Previsão de Preço Excelon - Projeção XLON
Previsão de Preço Excelon até $0.2303062 até 2026
| Ano | Preço Mínimo | Preço Máximo |
|---|---|---|
| 2026 | $0.077153 | $0.2303062 |
| 2027 | $0.074274 | $0.195118 |
| 2028 | $0.134042 | $0.328313 |
| 2029 | $0.294453 | $0.968619 |
| 2030 | $0.25042 | $0.724039 |
| 2031 | $0.296074 | $0.660965 |
| 2032 | $0.451935 | $1.22 |
| 2033 | $1.05 | $3.26 |
| 2034 | $0.8443099 | $1.89 |
| 2035 | $0.998235 | $2.22 |
Calculadora de lucro do investimento
Se você abrir um short de $10,000.00 em Excelon hoje e fechar em Apr 06, 2026, nossa previsão mostra que pode lucrar cerca de $3,954.43, com um retorno de 39.54% nos próximos 90 dias.
Previsão de preço de longo prazo de Excelon para os anos 2027, 2028, 2029, 2030, 2031, 2032 e 2037
[
'name' => 'Excelon'
'name_with_ticker' => 'Excelon <small>XLON</small>'
'name_lang' => 'Excelon'
'name_lang_with_ticker' => 'Excelon <small>XLON</small>'
'name_with_lang' => 'Excelon'
'name_with_lang_with_ticker' => 'Excelon <small>XLON</small>'
'image' => '/uploads/coins/excelon.png?1717173975'
'price_for_sd' => 0.2233
'ticker' => 'XLON'
'marketcap' => '$0'
'low24h' => '$0.2227'
'high24h' => '$0.2243'
'volume24h' => '$19.25K'
'current_supply' => '0'
'max_supply' => '1.45B'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.2233'
'change_24h_pct' => '-0.302%'
'ath_price' => '$0.2602'
'ath_days' => 1408
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '28 de fev. de 2022'
'ath_pct' => '-14.23%'
'fdv' => '$324.72M'
'new_prediction' => true
'change_24h_pct_is_increased' => false
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$11.01'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.225222'
'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' => '$0.197366'
'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' => '$0.077153'
'current_year_max_price_prediction' => '$0.2303062'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.25042'
'grand_prediction_max_price' => '$0.724039'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.22754262598841
107 => 0.22839218755588
108 => 0.23030629314707
109 => 0.21395047044195
110 => 0.22129375465482
111 => 0.22560724615721
112 => 0.20611873462328
113 => 0.22522202094452
114 => 0.21366575195707
115 => 0.2097433806934
116 => 0.21502433686682
117 => 0.21296634311014
118 => 0.21119700092759
119 => 0.21020967758857
120 => 0.21408742896447
121 => 0.21390652722787
122 => 0.20756177333779
123 => 0.19928530053345
124 => 0.20206315647254
125 => 0.20105393536733
126 => 0.19739638788993
127 => 0.19986113327573
128 => 0.18900764197574
129 => 0.17033477430951
130 => 0.18267064265523
131 => 0.18219572514276
201 => 0.18195625019718
202 => 0.19122631432063
203 => 0.19033521155193
204 => 0.18871785130103
205 => 0.19736668380057
206 => 0.19420974359502
207 => 0.20393868943986
208 => 0.21034680240203
209 => 0.20872149767408
210 => 0.2147483588881
211 => 0.2021271526629
212 => 0.20631941109601
213 => 0.20718342974885
214 => 0.19725995855005
215 => 0.19048100698534
216 => 0.19002892820168
217 => 0.17827516038555
218 => 0.18455392827983
219 => 0.19007898419372
220 => 0.18743291117263
221 => 0.18659524350333
222 => 0.19087470595782
223 => 0.19120725684165
224 => 0.18362506144814
225 => 0.18520163996735
226 => 0.19177623447683
227 => 0.18503597705439
228 => 0.17194075789738
301 => 0.16869296249087
302 => 0.1682596467149
303 => 0.15945136798654
304 => 0.16890999570987
305 => 0.16478105123317
306 => 0.1778243373627
307 => 0.17037408227806
308 => 0.170052916672
309 => 0.16956742775369
310 => 0.16198577838678
311 => 0.16364567775918
312 => 0.16916343608285
313 => 0.17113223441473
314 => 0.17092687261882
315 => 0.16913639605686
316 => 0.1699560670582
317 => 0.16731562117057
318 => 0.16638322477151
319 => 0.16344032526026
320 => 0.15911507597547
321 => 0.15971652841682
322 => 0.1511470778206
323 => 0.14647798632062
324 => 0.14518564333106
325 => 0.14345746827469
326 => 0.14538084530218
327 => 0.15112280164376
328 => 0.14419678407182
329 => 0.13232261274837
330 => 0.13303627067751
331 => 0.13463964815735
401 => 0.13165176483107
402 => 0.12882398401678
403 => 0.1312825100097
404 => 0.12625126708552
405 => 0.13524764982769
406 => 0.13500432288659
407 => 0.1383576180403
408 => 0.14045450231645
409 => 0.13562186293426
410 => 0.13440646719848
411 => 0.13509881184624
412 => 0.12365589703562
413 => 0.13742248777303
414 => 0.1375415418214
415 => 0.13652212877947
416 => 0.14385241335133
417 => 0.15932160017106
418 => 0.15350146984288
419 => 0.15124773946544
420 => 0.14696339637046
421 => 0.1526720291654
422 => 0.15223369523529
423 => 0.15025138297014
424 => 0.14905247432698
425 => 0.15126150026254
426 => 0.14877875156736
427 => 0.14833278168034
428 => 0.14563068938498
429 => 0.1446661653729
430 => 0.14395207019317
501 => 0.14316592156582
502 => 0.14489996954171
503 => 0.14097038869534
504 => 0.13623169941617
505 => 0.13583772867594
506 => 0.13692551652799
507 => 0.13644425137974
508 => 0.13583542456356
509 => 0.13467300836738
510 => 0.13432814431306
511 => 0.13544878518533
512 => 0.13418364697796
513 => 0.13605042731859
514 => 0.1355427663596
515 => 0.13270701351028
516 => 0.12917261552985
517 => 0.12914115197418
518 => 0.12837967172687
519 => 0.1274098121426
520 => 0.12714001939364
521 => 0.13107545980796
522 => 0.13922170368779
523 => 0.13762240109108
524 => 0.13877806112032
525 => 0.14446276466543
526 => 0.14626976097741
527 => 0.14498719779622
528 => 0.14323154620874
529 => 0.14330878596851
530 => 0.14930837891478
531 => 0.14968256616759
601 => 0.15062801663805
602 => 0.15184318767687
603 => 0.14519414667868
604 => 0.14299561673543
605 => 0.14195383127853
606 => 0.13874553529297
607 => 0.14220540745489
608 => 0.14018948811264
609 => 0.14046150450552
610 => 0.1402843534728
611 => 0.14038108991557
612 => 0.13524513515537
613 => 0.13711640713215
614 => 0.13400505453158
615 => 0.12983930266515
616 => 0.12982533760419
617 => 0.13084489947188
618 => 0.13023842417752
619 => 0.12860641475429
620 => 0.12883823398999
621 => 0.12680725355358
622 => 0.12908483178706
623 => 0.12915014458123
624 => 0.12827315290082
625 => 0.13178207641473
626 => 0.13321968524139
627 => 0.13264243053036
628 => 0.13317918351202
629 => 0.13768885933439
630 => 0.13842413326439
701 => 0.13875069337463
702 => 0.13831314608784
703 => 0.13326161210752
704 => 0.13348566912033
705 => 0.13184168742451
706 => 0.13045269613006
707 => 0.13050824849754
708 => 0.13122237057912
709 => 0.13434098359206
710 => 0.14090392082551
711 => 0.14115297949608
712 => 0.14145484587036
713 => 0.14022700362028
714 => 0.13985667464879
715 => 0.1403452341522
716 => 0.14280992831424
717 => 0.14914979085695
718 => 0.14690886000917
719 => 0.14508694834777
720 => 0.14668525605868
721 => 0.14643920911453
722 => 0.14436232529306
723 => 0.14430403408147
724 => 0.14031783000813
725 => 0.1388442211237
726 => 0.13761276324215
727 => 0.13626804338352
728 => 0.13547084837591
729 => 0.13669570222625
730 => 0.13697584079387
731 => 0.13429767644331
801 => 0.13393265253849
802 => 0.13611969935935
803 => 0.13515726159481
804 => 0.13614715270294
805 => 0.13637681593116
806 => 0.13633983486182
807 => 0.13533493930038
808 => 0.13597542976483
809 => 0.134460478877
810 => 0.13281319732476
811 => 0.1317623343237
812 => 0.13084531697852
813 => 0.13135413149898
814 => 0.12954030063939
815 => 0.1289600196422
816 => 0.13575844600696
817 => 0.14078051665801
818 => 0.14070749376179
819 => 0.14026298566099
820 => 0.13960253678837
821 => 0.14276161236553
822 => 0.14166105360216
823 => 0.14246180205727
824 => 0.14266562614641
825 => 0.14328254027633
826 => 0.14350303405221
827 => 0.14283654871871
828 => 0.14059974253516
829 => 0.13502583419491
830 => 0.13243116481604
831 => 0.13157488070338
901 => 0.13160600500456
902 => 0.13074745783301
903 => 0.13100033845242
904 => 0.13065951627357
905 => 0.13001408152057
906 => 0.13131427772177
907 => 0.1314641132218
908 => 0.13116063189225
909 => 0.13123211273154
910 => 0.12871941694145
911 => 0.12891045174508
912 => 0.12784674568293
913 => 0.12764731361944
914 => 0.1249583573218
915 => 0.12019448147008
916 => 0.12283413113255
917 => 0.1196458055312
918 => 0.11843833831495
919 => 0.12415430031699
920 => 0.12358057626809
921 => 0.12259861008823
922 => 0.12114607744853
923 => 0.12060731896313
924 => 0.11733399295608
925 => 0.11714058739307
926 => 0.1187629361494
927 => 0.11801427801997
928 => 0.11696287846723
929 => 0.1131548158659
930 => 0.10887329269581
1001 => 0.10900252496762
1002 => 0.11036439782745
1003 => 0.11432422684101
1004 => 0.11277705313967
1005 => 0.11165456086758
1006 => 0.11144435180701
1007 => 0.11407555830251
1008 => 0.11779926674843
1009 => 0.11954634743798
1010 => 0.11781504353427
1011 => 0.11582621482971
1012 => 0.11594726561761
1013 => 0.11675256227781
1014 => 0.11683718757052
1015 => 0.11554266453874
1016 => 0.11590706518947
1017 => 0.11535350727952
1018 => 0.1119563234079
1019 => 0.11189487912425
1020 => 0.11106115541516
1021 => 0.11103591059259
1022 => 0.10961753858131
1023 => 0.10941909853219
1024 => 0.10660283481477
1025 => 0.10845650812201
1026 => 0.10721316138973
1027 => 0.10533914458834
1028 => 0.10501606338542
1029 => 0.10500635117433
1030 => 0.10693054740687
1031 => 0.10843402276871
1101 => 0.10723478993846
1102 => 0.10696174786916
1103 => 0.10987712283294
1104 => 0.10950611479457
1105 => 0.10918482422608
1106 => 0.11746584949909
1107 => 0.11091077181904
1108 => 0.10805238379979
1109 => 0.1045145858328
1110 => 0.10566651068998
1111 => 0.10590923818268
1112 => 0.097401471808088
1113 => 0.09394987204949
1114 => 0.092765413083132
1115 => 0.092083740202201
1116 => 0.09239438709395
1117 => 0.08928754247894
1118 => 0.091375393442694
1119 => 0.088685128621133
1120 => 0.088234096968919
1121 => 0.09304462372973
1122 => 0.093713980425808
1123 => 0.090858296807517
1124 => 0.092692107983642
1125 => 0.092027142559297
1126 => 0.08873124548997
1127 => 0.088605366464899
1128 => 0.086951601171895
1129 => 0.084363778720405
1130 => 0.083181074419527
1201 => 0.082565111750921
1202 => 0.082819269952861
1203 => 0.082690759788591
1204 => 0.081852144039102
1205 => 0.082738828261703
1206 => 0.080473716476176
1207 => 0.079571730711933
1208 => 0.079164324668135
1209 => 0.07715390758351
1210 => 0.080353375201684
1211 => 0.080983710628296
1212 => 0.081615288010418
1213 => 0.087112737925599
1214 => 0.086838100863469
1215 => 0.089320686151453
1216 => 0.089224217452343
1217 => 0.088516143912995
1218 => 0.085528898122928
1219 => 0.086719561052313
1220 => 0.08305488562577
1221 => 0.085800709629042
1222 => 0.084547630222301
1223 => 0.085377042221139
1224 => 0.083885684662163
1225 => 0.084711063511945
1226 => 0.081133186541848
1227 => 0.077792215369259
1228 => 0.079136719698137
1229 => 0.080598349666348
1230 => 0.083767535853819
1231 => 0.08187999470578
]
'min_raw' => 0.07715390758351
'max_raw' => 0.23030629314707
'avg_raw' => 0.15373010036529
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.077153'
'max' => '$0.2303062'
'avg' => '$0.15373'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.14615709241649
'max_diff' => 0.0069952931470749
'year' => 2026
]
1 => [
'items' => [
101 => 0.082558825878448
102 => 0.080284855084976
103 => 0.0755930038104
104 => 0.07561955917908
105 => 0.074897820078023
106 => 0.074274132119075
107 => 0.082096801512629
108 => 0.081123928915438
109 => 0.079573783758232
110 => 0.081648714651473
111 => 0.082197359313227
112 => 0.082212978455443
113 => 0.083726794473434
114 => 0.084534718353602
115 => 0.084677118439224
116 => 0.087059140651692
117 => 0.087857563077679
118 => 0.091146152053347
119 => 0.08446617165702
120 => 0.084328601856641
121 => 0.081677913184292
122 => 0.079996804522559
123 => 0.081793020132613
124 => 0.083384221955238
125 => 0.081727356260379
126 => 0.081943707941784
127 => 0.079719501117338
128 => 0.080514550398419
129 => 0.08119935394399
130 => 0.080821245677018
131 => 0.080255199300713
201 => 0.083253761551609
202 => 0.083084570917953
203 => 0.085876901022635
204 => 0.088053722020677
205 => 0.091954974402465
206 => 0.087883814165183
207 => 0.08773544490474
208 => 0.089185778224747
209 => 0.087857341039204
210 => 0.088696867484374
211 => 0.09181971371312
212 => 0.091885694533017
213 => 0.090780430788261
214 => 0.090713175388946
215 => 0.090925453381387
216 => 0.092168772213495
217 => 0.091734318410228
218 => 0.092237079350393
219 => 0.092865789604619
220 => 0.09546640178372
221 => 0.09609340057577
222 => 0.09457011857269
223 => 0.094707653882102
224 => 0.094137904597924
225 => 0.093587533928346
226 => 0.094824686818377
227 => 0.097085608041209
228 => 0.097071542967623
301 => 0.097596032745292
302 => 0.097922785531672
303 => 0.096520123374872
304 => 0.095607041888112
305 => 0.09595717543102
306 => 0.096517046591047
307 => 0.095775616759579
308 => 0.091199168376047
309 => 0.092587370470956
310 => 0.092356305762749
311 => 0.092027241519833
312 => 0.093423089460913
313 => 0.093288456521802
314 => 0.089255677296853
315 => 0.089513842738514
316 => 0.089271377192431
317 => 0.090054832975609
318 => 0.08781503185583
319 => 0.088503979594983
320 => 0.088936081158496
321 => 0.089190592298966
322 => 0.090110061058265
323 => 0.09000217201183
324 => 0.090103354523656
325 => 0.091466683962944
326 => 0.098361936428698
327 => 0.098737229806892
328 => 0.09688914795556
329 => 0.097627420203365
330 => 0.096210098929973
331 => 0.097161556196028
401 => 0.097812519093069
402 => 0.094870942934308
403 => 0.094696761884858
