Previsão de Preço Apro - Projeção AT
$0.1561
-11.4983%
Add to portfolio
Add to favorites
Sentiment
Altista 29.63%
Baixista 70.37%
SMA 50
$0.169271
SMA 200
—
RSI (14)
50.83
Momentum (10)
-0
MACD (12, 26)
0.01
Hull Moving Average (9)
0.167328
Previsão de Preço Apro até $0.161084 até 2026
| Ano | Preço Mínimo | Preço Máximo |
|---|---|---|
| 2026 | $0.053964 | $0.161084 |
| 2027 | $0.05195 | $0.136473 |
| 2028 | $0.093754 | $0.229634 |
| 2029 | $0.205951 | $0.677488 |
| 2030 | $0.175153 | $0.506419 |
| 2031 | $0.207085 | $0.4623037 |
| 2032 | $0.31610033 | $0.857549 |
| 2033 | $0.734548 | $2.28 |
| 2034 | $0.590541 | $1.32 |
| 2035 | $0.6982032 | $1.55 |
Calculadora de lucro do investimento
Se você abrir um short de $10,000.00 em Apro hoje e fechar em Apr 06, 2026, nossa previsão mostra que pode lucrar cerca de $3,954.43, com um retorno de 39.54% nos próximos 90 dias.
$
≈ $3,954.43
(39.54% ROI)
Previsão de preço de longo prazo de Apro para os anos 2027, 2028, 2029, 2030, 2031, 2032 e 2037
[
'name' => 'Apro'
'name_with_ticker' => 'Apro <small>AT</small>'
'name_lang' => 'Apro'
'name_lang_with_ticker' => 'Apro <small>AT</small>'
'name_with_lang' => 'Apro'
'name_with_lang_with_ticker' => 'Apro <small>AT</small>'
'image' => '/uploads/coins/apro.png?1762828426'
'price_for_sd' => 0.1561
'ticker' => 'AT'
'marketcap' => '$36.09M'
'low24h' => '$0.1567'
'high24h' => '$0.1764'
'volume24h' => '$16.32M'
'current_supply' => '230M'
'max_supply' => '1B'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.1561'
'change_24h_pct' => '-11.4983%'
'ath_price' => '$0.8593'
'ath_days' => 74
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '24 de out. de 2025'
'ath_pct' => '-81.75%'
'fdv' => '$156.91M'
'new_prediction' => true
'change_24h_pct_is_increased' => false
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$7.70'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.157528'
'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' => '$0.1380455'
'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' => '$0.053964'
'current_year_max_price_prediction' => '$0.161084'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.175153'
'grand_prediction_max_price' => '$0.506419'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.15915175624301
107 => 0.15974597112873
108 => 0.16108476760763
109 => 0.1496448982776
110 => 0.15478106374987
111 => 0.1577980797712
112 => 0.14416709162683
113 => 0.15752863896255
114 => 0.14944575560397
115 => 0.14670230359124
116 => 0.15039600030407
117 => 0.14895656310284
118 => 0.14771901952381
119 => 0.14702844894302
120 => 0.14974069215049
121 => 0.14961416276303
122 => 0.14517640645188
123 => 0.13938753425008
124 => 0.14133046977426
125 => 0.14062458308321
126 => 0.13806635865364
127 => 0.13979029303797
128 => 0.1321989584726
129 => 0.11913846191612
130 => 0.12776662599516
131 => 0.12743445106375
201 => 0.12726695340041
202 => 0.13375078024087
203 => 0.13312750989749
204 => 0.13199626812119
205 => 0.13804558251129
206 => 0.13583750138414
207 => 0.14264228712867
208 => 0.14712435912596
209 => 0.14598756068761
210 => 0.1502029710648
211 => 0.14137523108456
212 => 0.14430745219854
213 => 0.14491177890625
214 => 0.13797093491073
215 => 0.13322948463378
216 => 0.1329132839568
217 => 0.12469226258868
218 => 0.12908386584576
219 => 0.13294829497511
220 => 0.13109753331397
221 => 0.13051163746198
222 => 0.13350485230447
223 => 0.13373745073288
224 => 0.12843418191539
225 => 0.12953689943523
226 => 0.13413541480449
227 => 0.1294210286465
228 => 0.12026174643214
301 => 0.11799011780599
302 => 0.11768704067284
303 => 0.1115262036736
304 => 0.11814191889301
305 => 0.11525398190959
306 => 0.12437694023741
307 => 0.11916595536796
308 => 0.11894132022531
309 => 0.11860175126037
310 => 0.11329886435414
311 => 0.11445985957056
312 => 0.1183191844945
313 => 0.11969623510577
314 => 0.11955259744517
315 => 0.11830027169693
316 => 0.11887358001153
317 => 0.11702675417634
318 => 0.11637460153558
319 => 0.11431622841262
320 => 0.11129098856196
321 => 0.11171166671807
322 => 0.10571787497685
323 => 0.10245213912163
324 => 0.10154822647861
325 => 0.10033947671526
326 => 0.10168475798074
327 => 0.10570089531793
328 => 0.10085658161822
329 => 0.092551345569153
330 => 0.093050504407135
331 => 0.094171966114492
401 => 0.092082129642044
402 => 0.090104274807552
403 => 0.091823859117708
404 => 0.088304821117727
405 => 0.094597225044387
406 => 0.094427033152429
407 => 0.096772452216639
408 => 0.098239090890334
409 => 0.094858963577376
410 => 0.094008870699004
411 => 0.094493122237092
412 => 0.086489522996124
413 => 0.096118387407001
414 => 0.096201658226273
415 => 0.095488642916481
416 => 0.10061571595744
417 => 0.11143543924804
418 => 0.10736462412375
419 => 0.10578828146659
420 => 0.10279165292303
421 => 0.10678448253513
422 => 0.10647789551876
423 => 0.10509139276109
424 => 0.1042528315671
425 => 0.10579790627872
426 => 0.10406137971174
427 => 0.10374945182376
428 => 0.10185950820344
429 => 0.10118488431794
430 => 0.10068541965067
501 => 0.10013555812839
502 => 0.10134841562959
503 => 0.098599920967182
504 => 0.095285505842573
505 => 0.09500994808743
506 => 0.095770787276665
507 => 0.095434172573244
508 => 0.095008336505735
509 => 0.094195299483308
510 => 0.093954088766541
511 => 0.09473790657723
512 => 0.09385302196838
513 => 0.095158717410897
514 => 0.094803640497957
515 => 0.092820209726337
516 => 0.090348120624774
517 => 0.090326113846388
518 => 0.089793506304495
519 => 0.089115150521814
520 => 0.08892644746175
521 => 0.091679040523417
522 => 0.09737682578289
523 => 0.096258214200009
524 => 0.097066525708567
525 => 0.10104261831536
526 => 0.10230649858979
527 => 0.10140942630765
528 => 0.10018145843884
529 => 0.10023548279303
530 => 0.10443182073188
531 => 0.1046935411818
601 => 0.10535482432451
602 => 0.10620476004149
603 => 0.10155417403547
604 => 0.10001644061036
605 => 0.099287777203344
606 => 0.097043775937951
607 => 0.099463738916549
608 => 0.098053730122067
609 => 0.098243988481202
610 => 0.098120082475221
611 => 0.098187743532974
612 => 0.09459546618925
613 => 0.095904303248764
614 => 0.093728107784199
615 => 0.090814426346551
616 => 0.090804658664704
617 => 0.091517778068759
618 => 0.091093586742862
619 => 0.08995209879183
620 => 0.090114241767603
621 => 0.088693698684975
622 => 0.090286721417597
623 => 0.090332403609459
624 => 0.089719003084865
625 => 0.092173274399243
626 => 0.093178791359238
627 => 0.092775037993638
628 => 0.093150462946784
629 => 0.096304697561507
630 => 0.096818975432611
701 => 0.097047383691667
702 => 0.096741346882828
703 => 0.093208116565231
704 => 0.093364830354272
705 => 0.092214968551523
706 => 0.091243456497651
707 => 0.091282311884896
708 => 0.091781795368313
709 => 0.093963069034712
710 => 0.098553430872543
711 => 0.098727631748778
712 => 0.098938768292573
713 => 0.098079969860235
714 => 0.097820948035448
715 => 0.098162664681548
716 => 0.099886563238078
717 => 0.10432089835937
718 => 0.10275350816822
719 => 0.10147919554493
720 => 0.10259711126777
721 => 0.10242501690475
722 => 0.10097236729124
723 => 0.10093159625479
724 => 0.098143497206274
725 => 0.097112800469984
726 => 0.096251473130825
727 => 0.095310926161984
728 => 0.094753338391435
729 => 0.095610046626108
730 => 0.095805985935652
731 => 0.093932778407842
801 => 0.093677467143541
802 => 0.095207168846744
803 => 0.094534004160192
804 => 0.095226370733991
805 => 0.095387005718123
806 => 0.09536113978594
807 => 0.094658278540709
808 => 0.095106261338795
809 => 0.094046648471221
810 => 0.09289447862644
811 => 0.092159466048188
812 => 0.091518070088392
813 => 0.091873953845039
814 => 0.0906052932344
815 => 0.090199423171963
816 => 0.094954494846736
817 => 0.098467117418526
818 => 0.09841604249518
819 => 0.098105137034721
820 => 0.097643194585349
821 => 0.099852769270644
822 => 0.099082997632128
823 => 0.099643070815721
824 => 0.099785632947143
825 => 0.10021712558199
826 => 0.1003713471109
827 => 0.09990518253679
828 => 0.098340677288858
829 => 0.094442078959707
830 => 0.092627270913422
831 => 0.092028354030129
901 => 0.092050123521331
902 => 0.091449623770676
903 => 0.091626497859755
904 => 0.091388114180677
905 => 0.090936673163708
906 => 0.091846078634368
907 => 0.091950879143164
908 => 0.091738613039726
909 => 0.09178860939123
910 => 0.090031136714801
911 => 0.09016475354536
912 => 0.089420758053603
913 => 0.089281267867897
914 => 0.087400512051832
915 => 0.084068480503758
916 => 0.08591474942952
917 => 0.083684716191896
918 => 0.082840168814291
919 => 0.086838124745811
920 => 0.086436840856322
921 => 0.085750017271432
922 => 0.084734062042803
923 => 0.084357234365927
924 => 0.082067748690374
925 => 0.081932473662731
926 => 0.083067204584848
927 => 0.082543565307998
928 => 0.081808177445599
929 => 0.079144677153059
930 => 0.076150020969604
1001 => 0.076240410816045
1002 => 0.077192955230443
1003 => 0.079962606583421
1004 => 0.078880455884358
1005 => 0.078095343135939
1006 => 0.077948315118562
1007 => 0.079788678580031
1008 => 0.082393178446074
1009 => 0.083615151510821
1010 => 0.08240421331553
1011 => 0.081013152718323
1012 => 0.081097820131321
1013 => 0.081661074498326
1014 => 0.08172026456831
1015 => 0.080814827122868
1016 => 0.08106970246013
1017 => 0.08068252351654
1018 => 0.078306407054405
1019 => 0.078263430642352
1020 => 0.07768029334249
1021 => 0.077662636176803
1022 => 0.076670574159322
1023 => 0.076531777825275
1024 => 0.074561978475705
1025 => 0.075858506372694
1026 => 0.074988863530164
1027 => 0.073678106638462
1028 => 0.073452131656279
1029 => 0.073445338575442
1030 => 0.074791192823341
1031 => 0.075842779282213
1101 => 0.075003991339736
1102 => 0.074813015584455
1103 => 0.076852137017536
1104 => 0.076592640228172
1105 => 0.076367917682157
1106 => 0.082159974049474
1107 => 0.077575109474948
1108 => 0.075575846825534
1109 => 0.073101379647204
1110 => 0.073907078637815
1111 => 0.074076851253318
1112 => 0.068126203745668
1113 => 0.065712026792921
1114 => 0.064883572239077
1115 => 0.064406784930712
1116 => 0.064624062894252
1117 => 0.062451020482065
1118 => 0.063911340921859
1119 => 0.062029669875608
1120 => 0.061714201601217
1121 => 0.065078862526226
1122 => 0.065547035437877
1123 => 0.063549664346851
1124 => 0.064832299932297
1125 => 0.064367198439046
1126 => 0.062061925724973
1127 => 0.061973881263733
1128 => 0.060817176450066
1129 => 0.059007157398863
1130 => 0.058179930123168
1201 => 0.05774910297567
1202 => 0.057926870653381
1203 => 0.05783698587575
1204 => 0.057250426901297
1205 => 0.057870606749564
1206 => 0.056286303513248
1207 => 0.055655421198948
1208 => 0.055370466293937
1209 => 0.053964305982615
1210 => 0.056202132360257
1211 => 0.056643012348047
1212 => 0.057084761005607
1213 => 0.060929881475051
1214 => 0.060737790122596
1215 => 0.062474202396513
1216 => 0.062406728608606
1217 => 0.061911475700071
1218 => 0.05982208514411
1219 => 0.060654878979911
1220 => 0.058091668998214
1221 => 0.060012200197838
1222 => 0.05913574996163
1223 => 0.059715871491346
1224 => 0.058672760673467
1225 => 0.059250061269072
1226 => 0.056747561348721
1227 => 0.054410762134222
1228 => 0.055351158353558
1229 => 0.056373476591329
1230 => 0.058590123012658
1231 => 0.05726990669105
]
'min_raw' => 0.053964305982615
'max_raw' => 0.16108476760763
'avg_raw' => 0.10752453679512
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.053964'
'max' => '$0.161084'
'avg' => '$0.107524'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.10222769401739
'max_diff' => 0.004892767607632
'year' => 2026
]
1 => [
'items' => [
101 => 0.057744706403207
102 => 0.056154206847995
103 => 0.052872551961855
104 => 0.052891125772124
105 => 0.05238631466263
106 => 0.051950084160398
107 => 0.057421549417004
108 => 0.056741086221279
109 => 0.055656857175713
110 => 0.057108140838753
111 => 0.05749188327423
112 => 0.057502807881889
113 => 0.05856162697939
114 => 0.05912671892153
115 => 0.059226318825581
116 => 0.060892393552799
117 => 0.061450839825306
118 => 0.063751000987485
119 => 0.059078774818317
120 => 0.058982553395007
121 => 0.057128563376103
122 => 0.055952733595692
123 => 0.057209073447134
124 => 0.05832201904802
125 => 0.057163145698247
126 => 0.057314470092575
127 => 0.055758777303936
128 => 0.056314864273725
129 => 0.056793841285112
130 => 0.056529378332392
131 => 0.056133464492018
201 => 0.058230770200612
202 => 0.058112431993126
203 => 0.060065491285819
204 => 0.061588040669083
205 => 0.064316721352149
206 => 0.061469200810028
207 => 0.061365425843604
208 => 0.062379842786426
209 => 0.061450684523357
210 => 0.062037880472164
211 => 0.064222115006782
212 => 0.064268264440627
213 => 0.06349520196354
214 => 0.063448161041553
215 => 0.063596636146655
216 => 0.064466259474769
217 => 0.0641623863631
218 => 0.06451403602105
219 => 0.064953779302966
220 => 0.066772743964259
221 => 0.067211290186021
222 => 0.066145850227286
223 => 0.066242047526335
224 => 0.065843543734787
225 => 0.065458594065389
226 => 0.06632390470481
227 => 0.067905276906075
228 => 0.067895439271684
301 => 0.068262286884894
302 => 0.068490829908795
303 => 0.067509755946496
304 => 0.066871112872129
305 => 0.067116009264756
306 => 0.067507603929716
307 => 0.06698902039269
308 => 0.063788082570906
309 => 0.064759042629335
310 => 0.064597427398092
311 => 0.064367267655717
312 => 0.06534357550268
313 => 0.065249408229122
314 => 0.062428732791264
315 => 0.062609303281137
316 => 0.062439713880822
317 => 0.062987691927967
318 => 0.061421091910501
319 => 0.061902967524661
320 => 0.062205195392559
321 => 0.062383209928575
322 => 0.063026320498375
323 => 0.062950858895763
324 => 0.063021629699204
325 => 0.063975192899321
326 => 0.068797988342138
327 => 0.069060482457192
328 => 0.067767865431953
329 => 0.068284240437793
330 => 0.067292913345381
331 => 0.067958397863831
401 => 0.068413705469881
402 => 0.06635625794876
403 => 0.066234429259283
404 => 0.065239010607326
405 => 0.065773892207493
406 => 0.064922857122279
407 => 0.065131671364247
408 => 0.064547808539606
409 => 0.065598645378031
410 => 0.066773644246926
411 => 0.067070495363321
412 => 0.066289607878528
413 => 0.065724193876545
414 => 0.064731513148014
415 => 0.066382363322894
416 => 0.066865122222777
417 => 0.06637982759591
418 => 0.066267374226968
419 => 0.066054275296022
420 => 0.066312584172552
421 => 0.06686249301413
422 => 0.066603166159664
423 => 0.06677445611579
424 => 0.066121675436472
425 => 0.0675100807228
426 => 0.069715202455417
427 => 0.069722292282361
428 => 0.069462964030026
429 => 0.069356852496475
430 => 0.069622939020725
501 => 0.06976728004469
502 => 0.07062775507219
503 => 0.071551079059536
504 => 0.075859829230659
505 => 0.07464994942435
506 => 0.078472928904866
507 => 0.081496409322197
508 => 0.08240301889858
509 => 0.081568980747584
510 => 0.078715781286886
511 => 0.078575789709437
512 => 0.082839674293462
513 => 0.081634931600189
514 => 0.081491631290283
515 => 0.079967158102585
516 => 0.080868310566192
517 => 0.080671215303292
518 => 0.080360090788575
519 => 0.082079426914312
520 => 0.085297870655498
521 => 0.08479624601606
522 => 0.084421806492417
523 => 0.082781121497519
524 => 0.083769180324708
525 => 0.083417351501366
526 => 0.084929031402531
527 => 0.084033545716891
528 => 0.08162580448939
529 => 0.082009245215888
530 => 0.081951288921454
531 => 0.08314402535409
601 => 0.082785995482551
602 => 0.081881377842862
603 => 0.085286870364681
604 => 0.085065736622659
605 => 0.085379253710635
606 => 0.0855172736286
607 => 0.087590136915122
608 => 0.088439322679383
609 => 0.088632102714959
610 => 0.089438763512623
611 => 0.088612032259462
612 => 0.091919546721501
613 => 0.094118850839936
614 => 0.096673455748655
615 => 0.10040642013336
616 => 0.10181004927386
617 => 0.10155649623303
618 => 0.10438678722578
619 => 0.10947275722591
620 => 0.1025845161835
621 => 0.10983785072712
622 => 0.10754152875438
623 => 0.1020969906661
624 => 0.1017464266001
625 => 0.10543353100587
626 => 0.11361117370723
627 => 0.1115627669606
628 => 0.11361452416685
629 => 0.11122104040025
630 => 0.11110218375738
701 => 0.11349827800266
702 => 0.11909688281105
703 => 0.11643719552715
704 => 0.11262388162359
705 => 0.11543957326824
706 => 0.11300036058569
707 => 0.10750413171924
708 => 0.11156120058256
709 => 0.10884835417233
710 => 0.10964010697768
711 => 0.11534210662654
712 => 0.11465602694317
713 => 0.11554387758272
714 => 0.11397684444301
715 => 0.11251298839208
716 => 0.10978059236564
717 => 0.1089716646077
718 => 0.10919522313783
