
910 => 1.1533839793813
911 => 1.1401413553173
912 => 1.1213347002885
913 => 1.1600224810319
914 => 1.174023438488
915 => 1.2722894902732
916 => 1.3963544398202
917 => 1.3449907360533
918 => 1.3131076276289
919 => 1.3206009143861
920 => 1.3659052340971
921 => 1.380455543701
922 => 1.340902786405
923 => 1.3548734889464
924 => 1.4318534335188
925 => 1.4731507039695
926 => 1.417063463734
927 => 1.2623209923764
928 => 1.1196413667712
929 => 1.157486428429
930 => 1.153195972906
1001 => 1.2359013199053
1002 => 1.139825523113
1003 => 1.1414431931309
1004 => 1.2258587991197
1005 => 1.2033381626917
1006 => 1.1668576159037
1007 => 1.1199077151345
1008 => 1.0331164812226
1009 => 0.9562430649942
1010 => 1.1070095371085
1011 => 1.1005082126799
1012 => 1.091093331465
1013 => 1.1120451308123
1014 => 1.2137811211706
1015 => 1.2114357773056
1016 => 1.1965158962413
1017 => 1.2078324945308
1018 => 1.1648737615086
1019 => 1.1759452051605
1020 => 1.1196187655895
1021 => 1.1450806686755
1022 => 1.1667793450345
1023 => 1.171135675568
1024 => 1.1809507106996
1025 => 1.0970823101285
1026 => 1.1347367597381
1027 => 1.1568552211389
1028 => 1.0569232078535
1029 => 1.1548798865421
1030 => 1.0956223478649
1031 => 1.0755094492195
1101 => 1.1025888175727
1102 => 1.0920359613899
1103 => 1.0829632353285
1104 => 1.077900498297
1105 => 1.0977845977747
1106 => 1.0968569807674
1107 => 1.0643227346845
1108 => 1.0218831369348
1109 => 1.0361272589719
1110 => 1.0309522358964
1111 => 1.0121972846798
1112 => 1.0248358573184
1113 => 0.96918197965336
1114 => 0.87343237576753
1115 => 0.93668749698419
1116 => 0.93425224362568
1117 => 0.93302427845237
1118 => 0.98055875380355
1119 => 0.97598941080547
1120 => 0.96769600852082
1121 => 1.0120449698431
1122 => 0.99585700238275
1123 => 1.0457445037307
1124 => 1.0786036386397
1125 => 1.0702694991451
1126 => 1.101173674349
1127 => 1.0364554147745
1128 => 1.0579522245593
1129 => 1.0623826872626
1130 => 1.0114977105445
1201 => 0.97673701182998
1202 => 0.9744188695267
1203 => 0.91414860827511
1204 => 0.94634449535116
1205 => 0.97467554362175
1206 => 0.96110717007829
1207 => 0.95681182835806
1208 => 0.97875579766075
1209 => 0.98046103201296
1210 => 0.94158150807002
1211 => 0.94966579225216
1212 => 0.98337860119207
1213 => 0.94881631596503
1214 => 0.88166744148611
1215 => 0.86501359220952
1216 => 0.86279166172468
1217 => 0.81762510165312
1218 => 0.86612648205166
1219 => 0.84495432975151
1220 => 0.91183690518635
1221 => 0.87363393679642
1222 => 0.87198708318443
1223 => 0.86949762240902
1224 => 0.83062089834832
1225 => 0.83913243017291
1226 => 0.86742605830074
1227 => 0.87752154356728
1228 => 0.87646850174411
1229 => 0.86728740408738
1230 => 0.8714904635798
1231 => 0.8579509445117
]
'min_raw' => 0.47373271007895
'max_raw' => 1.4731507039695
'avg_raw' => 0.97344170702425
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.473732'
'max' => '$1.47'
'avg' => '$0.973441'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.26986993099737
'max_diff' => 0.92009062901175
'year' => 2033
]
8 => [
'items' => [
101 => 0.85316985852803
102 => 0.83807943602227
103 => 0.81590068377443
104 => 0.81898477530468
105 => 0.77504286371549
106 => 0.75110097810793
107 => 0.74447417972074
108 => 0.73561254796442
109 => 0.74547512460752
110 => 0.77491838180097
111 => 0.7394035668902
112 => 0.67851590780031
113 => 0.68217535985913
114 => 0.69039706213424
115 => 0.67507597433657
116 => 0.66057585053751
117 => 0.67318253174857
118 => 0.64738362792435
119 => 0.69351473640568
120 => 0.6922670192022
121 => 0.70946184371543
122 => 0.72021412035687
123 => 0.69543360378925
124 => 0.68920137088613
125 => 0.69275153398694
126 => 0.63407524601663
127 => 0.70466673916732
128 => 0.70527721733146
129 => 0.70004993265803
130 => 0.73763772349294
131 => 0.81695968608055
201 => 0.78711557303654
202 => 0.7755590304228
203 => 0.75359003446632
204 => 0.78286241718843
205 => 0.78061475491568
206 => 0.77044997371769
207 => 0.76430228233309
208 => 0.77562959220772
209 => 0.76289870328584
210 => 0.76061188581404
211 => 0.74675626001688
212 => 0.7418104319981
213 => 0.73814873783208
214 => 0.73411757234593
215 => 0.74300931890452
216 => 0.72285945139607
217 => 0.69856068649674
218 => 0.69654050711164
219 => 0.70211840000989
220 => 0.6996505976277
221 => 0.69652869222327
222 => 0.69056812460586
223 => 0.68879975152115
224 => 0.6945461061538
225 => 0.68805880680683
226 => 0.69763117037477
227 => 0.69502801714732
228 => 0.68048701482814
301 => 0.66236354216985
302 => 0.66220220524792
303 => 0.65829753279215
304 => 0.65332434534828
305 => 0.65194091837252
306 => 0.67212083221987
307 => 0.71389264994988
308 => 0.7056918426146
309 => 0.71161776636688
310 => 0.74076744612581
311 => 0.75003325275972
312 => 0.74345660268363
313 => 0.73445407842936
314 => 0.73485014380797
315 => 0.76561449443421
316 => 0.76753322924644
317 => 0.77238125310966
318 => 0.77861233382527
319 => 0.74451778267345
320 => 0.73324429351479
321 => 0.72790228892205
322 => 0.71145098239236
323 => 0.7291923060562
324 => 0.71885519651651
325 => 0.72025002575936
326 => 0.71934164138512
327 => 0.71983768067813
328 => 0.6935018418207
329 => 0.70309723732941
330 => 0.68714303123862
331 => 0.66578214022673
401 => 0.66571053102997
402 => 0.67093857884317
403 => 0.66782873143035
404 => 0.65946021200392
405 => 0.66064892069014
406 => 0.65023458178074
407 => 0.66191340999144
408 => 0.66224831699566
409 => 0.65775133198447
410 => 0.67574417821078
411 => 0.68311586199046
412 => 0.68015585012134
413 => 0.68290817966694
414 => 0.7060326231838
415 => 0.70980291646726
416 => 0.71147743169218
417 => 0.70923380312154
418 => 0.68333085204429
419 => 0.68447975807241
420 => 0.67604984794913
421 => 0.66892746221699
422 => 0.66921232029429
423 => 0.67287415240594
424 => 0.68886558800113
425 => 0.7225186214646
426 => 0.72379572948449
427 => 0.72534362166047
428 => 0.71904756627249
429 => 0.71714861572235
430 => 0.71965382165872
501 => 0.73229213163516
502 => 0.76480129616225
503 => 0.75331038620428
504 => 0.74396809754178
505 => 0.75216380336173
506 => 0.75090213869082
507 => 0.74025241917384
508 => 0.73995351701699
509 => 0.71951330034263
510 => 0.71195701763933
511 => 0.7056424222345
512 => 0.6987470488991
513 => 0.69465924045088
514 => 0.70093997210307
515 => 0.70237644974336
516 => 0.68864352021744
517 => 0.68677177266797
518 => 0.69798637936471
519 => 0.69305124908016
520 => 0.69812715296316
521 => 0.69930480620432
522 => 0.69911517690884
523 => 0.69396233409566
524 => 0.69724660244479
525 => 0.68947832871157
526 => 0.68103149778368
527 => 0.67564294590785
528 => 0.6709407197085
529 => 0.67354978809889
530 => 0.66424893568421
531 => 0.66127340580758
601 => 0.69613396622648
602 => 0.72188583702211
603 => 0.72151139462188
604 => 0.71923207280925
605 => 0.71584546293924
606 => 0.73204438002928