404 => 0.093273590822402
405 => 0.094038322338837
406 => 0.092821579510047
407 => 0.093120125640375
408 => 0.092285364633195
409 => 0.09378776824686
410 => 0.095467688936856
411 => 0.095892103245227
412 => 0.09477565192175
413 => 0.093967267585825
414 => 0.092548010990296
415 => 0.094908266338858
416 => 0.095598476930256
417 => 0.094904640956453
418 => 0.094743864000707
419 => 0.094439191960087
420 => 0.094808501614402
421 => 0.095594717895144
422 => 0.095223952816282
423 => 0.09546884968291
424 => 0.094535555363873
425 => 0.09652058771441
426 => 0.099673296811114
427 => 0.09968343328638
428 => 0.099312666208955
429 => 0.099160956309161
430 => 0.099541385830626
501 => 0.099747753239985
502 => 0.10097799255356
503 => 0.10229808835193
504 => 0.10845839943997
505 => 0.10672860873733
506 => 0.11219440321319
507 => 0.11651713699901
508 => 0.11781333585114
509 => 0.11662089389805
510 => 0.11254161439098
511 => 0.11234146547713
512 => 0.11843763128808
513 => 0.1167151852244
514 => 0.11651030574591
515 => 0.11433073424405
516 => 0.11561913094683
517 => 0.11533733968829
518 => 0.11489251840099
519 => 0.1173506895594
520 => 0.12195216652549
521 => 0.12123498318795
522 => 0.12069963909565
523 => 0.11835391711952
524 => 0.11976656568512
525 => 0.11926354858841
526 => 0.12142482925842
527 => 0.12014453446774
528 => 0.1167021360014
529 => 0.11725034930346
530 => 0.1171674879657
531 => 0.11887276842506
601 => 0.11836088555882
602 => 0.11706753462064
603 => 0.12193643917747
604 => 0.12162027959782
605 => 0.12206852159762
606 => 0.12226585158828
607 => 0.1252294679923
608 => 0.12644356680788
609 => 0.1267191884948
610 => 0.12787248846783
611 => 0.12669049334084
612 => 0.13141931659704
613 => 0.13456370812793
614 => 0.13821608069996
615 => 0.1435531786929
616 => 0.14555997690916
617 => 0.14519746677354
618 => 0.14924399356033
619 => 0.15651551224695
620 => 0.14666724860078
621 => 0.15703749413365
622 => 0.15375439412819
623 => 0.14597022307568
624 => 0.14546901422925
625 => 0.15074054524209
626 => 0.16243229366251
627 => 0.15950364328991
628 => 0.16243708388536
629 => 0.1590150696119
630 => 0.15884513776022
701 => 0.16227088429018
702 => 0.17027532778516
703 => 0.16647271672277
704 => 0.16102074132635
705 => 0.16504639511694
706 => 0.16155900124686
707 => 0.15370092679751
708 => 0.15950140380616
709 => 0.15562279001855
710 => 0.15675477572023
711 => 0.16490704500153
712 => 0.16392614239338
713 => 0.16519552119746
714 => 0.16295510083367
715 => 0.16086219493203
716 => 0.15695563064538
717 => 0.15579908955139
718 => 0.15611871590178
719 => 0.15579893116045
720 => 0.15361324434525
721 => 0.1531412454856
722 => 0.15235456004079
723 => 0.15259838675513
724 => 0.15111918796594
725 => 0.15391074169921
726 => 0.1544288786712
727 => 0.15646033868201
728 => 0.15667125159945
729 => 0.16232883881355
730 => 0.15921273484791
731 => 0.16130328641953
801 => 0.16111628780993
802 => 0.14613892966606
803 => 0.14820267747194
804 => 0.15141322141814
805 => 0.14996687572217
806 => 0.14792208130083
807 => 0.14627080017065
808 => 0.14376894040628
809 => 0.14729025998068
810 => 0.15192042077042
811 => 0.156788680118
812 => 0.16263757474314
813 => 0.16133216955145
814 => 0.15667933910139
815 => 0.15688806167649
816 => 0.15817830250642
817 => 0.15650732340092
818 => 0.15601451904132
819 => 0.15811059875493
820 => 0.15812503330393
821 => 0.15620236989849
822 => 0.15406568136702
823 => 0.15405672856406
824 => 0.15367652547785
825 => 0.15908270689631
826 => 0.16205556004987
827 => 0.16239639287293
828 => 0.16203261928526
829 => 0.1621726213015
830 => 0.16044278355379
831 => 0.1643966796776
901 => 0.16802516576061
902 => 0.16705265397906
903 => 0.16559472056783
904 => 0.1644334063822
905 => 0.16677908526403
906 => 0.16667463587586
907 => 0.1679934741001
908 => 0.16793364398027
909 => 0.16749016828947
910 => 0.16705266981698
911 => 0.16878730180782
912 => 0.1682877556518
913 => 0.16778743356261
914 => 0.16678396101727
915 => 0.1669203496021
916 => 0.16546266792363
917 => 0.16478827768019
918 => 0.15464706650735
919 => 0.15193700350833
920 => 0.15278964449624
921 => 0.15307035604828
922 => 0.15189093315806
923 => 0.15358192261375
924 => 0.15331838369828
925 => 0.15434365945325
926 => 0.15370311167384
927 => 0.15372939997814
928 => 0.1556131144182
929 => 0.15615996473404
930 => 0.15588183224978
1001 => 0.15607662670793
1002 => 0.16056558277846
1003 => 0.15992739677396
1004 => 0.1595883731786
1005 => 0.15968228503144
1006 => 0.16082930955176
1007 => 0.16115041379224
1008 => 0.15978987256176
1009 => 0.16043151167125
1010 => 0.16316352956333
1011 => 0.16411958120673
1012 => 0.16717083912166
1013 => 0.16587461052762
1014 => 0.16825389421145
1015 => 0.17556700109798
1016 => 0.18140921690744
1017 => 0.17603647380928
1018 => 0.18676495914166
1019 => 0.19511862388273
1020 => 0.19479799631621
1021 => 0.19334134164486
1022 => 0.18383091643081
1023 => 0.1750792813564
1024 => 0.1824003957102
1025 => 0.18241905873629
1026 => 0.18179016852052
1027 => 0.17788418540215
1028 => 0.18165424877471
1029 => 0.18195350271437
1030 => 0.18178600008621
1031 => 0.17879129198741
1101 => 0.17421892623512
1102 => 0.17511235555842
1103 => 0.17657581101545
1104 => 0.17380518452651
1105 => 0.17291980148511
1106 => 0.17456589701008
1107 => 0.17986995976917
1108 => 0.17886725742891
1109 => 0.17884107281857
1110 => 0.18313105864217
1111 => 0.18006035462936
1112 => 0.17512362456335
1113 => 0.17387703511421
1114 => 0.16945248237305
1115 => 0.17250853671108
1116 => 0.17261851866612
1117 => 0.1709447489373
1118 => 0.17525944175217
1119 => 0.17521968109829
1120 => 0.17931583976874
1121 => 0.1871461566997
1122 => 0.18483034667672
1123 => 0.18213731157941
1124 => 0.18243011916425
1125 => 0.18564149565926
1126 => 0.18369982412178
1127 => 0.18439806274447
1128 => 0.18564043879147
1129 => 0.18638999510709
1130 => 0.18232226954545
1201 => 0.18137388813522
1202 => 0.17943383260655
1203 => 0.17892770833197
1204 => 0.18050784307949
1205 => 0.1800915334005
1206 => 0.17260927510867
1207 => 0.17182733748628
1208 => 0.17185131839681
1209 => 0.16988509906621
1210 => 0.16688614264033
1211 => 0.17476722106916
1212 => 0.1741342601757
1213 => 0.17343552033661
1214 => 0.17352111197994
1215 => 0.17694202101136
1216 => 0.17495772101309
1217 => 0.18023330777887
1218 => 0.17914880573848
1219 => 0.17803649031296
1220 => 0.17788273443919
1221 => 0.17745458789866
1222 => 0.17598631410485
1223 => 0.17421328526926
1224 => 0.17304257805487
1225 => 0.15962263125955
1226 => 0.16211329532452
1227 => 0.1649785773001
1228 => 0.16596766115617
1229 => 0.16427576477784
1230 => 0.1760531204861
1231 => 0.17820495686342
]
'min_raw' => 0.074274132119075
'max_raw' => 0.19511862388273
'avg_raw' => 0.1346963780009
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.074274'
'max' => '$0.195118'
'avg' => '$0.134696'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.0028797754644354
'max_diff' => -0.035187669264344
'year' => 2027
]
2 => [
'items' => [
101 => 0.1716869041157
102 => 0.17046764257694
103 => 0.1761330550696
104 => 0.17271611876801
105 => 0.17425476497539
106 => 0.17092905346952
107 => 0.17768664249325
108 => 0.17763516098695
109 => 0.17500630622964
110 => 0.17722819626889
111 => 0.17684208819655
112 => 0.17387411765014
113 => 0.17778073245344
114 => 0.17778267008565
115 => 0.17525245453797
116 => 0.1722977167137
117 => 0.17176947937851
118 => 0.17137152350515
119 => 0.17415689222569
120 => 0.1766542451109
121 => 0.18130119968399
122 => 0.18246955447259
123 => 0.18702972099425
124 => 0.18431436386108
125 => 0.18551804650845
126 => 0.18682481429348
127 => 0.18745132682442
128 => 0.18643045827577
129 => 0.19351427392334
130 => 0.1941123650065
131 => 0.19431289977321
201 => 0.19192427699349
202 => 0.19404593308601
203 => 0.19305328046218
204 => 0.19563588682253
205 => 0.19604087247621
206 => 0.19569786403533
207 => 0.19582641287407
208 => 0.18978162588958
209 => 0.18946817179564
210 => 0.18519420298312
211 => 0.18693587686581
212 => 0.18367990102273
213 => 0.18471240450283
214 => 0.18516752219881
215 => 0.18492979454214
216 => 0.18703434849395
217 => 0.18524504770294
218 => 0.18052278872719
219 => 0.17579924317514
220 => 0.17573994290845
221 => 0.1744963167421
222 => 0.17359740280532
223 => 0.17377056552023
224 => 0.17438081351353
225 => 0.17356193408258
226 => 0.17373668352741
227 => 0.17663868866114
228 => 0.17722066509455
229 => 0.17524288178094
301 => 0.167301796384
302 => 0.16535303410889
303 => 0.1667537657866
304 => 0.16608430626333
305 => 0.13404299750314
306 => 0.1415706277209
307 => 0.13709796545967
308 => 0.13915917400694
309 => 0.13459374402851
310 => 0.1367726065089
311 => 0.13637025016809
312 => 0.14847445679947
313 => 0.14828546626172
314 => 0.14837592603098
315 => 0.14405804555216
316 => 0.15093654639815
317 => 0.15432514325778
318 => 0.15369800416365
319 => 0.15385584156246
320 => 0.15114367211056
321 => 0.14840218575979
322 => 0.14536145548506
323 => 0.15101075648988
324 => 0.15038265065493
325 => 0.15182329945496
326 => 0.15548727497697
327 => 0.15602680929067
328 => 0.15675194887971
329 => 0.15649203795599
330 => 0.162684170625
331 => 0.16193426250178
401 => 0.16374132531545
402 => 0.16002406000553
403 => 0.1558176214613
404 => 0.15661712790972
405 => 0.15654012900951
406 => 0.15555984463464
407 => 0.15467488773248
408 => 0.15320168382545
409 => 0.15786311898045
410 => 0.15767387322594
411 => 0.16073754201738
412 => 0.1601960087996
413 => 0.15657951743562
414 => 0.15670868113219
415 => 0.15757736906557
416 => 0.16058390792151
417 => 0.16147645335472
418 => 0.16106299074827
419 => 0.16204162606955
420 => 0.16281509952531
421 => 0.16213876242698
422 => 0.17171426947052
423 => 0.16773785134402
424 => 0.16967592987114
425 => 0.17013815018003
426 => 0.16895418257824
427 => 0.16921094275637
428 => 0.16959986446327
429 => 0.1719613209089
430 => 0.17815846591516
501 => 0.18090313925303
502 => 0.18916062440984
503 => 0.18067523234002
504 => 0.18017174429064
505 => 0.18165916671954
506 => 0.18650718465016
507 => 0.19043604783176
508 => 0.19173947841065
509 => 0.19191174827894
510 => 0.19435707069537
511 => 0.1957586839019
512 => 0.19406014423565
513 => 0.19262080971302
514 => 0.18746529210973
515 => 0.18806205731032
516 => 0.1921731777588
517 => 0.19798037753607
518 => 0.20296355908112
519 => 0.20121862258545
520 => 0.2145312563142
521 => 0.21585114957118
522 => 0.21566878300032
523 => 0.21867569626616
524 => 0.21270758578071
525 => 0.21015610292148
526 => 0.19293201017395
527 => 0.1977712776744
528 => 0.20480543718651
529 => 0.20387443979833
530 => 0.19876604513702
531 => 0.20295968390569
601 => 0.20157313578156
602 => 0.20047950774812
603 => 0.20548962977952
604 => 0.19998079480153
605 => 0.20475048234356
606 => 0.1986333087348
607 => 0.20122659330838
608 => 0.19975451956136
609 => 0.20070713168626
610 => 0.19513818066916
611 => 0.19814305145934
612 => 0.19501316816519
613 => 0.19501168419298
614 => 0.19494259184579
615 => 0.19862488566133
616 => 0.19874496513046
617 => 0.19602374443714
618 => 0.19563157402177
619 => 0.19708163359221
620 => 0.19538399360643
621 => 0.19617830867096
622 => 0.19540805260055
623 => 0.19523465173503
624 => 0.19385296413682
625 => 0.19325769512922
626 => 0.19349111544529
627 => 0.19269433157011
628 => 0.19221424046438
629 => 0.19484708964114
630 => 0.19344046453483
701 => 0.19463150416976
702 => 0.19327416418458
703 => 0.18856903243105
704 => 0.18586306140373
705 => 0.17697550368727
706 => 0.17949600403068
707 => 0.18116709836601
708 => 0.18061480169815
709 => 0.18180134865114
710 => 0.18187419299732
711 => 0.18148843448749
712 => 0.18104177555183
713 => 0.18082436668374
714 => 0.18244475426674
715 => 0.18338544379842
716 => 0.18133481503891
717 => 0.18085438141191
718 => 0.18292768030608
719 => 0.18419239143382
720 => 0.19353030782127
721 => 0.19283852481421
722 => 0.19457476440636
723 => 0.19437929047305
724 => 0.19619914617028
725 => 0.19917384110685
726 => 0.19312545456302
727 => 0.19417524532956
728 => 0.19391786087681
729 => 0.19672791684207
730 => 0.19673668953006
731 => 0.19505192060619
801 => 0.19596526117207
802 => 0.19545545952438
803 => 0.19637674000558
804 => 0.19282928563039
805 => 0.19714970213534
806 => 0.19959909989215
807 => 0.19963310978238
808 => 0.20079410487949
809 => 0.20197374313845
810 => 0.20423795605169
811 => 0.20191059546921
812 => 0.1977239003453
813 => 0.1980261662103
814 => 0.19557150839101
815 => 0.19561277163242
816 => 0.1953925052159
817 => 0.19605354131276
818 => 0.19297434588037
819 => 0.19369702689374
820 => 0.192685269243
821 => 0.19417304596602
822 => 0.19257244415036
823 => 0.19391773675824
824 => 0.19449832045064
825 => 0.19664068677469
826 => 0.19225601490239
827 => 0.18331537213859
828 => 0.18519480364236
829 => 0.18241497682213
830 => 0.18267226037789
831 => 0.18319201410689
901 => 0.18150732221834
902 => 0.18182870833993
903 => 0.18181722616611
904 => 0.18171827899528
905 => 0.18128002556918
906 => 0.18064447139554
907 => 0.18317632361007
908 => 0.1836065346377
909 => 0.18456284046025
910 => 0.18740815791971
911 => 0.1871238436083
912 => 0.1875875720463
913 => 0.18657525546988
914 => 0.18271921884047
915 => 0.1829286201814
916 => 0.18031738210459
917 => 0.18449606523176
918 => 0.18350649791132
919 => 0.18286851742232
920 => 0.18269443853505
921 => 0.18554680898615
922 => 0.18640028293055
923 => 0.1858684552429
924 => 0.18477766113966
925 => 0.18687230828222
926 => 0.1874327474915
927 => 0.18755820916226
928 => 0.19126952229013