719 => 0.1089715538232
720 => 0.10744280335842
721 => 0.10711266984111
722 => 0.10656243284877
723 => 0.10673297430067
724 => 0.10569836777756
725 => 0.10765088404729
726 => 0.10801328827246
727 => 0.10943416678722
728 => 0.10958168710821
729 => 0.11353881354687
730 => 0.11135929480126
731 => 0.11282150414641
801 => 0.11269071037973
802 => 0.10221499031575
803 => 0.10365845211251
804 => 0.105904025685
805 => 0.10489239783439
806 => 0.1034621927381
807 => 0.1023072254401
808 => 0.10055733188216
809 => 0.10302027346123
810 => 0.10625877973308
811 => 0.10966382097161
812 => 0.11375475491257
813 => 0.11284170608066
814 => 0.10958734380718
815 => 0.10973333212145
816 => 0.11063577443602
817 => 0.10946702964313
818 => 0.10912234398709
819 => 0.11058841991989
820 => 0.1105985159791
821 => 0.10925373384735
822 => 0.10775925460044
823 => 0.10775299267782
824 => 0.10748706453079
825 => 0.11126834842685
826 => 0.11334767223876
827 => 0.11358606336279
828 => 0.11333162661671
829 => 0.11342954922204
830 => 0.11221963651067
831 => 0.1149851381804
901 => 0.11752303599232
902 => 0.11684282516445
903 => 0.1158230924358
904 => 0.11501082620045
905 => 0.11665148105359
906 => 0.11657842527561
907 => 0.11750086966895
908 => 0.11745902226297
909 => 0.11714883890838
910 => 0.11684283624207
911 => 0.118056102225
912 => 0.11770670110637
913 => 0.1173567572713
914 => 0.11665489133634
915 => 0.11675028657366
916 => 0.11573072991625
917 => 0.11525903635479
918 => 0.10816589694156
919 => 0.10627037831532
920 => 0.10686674706198
921 => 0.10706308713808
922 => 0.10623815500277
923 => 0.10742089577713
924 => 0.10723656688028
925 => 0.10795368278913
926 => 0.10750565990283
927 => 0.10752404691836
928 => 0.1088415866984
929 => 0.10922407410177
930 => 0.10902953792136
1001 => 0.10916578439381
1002 => 0.11230552684522
1003 => 0.11185915587194
1004 => 0.11162203018889
1005 => 0.11168771562364
1006 => 0.11248998713681
1007 => 0.1127145793581
1008 => 0.11176296633469
1009 => 0.11221175253774
1010 => 0.11412262723088
1011 => 0.11479132522734
1012 => 0.11692548823878
1013 => 0.1160188578598
1014 => 0.11768301715847
1015 => 0.12279807548887
1016 => 0.12688433801831
1017 => 0.1231264421243
1018 => 0.13063034287721
1019 => 0.13647320598399
1020 => 0.13624894716616
1021 => 0.13523010883563
1022 => 0.12857816452912
1023 => 0.12245694620336
1024 => 0.12757760525351
1025 => 0.12759065886651
1026 => 0.12715078971281
1027 => 0.12441880017703
1028 => 0.1270557223989
1029 => 0.12726503170897
1030 => 0.12714787415517
1031 => 0.12505326418357
1101 => 0.12185518190558
1102 => 0.12248007952757
1103 => 0.12350367457996
1104 => 0.12156579560149
1105 => 0.12094652584764
1106 => 0.12209786614094
1107 => 0.12580772445722
1108 => 0.12510639723227
1109 => 0.12508808274414
1110 => 0.1280886580215
1111 => 0.12594089368759
1112 => 0.12248796148778
1113 => 0.12161605056875
1114 => 0.11852135419577
1115 => 0.12065887200352
1116 => 0.12073579746407
1117 => 0.11956510080567
1118 => 0.12258295706953
1119 => 0.12255514699278
1120 => 0.1254201523667
1121 => 0.13089696659474
1122 => 0.12927720312985
1123 => 0.12739359444994
1124 => 0.12759839494025
1125 => 0.12984455082826
1126 => 0.12848647370362
1127 => 0.12897484770649
1128 => 0.12984381161572
1129 => 0.13036807911732
1130 => 0.12752296091479
1201 => 0.12685962776405
1202 => 0.12550268093592
1203 => 0.12514867883708
1204 => 0.12625388371496
1205 => 0.1259627012771
1206 => 0.12072933217698
1207 => 0.12018241598783
1208 => 0.12019918912653
1209 => 0.11882394236446
1210 => 0.11672636095525
1211 => 0.12223867965856
1212 => 0.12179596332184
1213 => 0.12130723874961
1214 => 0.12136710472109
1215 => 0.12375981544038
1216 => 0.1223719223884
1217 => 0.12606186353828
1218 => 0.12530332256765
1219 => 0.12452532788336
1220 => 0.12441778531969
1221 => 0.12411832374163
1222 => 0.1230913585657
1223 => 0.12185123640473
1224 => 0.12103240033651
1225 => 0.11164599156196
1226 => 0.11338805443228
1227 => 0.11539213897057
1228 => 0.11608394092232
1229 => 0.11490056581261
1230 => 0.12313808542779
1231 => 0.12464315964019
]
'min_raw' => 0.051950084160398
'max_raw' => 0.13647320598399
'avg_raw' => 0.094211645072195
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.05195'
'max' => '$0.136473'
'avg' => '$0.094211'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.002014221822217
'max_diff' => -0.024611561623639
'year' => 2027
]
2 => [
'items' => [
101 => 0.12008419167725
102 => 0.11923139491282
103 => 0.12319399464169
104 => 0.12080406259707
105 => 0.12188024885042
106 => 0.11955412281308
107 => 0.12428063133614
108 => 0.12424462326026
109 => 0.12240590469176
110 => 0.12395997703486
111 => 0.1236899187214
112 => 0.12161400998612
113 => 0.12434644134578
114 => 0.12434779659765
115 => 0.12257806995265
116 => 0.12051141667426
117 => 0.12014194788026
118 => 0.11986360277513
119 => 0.12181179301743
120 => 0.12355853429684
121 => 0.12680878676394
122 => 0.12762597745826
123 => 0.13081552714167
124 => 0.12891630560156
125 => 0.12975820591125
126 => 0.1306722077915
127 => 0.1311104139042
128 => 0.13039638055899
129 => 0.13535106408835
130 => 0.13576939118581
131 => 0.13590965264308
201 => 0.13423896123419
202 => 0.13572292623547
203 => 0.13502862815513
204 => 0.13683499887863
205 => 0.13711826087297
206 => 0.1368783480411
207 => 0.13696825986909
208 => 0.13274031154285
209 => 0.13252107011793
210 => 0.12953169773249
211 => 0.13074988907588
212 => 0.12847253874884
213 => 0.12919470999685
214 => 0.12951303620187
215 => 0.12934676065722
216 => 0.13081876378668
217 => 0.12956726041627
218 => 0.12626433725556
219 => 0.12296051421565
220 => 0.12291903740862
221 => 0.12204919911953
222 => 0.12142046535535
223 => 0.12154158178386
224 => 0.12196841187539
225 => 0.12139565721449
226 => 0.1215178834608
227 => 0.12354765353861
228 => 0.12395470945206
229 => 0.12257137441115
301 => 0.11701708460761
302 => 0.11565404795794
303 => 0.11663377167153
304 => 0.11616552683872
305 => 0.093754646506489
306 => 0.09901975041526
307 => 0.095891404458703
308 => 0.097333090203761
309 => 0.094139859063374
310 => 0.09566383633515
311 => 0.095382413379792
312 => 0.10384854465935
313 => 0.1037163576642
314 => 0.1037796285836
315 => 0.10075954274928
316 => 0.10557062148761
317 => 0.10794073187491
318 => 0.10750208752067
319 => 0.10761248485441
320 => 0.10571549289687
321 => 0.10379799561236
322 => 0.10167119602313
323 => 0.10562252677955
324 => 0.1051832062509
325 => 0.10619084948108
326 => 0.10875356992357
327 => 0.10913094024356
328 => 0.10963812978053
329 => 0.10945633843573
330 => 0.11378734580142
331 => 0.11326283223252
401 => 0.1145267590207
402 => 0.11192676572307
403 => 0.10898462651317
404 => 0.1095438309912
405 => 0.10948997510312
406 => 0.10880432783505
407 => 0.1081853561388
408 => 0.10715494265874
409 => 0.11041532338217
410 => 0.11028295787895
411 => 0.11242580151796
412 => 0.1120470330903
413 => 0.10951752482997
414 => 0.10960786671234
415 => 0.11021545928812
416 => 0.11231834413028
417 => 0.11294262352675
418 => 0.11265343243707
419 => 0.11333792629586
420 => 0.11387892233279
421 => 0.11340586706878
422 => 0.12010333202189
423 => 0.11732207762773
424 => 0.1186776416676
425 => 0.11900093570366
426 => 0.11817282482843
427 => 0.11835241242484
428 => 0.11862443869871
429 => 0.12027612896545
430 => 0.1246106421458
501 => 0.12653036852735
502 => 0.13230596006386
503 => 0.12637096197524
504 => 0.12601880375012
505 => 0.12705916219201
506 => 0.1304500458324
507 => 0.13319803853343
508 => 0.13410970624786
509 => 0.13423019818632
510 => 0.13594054742512
511 => 0.13692088771268
512 => 0.13573286604088
513 => 0.13472614206508
514 => 0.13112018174297
515 => 0.13153758146896
516 => 0.13441305166563
517 => 0.13847482268278
518 => 0.14196024477074
519 => 0.14073977143476
520 => 0.15005112146839
521 => 0.15097430379077
522 => 0.15084674984388
523 => 0.15294989656221
524 => 0.1487755786247
525 => 0.14699097683281
526 => 0.13494380721545
527 => 0.13832857048027
528 => 0.14324852266585
529 => 0.14259734854522
530 => 0.13902434775735
531 => 0.14195753432924
601 => 0.14098773111935
602 => 0.14022280709053
603 => 0.14372707235436
604 => 0.1398739887495
605 => 0.14321008520944
606 => 0.13893150699207
607 => 0.14074534645415
608 => 0.13971572344993
609 => 0.14038201571951
610 => 0.13648688472613
611 => 0.1385886028612
612 => 0.1363994463419
613 => 0.13639840839668
614 => 0.13635008264518
615 => 0.13892561558192
616 => 0.13900960361853
617 => 0.13710628088686
618 => 0.13683198234574
619 => 0.13784620781795
620 => 0.13665881541606
621 => 0.13721438884755
622 => 0.13667564316933
623 => 0.13655436016944
624 => 0.13558795659174
625 => 0.13517160335865
626 => 0.13533486618944
627 => 0.13477756598017
628 => 0.13444177244566
629 => 0.13628328485936
630 => 0.13529943906312
701 => 0.13613249638076
702 => 0.1351831224271
703 => 0.13189217868117
704 => 0.12999952213179
705 => 0.12378323446638
706 => 0.12554616593701
707 => 0.12671499132592
708 => 0.12632869454186
709 => 0.12715860951104
710 => 0.12720955954986
711 => 0.12693974573339
712 => 0.12662733589922
713 => 0.1264752720693
714 => 0.12760863127401
715 => 0.12826658443947
716 => 0.12683229859057
717 => 0.12649626548396
718 => 0.12794640766629
719 => 0.1288309935598
720 => 0.13536227879155
721 => 0.13487842008581
722 => 0.13609281048474
723 => 0.13595608876216
724 => 0.13722896336781
725 => 0.1393095753911
726 => 0.13507910939948
727 => 0.13581337201712
728 => 0.13563334777987
729 => 0.13759880519722
730 => 0.13760494114074
731 => 0.13642655123716
801 => 0.13706537552108
802 => 0.13670880133102
803 => 0.13735317908635
804 => 0.1348719578578
805 => 0.1378938174829
806 => 0.13960701716599
807 => 0.13963080494526
808 => 0.14044284799825
809 => 0.14126793077046
810 => 0.14285160530214
811 => 0.14122376294731
812 => 0.13829543301823
813 => 0.13850684898066
814 => 0.13678997021467
815 => 0.13681883125691
816 => 0.13666476875157
817 => 0.13712712192737
818 => 0.13497341837951
819 => 0.13547888829743
820 => 0.13477122745231
821 => 0.13581183370064
822 => 0.13469231339581
823 => 0.13563326096674
824 => 0.13603934274544
825 => 0.13753779325117
826 => 0.13447099103777
827 => 0.12821757372037
828 => 0.12953211785585
829 => 0.12758780382427
830 => 0.12776775749042
831 => 0.12813129253545
901 => 0.12695295651324
902 => 0.12717774589264
903 => 0.12716971483419
904 => 0.12710050751119
905 => 0.12679397680231
906 => 0.12634944662919
907 => 0.12812031801973
908 => 0.12842122357668
909 => 0.12909009935546
910 => 0.13108021997034
911 => 0.13088135999063
912 => 0.13120570886815
913 => 0.13049765708967
914 => 0.12780060198168
915 => 0.12794706504997
916 => 0.12612066824151
917 => 0.12904339428277
918 => 0.1283512541781
919 => 0.12790502694998
920 => 0.12778326971652
921 => 0.12977832345547
922 => 0.1303752748028
923 => 0.13000329478306
924 => 0.12924035291018
925 => 0.13070542684962
926 => 0.13109741882931
927 => 0.13118517137746
928 => 0.13378100149809
929 => 0.13133024944512
930 => 0.13192016982265
1001 => 0.13652256020793
1002 => 0.13234882721494
1003 => 0.13455974666668
1004 => 0.13445153366459
1005 => 0.13558256524266
1006 => 0.13435875606285
1007 => 0.13437392664436
1008 => 0.13537820606297
1009 => 0.13396787674227
1010 => 0.13361865936896
1011 => 0.13313621806888
1012 => 0.13418961099785
1013 => 0.13482107241791
1014 => 0.13991018770626
1015 => 0.14319798827439
1016 => 0.14305525618077
1017 => 0.14435956033317
1018 => 0.14377195936646
1019 => 0.14187444084364
1020 => 0.14511327358436
1021 => 0.14408837138668
1022 => 0.1441728630786
1023 => 0.1441697182936
1024 => 0.14485118865656
1025 => 0.14436830444856
1026 => 0.14341649010756
1027 => 0.14404834888643
1028 => 0.14592474356604
1029 => 0.15174913022635
1030 => 0.15500853416432
1031 => 0.15155291001666
1101 => 0.15393655328107
1102 => 0.15250721670136
1103 => 0.15224746372575
1104 => 0.15374456784565
1105 => 0.15524429244813
1106 => 0.15514876647444
1107 => 0.15406004342475
1108 => 0.1534450513993
1109 => 0.15810197705342
1110 => 0.16153312054671
1111 => 0.16129913956315
1112 => 0.16233185552991
1113 => 0.16536394154903
1114 => 0.16564115749527
1115 => 0.16560623465778
1116 => 0.16491912601051
1117 => 0.16790460846246
1118 => 0.17039515044844
1119 => 0.16476008021115
1120 => 0.16690584118902
1121 => 0.16786914242409
1122 => 0.16928355443577
1123 => 0.17166990458245
1124 => 0.17426211378985
1125 => 0.17462868059391
1126 => 0.1743685839046
1127 => 0.17265895224999
1128 => 0.17549537849622
1129 => 0.17715689046888
1130 => 0.17814628282558
1201 => 0.18065521722297
1202 => 0.16787509144457
1203 => 0.15882868320515
1204 => 0.15741595592685
1205 => 0.16028879240004
1206 => 0.16104633646757
1207 => 0.16074097140383
1208 => 0.15055841646691
1209 => 0.15736234688244
1210 => 0.16468280391882
1211 => 0.16496401248709
1212 => 0.16862878634304
1213 => 0.16982218693469
1214 => 0.17277281024163
1215 => 0.17258824795041
1216 => 0.17330667777098
1217 => 0.1731415231967
1218 => 0.17860693154575
1219 => 0.18463608857574
1220 => 0.18442731803934
1221 => 0.18356055538253
1222 => 0.18484784573289
1223 => 0.19107058191157
1224 => 0.19049769208156
1225 => 0.19105420575278
1226 => 0.1983911624055
1227 => 0.20793024972394
1228 => 0.20349838595582
1229 => 0.2131142550982
1230 => 0.21916693500802
1231 => 0.22963441905325
]
'min_raw' => 0.093754646506489
'max_raw' => 0.22963441905325
'avg_raw' => 0.16169453277987
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.093754'
'max' => '$0.229634'
'avg' => '$0.161694'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.041804562346091
'max_diff' => 0.09316121306926
'year' => 2028
]
3 => [
'items' => [
101 => 0.22832383849734
102 => 0.23239875322221
103 => 0.22597762577585
104 => 0.21123341923505
105 => 0.20890009211141
106 => 0.21357147210218
107 => 0.22505560398291
108 => 0.2132097959207
109 => 0.21560618746368
110 => 0.21491602653809
111 => 0.21487925079536
112 => 0.21628283131759
113 => 0.21424686456425
114 => 0.20595196974774
115 => 0.20975347116003
116 => 0.20828552890165
117 => 0.20991432027966
118 => 0.21870423558213
119 => 0.2148180045015
120 => 0.21072417574983
121 => 0.21585874549775
122 => 0.22239681721644
123 => 0.22198767643833
124 => 0.22119377232122
125 => 0.22566896826192
126 => 0.23306068084658
127 => 0.23505863105591
128 => 0.23653347705414
129 => 0.23673683339957
130 => 0.23883153014275
131 => 0.22756781782312
201 => 0.24544361854702
202 => 0.24853027552301
203 => 0.24795011194035
204 => 0.25138080126278
205 => 0.25037140543593
206 => 0.24890894925218
207 => 0.25434732155678
208 => 0.24811266656357
209 => 0.23926335872196
210 => 0.23440845342058
211 => 0.24080178435547
212 => 0.24470596846091
213 => 0.24728638580185
214 => 0.24806721853009
215 => 0.22844218774681
216 => 0.21786538460873
217 => 0.22464499415695
218 => 0.23291658570943
219 => 0.2275218687144
220 => 0.22773333140706
221 => 0.22004188267883
222 => 0.23359710825473
223 => 0.23162222590572
224 => 0.24186791902592
225 => 0.23942270213596
226 => 0.24777766713997
227 => 0.24557752484905
228 => 0.25471019249038
301 => 0.25835346086961
302 => 0.26447107550778
303 => 0.2689712177388
304 => 0.27161378733085
305 => 0.27145513736457
306 => 0.28192631461124
307 => 0.27575182722395
308 => 0.26799521585057
309 => 0.26785492322262
310 => 0.27187218216493
311 => 0.28029125482683
312 => 0.28247419787554
313 => 0.2836941652372
314 => 0.28182574275545
315 => 0.27512377922604
316 => 0.27222990535377
317 => 0.27469556973654
318 => 0.27168027407337
319 => 0.27688552033055
320 => 0.28403343522225
321 => 0.28255741906304
322 => 0.2874915197866
323 => 0.29259779495295
324 => 0.299899997778
325 => 0.30180906399625
326 => 0.30496467785974
327 => 0.30821284109043
328 => 0.30925606357967
329 => 0.31124789900456
330 => 0.31123740104867
331 => 0.31723993116757
401 => 0.3238609077716
402 => 0.32636017316366
403 => 0.3321070961224
404 => 0.32226569195176
405 => 0.3297305100651
406 => 0.33646396285985
407 => 0.32843606285027
408 => 0.33950065275266
409 => 0.33993026570567
410 => 0.34641691123613
411 => 0.33984145330009
412 => 0.33593696736728
413 => 0.34720907195614
414 => 0.35266328829872
415 => 0.35102043394845
416 => 0.33851823122517
417 => 0.33124141299552
418 => 0.31219657609512
419 => 0.33475600807937
420 => 0.34574404933125
421 => 0.33848977485284
422 => 0.3421484089438
423 => 0.362108730228
424 => 0.36970832823793
425 => 0.36812766497707
426 => 0.36839477104822
427 => 0.37249537619192
428 => 0.39067971764356
429 => 0.379783238736
430 => 0.38811318857756