607 => 0.72640100122268
608 => 0.73050703082456
609 => 0.73155218768775
610 => 0.73471556273154
611 => 0.73584619740843
612 => 0.73242863413861
613 => 0.72095887438492
614 => 0.69237732359076
615 => 0.67907253454166
616 => 0.67468173254666
617 => 0.67484132985986
618 => 0.67043892348808
619 => 0.67173562946659
620 => 0.66998798206697
621 => 0.66667836069342
622 => 0.67334542830534
623 => 0.67411374573958
624 => 0.67255757249343
625 => 0.67292410762719
626 => 0.66003965779939
627 => 0.66101923453625
628 => 0.65556482678685
629 => 0.65454219108771
630 => 0.64075392326685
701 => 0.61632600818082
702 => 0.62986144441357
703 => 0.61351254081476
704 => 0.60732096329557
705 => 0.63663092828353
706 => 0.63368902073063
707 => 0.62865375381652
708 => 0.62120554460898
709 => 0.61844293136238
710 => 0.60165816781313
711 => 0.60066643443941
712 => 0.60898541648116
713 => 0.60514649250759
714 => 0.59975518933449
715 => 0.58022843574917
716 => 0.55827389963334
717 => 0.55893656907738
718 => 0.56591989853716
719 => 0.58622487077175
720 => 0.57829136684011
721 => 0.57253551871124
722 => 0.57145762137686
723 => 0.58494976324753
724 => 0.60404397068564
725 => 0.6130025456068
726 => 0.6041248699359
727 => 0.59392667413318
728 => 0.5945473910578
729 => 0.59867674267123
730 => 0.59911067913992
731 => 0.59247270206381
801 => 0.59434125372856
802 => 0.59150275288586
803 => 0.57408287845367
804 => 0.57376780816421
805 => 0.56949269004513
806 => 0.56936324116753
807 => 0.56209019876878
808 => 0.56107264986102
809 => 0.54663158273619
810 => 0.55613673684934
811 => 0.54976117851323
812 => 0.54015170825854
813 => 0.5384950319646
814 => 0.53844523027471
815 => 0.54831200758804
816 => 0.55602143781171
817 => 0.5498720840801
818 => 0.54847199543562
819 => 0.56342127922802
820 => 0.56151884659969
821 => 0.55987135221293
822 => 0.60233429383666
823 => 0.56872156211682
824 => 0.55406449253932
825 => 0.53592358563514
826 => 0.54183035639754
827 => 0.54307499978569
828 => 0.49944938882539
829 => 0.48175048389201
830 => 0.47567688668804
831 => 0.4721814456291
901 => 0.47377436201265
902 => 0.45784327169812
903 => 0.46854922786539
904 => 0.45475425027456
905 => 0.45244147738871
906 => 0.47710860619093
907 => 0.48054089306048
908 => 0.46589769094702
909 => 0.47530099722295
910 => 0.47189122765156
911 => 0.45499072557137
912 => 0.45434525070358
913 => 0.44586517284111
914 => 0.43259549305299
915 => 0.42653089331677
916 => 0.42337239711888
917 => 0.42467565420799
918 => 0.42401668754341
919 => 0.41971648431479
920 => 0.42426317015884
921 => 0.41264826664761
922 => 0.4080231184818
923 => 0.40593404635793
924 => 0.39562515096281
925 => 0.41203118792303
926 => 0.415263383882
927 => 0.41850194826549
928 => 0.44669144016193
929 => 0.44528317280946
930 => 0.45801322382177
1001 => 0.45751855744849
1002 => 0.45388774068663
1003 => 0.4385699220087
1004 => 0.44467533151985
1005 => 0.42588383003581
1006 => 0.43996370064555
1007 => 0.43353823568872
1008 => 0.43779124448021
1009 => 0.43014395119477
1010 => 0.43437627904793
1011 => 0.41602985745044
1012 => 0.39889822710382
1013 => 0.40579249525877
1014 => 0.41328735319839
1015 => 0.42953811486578
1016 => 0.41985929528256
1017 => 0.42334016480137
1018 => 0.41167983460386
1019 => 0.38762124279773
1020 => 0.3877574118146
1021 => 0.38405652161014
1022 => 0.38085841213467
1023 => 0.42097102414213
1024 => 0.41598238675245
1025 => 0.40803364596871
1026 => 0.41867335137815
1027 => 0.42148665836323
1028 => 0.42156674925806
1029 => 0.42932920367424
1030 => 0.43347202698765
1031 => 0.43420221755267
1101 => 0.44641660729546
1102 => 0.45051070962555
1103 => 0.46737373770413
1104 => 0.43312053737381
1105 => 0.43241511525395
1106 => 0.41882307385257
1107 => 0.41020278631414
1108 => 0.4194133123153
1109 => 0.42757258099015
1110 => 0.41907660507417
1111 => 0.42018600016896
1112 => 0.40878084664849
1113 => 0.4128576523697
1114 => 0.41636914666185
1115 => 0.41443030590982
1116 => 0.41152776746308
1117 => 0.42690361400589
1118 => 0.42603604848551
1119 => 0.44035439027536
1120 => 0.45151656161499
1121 => 0.47152116813241
1122 => 0.45064531836776
1123 => 0.44988451942835
1124 => 0.45732145109708
1125 => 0.45050957107006
1126 => 0.45481444410903
1127 => 0.47082758653275
1128 => 0.47116591899898
1129 => 0.46549841427281
1130 => 0.46515354609515
1201 => 0.46624205237352
1202 => 0.47261746764481
1203 => 0.4703897016523
1204 => 0.47296772885897
1205 => 0.47619159135707
1206 => 0.48952685353855
1207 => 0.49274194010419
1208 => 0.48493094658095
1209 => 0.48563619184012
1210 => 0.48271466584586
1211 => 0.47989250834202
1212 => 0.48623630626764
1213 => 0.49782972166439
1214 => 0.49775759962891
1215 => 0.50044704665716
1216 => 0.50212254987518
1217 => 0.49493006352012
1218 => 0.49024801937803
1219 => 0.49204341302832
1220 => 0.49491428657372
1221 => 0.49111242743022
1222 => 0.46764559160407
1223 => 0.47476393052644
1224 => 0.47357909086077
1225 => 0.47189173509543
1226 => 0.47904927992636
1227 => 0.47835891726647
1228 => 0.45767987534052
1229 => 0.45900368051163
1230 => 0.45776038031756
1231 => 0.46177773759991
]
'min_raw' => 0.38085841213467
'max_raw' => 0.85316985852803
'avg_raw' => 0.61701413533135
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.380858'
'max' => '$0.853169'
'avg' => '$0.617014'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.092874297944284
'max_diff' => -0.61998084544152
'year' => 2034
]
9 => [
'items' => [
101 => 0.45029262059297
102 => 0.45382536523086
103 => 0.45604106955032
104 => 0.45734613641633
105 => 0.46206093282906
106 => 0.46150770588801
107 => 0.46202654346564
108 => 0.46901734188563
109 => 0.50437440134159
110 => 0.50629880807683
111 => 0.49682232549384
112 => 0.50060799337039
113 => 0.49334033888197
114 => 0.4982191640291
115 => 0.50155713228604
116 => 0.4864734955873
117 => 0.48558034051399
118 => 0.47828268983025
119 => 0.48220403394763
120 => 0.47596489350226
121 => 0.47749576033169
122 => 0.47321532321804
123 => 0.48091925779608
124 => 0.48953345372473
125 => 0.49170973980121
126 => 0.48598486808405
127 => 0.48183968367339
128 => 0.47456210535691
129 => 0.48666488028863
130 => 0.49020410050405
131 => 0.48664629027153
201 => 0.48582186790097
202 => 0.48425958899845
203 => 0.4861533127555
204 => 0.49018482515067
205 => 0.48828363835545
206 => 0.48953940572829
207 => 0.48475371544472
208 => 0.49493244453239
209 => 0.51109871596816
210 => 0.51115069317427
211 => 0.50924949613095
212 => 0.50847156726269
213 => 0.51042231080342
214 => 0.51148050915057
215 => 0.51778885605611
216 => 0.52455796362137
217 => 0.55614643503543
218 => 0.54727651866568
219 => 0.57530368971081
220 => 0.59746954313483
221 => 0.6041161133814
222 => 0.59800158149985
223 => 0.57708409823361
224 => 0.57605778671244
225 => 0.60731733784586
226 => 0.59848508287252
227 => 0.59743451424745