929 => 0.18776563033856
930 => 0.18860905195699
1001 => 0.19518918665869
1002 => 0.18922191248077
1003 => 0.19238291069891
1004 => 0.19222819628517
1005 => 0.19384525601122
1006 => 0.1920955501892
1007 => 0.19211723988986
1008 => 0.19355307937748
1009 => 0.19153670177214
1010 => 0.19103741832067
1011 => 0.19034766180841
1012 => 0.1918537199187
1013 => 0.19275653364267
1014 => 0.20003254921426
1015 => 0.20473318710012
1016 => 0.20452912001245
1017 => 0.20639391119622
1018 => 0.2055538056884
1019 => 0.20284088339501
1020 => 0.2074715109442
1021 => 0.20600618663395
1022 => 0.20612698618972
1023 => 0.20612249002422
1024 => 0.20709680258966
1025 => 0.20640641284261
1026 => 0.20504558378412
1027 => 0.20594896562038
1028 => 0.20863168670915
1029 => 0.21695893528463
1030 => 0.22161897390884
1031 => 0.21667839510814
1101 => 0.22008634020787
1102 => 0.21804278752303
1103 => 0.21767141320977
1104 => 0.21981185457757
1105 => 0.22195604250464
1106 => 0.22181946700326
1107 => 0.22026289667348
1108 => 0.21938362959069
1109 => 0.22604173451762
1110 => 0.23094731280992
1111 => 0.2306127852578
1112 => 0.23208928107867
1113 => 0.23642431847505
1114 => 0.23682065996611
1115 => 0.23677073004804
1116 => 0.23578835630848
1117 => 0.24005676360095
1118 => 0.24361754405982
1119 => 0.23556096517127
1120 => 0.23862880494367
1121 => 0.24000605705712
1122 => 0.24202827177196
1123 => 0.24544008695843
1124 => 0.24914622319022
1125 => 0.24967031148911
1126 => 0.24929844576111
1127 => 0.24685414928996
1128 => 0.25090944777818
1129 => 0.25328494652413
1130 => 0.25469950166502
1201 => 0.25828657814279
1202 => 0.2400145624973
1203 => 0.22708072164532
1204 => 0.22506091562936
1205 => 0.22916827058777
1206 => 0.23025134733476
1207 => 0.22981476045611
1208 => 0.21525654668384
1209 => 0.22498426964674
1210 => 0.23545048162464
1211 => 0.2358525314517
1212 => 0.24109213600601
1213 => 0.24279836602754
1214 => 0.24701693446443
1215 => 0.24675306186011
1216 => 0.2477802161424
1217 => 0.24754409116074
1218 => 0.25535810086568
1219 => 0.2639781139619
1220 => 0.26367963031834
1221 => 0.2624404014484
1222 => 0.26428086764019
1223 => 0.27317764493224
1224 => 0.27235857224713
1225 => 0.27315423159226
1226 => 0.28364403341998
1227 => 0.29728226795292
1228 => 0.29094593875601
1229 => 0.3046939498837
1230 => 0.31334759413782
1231 => 0.32831317707182
]
'min_raw' => 0.13404299750314
'max_raw' => 0.32831317707182
'avg_raw' => 0.23117808728748
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.134042'
'max' => '$0.328313'
'avg' => '$0.231178'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.059768865384065
'max_diff' => 0.13319455318908
'year' => 2028
]
3 => [
'items' => [
101 => 0.32643941238143
102 => 0.33226540399511
103 => 0.32308498251915
104 => 0.30200487914104
105 => 0.29866887209006
106 => 0.30534764268727
107 => 0.32176674849562
108 => 0.30483054661473
109 => 0.30825671819748
110 => 0.30726998055116
111 => 0.30721740149535
112 => 0.30922413020105
113 => 0.3063132655495
114 => 0.29445387930456
115 => 0.29988896613282
116 => 0.29779021809412
117 => 0.30011893551508
118 => 0.31268606299991
119 => 0.30712983637597
120 => 0.30127680297884
121 => 0.30861780575093
122 => 0.31796542492203
123 => 0.31738046771359
124 => 0.31624540623606
125 => 0.32264368835496
126 => 0.33321177589461
127 => 0.33606828749056
128 => 0.33817690595189
129 => 0.3384676488123
130 => 0.34146248097026
131 => 0.32535851366202
201 => 0.35091592335941
202 => 0.35532898200496
203 => 0.35449950988214
204 => 0.35940443883676
205 => 0.35796128431228
206 => 0.3558703798303
207 => 0.36364573553169
208 => 0.3547319176589
209 => 0.34207987540693
210 => 0.33513871479847
211 => 0.34427939501514
212 => 0.34986128945768
213 => 0.35355056660903
214 => 0.35466693964591
215 => 0.32660861880204
216 => 0.31148674005302
217 => 0.32117969095845
218 => 0.33300576003482
219 => 0.32529281925119
220 => 0.32559515192738
221 => 0.3145985252951
222 => 0.33397871748536
223 => 0.33115518649631
224 => 0.34580367026222
225 => 0.34230769205006
226 => 0.3542529619103
227 => 0.35110737202651
228 => 0.36416453976656
301 => 0.36937339748677
302 => 0.37811988029296
303 => 0.38455382864979
304 => 0.38833196618674
305 => 0.38810514098046
306 => 0.40307600416251
307 => 0.39424820918618
308 => 0.38315841814438
309 => 0.38295783881227
310 => 0.38870139873637
311 => 0.40073832466858
312 => 0.40385932443265
313 => 0.40560353752615
314 => 0.40293221445696
315 => 0.39335027570392
316 => 0.38921284313189
317 => 0.39273805555622
318 => 0.38842702368622
319 => 0.39586907415575
320 => 0.40608859898661
321 => 0.40397830752142
322 => 0.41103269549698
323 => 0.41833324490843
324 => 0.42877335845499
325 => 0.43150279073235
326 => 0.4360144384958
327 => 0.44065840604349
328 => 0.44214992326137
329 => 0.44499769242091
330 => 0.44498268327175
331 => 0.45356462731101
401 => 0.46303077734701
402 => 0.46660402984372
403 => 0.47482052692961
404 => 0.46075006361042
405 => 0.47142267166786
406 => 0.48104963128838
407 => 0.46957197315584
408 => 0.48539125094019
409 => 0.4860054776493
410 => 0.49527957171336
411 => 0.48587850067799
412 => 0.48029617470648
413 => 0.49641214061922
414 => 0.50421014887623
415 => 0.50186132532692
416 => 0.48398666214098
417 => 0.47358284148639
418 => 0.4463540360862
419 => 0.47860773227958
420 => 0.49431756684216
421 => 0.48394597746468
422 => 0.48917680386735
423 => 0.5177144966192
424 => 0.52857980234033
425 => 0.52631989470455
426 => 0.52670178189375
427 => 0.53256450364163
428 => 0.55856304053154
429 => 0.54298411458574
430 => 0.55489361974008
501 => 0.56121037833103
502 => 0.56707773574709
503 => 0.55266936033061
504 => 0.53392427561485
505 => 0.52798692042024
506 => 0.48291472730277
507 => 0.48056852391239
508 => 0.47925152885214
509 => 0.47094806128986
510 => 0.4644238102971
511 => 0.45923548367774
512 => 0.44561976526307
513 => 0.45021467053442
514 => 0.42851405720272
515 => 0.44239734058983
516 => 0.40776263773281
517 => 0.43660744744789
518 => 0.42090852893254
519 => 0.43144993049453
520 => 0.43141315253754
521 => 0.4120030901075
522 => 0.40080777117551
523 => 0.4079418641273
524 => 0.41559017807663
525 => 0.41683109128289
526 => 0.4267473299596
527 => 0.42951473902544
528 => 0.42112936035798
529 => 0.40704491049908
530 => 0.41031640696921
531 => 0.40074147440396
601 => 0.38396177337784
602 => 0.39601324760028
603 => 0.40012815076573
604 => 0.40194552642446
605 => 0.38544461762695
606 => 0.38025967383061
607 => 0.37749925325934
608 => 0.40491485038286
609 => 0.4064167386805
610 => 0.39873286580418
611 => 0.43346469981987
612 => 0.42560381610155
613 => 0.43438634917819
614 => 0.41001955295475
615 => 0.41095039738472
616 => 0.39941476555731
617 => 0.40587394856947
618 => 0.40130880620566
619 => 0.40535211041297
620 => 0.40777565028367
621 => 0.41930938922741
622 => 0.43673914421972
623 => 0.41758663324551
624 => 0.40924160994504
625 => 0.41441881546646
626 => 0.42820639601417
627 => 0.44909528631721
628 => 0.43672864282972
629 => 0.44221674921024
630 => 0.44341565630553
701 => 0.43429695123587
702 => 0.44943150597992
703 => 0.45754223682015
704 => 0.46586216838297
705 => 0.47308613183977
706 => 0.46253900475756
707 => 0.47382594260681
708 => 0.46473066311306
709 => 0.45657125715445
710 => 0.45658363160524
711 => 0.4514651170575
712 => 0.44154735014693
713 => 0.43971836176278
714 => 0.44923299031291
715 => 0.45686282137144
716 => 0.45749125080185
717 => 0.46171551731073
718 => 0.46421539471727
719 => 0.48871759171998
720 => 0.49857257804727
721 => 0.51062306878294
722 => 0.51531741405293
723 => 0.52944571029967
724 => 0.51803596363631
725 => 0.51556739317502
726 => 0.48129676781091
727 => 0.48690858079441
728 => 0.4958936348404
729 => 0.48144492804273
730 => 0.49060930687198
731 => 0.49241854938096
801 => 0.48095396651461
802 => 0.48707769557891
803 => 0.47081488674325
804 => 0.43709362901121
805 => 0.4494690473795
806 => 0.45858152081935
807 => 0.44557689766082
808 => 0.46888718132406
809 => 0.45526979482992
810 => 0.45095373706111
811 => 0.43411525691926
812 => 0.44206237137368
813 => 0.45281095746499
814 => 0.44616958091781
815 => 0.45995143446091
816 => 0.47947021456402
817 => 0.49338045962894
818 => 0.49444831552083
819 => 0.48550495985812
820 => 0.49983674438334
821 => 0.49994113578724
822 => 0.48377482429573
823 => 0.47387304852158
824 => 0.47162334423218
825 => 0.47724354662761
826 => 0.48406750988226
827 => 0.49482699798909
828 => 0.50132873131026
829 => 0.51828180355896
830 => 0.52286881882679
831 => 0.52790855791
901 => 0.53464320352314
902 => 0.5427298723094
903 => 0.52503670137936
904 => 0.52573968404461
905 => 0.50926404825318
906 => 0.49165746856486
907 => 0.50501866785715
908 => 0.52248665856597
909 => 0.51847948219695
910 => 0.51802859299625
911 => 0.51878686356559
912 => 0.5157655834455
913 => 0.50210044543618
914 => 0.4952378986762
915 => 0.50409233481898
916 => 0.50879807356325
917 => 0.51609626397208
918 => 0.51519660795808
919 => 0.53399596268279
920 => 0.54130082346583
921 => 0.53943192748491
922 => 0.53977584932289
923 => 0.55300095084496
924 => 0.56770998368708
925 => 0.58148693397155
926 => 0.5955014395347
927 => 0.57860640608286
928 => 0.57002815003682
929 => 0.57887872060977
930 => 0.57418248328296
1001 => 0.60116845595729
1002 => 0.60303690615463
1003 => 0.63002092743597
1004 => 0.65563197682945
1005 => 0.63954613557502
1006 => 0.65471435935575
1007 => 0.67112003005804
1008 => 0.7027692305669
1009 => 0.69211089326781
1010 => 0.68394677393415
1011 => 0.67623172061258
1012 => 0.69228552184454
1013 => 0.71293848066373
1014 => 0.7173869301818
1015 => 0.72459511783959
1016 => 0.71701658989268
1017 => 0.72614409205726
1018 => 0.75836818552591
1019 => 0.74966095102074
1020 => 0.7372952782656
1021 => 0.76273310522427
1022 => 0.77193895591356
1023 => 0.83655043719244
1024 => 0.9181251012742
1025 => 0.88435265469623
1026 => 0.86338900727524
1027 => 0.86831596168354
1028 => 0.89810426752956
1029 => 0.90767132593373
1030 => 0.88166476322839
1031 => 0.89085072083337
1101 => 0.94146625038021
1102 => 0.96861985804148
1103 => 0.93174161162142
1104 => 0.82999599236096
1105 => 0.73618188472976
1106 => 0.76106561057788
1107 => 0.75824456829861
1108 => 0.81262464038079
1109 => 0.74945328635747
1110 => 0.75051692994725
1111 => 0.80602152433059
1112 => 0.79121385013876
1113 => 0.76722731437162
1114 => 0.73635701298595
1115 => 0.67929040571726
1116 => 0.62874492023932
1117 => 0.72787625719168
1118 => 0.72360153368365
1119 => 0.7174111005655
1120 => 0.73118723959512
1121 => 0.79808026029767
1122 => 0.7965381596589
1123 => 0.78672810218169
1124 => 0.79416894431627
1125 => 0.76592289876949
1126 => 0.77320254785739
1127 => 0.7361670240958
1128 => 0.75290862757614
1129 => 0.76717585003877
1130 => 0.77004020617798
1201 => 0.77649374681727
1202 => 0.72134894863986
1203 => 0.7461073440553
1204 => 0.76065058181395
1205 => 0.69494370453288
1206 => 0.75935176811382
1207 => 0.7203890003897
1208 => 0.707164451823
1209 => 0.72496956426627
1210 => 0.71803089463108
1211 => 0.71206543393111
1212 => 0.70873660436089
1213 => 0.72181071386068
1214 => 0.72120079102558
1215 => 0.69980901030862
1216 => 0.67190430440388
1217 => 0.68127003964626
1218 => 0.67786738022847
1219 => 0.66553570354659
1220 => 0.67384576469785
1221 => 0.63725246101338
1222 => 0.57429558397867
1223 => 0.6158868253691
1224 => 0.61428560781813
1225 => 0.6134782013195
1226 => 0.64473286972693
1227 => 0.64172845452744
1228 => 0.63627541152104
1229 => 0.66543555413545
1230 => 0.65479170982192
1231 => 0.68759352999108
]
'min_raw' => 0.29445387930456
'max_raw' => 0.96861985804148
'avg_raw' => 0.63153686867302
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.294453'
'max' => '$0.968619'
'avg' => '$0.631536'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072434
'min_diff' => 0.16041088180142
'max_diff' => 0.64030668096967
'year' => 2029
]
4 => [
'items' => [
101 => 0.7091989302432
102 => 0.70371910187778
103 => 0.72403908524286
104 => 0.68148580727012
105 => 0.69562029927148
106 => 0.6985333984834
107 => 0.665075722502
108 => 0.6422200140103
109 => 0.64069579882806
110 => 0.60106715001411
111 => 0.62223645433924
112 => 0.64086456610003
113 => 0.63194314616648
114 => 0.62911889113536
115 => 0.64354739758318
116 => 0.64466861610598
117 => 0.6191047149648
118 => 0.62442025951552
119 => 0.64658696392775
120 => 0.62386171543823
121 => 0.57971026977137
122 => 0.5687601008045
123 => 0.56729914641266
124 => 0.53760141970564
125 => 0.56949184345513
126 => 0.55557081887826
127 => 0.59954716871713
128 => 0.57442811353906
129 => 0.57334528127515
130 => 0.5717084214913
131 => 0.54614636131693
201 => 0.55174282794144
202 => 0.57034633536727
203 => 0.57698427640031
204 => 0.57629188476752
205 => 0.57025516803177
206 => 0.57301874604041
207 => 0.56411629838019
208 => 0.56097265882295
209 => 0.55105046765409
210 => 0.53646758771115
211 => 0.53849542660922
212 => 0.50960292562415
213 => 0.4938607576464
214 => 0.48950353302859
215 => 0.48367687016872
216 => 0.49016167010278
217 => 0.50952107679901
218 => 0.4861695249961
219 => 0.44613492735092
220 => 0.44854107488504
221 => 0.45394697400257
222 => 0.44387311676065
223 => 0.43433905631592
224 => 0.44262814834984
225 => 0.4256649615608
226 => 0.45599689408344
227 => 0.45517650031296
228 => 0.46648236904328
301 => 0.47355216078012
302 => 0.45725857969894
303 => 0.45316078811955
304 => 0.45549507643742
305 => 0.41691449023462
306 => 0.46332951205847
307 => 0.46373091109463
308 => 0.46029388885062