501 => 0.39253136393765
502 => 0.39663521143969
503 => 0.386557459009
504 => 0.37344645116825
505 => 0.36929364462242
506 => 0.33776848022209
507 => 0.3361274585082
508 => 0.33520630329215
509 => 0.32939854995493
510 => 0.32483524670941
511 => 0.32120633854398
512 => 0.31168299983418
513 => 0.31489684708819
514 => 0.29971863286004
515 => 0.30942911644033
516 => 0.28520432004139
517 => 0.30537945032614
518 => 0.29439904416276
519 => 0.30177209158439
520 => 0.30174636771652
521 => 0.28817024978649
522 => 0.28033982829079
523 => 0.28532967763241
524 => 0.29067919222136
525 => 0.29154713296549
526 => 0.29848291826668
527 => 0.30041854686004
528 => 0.29455350185631
529 => 0.28470231498078
530 => 0.28699052101031
531 => 0.28029345786864
601 => 0.26855711231167
602 => 0.27698636058762
603 => 0.27986447655691
604 => 0.2811356165316
605 => 0.26959426860472
606 => 0.26596772651124
607 => 0.2640369859303
608 => 0.28321247189346
609 => 0.28426294830073
610 => 0.27888856247872
611 => 0.30318129601437
612 => 0.29768310224097
613 => 0.30382593177604
614 => 0.28678289029697
615 => 0.28743395743297
616 => 0.27936550846993
617 => 0.28388330075528
618 => 0.28069027078323
619 => 0.28351830778432
620 => 0.28521342150233
621 => 0.29328054651229
622 => 0.30547156393535
623 => 0.29207558705072
624 => 0.28623876808816
625 => 0.28985989774501
626 => 0.2995034432081
627 => 0.31411390822869
628 => 0.30546421887349
629 => 0.30930280412808
630 => 0.31014136423944
701 => 0.30376340353782
702 => 0.31434907273719
703 => 0.32002201885896
704 => 0.3258412877291
705 => 0.33089399583683
706 => 0.3235169437739
707 => 0.33141144694011
708 => 0.32504987095555
709 => 0.31934287964976
710 => 0.31935153479983
711 => 0.31577145578787
712 => 0.30883460158322
713 => 0.30755533923744
714 => 0.31421022351319
715 => 0.31954681048246
716 => 0.31998635734577
717 => 0.3229409660957
718 => 0.32468947311901
719 => 0.34182721892754
720 => 0.34872016206259
721 => 0.3571487224514
722 => 0.36043212173048
723 => 0.37031397639671
724 => 0.36233357618873
725 => 0.36060696640467
726 => 0.33663681931442
727 => 0.34056192955761
728 => 0.34684640977377
729 => 0.33674044807846
730 => 0.34315035470241
731 => 0.34441580605036
801 => 0.33639705136715
802 => 0.34068021471339
803 => 0.32930540273521
804 => 0.3057195037527
805 => 0.31437533058515
806 => 0.32074893265363
807 => 0.31165301664243
808 => 0.32795709403195
809 => 0.31843258860547
810 => 0.31541377764216
811 => 0.30363631979049
812 => 0.30919482654055
813 => 0.31671278651016
814 => 0.3120675613056
815 => 0.32170710108914
816 => 0.335359260194
817 => 0.34508860177225
818 => 0.34583549980892
819 => 0.33958018498936
820 => 0.34960436690858
821 => 0.34967738213022
822 => 0.33837006397535
823 => 0.3314443945649
824 => 0.32987086790311
825 => 0.33380184601233
826 => 0.33857477913551
827 => 0.34610036437933
828 => 0.35064791792976
829 => 0.36250552575324
830 => 0.36571385444601
831 => 0.36923883497489
901 => 0.37394929602521
902 => 0.37960541225354
903 => 0.36723015194883
904 => 0.36772184411111
905 => 0.3561981730625
906 => 0.34388347788547
907 => 0.35322879647641
908 => 0.36544655737843
909 => 0.36264378952808
910 => 0.36232842088957
911 => 0.36285878346359
912 => 0.36074558803426
913 => 0.35118768342611
914 => 0.34638776356755
915 => 0.35258088477525
916 => 0.35587225307303
917 => 0.36097687826541
918 => 0.36034762546488
919 => 0.37349659176373
920 => 0.37860588246336
921 => 0.37729870726352
922 => 0.37753925895922
923 => 0.38678938571936
924 => 0.39707742911031
925 => 0.40671353937282
926 => 0.41651580461242
927 => 0.40469879127716
928 => 0.39869884067758
929 => 0.4048892581623
930 => 0.40160453550847
1001 => 0.4204795261894
1002 => 0.42178638959166
1003 => 0.44066001539592
1004 => 0.45857333371373
1005 => 0.44732229942875
1006 => 0.45793151800177
1007 => 0.46940625287077
1008 => 0.49154287814171
1009 => 0.48408804152633
1010 => 0.47837775351112
1011 => 0.47298155892867
1012 => 0.48421018323299
1013 => 0.49865562901885
1014 => 0.50176703968437
1015 => 0.50680871361286
1016 => 0.50150800994361
1017 => 0.50789212365986
1018 => 0.53043085039995
1019 => 0.52434068747993
1020 => 0.51569167709097
1021 => 0.53348383720994
1022 => 0.53992275079172
1023 => 0.58511441839391
1024 => 0.64217076551634
1025 => 0.61854906315548
1026 => 0.60388631023252
1027 => 0.60733240497457
1028 => 0.62816745146444
1029 => 0.63485900712567
1030 => 0.61666905212089
1031 => 0.62309405174132
1101 => 0.65849643134188
1102 => 0.67748867215325
1103 => 0.65169465813316
1104 => 0.58052999645715
1105 => 0.51491292833631
1106 => 0.53231752957705
1107 => 0.530344387924
1108 => 0.568379828268
1109 => 0.52419543910844
1110 => 0.52493939090471
1111 => 0.56376136387479
1112 => 0.55340432706348
1113 => 0.53662725385822
1114 => 0.51503541953733
1115 => 0.47512091679224
1116 => 0.43976752861265
1117 => 0.50910366423187
1118 => 0.50611376398438
1119 => 0.50178394534764
1120 => 0.51141948818841
1121 => 0.55820694912661
1122 => 0.55712834671576
1123 => 0.55026682848566
1124 => 0.55547122958854
1125 => 0.53571489718197
1126 => 0.54080655388647
1127 => 0.51490253425747
1128 => 0.5266122329772
1129 => 0.53659125779408
1130 => 0.53859469476806
1201 => 0.54310854056846
1202 => 0.50453822241608
1203 => 0.52185516290145
1204 => 0.53202724305871
1205 => 0.48606941484477
1206 => 0.53111880456061
1207 => 0.50386679898826
1208 => 0.49461705898562
1209 => 0.50707061533859
1210 => 0.50221745231636
1211 => 0.49804498773713
1212 => 0.49571668080989
1213 => 0.50486119814665
1214 => 0.50443459548283
1215 => 0.48947239024555
1216 => 0.46995480345102
1217 => 0.47650554622221
1218 => 0.4741255999599
1219 => 0.46550036768609
1220 => 0.47131273282412
1221 => 0.44571801832692
1222 => 0.40168364233198
1223 => 0.43077409992365
1224 => 0.4296541489507
1225 => 0.4290894188844
1226 => 0.45095009376335
1227 => 0.44884869428532
1228 => 0.44503463365573
1229 => 0.46543031947161
1230 => 0.45798561978812
1231 => 0.48092843002076
]
'min_raw' => 0.20595196974774
'max_raw' => 0.67748867215325
'avg_raw' => 0.4417203209505
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.205951'
'max' => '$0.677488'
'avg' => '$0.44172'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.11219732324125
'max_diff' => 0.4478542531
'year' => 2029
]
4 => [
'items' => [
101 => 0.49604004868791
102 => 0.49220725338427
103 => 0.50641980378151
104 => 0.47665646210502
105 => 0.48654265031194
106 => 0.48858017999973
107 => 0.46517863987458
108 => 0.44919250922837
109 => 0.4481264165695
110 => 0.42040866905349
111 => 0.4352152660467
112 => 0.44824445866212
113 => 0.44200448650552
114 => 0.44002909773461
115 => 0.45012093055565
116 => 0.45090515239654
117 => 0.43302481131598
118 => 0.43674270042339
119 => 0.45224691604893
120 => 0.43635203396935
121 => 0.40547087450296
122 => 0.39781191998986
123 => 0.39679007427528
124 => 0.37601838219641
125 => 0.39832372795314
126 => 0.38858684678423
127 => 0.41934553773108
128 => 0.40177633842441
129 => 0.40101896535741
130 => 0.39987408488417
131 => 0.3819950314441
201 => 0.38590940787435
202 => 0.39892139130488
203 => 0.40356421358338
204 => 0.40307992918221
205 => 0.39885762548741
206 => 0.40079057449719
207 => 0.39456387225259
208 => 0.39236509409242
209 => 0.38542514539735
210 => 0.37522533802536
211 => 0.37664368379949
212 => 0.35643519647078
213 => 0.34542454002851
214 => 0.3423769354434
215 => 0.33830155122404
216 => 0.34283726093517
217 => 0.35637794836524
218 => 0.34004500650748
219 => 0.312043323315
220 => 0.31372627218741
221 => 0.31750735863172
222 => 0.31046132905714
223 => 0.30379285339324
224 => 0.30959055195247
225 => 0.29772586964415
226 => 0.31894114880449
227 => 0.31836733495834
228 => 0.32627507908525
301 => 0.33121995377106
302 => 0.31982361854247
303 => 0.31695747105145
304 => 0.31859015892147
305 => 0.29160546528709
306 => 0.32406985391421
307 => 0.32435060729517
308 => 0.32194662639707
309 => 0.33923291111546
310 => 0.37571236359867
311 => 0.36198732619191
312 => 0.35667257686656
313 => 0.34656923451401
314 => 0.36003133832168
315 => 0.35899765879078
316 => 0.35432296794076
317 => 0.35149570032874
318 => 0.35670502759264
319 => 0.35085020703167
320 => 0.34979852037921
321 => 0.34342644351166
322 => 0.34115190198097
323 => 0.33946792198376
324 => 0.33761402547128
325 => 0.34170325921558
326 => 0.3324365175675
327 => 0.32126173556981
328 => 0.32033267335952
329 => 0.32289789580612
330 => 0.32176297583185
331 => 0.32032723979932
401 => 0.31758602871377
402 => 0.3167727699414
403 => 0.31941546641454
404 => 0.31643201617514
405 => 0.32083425952033
406 => 0.31963709291767
407 => 0.31294981759244
408 => 0.30461499659077
409 => 0.30454079920098
410 => 0.30274507568801
411 => 0.30045795180542
412 => 0.29982172626359
413 => 0.30910228595091
414 => 0.32831276675988
415 => 0.32454128970923
416 => 0.32726656839484
417 => 0.34067224222058
418 => 0.3449335028071
419 => 0.34190896097628
420 => 0.33776878157262
421 => 0.33795092845462
422 => 0.35209917479443
423 => 0.35298158356405
424 => 0.35521114584903
425 => 0.35807676345945
426 => 0.34239698804661
427 => 0.33721241244273
428 => 0.33475567289231
429 => 0.32718986595488
430 => 0.33534894009364
501 => 0.33059499699937
502 => 0.33123646634061
503 => 0.3308187085906
504 => 0.33104683257076
505 => 0.3189352187016
506 => 0.32334805422784
507 => 0.31601085928194
508 => 0.30618717888817
509 => 0.30615424646686
510 => 0.30855857832604
511 => 0.30712838765469
512 => 0.30327978133164
513 => 0.30382645769492
514 => 0.29903699751269
515 => 0.30440798487702
516 => 0.30456200557631
517 => 0.30249388288138
518 => 0.31076862996956
519 => 0.31415880060314
520 => 0.31279751794186
521 => 0.31406328938272
522 => 0.32469801160789
523 => 0.32643193535605
524 => 0.32720202974841
525 => 0.3261702052806
526 => 0.31425767258256
527 => 0.31478604406372
528 => 0.31090920471496
529 => 0.30763368399653
530 => 0.30776468764743
531 => 0.30944873108459
601 => 0.31680304754252
602 => 0.33227977296759
603 => 0.33286710338414
604 => 0.33357896498262
605 => 0.3306834661086
606 => 0.32981015594201
607 => 0.33096227747223
608 => 0.33677452181432
609 => 0.35172519227114
610 => 0.34644062680999
611 => 0.34214419283092
612 => 0.34591332374085
613 => 0.34533309558069
614 => 0.34043538598797
615 => 0.34029792359203
616 => 0.33089765299111
617 => 0.32742258698376
618 => 0.32451856172383
619 => 0.32134744195149
620 => 0.31946749585355
621 => 0.32235594748021
622 => 0.32301657054238
623 => 0.3167009205792
624 => 0.31584012082635
625 => 0.32099761691906
626 => 0.31872799517949
627 => 0.32106235742254
628 => 0.32160394948672
629 => 0.32151674069047
630 => 0.31914699492996
701 => 0.32065740021087
702 => 0.31708484144804
703 => 0.31320022037443
704 => 0.31072207414991
705 => 0.30855956289062
706 => 0.30975944982317
707 => 0.30548207199934
708 => 0.30411365274689
709 => 0.32014570888689
710 => 0.33198876113116
711 => 0.33181655846116
712 => 0.3307683189945
713 => 0.32921084777465
714 => 0.3366605830937
715 => 0.3340652442707
716 => 0.33595357011225
717 => 0.33643422829171
718 => 0.33788903583595
719 => 0.33840900448808
720 => 0.33683729807989
721 => 0.33156245940622
722 => 0.31841806294804
723 => 0.31229931091414
724 => 0.31028002082708
725 => 0.31035341818656
726 => 0.30832879135167
727 => 0.30892513469196
728 => 0.30812140747453
729 => 0.30659934256722
730 => 0.30966546660421
731 => 0.31001880883655
801 => 0.30930313884886
802 => 0.30947170503859
803 => 0.30354626320719
804 => 0.30399676168025
805 => 0.30148832893568
806 => 0.30101802803568
807 => 0.29467692849164
808 => 0.28344275149229
809 => 0.28966757607788
810 => 0.28214886332128
811 => 0.27930141287327
812 => 0.29278080042476
813 => 0.2914278437746
814 => 0.28911217010566
815 => 0.2856868061206
816 => 0.28441630529875
817 => 0.27669714449683
818 => 0.27624105529654
819 => 0.28006687982484
820 => 0.27830139344361
821 => 0.27582198192239
822 => 0.26684180472644
823 => 0.2567451123237
824 => 0.2570498680018
825 => 0.26026143799947
826 => 0.26959951090691
827 => 0.26595096427167
828 => 0.26330390182556
829 => 0.2628081865998
830 => 0.26901310050022
831 => 0.27779435363896
901 => 0.28191432114219
902 => 0.27783155847176
903 => 0.27314150054752
904 => 0.27342696264174
905 => 0.27532601406526
906 => 0.27552557751873
907 => 0.2724728319558
908 => 0.27333216195021
909 => 0.27202676110992
910 => 0.26401551856268
911 => 0.26387062058892
912 => 0.26190453246909
913 => 0.2618450001022
914 => 0.2585001937467
915 => 0.25803223221601
916 => 0.25139091618194
917 => 0.25576225050732
918 => 0.25283018894721
919 => 0.24841088057271
920 => 0.24764899014321
921 => 0.24762608679689
922 => 0.25216372835823
923 => 0.25570922552373
924 => 0.25288119341337
925 => 0.25223730532094
926 => 0.25911234559948
927 => 0.25823743405665
928 => 0.25747976630314
929 => 0.27700808873401
930 => 0.26154989771597
1001 => 0.25480924410941
1002 => 0.24646640525589
1003 => 0.24918287565484
1004 => 0.24975527588116
1005 => 0.22969225234817
1006 => 0.22155268619953
1007 => 0.2187594938304
1008 => 0.21715197213202
1009 => 0.21788453995596
1010 => 0.2105579757463
1011 => 0.21548154806538
1012 => 0.20913736275887
1013 => 0.20807373944646
1014 => 0.21941792866826
1015 => 0.22099640632668
1016 => 0.21426213024129
1017 => 0.21858662566837
1018 => 0.21701850351153
1019 => 0.20924611560703
1020 => 0.20894926755889
1021 => 0.20504935652106
1022 => 0.19894675091844
1023 => 0.19615769640327
1024 => 0.19470513259609
1025 => 0.19530448873283
1026 => 0.19500143592949
1027 => 0.19302381139489
1028 => 0.19511479105289
1029 => 0.18977320207913
1030 => 0.18764613830967
1031 => 0.18668539295251
1101 => 0.18194442528791
1102 => 0.18948941316018
1103 => 0.19097587082027
1104 => 0.19246525726114
1105 => 0.20542934938161
1106 => 0.20478169997542
1107 => 0.21063613518937
1108 => 0.21040864260257
1109 => 0.20873886284399
1110 => 0.20169433670798
1111 => 0.20450215926919
1112 => 0.19586011785829
1113 => 0.20233532288503
1114 => 0.19938030972185
1115 => 0.20133622996208
1116 => 0.19781930901193
1117 => 0.19976571827585
1118 => 0.19132836507543
1119 => 0.18344968337363
1120 => 0.18662029488349
1121 => 0.19006711219811
1122 => 0.19754069036894
1123 => 0.19308948886608
1124 => 0.19469030924507
1125 => 0.18932782894954
1126 => 0.17826350038309
1127 => 0.1783261232812
1128 => 0.17662411738075
1129 => 0.17515333578583
1130 => 0.19360076290399
1201 => 0.19130653373118
1202 => 0.1876509798056
1203 => 0.19254408400092
1204 => 0.19383789841417
1205 => 0.19387473149163
1206 => 0.19744461400324
1207 => 0.19934986093963
1208 => 0.19968566896998
1209 => 0.20530295623442
1210 => 0.20718579683165
1211 => 0.21494095078206
1212 => 0.1991882140483
1213 => 0.19886379680164
1214 => 0.19261294001146
1215 => 0.18864854781299
1216 => 0.19288438533697
1217 => 0.19663675913374
1218 => 0.19272953672502
1219 => 0.19323973748563
1220 => 0.18799461063373
1221 => 0.18986949667713
1222 => 0.19148440111213
1223 => 0.19059274580282
1224 => 0.18925789464818
1225 => 0.19632910727391
1226 => 0.19593012174526
1227 => 0.20251499750882
1228 => 0.2076483790555
1229 => 0.21684831648886
1230 => 0.20724770217356
1231 => 0.20689781762893
]
'min_raw' => 0.17515333578583
'max_raw' => 0.50641980378151
'avg_raw' => 0.34078656978367
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.175153'
'max' => '$0.506419'
'avg' => '$0.340786'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.03079863396191
'max_diff' => -0.17106886837174
'year' => 2030
]
5 => [
'items' => [
101 => 0.21031799517598
102 => 0.20718527322028
103 => 0.2091650453584
104 => 0.21652934459025
105 => 0.21668494062851
106 => 0.21407850651351
107 => 0.21391990476074
108 => 0.21442049894379
109 => 0.21735249470969
110 => 0.21632796529796
111 => 0.21751357667113
112 => 0.218996201848
113 => 0.22512896819961
114 => 0.2266075574046
115 => 0.22301535219708
116 => 0.22333968810711
117 => 0.22199610475126
118 => 0.22069822006455
119 => 0.22361567529942
120 => 0.22894738208387
121 => 0.22891421381268
122 => 0.2301510661531
123 => 0.23092161491454
124 => 0.22761385555425
125 => 0.22546062584039
126 => 0.22628631112625
127 => 0.22760659987943
128 => 0.225858159278
129 => 0.21506597392952
130 => 0.21833963355678
131 => 0.21779473652102
201 => 0.21701873688037
202 => 0.22031042695004
203 => 0.21999293541269
204 => 0.21048283124068
205 => 0.21109163725432
206 => 0.2105198547508
207 => 0.21236740099536
208 => 0.20708549965995
209 => 0.20871017693657
210 => 0.20972915929407
211 => 0.21032934773082