228 => 0.58625823904035
301 => 0.59286480189636
302 => 0.59141984968732
303 => 0.58913892193587
304 => 0.60174378364798
305 => 0.62533895952928
306 => 0.62166143009402
307 => 0.61891632496628
308 => 0.60688807338461
309 => 0.61413176744403
310 => 0.61155242673329
311 => 0.62263491131668
312 => 0.61606989295657
313 => 0.59841816985434
314 => 0.60122926493921
315 => 0.60080437357227
316 => 0.60954860779577
317 => 0.60692380572711
318 => 0.60029183884179
319 => 0.62525831378324
320 => 0.62363712977137
321 => 0.62593559804594
322 => 0.62694745486289
323 => 0.64214410820112
324 => 0.64836969083512
325 => 0.6497830070872
326 => 0.65569682908566
327 => 0.64963586580851
328 => 0.67388404031069
329 => 0.69000766143443
330 => 0.70873607708361
331 => 0.73610332607063
401 => 0.74639366485095
402 => 0.74453480725554
403 => 0.7652843430994
404 => 0.80257079777454
405 => 0.75207146580592
406 => 0.80524738499084
407 => 0.7884125029224
408 => 0.74849730038474
409 => 0.74592723191064
410 => 0.77295827049418
411 => 0.83291051243141
412 => 0.81789315579883
413 => 0.83293507544704
414 => 0.8153878771788
415 => 0.81451651088538
416 => 0.83208284719323
417 => 0.87312754946766
418 => 0.85362874995474
419 => 0.82567243955117
420 => 0.8463149441048
421 => 0.82843249628683
422 => 0.78813833637097
423 => 0.81788167230923
424 => 0.79799315060876
425 => 0.80379767857292
426 => 0.84560039299299
427 => 0.84057057979771
428 => 0.84707962382057
429 => 0.83559133149156
430 => 0.82485945491884
501 => 0.80482761033625
502 => 0.79889716871335
503 => 0.80053612942299
504 => 0.79889635652582
505 => 0.78768872358402
506 => 0.78526843631732
507 => 0.78123451817095
508 => 0.78248479808148
509 => 0.77489985180192
510 => 0.78921421256132
511 => 0.79187108405598
512 => 0.80228788209806
513 => 0.80336938862718
514 => 0.83238002290052
515 => 0.81640145304667
516 => 0.82712125722798
517 => 0.82616237704329
518 => 0.74936238385721
519 => 0.75994474530618
520 => 0.7764075787928
521 => 0.76899109462192
522 => 0.75850592119432
523 => 0.7500385814721
524 => 0.737209695963
525 => 0.75526610596013
526 => 0.77900836502124
527 => 0.80397153149767
528 => 0.83396314036763
529 => 0.82726936240867
530 => 0.80341085923157
531 => 0.80448113425545
601 => 0.81109715331536
602 => 0.80252880750406
603 => 0.80000183505033
604 => 0.81074998610452
605 => 0.81082400271375
606 => 0.80096508533866
607 => 0.79000870283909
608 => 0.78996279519637
609 => 0.78801321275667
610 => 0.8157347035638
611 => 0.83097872054887
612 => 0.83272642252925
613 => 0.83086108628063
614 => 0.83157898017018
615 => 0.82270882256556
616 => 0.84298337248619
617 => 0.86158930443854
618 => 0.85660251721755
619 => 0.84912661425972
620 => 0.84317169746553
621 => 0.85519972807082
622 => 0.85466413880184
623 => 0.86142679785439
624 => 0.86112000457676
625 => 0.85884597669386
626 => 0.85660259843025
627 => 0.86549733966548
628 => 0.86293579703491
629 => 0.86037027562111
630 => 0.85522472966407
701 => 0.8559240948181
702 => 0.84844948268031
703 => 0.84499138509039
704 => 0.79298989447428
705 => 0.77909339698393
706 => 0.78346551798368
707 => 0.78490493373887
708 => 0.77885716022222
709 => 0.78752811389955
710 => 0.78617675495375
711 => 0.79143410209331
712 => 0.78814953984799
713 => 0.78828433942824
714 => 0.79794353664922
715 => 0.80074764269563
716 => 0.79932145172851
717 => 0.80032030699492
718 => 0.82333850501871
719 => 0.82006605334026
720 => 0.81832762860847
721 => 0.81880918413978
722 => 0.82469082725059
723 => 0.82633736619581
724 => 0.81936086498468
725 => 0.82265102328652
726 => 0.83666009975251
727 => 0.84156248367054
728 => 0.85720853985914
729 => 0.85056181710375
730 => 0.86276216438469
731 => 0.9002618725214
801 => 0.93021923416344
802 => 0.90266920635709
803 => 0.9576820859657
804 => 1.0005175038699
805 => 0.99887340918459
806 => 0.99140406327193
807 => 0.94263707882653
808 => 0.89776097266509
809 => 0.93530174100925
810 => 0.93539744014809
811 => 0.93217265485407
812 => 0.9121437903511
813 => 0.93147569378444
814 => 0.93301019007582
815 => 0.93215128020815
816 => 0.91679519675388
817 => 0.89334929559783
818 => 0.89793056856217
819 => 0.90543478713318
820 => 0.89122773583426
821 => 0.88668772210866
822 => 0.8951284713975
823 => 0.92232632430611
824 => 0.91718472776017
825 => 0.91705045989554
826 => 0.93904839029532
827 => 0.92330261957958
828 => 0.89798835308551
829 => 0.89159616694161
830 => 0.86890821242328
831 => 0.88457886342081
901 => 0.88514282225229
902 => 0.87656016685112
903 => 0.89868478826961
904 => 0.89848090598827
905 => 0.91948494120981
906 => 0.95963676779802
907 => 0.94776189692449
908 => 0.93395271408086
909 => 0.93545415514307
910 => 0.9519212577232
911 => 0.94196487159587
912 => 0.94554525746565
913 => 0.95191583838038
914 => 0.95575936801886
915 => 0.93490113037666
916 => 0.93003807741743
917 => 0.92008997776249
918 => 0.91749470425259
919 => 0.92559722384763
920 => 0.92346249620057
921 => 0.88509542369626
922 => 0.88108585114718
923 => 0.88120881901291
924 => 0.87112655819348
925 => 0.85574869042398
926 => 0.89616080875744
927 => 0.89291515008803
928 => 0.88933219411103
929 => 0.88977108577415
930 => 0.90731261664893
1001 => 0.89713764287302
1002 => 0.9241894783017
1003 => 0.91862843419017
1004 => 0.91292477028092
1005 => 0.91213635019081
1006 => 0.90994092619949
1007 => 0.90241200045195
1008 => 0.89332037019351
1009 => 0.88731728839335
1010 => 0.81850329512847
1011 => 0.83127477200585
1012 => 0.84596719199653
1013 => 0.85103895650113
1014 => 0.84236335236058
1015 => 0.90275456618185
1016 => 0.91378862289121
1017 => 0.88036574538485
1018 => 0.8741136896505
1019 => 0.90316444991494
1020 => 0.88564329016448
1021 => 0.89353306732727
1022 => 0.87647968457868
1023 => 0.91113084174482
1024 => 0.91086685798378
1025 => 0.89738677521427
1026 => 0.90878004886344
1027 => 0.9068001871922
1028 => 0.8915812069454
1029 => 0.91161331056425
1030 => 0.91162324623772
1031 => 0.89864895965434
1101 => 0.88349783336149
1102 => 0.88078916983396
1103 => 0.87874855572371
1104 => 0.89303120134807
1105 => 0.9058369767542
1106 => 0.92966534996405
1107 => 0.93565636913719
1108 => 0.95903971581469
1109 => 0.94511607138273
1110 => 0.95128824261803
1111 => 0.95798900760089
1112 => 0.96120160074614
1113 => 0.9559668526132
1114 => 0.99229081497283
1115 => 0.99535767033343
1116 => 0.99638596040765
1117 => 0.98413772467445
1118 => 0.9950170247408
1119 => 0.9899269605243
1120 => 1.0031698935551
1121 => 1.0052465545485
1122 => 1.0034876965664
1123 => 1.0041468615436
1124 => 0.97315076765573
1125 => 0.97154345667022
1126 => 0.94962765733324
1127 => 0.95855850755647
1128 => 0.94186271113093
1129 => 0.94715712016323
1130 => 0.94949084521768
1201 => 0.94827183968697
1202 => 0.95906344442835
1203 => 0.94988837581898
1204 => 0.92567386123791
1205 => 0.90145274942854