309 => 0.48500845506879
310 => 0.53716389845564
311 => 0.51754092270566
312 => 0.50994231338768
313 => 0.49549735151966
314 => 0.51474440555183
315 => 0.51326653210298
316 => 0.50658302790039
317 => 0.50254082370487
318 => 0.50998870887587
319 => 0.50161794831008
320 => 0.50011432969935
321 => 0.4910040368715
322 => 0.48775207682386
323 => 0.48534445506886
324 => 0.48269390008462
325 => 0.48854036390269
326 => 0.47529150772457
327 => 0.45931468597514
328 => 0.45798638611828
329 => 0.46165393880839
330 => 0.4600313197602
331 => 0.45797861764255
401 => 0.45405945027979
402 => 0.45289671704302
403 => 0.45667503598455
404 => 0.45240953418924
405 => 0.45870351444212
406 => 0.45699190007515
407 => 0.44743096135772
408 => 0.43551449180292
409 => 0.43540841022824
410 => 0.43284102640959
411 => 0.42957107710779
412 => 0.42866145201834
413 => 0.4419300641389
414 => 0.46939569413233
415 => 0.46400353376779
416 => 0.46789992224199
417 => 0.48706629713762
418 => 0.49315871136394
419 => 0.48883446005284
420 => 0.48291515815
421 => 0.48317557739276
422 => 0.50340362388931
423 => 0.50466522233707
424 => 0.50785287460749
425 => 0.51194990860539
426 => 0.48953220265876
427 => 0.48211970545866
428 => 0.47860725305557
429 => 0.46779025914419
430 => 0.47945545969864
501 => 0.47265864688925
502 => 0.47357576914943
503 => 0.47297849207435
504 => 0.47330464574504
505 => 0.45598841569013
506 => 0.46229753980788
507 => 0.45180739728738
508 => 0.43776227402617
509 => 0.43771518984815
510 => 0.44115271386861
511 => 0.43910794007091
512 => 0.43360550635724
513 => 0.43438710109551
514 => 0.42753950875561
515 => 0.43521852278524
516 => 0.43543872943077
517 => 0.43248189075065
518 => 0.44431247136302
519 => 0.44915946989274
520 => 0.44721321533186
521 => 0.44902291548443
522 => 0.46422760237508
523 => 0.46670662976526
524 => 0.46780764997662
525 => 0.46633242875062
526 => 0.44930082924916
527 => 0.450056253111
528 => 0.4445134540444
529 => 0.4398303729189
530 => 0.4400176716044
531 => 0.44242538406084
601 => 0.45294000556858
602 => 0.47506740666082
603 => 0.47590712535735
604 => 0.47692488891387
605 => 0.47278513304253
606 => 0.4715365430596
607 => 0.4731837555355
608 => 0.48149364398227
609 => 0.50286893318006
610 => 0.49531347836999
611 => 0.48917077600175
612 => 0.49455958203937
613 => 0.49373001758873
614 => 0.48672765878124
615 => 0.48653112589159
616 => 0.47309136055047
617 => 0.4681229853125
618 => 0.46397103908722
619 => 0.45943722219851
620 => 0.45674942357197
621 => 0.46087910384497
622 => 0.46182361058435
623 => 0.45279399249297
624 => 0.4515632889127
625 => 0.45893706996396
626 => 0.45569214384557
627 => 0.45902963082863
628 => 0.45980395643714
629 => 0.45967927217994
630 => 0.45629119663494
701 => 0.45845065495345
702 => 0.45334289226466
703 => 0.44778896750175
704 => 0.44424590952476
705 => 0.44115412152138
706 => 0.44286962520143
707 => 0.43675416782066
708 => 0.43479770992472
709 => 0.45771907906449
710 => 0.47465134089429
711 => 0.47440513910137
712 => 0.47290644900495
713 => 0.47067969951985
714 => 0.48133074338787
715 => 0.47762013267859
716 => 0.48031991200149
717 => 0.48100711914855
718 => 0.48308708820914
719 => 0.48383049836892
720 => 0.48158339653451
721 => 0.47404184831785
722 => 0.45524902719083
723 => 0.44650091822595
724 => 0.44361389655626
725 => 0.44371883431072
726 => 0.44082418257999
727 => 0.44167678724388
728 => 0.44052768147245
729 => 0.4383515531399
730 => 0.44273525540906
731 => 0.44324043625857
801 => 0.44221722776761
802 => 0.44245823040792
803 => 0.4339865011208
804 => 0.43463058829887
805 => 0.43104422904474
806 => 0.43037182991879
807 => 0.42130582602436
808 => 0.40524408598709
809 => 0.41414384911857
810 => 0.40339418675181
811 => 0.39932312672956
812 => 0.41859489169518
813 => 0.41666054100819
814 => 0.41334977347408
815 => 0.40845245826673
816 => 0.40663599641831
817 => 0.39559974924921
818 => 0.39494766889037
819 => 0.40041753099112
820 => 0.39789337783809
821 => 0.39434851083968
822 => 0.38150936190885
823 => 0.36707390761447
824 => 0.36750962324158
825 => 0.37210127267145
826 => 0.38545211265708
827 => 0.38023570850282
828 => 0.37645114743756
829 => 0.37574241291352
830 => 0.38461370931805
831 => 0.39716845232451
901 => 0.40305885684659
902 => 0.39722164485945
903 => 0.39051617002643
904 => 0.39092430120934
905 => 0.39363941512323
906 => 0.39392473520594
907 => 0.38956016042359
908 => 0.39078876265918
909 => 0.38892240351758
910 => 0.37746856091061
911 => 0.37726139721838
912 => 0.37445043952447
913 => 0.37436532484264
914 => 0.36958318457904
915 => 0.36891413009879
916 => 0.35941890035024
917 => 0.36566868932494
918 => 0.36147665900936
919 => 0.3551582805238
920 => 0.35406898969135
921 => 0.35403624429357
922 => 0.36052380623466
923 => 0.36559287838641
924 => 0.36154958117146
925 => 0.36062900077164
926 => 0.370458391007
927 => 0.36920751150267
928 => 0.36812425791923
929 => 0.3960443127899
930 => 0.37394341073072
1001 => 0.36430615595752
1002 => 0.35237822311065
1003 => 0.35626201819145
1004 => 0.3570803908798
1005 => 0.32839586255457
1006 => 0.31675855298545
1007 => 0.31276506688409
1008 => 0.31046675917316
1009 => 0.31151412685736
1010 => 0.30103918332489
1011 => 0.30807851861829
1012 => 0.2990081029441
1013 => 0.29748741823864
1014 => 0.31370644507297
1015 => 0.31596322790678
1016 => 0.30633509121025
1017 => 0.31251791362317
1018 => 0.31027593626858
1019 => 0.29916358918716
1020 => 0.29873917926554
1021 => 0.29316339411797
1022 => 0.28443837004678
1023 => 0.2804507999226
1024 => 0.27837403878025
1025 => 0.27923095090285
1026 => 0.27879766991172
1027 => 0.27597021836204
1028 => 0.27895973612485
1029 => 0.27132275359489
1030 => 0.26828164561611
1031 => 0.26690804769527
1101 => 0.26012978613161
1102 => 0.27091701458598
1103 => 0.27304223448542
1104 => 0.27517164172457
1105 => 0.2937066779333
1106 => 0.29278071990378
1107 => 0.30115092953079
1108 => 0.30082567857651
1109 => 0.29843835920248
1110 => 0.28836665145843
1111 => 0.29238105465428
1112 => 0.28002534559422
1113 => 0.28928308292857
1114 => 0.28505823822153
1115 => 0.2878546586833
1116 => 0.28282644254996
1117 => 0.28560926496811
1118 => 0.27354620296403
1119 => 0.26228188539649
1120 => 0.2668149756116
1121 => 0.27174296309717
1122 => 0.28242809559374
1123 => 0.27606411882921
1124 => 0.27835284552234
1125 => 0.27068599422858
1126 => 0.25486709008175
1127 => 0.25495662336129
1128 => 0.25252322959186
1129 => 0.25042042209377
1130 => 0.27679509811547
1201 => 0.27351499023025
1202 => 0.26828856760505
1203 => 0.27528434197866
1204 => 0.27713413576091
1205 => 0.27718679678939
1206 => 0.2822907331853
1207 => 0.28501470495473
1208 => 0.28549481678546
1209 => 0.29352597098228
1210 => 0.29621790793557
1211 => 0.30730561526898
1212 => 0.28478359498143
1213 => 0.28431976879463
1214 => 0.27538278687064
1215 => 0.26971481164634
1216 => 0.27577087798341
1217 => 0.28113572602255
1218 => 0.27554948765367
1219 => 0.27627893245272
1220 => 0.26877986385493
1221 => 0.27146042801467
1222 => 0.27376929098002
1223 => 0.27249447255924
1224 => 0.27058600768144
1225 => 0.28069586966326
1226 => 0.28012543162938
1227 => 0.28953996753158
1228 => 0.29687927150726
1229 => 0.3100326162892
1230 => 0.29630641530988
1231 => 0.29580617798948
]
'min_raw' => 0.25042042209377
'max_raw' => 0.72403908524286
'avg_raw' => 0.48722975366831
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.25042'
'max' => '$0.724039'
'avg' => '$0.487229'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.044033457210792
'max_diff' => -0.24458077279862
'year' => 2030
]
5 => [
'items' => [
101 => 0.30069607803693
102 => 0.29621715931735
103 => 0.2990476813411
104 => 0.30957657543148
105 => 0.30979903437239
106 => 0.3060725604899
107 => 0.30584580421549
108 => 0.30656151428778
109 => 0.31075345053598
110 => 0.30928865920567
111 => 0.31098375281708
112 => 0.31310349333435
113 => 0.32187163886514
114 => 0.32398560906819
115 => 0.31884975744265
116 => 0.31931346734075
117 => 0.31739251785052
118 => 0.31553690471238
119 => 0.31970805205637
120 => 0.32733090581163
121 => 0.32728348443405
122 => 0.32905183833816
123 => 0.33015350817059
124 => 0.3254243347782
125 => 0.32234581679627
126 => 0.32352631648173
127 => 0.32541396118672
128 => 0.32291417874494
129 => 0.30748436350245
130 => 0.31216478378661
131 => 0.31138573299046
201 => 0.31027626992094
202 => 0.31498246870928
203 => 0.3145285443553
204 => 0.30093174763873
205 => 0.30180217044982
206 => 0.3009846809328
207 => 0.30362615680492
208 => 0.29607451095167
209 => 0.29839734635502
210 => 0.29985420694477
211 => 0.30071230902426
212 => 0.3038123621415
213 => 0.30344860668887
214 => 0.30378975059183
215 => 0.30838631098101
216 => 0.33163413608045
217 => 0.33289946390718
218 => 0.32666852691646
219 => 0.32915766334446
220 => 0.32437906571701
221 => 0.32758697031814
222 => 0.32978173717429
223 => 0.31986400778074
224 => 0.31927674421158
225 => 0.31447842361188
226 => 0.31705676931139
227 => 0.31295443591385
228 => 0.31396100503608
301 => 0.31114655001922
302 => 0.31621200869716
303 => 0.3218759785918
304 => 0.32330692106414
305 => 0.31954272747889
306 => 0.31681720325073
307 => 0.31203208054957
308 => 0.31998984624501
309 => 0.32231693944287
310 => 0.31997762301512
311 => 0.31943555228373
312 => 0.31840832922726
313 => 0.31965348251116
314 => 0.32230426559355
315 => 0.32105420524417
316 => 0.32187989212816
317 => 0.318733225171
318 => 0.32542590033137
319 => 0.33605547916603
320 => 0.33608965500009
321 => 0.33483958791242
322 => 0.33432808739322
323 => 0.33561073208558
324 => 0.33630651421435
325 => 0.34045435195264
326 => 0.34490514710297
327 => 0.36567506603549
328 => 0.35984295591141
329 => 0.37827126359636
330 => 0.39284566235888
331 => 0.39721588728655
401 => 0.39319548598807
402 => 0.37944191032378
403 => 0.3787670942868
404 => 0.3993207429391
405 => 0.39351339577808
406 => 0.3928226303121
407 => 0.38547405282077
408 => 0.38981797225717
409 => 0.38886789335498
410 => 0.38736814732841
411 => 0.39565604301303
412 => 0.41117024386907
413 => 0.4087522101744
414 => 0.40694726019069
415 => 0.39903849477509
416 => 0.40380133804199
417 => 0.4021053807809
418 => 0.40939228945561
419 => 0.4050756861815
420 => 0.39346939941165
421 => 0.39531773883457
422 => 0.39503836604914
423 => 0.40078783817675
424 => 0.39906198935471
425 => 0.39470136636775
426 => 0.41111721801716
427 => 0.41005126392081
428 => 0.4115625431184
429 => 0.41222785495904
430 => 0.42221989457828
501 => 0.42631331350067
502 => 0.42724259126144
503 => 0.43113102264134
504 => 0.42714584354643
505 => 0.4430894013106
506 => 0.45369093689139
507 => 0.4660051660185
508 => 0.48399956452597
509 => 0.49076562482227
510 => 0.4895433965904
511 => 0.50318654417154
512 => 0.5277029771047
513 => 0.49449886863784
514 => 0.52946287547932
515 => 0.51839367459218
516 => 0.49214879841519
517 => 0.49045893779615
518 => 0.50823227265249
519 => 0.54765181874376
520 => 0.53777766954068
521 => 0.54766796931453
522 => 0.53613040927413
523 => 0.53555747217194
524 => 0.54710761577569
525 => 0.57409515587141
526 => 0.56127438718474
527 => 0.54289267149096
528 => 0.55646544430808
529 => 0.54470745239306
530 => 0.51821340575382
531 => 0.53777011896488
601 => 0.52469310178377
602 => 0.52850967060969
603 => 0.55599561566487
604 => 0.55268843403704
605 => 0.55696823330023
606 => 0.54941449962256
607 => 0.54235812125314
608 => 0.52918686701309
609 => 0.52528750796759
610 => 0.52636515052352
611 => 0.52528697394146
612 => 0.51791777824422
613 => 0.51632640113503
614 => 0.51367403623322
615 => 0.51449611502407
616 => 0.50950889303193
617 => 0.51892081134373
618 => 0.52066774631994
619 => 0.52751695557842
620 => 0.52822806320501
621 => 0.54730301349748
622 => 0.5367968514179
623 => 0.54384529199927
624 => 0.54321481313118
625 => 0.49271760446337
626 => 0.49967567427715
627 => 0.5105002473448
628 => 0.50562379185018
629 => 0.49872962469565
630 => 0.49316221507651
701 => 0.48472702020664
702 => 0.49659939500241
703 => 0.51221030537253
704 => 0.52862398165392
705 => 0.54834393823934
706 => 0.54394267349508
707 => 0.52825533078247
708 => 0.52895905351695
709 => 0.53330919055679
710 => 0.52767536783857
711 => 0.52601384353368
712 => 0.53308092263174
713 => 0.53312958972149
714 => 0.52664719581396
715 => 0.51944320125129
716 => 0.51941301625103
717 => 0.51813113500094
718 => 0.53635845310081
719 => 0.54638163506602
720 => 0.54753077672517
721 => 0.54630428867648
722 => 0.54677631524885
723 => 0.54094404650904
724 => 0.55427488334268
725 => 0.56650857750435
726 => 0.56322968613426
727 => 0.55831416184864
728 => 0.55439870999141
729 => 0.56230733011155
730 => 0.56195517170692
731 => 0.56640172685829
801 => 0.56620000543207
802 => 0.56470479617807
803 => 0.5632297395329
804 => 0.56907817239816
805 => 0.56739391765592
806 => 0.56570704680087
807 => 0.56232376905404
808 => 0.56278361269013
809 => 0.55786893713907
810 => 0.5555951833489
811 => 0.52140338184292
812 => 0.51226621523118
813 => 0.51514095385141
814 => 0.51608739244774
815 => 0.51211088582872
816 => 0.51781217483967
817 => 0.51692363498647
818 => 0.52038042377683
819 => 0.51822077221693
820 => 0.51830940507027
821 => 0.52466047982166
822 => 0.52650422384139
823 => 0.52556648075212
824 => 0.5262232438679
825 => 0.54135807266857
826 => 0.5392063839977
827 => 0.53806334227604
828 => 0.53837997264462
829 => 0.54224724589759
830 => 0.54332987126312
831 => 0.53874271151461
901 => 0.54090604257006
902 => 0.5501172316366
903 => 0.55334062650175