212 => 0.21249763991745
213 => 0.21224321585568
214 => 0.21248182456054
215 => 0.21569682946539
216 => 0.23195722101767
217 => 0.23284223825333
218 => 0.2284840897051
219 => 0.23022508408944
220 => 0.22688275558513
221 => 0.22912648310173
222 => 0.23066158448409
223 => 0.22372475652023
224 => 0.22331400258785
225 => 0.21995787910487
226 => 0.22176126976407
227 => 0.2188919455569
228 => 0.21959597735264
301 => 0.21762744307536
302 => 0.2211704128432
303 => 0.22513200356548
304 => 0.22613285782989
305 => 0.22350004115508
306 => 0.22159370837145
307 => 0.21824681598846
308 => 0.22381277261174
309 => 0.22544042794785
310 => 0.22380422323118
311 => 0.22342507884654
312 => 0.22270660092277
313 => 0.22357750733454
314 => 0.22543156338733
315 => 0.22455722479187
316 => 0.22513474083803
317 => 0.22293384520202
318 => 0.22761495056024
319 => 0.23504967243844
320 => 0.23507357628498
321 => 0.23419923297651
322 => 0.23384147053267
323 => 0.23473859982675
324 => 0.23522525566662
325 => 0.23812640729828
326 => 0.24123945858604
327 => 0.25576671061531
328 => 0.25168751637723
329 => 0.26457695860769
330 => 0.27477083392739
331 => 0.27782753141162
401 => 0.27501551355485
402 => 0.26539575236908
403 => 0.26492376099182
404 => 0.27929974556177
405 => 0.27523787145895
406 => 0.2747547244592
407 => 0.26961485667155
408 => 0.27265315511906
409 => 0.27198863467944
410 => 0.27093965665605
411 => 0.27673651844419
412 => 0.28758772622217
413 => 0.28589646372799
414 => 0.28463401473149
415 => 0.27910233072222
416 => 0.28243364004216
417 => 0.28124742460036
418 => 0.28634415892925
419 => 0.2833249664193
420 => 0.27520709876766
421 => 0.27649989594803
422 => 0.27630449225496
423 => 0.28032588641179
424 => 0.27911876370305
425 => 0.27606878217245
426 => 0.28755063797366
427 => 0.28680507012337
428 => 0.28786211487454
429 => 0.2883274586642
430 => 0.29531626195741
501 => 0.29817935104987
502 => 0.29882932239929
503 => 0.30154903559787
504 => 0.2987616534573
505 => 0.30991316938935
506 => 0.31732827677517
507 => 0.32594130558173
508 => 0.33852725563201
509 => 0.34325968927747
510 => 0.34240481749779
511 => 0.35194734118445
512 => 0.369095044131
513 => 0.34587085853488
514 => 0.37032598236032
515 => 0.36258377250517
516 => 0.344227132215
517 => 0.34304518099089
518 => 0.35547651092036
519 => 0.38304800423277
520 => 0.3761416578713
521 => 0.38305930054129
522 => 0.37498950291453
523 => 0.37458876944476
524 => 0.38266736848268
525 => 0.40154345547629
526 => 0.39257613410517
527 => 0.37971928004225
528 => 0.38921258100751
529 => 0.38098860514788
530 => 0.36245768579022
531 => 0.3761363767184
601 => 0.36698982564142
602 => 0.36965927550308
603 => 0.3888839654201
604 => 0.38657079986706
605 => 0.38956425028606
606 => 0.38428088864877
607 => 0.37934539576989
608 => 0.37013293179695
609 => 0.36740557538354
610 => 0.3681593185762
611 => 0.36740520186585
612 => 0.3622509129399
613 => 0.36113784473708
614 => 0.35928268230109
615 => 0.35985767471302
616 => 0.35636942658644
617 => 0.36295247151014
618 => 0.36417434265757
619 => 0.36896493377265
620 => 0.36946230883439
621 => 0.3828040369001
622 => 0.37545563728014
623 => 0.38038557817551
624 => 0.37994459785942
625 => 0.34462497627229
626 => 0.34949170849934
627 => 0.35706281657992
628 => 0.35365204265201
629 => 0.34883000631614
630 => 0.34493595343369
701 => 0.33903606512942
702 => 0.34734004462035
703 => 0.35825889462116
704 => 0.36973922888926
705 => 0.38353209829108
706 => 0.38045369040729
707 => 0.36948138078991
708 => 0.36997359058407
709 => 0.37301623785414
710 => 0.36907573318574
711 => 0.36791360143124
712 => 0.37285657879682
713 => 0.37289061836533
714 => 0.36835659151844
715 => 0.36331785039627
716 => 0.36329673788699
717 => 0.36240014257276
718 => 0.37514900522913
719 => 0.38215959063473
720 => 0.38296334295336
721 => 0.38210549169972
722 => 0.38243564460035
723 => 0.37835633942054
724 => 0.38768042138121
725 => 0.39623712104446
726 => 0.39394374274748
727 => 0.39050564265738
728 => 0.38776703033428
729 => 0.39329861271851
730 => 0.39305230006246
731 => 0.3961623857376
801 => 0.39602129428665
802 => 0.39497548945034
803 => 0.39394378009647
804 => 0.39803439106544
805 => 0.39685636079957
806 => 0.39567650072733
807 => 0.3933101107249
808 => 0.39363174242781
809 => 0.39019423597416
810 => 0.38860388819911
811 => 0.36468887344022
812 => 0.358298000051
813 => 0.36030869891747
814 => 0.36097067319209
815 => 0.35818935690297
816 => 0.36217705000003
817 => 0.36155557225487
818 => 0.36397337860898
819 => 0.36246283816788
820 => 0.36252483127448
821 => 0.36696700863059
822 => 0.36825659161544
823 => 0.36760069930113
824 => 0.3680600637954
825 => 0.37864592468015
826 => 0.37714095377912
827 => 0.37634146798312
828 => 0.3765629310124
829 => 0.37926784543187
830 => 0.38002507378647
831 => 0.37681664403853
901 => 0.37832975805537
902 => 0.3847724054963
903 => 0.38702696747836
904 => 0.39422244707396
905 => 0.3911656794523
906 => 0.39677650871566
907 => 0.41402228499857
908 => 0.42779940441031
909 => 0.41512939603574
910 => 0.44042932132982
911 => 0.46012894223
912 => 0.45937283796841
913 => 0.45593775340403
914 => 0.43351025875069
915 => 0.41287214379559
916 => 0.43013680329618
917 => 0.43018081446376
918 => 0.42869776490139
919 => 0.41948667144008
920 => 0.42837723881514
921 => 0.42908293976757
922 => 0.42868793489524
923 => 0.42162581113501
924 => 0.41084325345177
925 => 0.41295013941328
926 => 0.41640126159754
927 => 0.40986756732323
928 => 0.40777965611209
929 => 0.41166148029496
930 => 0.42416952662234
1001 => 0.42180495291833
1002 => 0.42174320434293
1003 => 0.431859853384
1004 => 0.4246185159801
1005 => 0.41297671399244
1006 => 0.41003700545405
1007 => 0.39960302056773
1008 => 0.40680981109329
1009 => 0.4070691706543
1010 => 0.40312208513507
1011 => 0.41329699822869
1012 => 0.41320323461328
1013 => 0.42286280025972
1014 => 0.44132826180855
1015 => 0.43586711619838
1016 => 0.42951639802471
1017 => 0.4302068971765
1018 => 0.43777996857454
1019 => 0.43320111673088
1020 => 0.43484770377875
1021 => 0.43777747626783
1022 => 0.43954508075265
1023 => 0.42995256609303
1024 => 0.42771609206285
1025 => 0.42314105109283
1026 => 0.42194750830094
1027 => 0.42567378370966
1028 => 0.42469204179071
1029 => 0.40704737248749
1030 => 0.40520340637129
1031 => 0.4052599581795
1101 => 0.4006232177045
1102 => 0.39355107553491
1103 => 0.41213624290093
1104 => 0.41064359386218
1105 => 0.40899582484527
1106 => 0.40919766714781
1107 => 0.41726485839163
1108 => 0.41258548006729
1109 => 0.42502637427757
1110 => 0.42246890043545
1111 => 0.41984583703951
1112 => 0.41948324977772
1113 => 0.41847359415954
1114 => 0.41501110936847
1115 => 0.41082995092019
1116 => 0.40806918794689
1117 => 0.37642225542534
1118 => 0.3822957420196
1119 => 0.38905265296115
1120 => 0.39138511154155
1121 => 0.38739527973856
1122 => 0.41516865224637
1123 => 0.42024311503442
1124 => 0.40487223625039
1125 => 0.40199697241874
1126 => 0.41535715406449
1127 => 0.40729933131632
1128 => 0.41092776840644
1129 => 0.40308507206659
1130 => 0.4190208255464
1201 => 0.41889942180457
1202 => 0.41270005377561
1203 => 0.41793971718225
1204 => 0.41702919672356
1205 => 0.41003012548723
1206 => 0.4192427085886
1207 => 0.41924727791489
1208 => 0.41328052097289
1209 => 0.4063126551557
1210 => 0.40506696532123
1211 => 0.40412850536584
1212 => 0.41069696478605
1213 => 0.41658622496318
1214 => 0.42754467808139
1215 => 0.43029989356173
1216 => 0.44105368300659
1217 => 0.43465032498468
1218 => 0.43748885065843
1219 => 0.44057047181125
1220 => 0.44204791431478
1221 => 0.43964050103921
1222 => 0.45634556248341
1223 => 0.45775598149916
1224 => 0.45822888279506
1225 => 0.45259603006604
1226 => 0.45759932167501
1227 => 0.45525844722277
1228 => 0.46134875223383
1229 => 0.46230378982448
1230 => 0.46149490696164
1231 => 0.46179805096716
]
'min_raw' => 0.20708549965995
'max_raw' => 0.46230378982448
'avg_raw' => 0.33469464474221
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.207085'
'max' => '$0.4623037'
'avg' => '$0.334694'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.031932163874117
'max_diff' => -0.044116013957034
'year' => 2031
]
6 => [
'items' => [
101 => 0.44754322799932
102 => 0.44680404022825
103 => 0.43672516251942
104 => 0.44083237968507
105 => 0.43315413405793
106 => 0.43558898484099
107 => 0.43666224386605
108 => 0.43610163425827
109 => 0.4410645955812
110 => 0.4368450645907
111 => 0.42570902855164
112 => 0.41456995850702
113 => 0.4144301165563
114 => 0.41149739603447
115 => 0.40937757625174
116 => 0.40978592874654
117 => 0.41122501620047
118 => 0.4092939338728
119 => 0.40970602819576
120 => 0.41654953972714
121 => 0.41792195715907
122 => 0.41325794648728
123 => 0.39453127062651
124 => 0.38993569739796
125 => 0.39323890430046
126 => 0.39166018415484
127 => 0.31610033643701
128 => 0.33385200186325
129 => 0.32330456505658
130 => 0.32816530920133
131 => 0.31739910746724
201 => 0.32253730323972
202 => 0.32158846609741
203 => 0.35013261879284
204 => 0.3496869411097
205 => 0.34990026343188
206 => 0.33971783318581
207 => 0.3559387210509
208 => 0.36392971369751
209 => 0.36245079363201
210 => 0.36282300595041
211 => 0.3564271651218
212 => 0.34996218915171
213 => 0.34279153584822
214 => 0.35611372336658
215 => 0.35463252353186
216 => 0.35802986303382
217 => 0.3666702539291
218 => 0.36794258431009
219 => 0.36965260924483
220 => 0.36903968703359
221 => 0.38364198074826
222 => 0.38187354663038
223 => 0.38613496404126
224 => 0.37736890511256
225 => 0.36744927735279
226 => 0.36933467429286
227 => 0.36915309540613
228 => 0.36684138777147
229 => 0.36475448148233
301 => 0.36128037049312
302 => 0.37227297173467
303 => 0.37182669219911
304 => 0.37905143913662
305 => 0.37777439493797
306 => 0.36924598123365
307 => 0.36955057519753
308 => 0.37159911598754
309 => 0.37868913905159
310 => 0.38079394062259
311 => 0.37981891267306
312 => 0.38212673150781
313 => 0.38395073741744
314 => 0.38235579856717
315 => 0.40493676925865
316 => 0.39555957588776
317 => 0.40012995469064
318 => 0.40121996310489
319 => 0.3984279294722
320 => 0.3990334215919
321 => 0.39995057716652
322 => 0.40551936621816
323 => 0.42013348003176
324 => 0.42660597155817
325 => 0.44607878166247
326 => 0.42606852123833
327 => 0.42488119519545
328 => 0.42838883631777
329 => 0.43982143725528
330 => 0.44908648650553
331 => 0.45216023785535
401 => 0.45256648483833
402 => 0.45833304670973
403 => 0.4616383324344
404 => 0.45763283442291
405 => 0.45423859425129
406 => 0.44208084726516
407 => 0.44348813958325
408 => 0.45318298811025
409 => 0.46687753267837
410 => 0.47862887659233
411 => 0.47451396552934
412 => 0.50590783226543
413 => 0.50902040591987
414 => 0.50859034888238
415 => 0.51568125488026
416 => 0.50160725051237
417 => 0.49559034097411
418 => 0.45497246750266
419 => 0.46638443316661
420 => 0.4829723954604
421 => 0.48077691644915
422 => 0.46873029483389
423 => 0.47861973814959
424 => 0.47534997891793
425 => 0.47277098414949
426 => 0.48458585914645
427 => 0.47159491875898
428 => 0.48284280089248
429 => 0.46841727571182
430 => 0.47453276209646
501 => 0.47106131625175
502 => 0.47330776715768
503 => 0.46017506106414
504 => 0.46726115049379
505 => 0.45988025644696
506 => 0.45987675694216
507 => 0.45971382329699
508 => 0.4683974124112
509 => 0.46868058394046
510 => 0.46226339846489
511 => 0.46133858178258
512 => 0.46475811377312
513 => 0.46075473738905
514 => 0.4626278920022
515 => 0.46081147333407
516 => 0.46040255923224
517 => 0.45714426209788
518 => 0.45574049810365
519 => 0.45629095013633
520 => 0.45441197357132
521 => 0.45327982222535
522 => 0.45948860989845
523 => 0.45617150510649
524 => 0.4589802160151
525 => 0.45577933544716
526 => 0.44468368884142
527 => 0.43830246514412
528 => 0.41734381727286
529 => 0.42328766381003
530 => 0.42722844021353
531 => 0.42592601363568
601 => 0.42872412989707
602 => 0.42889591151016
603 => 0.42798621539017
604 => 0.4269329038225
605 => 0.42642021000314
606 => 0.43024140969046
607 => 0.43245974472462
608 => 0.4276239498464
609 => 0.4264909907664
610 => 0.43138024637983
611 => 0.43436268947959
612 => 0.45638337363821
613 => 0.45475201022987
614 => 0.45884641224591
615 => 0.45838544541262
616 => 0.46267703101483
617 => 0.46969195971503
618 => 0.4554286482626
619 => 0.45790426594254
620 => 0.45729730165778
621 => 0.46392397856421
622 => 0.46394466632619
623 => 0.45997164249372
624 => 0.46212548316825
625 => 0.46092326839126
626 => 0.46309583298236
627 => 0.45473022237695
628 => 0.46491863308248
629 => 0.47069480542583
630 => 0.47077500758442
701 => 0.47351286743263
702 => 0.47629469160455
703 => 0.48163416085675
704 => 0.47614577670511
705 => 0.46627270789975
706 => 0.46698551157768
707 => 0.46119693494951
708 => 0.46129424196842
709 => 0.46077480947538
710 => 0.46233366548804
711 => 0.45507230360965
712 => 0.45677653072871
713 => 0.45439060278209
714 => 0.45789907940115
715 => 0.45412453853101
716 => 0.45729700896123
717 => 0.45866614202985
718 => 0.4637182725284
719 => 0.45337833474861
720 => 0.43229450166337
721 => 0.43672657899465
722 => 0.43017118848952
723 => 0.43077791483891
724 => 0.43200359862444
725 => 0.42803075645675
726 => 0.4287886495437
727 => 0.42876157226942
728 => 0.42852823494802
729 => 0.42749474526176
730 => 0.42599598074698
731 => 0.43196659727848
801 => 0.43298112137228
802 => 0.43523628275985
803 => 0.44194611335869
804 => 0.44127564305317
805 => 0.44236920793903
806 => 0.4399819619333
807 => 0.43088865233432
808 => 0.43138246279478
809 => 0.42522463844011
810 => 0.43507881334643
811 => 0.43274521465986
812 => 0.43124072840567
813 => 0.43083021539225
814 => 0.43755667836331
815 => 0.43956934150864
816 => 0.43831518490127
817 => 0.43574287310996
818 => 0.44068247218499
819 => 0.44200410051252
820 => 0.44229996435527
821 => 0.45105198684205
822 => 0.44278910518944
823 => 0.44477806292921
824 => 0.46029534344181
825 => 0.44622331125522
826 => 0.45367758054822
827 => 0.45331273285648
828 => 0.45712608478806
829 => 0.45299992669468
830 => 0.45305107536941
831 => 0.45643707354582
901 => 0.45168204977504
902 => 0.45050463901934
903 => 0.44887805449313
904 => 0.45242964229872
905 => 0.45455865856367
906 => 0.47171696606903
907 => 0.48280201523138
908 => 0.4823207840125
909 => 0.48671833652592
910 => 0.48473719884166
911 => 0.47833958266147
912 => 0.48925953337488
913 => 0.48580400405901
914 => 0.48608887369735
915 => 0.48607827083518
916 => 0.48837589574262
917 => 0.48674781792147
918 => 0.48353870941722
919 => 0.48566906540516
920 => 0.49199546107315
921 => 0.51163278734408
922 => 0.52262209528527
923 => 0.51097121720744
924 => 0.51900783689406
925 => 0.51418872882248
926 => 0.51331295352983
927 => 0.51836054459455
928 => 0.52341697079924
929 => 0.52309489830953
930 => 0.51942419253528
1001 => 0.51735070398412
1002 => 0.53305185396314
1003 => 0.54462019380556
1004 => 0.54383131058344
1005 => 0.54731318456731
1006 => 0.55753607427425
1007 => 0.55847072719163
1008 => 0.55835298240679
1009 => 0.55603634763012
1010 => 0.56610211015659
1011 => 0.5744991463464
1012 => 0.55550011361334
1013 => 0.56273469656249
1014 => 0.56598253393207
1015 => 0.57075132278053
1016 => 0.57879706890971
1017 => 0.58753688323475
1018 => 0.5887727888075
1019 => 0.58789585466011
1020 => 0.58213171217392
1021 => 0.59169492129606
1022 => 0.59729682491495
1023 => 0.60063263032272
1024 => 0.60909167781173
1025 => 0.56600259146996
1026 => 0.53550199449072
1027 => 0.53073888583845
1028 => 0.54042485458284
1029 => 0.54297896729658
1030 => 0.54194940766425
1031 => 0.50761821277116
1101 => 0.53055813920234
1102 => 0.5552395711985
1103 => 0.55618768551977
1104 => 0.56854372644145
1105 => 0.57256735985678
1106 => 0.58251559234204
1107 => 0.58189332769148
1108 => 0.58431556399069
1109 => 0.58375873381278
1110 => 0.60218573964423
1111 => 0.62251346351316
1112 => 0.62180957907378
1113 => 0.61888722826091
1114 => 0.62322741755289
1115 => 0.6442078070369
1116 => 0.6422762689771
1117 => 0.64415259367418
1118 => 0.66888965527876
1119 => 0.70105135417071
1120 => 0.68610901605363
1121 => 0.71852959022573
1122 => 0.73893662312628
1123 => 0.7742284764012
1124 => 0.76980976255514
1125 => 0.78354862205148
1126 => 0.76189934255728
1127 => 0.71218822079733
1128 => 0.70432124549229
1129 => 0.72007112927653
1130 => 0.75879068170889
1201 => 0.71885171277924
1202 => 0.72693131417709
1203 => 0.72460438843096
1204 => 0.72448039644675
1205 => 0.72921266617232
1206 => 0.72234826211679
1207 => 0.69438144511185
1208 => 0.70719847253573