1206 => 0.90114867309987
1207 => 0.89477168189859
1208 => 0.89016228526427
1209 => 0.89105021858317
1210 => 0.89417941141394
1211 => 0.88998041088838
1212 => 0.89087648054524
1213 => 0.90575720732998
1214 => 0.90874143096218
1215 => 0.89859987304855
1216 => 0.8578800546055
1217 => 0.84788730902164
1218 => 0.85506989638256
1219 => 0.85163708224191
1220 => 0.68733759291825
1221 => 0.72593732084607
1222 => 0.70300267323427
1223 => 0.71357201402619
1224 => 0.69016167771274
1225 => 0.70133431724237
1226 => 0.69927113868071
1227 => 0.76133835893966
1228 => 0.76036926466599
1229 => 0.76083311881147
1230 => 0.73869215188218
1231 => 0.77396331339331
]
'min_raw' => 0.45029262059297
'max_raw' => 1.0052465545485
'avg_raw' => 0.72776958757075
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.450292'
'max' => '$1.00'
'avg' => '$0.727769'
'bar_min_pct' => 61.631153054958
'bar_max_pct' => 60.119598047091
'min_diff' => 0.069434208458302
'max_diff' => 0.1520766960205
'year' => 2035
]
10 => [
'items' => [
101 => 0.79133915586363
102 => 0.78812334986545
103 => 0.78893269895337
104 => 0.77502540012104
105 => 0.76096777186402
106 => 0.7453756986735
107 => 0.77434384342299
108 => 0.77112308022957
109 => 0.77851035220126
110 => 0.79729826475706
111 => 0.80006485624924
112 => 0.80378318327073
113 => 0.80245042772207
114 => 0.83420207191852
115 => 0.83035673830224
116 => 0.8396228859395
117 => 0.82056171722534
118 => 0.79899219552253
119 => 0.80309185643744
120 => 0.80269702612394
121 => 0.79767038306799
122 => 0.79313255447346
123 => 0.78557834838886
124 => 0.80948097425268
125 => 0.80851057129393
126 => 0.82422026722606
127 => 0.82144342587421
128 => 0.80289899971822
129 => 0.80356131752628
130 => 0.80801572308456
131 => 0.82343247158129
201 => 0.8280092121874
202 => 0.82588908358707
203 => 0.83090727072552
204 => 0.83487344123178
205 => 0.83140536067687
206 => 0.88050606779975
207 => 0.86011603091297
208 => 0.87005399301862
209 => 0.87242413842295
210 => 0.86635306080856
211 => 0.86766966015413
212 => 0.86966394941082
213 => 0.88177288325559
214 => 0.91355022941249
215 => 0.92762419970967
216 => 0.96996643374621
217 => 0.92645555239562
218 => 0.9238737967622
219 => 0.93150091172515
220 => 0.95636028548526
221 => 0.97650647299558
222 => 0.9831901256542
223 => 0.98407348068811
224 => 0.9966124573965
225 => 1.0037995650077
226 => 0.99508989581627
227 => 0.98770936311694
228 => 0.96127321109335
229 => 0.96433326767333
301 => 0.98541402299731
302 => 1.0151918315427
303 => 1.0407442891276
304 => 1.0317967090744
305 => 1.100060428873
306 => 1.1068284978588
307 => 1.1058933695628
308 => 1.121312037936
309 => 1.0907091211724
310 => 1.0776257813524
311 => 0.98930511805914
312 => 1.0141196218915
313 => 1.0501889605165
314 => 1.0454150482964
315 => 1.0192205304507
316 => 1.0407244182369
317 => 1.0336145604461
318 => 1.0280067206181
319 => 1.0536973220031
320 => 1.0254494504686
321 => 1.0499071663895
322 => 1.0185398927383
323 => 1.0318375808664
324 => 1.0242891699481
325 => 1.0291739169107
326 => 1.000617785979
327 => 1.0160259810689
328 => 0.99997675440585
329 => 0.99996914498274
330 => 0.99961485741463
331 => 1.0184967014105
401 => 1.0191124376653
402 => 1.0051587264235
403 => 1.0031477786356
404 => 1.0105833065878
405 => 1.0018782507236
406 => 1.0059512915735
407 => 1.0020016189817
408 => 1.0011124644885
409 => 0.99402753020908
410 => 0.9909751457172
411 => 0.99217206432672
412 => 0.98808636405857
413 => 0.98562458186078
414 => 0.99912514697333
415 => 0.99191233964494
416 => 0.99801968080403
417 => 0.99105959474534
418 => 0.96693290410076
419 => 0.95305738917594
420 => 0.90748430709374
421 => 0.92040877663902
422 => 0.92897771331887
423 => 0.9261456797973
424 => 0.93222998365313
425 => 0.93260351049521
426 => 0.93062544128954
427 => 0.92833509055574
428 => 0.92722027448286
429 => 0.9355292001384
430 => 0.94035281114701
501 => 0.92983772075228
502 => 0.92737418219454
503 => 0.93800551913767
504 => 0.94449062853145
505 => 0.99237303262695
506 => 0.98882574947343
507 => 0.99772873406961
508 => 0.99672639463151
509 => 1.006058140845
510 => 1.0213116020138
511 => 0.99029705052277
512 => 0.99568010425911
513 => 0.99436030379583
514 => 1.0087695391837
515 => 1.0088145232438
516 => 1.000175466834
517 => 1.0048588394664
518 => 1.0022447093446
519 => 1.0069687957956
520 => 0.98877837334424
521 => 1.0109323443552
522 => 1.0234922183481
523 => 1.0236666122107
524 => 1.029619892802
525 => 1.0356687706735
526 => 1.0472790650017
527 => 1.0353449658662
528 => 1.0138766832826
529 => 1.015426623943
530 => 1.0028397777192
531 => 1.0030513648783
601 => 1.001921896041
602 => 1.005311517044
603 => 0.98952220453947
604 => 0.99322792462506
605 => 0.98803989480457
606 => 0.99566882649549
607 => 0.98746135710365
608 => 0.99435966734808
609 => 0.99733674936697
610 => 1.0083222461087
611 => 0.98583879030286
612 => 0.93999350191866
613 => 0.94963073735741
614 => 0.93537650915499
615 => 0.9366957922448
616 => 0.93936095404856
617 => 0.9307222926559
618 => 0.93237027701411
619 => 0.93231139941615
620 => 0.93180402408515
621 => 0.92955677461599
622 => 0.92629781828095
623 => 0.93928049726591
624 => 0.94148650740955
625 => 0.94639019469204
626 => 0.96098024184188
627 => 0.9595223520746
628 => 0.96190023077229
629 => 0.95670933492646
630 => 0.93693658301524
701 => 0.9380103385736
702 => 0.9246205895551
703 => 0.94604778870538
704 => 0.94097354512139
705 => 0.93770214727288
706 => 0.93680951606062
707 => 0.95143572911531
708 => 0.95581212129907
709 => 0.9530850473789
710 => 0.94749173920719
711 => 0.95823254441
712 => 0.96110633076408
713 => 0.9617496655476
714 => 0.98078031302186
715 => 0.96281326733729
716 => 0.96713811381064
717 => 1.0008793314139
718 => 0.97028070301749
719 => 0.98648947890989
720 => 0.98569614367636
721 => 0.99398800494784
722 => 0.9850159690308
723 => 0.98512718816888
724 => 0.99248979923862
725 => 0.98215033984508
726 => 0.97959014429509
727 => 0.97605325247925
728 => 0.98377592636454
729 => 0.98840532009227
730 => 1.0257148336227
731 => 1.049818480884
801 => 1.0487720779875
802 => 1.058334241677
803 => 1.0540263993555
804 => 1.040115240148
805 => 1.06385989263
806 => 1.0563460910663
807 => 1.0569655197379
808 => 1.0569424645718
809 => 1.0619384857438
810 => 1.0583983468648
811 => 1.0514203697466
812 => 1.0560526766062
813 => 1.0698089718994
814 => 1.1125089345838
815 => 1.1364043994014
816 => 1.1110703975978
817 => 1.1285454528061
818 => 1.11806664668
819 => 1.1161623358894
820 => 1.1271379619566
821 => 1.1381327994043
822 => 1.1374324757909
823 => 1.129450788395
824 => 1.1249421357129
825 => 1.1590831643314
826 => 1.1842376926403
827 => 1.1825223224477
828 => 1.1900934086094
829 => 1.2123223517452
830 => 1.2143546877233
831 => 1.2140986601028
901 => 1.2090613033286
902 => 1.2309485846387
903 => 1.2492073397777