904 => 0.56362815559396
905 => 0.55925783038934
906 => 0.56727975144567
907 => 0.59193640189841
908 => 0.61163384039049
909 => 0.5935192619221
910 => 0.62969109925914
911 => 0.65785606316792
912 => 0.6567750449419
913 => 0.65186383201705
914 => 0.61979876941121
915 => 0.59029202073817
916 => 0.6149756689259
917 => 0.61503859262137
918 => 0.6129182453512
919 => 0.59974895056057
920 => 0.61245998243858
921 => 0.61346893798937
922 => 0.61290419118387
923 => 0.60280732374494
924 => 0.58739127337872
925 => 0.59040353271947
926 => 0.59533767496804
927 => 0.58599631432159
928 => 0.58301118358205
929 => 0.58856110957122
930 => 0.60644412748132
1001 => 0.60306344653468
1002 => 0.60297516329276
1003 => 0.61743915001431
1004 => 0.60708605704538
1005 => 0.59044152695634
1006 => 0.58623856359448
1007 => 0.57132087511524
1008 => 0.58162457568284
1009 => 0.58199538752294
1010 => 0.57635215602334
1011 => 0.59089944409091
1012 => 0.59076538827037
1013 => 0.60457587321245
1014 => 0.63097633344043
1015 => 0.62316841826327
1016 => 0.61408866241099
1017 => 0.61507588362645
1018 => 0.62590326369051
1019 => 0.61935678253874
1020 => 0.6217109428046
1021 => 0.625899700387
1022 => 0.62842688183746
1023 => 0.61471226110684
1024 => 0.6115147269684
1025 => 0.60497369430311
1026 => 0.6032672609749
1027 => 0.60859479559765
1028 => 0.60719117844913
1029 => 0.58196422222363
1030 => 0.57932786493661
1031 => 0.57940871825075
1101 => 0.57277947250058
1102 => 0.56266828153027
1103 => 0.58923988769238
1104 => 0.58710581584818
1105 => 0.58474996569621
1106 => 0.58503854389753
1107 => 0.59657237753721
1108 => 0.58988217155364
1109 => 0.60766918066417
1110 => 0.60401270631748
1111 => 0.60026245720094
1112 => 0.59974405853765
1113 => 0.598300532584
1114 => 0.59335014497659
1115 => 0.58737225446846
1116 => 0.58342513335899
1117 => 0.5381788457878
1118 => 0.54657629357547
1119 => 0.55623679180373
1120 => 0.55957155708011
1121 => 0.55386721031613
1122 => 0.59357538735523
1123 => 0.60083045393779
1124 => 0.57885438402294
1125 => 0.57474355861889
1126 => 0.59384489238435
1127 => 0.58232445308069
1128 => 0.58751210619372
1129 => 0.57629923765789
1130 => 0.5990829208512
1201 => 0.59890934735838
1202 => 0.59004598000336
1203 => 0.5975372373981
1204 => 0.59623544707498
1205 => 0.58622872716067
1206 => 0.59940015172115
1207 => 0.5994066845834
1208 => 0.59087588621042
1209 => 0.58091378134267
1210 => 0.57913279228673
1211 => 0.57779105627529
1212 => 0.58718212138482
1213 => 0.59560212099693
1214 => 0.61126965278013
1215 => 0.6152088425218
1216 => 0.63058376233024
1217 => 0.62142874617557
1218 => 0.62548704625963
1219 => 0.62989290508247
1220 => 0.63200523582224
1221 => 0.62856330623571
1222 => 0.6524468852677
1223 => 0.65446339111195
1224 => 0.65513950807882
1225 => 0.64708609960868
1226 => 0.65423941125389
1227 => 0.65089261362788
1228 => 0.6596000512836
1229 => 0.66096548869016
1230 => 0.65980901178365
1231 => 0.66024242316846
]
'min_raw' => 0.29607451095167
'max_raw' => 0.66096548869016
'avg_raw' => 0.47851999982092
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.296074'
'max' => '$0.660965'
'avg' => '$0.478519'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.0456540888579
'max_diff' => -0.063073596552699
'year' => 2031
]
6 => [
'items' => [
101 => 0.63986200181671
102 => 0.63880516945433
103 => 0.62439518520394
104 => 0.6302673602992
105 => 0.61928961041929
106 => 0.62277076798956
107 => 0.62430522907685
108 => 0.62350371368475
109 => 0.63059936426855
110 => 0.62456661172668
111 => 0.60864518589234
112 => 0.59271942227618
113 => 0.59251948728682
114 => 0.58832651483977
115 => 0.58529576374175
116 => 0.5858795939249
117 => 0.58793708764049
118 => 0.58517617846668
119 => 0.58576535842056
120 => 0.59554967134045
121 => 0.59751184551801
122 => 0.59084361099173
123 => 0.56406968714707
124 => 0.55749929907829
125 => 0.56222196372567
126 => 0.55996483420278
127 => 0.45193532466507
128 => 0.47731525550659
129 => 0.46223536242157
130 => 0.46918487094767
131 => 0.45379220502725
201 => 0.46113839200321
202 => 0.45978181950855
203 => 0.50059199725496
204 => 0.49995480246202
205 => 0.5002597938898
206 => 0.48570175839067
207 => 0.50889310423452
208 => 0.52031799513103
209 => 0.51820355188971
210 => 0.51873571169966
211 => 0.50959144303494
212 => 0.50034833039886
213 => 0.4900962959806
214 => 0.50914330873997
215 => 0.50702560606448
216 => 0.51188285407668
217 => 0.52423620335972
218 => 0.52605528096746
219 => 0.52850013971953
220 => 0.52762383189381
221 => 0.54850103950827
222 => 0.5459726719139
223 => 0.55206531035531
224 => 0.53953229083174
225 => 0.52534998959569
226 => 0.5280455814063
227 => 0.52778597423836
228 => 0.52448087702721
229 => 0.52149718304587
301 => 0.5165301732175
302 => 0.5322465272936
303 => 0.53160847201954
304 => 0.5419378452484
305 => 0.54011202819602
306 => 0.52791877506701
307 => 0.52835425948791
308 => 0.53128310150516
309 => 0.54141985716779
310 => 0.54442913641141
311 => 0.54303511836672
312 => 0.54633465567853
313 => 0.54894247543682
314 => 0.54666215768947
315 => 0.5789466482273
316 => 0.56553987688917
317 => 0.57207424395566
318 => 0.57363265199829
319 => 0.56964082256688
320 => 0.57050650743386
321 => 0.57181778412232
322 => 0.57977959940038
323 => 0.60067370645983
324 => 0.60992756424546
325 => 0.63776825197083
326 => 0.60915916017628
327 => 0.60746161506538
328 => 0.61247656363295
329 => 0.62882199456383
330 => 0.64206843108505
331 => 0.6464630382844
401 => 0.64704385817285
402 => 0.65528843342678
403 => 0.66001407021011
404 => 0.6542873251371
405 => 0.64943450830292
406 => 0.6320523207567
407 => 0.6340643562953
408 => 0.64792528591662
409 => 0.66750466541141
410 => 0.68430580990518
411 => 0.67842263468246
412 => 0.72330710875734
413 => 0.72775722102523
414 => 0.72714235939916
415 => 0.73728037741091
416 => 0.71715847622906
417 => 0.70855597363034
418 => 0.65048374238428
419 => 0.66679967062889
420 => 0.6905158305333
421 => 0.68737690783892
422 => 0.67015359858157
423 => 0.68429274448066
424 => 0.67961790067445
425 => 0.67593065740504
426 => 0.69282263362947
427 => 0.67424921188657
428 => 0.69033054644349
429 => 0.66970606853413
430 => 0.67844950853132
501 => 0.67348630911631
502 => 0.67669810740466
503 => 0.65792200023877
504 => 0.66805313190125
505 => 0.65750051185354
506 => 0.65749550853764
507 => 0.65726255886521
508 => 0.66967766955386
509 => 0.6700825258677
510 => 0.6609077403106
511 => 0.65958551037473
512 => 0.66447448745639
513 => 0.6587507757189
514 => 0.66142886441626
515 => 0.65883189229733
516 => 0.65824725917275
517 => 0.65358880296903
518 => 0.65158181194955
519 => 0.65236880484207
520 => 0.64968239237723
521 => 0.64806373169538
522 => 0.6569405665145
523 => 0.65219803176114
524 => 0.65621370504602
525 => 0.65163733851953
526 => 0.63577365831071
527 => 0.62665028806725
528 => 0.59668526671673
529 => 0.60518330960025
530 => 0.61081752082388
531 => 0.60895541404808
601 => 0.61295593994216
602 => 0.61320153974113
603 => 0.61190092799243
604 => 0.61039498620612
605 => 0.60966197702835
606 => 0.6151252268963
607 => 0.61829682732919
608 => 0.61138298929619
609 => 0.60976317377993
610 => 0.61675344575475
611 => 0.62101750762124
612 => 0.65250094467401
613 => 0.65016854996698
614 => 0.65602240297228
615 => 0.65536334895858
616 => 0.66149911950005
617 => 0.67152851116526
618 => 0.65113595364789
619 => 0.65467539651132
620 => 0.65380760685888
621 => 0.66328190673756
622 => 0.66331148446763
623 => 0.65763116841398
624 => 0.66071055989927
625 => 0.65899172805086
626 => 0.66209788951498
627 => 0.65013739941367
628 => 0.66470398530195
629 => 0.67296230085054
630 => 0.67307696756994
701 => 0.67699134359793
702 => 0.68096857634773
703 => 0.68860252826702
704 => 0.68075566957204
705 => 0.66663993465607
706 => 0.66765904512346
707 => 0.65938299490697
708 => 0.6595221168063
709 => 0.6587794732045
710 => 0.66100820255711
711 => 0.65062648017425
712 => 0.65306304966681
713 => 0.64965183810869
714 => 0.65466798120359
715 => 0.64927144043163
716 => 0.65380718838443
717 => 0.65576466683843
718 => 0.66298780447519
719 => 0.64820457712973
720 => 0.61806057583583
721 => 0.62439721036849
722 => 0.61502483016278
723 => 0.61589227963398
724 => 0.61764466561938
725 => 0.61196460929569
726 => 0.61304818504311
727 => 0.6130094720924
728 => 0.61267586479767
729 => 0.6111982627737
730 => 0.60905544750428
731 => 0.61759176401387
801 => 0.6190422505299
802 => 0.62226650237775
803 => 0.63185968884606
804 => 0.63090110329496
805 => 0.63246459610013
806 => 0.62905150008507
807 => 0.61605060336913
808 => 0.61675661461
809 => 0.6079526431232
810 => 0.62204136503281
811 => 0.61870496972257
812 => 0.61655397396153
813 => 0.61596705483929
814 => 0.62558402096132
815 => 0.6284615679525
816 => 0.62666847377259
817 => 0.62299078529668
818 => 0.63005303438142
819 => 0.63194259430413
820 => 0.63236559708654
821 => 0.64487854841276
822 => 0.63306493206412
823 => 0.63590858693649
824 => 0.65809397049359
825 => 0.63797488898096
826 => 0.64863241516726
827 => 0.64811078471953
828 => 0.65356281448542
829 => 0.6476635591459
830 => 0.64773668748603
831 => 0.65257772056565
901 => 0.64577936269024
902 => 0.64409599367476
903 => 0.64177043143641
904 => 0.64684821150487
905 => 0.64989211100768
906 => 0.67442370550247
907 => 0.69027223432272
908 => 0.68958420788911
909 => 0.69587148156078
910 => 0.69303900718687
911 => 0.68389220026452
912 => 0.69950468434669
913 => 0.69456424112901
914 => 0.69497152526524
915 => 0.69495636612935
916 => 0.69824132896806
917 => 0.69591363173441
918 => 0.69132550155366
919 => 0.69437131648671
920 => 0.70341629793911
921 => 0.73149219790127
922 => 0.7472038434763
923 => 0.73054633710953
924 => 0.74203646194843
925 => 0.73514648139518
926 => 0.73389436696949
927 => 0.74111101448188
928 => 0.7483402937804
929 => 0.74787981994212
930 => 0.74263173439899
1001 => 0.73966722404092
1002 => 0.76211548965608
1003 => 0.77865498936511
1004 => 0.77752710636716
1005 => 0.78250521511288
1006 => 0.79712109635742
1007 => 0.79845738936623
1008 => 0.79828904716146
1009 => 0.79497690551136
1010 => 0.80936813870863
1011 => 0.82137355863144
1012 => 0.79421024041634
1013 => 0.8045536763987
1014 => 0.80919717805588
1015 => 0.81601521615348
1016 => 0.82751838925999
1017 => 0.84001388631963
1018 => 0.84178088661002
1019 => 0.84052711534524
1020 => 0.83228599913741
1021 => 0.84595872112236
1022 => 0.85396788099636
1023 => 0.85873715241496
1024 => 0.87083123120144
1025 => 0.80922585474128
1026 => 0.7656185072969
1027 => 0.75880859029573
1028 => 0.77265682430437
1029 => 0.77630849317485
1030 => 0.77483651003196
1031 => 0.72575247587674
1101 => 0.75855017301408
1102 => 0.79383773742515
1103 => 0.79519327648731
1104 => 0.81285896905967
1105 => 0.81861164270244
1106 => 0.83283484071844
1107 => 0.83194517580998
1108 => 0.83540829818636
1109 => 0.83461218632495
1110 => 0.86095766560191
1111 => 0.89002064158592
1112 => 0.8890142831422
1113 => 0.88483613648697
1114 => 0.89104139674985
1115 => 0.92103750254314
1116 => 0.91827594179949
1117 => 0.92095856283276
1118 => 0.95632566206948
1119 => 1.0023079219884
1120 => 0.98094454571266
1121 => 1.0272969250851
1122 => 1.0564732908661
1123 => 1.1069307985917
1124 => 1.1006132701159
1125 => 1.1202560075992
1126 => 1.0893035756365
1127 => 1.0182305353313
1128 => 1.0069829546464
1129 => 1.0295008960118
1130 => 1.08485905759
1201 => 1.0277574705007
1202 => 1.0393090471996
1203 => 1.0359821923332
1204 => 1.0358049183756
1205 => 1.0425707443122
1206 => 1.0327565609094
1207 => 0.99277181218868
1208 => 1.0110965868958
1209 => 1.0040205113534
1210 => 1.0118719447241
1211 => 1.054242892448
1212 => 1.035509686462
1213 => 1.0157757757178
1214 => 1.0405264790964
1215 => 1.0720426297617
1216 => 1.070070405693
1217 => 1.0662434666741
1218 => 1.0878157215517
1219 => 1.123446766532
1220 => 1.133077694813
1221 => 1.1401870491744
1222 => 1.1411673090273
1223 => 1.1512645947404
1224 => 1.0969689446175
1225 => 1.1831375357736
1226 => 1.198016471107
1227 => 1.195219847933
1228 => 1.2117571583548
1229 => 1.2068914621176
1230 => 1.1998418316743
1231 => 1.2260569862796
]
'min_raw' => 0.45193532466507
'max_raw' => 1.2260569862796
'avg_raw' => 0.83899615547233
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.451935'
'max' => '$1.22'
'avg' => '$0.838996'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.1558608137134
'max_diff' => 0.56509149758942
'year' => 2032
]
7 => [
'items' => [
101 => 1.1960034269786
102 => 1.1533461831887
103 => 1.1299435755809
104 => 1.1607620171133
105 => 1.1795817639418
106 => 1.1920204194346
107 => 1.1957843490712
108 => 1.1011837613767
109 => 1.0501992913985
110 => 1.0828797521164
111 => 1.1227521696771
112 => 1.0967474513248
113 => 1.0977667870507
114 => 1.0606908926001
115 => 1.1260325636513
116 => 1.1165128317891
117 => 1.1659012175304
118 => 1.1541142829066
119 => 1.1943885942326
120 => 1.1837830183213
121 => 1.2278061709792
122 => 1.2453681984537
123 => 1.2748575758947
124 => 1.2965500819837
125 => 1.3092883364707
126 => 1.3085235794513
127 => 1.3589988899018
128 => 1.3292353628022
129 => 1.2918453580402
130 => 1.2911690908181
131 => 1.3105339041047
201 => 1.3511172402765
202 => 1.3616399088823
203 => 1.3675206451041
204 => 1.3585140928705
205 => 1.326207917375
206 => 1.3122582745921
207 => 1.3241437744032
208 => 1.3096088294669
209 => 1.3347002222122
210 => 1.3691560636839
211 => 1.3620410686732
212 => 1.3858254302545
213 => 1.4104397423032
214 => 1.4456393140309
215 => 1.4548417855169