1209 => 0.70224920272316
1210 => 0.70774078657271
1211 => 0.73737659970728
1212 => 0.72427390029094
1213 => 0.71047127083269
1214 => 0.72778283122201
1215 => 0.74982639649517
1216 => 0.74844694979647
1217 => 0.745770246637
1218 => 0.76085868219929
1219 => 0.78578035725136
1220 => 0.79251658587454
1221 => 0.79748913212803
1222 => 0.79817476224453
1223 => 0.80523717856122
1224 => 0.7672607860683
1225 => 0.82753029625749
1226 => 0.83793717575555
1227 => 0.83598111373088
1228 => 0.84754792230453
1229 => 0.84414467380055
1230 => 0.83921390067161
1231 => 0.85754975259159
]
'min_raw' => 0.31610033643701
'max_raw' => 0.85754975259159
'avg_raw' => 0.5868250445143
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.31610033'
'max' => '$0.857549'
'avg' => '$0.586825'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.10901483677707
'max_diff' => 0.39524596276711
'year' => 2032
]
7 => [
'items' => [
101 => 0.83652917799228
102 => 0.80669311876533
103 => 0.79032446658308
104 => 0.81188002819817
105 => 0.82504325749107
106 => 0.83374331471506
107 => 0.83637594677432
108 => 0.7702087853126
109 => 0.73454835508375
110 => 0.75740628201278
111 => 0.78529453043605
112 => 0.7671058654402
113 => 0.76781882667234
114 => 0.74188657028534
115 => 0.78758895971011
116 => 0.78093050598852
117 => 0.81547457567474
118 => 0.80723035621064
119 => 0.83539970404669
120 => 0.82798177070381
121 => 0.85877319727905
122 => 0.8710567309845
123 => 0.89168269585533
124 => 0.90685523957709
125 => 0.91576484745502
126 => 0.91522994801713
127 => 0.95053425317851
128 => 0.92971653786331
129 => 0.90356458106865
130 => 0.9030915746786
131 => 0.91663604367865
201 => 0.94502153495915
202 => 0.95238147985608
203 => 0.95649468499132
204 => 0.950195168145
205 => 0.92759903018946
206 => 0.91784213238528
207 => 0.92615529199898
208 => 0.91598901214937
209 => 0.93353886332413
210 => 0.95763855743301
211 => 0.95266206590005
212 => 0.96929773097744
213 => 0.98651389420954
214 => 1.0111337808577
215 => 1.0175703308993
216 => 1.028209703358
217 => 1.0391611124698
218 => 1.0426784099277
219 => 1.0493940221282
220 => 1.049358627537
221 => 1.0695965769162
222 => 1.0919196617985
223 => 1.1003461095609
224 => 1.1197222615537
225 => 1.0865412802874
226 => 1.1117094357335
227 => 1.1344117419457
228 => 1.1073451165733
301 => 1.1446501539342
302 => 1.1460986239999
303 => 1.167968802289
304 => 1.1457991867738
305 => 1.1326349398488
306 => 1.1706396274634
307 => 1.1890288986636
308 => 1.1834899005213
309 => 1.1413378511638
310 => 1.1168035504513
311 => 1.0525925531736
312 => 1.1286532531577
313 => 1.165700201399
314 => 1.1412419085178
315 => 1.1535772487931
316 => 1.2208748655879
317 => 1.2464974408654
318 => 1.241168124323
319 => 1.2420686910906
320 => 1.2558941676277
321 => 1.3172039444221
322 => 1.2804657050174
323 => 1.3085507124867
324 => 1.3234468991804
325 => 1.3372833075551
326 => 1.3033054616288
327 => 1.2591007833124
328 => 1.2450993061034
329 => 1.138810013311
330 => 1.1332771940301
331 => 1.1301714549062
401 => 1.1105902090454
402 => 1.0952047135534
403 => 1.0829695963114
404 => 1.0508609949531
405 => 1.0616967053536
406 => 1.0105222963743
407 => 1.0432618697296
408 => 0.9615862773493
409 => 1.0296081376869
410 => 0.99258693167964
411 => 1.0174456758314
412 => 1.0173589460149
413 => 0.97158611655949
414 => 0.94518530378419
415 => 0.96200892921961
416 => 0.98004519114744
417 => 0.98297151396395
418 => 1.006355998348
419 => 1.0128821052917
420 => 0.99310769657732
421 => 0.95989373223856
422 => 0.96760857862459
423 => 0.94502896266842
424 => 0.90545905421762
425 => 0.9338788532913
426 => 0.94358262222542
427 => 0.94786835939824
428 => 0.90895589907157
429 => 0.89672875920632
430 => 0.89021913253769
501 => 0.95487062225214
502 => 0.95841237680119
503 => 0.94029225977465
504 => 1.0221969069546
505 => 1.0036593627759
506 => 1.0243703414321
507 => 0.96690853717825
508 => 0.96910365548333
509 => 0.9419003164833
510 => 0.95713236859555
511 => 0.94636684511457
512 => 0.95590176931095
513 => 0.96161696356029
514 => 0.98881583876007
515 => 1.0299187051516
516 => 0.98475323380778
517 => 0.96507399116183
518 => 0.97728288261912
519 => 1.0097967694388
520 => 1.0590569723258
521 => 1.0298939407627
522 => 1.04283599895
523 => 1.0456632629118
524 => 1.0241595231113
525 => 1.0598498458848
526 => 1.0789765798068
527 => 1.0985966510909
528 => 1.1156322092449
529 => 1.0907599631654
530 => 1.1173768317669
531 => 1.0959283341839
601 => 1.076686814547
602 => 1.0767159959898
603 => 1.0646455096478
604 => 1.0412574213811
605 => 1.0369442990671
606 => 1.059381706032
607 => 1.0773743815875
608 => 1.0788563445253
609 => 1.0888180142099
610 => 1.0947132277159
611 => 1.1524943342285
612 => 1.1757343732582
613 => 1.2041518530724
614 => 1.2152220629814
615 => 1.2485394259177
616 => 1.2216329494428
617 => 1.2158115640077
618 => 1.1349945395507
619 => 1.1482283227781
620 => 1.1694168865953
621 => 1.1353439311638
622 => 1.1569553788719
623 => 1.1612219364425
624 => 1.1341861451765
625 => 1.1486271294392
626 => 1.1102761566908
627 => 1.0307546515564
628 => 1.0599383760525
629 => 1.0814274204171
630 => 1.0507599045287
701 => 1.1057302397618
702 => 1.0736177047367
703 => 1.0634395728073
704 => 1.0237310513845
705 => 1.0424719449749
706 => 1.0678192718996
707 => 1.0521575708032
708 => 1.0846579521946
709 => 1.1306871597799
710 => 1.1634903141919
711 => 1.1660085330693
712 => 1.144918302423
713 => 1.1787155316297
714 => 1.1789617075472
715 => 1.1408382949363
716 => 1.1174879169842
717 => 1.1121826619839
718 => 1.1254362291312
719 => 1.1415285063916
720 => 1.1669015424607
721 => 1.182233936756
722 => 1.2222126894046
723 => 1.2330297935907
724 => 1.2449145115501
725 => 1.2607961598551
726 => 1.2798661506163
727 => 1.2381420964859
728 => 1.2397998709399
729 => 1.2009470094425
730 => 1.1594271548686
731 => 1.1909355489672
801 => 1.2321285828652
802 => 1.2226788553748
803 => 1.2216155679917
804 => 1.2234037224387
805 => 1.2162789365102
806 => 1.1840537938122
807 => 1.1678705288893
808 => 1.188751069431
809 => 1.199848147443
810 => 1.2170587476726
811 => 1.2149371779226
812 => 1.2592698358307
813 => 1.2764961661438
814 => 1.2720889336935
815 => 1.2728999705303
816 => 1.3040874187254
817 => 1.3387742753062
818 => 1.371263093828
819 => 1.4043121154556
820 => 1.3644702299583
821 => 1.3442409776086
822 => 1.3651124023595
823 => 1.3540377306001
824 => 1.4176760794906
825 => 1.4220822606936
826 => 1.4857160078072
827 => 1.5461120111836
828 => 1.5081783635696
829 => 1.5439480847006
830 => 1.5826359544518
831 => 1.6572711320826
901 => 1.6321366299538
902 => 1.6128839952309
903 => 1.5946903484459
904 => 1.6325484392455
905 => 1.6812522682613
906 => 1.6917426065518
907 => 1.7087409622002
908 => 1.690869269696
909 => 1.7123937548149
910 => 1.7883846456228
911 => 1.7678512361363
912 => 1.7386904937553
913 => 1.7986780038054
914 => 1.820387250497
915 => 1.9727541129992
916 => 2.1651235708694
917 => 2.0854813521452
918 => 2.0360448569447
919 => 2.0476636059662
920 => 2.1179104198633
921 => 2.1404714669646
922 => 2.0791427636839
923 => 2.1008050984833
924 => 2.2201666930218
925 => 2.2842003589133
926 => 2.197234039764
927 => 1.9572974143653
928 => 1.7360648879585
929 => 1.7947457161921
930 => 1.7880931313485
1001 => 1.9163322740179
1002 => 1.7673615211109
1003 => 1.7698698065331
1004 => 1.9007607988653
1005 => 1.8658413261508
1006 => 1.8092762525014
1007 => 1.7364778755948
1008 => 1.6019033428481
1009 => 1.4827069263059
1010 => 1.7164785484405
1011 => 1.7063978910079
1012 => 1.6917996051759
1013 => 1.7242865105956
1014 => 1.882033701745
1015 => 1.8783971184112
1016 => 1.8552630306425
1017 => 1.8728100323206
1018 => 1.8062001782687
1019 => 1.8233670543361
1020 => 1.736029843596
1021 => 1.7755099103746
1022 => 1.809154889258
1023 => 1.8159096168913
1024 => 1.831128363154
1025 => 1.7010858426096
1026 => 1.7594711164862
1027 => 1.7937669949284
1028 => 1.638816968432
1029 => 1.7907041311069
1030 => 1.6988220916454
1031 => 1.6676359474303
1101 => 1.7096239821539
1102 => 1.6932612041874
1103 => 1.6791934485464
1104 => 1.671343399184
1105 => 1.7021747778347
1106 => 1.7007364571692
1107 => 1.6502903375838
1108 => 1.5844854310317
1109 => 1.606571717643
1110 => 1.5985475626571
1111 => 1.5694669898515
1112 => 1.5890637847207
1113 => 1.5027694178275
1114 => 1.3543044447786
1115 => 1.4523849535798
1116 => 1.448608960682
1117 => 1.4467049338353
1118 => 1.5204097254533
1119 => 1.5133247103981
1120 => 1.5004653386962
1121 => 1.5692308174057
1122 => 1.5441304926505
1123 => 1.6214837791657
1124 => 1.6724336565615
1125 => 1.6595111195981
1126 => 1.707429725551
1127 => 1.6070805410785
1128 => 1.6404125148498
1129 => 1.6472821884479
1130 => 1.5683822620726
1201 => 1.514483906483
1202 => 1.5108895006514
1203 => 1.4174371797098
1204 => 1.467358655236
1205 => 1.511287487808
1206 => 1.4902489860211
1207 => 1.4835888248628
1208 => 1.5176141438082
1209 => 1.5202582024974
1210 => 1.4599733841787
1211 => 1.4725085068791
1212 => 1.5247820523303
1213 => 1.4711913476538
1214 => 1.3670733624592
1215 => 1.3412506625871
1216 => 1.3378054384174
1217 => 1.2677722283403
1218 => 1.3429762588686
1219 => 1.3101476842003
1220 => 1.4138527582308
1221 => 1.3546169761261
1222 => 1.3520634399526
1223 => 1.348203395504
1224 => 1.2879229185552
1225 => 1.3011205119828
1226 => 1.3449913225865
1227 => 1.36064492205
1228 => 1.3590121233798
1229 => 1.3447763316809
1230 => 1.3512934042216
1231 => 1.3302996428695
]
'min_raw' => 0.73454835508375
'max_raw' => 2.2842003589133
'avg_raw' => 1.5093743569985
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.734548'
'max' => '$2.28'
'avg' => '$1.50'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.41844801864673
'max_diff' => 1.4266506063217
'year' => 2033
]
8 => [
'items' => [
101 => 1.3228863087887
102 => 1.2994877872315
103 => 1.265098424549
104 => 1.2698804763522
105 => 1.201746150412
106 => 1.1646229534774
107 => 1.1543477418417
108 => 1.1406072994119
109 => 1.1558997613761
110 => 1.2015531344272
111 => 1.1464854806242
112 => 1.0520758507256
113 => 1.0577500303487
114 => 1.0704982272827
115 => 1.046742046634
116 => 1.024258815355
117 => 1.0438061608298
118 => 1.0038035560617
119 => 1.0753323509543
120 => 1.0733976975095
121 => 1.1000592089345
122 => 1.1167311991778
123 => 1.0783076592879
124 => 1.0686442429139
125 => 1.0741489640583
126 => 0.98316818545887
127 => 1.0926241383064
128 => 1.0935707179319
129 => 1.0854655284934
130 => 1.1437474443113
131 => 1.2667404652725
201 => 1.2204655434041
202 => 1.2025464949897
203 => 1.1684823708553
204 => 1.2138707937369
205 => 1.2103856710292
206 => 1.1946246244519
207 => 1.1850922943044
208 => 1.2026559048783
209 => 1.1829159685865
210 => 1.1793701336113
211 => 1.1578862315682
212 => 1.150217455994
213 => 1.1445397998617
214 => 1.1382892583349
215 => 1.152076395405
216 => 1.1208329289553
217 => 1.0831563712517
218 => 1.0800239731447
219 => 1.0886727997215
220 => 1.0848463377907
221 => 1.0800056535171
222 => 1.0707634689569
223 => 1.068021510226
224 => 1.0769315458923
225 => 1.0668726351123
226 => 1.0817151059055
227 => 1.0776787751211
228 => 1.0551321594714
301 => 1.0270307285457
302 => 1.0267805668657
303 => 1.0207261596683
304 => 1.0130149618163
305 => 1.0108698829821
306 => 1.0421599379159
307 => 1.1069294151963
308 => 1.0942136170039
309 => 1.1034020843654
310 => 1.1486002496231
311 => 1.1629673872023
312 => 1.1527699332529
313 => 1.1388110293354
314 => 1.1394251502651
315 => 1.1871269505988
316 => 1.1901020533734
317 => 1.1976191782802
318 => 1.2072808081248
319 => 1.1544153505935
320 => 1.1369351919695
321 => 1.1286521230512
322 => 1.1031434767338
323 => 1.130652364841
324 => 1.114624113789
325 => 1.1167868724589
326 => 1.1153783730379
327 => 1.1161475089641
328 => 1.0753123571983
329 => 1.0901905402694
330 => 1.0654526752427
331 => 1.0323314509276
401 => 1.0322204169699
402 => 1.0403267896982
403 => 1.035504801997
404 => 1.0225289570778
405 => 1.0243721146043
406 => 1.0082241152105
407 => 1.0263327740997
408 => 1.0268520656407
409 => 1.0198792455831
410 => 1.0477781331152
411 => 1.0592083301005
412 => 1.0546186705663
413 => 1.0588863073525
414 => 1.0947420158272
415 => 1.1005880608029
416 => 1.103184487813
417 => 1.0997056195801
418 => 1.0595416838821
419 => 1.0613231252206
420 => 1.048252090684
421 => 1.0372084438922
422 => 1.0376501318476
423 => 1.0433280018722
424 => 1.068123593272
425 => 1.1203044535932
426 => 1.1222846790986
427 => 1.1246847701785
428 => 1.1149223935675
429 => 1.1119779673682
430 => 1.1158624255459
501 => 1.1354588131432
502 => 1.1858660424109
503 => 1.168048761002
504 => 1.1535630338742
505 => 1.1662709218893
506 => 1.1643146421371
507 => 1.1478016722981
508 => 1.1473382082328
509 => 1.1156445395959
510 => 1.1039281119308
511 => 1.0941369880144
512 => 1.0834453363014
513 => 1.0771069667785
514 => 1.0868455831031
515 => 1.0890729198804
516 => 1.0677792650849
517 => 1.0648770186191
518 => 1.0822658767805
519 => 1.0746136886256
520 => 1.0824841539081
521 => 1.0843101693652
522 => 1.0840161388199
523 => 1.076026375538
524 => 1.0811188123957
525 => 1.0690736810987
526 => 1.0559764099335
527 => 1.0476211669189
528 => 1.0403301092265
529 => 1.044375611793
530 => 1.029954133823
531 => 1.0253404127733
601 => 1.0793936093718
602 => 1.1193232868688
603 => 1.1187426935441
604 => 1.1152084809965
605 => 1.1099573580396
606 => 1.1350746607917
607 => 1.1263242947492
608 => 1.1326909171627
609 => 1.1343114897732
610 => 1.13921647498
611 => 1.1409695855938
612 => 1.1356704677055
613 => 1.1178859808397
614 => 1.0735687304685
615 => 1.0529389307886
616 => 1.0461307532778
617 => 1.0463782175997
618 => 1.0395520468709
619 => 1.0415626600781
620 => 1.0388528376501
621 => 1.0337210895479
622 => 1.0440587408085
623 => 1.0452500588145
624 => 1.0428371274845
625 => 1.0434054601621
626 => 1.0234274193264
627 => 1.0249463063811
628 => 1.0164889502496
629 => 1.0149032979299
630 => 0.99352383809571
701 => 0.95564702599722
702 => 0.9766344566909
703 => 0.95128459169228
704 => 0.94168421370416
705 => 0.98713090993479
706 => 0.98256932212837
707 => 0.97476186667834
708 => 0.96321301285146
709 => 0.95892943062703
710 => 0.93290374104879
711 => 0.93136600446686
712 => 0.94426503897456
713 => 0.93831257837793
714 => 0.92995306932715
715 => 0.89967577493506
716 => 0.86563407157068
717 => 0.86666157661674
718 => 0.87748960908854
719 => 0.90897357385943
720 => 0.89667224414532
721 => 0.88774748829624
722 => 0.88607614980288
723 => 0.90699645023138
724 => 0.93660305827615
725 => 0.95049381636024
726 => 0.93672849696751
727 => 0.92091563922656
728 => 0.92187809460753
729 => 0.92828087906947
730 => 0.92895372118592
731 => 0.91866117638461
801 => 0.92155846745725
802 => 0.91715721738406
803 => 0.89014675380894
804 => 0.88965822017397
805 => 0.88302941681007
806 => 0.88282869927867
807 => 0.87155145112419
808 => 0.86997368615144
809 => 0.84758202546068
810 => 0.86232028433553
811 => 0.8524346340756
812 => 0.83753462734473
813 => 0.83496586056818
814 => 0.834888640337
815 => 0.85018761566906
816 => 0.86214150690128
817 => 0.85260659919429
818 => 0.85043568553582
819 => 0.87361536383492
820 => 0.8706655384839
821 => 0.86811100875425
822 => 0.93395211125386
823 => 0.88183374098012
824 => 0.8591071567282
825 => 0.83097869305515
826 => 0.84013746266312
827 => 0.84206734998984
828 => 0.77442346539282
829 => 0.74698034983631
830 => 0.73756290674931
831 => 0.73214303510965
901 => 0.73461293867431
902 => 0.70991091591705
903 => 0.72651108374367
904 => 0.7051212200459
905 => 0.70153513978833
906 => 0.7397828657756
907 => 0.74510481340675
908 => 0.72239973141272
909 => 0.73698006967177
910 => 0.73169303633717
911 => 0.70548788786636
912 => 0.7044870439468
913 => 0.69133822159966
914 => 0.67076286074009
915 => 0.66135936871663
916 => 0.65646194842595
917 => 0.65848271948671
918 => 0.65746095580177
919 => 0.65079325661001
920 => 0.65784314051452
921 => 0.63983360035165
922 => 0.63266205634607
923 => 0.62942283629731
924 => 0.61343833281231
925 => 0.63887678619791
926 => 0.64388848198006
927 => 0.6489100523511
928 => 0.69261939405927
929 => 0.69043579886884
930 => 0.71017443593628
1001 => 0.70940742879686
1002 => 0.70377764976051
1003 => 0.68002653805984
1004 => 0.68949330786087
1005 => 0.66035606187597
1006 => 0.682187667708
1007 => 0.67222463451592
1008 => 0.67881915616385
1009 => 0.66696161163683
1010 => 0.67352406636409
1011 => 0.64507694097167
1012 => 0.61851341554208
1013 => 0.62920335361259