904 => 1.2078953007786
905 => 1.2236263844152
906 => 1.2306885746835
907 => 1.2410579652548
908 => 1.2585528652603
909 => 1.2775569669592
910 => 1.2802443553088
911 => 1.2783375246714
912 => 1.2658038087433
913 => 1.2865983235884
914 => 1.2987792626933
915 => 1.3060327331744
916 => 1.3244263274521
917 => 1.2307321883663
918 => 1.1644108198205
919 => 1.15405378043
920 => 1.1751152273012
921 => 1.1806689628792
922 => 1.1784302590315
923 => 1.1037795290582
924 => 1.153660759786
925 => 1.207328769916
926 => 1.209390376755
927 => 1.2362577047712
928 => 1.2450068081023
929 => 1.2666385287366
930 => 1.2652854587213
1001 => 1.2705524384599
1002 => 1.2693416510293
1003 => 1.3094098584082
1004 => 1.3536110413334
1005 => 1.3520804949198
1006 => 1.3457260519097
1007 => 1.3551634833733
1008 => 1.4007838410388
1009 => 1.3965838495563
1010 => 1.4006637835271
1011 => 1.4544527562654
1012 => 1.5243860722173
1013 => 1.4918950257675
1014 => 1.5623912475168
1015 => 1.6067648822638
1016 => 1.6835044952393
1017 => 1.6738963177442
1018 => 1.7037704859343
1019 => 1.6566956747408
1020 => 1.5486023928516
1021 => 1.5314962172282
1022 => 1.5657432140237
1023 => 1.6499361138722
1024 => 1.5630916799903
1025 => 1.5806601958582
1026 => 1.5756004621064
1027 => 1.5753308503972
1028 => 1.5856208327455
1029 => 1.5706946766599
1030 => 1.5098828316033
1031 => 1.5377525418263
1101 => 1.5269907082958
1102 => 1.5389317649457
1103 => 1.6033727228191
1104 => 1.5748818392627
1105 => 1.5448690078475
1106 => 1.5825117588226
1107 => 1.6304439162666
1108 => 1.6274444079961
1109 => 1.6216241082542
1110 => 1.6544328331584
1111 => 1.7086232346457
1112 => 1.723270682413
1113 => 1.734083128901
1114 => 1.7355739825939
1115 => 1.7509307021913
1116 => 1.6683537505245
1117 => 1.7994054935462
1118 => 1.8220345093347
1119 => 1.817781192243
1120 => 1.8429323909174
1121 => 1.8355322702431
1122 => 1.8248106564293
1123 => 1.8646806561416
1124 => 1.8189729188146
1125 => 1.754096540123
1126 => 1.7185040756635
1127 => 1.765375104026
1128 => 1.7939976054734
1129 => 1.8129152581972
1130 => 1.8186397284811
1201 => 1.674763964216
1202 => 1.5972229069928
1203 => 1.6469258356628
1204 => 1.7075668389532
1205 => 1.6680168866894
1206 => 1.6695671699402
1207 => 1.6131793315567
1208 => 1.7125559114487
1209 => 1.698077579647
1210 => 1.7731911906459
1211 => 1.7552647245566
1212 => 1.8165169584326
1213 => 1.8003871924671
1214 => 1.8673409491866
1215 => 1.8940506154426
1216 => 1.938900302114
1217 => 1.9718919142005
1218 => 1.9912652198467
1219 => 1.9901021192432
1220 => 2.066868807956
1221 => 2.0216021736459
1222 => 1.9647366124258
1223 => 1.9637080938319
1224 => 1.993159573779
1225 => 2.0548817961292
1226 => 2.0708854703628
1227 => 2.079829340998
1228 => 2.0661314917818
1229 => 2.0169978045271
1230 => 1.9957821274839
1231 => 2.013858499002
]
'min_raw' => 0.7453756986735
'max_raw' => 2.079829340998
'avg_raw' => 1.4126025198357
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.745375'
'max' => '$2.07'
'avg' => '$1.41'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.29508307808053
'max_diff' => 1.0745827864494
'year' => 2036
]
11 => [
'items' => [
101 => 1.9917526499557
102 => 2.0299135472154
103 => 2.0823166098808
104 => 2.0714955846646
105 => 2.1076686495837
106 => 2.1451039662576
107 => 2.1986381504265
108 => 2.2126339685334
109 => 2.2357685236507
110 => 2.2595815801719
111 => 2.2672296921466
112 => 2.2818323109762
113 => 2.2817553479669
114 => 2.3257613226794
115 => 2.3743012755389
116 => 2.3926239840408
117 => 2.434756041921
118 => 2.3626063692846
119 => 2.417332724775
120 => 2.4666972673169
121 => 2.4078428246373
122 => 2.4889599625448
123 => 2.4921095571944
124 => 2.5396646970317
125 => 2.4914584523441
126 => 2.4628337381284
127 => 2.5454722155152
128 => 2.585458371635
129 => 2.5734142159935
130 => 2.481757596869
131 => 2.4284095132013
201 => 2.2887872881659
202 => 2.4541758449516
203 => 2.5347317865115
204 => 2.4815489764413
205 => 2.5083712923814
206 => 2.6547051509855
207 => 2.7104196099262
208 => 2.69883139194
209 => 2.7007896100214
210 => 2.7308521207769
211 => 2.8641658491937
212 => 2.7842811729383
213 => 2.8453500147138
214 => 2.8777407081915
215 => 2.9078269894465
216 => 2.833944591551
217 => 2.737824677437
218 => 2.7073794657976
219 => 2.4762609940984
220 => 2.4642302739498
221 => 2.4574770661623
222 => 2.4148990463221
223 => 2.3814443858289
224 => 2.3548399977128
225 => 2.2850221385533
226 => 2.3085836164949
227 => 2.1973085211143
228 => 2.2684983837915
301 => 2.0909006447331
302 => 2.2388093191663
303 => 2.1583093522545
304 => 2.2123629149961
305 => 2.2121743272078
306 => 2.1126445805029
307 => 2.0552378997363
308 => 2.0918196710222
309 => 2.1310382337053
310 => 2.1374013135536
311 => 2.1882492037814
312 => 2.2024397569723
313 => 2.1594417183104
314 => 2.0872203263398
315 => 2.1039957085
316 => 2.0548979471522
317 => 1.9688560089084
318 => 2.0306528311032
319 => 2.051752983215
320 => 2.0610720124367
321 => 1.9764596481573
322 => 1.9498726062769
323 => 1.9357178882666
324 => 2.0762979326279
325 => 2.0839992247995
326 => 2.0445983251965
327 => 2.2226941275485
328 => 2.1823855624328
329 => 2.2274201055052
330 => 2.1024735184002
331 => 2.1072466462905
401 => 2.0480949295971
402 => 2.0812159384262
403 => 2.0578070769257
404 => 2.078540088221
405 => 2.090967369706
406 => 2.1501093801848
407 => 2.2394846259248
408 => 2.1412755360315
409 => 2.0984844291849
410 => 2.1250317912062
411 => 2.1957309146394
412 => 2.3028437056622
413 => 2.2394307775309
414 => 2.2675723582142
415 => 2.2737200416618
416 => 2.2269616961319
417 => 2.3045677525573
418 => 2.3461574686662
419 => 2.3888199116147
420 => 2.4258625154525
421 => 2.3717795937339
422 => 2.4296560724551
423 => 2.3830178471796
424 => 2.3411785377364
425 => 2.3412419906983
426 => 2.3149955807098
427 => 2.2641398540966
428 => 2.2547612778422
429 => 2.3035498159008
430 => 2.3426736031319
501 => 2.3458960256386
502 => 2.3675569645026
503 => 2.3803756849968
504 => 2.5060165720462
505 => 2.5565503761734
506 => 2.6183421553041
507 => 2.6424135356694
508 => 2.7148597605014
509 => 2.6563535501549
510 => 2.6436953635251
511 => 2.4679645190621
512 => 2.4967404349983
513 => 2.542813452875
514 => 2.4687242461572
515 => 2.515716794835
516 => 2.5249941193823
517 => 2.4662067232635
518 => 2.497607611584
519 => 2.4142161619193
520 => 2.241302331645
521 => 2.3047602550805
522 => 2.3514866464351
523 => 2.2848023246496
524 => 2.4043313904104
525 => 2.3345049777737
526 => 2.3123733572267
527 => 2.2260300149807
528 => 2.2667807488608
529 => 2.3218966999279
530 => 2.2878414500855
531 => 2.3585112069301
601 => 2.4585984295577
602 => 2.5299265446993
603 => 2.5354022316951
604 => 2.4895430322717
605 => 2.5630326920173
606 => 2.5635679839581
607 => 2.4806713475509
608 => 2.4298976193219
609 => 2.4183617214395