216 => 1.4700531209446
217 => 1.4857105817631
218 => 1.4907393361975
219 => 1.5003407887439
220 => 1.5002901843495
221 => 1.5292248078501
222 => 1.561140593602
223 => 1.5731880638711
224 => 1.6008905574537
225 => 1.5534510080047
226 => 1.5894344512081
227 => 1.6218924177015
228 => 1.5831946919631
301 => 1.6365304914798
302 => 1.6386013997135
303 => 1.669869655347
304 => 1.6381732879895
305 => 1.619352086231
306 => 1.6736881904866
307 => 1.6999797197646
308 => 1.6920604971785
309 => 1.631794822278
310 => 1.5967176145695
311 => 1.5049137961083
312 => 1.6136593847054
313 => 1.6666261887587
314 => 1.6316576510513
315 => 1.6492937474726
316 => 1.7455105710235
317 => 1.7821437078537
318 => 1.774524271478
319 => 1.7758118307989
320 => 1.795578406494
321 => 1.8832342887782
322 => 1.8307088522661
323 => 1.8708625803891
324 => 1.8921599730004
325 => 1.9119421781745
326 => 1.8633633344972
327 => 1.800162972638
328 => 1.7801447650664
329 => 1.6281807191309
330 => 1.6202703305935
331 => 1.6158299897982
401 => 1.5878342691824
402 => 1.5658373014516
403 => 1.5483444960171
404 => 1.5024381507629
405 => 1.5179301946913
406 => 1.4447650617551
407 => 1.4915735209946
408 => 1.3748002021944
409 => 1.4720524920291
410 => 1.4191224921911
411 => 1.4546635635345
412 => 1.4545395640848
413 => 1.3890971834346
414 => 1.3513513840232
415 => 1.3754044764966
416 => 1.401191300965
417 => 1.4053751264777
418 => 1.4388084175059
419 => 1.4481389303857
420 => 1.41986704076
421 => 1.3723803347158
422 => 1.3834104134734
423 => 1.3511278598292
424 => 1.2945539262983
425 => 1.3351863130463
426 => 1.349059996362
427 => 1.3551874052806
428 => 1.2995534392131
429 => 1.2820720392025
430 => 1.2727650885201
501 => 1.3651986883179
502 => 1.3702624095719
503 => 1.3443556956985
504 => 1.4614564989816
505 => 1.4349529806959
506 => 1.4645639041407
507 => 1.382409549438
508 => 1.3855479564231
509 => 1.3466547683249
510 => 1.3684323548161
511 => 1.3530406586085
512 => 1.3666729410379
513 => 1.3748440749181
514 => 1.4137308810269
515 => 1.4724965168901
516 => 1.4079224889549
517 => 1.3797866602665
518 => 1.3972419701429
519 => 1.4437277605776
520 => 1.5141561126501
521 => 1.4724611107205
522 => 1.4909646445498
523 => 1.4950068435266
524 => 1.4642624927366
525 => 1.515289700717
526 => 1.542635596018
527 => 1.5706868261611
528 => 1.5950429233167
529 => 1.5594825479822
530 => 1.5975372469697
531 => 1.5668718771444
601 => 1.5393618702835
602 => 1.5394035916082
603 => 1.5221461624473
604 => 1.4887077188719
605 => 1.4825411568389
606 => 1.5146203912858
607 => 1.5403448993974
608 => 1.5424636930976
609 => 1.5567061025611
610 => 1.5651346137732
611 => 1.6477454816565
612 => 1.6809722561122
613 => 1.7216013269659
614 => 1.7374286397924
615 => 1.7850631769944
616 => 1.7465944195158
617 => 1.7382714618555
618 => 1.6227256557417
619 => 1.6416462750199
620 => 1.6719400120524
621 => 1.6232251883075
622 => 1.6541235313669
623 => 1.6602235188032
624 => 1.6215698772376
625 => 1.642216457323
626 => 1.5873852619006
627 => 1.473691687114
628 => 1.5154162741668
629 => 1.5461396145818
630 => 1.502293619649
701 => 1.5808858684917
702 => 1.5349738991911
703 => 1.520422009086
704 => 1.4636498976626
705 => 1.4904441488955
706 => 1.5266837573447
707 => 1.5042918926298
708 => 1.5507583740686
709 => 1.616567303944
710 => 1.6634666663626
711 => 1.6670670170575
712 => 1.6369138690355
713 => 1.6852344811755
714 => 1.6855864440821
715 => 1.6310805961927
716 => 1.5976960678502
717 => 1.5901110327692
718 => 1.6090599375354
719 => 1.6320674060823
720 => 1.668343771438
721 => 1.6902648192668
722 => 1.747423285979
723 => 1.7628887282097
724 => 1.7798805603921
725 => 1.8025868882747
726 => 1.8298516566808
727 => 1.7701978955924
728 => 1.772568050729
729 => 1.717019294366
730 => 1.6576574816947
731 => 1.7027056979578
801 => 1.7616002482087
802 => 1.7480897733085
803 => 1.7465695688882
804 => 1.7491261310535
805 => 1.7389396741896
806 => 1.6928667073217
807 => 1.6697291517927
808 => 1.6995825014451
809 => 1.7154482281656
810 => 1.7400545866723
811 => 1.7370213336092
812 => 1.8004046705926
813 => 1.8250335187317
814 => 1.8187324054499
815 => 1.8198919619385
816 => 1.8644813150672
817 => 1.9140738462463
818 => 1.9605237960064
819 => 2.007774679974
820 => 1.9508118951176
821 => 1.9218897059437
822 => 1.9517300225575
823 => 1.9358963305293
824 => 2.0268814215013
825 => 2.0331810317926
826 => 2.1241595435069
827 => 2.2105089846434
828 => 2.1562744477765
829 => 2.2074151732647
830 => 2.2627280374449
831 => 2.3694355266371
901 => 2.3335001982919
902 => 2.3059742999578
903 => 2.2799624590363
904 => 2.3340889707305
905 => 2.403721863333
906 => 2.418720121464
907 => 2.4430230294118
908 => 2.4174714933229
909 => 2.4482455041326
910 => 2.5568912850765
911 => 2.5275342360226
912 => 2.485842506985
913 => 2.5716079165885
914 => 2.6026460849194
915 => 2.8204882050807
916 => 3.0955228803935
917 => 2.981656718839
918 => 2.910976317924
919 => 2.9275878887005
920 => 3.0280212416135
921 => 3.0602772469738
922 => 2.9725943050926
923 => 3.0035654025008
924 => 3.1742191942314
925 => 3.2657694782657
926 => 3.1414318957036
927 => 2.7983894367146
928 => 2.4820886229442
929 => 2.5659858419674
930 => 2.556474500964
1001 => 2.7398207106844
1002 => 2.5268340801117
1003 => 2.5304202287359
1004 => 2.7175578439063
1005 => 2.6676327365298
1006 => 2.5867604565044
1007 => 2.482679080087
1008 => 2.2902750294174
1009 => 2.1198573961554
1010 => 2.4540856198192
1011 => 2.4396730910602
1012 => 2.4188016136001
1013 => 2.4652488281578
1014 => 2.690783317778
1015 => 2.6855840178083
1016 => 2.6525087241076
1017 => 2.6775960428674
1018 => 2.5823625282304
1019 => 2.6069063733792
1020 => 2.4820385192793
1021 => 2.5384840042747
1022 => 2.5865869409131
1023 => 2.5962443176194
1024 => 2.6180028804566
1025 => 2.4320783433146
1026 => 2.5155530020337
1027 => 2.5645865435134
1028 => 2.3430512192526
1029 => 2.5602075024432
1030 => 2.4288418107677
1031 => 2.3842543219666
1101 => 2.4442855016823
1102 => 2.4208912925649
1103 => 2.4007783253197
1104 => 2.3895549440123
1105 => 2.433635216996
1106 => 2.431578819574
1107 => 2.3594549373603
1108 => 2.2653722731582
1109 => 2.2969495034226
1110 => 2.2854771996294
1111 => 2.2439000907263
1112 => 2.2719180420877
1113 => 2.1485411638527
1114 => 1.9362776574213
1115 => 2.0765054315769
1116 => 2.0711068148104
1117 => 2.0683845874289
1118 => 2.1737618840958
1119 => 2.1636322884892
1120 => 2.1452469732738
1121 => 2.2435624299944
1122 => 2.2076759657619
1123 => 2.3182695926122
1124 => 2.3911137080031
1125 => 2.3726380840797
1126 => 2.441148326691
1127 => 2.2976769790308
1128 => 2.3453324056522
1129 => 2.3551541230312
1130 => 2.2423492325196
1201 => 2.1652896156053
1202 => 2.160150617701
1203 => 2.0265398614409
1204 => 2.0979136489667
1205 => 2.1607196283414
1206 => 2.1306404381618
1207 => 2.1211182651412
1208 => 2.1697649819962
1209 => 2.1735452485268
1210 => 2.0873547710147
1211 => 2.1052765005869
1212 => 2.1800130921426
1213 => 2.103393330234
1214 => 1.9545336486127
1215 => 1.9176143894245
1216 => 1.9126886796919
1217 => 1.8125607206701
1218 => 1.9200815108598
1219 => 1.8731458045639
1220 => 2.0214151383764
1221 => 1.9367244900871
1222 => 1.9330736455084
1223 => 1.9275548584652
1224 => 1.8413705879013
1225 => 1.8602394658587
1226 => 1.9229624900003
1227 => 1.9453427716394
1228 => 1.9430083249082
1229 => 1.9226551129635
1230 => 1.9319727091665
1231 => 1.901957485331
]
'min_raw' => 1.0501992913985
'max_raw' => 3.2657694782657
'avg_raw' => 2.1579843848321
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$1.05'
'max' => '$3.26'
'avg' => '$2.15'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.59826396673339
'max_diff' => 2.0397124919862
'year' => 2033
]
8 => [
'items' => [
101 => 1.8913584850819
102 => 1.8579051248108
103 => 1.808737926939
104 => 1.8155749273631
105 => 1.7181618430819
106 => 1.6650860246618
107 => 1.6503953376512
108 => 1.6307503370145
109 => 1.6526142927465
110 => 1.7178858840534
111 => 1.6391544967967
112 => 1.5041750557096
113 => 1.5122875501127
114 => 1.5305139164153
115 => 1.4965492033899
116 => 1.4644044529537
117 => 1.4923517054719
118 => 1.4351591368808
119 => 1.5374253650888
120 => 1.5346593502136
121 => 1.5727778759884
122 => 1.5966141724262
123 => 1.5416792262295
124 => 1.527863235821
125 => 1.5357334518594
126 => 1.4056563118662
127 => 1.5621477985386
128 => 1.5635011434138
129 => 1.5519129829529
130 => 1.6352398684734
131 => 1.811085587229
201 => 1.7449253544555
202 => 1.7193061126219
203 => 1.6706039151689
204 => 1.7354967016247
205 => 1.7305139481101
206 => 1.7079800470637
207 => 1.6943514734008
208 => 1.7194625382496
209 => 1.6912399345742
210 => 1.6861703794488
211 => 1.6554543911194
212 => 1.6444901807742
213 => 1.6363727159324
214 => 1.6274361847472
215 => 1.6471479456969
216 => 1.6024785020868
217 => 1.5486115320925
218 => 1.5441330763862
219 => 1.5564984863412
220 => 1.5510277129326
221 => 1.5441068844278
222 => 1.5308931380368
223 => 1.5269729017496
224 => 1.5397117678547
225 => 1.525330330744
226 => 1.5465509245983
227 => 1.5407800972589
228 => 1.5085447248497
301 => 1.4683675157644
302 => 1.468009854329
303 => 1.4593537405353
304 => 1.4483288781638
305 => 1.4452620136667
306 => 1.4899980658161
307 => 1.582600354928
308 => 1.5644203097903
309 => 1.5775572555682
310 => 1.6421780266824
311 => 1.6627190266052
312 => 1.6481395114003
313 => 1.6281821717624
314 => 1.6290601934212
315 => 1.6972604644615
316 => 1.7015140317101
317 => 1.7122614238946
318 => 1.7260748600643
319 => 1.650491999311
320 => 1.6255002474768
321 => 1.6136577689682
322 => 1.5771875187776
323 => 1.6165175568852
324 => 1.59360162796
325 => 1.5966937696916
326 => 1.5946800083324
327 => 1.5957796582045
328 => 1.5373967795938
329 => 1.5586684320458
330 => 1.5233001841395
331 => 1.4759460704652
401 => 1.4757873228717
402 => 1.4873771751069
403 => 1.4804830774864
404 => 1.4619312380531
405 => 1.4645664392824
406 => 1.4414793036248
407 => 1.4673696355573
408 => 1.4681120776371
409 => 1.4581428895872
410 => 1.4980305181065
411 => 1.5143725120561
412 => 1.507810578921
413 => 1.5139121093346
414 => 1.5651757727438
415 => 1.5735339866699
416 => 1.5772461531833
417 => 1.5722723418232
418 => 1.5148491149957
419 => 1.5173960792879
420 => 1.498708145249
421 => 1.4829188102721
422 => 1.483550300867
423 => 1.491668071515
424 => 1.5271188520358
425 => 1.6017229297041
426 => 1.6045540999167
427 => 1.6079855608055
428 => 1.5940280848568
429 => 1.5898183765556
430 => 1.5953720684228
501 => 1.6233894374989
502 => 1.6954577174043
503 => 1.6699839740072
504 => 1.6492734241029
505 => 1.6674421598931
506 => 1.6646452254294
507 => 1.6410362838209
508 => 1.640373659462
509 => 1.5950605522799
510 => 1.5783093282842
511 => 1.5643107517061
512 => 1.5490246715248
513 => 1.5399625707993
514 => 1.5538860761648
515 => 1.55707054658
516 => 1.5266265587571
517 => 1.5224771557112
518 => 1.5473383733465
519 => 1.5363978783848
520 => 1.5476504487641
521 => 1.5502611416149
522 => 1.5498407599366
523 => 1.5384176266887
524 => 1.5456983911782
525 => 1.5284772126603
526 => 1.5097517675595
527 => 1.4978061002216
528 => 1.4873819211065
529 => 1.4931658615364
530 => 1.4725471700096
531 => 1.4659508356179
601 => 1.5432318319915
602 => 1.6003201349234
603 => 1.5994900483894
604 => 1.5944371100941
605 => 1.5869294687384
606 => 1.6228402067715
607 => 1.6103296236987
608 => 1.6194321181784
609 => 1.621749085054
610 => 1.6287618459605
611 => 1.6312683052175
612 => 1.6236920444951
613 => 1.5982651881486
614 => 1.534903879646
615 => 1.5054090194974
616 => 1.4956752243726
617 => 1.4960290293383
618 => 1.48626950893
619 => 1.4891441250813
620 => 1.4852698347449
621 => 1.4779328661393
622 => 1.4927128244001
623 => 1.4944160769048
624 => 1.4909662580394
625 => 1.4917788152675
626 => 1.4632157884987
627 => 1.4653873733883
628 => 1.4532957127714
629 => 1.4510286721728
630 => 1.4204620070746
701 => 1.366308729144
702 => 1.3963149019034
703 => 1.3600716647165
704 => 1.3463458016191
705 => 1.4113219027124
706 => 1.4048001043191
707 => 1.3936376204275
708 => 1.3771259802863
709 => 1.371001652343
710 => 1.3337921744862
711 => 1.3315936400296
712 => 1.3500356619958
713 => 1.3415253034096
714 => 1.3295735368298
715 => 1.2862854498087
716 => 1.237615307804
717 => 1.2390843534615
718 => 1.254565420093
719 => 1.2995787092305
720 => 1.2819912384267
721 => 1.2692313265655
722 => 1.2668417786355
723 => 1.2967519738375
724 => 1.3390811664279
725 => 1.358941076529
726 => 1.3392605087732
727 => 1.3166525322124
728 => 1.3180285749904
729 => 1.3271827711143
730 => 1.3281447476935
731 => 1.31342927909
801 => 1.3175715973055
802 => 1.3112790371546
803 => 1.2726616071235
804 => 1.2719631402714
805 => 1.2624858001516
806 => 1.2621988300593
807 => 1.2460755102822
808 => 1.2438197463901
809 => 1.2118059163571
810 => 1.2328775162316
811 => 1.2187437933445
812 => 1.1974409391453
813 => 1.1937683190518
814 => 1.193657915657
815 => 1.2155311836885
816 => 1.2326219143595
817 => 1.2189896555052
818 => 1.2158858544144
819 => 1.249026329859
820 => 1.2448089022765
821 => 1.2411566371896
822 => 1.3352910515021
823 => 1.2607763171738
824 => 1.2282836398544
825 => 1.1880677814795
826 => 1.2011622677523
827 => 1.203921468408
828 => 1.1072095784697
829 => 1.0679735767664
830 => 1.0545092595594
831 => 1.0467603546492
901 => 1.0502916279214
902 => 1.0149746244645
903 => 1.0387082348768
904 => 1.0081266951551
905 => 1.0029996004998
906 => 1.0576831818481
907 => 1.0652920827358
908 => 1.0328301476484