1014 => 0.64082453883795
1015 => 0.66602222942944
1016 => 0.65101469278958
1017 => 0.65641197046306
1018 => 0.63833199375027
1019 => 0.60102783750174
1020 => 0.60123897497489
1021 => 0.59550054325127
1022 => 0.59054170041732
1023 => 0.65273848890441
1024 => 0.64500333507032
1025 => 0.63267837978759
1026 => 0.64917582220777
1027 => 0.65353800783328
1028 => 0.65366219312553
1029 => 0.66569830125467
1030 => 0.67212197432078
1031 => 0.67325417454048
1101 => 0.69219325073901
1102 => 0.6985413792683
1103 => 0.72468842225967
1104 => 0.67157697054083
1105 => 0.67048317514364
1106 => 0.64940797505465
1107 => 0.63604174997249
1108 => 0.65032317192133
1109 => 0.66297456215951
1110 => 0.64980108901497
1111 => 0.65152126650045
1112 => 0.6338369551162
1113 => 0.64015826431188
1114 => 0.6456030273635
1115 => 0.64259674923478
1116 => 0.63809620537057
1117 => 0.66193729243453
1118 => 0.66059208486841
1119 => 0.68279345324659
1120 => 0.70010100753247
1121 => 0.73111923890817
1122 => 0.69875009745066
1123 => 0.69757043728026
1124 => 0.70910180466933
1125 => 0.69853961387603
1126 => 0.70521455386296
1127 => 0.7300438028821
1128 => 0.73056840578846
1129 => 0.72178063119432
1130 => 0.72124589431164
1201 => 0.72293368255016
1202 => 0.7328191109803
1203 => 0.72936483853828
1204 => 0.73336221005967
1205 => 0.73836098435709
1206 => 0.75903803428761
1207 => 0.76402320102403
1208 => 0.75191183036713
1209 => 0.75300535153218
1210 => 0.74847536644194
1211 => 0.74409945760531
1212 => 0.75393586161988
1213 => 0.77191208329152
1214 => 0.77180025414947
1215 => 0.77597038816947
1216 => 0.77856834711668
1217 => 0.76741600549309
1218 => 0.7601562411791
1219 => 0.76294009676788
1220 => 0.76739154247885
1221 => 0.76149655291891
1222 => 0.72510994653016
1223 => 0.73614731852309
1224 => 0.73431016012355
1225 => 0.73169382315651
1226 => 0.74279198604487
1227 => 0.74172154116014
1228 => 0.70965756096996
1229 => 0.7117101929504
1230 => 0.70978238831922
1231 => 0.7160115194743
]
'min_raw' => 0.59054170041732
'max_raw' => 1.3228863087887
'avg_raw' => 0.956714004603
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.590541'
'max' => '$1.32'
'avg' => '$0.956714'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.14400665466643
'max_diff' => -0.9613140501246
'year' => 2034
]
9 => [
'items' => [
101 => 0.69820322035139
102 => 0.70368093322087
103 => 0.70711650338224
104 => 0.70914008060058
105 => 0.71645062909312
106 => 0.71559282060555
107 => 0.71639730651311
108 => 0.72723692001429
109 => 0.7820599653971
110 => 0.78504386279705
111 => 0.77035006069048
112 => 0.77621994480962
113 => 0.7649510509034
114 => 0.77251593487768
115 => 0.77769163636565
116 => 0.75430363657164
117 => 0.7529187510107
118 => 0.74160334637077
119 => 0.74768360388699
120 => 0.73800947699269
121 => 0.74038316934596
122 => 0.73374611859144
123 => 0.74569148852595
124 => 0.75904826823555
125 => 0.76242271826542
126 => 0.75354599302893
127 => 0.74711865895302
128 => 0.73583437761118
129 => 0.75460038896927
130 => 0.76008814257421
131 => 0.75457156413579
201 => 0.75329325237199
202 => 0.75087085388944
203 => 0.75380717566148
204 => 0.76005825508952
205 => 0.75711036147057
206 => 0.75905749714109
207 => 0.75163702384265
208 => 0.76741969738221
209 => 0.79248638127027
210 => 0.79256697475778
211 => 0.78961906524859
212 => 0.78841284419102
213 => 0.79143757824156
214 => 0.7930783723829
215 => 0.80285980766099
216 => 0.81335567742397
217 => 0.86233532190101
218 => 0.84858203372707
219 => 0.89203968811919
220 => 0.92640905047319
221 => 0.93671491945308
222 => 0.92723400492018
223 => 0.89480030845208
224 => 0.89320895657024
225 => 0.94167859224703
226 => 0.92798370011838
227 => 0.92635473627646
228 => 0.90902531317631
301 => 0.91926914851931
302 => 0.9170286714618
303 => 0.91349196881863
304 => 0.9330364930613
305 => 0.96962209769188
306 => 0.96391988811258
307 => 0.95966345317952
308 => 0.94101299433243
309 => 0.95224473628917
310 => 0.94824532810823
311 => 0.96542932374073
312 => 0.95524990540014
313 => 0.92787994784121
314 => 0.93223870379503
315 => 0.93157988660121
316 => 0.94513829776574
317 => 0.9410683992746
318 => 0.93078517360128
319 => 0.96949705207262
320 => 0.96698331801147
321 => 0.97054721819057
322 => 0.97211615726668
323 => 0.99567939551238
324 => 1.0053325002821
325 => 1.0075239240662
326 => 1.0166936269996
327 => 1.0072957735038
328 => 1.0448938880427
329 => 1.0698944403003
330 => 1.0989338682641
331 => 1.1413682775816
401 => 1.1573240080252
402 => 1.1544417481347
403 => 1.186615032982
404 => 1.2444297106807
405 => 1.1661277474825
406 => 1.2485799048622
407 => 1.2224765037918
408 => 1.1605858094338
409 => 1.1566007783605
410 => 1.1985138751454
411 => 1.2914730898284
412 => 1.268187860885
413 => 1.2915111761213
414 => 1.2643032900074
415 => 1.2629521891357
416 => 1.2901897498219
417 => 1.3538317950071
418 => 1.323597844926
419 => 1.280250063816
420 => 1.3122573908214
421 => 1.284529682031
422 => 1.2220513936292
423 => 1.2681700551093
424 => 1.2373318195614
425 => 1.2463320561451
426 => 1.3111494404253
427 => 1.3033504412632
428 => 1.3134430683468
429 => 1.2956298457142
430 => 1.2789894868879
501 => 1.2479290214095
502 => 1.2387335488437
503 => 1.2412748466425
504 => 1.2387322895027
505 => 1.221354244528
506 => 1.2176014573702
507 => 1.211346647694
508 => 1.2132852747555
509 => 1.201524402655
510 => 1.2237195982288
511 => 1.2278392221106
512 => 1.2439910345235
513 => 1.2456679692698
514 => 1.2906505369331
515 => 1.2658748945655
516 => 1.2824965344917
517 => 1.2810097385678
518 => 1.1619271684495
519 => 1.1783356959374
520 => 1.203862215429
521 => 1.1923625529984
522 => 1.1761047208282
523 => 1.1629756496609
524 => 1.143083764326
525 => 1.171081210945
526 => 1.2078948760525
527 => 1.2466016245687
528 => 1.2931052467444
529 => 1.2827261796366
530 => 1.2457322716994
531 => 1.2473917913854
601 => 1.2576502890873
602 => 1.2443646024806
603 => 1.2404463941328
604 => 1.2571119874285
605 => 1.2572267542103
606 => 1.2419399661404
607 => 1.2249514986533
608 => 1.2248803163542
609 => 1.221857382654
610 => 1.2648410631971
611 => 1.2884777413556
612 => 1.291187648414
613 => 1.2882953430191
614 => 1.2894084765741
615 => 1.2756548143524
616 => 1.3070916076694
617 => 1.3359411179937
618 => 1.3282088329469
619 => 1.3166170384527
620 => 1.3073836158015
621 => 1.3260337320127
622 => 1.3252032716958
623 => 1.3356891426888
624 => 1.3352134430113
625 => 1.3316874389899
626 => 1.3282089588716
627 => 1.3420007393509
628 => 1.3380289280621
629 => 1.3340509474533
630 => 1.326072498344
701 => 1.327156902086
702 => 1.3155671090785
703 => 1.3102051405204
704 => 1.2295739985678
705 => 1.2080267227394
706 => 1.2148059343503
707 => 1.2170378268347
708 => 1.2076604247807
709 => 1.2211052104692
710 => 1.2190098548612
711 => 1.22716165779
712 => 1.2220687652302
713 => 1.2222777793174
714 => 1.2372548904164
715 => 1.2416028094856
716 => 1.239391422755
717 => 1.2409402022192
718 => 1.2766311712734
719 => 1.2715570568068
720 => 1.2688615346273
721 => 1.2696082126926
722 => 1.2787280205089
723 => 1.2812810687744
724 => 1.2704636238739
725 => 1.2755651934239
726 => 1.2972870290823
727 => 1.3048884422133
728 => 1.3291485040422
729 => 1.318842398589
730 => 1.337759701186
731 => 1.3959050399855
801 => 1.44235555997
802 => 1.3996377421434
803 => 1.4849382066567
804 => 1.5513568539053
805 => 1.5488075955979
806 => 1.5372259681591
807 => 1.4616101040977
808 => 1.3920272586194
809 => 1.4502362635057
810 => 1.4503846502299
811 => 1.4453844450872
812 => 1.4143286003844
813 => 1.444303769009
814 => 1.4466830890406
815 => 1.4453513025351
816 => 1.4215408592158
817 => 1.3851867131726
818 => 1.3922902262899
819 => 1.4039259256838
820 => 1.38189711927
821 => 1.3748575808483
822 => 1.3879454221012
823 => 1.4301171735779
824 => 1.4221448482455
825 => 1.4219366586124
826 => 1.4560456471763
827 => 1.431630972545
828 => 1.3923798243389
829 => 1.3824683917578
830 => 1.3472894832361
831 => 1.371587680655
901 => 1.3724621295229
902 => 1.3591542551181
903 => 1.393459685003
904 => 1.3931435544272
905 => 1.4257114544136
906 => 1.4879690472428
907 => 1.4695564135331
908 => 1.4481445238176
909 => 1.450472589917
910 => 1.4760057288704
911 => 1.4605678101943
912 => 1.4661193933872
913 => 1.4759973258843
914 => 1.4819569278151
915 => 1.4496150949122
916 => 1.4420746665738
917 => 1.4266495965243
918 => 1.4226254836709
919 => 1.4351888813716
920 => 1.4318788699489
921 => 1.3723886354816
922 => 1.3661715749792
923 => 1.3663622433489
924 => 1.3507291491106
925 => 1.3268849280246
926 => 1.3895461173741
927 => 1.3845135469265
928 => 1.3789579786424
929 => 1.3796385040576
930 => 1.4068376025695
1001 => 1.3910607518452
1002 => 1.4330060952707
1003 => 1.4243833936548
1004 => 1.415539552279
1005 => 1.4143170640108
1006 => 1.4109129396022
1007 => 1.3992389303862
1008 => 1.3851418627586
1009 => 1.3758337576438
1010 => 1.2691339151292
1011 => 1.2889367852554
1012 => 1.3117181822473
1013 => 1.3195822291982
1014 => 1.3061302327133
1015 => 1.3997700971983
1016 => 1.4168790027759
1017 => 1.365055011795
1018 => 1.3553608590421
1019 => 1.4004056442389
1020 => 1.3732381322642
1021 => 1.3854716612429
1022 => 1.3590294629735
1023 => 1.4127579684295
1024 => 1.4123486472378
1025 => 1.3914470451021
1026 => 1.4091129360992
1027 => 1.4060430528022
1028 => 1.3824451954694
1029 => 1.4135060625977
1030 => 1.4135214684002
1031 => 1.3934041307847
1101 => 1.3699114847011
1102 => 1.3657115544529
1103 => 1.3625474711921
1104 => 1.3846934907226
1105 => 1.4045495425848
1106 => 1.4414967323676
1107 => 1.4507861337226
1108 => 1.4870432856415
1109 => 1.4654539170025
1110 => 1.475024204491
1111 => 1.4854141053597
1112 => 1.4903954059121
1113 => 1.4822786439733
1114 => 1.5386009249425
1115 => 1.5433562511264
1116 => 1.5449506708625
1117 => 1.5259591146134
1118 => 1.5428280615917
1119 => 1.5349356399413
1120 => 1.5554695284976
1121 => 1.5586895044131
1122 => 1.5559622993667
1123 => 1.5569843705461
1124 => 1.5089232396701
1125 => 1.5064310164915
1126 => 1.4724493766114
1127 => 1.4862971460421
1128 => 1.4604094048322
1129 => 1.4686186742431
1130 => 1.4722372419787
1201 => 1.4703471075456
1202 => 1.4870800781487
1203 => 1.472853634816
1204 => 1.4353077118171
1205 => 1.3977515594566
1206 => 1.3972800725563
1207 => 1.3873922005609
1208 => 1.3802450801624
1209 => 1.3816218691089
1210 => 1.3864738529337
1211 => 1.3799630740421
1212 => 1.3813524788234
1213 => 1.4044258557502
1214 => 1.4090530569411
1215 => 1.3933280193303
1216 => 1.3301897242109
1217 => 1.3146954282182
1218 => 1.3258324209126
1219 => 1.3205096557189
1220 => 1.0657543537181
1221 => 1.1256053330844
1222 => 1.0900439134922
1223 => 1.1064322517425
1224 => 1.0701332509238
1225 => 1.0874570367081
1226 => 1.0842579660371
1227 => 1.1804965697389
1228 => 1.1789939363139
1229 => 1.1797131674168
1230 => 1.1453823929276
1231 => 1.200072248871
]
'min_raw' => 0.69820322035139
'max_raw' => 1.5586895044131
'avg_raw' => 1.1284463623822
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.6982032'
'max' => '$1.55'
'avg' => '$1.12'
'bar_min_pct' => 61.631153054958
'bar_max_pct' => 60.119598047091
'min_diff' => 0.10766151993407
'max_diff' => 0.23580319562442
'year' => 2035
]
10 => [
'items' => [
101 => 1.2270144384924
102 => 1.2220281562366
103 => 1.2232830960552
104 => 1.2017190721581
105 => 1.1799219543048
106 => 1.155745596053
107 => 1.2006622813966
108 => 1.1956683127398
109 => 1.2071226800653
110 => 1.2362543612216
111 => 1.2405441119323
112 => 1.24630958039
113 => 1.2442430703619
114 => 1.2934757231205
115 => 1.2875133240239
116 => 1.3018809903474
117 => 1.2723256106426
118 => 1.2388808930842
119 => 1.2452376405019
120 => 1.2446254346078
121 => 1.2368313509193
122 => 1.2297952006623
123 => 1.2180819929075
124 => 1.2551443154723
125 => 1.2536396528599
126 => 1.2779983915755
127 => 1.2736927478993
128 => 1.2449386056604
129 => 1.2459655654757
130 => 1.2528723637738
131 => 1.2767768715438
201 => 1.283873356993
202 => 1.2805859821869
203 => 1.288366954515
204 => 1.2945167177874
205 => 1.2891392700986
206 => 1.3652725893379
207 => 1.3336567271933
208 => 1.3490660784208
209 => 1.3527411178914
210 => 1.3433275815652
211 => 1.3453690405209
212 => 1.3484612945745
213 => 1.3672368556626
214 => 1.41650936071
215 => 1.4383318177862
216 => 1.503985756601
217 => 1.4365197665092
218 => 1.4325166138592
219 => 1.4443428707988
220 => 1.4828886830583
221 => 1.5141264434706
222 => 1.524489810749
223 => 1.5258595008154
224 => 1.5453018667733
225 => 1.5564458683617
226 => 1.542941052161
227 => 1.5314971344441
228 => 1.4905064416536
229 => 1.4952512259581
301 => 1.5279380846395
302 => 1.5741101977735
303 => 1.6137306742321
304 => 1.5998569642893
305 => 1.7057035778398
306 => 1.7161978372287
307 => 1.7147478699012
308 => 1.7386553545443
309 => 1.6912038662023
310 => 1.6709174356069
311 => 1.5339714393485
312 => 1.5724476783425
313 => 1.6283751513506
314 => 1.6209729405807
315 => 1.5803569147366
316 => 1.6136998633343
317 => 1.6026756417975
318 => 1.5939803808761
319 => 1.6338150568165
320 => 1.5900151943017
321 => 1.6279382142168
322 => 1.5793015489122
323 => 1.5999203382277
324 => 1.5882161161936
325 => 1.5957901822652
326 => 1.5515123467745
327 => 1.5754035920216
328 => 1.5505183924251
329 => 1.5505065936004
330 => 1.54995725144
331 => 1.5792345784074
401 => 1.5801893109887
402 => 1.5585533221242
403 => 1.5554352381112
404 => 1.5669644289614
405 => 1.5534667659757
406 => 1.5597822375334
407 => 1.5536580551755
408 => 1.5522793727317
409 => 1.5412937964561
410 => 1.5365609081419
411 => 1.5384167956014
412 => 1.5320816949266
413 => 1.5282645676193
414 => 1.5491979287429
415 => 1.538014078344
416 => 1.5474838432703
417 => 1.5366918509571
418 => 1.4992821037526
419 => 1.4777673625343
420 => 1.4071038179503
421 => 1.4271439115365
422 => 1.4404305143171
423 => 1.4360392921773
424 => 1.4454733365109
425 => 1.4460525102128
426 => 1.4429854062313
427 => 1.439434092741
428 => 1.4377055097339
429 => 1.4505889512674
430 => 1.4580682227142
501 => 1.4417640026579
502 => 1.437944152019
503 => 1.4544286186766
504 => 1.464484133815
505 => 1.5387284078908
506 => 1.5332281522615
507 => 1.5470327145206
508 => 1.5454785326585
509 => 1.5599479131452
510 => 1.5835992350247
511 => 1.5355094846302
512 => 1.5438562024802
513 => 1.5418097800172
514 => 1.5641520838671
515 => 1.564221834101
516 => 1.5508265068621
517 => 1.5580883310727
518 => 1.5540349800161
519 => 1.5613599332186
520 => 1.5331546929942
521 => 1.56750563102
522 => 1.586980399355
523 => 1.5872508065323
524 => 1.5964816921618
525 => 1.6058608065782
526 => 1.6238631999518
527 => 1.6053587295978
528 => 1.5720709888049
529 => 1.5744742561714
530 => 1.554957665924
531 => 1.555285743332
601 => 1.5535344404161
602 => 1.5587902322986
603 => 1.5343080437536
604 => 1.5400539644708
605 => 1.5320096418186
606 => 1.5438387156938
607 => 1.5311125876201
608 => 1.5418087931704
609 => 1.5464249209011
610 => 1.5634585316054
611 => 1.5285967094694
612 => 1.4575110941963
613 => 1.4724541523565
614 => 1.4503521955857
615 => 1.4523978158329
616 => 1.4565302942904
617 => 1.443135579547
618 => 1.4456908690041
619 => 1.4455995760834
620 => 1.4448128630132
621 => 1.44132838038
622 => 1.436275191178
623 => 1.4564055416691
624 => 1.4598260804832
625 => 1.4674295145517
626 => 1.4900521768811
627 => 1.4877916394353
628 => 1.4914786697982
629 => 1.4834299032177
630 => 1.4527711750302
701 => 1.4544360914744
702 => 1.433674556737
703 => 1.4668985954302
704 => 1.4590307045318
705 => 1.4539582240859
706 => 1.4525741508
707 => 1.4752528903336
708 => 1.4820387246478
709 => 1.4778102480836
710 => 1.4691375192861
711 => 1.4857917224394
712 => 1.4902476846188
713 => 1.4912452102212
714 => 1.5207532650821
715 => 1.4928943826943
716 => 1.4996002925785
717 => 1.5519178872087
718 => 1.5044730482137
719 => 1.5296056375755
720 => 1.5283755281099
721 => 1.541232510387
722 => 1.527320880296
723 => 1.5274933316239
724 => 1.5389094608785
725 => 1.5228775662502
726 => 1.5189078436832
727 => 1.5134237003885
728 => 1.525398126639
729 => 1.5325762536195
730 => 1.5904266853286
731 => 1.6278007025129
801 => 1.6261781978599
802 => 1.6410048531862
803 => 1.6343253091651
804 => 1.6127552995463
805 => 1.6495726757832
806 => 1.6379221174374
807 => 1.638882575312
808 => 1.6388468270219
809 => 1.6465934298124
810 => 1.6411042517696
811 => 1.6302845183948
812 => 1.6374671623448
813 => 1.6587970470343
814 => 1.7250056635911
815 => 1.7620568825638
816 => 1.722775133686
817 => 1.7498711580583