610 => 2.4471806560959
611 => 2.4821721630375
612 => 2.5373440168019
613 => 2.5706832125377
614 => 2.6576141532735
615 => 2.6811351733312
616 => 2.7069776432469
617 => 2.7415111525769
618 => 2.7829774847376
619 => 2.6922515106496
620 => 2.6958562227345
621 => 2.6113734518503
622 => 2.5210914951058
623 => 2.5896042464701
624 => 2.6791755550096
625 => 2.6586277978632
626 => 2.6563157554316
627 => 2.6602039694944
628 => 2.644711631633
629 => 2.5746403616586
630 => 2.5394510085468
701 => 2.5848542518224
702 => 2.6089840549576
703 => 2.6464072752802
704 => 2.6417940734671
705 => 2.7381922700576
706 => 2.7756496943226
707 => 2.766066482302
708 => 2.7678300239467
709 => 2.8356449013786
710 => 2.9110689922761
711 => 2.981713606487
712 => 3.0535763423192
713 => 2.9669430094232
714 => 2.9229559457798
715 => 2.9683393674197
716 => 2.9442582850797
717 => 3.0826353271187
718 => 3.0922162532771
719 => 3.230583289081
720 => 3.361910082499
721 => 3.279426076517
722 => 3.3572047789968
723 => 3.4413287871193
724 => 3.603617647416
725 => 3.548964468659
726 => 3.5071009902557
727 => 3.4675402054473
728 => 3.5498599185357
729 => 3.6557629143344
730 => 3.6785734053032
731 => 3.7155351149508
801 => 3.6766743967192
802 => 3.7234778514615
803 => 3.8887146131818
804 => 3.8440661815798
805 => 3.7806582311112
806 => 3.9110967849822
807 => 3.9583019905611
808 => 4.2896128448716
809 => 4.7079064842074
810 => 4.5347301708583
811 => 4.4272340447978
812 => 4.4524981842642
813 => 4.6052448612164
814 => 4.6543022459162
815 => 4.5209473632074
816 => 4.5680505622291
817 => 4.8275938199229
818 => 4.966830450531
819 => 4.7777284041909
820 => 4.2560033582344
821 => 3.774949038933
822 => 3.90254630657
823 => 3.8880807362242
824 => 4.1669275879354
825 => 3.8430013312523
826 => 3.8484554186596
827 => 4.1330685279603
828 => 4.0571386299028
829 => 3.9341419194163
830 => 3.7758470510358
831 => 3.4832243463313
901 => 3.2240402563867
902 => 3.7323599432992
903 => 3.7104402740801
904 => 3.678697344738
905 => 3.7493377990452
906 => 4.0923477935184
907 => 4.0844403029308
908 => 4.0341368822496
909 => 4.0722915834823
910 => 3.927453215815
911 => 3.9647813610712
912 => 3.774872837471
913 => 3.8607194214188
914 => 3.9338780237163
915 => 3.9485656962591
916 => 3.9816577724693
917 => 3.6988896044392
918 => 3.8258442102474
919 => 3.9004181471219
920 => 3.5634903873
921 => 3.8937581686156
922 => 3.6939672397362
923 => 3.6261551977155
924 => 3.7174551787392
925 => 3.6818754873421
926 => 3.6512861579885
927 => 3.6342167866177
928 => 3.7012574162703
929 => 3.6981298907662
930 => 3.588438408629
1001 => 3.4453503417779
1002 => 3.4933753937188
1003 => 3.4759274421114
1004 => 3.4126938146556
1005 => 3.4553056447035
1006 => 3.2676647105263
1007 => 2.9448382360013
1008 => 3.1581072935148
1009 => 3.1498966667927
1010 => 3.1457564964771
1011 => 3.3060222988747
1012 => 3.2906164399353
1013 => 3.2626546551057
1014 => 3.4121802745493
1015 => 3.357601412049
1016 => 3.5258006058777
1017 => 3.636587473375
1018 => 3.608488340198
1019 => 3.7126839245586
1020 => 3.4944817939185
1021 => 3.5669597889672
1022 => 3.5818974032965
1023 => 3.4103351516157
1024 => 3.2931370289852
1025 => 3.2853212503622
1026 => 3.0821158566172
1027 => 3.1906665377392
1028 => 3.2861866449941
1029 => 3.2404399262787
1030 => 3.2259578817778
1031 => 3.2999435063608
1101 => 3.305692823035
1102 => 3.1746077935797
1103 => 3.2018645221264
1104 => 3.3155296112205
1105 => 3.1990004535158
1106 => 2.9726033350255
1107 => 2.9164537194548
1108 => 2.9089623256949
1109 => 2.7566801149851
1110 => 2.9202059052571
1111 => 2.8488225155847
1112 => 3.0743217882555
1113 => 2.9455178130828
1114 => 2.9399653311503
1115 => 2.9315719403374
1116 => 2.8004963508806
1117 => 2.8291935746833
1118 => 2.9245875173143
1119 => 2.9586251507348
1120 => 2.9550747467069
1121 => 2.9241200349535
1122 => 2.9382909434804
1123 => 2.8926415096433
1124 => 2.8765217444446
1125 => 2.8256433313868
1126 => 2.7508661197121
1127 => 2.7612643496308
1128 => 2.6131111267815
1129 => 2.5323893878866
1130 => 2.5100466744559
1201 => 2.4801690642901
1202 => 2.5134214300254
1203 => 2.6126914273156
1204 => 2.4929507492788
1205 => 2.2876637556166
1206 => 2.3000018537277
1207 => 2.3277218969692
1208 => 2.2760657797752
1209 => 2.2271776000203
1210 => 2.2696819058938
1211 => 2.1826991004285
1212 => 2.3382333534444
1213 => 2.33402658778
1214 => 2.3920001391307
1215 => 2.4282521905273
1216 => 2.3447029487991
1217 => 2.3236905404457
1218 => 2.3356601632045
1219 => 2.137828961665
1220 => 2.3758331093632
1221 => 2.3778913791159
1222 => 2.360267223882
1223 => 2.4869970849777
1224 => 2.7544366199244
1225 => 2.6538151091471
1226 => 2.6148514188728
1227 => 2.5407814151792
1228 => 2.6394752972593
1229 => 2.63189714698
1230 => 2.5976258774886
1231 => 2.5768985067673
]
'min_raw' => 1.9357178882666
'max_raw' => 4.966830450531
'avg_raw' => 3.4512741693988
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$1.93'
'max' => '$4.96'
'avg' => '$3.45'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 1.1903421895931
'max_diff' => 2.887001109533
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.060759972617403
]
1 => [
'year' => 2028
'avg' => 0.10428175175755
]
2 => [
'year' => 2029
'avg' => 0.28487895084451
]
3 => [
'year' => 2030
'avg' => 0.21978368632208
]
4 => [
'year' => 2031
'avg' => 0.21585481746067
]
5 => [
'year' => 2032
'avg' => 0.37846142701969
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.060759972617403
'min' => '$0.060759'
'max_raw' => 0.37846142701969
'max' => '$0.378461'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.37846142701969
]
1 => [
'year' => 2033
'avg' => 0.97344170702425
]
2 => [
'year' => 2034
'avg' => 0.61701413533135
]
3 => [
'year' => 2035
'avg' => 0.72776958757075
]
4 => [
'year' => 2036
'avg' => 1.4126025198357
]
5 => [
'year' => 2037
'avg' => 3.4512741693988
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.37846142701969
'min' => '$0.378461'
'max_raw' => 3.4512741693988
'max' => '$3.45'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 3.4512741693988
]
]
]
]
'prediction_2025_max_price' => '$0.103888'
'last_price' => 0.100733
'sma_50day_nextmonth' => '$0.093534'
'sma_200day_nextmonth' => '$0.124527'
'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' => '$0.100277'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.09892'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.096738'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.094821'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.097341'
'daily_sma50_action' => 'BUY'
'daily_sma100' => '$0.111615'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.136887'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.100084'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.099138'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.0976024'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.096826'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$0.1001059'