909 => 1.0536759650845
910 => 1.0461169819036
911 => 1.0086509278793
912 => 1.0072200001972
913 => 0.9884208512833
914 => 0.95900382346555
915 => 0.9455594523886
916 => 0.93855750720234
917 => 0.94144664625138
918 => 0.93998580913908
919 => 0.93045285883296
920 => 0.94053222669175
921 => 0.9147836068949
922 => 0.90453029902107
923 => 0.89989911772939
924 => 0.87704573562443
925 => 0.91341562949858
926 => 0.92058095676763
927 => 0.92776040194489
928 => 0.99025257059753
929 => 0.98713063845268
930 => 1.0153513845995
1001 => 1.0142547782989
1002 => 1.006205764352
1003 => 0.97224829850877
1004 => 0.98578313916026
1005 => 0.94412500341622
1006 => 0.97533811119354
1007 => 0.96109375229451
1008 => 0.97052207912124
1009 => 0.95356909736883
1010 => 0.96295157744207
1011 => 0.92228012167924
1012 => 0.88430168855074
1013 => 0.89958531870123
1014 => 0.91620037256992
1015 => 0.95222604279424
1016 => 0.93076945081396
1017 => 0.93848605265364
1018 => 0.91263672823427
1019 => 0.85930218846261
1020 => 0.8596040561656
1021 => 0.85139969917784
1022 => 0.84430993688468
1023 => 0.93323399851294
1024 => 0.92217488576808
1025 => 0.90455363699004
1026 => 0.92814037872004
1027 => 0.93437708760537
1028 => 0.93455463793956
1029 => 0.95176291584385
1030 => 0.96094697684612
1031 => 0.96256570740377
1101 => 0.98964330449561
1102 => 0.99871935787866
1103 => 1.0361023372723
1104 => 0.96016777343554
1105 => 0.95860395106345
1106 => 0.92847229254655
1107 => 0.90936231835245
1108 => 0.92978076882891
1109 => 0.94786872855461
1110 => 0.92903433587522
1111 => 0.93149370994342
1112 => 0.90621007659774
1113 => 0.9152477858133
1114 => 0.92303227850064
1115 => 0.91873413919002
1116 => 0.91229961660973
1117 => 0.94638572212948
1118 => 0.94446245047153
1119 => 0.9762042155677
1120 => 1.0009491913356
1121 => 1.0452966116051
1122 => 0.99901776667053
1123 => 0.99733118161937
1124 => 1.0138178210312
1125 => 0.99871683386006
1126 => 1.0082601364839
1127 => 1.0437590380135
1128 => 1.0445090738644
1129 => 1.0319450069955
1130 => 1.0311804823847
1201 => 1.0335935488627
1202 => 1.0477269545951
1203 => 1.0427883083565
1204 => 1.0485034348151
1205 => 1.0556502879646
1206 => 1.085212702794
1207 => 1.0923401009263
1208 => 1.0750242185971
1209 => 1.0765876488937
1210 => 1.070111033571
1211 => 1.063854704321
1212 => 1.0779180188115
1213 => 1.103619002458
1214 => 1.1034591179726
1215 => 1.1094212466228
1216 => 1.113135603379
1217 => 1.0971908651062
1218 => 1.0868114267949
1219 => 1.0907915639043
1220 => 1.0971558898183
1221 => 1.0887276987866
1222 => 1.0367049994212
1223 => 1.0524853631858
1224 => 1.049858739035
1225 => 1.0461181068358
1226 => 1.061985384627
1227 => 1.0604549469756
1228 => 1.0146123975476
1229 => 1.0175470888262
1230 => 1.0147908658443
1231 => 1.0236967861691
]
'min_raw' => 0.84430993688468
'max_raw' => 1.8913584850819
'avg_raw' => 1.3678342109833
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.8443099'
'max' => '$1.89'
'avg' => '$1.36'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.20588935451377
'max_diff' => -1.3744109931839
'year' => 2034
]
9 => [
'items' => [
101 => 0.99823588493579
102 => 1.0060674866734
103 => 1.0109793938665
104 => 1.0138725449383
105 => 1.0243245904618
106 => 1.0230981635567
107 => 1.0242483540434
108 => 1.0397459783171
109 => 1.1181276437512
110 => 1.1223937848614
111 => 1.1013857457671
112 => 1.10977804302
113 => 1.093666667488
114 => 1.1044823418195
115 => 1.1118821515087
116 => 1.0784438344246
117 => 1.0764638342998
118 => 1.0602859613898
119 => 1.0689790339301
120 => 1.0551477304645
121 => 1.0585414485365
122 => 1.0490523169482
123 => 1.0661308645399
124 => 1.0852273344854
125 => 1.0900518569361
126 => 1.0773606154559
127 => 1.0681713202306
128 => 1.052037944957
129 => 1.0788681075927
130 => 1.0867140647817
131 => 1.0788268961197
201 => 1.0769992668027
202 => 1.0735359125493
203 => 1.0777340337798
204 => 1.0866713340139
205 => 1.0824566682695
206 => 1.0852405292465
207 => 1.0746313219072
208 => 1.097196143478
209 => 1.1330345106526
210 => 1.1331497368632
211 => 1.1289350484002
212 => 1.1272104886879
213 => 1.1315350148196
214 => 1.1338808928447
215 => 1.1478656173721
216 => 1.162871783966
217 => 1.2328990157565
218 => 1.2132356492882
219 => 1.2753679752714
220 => 1.3245065782512
221 => 1.3392410967142
222 => 1.3256860330409
223 => 1.2793148924448
224 => 1.277039703062
225 => 1.3463377645032
226 => 1.3267578880937
227 => 1.3244289240975
228 => 1.2996526820242
301 => 1.3142985096868
302 => 1.3110952523356
303 => 1.3060387538981
304 => 1.3339819728412
305 => 1.3862891841943
306 => 1.378136614771
307 => 1.3720510998833
308 => 1.3453861451122
309 => 1.3614444037177
310 => 1.355726365404
311 => 1.3802946867565
312 => 1.3657409574422
313 => 1.3266095512726
314 => 1.3328413566839
315 => 1.3318994318326
316 => 1.3512841785262
317 => 1.3454653587278
318 => 1.3307632138783
319 => 1.3861104038324
320 => 1.382516465174
321 => 1.3876118485028
322 => 1.3898549938241
323 => 1.4235438530223
324 => 1.4373451007126
325 => 1.4404782255631
326 => 1.453588343442
327 => 1.4401520338872
328 => 1.4939068520328
329 => 1.529650669419
330 => 1.5711689526731
331 => 1.6318383235698
401 => 1.65465056825
402 => 1.650529740433
403 => 1.696528565037
404 => 1.7791874303538
405 => 1.667237460421
406 => 1.785121050596
407 => 1.7478004669781
408 => 1.6593140345886
409 => 1.6536165515293
410 => 1.713540590892
411 => 1.8464463427235
412 => 1.8131549592943
413 => 1.8465007955005
414 => 1.8076011062976
415 => 1.8056694088563
416 => 1.8446115244217
417 => 1.9356019000643
418 => 1.8923757833197
419 => 1.8304005454877
420 => 1.8761620966613
421 => 1.8365192060031
422 => 1.7471926780036
423 => 1.8131295020008
424 => 1.7690394255665
425 => 1.7819072538274
426 => 1.8745780365884
427 => 1.8634276428301
428 => 1.877857284852
429 => 1.8523893443729
430 => 1.8285982720398
501 => 1.7841904687818
502 => 1.7710435075154
503 => 1.7746768546313
504 => 1.771041707009
505 => 1.746195949215
506 => 1.7408305101849
507 => 1.7318878767362
508 => 1.7346595727753
509 => 1.7178448056321
510 => 1.7495777453395
511 => 1.7554676585789
512 => 1.7785602457903
513 => 1.7809577948014
514 => 1.8452703214829
515 => 1.8098480625148
516 => 1.8336123720413
517 => 1.8314866685189
518 => 1.6612318038928
519 => 1.6846914220669
520 => 1.7211872259121
521 => 1.7047459157487
522 => 1.6815017498518
523 => 1.6627308396168
524 => 1.6342909911865
525 => 1.6743195317132
526 => 1.726952805945
527 => 1.782292661494
528 => 1.8487798719252
529 => 1.8339407005534
530 => 1.7810497293425
531 => 1.7834223796742
601 => 1.7980891704209
602 => 1.7790943437854
603 => 1.7734923985876
604 => 1.7973195491744
605 => 1.7974836336653
606 => 1.7756277900198
607 => 1.7513390193849
608 => 1.7512372485491
609 => 1.7469152964163
610 => 1.8083699719807
611 => 1.8421638297727
612 => 1.846038241107
613 => 1.8419030510202
614 => 1.8434945215648
615 => 1.8238306203125
616 => 1.8687764674264
617 => 1.9100232214217
618 => 1.8989682102426
619 => 1.8823951769227
620 => 1.8691939576179
621 => 1.8958584225152
622 => 1.8946710958671
623 => 1.9096629670085
624 => 1.9089828491362
625 => 1.9039416467442
626 => 1.8989683902798
627 => 1.9186867900096
628 => 1.9130082075552
629 => 1.9073208046939
630 => 1.8959138475575
701 => 1.8974642424819
702 => 1.8808940707298
703 => 1.8732279510778
704 => 1.757947905105
705 => 1.7271413099369
706 => 1.7368336919029
707 => 1.7400246757087
708 => 1.7266176060118
709 => 1.7458398999635
710 => 1.7428441258126
711 => 1.7544989305646
712 => 1.7472175145483
713 => 1.7475163464015
714 => 1.7689294383437
715 => 1.7751457500323
716 => 1.7719840837357
717 => 1.7741984064343
718 => 1.8252265384157
719 => 1.8179719698358
720 => 1.8141181248666
721 => 1.8151856662607
722 => 1.8282244480375
723 => 1.8318745950439
724 => 1.8164086656865
725 => 1.8237024873789
726 => 1.8547586544214
727 => 1.8656265552595
728 => 1.9003116778462
729 => 1.8855768212925
730 => 1.9126232882065
731 => 1.9957549066803
801 => 2.0621661957876
802 => 2.0010916297619
803 => 2.1230475047808
804 => 2.2180076470142
805 => 2.2143629185909
806 => 2.1978044213249
807 => 2.0896948240381
808 => 1.9902107607915
809 => 2.0734334040137
810 => 2.0736455556462
811 => 2.0664966567869
812 => 2.0220954599495
813 => 2.0649515913821
814 => 2.0683533554647
815 => 2.0664492721805
816 => 2.0324069786694
817 => 1.9804306885454
818 => 1.990586731222
819 => 2.0072225363039
820 => 1.9757274866914
821 => 1.9656629099879
822 => 1.9843748729438
823 => 2.0446687163802
824 => 2.033270514537
825 => 2.0329728614231
826 => 2.0817392024981
827 => 2.0468330267235
828 => 1.9907148314443
829 => 1.9765442470283
830 => 1.9262482188008
831 => 1.9609878646458
901 => 1.962238082654
902 => 1.9432115336552
903 => 1.9922587310343
904 => 1.9918067524758
905 => 2.0383697666753
906 => 2.1273807615552
907 => 2.1010558304042
908 => 2.0704427996199
909 => 2.0737712848734
910 => 2.110276552703
911 => 2.088204634439
912 => 2.0961418501376
913 => 2.1102645387764
914 => 2.1187851074788
915 => 2.0725453061613
916 => 2.0617645965688
917 => 2.0397110482575
918 => 2.033957689152
919 => 2.0519198440892
920 => 2.0471874508755
921 => 1.9621330066715
922 => 1.9532443440137
923 => 1.9535169466073
924 => 1.9311659817214
925 => 1.8970753954242
926 => 1.9866634207701
927 => 1.9794682485512
928 => 1.9715253352837
929 => 1.9724982968373
930 => 2.01138542222
1001 => 1.9888289256511
1002 => 2.0487990687166
1003 => 2.0364710101699
1004 => 2.0238267834394
1005 => 2.0220789661527
1006 => 2.0172120176162
1007 => 2.0005214401728
1008 => 1.9803665649617
1009 => 1.9670585705619
1010 => 1.8145075530207
1011 => 1.8428201345279
1012 => 1.8753911787789
1013 => 1.8866345727341
1014 => 1.8674019693546
1015 => 2.0012808605783
1016 => 2.025741824094
1017 => 1.9516479700558
1018 => 1.9377880351974
1019 => 2.0021895156002
1020 => 1.9633475501565
1021 => 1.9808380848175
1022 => 1.9430331156915
1023 => 2.0198498942837
1024 => 2.0192646791341
1025 => 1.9893812172761
1026 => 2.0146385146054
1027 => 2.0102494376429
1028 => 1.9765110828049
1029 => 2.0209194603101
1030 => 2.0209414863113
1031 => 1.9921793039954
1101 => 1.9585913719018
1102 => 1.9525866429551
1103 => 1.9480628863155
1104 => 1.9797255179955
1105 => 2.0081141345533
1106 => 2.0609383118325
1107 => 2.074219565072
1108 => 2.1260571806488
1109 => 2.0951904045005
1110 => 2.1088732465754
1111 => 2.1237279072038
1112 => 2.1308497777712
1113 => 2.1192450718623
1114 => 2.1997702260669
1115 => 2.2065690163088
1116 => 2.2088485918675
1117 => 2.1816959629394
1118 => 2.2058138525795
1119 => 2.1945298907175
1120 => 2.2238876247076
1121 => 2.2284912922557
1122 => 2.2245921496227
1123 => 2.2260534263664
1124 => 2.1573394128634
1125 => 2.153776228768
1126 => 2.1051919607948
1127 => 2.1249904091106
1128 => 2.0879781589485
1129 => 2.0997151247433
1130 => 2.1048886674318
1201 => 2.1021863023273
1202 => 2.1261097836731
1203 => 2.1057699372848
1204 => 2.0520897384859
1205 => 1.9983949145527
1206 => 1.9977208197771
1207 => 1.9835839204278
1208 => 1.9733655315006
1209 => 1.9753339557248
1210 => 1.9822709394365
1211 => 1.9729623413965
1212 => 1.9749488027463
1213 => 2.0079372968746
1214 => 2.0145529041088
1215 => 1.9920704858422
1216 => 1.9018003323043
1217 => 1.8796478102006
1218 => 1.8955706037851
1219 => 1.8879605340109
1220 => 1.523731500225
1221 => 1.6093017090274
1222 => 1.5584587966468
1223 => 1.5818895498417
1224 => 1.5299921020094
1225 => 1.5547602842932
1226 => 1.5501865054146
1227 => 1.6877808689623
1228 => 1.6856325222303
1229 => 1.6866608221229
1230 => 1.637577389028
1231 => 1.7157686307086
]
'min_raw' => 0.99823588493579
'max_raw' => 2.2284912922557
'avg_raw' => 1.6133635885957
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.998235'
'max' => '$2.22'
'avg' => '$1.61'
'bar_min_pct' => 61.631153054957
'bar_max_pct' => 60.119598047091
'min_diff' => 0.1539259480511
'max_diff' => 0.33713280717377
'year' => 2035
]
10 => [
'items' => [
101 => 1.7542884480266
102 => 1.7471594550128
103 => 1.7489536689662
104 => 1.7181231287307
105 => 1.6869593291446
106 => 1.6523938793293
107 => 1.7166122126675
108 => 1.7094722302438
109 => 1.7258487810391
110 => 1.7674989606302
111 => 1.7736321077886
112 => 1.7818751197658
113 => 1.7789205867496
114 => 1.8493095498218
115 => 1.8407849819524
116 => 1.8613267378321
117 => 1.8190707874808
118 => 1.7712541686868
119 => 1.7803425446765
120 => 1.7794672609846
121 => 1.7683238949827
122 => 1.7582641624098
123 => 1.7415175419879
124 => 1.7945063270362
125 => 1.7923550791321
126 => 1.827181282147
127 => 1.8210254124805
128 => 1.7799150082503
129 => 1.7813832743799
130 => 1.7912580697263
131 => 1.8254348491685
201 => 1.8355808442395
202 => 1.8308808150746
203 => 1.8420054354877
204 => 1.850797881875
205 => 1.8431096313831
206 => 1.9519590452625
207 => 1.9067571796651
208 => 1.9287882544447
209 => 1.9340425359651
210 => 1.9205838043364
211 => 1.9235025213056
212 => 1.9279235822112
213 => 1.9547673982974
214 => 2.0252133390283
215 => 2.0564133666362
216 => 2.1502801890771
217 => 2.0538226386687
218 => 2.0480992468085
219 => 2.0650074960366
220 => 2.1201172576216
221 => 2.1647785431896
222 => 2.1795952681839
223 => 2.1815535429893
224 => 2.2093507040758
225 => 2.2252835184242
226 => 2.205975397582
227 => 2.1896137868127
228 => 2.1310085279151
229 => 2.1377922462093
301 => 2.1845253381668
302 => 2.2505385831221
303 => 2.3071848148013
304 => 2.2873492787877
305 => 2.4386804168651
306 => 2.4536842810732
307 => 2.4516112321726