818 => 1.7336231987356
819 => 1.7306704611918
820 => 1.747688766878
821 => 1.7647368608555
822 => 1.7636509709701
823 => 1.7512749301717
824 => 1.7442840187552
825 => 1.7972215421287
826 => 1.8362250075831
827 => 1.8335652327217
828 => 1.845304613955
829 => 1.8797718003413
830 => 1.8829230479076
831 => 1.8825260631448
901 => 1.874715367253
902 => 1.9086527883801
903 => 1.9369639821564
904 => 1.8729074168268
905 => 1.8972993183423
906 => 1.9082496287906
907 => 1.9243279333394
908 => 1.95145472815
909 => 1.9809216223412
910 => 1.9850885642679
911 => 1.9821319195644
912 => 1.9626977107326
913 => 1.9949407379698
914 => 2.0138279471334
915 => 2.0250748479642
916 => 2.0535951171652
917 => 1.90831725418
918 => 1.8054823619808
919 => 1.78942320861
920 => 1.8220801284845
921 => 1.8306914978213
922 => 1.8272202656394
923 => 1.7114702451298
924 => 1.7888138087071
925 => 1.8720289798847
926 => 1.8752256135141
927 => 1.9168848681527
928 => 1.9304508291336
929 => 1.9639919895211
930 => 1.9618939808066
1001 => 1.9700607196045
1002 => 1.9681833277831
1003 => 2.0303112644763
1004 => 2.0988476047367
1005 => 2.0964744092057
1006 => 2.0866214994081
1007 => 2.1012547506283
1008 => 2.1719915985777
1009 => 2.1654792831534
1010 => 2.1718054428704
1011 => 2.2552081731568
1012 => 2.3636435864291
1013 => 2.3132644502266
1014 => 2.42257267958
1015 => 2.4913764157778
1016 => 2.6103653630927
1017 => 2.5954673608559
1018 => 2.6417888848644
1019 => 2.5687968275453
1020 => 2.4011923098119
1021 => 2.3746682533163
1022 => 2.4277700861166
1023 => 2.5583157604551
1024 => 2.4236587382591
1025 => 2.4508996784717
1026 => 2.4430542858578
1027 => 2.4426362382262
1028 => 2.4585914160025
1029 => 2.4354475984719
1030 => 2.341155522359
1031 => 2.3843690251748
1101 => 2.3676822164548
1102 => 2.3861974748137
1103 => 2.4861166879033
1104 => 2.4419400220198
1105 => 2.3954034931325
1106 => 2.4537706276397
1107 => 2.5280920469907
1108 => 2.5234411461361
1109 => 2.5144164545525
1110 => 2.5652881684917
1111 => 2.6493133359056
1112 => 2.6720250010171
1113 => 2.6887902878828
1114 => 2.6911019376898
1115 => 2.7149133673836
1116 => 2.5868733086667
1117 => 2.7900761701524
1118 => 2.8251636909652
1119 => 2.8185686912811
1120 => 2.857566993956
1121 => 2.8460927040176
1122 => 2.8294682581578
1123 => 2.8912888630743
1124 => 2.8204165282031
1125 => 2.7198221714323
1126 => 2.664634117777
1127 => 2.7373101987236
1128 => 2.7816909453119
1129 => 2.8110237956612
1130 => 2.8198998984535
1201 => 2.5968126939416
1202 => 2.4765810636933
1203 => 2.553648160224
1204 => 2.6476753368784
1205 => 2.5863509829529
1206 => 2.5887547815244
1207 => 2.5013223685833
1208 => 2.6554111653678
1209 => 2.6329617237671
1210 => 2.7494294665041
1211 => 2.7216335049879
1212 => 2.8166084279382
1213 => 2.7915983477691
1214 => 2.8954137922563
1215 => 2.9368285837531
1216 => 3.006370464374
1217 => 3.0575257548451
1218 => 3.0875651198545
1219 => 3.0857616690542
1220 => 3.2047925987736
1221 => 3.134604218142
1222 => 3.0464310699375
1223 => 3.0448362958692
1224 => 3.0905024187475
1225 => 3.1862060844114
1226 => 3.2110206524863
1227 => 3.2248886107746
1228 => 3.203649349909
1229 => 3.1274648931799
1230 => 3.0945688310283
1231 => 3.1225972290721
]
'min_raw' => 1.155745596053
'max_raw' => 3.2248886107746
'avg_raw' => 2.1903171034138
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$1.15'
'max' => '$3.22'
'avg' => '$2.19'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.45754237570164
'max_diff' => 1.6661991063615
'year' => 2036
]
11 => [
'items' => [
101 => 3.0883209067722
102 => 3.1474914552994
103 => 3.2287452565744
104 => 3.2119666679234
105 => 3.2680549741969
106 => 3.3261004705281
107 => 3.409108137268
108 => 3.4308094151188
109 => 3.4666808021805
110 => 3.5036042426038
111 => 3.5154630565531
112 => 3.5381052119563
113 => 3.5379858766208
114 => 3.6062195359211
115 => 3.6814833751498
116 => 3.7098937320968
117 => 3.7752217813401
118 => 3.6633497863788
119 => 3.7482059796498
120 => 3.8247483900685
121 => 3.7334913728941
122 => 3.859267910911
123 => 3.8641515288664
124 => 3.9378883618951
125 => 3.8631419553526
126 => 3.8187577777466
127 => 3.9468932354416
128 => 4.0088939471912
129 => 3.9902188282337
130 => 3.8481002508629
131 => 3.7653811430805
201 => 3.5488892826899
202 => 3.805333243075
203 => 3.9302396156057
204 => 3.8477767735332
205 => 3.8893662344975
206 => 4.1162648480908
207 => 4.2026531495498
208 => 4.1846849867461
209 => 4.1877213104788
210 => 4.2343348698875
211 => 4.4410450628618
212 => 4.3171795237268
213 => 4.4118700872423
214 => 4.4620936206987
215 => 4.5087440375609
216 => 4.394185357763
217 => 4.2451461985471
218 => 4.1979392405851
219 => 3.8395774690541
220 => 3.8209231825596
221 => 3.8104519662675
222 => 3.7444324287288
223 => 3.6925591564967
224 => 3.6513076044866
225 => 3.543051213256
226 => 3.5795845673966
227 => 3.4070464746397
228 => 3.517430232011
301 => 3.2420552698931
302 => 3.4713957211561
303 => 3.3465761403644
304 => 3.4303891318542
305 => 3.4300967162225
306 => 3.2757704259568
307 => 3.186758242439
308 => 3.2434802701825
309 => 3.3042907865238
310 => 3.314157088209
311 => 3.3929995099623
312 => 3.4150027351614
313 => 3.3483319355756
314 => 3.2363487358826
315 => 3.2623598791064
316 => 3.1862311274517
317 => 3.0528184184271
318 => 3.148637755211
319 => 3.1813546896679
320 => 3.1958043517667
321 => 3.0646082749941
322 => 3.0233836192668
323 => 3.0014359584659
324 => 3.219412969861
325 => 3.2313542426005
326 => 3.1702610029394
327 => 3.4464082393064
328 => 3.3839076148581
329 => 3.4537361253916
330 => 3.2599996404948
331 => 3.2674006351186
401 => 3.1756826784035
402 => 3.2270386055679
403 => 3.1907418915269
404 => 3.2228895541622
405 => 3.2421587305959
406 => 3.3338616372968
407 => 3.4724428210462
408 => 3.3201642810582
409 => 3.2538143405165
410 => 3.2949774704623
411 => 3.4046003099218
412 => 3.5706845231929
413 => 3.4723593261802
414 => 3.5159943789443
415 => 3.5255266967849
416 => 3.4530253367043
417 => 3.573357751754
418 => 3.6378448705579
419 => 3.7039953107217
420 => 3.7614318844227
421 => 3.6775733702409
422 => 3.7673140010612
423 => 3.6949988939739
424 => 3.6301247671182
425 => 3.6302231543898
426 => 3.5895266669534
427 => 3.5106720944581
428 => 3.4961301014438
429 => 3.5717793855556
430 => 3.6324429473994
501 => 3.6374394889117
502 => 3.6710259537548
503 => 3.6909020776808
504 => 3.8857151124362
505 => 3.9640705265928
506 => 4.0598820438313
507 => 4.097206029437
508 => 4.2095378447205
509 => 4.1188207807351
510 => 4.0991935733047
511 => 3.8267133328835
512 => 3.8713319569878
513 => 3.9427706792358
514 => 3.8278913311008
515 => 3.9007558359115
516 => 3.9151408326424
517 => 3.8239877748103
518 => 3.8726765614896
519 => 3.7433735792888
520 => 3.4752612727139
521 => 3.5736562373952
522 => 3.6461080507876
523 => 3.5427103798324
524 => 3.728046702977
525 => 3.6197770491142
526 => 3.5854607666997
527 => 3.4515807143624
528 => 3.5147669455498
529 => 3.6002272279704
530 => 3.5474227092587
531 => 3.6570000142239
601 => 3.8121907012546
602 => 3.9227888265978
603 => 3.9312791773592
604 => 3.8601719922625
605 => 3.97412171018
606 => 3.9749517094733
607 => 3.846415962164
608 => 3.7676885326272
609 => 3.7498014949924
610 => 3.7944868219642
611 => 3.8487430582744
612 => 3.9342900208702
613 => 3.9859842587105
614 => 4.1207754144927
615 => 4.157246036482
616 => 4.1973161928466
617 => 4.2508622789283
618 => 4.3151580842041
619 => 4.174482522623
620 => 4.1800718249366
621 => 4.049076689778
622 => 3.9090896012584
623 => 4.0153223518079
624 => 4.1542075416007
625 => 4.1223471256077
626 => 4.1187621779593
627 => 4.1247910655224
628 => 4.1007693523276
629 => 3.9921200338338
630 => 3.9375570262669
701 => 4.007957226536
702 => 4.0453717998266
703 => 4.1033985401066
704 => 4.0962455195712
705 => 4.2457161709156
706 => 4.3037959462701
707 => 4.2889366543607
708 => 4.2916711216809
709 => 4.3968217807086
710 => 4.5137709394299
711 => 4.623309259373
712 => 4.7347363431995
713 => 4.6004066445736
714 => 4.5322023079153
715 => 4.6025717736593
716 => 4.5652327446136
717 => 4.7797938809856
718 => 4.7946496285413
719 => 5.009195249701
720 => 5.2128245917989
721 => 5.0849286504258
722 => 5.2055287625809
723 => 5.335967616548
724 => 5.587605328792
725 => 5.5028626000297
726 => 5.4379509978856
727 => 5.3766098475101
728 => 5.5042510438082
729 => 5.6684594037279
730 => 5.7038283116865
731 => 5.7611394545421
801 => 5.7008837955026
802 => 5.7734550998726
803 => 6.0296636937458
804 => 5.9604338700655
805 => 5.8621163911898
806 => 6.0643684695178
807 => 6.1375627104297
808 => 6.6512782252706
809 => 7.2998652832868
810 => 7.0313459824159
811 => 6.8646673873016
812 => 6.9038408108226
813 => 7.1406828483526
814 => 7.2167489938167
815 => 7.0099749888725
816 => 7.0830110630646
817 => 7.4854470126116
818 => 7.7013409878524
819 => 7.408127971046
820 => 6.5991648866742
821 => 5.8532639779319
822 => 6.051110487286
823 => 6.0286808330173
824 => 6.4610480558983
825 => 5.9587827616665
826 => 5.9672396210902
827 => 6.4085477402556
828 => 6.2908142999988
829 => 6.1001012049425
830 => 5.8546563945816
831 => 5.4009289617323
901 => 4.9990499213322
902 => 5.7872272667724
903 => 5.7532396264295
904 => 5.7040204865269
905 => 5.813552356313
906 => 6.3454080248302
907 => 6.3331470302221
908 => 6.2551488381397
909 => 6.3143097793897
910 => 6.0897300059024
911 => 6.1476093271165
912 => 5.8531458234171
913 => 5.9862556249714
914 => 6.0996920202941
915 => 6.1224660561097
916 => 6.1737771216733
917 => 5.7353296843791
918 => 5.9321797115838
919 => 6.0478106602133
920 => 5.5253858276152
921 => 6.0374840009967
922 => 5.7276972899533
923 => 5.622551027385
924 => 5.7641166179666
925 => 5.7089483696399
926 => 5.6615179493168
927 => 5.6350509598185
928 => 5.7390011055175
929 => 5.7341517069734
930 => 5.5640690927559
1001 => 5.3422032559635
1002 => 5.4166687132888
1003 => 5.3896147145251
1004 => 5.2915675329702
1005 => 5.3576394950764
1006 => 5.0666920122156
1007 => 4.5661319900879
1008 => 4.8968172732736
1009 => 4.8840862495873
1010 => 4.8776666901387
1011 => 5.1261675409829
1012 => 5.1022799180643
1013 => 5.0589236485588
1014 => 5.2907712610804
1015 => 5.2061437637195
1016 => 5.4669457698395
1017 => 5.6387268386863
1018 => 5.5951576030913
1019 => 5.7567185286317
1020 => 5.4183842470265
1021 => 5.5307653237604
1022 => 5.5539269079219
1023 => 5.2879102975306
1024 => 5.106188228597
1025 => 5.0940694383824
1026 => 4.7789884136951
1027 => 4.9473021538379
1028 => 5.0954112798677
1029 => 5.0244785022319
1030 => 5.0020233038889
1031 => 5.1167420422851
1101 => 5.1256566707581
1102 => 4.9224021968451
1103 => 4.9646652382036
1104 => 5.140909146315
1105 => 4.9602243439145
1106 => 4.6091832875453
1107 => 4.5221202520434
1108 => 4.5105044382173
1109 => 4.2743825808797
1110 => 4.5279382203837
1111 => 4.4172543888715
1112 => 4.7669032864225
1113 => 4.5671857113461
1114 => 4.558576285855
1115 => 4.5455618764971
1116 => 4.3423220398155
1117 => 4.3868186474833
1118 => 4.5347321483959
1119 => 4.5875093518863
1120 => 4.5820042571714
1121 => 4.5340072915475
1122 => 4.5559800566259
1123 => 4.4851981244895
1124 => 4.4602035510537
1125 => 4.381313801991
1126 => 4.2653676647184
1127 => 4.2814906862451
1128 => 4.0517710493508
1129 => 3.9266075990269
1130 => 3.891964005605
1201 => 3.8456371446258
1202 => 3.8971967478237
1203 => 4.0511202824823
1204 => 3.8654558429845
1205 => 3.5471471843117
1206 => 3.5662780770695
1207 => 3.6092595130832
1208 => 3.5291638914223
1209 => 3.4533601074362
1210 => 3.5192653474567
1211 => 3.3843937725882
1212 => 3.6255580985495
1213 => 3.6190352793875
1214 => 3.708926426604
1215 => 3.7651372057105
1216 => 3.6355895583258
1217 => 3.6030086753427
1218 => 3.6215682270084
1219 => 3.3148201798853
1220 => 3.6838585668814
1221 => 3.6870500261768
1222 => 3.6597228140985
1223 => 3.856224362392
1224 => 4.2709039196612
1225 => 4.11488478977
1226 => 4.0544694669729
1227 => 3.9396198941724
1228 => 4.0926501308362
1229 => 4.080899796304
1230 => 4.0277603273674
1231 => 3.9956214107492
]
'min_raw' => 3.0014359584659
'max_raw' => 7.7013409878524
'avg_raw' => 5.3513884731591
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$3.00'
'max' => '$7.70'
'avg' => '$5.35'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 1.8456903624128
'max_diff' => 4.4764523770778
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.094211645072195
]
1 => [
'year' => 2028
'avg' => 0.16169453277987
]
2 => [
'year' => 2029
'avg' => 0.4417203209505
]
3 => [
'year' => 2030
'avg' => 0.34078656978367
]
4 => [
'year' => 2031
'avg' => 0.33469464474221
]
5 => [
'year' => 2032
'avg' => 0.5868250445143
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.094211645072195
'min' => '$0.094211'
'max_raw' => 0.5868250445143
'max' => '$0.586825'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.5868250445143
]
1 => [
'year' => 2033
'avg' => 1.5093743569985
]
2 => [
'year' => 2034
'avg' => 0.956714004603
]
3 => [
'year' => 2035
'avg' => 1.1284463623822
]
4 => [
'year' => 2036
'avg' => 2.1903171034138
]
5 => [
'year' => 2037
'avg' => 5.3513884731591
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.5868250445143
'min' => '$0.586825'
'max_raw' => 5.3513884731591
'max' => '$5.35'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 5.3513884731591
]
]
]
]
'prediction_2025_max_price' => '$0.161084'
'last_price' => 0.156192
'sma_50day_nextmonth' => '$0.140661'
'sma_200day_nextmonth' => '—'
'sma_50day_ts_nextmonth' => 1770163200
'sma_200day_ts_nextmonth' => 1770163200
'sma_200day_direction' => 'decrease'
'sma_200day_direction_label' => 'diminuir'
'sma_200day_date_nextmonth' => '4 de fev. de 2026'
'sma_50day_date_nextmonth' => '4 de fev. de 2026'
'daily_sma3' => '$0.166939'
'daily_sma3_action' => 'SELL'
'daily_sma5' => '$0.1691071'
'daily_sma5_action' => 'SELL'
'daily_sma10' => '$0.170651'
'daily_sma10_action' => 'SELL'
'daily_sma21' => '$0.133681'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.169271'
'daily_sma50_action' => 'SELL'
'daily_sma100' => '—'
'daily_sma100_action' => '—'
'daily_sma200' => '—'
'daily_sma200_action' => '—'
'daily_ema3' => '$0.164045'
'daily_ema3_action' => 'SELL'
'daily_ema5' => '$0.166024'
'daily_ema5_action' => 'SELL'
'daily_ema10' => '$0.161118'
'daily_ema10_action' => 'SELL'
'daily_ema21' => '$0.151437'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$0.19236'
'daily_ema50_action' => 'SELL'
'daily_ema100' => '$0.171086'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.085543'
'daily_ema200_action' => 'BUY'
'weekly_sma21' => '—'
'weekly_sma21_action' => '—'
'weekly_sma50' => '—'
'weekly_sma50_action' => '—'
'weekly_sma100' => '—'
'weekly_sma100_action' => '—'
'weekly_sma200' => '—'
'weekly_sma200_action' => '—'
'weekly_ema3' => '$0.160573'
'weekly_ema3_action' => 'SELL'
'weekly_ema5' => '$0.163752'
'weekly_ema5_action' => 'SELL'
'weekly_ema10' => '$0.20787'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.139256'
'weekly_ema21_action' => 'BUY'
'weekly_ema50' => '$0.058487'
'weekly_ema50_action' => 'BUY'
'weekly_ema100' => '$0.029243'
'weekly_ema100_action' => 'BUY'
'weekly_ema200' => '$0.014621'
'weekly_ema200_action' => 'BUY'
'rsi_14' => '50.83'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 73.35
'stoch_rsi_14_action' => 'NEUTRAL'
'momentum_10' => -0
'momentum_10_action' => 'SELL'
'vwma_10' => '0.172017'
'vwma_10_action' => 'SELL'
'hma_9' => '0.167328'
'hma_9_action' => 'SELL'
'stochastic_fast_14' => 66.51
'stochastic_fast_14_action' => 'NEUTRAL'
'cci_20' => 36.14
'cci_20_action' => 'NEUTRAL'
'adx_14' => 24.7
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '0.041876'
'ao_5_34_action' => 'BUY'
'macd_12_26' => 0.01
'macd_12_26_action' => 'NEUTRAL'
'williams_percent_r_14' => -33.49
'williams_percent_r_14_action' => 'NEUTRAL'
'ultimate_oscillator' => 50.27
'ultimate_oscillator_action' => 'NEUTRAL'
'ichimoku_cloud' => '—'
'ichimoku_cloud_action' => '—'
'sell_signals' => 19
'buy_signals' => 8
'sell_pct' => 70.37
'buy_pct' => 29.63
'overall_action' => 'bearish'
'overall_action_label' => 'Baixista'
'overall_action_dir' => -1
'last_updated' => 1767675773
'last_updated_date' => '6 de janeiro de 2026'
]
Previsão de preço de Apro para 2026
A previsão de preço para Apro em 2026 sugere que o preço médio poderia variar entre $0.053964 na extremidade inferior e $0.161084 na extremidade superior. No mercado de criptomoedas, comparado ao preço médio de hoje, Apro poderia potencialmente ganhar 3.13% até 2026 se AT atingir a meta de preço prevista.