'daily_ema50_action' => 'BUY'
'daily_ema100' => '$0.113442'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.173049'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.117161'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.249417'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '—'
'weekly_sma100_action' => '—'
'weekly_sma200' => '—'
'weekly_sma200_action' => '—'
'weekly_ema3' => '$0.098835'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$0.09853'
'weekly_ema5_action' => 'BUY'
'weekly_ema10' => '$0.1028017'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.130087'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.3015065'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.2811073'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$0.140553'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '57.42'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 110.06
'stoch_rsi_14_action' => 'SELL'
'momentum_10' => 0.01
'momentum_10_action' => 'BUY'
'vwma_10' => '0.096015'
'vwma_10_action' => 'BUY'
'hma_9' => '0.1014094'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 97.03
'stochastic_fast_14_action' => 'SELL'
'cci_20' => 167.13
'cci_20_action' => 'SELL'
'adx_14' => 10.89
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '0.001415'
'ao_5_34_action' => 'BUY'
'macd_12_26' => 0
'macd_12_26_action' => 'BUY'
'williams_percent_r_14' => -2.97
'williams_percent_r_14_action' => 'SELL'
'ultimate_oscillator' => 73.36
'ultimate_oscillator_action' => 'SELL'
'ichimoku_cloud' => '-0.010918'
'ichimoku_cloud_action' => 'SELL'
'sell_signals' => 12
'buy_signals' => 21
'sell_pct' => 36.36
'buy_pct' => 63.64
'overall_action' => 'bullish'
'overall_action_label' => 'Altista'
'overall_action_dir' => 1
'last_updated' => 1767707361
'last_updated_date' => '6 de janeiro de 2026'
]
Previsão de preço de PCM para 2026
A previsão de preço para PCM em 2026 sugere que o preço médio poderia variar entre $0.0348032 na extremidade inferior e $0.103888 na extremidade superior. No mercado de criptomoedas, comparado ao preço médio de hoje, PCM poderia potencialmente ganhar 3.13% até 2026 se PCM atingir a meta de preço prevista.
Previsão de preço de PCM 2027-2032
A previsão de preço de PCM para 2027-2032 está atualmente dentro de uma faixa de preço entre $0.060759 na extremidade inferior e $0.378461 na extremidade superior. Considerando a volatilidade de preços no mercado, se PCM atingir a meta de preço superior, poderia ganhar 275.71% até 2032 em comparação com o preço de hoje.
| Previsão de Preço de PCM | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2027 | $0.0335041 | $0.060759 | $0.088015 |
| 2028 | $0.060465 | $0.104281 | $0.148098 |
| 2029 | $0.132824 | $0.284878 | $0.436933 |
| 2030 | $0.112961 | $0.219783 | $0.3266056 |
| 2031 | $0.133555 | $0.215854 | $0.298153 |
| 2032 | $0.203862 | $0.378461 | $0.55306 |
Previsão de preço de PCM 2032-2037
A previsão de preço de PCM para 2032-2037 é atualmente estimada entre $0.378461 na extremidade inferior e $3.45 na extremidade superior. Comparado ao preço atual, PCM poderia potencialmente ganhar 3326.16% até 2037 se atingir a meta de preço superior. Por favor, note que esta informação é apenas para fins gerais e não deve ser considerada como aconselhamento de investimento a longo prazo.
| Previsão de Preço de PCM | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2032 | $0.203862 | $0.378461 | $0.55306 |
| 2033 | $0.473732 | $0.973441 | $1.47 |
| 2034 | $0.380858 | $0.617014 | $0.853169 |
| 2035 | $0.450292 | $0.727769 | $1.00 |
| 2036 | $0.745375 | $1.41 | $2.07 |
| 2037 | $1.93 | $3.45 | $4.96 |
PCM Histograma de preços potenciais
Previsão de preço de PCM baseada na análise técnica
Em 6 de janeiro de 2026, o sentimento geral de previsão de preço para PCM é Altista, com 21 indicadores técnicos mostrando sinais de alta e 12 indicando sinais de baixa. A previsão de preço de PCM 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 PCM
De acordo com nossos indicadores técnicos, o SMA de 200 dias de PCM está projetado para aumentar no próximo mês, alcançando $0.124527 até 4 de fev. de 2026. O SMA de 50 dias de curto prazo para PCM é esperado para alcançar $0.093534 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 57.42, sugerindo que o mercado de PCM está em um estado NEUTRAL.
Médias Móveis e Osciladores Populares de PCM 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 | $0.100277 | BUY |
| SMA 5 | $0.09892 | BUY |
| SMA 10 | $0.096738 | BUY |
| SMA 21 | $0.094821 | BUY |
| SMA 50 | $0.097341 | BUY |
| SMA 100 | $0.111615 | SELL |
| SMA 200 | $0.136887 | SELL |
Média Móvel Exponencial Diária (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 3 | $0.100084 | BUY |
| EMA 5 | $0.099138 | BUY |
| EMA 10 | $0.0976024 | BUY |
| EMA 21 | $0.096826 | BUY |
| EMA 50 | $0.1001059 | BUY |
| EMA 100 | $0.113442 | SELL |
| EMA 200 | $0.173049 | SELL |
Média Móvel Simples Semanal (SMA)
| Período | Valor | Ação |
|---|---|---|
| SMA 21 | $0.117161 | SELL |
| SMA 50 | $0.249417 | SELL |
| SMA 100 | — | — |
| SMA 200 | — | — |
Média Móvel Exponencial Semanal (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 21 | $0.130087 | SELL |
| EMA 50 | $0.3015065 | SELL |
| EMA 100 | $0.2811073 | SELL |
| EMA 200 | $0.140553 | SELL |
Osciladores de PCM
Um oscilador é uma ferramenta de análise técnica que define limites altos e baixos entre dois extremos, criando um indicador de tendência que flutua dentro desses limites. Os traders usam esse indicador para identificar condições de sobrecompra ou sobrevenda de curto prazo.
| Período | Valor | Ação |
|---|---|---|
| RSI (14) | 57.42 | NEUTRAL |
| Stoch RSI (14) | 110.06 | SELL |
| Estocástico Rápido (14) | 97.03 | SELL |
| Índice de Canal de Commodities (20) | 167.13 | SELL |
| Índice Direcional Médio (14) | 10.89 | NEUTRAL |
| Oscilador Impressionante (5, 34) | 0.001415 | BUY |
| Momentum (10) | 0.01 | BUY |
| MACD (12, 26) | 0 | BUY |
| Williams Percent Range (14) | -2.97 | SELL |
| Oscilador Ultimate (7, 14, 28) | 73.36 | SELL |
| VWMA (10) | 0.096015 | BUY |
| Média Móvel de Hull (9) | 0.1014094 | BUY |
| Nuvem Ichimoku B/L (9, 26, 52, 26) | -0.010918 | SELL |
Previsão do preço de PCM com base nos fluxos financeiros mundiais
Definições dos fluxos financeiros mundiais, usadas na previsão do preço do PCM
M0: o total de todas as moedas físicas, mais as contas no Banco Central que podem ser trocadas por moedas físicas.
M1: o valor de M0, mais o valor em contas de demanda, incluindo contas 'correntes'.
M2: o valor de M1, mais a maioria das contas de poupança, do mercado de moedas e de certificados de depósito (CD) de menos de US$ 100.000.