Previsão de preço de Apro 2027-2032
A previsão de preço de AT para 2027-2032 está atualmente dentro de uma faixa de preço entre $0.094211 na extremidade inferior e $0.586825 na extremidade superior. Considerando a volatilidade de preços no mercado, se Apro atingir a meta de preço superior, poderia ganhar 275.71% até 2032 em comparação com o preço de hoje.
| Previsão de Preço de Apro | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2027 | $0.05195 | $0.094211 | $0.136473 |
| 2028 | $0.093754 | $0.161694 | $0.229634 |
| 2029 | $0.205951 | $0.44172 | $0.677488 |
| 2030 | $0.175153 | $0.340786 | $0.506419 |
| 2031 | $0.207085 | $0.334694 | $0.4623037 |
| 2032 | $0.31610033 | $0.586825 | $0.857549 |
Previsão de preço de Apro 2032-2037
A previsão de preço de Apro para 2032-2037 é atualmente estimada entre $0.586825 na extremidade inferior e $5.35 na extremidade superior. Comparado ao preço atual, Apro poderia potencialmente ganhar 3326.16% até 2037 se atingir a meta de preço superior. Por favor, note que esta informação é apenas para fins gerais e não deve ser considerada como aconselhamento de investimento a longo prazo.
| Previsão de Preço de Apro | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2032 | $0.31610033 | $0.586825 | $0.857549 |
| 2033 | $0.734548 | $1.50 | $2.28 |
| 2034 | $0.590541 | $0.956714 | $1.32 |
| 2035 | $0.6982032 | $1.12 | $1.55 |
| 2036 | $1.15 | $2.19 | $3.22 |
| 2037 | $3.00 | $5.35 | $7.70 |
Apro Histograma de preços potenciais
Previsão de preço de Apro baseada na análise técnica
Indicador de Sentimento de Mercado
Altista 29.63%
Baixista 70.37%
Em 6 de janeiro de 2026, o sentimento geral de previsão de preço para Apro é Baixista, com 8 indicadores técnicos mostrando sinais de alta e 19 indicando sinais de baixa. A previsão de preço de AT 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 Apro
De acordo com nossos indicadores técnicos, o SMA de 200 dias de Apro está projetado para diminuir no próximo mês, alcançando — até 4 de fev. de 2026. O SMA de 50 dias de curto prazo para Apro é esperado para alcançar $0.140661 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 50.83, sugerindo que o mercado de AT está em um estado NEUTRAL.
Médias Móveis e Osciladores Populares de AT 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 | $0.166939 | SELL |
| SMA 5 | $0.1691071 | SELL |
| SMA 10 | $0.170651 | SELL |
| SMA 21 | $0.133681 | BUY |
| SMA 50 | $0.169271 | SELL |
| SMA 100 | — | — |
| SMA 200 | — | — |
Média Móvel Exponencial Diária (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 3 | $0.164045 | SELL |
| EMA 5 | $0.166024 | SELL |
| EMA 10 | $0.161118 | SELL |
| EMA 21 | $0.151437 | BUY |
| EMA 50 | $0.19236 | SELL |
| EMA 100 | $0.171086 | SELL |
| EMA 200 | $0.085543 | BUY |
Média Móvel Simples Semanal (SMA)
| Período | Valor | Ação |
|---|---|---|
| SMA 21 | — | — |
| SMA 50 | — | — |
| SMA 100 | — | — |
| SMA 200 | — | — |
Média Móvel Exponencial Semanal (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 21 | $0.139256 | BUY |
| EMA 50 | $0.058487 | BUY |
| EMA 100 | $0.029243 | BUY |
| EMA 200 | $0.014621 | BUY |
Osciladores de Apro
Um oscilador é uma ferramenta de análise técnica que define limites altos e baixos entre dois extremos, criando um indicador de tendência que flutua dentro desses limites. Os traders usam esse indicador para identificar condições de sobrecompra ou sobrevenda de curto prazo.
| Período | Valor | Ação |
|---|---|---|
| RSI (14) | 50.83 | NEUTRAL |
| Stoch RSI (14) | 73.35 | NEUTRAL |
| Estocástico Rápido (14) | 66.51 | NEUTRAL |
| Índice de Canal de Commodities (20) | 36.14 | NEUTRAL |
| Índice Direcional Médio (14) | 24.7 | NEUTRAL |
| Oscilador Impressionante (5, 34) | 0.041876 | BUY |
| Momentum (10) | -0 | SELL |
| MACD (12, 26) | 0.01 | NEUTRAL |
| Williams Percent Range (14) | -33.49 | NEUTRAL |
| Oscilador Ultimate (7, 14, 28) | 50.27 | NEUTRAL |
| VWMA (10) | 0.172017 | SELL |
| Média Móvel de Hull (9) | 0.167328 | SELL |
| Nuvem Ichimoku B/L (9, 26, 52, 26) | — | — |
Previsão do preço de Apro com base nos fluxos financeiros mundiais
Definições dos fluxos financeiros mundiais, usadas na previsão do preço do Apro
M0: o total de todas as moedas físicas, mais as contas no Banco Central que podem ser trocadas por moedas físicas.
M1: o valor de M0, mais o valor em contas de demanda, incluindo contas 'correntes'.
M2: o valor de M1, mais a maioria das contas de poupança, do mercado de moedas e de certificados de depósito (CD) de menos de US$ 100.000.
Previsões de preço de Apro por empresas de Internet ou nichos tecnológicos
| Comparação | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook stock | $0.219475 | $0.30840021 | $0.433353 | $0.608934 | $0.855654 | $1.20 |
| Amazon.com stock | $0.3259038 | $0.680017 | $1.41 | $2.96 | $6.17 | $12.88 |
| Apple stock | $0.221546 | $0.314246 | $0.445734 | $0.632241 | $0.896785 | $1.27 |
| Netflix stock | $0.246446 | $0.388853 | $0.61355 | $0.968086 | $1.52 | $2.41 |
| Google stock | $0.202267 | $0.261936 | $0.339206 | $0.43927 | $0.568853 | $0.736662 |
| Tesla stock | $0.354075 | $0.802662 | $1.81 | $4.12 | $9.35 | $21.19 |
| Kodak stock | $0.117127 | $0.087833 | $0.065865 | $0.049392 | $0.037038 | $0.027775 |
| Nokia stock | $0.10347 | $0.068545 | $0.0454082 | $0.030081 | $0.019927 | $0.0132011 |
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 Apro
Você pode fazer perguntas como: 'Devo investir em Apro agora?', 'Devo comprar AT hoje?', 'Apro será um bom ou mau investimento no curto ou no longo prazo?'.
Atualizamos a previsão para Apro regularmente com novos valores. Veja nossas previsões semelhantes. Fazemos previsões de preços futuros para uma enorme quantidade de moedas digitais, como Apro, 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 Apro para poder tomar sozinho uma decisão de tão grande responsabilidade sobre o seu investimento.
O preço de Apro é de $0.1561 USD hoje, mas o preço pode tanto subir quanto descer e seu investimento pode ser perdido, porque criptomoedas são ativos de alto risco
Previsão de curto prazo para Apro
com base no histórico de preços de 4 horas
Previsão de longo prazo para Apro
com base no histórico de preços de 1 mês
Previsão do preço de Apro com base no padrão de crescimento do Bitcoin
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Se Apro tiver 1% da média anterior do crescimento anual do Bitcoin | $0.160251 | $0.164417 | $0.168691 | $0.173075 |
| Se Apro tiver 2% da média anterior do crescimento anual do Bitcoin | $0.164311 | $0.172853 | $0.181839 | $0.191293 |
| Se Apro tiver 5% da média anterior do crescimento anual do Bitcoin | $0.176491 | $0.199429 | $0.225348 | $0.254636 |
| Se Apro tiver 10% da média anterior do crescimento anual do Bitcoin | $0.196791 | $0.247943 | $0.312392 | $0.393593 |
| Se Apro tiver 20% da média anterior do crescimento anual do Bitcoin | $0.23739 | $0.3608015 | $0.548369 | $0.833446 |
| Se Apro tiver 50% da média anterior do crescimento anual do Bitcoin | $0.359188 | $0.826011 | $1.89 | $4.36 |
| Se Apro tiver 100% da média anterior do crescimento anual do Bitcoin | $0.562185 | $2.02 | $7.28 | $26.21 |
Perguntas Frequentes sobre Apro
AT é um bom investimento?
A decisão de adquirir Apro depende inteiramente da sua tolerância individual ao risco. Como você pode perceber, o valor de Apro experimentou uma queda de -11.4983% nas últimas 24 horas, e Apro registrou um declínio de durante os últimos 30 dias. Consequentemente, a decisão de investir ou não em Apro dependerá de quão alinhado esse investimento está com suas aspirações de negociação.
Apro pode subir?
Parece que o valor médio de Apro pode potencialmente subir para $0.161084 até o final deste ano. Observando as perspectivas de Apro em um horizonte de cinco anos mais longo, a moeda digital poderia potencialmente crescer até $0.506419. 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 Apro na próxima semana?
Com base na nossa nova previsão experimental de Apro, o preço de Apro aumentará 0.86% na próxima semana e atingirá $0.157528 até 13 de janeiro de 2026.
Qual será o preço de Apro no próximo mês?
Com base na nossa nova previsão experimental de Apro, o preço de Apro diminuirá -11.62% no próximo mês e atingirá $0.1380455 até 5 de fevereiro de 2026.
Até onde o preço de Apro pode subir este ano em 2026?
De acordo com nossa previsão mais recente sobre o valor de Apro em 2026, espera-se que AT fluctue dentro do intervalo de $0.053964 e $0.161084. No entanto, é crucial lembrar que o mercado de criptomoedas é excepcionalmente instável, e essa previsão de preço de Apro não considera flutuações repentinas e extremas de preço.
Onde estará Apro em 5 anos?
O futuro de Apro parece seguir uma tendência de alta, com um preço máximo de $0.506419 projetada após um período de cinco anos. Com base na previsão de Apro para 2030, o valor de Apro pode potencialmente atingir seu pico mais alto de aproximadamente $0.506419, enquanto seu pico mais baixo está previsto para cerca de $0.175153.
Quanto será Apro em 2026?
Com base na nossa nova simulação experimental de previsão de preços de Apro, espera-se que o valor de AT em 2026 aumente 3.13% para $0.161084 se o melhor cenário ocorrer. O preço ficará entre $0.161084 e $0.053964 durante 2026.
Quanto será Apro em 2027?
De acordo com nossa última simulação experimental para previsão de preços de Apro, o valor de AT pode diminuir -12.62% para $0.136473 em 2027, assumindo as condições mais favoráveis. O preço está projetado para flutuar entre $0.136473 e $0.05195 ao longo do ano.
Quanto será Apro em 2028?
Nosso novo modelo experimental de previsão de preços de Apro sugere que o valor de AT em 2028 pode aumentar 47.02%, alcançando $0.229634 no melhor cenário. O preço é esperado para variar entre $0.229634 e $0.093754 durante o ano.
Quanto será Apro em 2029?
Com base no nosso modelo de previsão experimental, o valor de Apro pode experimentar um 333.75% crescimento em 2029, potencialmente alcançando $0.677488 sob condições ótimas. A faixa de preço prevista para 2029 está entre $0.677488 e $0.205951.
Quanto será Apro em 2030?
Usando nossa nova simulação experimental para previsões de preços de Apro, espera-se que o valor de AT em 2030 aumente 224.23%, alcançando $0.506419 no melhor cenário. O preço está previsto para variar entre $0.506419 e $0.175153 ao longo de 2030.
Quanto será Apro em 2031?
Nossa simulação experimental indica que o preço de Apro poderia aumentar 195.98% em 2031, potencialmente atingindo $0.4623037 sob condições ideais. O preço provavelmente oscilará entre $0.4623037 e $0.207085 durante o ano.
Quanto será Apro em 2032?
Com base nos achados da nossa mais recente previsão experimental de preços de Apro, AT poderia ver um 449.04% aumento em valor, atingindo $0.857549 se o cenário mais positivo se desenrolar em 2032. O preço é esperado para permanecer dentro de uma faixa de $0.857549 e $0.31610033 ao longo do ano.
Quanto será Apro em 2033?
De acordo com nossa previsão experimental de preços de Apro, espera-se que o valor de AT seja aumentar 1362.43% em 2033, com o preço potencial mais alto sendo $2.28. Ao longo do ano, o preço de AT poderia variar entre $2.28 e $0.734548.
Quanto será Apro em 2034?
Os resultados da nossa nova simulação de previsão de preços de Apro sugerem que AT pode aumentar 746.96% em 2034, atingindo potencialmente $1.32 nas melhores circunstâncias. A faixa de preço prevista para o ano é entre $1.32 e $0.590541.
Quanto será Apro em 2035?
Com base em nossa previsão experimental para o preço de Apro, AT poderia aumentar 897.93%, com o valor potencialmente atingindo $1.55 em 2035. A faixa de preço esperada para o ano está entre $1.55 e $0.6982032.
Quanto será Apro em 2036?
Nossa recente simulação de previsão de preços de Apro sugere que o valor de AT pode aumentar 1964.7% em 2036, possivelmente atingindo $3.22 se as condições forem ideais. A faixa de preço esperada para 2036 está entre $3.22 e $1.15.
Quanto será Apro em 2037?
De acordo com a simulação experimental, o valor de Apro poderia aumentar 4830.69% em 2037, com um pico de $7.70 sob condições favoráveis. O preço é esperado para cair entre $7.70 e $3.00 ao longo do ano.
Previsões relacionadas
Como ler e prever os movimentos de preço de Apro?
Traders de Apro 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 Apro
Médias móveis são ferramentas populares para a previsão de preço de Apro. Uma média móvel simples (SMA) calcula o preço médio de fechamento de AT 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 AT 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 AT.
Como ler gráficos de Apro 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 Apro 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 AT 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 Apro?
A ação de preço de Apro 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 AT. A capitalização de mercado de Apro pode mudar rapidamente.
Traders frequentemente monitoram a atividade de "baleias" de AT, grandes detentores de Apro, pois suas ações podem influenciar significativamente os movimentos de preço no relativamente pequeno mercado de Apro.
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