Previsões de preço de PCM por empresas de Internet ou nichos tecnológicos
| Comparação | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook stock | $0.141546 | $0.198896 | $0.279483 | $0.39272 | $0.551837 | $0.775424 |
| Amazon.com stock | $0.210185 | $0.438564 | $0.91509 | $1.90 | $3.98 | $8.31 |
| Apple stock | $0.142882 | $0.202667 | $0.287468 | $0.407751 | $0.578364 | $0.820365 |
| Netflix stock | $0.15894 | $0.250783 | $0.395697 | $0.624348 | $0.985124 | $1.55 |
| Google stock | $0.130448 | $0.16893 | $0.218764 | $0.283298 | $0.36687 | $0.475096 |
| Tesla stock | $0.228354 | $0.517661 | $1.17 | $2.66 | $6.03 | $13.67 |
| Kodak stock | $0.075539 | $0.056646 | $0.042478 | $0.031854 | $0.023887 | $0.017913 |
| Nokia stock | $0.066731 | $0.0442067 | $0.029285 | $0.01940019 | $0.012851 | $0.008513 |
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 PCM
Você pode fazer perguntas como: 'Devo investir em PCM agora?', 'Devo comprar PCM hoje?', 'PCM será um bom ou mau investimento no curto ou no longo prazo?'.
Atualizamos a previsão para PCM regularmente com novos valores. Veja nossas previsões semelhantes. Fazemos previsões de preços futuros para uma enorme quantidade de moedas digitais, como PCM, 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 PCM para poder tomar sozinho uma decisão de tão grande responsabilidade sobre o seu investimento.
O preço de PCM é de $0.1007 USD hoje, mas o preço pode tanto subir quanto descer e seu investimento pode ser perdido, porque criptomoedas são ativos de alto risco
Previsão do preço de PCM com base no padrão de crescimento do Bitcoin
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Se PCM tiver 1% da média anterior do crescimento anual do Bitcoin | $0.103351 | $0.106037 | $0.108794 | $0.111621 |
| Se PCM tiver 2% da média anterior do crescimento anual do Bitcoin | $0.105969 | $0.111478 | $0.117274 | $0.12337 |
| Se PCM tiver 5% da média anterior do crescimento anual do Bitcoin | $0.113824 | $0.128618 | $0.145334 | $0.164222 |
| Se PCM tiver 10% da média anterior do crescimento anual do Bitcoin | $0.126916 | $0.1599064 | $0.201471 | $0.25384 |
| Se PCM tiver 20% da média anterior do crescimento anual do Bitcoin | $0.15310048 | $0.232691 | $0.35366 | $0.537515 |
| Se PCM tiver 50% da média anterior do crescimento anual do Bitcoin | $0.231651 | $0.53272 | $1.22 | $2.81 |
| Se PCM tiver 100% da média anterior do crescimento anual do Bitcoin | $0.36257 | $1.30 | $4.69 | $16.90 |
Perguntas Frequentes sobre PCM
PCM é um bom investimento?
A decisão de adquirir PCM depende inteiramente da sua tolerância individual ao risco. Como você pode perceber, o valor de PCM experimentou uma escalada de 2.5013% nas últimas 24 horas, e PCM registrou um declínio de durante os últimos 30 dias. Consequentemente, a decisão de investir ou não em PCM dependerá de quão alinhado esse investimento está com suas aspirações de negociação.
PCM pode subir?
Parece que o valor médio de PCM pode potencialmente subir para $0.103888 até o final deste ano. Observando as perspectivas de PCM em um horizonte de cinco anos mais longo, a moeda digital poderia potencialmente crescer até $0.3266056. 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 PCM na próxima semana?
Com base na nossa nova previsão experimental de PCM, o preço de PCM aumentará 0.86% na próxima semana e atingirá $0.101595 até 13 de janeiro de 2026.
Qual será o preço de PCM no próximo mês?
Com base na nossa nova previsão experimental de PCM, o preço de PCM diminuirá -11.62% no próximo mês e atingirá $0.0890298 até 5 de fevereiro de 2026.
Até onde o preço de PCM pode subir este ano em 2026?
De acordo com nossa previsão mais recente sobre o valor de PCM em 2026, espera-se que PCM fluctue dentro do intervalo de $0.0348032 e $0.103888. No entanto, é crucial lembrar que o mercado de criptomoedas é excepcionalmente instável, e essa previsão de preço de PCM não considera flutuações repentinas e extremas de preço.
Onde estará PCM em 5 anos?
O futuro de PCM parece seguir uma tendência de alta, com um preço máximo de $0.3266056 projetada após um período de cinco anos. Com base na previsão de PCM para 2030, o valor de PCM pode potencialmente atingir seu pico mais alto de aproximadamente $0.3266056, enquanto seu pico mais baixo está previsto para cerca de $0.112961.
Quanto será PCM em 2026?
Com base na nossa nova simulação experimental de previsão de preços de PCM, espera-se que o valor de PCM em 2026 aumente 3.13% para $0.103888 se o melhor cenário ocorrer. O preço ficará entre $0.103888 e $0.0348032 durante 2026.
Quanto será PCM em 2027?
De acordo com nossa última simulação experimental para previsão de preços de PCM, o valor de PCM pode diminuir -12.62% para $0.088015 em 2027, assumindo as condições mais favoráveis. O preço está projetado para flutuar entre $0.088015 e $0.0335041 ao longo do ano.
Quanto será PCM em 2028?
Nosso novo modelo experimental de previsão de preços de PCM sugere que o valor de PCM em 2028 pode aumentar 47.02%, alcançando $0.148098 no melhor cenário. O preço é esperado para variar entre $0.148098 e $0.060465 durante o ano.
Quanto será PCM em 2029?
Com base no nosso modelo de previsão experimental, o valor de PCM pode experimentar um 333.75% crescimento em 2029, potencialmente alcançando $0.436933 sob condições ótimas. A faixa de preço prevista para 2029 está entre $0.436933 e $0.132824.
Quanto será PCM em 2030?
Usando nossa nova simulação experimental para previsões de preços de PCM, espera-se que o valor de PCM em 2030 aumente 224.23%, alcançando $0.3266056 no melhor cenário. O preço está previsto para variar entre $0.3266056 e $0.112961 ao longo de 2030.
Quanto será PCM em 2031?
Nossa simulação experimental indica que o preço de PCM poderia aumentar 195.98% em 2031, potencialmente atingindo $0.298153 sob condições ideais. O preço provavelmente oscilará entre $0.298153 e $0.133555 durante o ano.
Quanto será PCM em 2032?
Com base nos achados da nossa mais recente previsão experimental de preços de PCM, PCM poderia ver um 449.04% aumento em valor, atingindo $0.55306 se o cenário mais positivo se desenrolar em 2032. O preço é esperado para permanecer dentro de uma faixa de $0.55306 e $0.203862 ao longo do ano.
Quanto será PCM em 2033?
De acordo com nossa previsão experimental de preços de PCM, espera-se que o valor de PCM seja aumentar 1362.43% em 2033, com o preço potencial mais alto sendo $1.47. Ao longo do ano, o preço de PCM poderia variar entre $1.47 e $0.473732.
Quanto será PCM em 2034?
Os resultados da nossa nova simulação de previsão de preços de PCM sugerem que PCM pode aumentar 746.96% em 2034, atingindo potencialmente $0.853169 nas melhores circunstâncias. A faixa de preço prevista para o ano é entre $0.853169 e $0.380858.
Quanto será PCM em 2035?
Com base em nossa previsão experimental para o preço de PCM, PCM poderia aumentar 897.93%, com o valor potencialmente atingindo $1.00 em 2035. A faixa de preço esperada para o ano está entre $1.00 e $0.450292.
Quanto será PCM em 2036?
Nossa recente simulação de previsão de preços de PCM sugere que o valor de PCM pode aumentar 1964.7% em 2036, possivelmente atingindo $2.07 se as condições forem ideais. A faixa de preço esperada para 2036 está entre $2.07 e $0.745375.
Quanto será PCM em 2037?
De acordo com a simulação experimental, o valor de PCM poderia aumentar 4830.69% em 2037, com um pico de $4.96 sob condições favoráveis. O preço é esperado para cair entre $4.96 e $1.93 ao longo do ano.
Previsões relacionadas
Como ler e prever os movimentos de preço de PCM?
Traders de PCM 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 PCM
Médias móveis são ferramentas populares para a previsão de preço de PCM. Uma média móvel simples (SMA) calcula o preço médio de fechamento de PCM 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 PCM 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 PCM.
Como ler gráficos de PCM 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 PCM 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 PCM 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 PCM?
A ação de preço de PCM 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 PCM. A capitalização de mercado de PCM pode mudar rapidamente.
Traders frequentemente monitoram a atividade de "baleias" de PCM, grandes detentores de PCM, pois suas ações podem influenciar significativamente os movimentos de preço no relativamente pequeno mercado de PCM.
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