308 => 2.485792267713
309 => 2.4179498730121
310 => 2.388945934893
311 => 2.1931513527732
312 => 2.2481616439917
313 => 2.3281223329188
314 => 2.3175392359021
315 => 2.2594696462479
316 => 2.3071407638103
317 => 2.2913792015305
318 => 2.2789474034126
319 => 2.3358998806133
320 => 2.2732782924523
321 => 2.3274976346739
322 => 2.2579607674474
323 => 2.2874398858454
324 => 2.2707061124982
325 => 2.2815349146679
326 => 2.2182299584522
327 => 2.2523877761853
328 => 2.216808880934
329 => 2.2167920119052
330 => 2.2160066058205
331 => 2.2578650183027
401 => 2.2592300196309
402 => 2.2282965895621
403 => 2.2238385990182
404 => 2.2403221265865
405 => 2.2210242328467
406 => 2.230053595868
407 => 2.2212977230543
408 => 2.219326591657
409 => 2.2036202813231
410 => 2.1968535709773
411 => 2.1995069724605
412 => 2.190449545276
413 => 2.1849921177758
414 => 2.2149209861293
415 => 2.1989311990951
416 => 2.2124703219405
417 => 2.1970407826847
418 => 2.1435552772939
419 => 2.1127951975447
420 => 2.0117660359705
421 => 2.0404177808666
422 => 2.0594139173752
423 => 2.0531356943724
424 => 2.0666237467321
425 => 2.0674518036016
426 => 2.063066700285
427 => 2.057989312411
428 => 2.055517920791
429 => 2.0739376491528
430 => 2.0846309214463
501 => 2.0613204338093
502 => 2.0558591127043
503 => 2.0794273027126
504 => 2.0938038850028
505 => 2.1999524911296
506 => 2.1920886595322
507 => 2.2118253336426
508 => 2.2096032870217
509 => 2.2302904657881
510 => 2.2641052600171
511 => 2.1953503285844
512 => 2.2072838073145
513 => 2.2043579939141
514 => 2.2363012574296
515 => 2.2364009808116
516 => 2.2172493986497
517 => 2.2276317820386
518 => 2.2218366204567
519 => 2.2323092606982
520 => 2.1919836332669
521 => 2.2410958945958
522 => 2.268939382045
523 => 2.2693259888953
524 => 2.2825235809666
525 => 2.2959330988641
526 => 2.3216715007455
527 => 2.2952152688052
528 => 2.2476230830069
529 => 2.2510590850997
530 => 2.2231558039794
531 => 2.2236248631762
601 => 2.221120988423
602 => 2.2286353050402
603 => 2.1936326031977
604 => 2.2018476673577
605 => 2.1903465294263
606 => 2.2072588060867
607 => 2.1890639920996
608 => 2.2043565829983
609 => 2.2109563582727
610 => 2.2353096711184
611 => 2.1854669879913
612 => 2.0838343830419
613 => 2.1051987887785
614 => 2.0735991545562
615 => 2.0765238210118
616 => 2.0824321127092
617 => 2.063281406245
618 => 2.0669347575303
619 => 2.0668042341141
620 => 2.0656794538282
621 => 2.0606976154415
622 => 2.0534729641541
623 => 2.0822537512528
624 => 2.0871441678113
625 => 2.0980149580264
626 => 2.1303590559792
627 => 2.1271271178674
628 => 2.1323985430196
629 => 2.1208910515101
630 => 2.0770576205386
701 => 2.0794379867294
702 => 2.049754782188
703 => 2.0972558917494
704 => 2.0860070020212
705 => 2.0787547696351
706 => 2.0767759308371
707 => 2.1092002035526
708 => 2.1189020541373
709 => 2.1128565119199
710 => 2.1004569284554
711 => 2.1242677943151
712 => 2.1306385775194
713 => 2.1320647609334
714 => 2.1742530499561
715 => 2.1344226176363
716 => 2.1440101985761
717 => 2.2188097681729
718 => 2.1509768801837
719 => 2.1869094738055
720 => 2.1851507603319
721 => 2.2035326593361
722 => 2.1836429080861
723 => 2.1838894653905
724 => 2.2002113464086
725 => 2.1772902081854
726 => 2.1716146120207
727 => 2.1637738165685
728 => 2.1808939065886
729 => 2.1911566262806
730 => 2.273866609861
731 => 2.3273010312875
801 => 2.3249813021301
802 => 2.3461792842775
803 => 2.3366293991688
804 => 2.3057903010205
805 => 2.3584288811324
806 => 2.3417718318932
807 => 2.3431450187942
808 => 2.3430939087091
809 => 2.3541693902687
810 => 2.3463213965308
811 => 2.3308521952933
812 => 2.3411213729921
813 => 2.3716171594593
814 => 2.4662770163785
815 => 2.5192499263868
816 => 2.4630879806812
817 => 2.5018277387905
818 => 2.4785976883121
819 => 2.4743760971061
820 => 2.4987075280443
821 => 2.5230815479315
822 => 2.5215290282365
823 => 2.5038347414182
824 => 2.4938396877704
825 => 2.5695255825798
826 => 2.6252896605998
827 => 2.6214869243259
828 => 2.6382709655226
829 => 2.6875494295868
830 => 2.692054834763
831 => 2.6914872572663
901 => 2.6803201404467
902 => 2.728841187935
903 => 2.7693182993965
904 => 2.6777352755519
905 => 2.7126088921221
906 => 2.7282647821582
907 => 2.7512522736245
908 => 2.790036024879
909 => 2.8321654656233
910 => 2.8381230304704
911 => 2.8338958531157
912 => 2.8061103544446
913 => 2.8522088912158
914 => 2.8792123329127
915 => 2.8952922644804
916 => 2.9360682954906
917 => 2.7283614676052
918 => 2.5813362511287
919 => 2.558376140506
920 => 2.605066428319
921 => 2.6173782848672
922 => 2.6124153909304
923 => 2.4469251428382
924 => 2.5575048685988
925 => 2.6764793557098
926 => 2.6810496502986
927 => 2.7406107661856
928 => 2.760006307011
929 => 2.807960812154
930 => 2.8049612448007
1001 => 2.8166374036801
1002 => 2.8139532569566
1003 => 2.9027788797215
1004 => 3.0007667323638
1005 => 2.9973737246091
1006 => 2.9832868114521
1007 => 3.0042082796658
1008 => 3.1053422446091
1009 => 3.0960314497559
1010 => 3.1050760938642
1011 => 3.2243187381928
1012 => 3.3793511378884
1013 => 3.3073230232314
1014 => 3.4636033065055
1015 => 3.5619734607647
1016 => 3.7320944708922
1017 => 3.7107944825606
1018 => 3.7770213433976
1019 => 3.6726630580053
1020 => 3.4330353404554
1021 => 3.3951133368951
1022 => 3.4710341483609
1023 => 3.6576780551053
1024 => 3.4651560675283
1025 => 3.5041030148739
1026 => 3.4928862914183
1027 => 3.4922885998933
1028 => 3.5151000544134
1029 => 3.4820108498666
1030 => 3.3471994779086
1031 => 3.4089827352285
1101 => 3.3851252525016
1102 => 3.4115969082803
1103 => 3.5544535167766
1104 => 3.4912932048842
1105 => 3.4247589470326
1106 => 3.5082076715123
1107 => 3.6144665738677
1108 => 3.6078170827239
1109 => 3.5949142906332
1110 => 3.6676466540799
1111 => 3.7877792099109
1112 => 3.8202505570204
1113 => 3.8442202416091
1114 => 3.8475252561427
1115 => 3.8815689598943
1116 => 3.6985073847039
1117 => 3.9890308058857
1118 => 4.0391961751763
1119 => 4.0297671648912
1120 => 4.0855238615762
1121 => 4.0691188270006
1122 => 4.0453505057716
1123 => 4.1337367298068
1124 => 4.0324090563509
1125 => 3.8885871806797
1126 => 3.8096836552122
1127 => 3.9135901825136
1128 => 3.9770422728984
1129 => 4.0189800683319
1130 => 4.0316704198906
1201 => 3.7127179336765
1202 => 3.5408202335229
1203 => 3.6510046885102
1204 => 3.7854373281196
1205 => 3.6977606046032
1206 => 3.7011973661711
1207 => 3.5761933994744
1208 => 3.7964974054334
1209 => 3.7644009648135
1210 => 3.9309173555272
1211 => 3.8911768825058
1212 => 4.0269645350038
1213 => 3.9912070953613
1214 => 4.1396342281457
1215 => 4.1988458299177
1216 => 4.2982713248427
1217 => 4.3714091236441
1218 => 4.4143570380034
1219 => 4.4117786063189
1220 => 4.5819596395765
1221 => 4.4816098299369
1222 => 4.3555468183954
1223 => 4.3532667362403
1224 => 4.4185565562443
1225 => 4.5553861075855
1226 => 4.5908640194592
1227 => 4.6106913322109
1228 => 4.580325112538
1229 => 4.4714025863098
1230 => 4.4243703917343
1231 => 4.4644431841665
]
'min_raw' => 1.6523938793293
'max_raw' => 4.6106913322109
'avg_raw' => 3.1315426057701
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$1.65'
'max' => '$4.61'
'avg' => '$3.13'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.6541579943935
'max_diff' => 2.3822000399552
'year' => 2036
]
11 => [
'items' => [
101 => 4.4154376025162
102 => 4.5000349849823
103 => 4.6162052601342
104 => 4.5922165577024
105 => 4.6724071933447
106 => 4.7553960649335
107 => 4.874073878569
108 => 4.9051006536801
109 => 4.956386733096
110 => 5.0091769554145
111 => 5.0261317520868
112 => 5.0585037196987
113 => 5.0583331034501
114 => 5.1558882067333
115 => 5.2634945066846
116 => 5.3041133938247
117 => 5.3975142850648
118 => 5.2375685319737
119 => 5.3588892230177
120 => 5.4683235231932
121 => 5.3378514390773
122 => 5.5176768109343
123 => 5.5246590226304
124 => 5.6300821295788
125 => 5.5232156140631
126 => 5.4597586182799
127 => 5.6429565874034
128 => 5.7316003139803
129 => 5.7049001021288
130 => 5.5017101715865
131 => 5.3834449167849
201 => 5.073921933305
202 => 5.4405652776347
203 => 5.6191465555248
204 => 5.5012476892189
205 => 5.5607090196161
206 => 5.8851107578621
207 => 6.0086219363291
208 => 5.9829324746163
209 => 5.9872735707612
210 => 6.0539179607756
211 => 6.3494558878351
212 => 6.1723627114255
213 => 6.3077438092359
214 => 6.3795494553616
215 => 6.4462465412554
216 => 6.2824595781308
217 => 6.0693751456141
218 => 6.0018823611601
219 => 5.4895249704974
220 => 5.4628545432581
221 => 5.447883624252
222 => 5.353494097597
223 => 5.2793297851135
224 => 5.2203515702822
225 => 5.0655751221791
226 => 5.1178076299036
227 => 4.8711262759826
228 => 5.0289442643709
301 => 4.6352348671834
302 => 4.9631277522991
303 => 4.7846705623907
304 => 4.9044997658234
305 => 4.9040816930212
306 => 4.683438137618
307 => 4.556175539575
308 => 4.6372722201824
309 => 4.7242142992561
310 => 4.7383203590776
311 => 4.8510430340171
312 => 4.8825015096269
313 => 4.7871808598733
314 => 4.6270761150294
315 => 4.6642647956562
316 => 4.555421912149
317 => 4.3646789453837
318 => 4.5016738741673
319 => 4.5484499660958
320 => 4.5691089530666
321 => 4.3815351522307
322 => 4.3225953915827
323 => 4.2912163575662
324 => 4.6028626927924
325 => 4.6199353825379
326 => 4.5325890879648
327 => 4.9274026219509
328 => 4.8380441596341
329 => 4.9378794553968
330 => 4.6608903126826
331 => 4.6714716709497
401 => 4.5403405718409
402 => 4.6137652251586
403 => 4.5618710467807
404 => 4.6078332387671
405 => 4.6353827871345
406 => 4.7664923689203
407 => 4.9646248131188
408 => 4.7469089695207
409 => 4.6520470587167
410 => 4.7108988546559
411 => 4.8676289426409
412 => 5.1050830488037
413 => 4.9645054387461
414 => 5.026891394927
415 => 5.0405199509945
416 => 4.936863225804
417 => 5.1089050201159
418 => 5.2011036153526
419 => 5.2956802962545
420 => 5.3777985783031
421 => 5.2579042901165
422 => 5.3862083646473
423 => 5.2828179292935
424 => 5.1900660204744
425 => 5.1902066868337
426 => 5.1320220595424
427 => 5.0192820124304
428 => 4.9984910180004
429 => 5.1066483966388
430 => 5.193380371765
501 => 5.2005240326545
502 => 5.2485433105341
503 => 5.2769606245454
504 => 5.5554889333208
505 => 5.6675153232173
506 => 5.8044990722317
507 => 5.8578619624539
508 => 6.0184651303677
509 => 5.8887650287258
510 => 5.8607035958836
511 => 5.4711328434206
512 => 5.5349250323123
513 => 5.6370624817585
514 => 5.4728170523424
515 => 5.5769929732204
516 => 5.5975595067494
517 => 5.4672360555001
518 => 5.5368474417563
519 => 5.3519802381976
520 => 4.9686544129726
521 => 5.1093317713388
522 => 5.2129176585832
523 => 5.0650878254377
524 => 5.3300670795464
525 => 5.1752716695782
526 => 5.1262089561083
527 => 4.9347978187422
528 => 5.0251365074887
529 => 5.1473208775437
530 => 5.0718251423073
531 => 5.2284901286645
601 => 5.450369530372
602 => 5.6084940051755
603 => 5.6206328389115
604 => 5.5189693951299
605 => 5.6818857125974
606 => 5.6830723801104
607 => 5.4993021084743
608 => 5.3867438403344
609 => 5.3611703649884
610 => 5.4250579203779
611 => 5.5026292069141
612 => 5.6249375054456
613 => 5.6988458486792
614 => 5.8915596098761
615 => 5.9437024281195
616 => 6.0009915766542
617 => 6.0775475464158
618 => 6.1694726166622
619 => 5.9683457962601
620 => 5.976336939782
621 => 5.7890504294139
622 => 5.5889079334832
623 => 5.7407911397803
624 => 5.9393582278375
625 => 5.8938067184401
626 => 5.8886812431
627 => 5.8973008709337
628 => 5.8629565204213
629 => 5.7076182959144
630 => 5.6296084120358
701 => 5.7302610646831
702 => 5.783753470031
703 => 5.8667155256975
704 => 5.8564887012201
705 => 6.0701900471428
706 => 6.1532279281751
707 => 6.1319832848158
708 => 6.1358928104748
709 => 6.2862289276777
710 => 6.4534336089878
711 => 6.6100428576358
712 => 6.7693525118842
713 => 6.5772985057261
714 => 6.4797853256434
715 => 6.5803940364912
716 => 6.5270096383452
717 => 6.8337722249333
718 => 6.8550118008553
719 => 7.1617522050168
720 => 7.4528853745339
721 => 7.2700298469527
722 => 7.442454373468
723 => 7.6289455568721
724 => 7.9887173067627
725 => 7.8675588383223
726 => 7.7747533502922
727 => 7.6870526125367
728 => 7.869543925706
729 => 8.1043160847283
730 => 8.154883759162
731 => 8.2368227100829
801 => 8.1506739222078
802 => 8.2544306482256
803 => 8.6207374840842
804 => 8.5217581435553
805 => 8.3811915682814
806 => 8.6703556347092
807 => 8.7750029862526
808 => 9.5094729036277
809 => 10.436771513753
810 => 10.05286380019
811 => 9.8145598937571
812 => 9.8705669644131
813 => 10.209185025792
814 => 10.317938399907
815 => 10.022309239526
816 => 10.126730456771
817 => 10.702101630258
818 => 11.010769804717
819 => 10.591556964136
820 => 9.4349653631947
821 => 8.3685350861501
822 => 8.6514004176036
823 => 8.61933226735
824 => 9.237496814246
825 => 8.5193975190184
826 => 8.5314884694817
827 => 9.16243600456
828 => 8.9941100193802
829 => 8.7214434809525
830 => 8.3705258536315
831 => 7.7218221635769
901 => 7.1472472148549
902 => 8.2741210060068
903 => 8.2255281590453
904 => 8.1551585155886
905 => 8.3117585423108
906 => 9.0721638203805
907 => 9.0546340175293
908 => 8.943118355574
909 => 9.0277020023132
910 => 8.7066155587232
911 => 8.7893668462387
912 => 8.3683661581457
913 => 8.5586760517056
914 => 8.7208584610218
915 => 8.7534189808436
916 => 8.8267794945836
917 => 8.1999219367727
918 => 8.4813625766588
919 => 8.6466825851701
920 => 7.8997607723225
921 => 8.6319183424669
922 => 8.1890097413234
923 => 8.0386799098313
924 => 8.2410792234861
925 => 8.162204014115
926 => 8.0943917408055
927 => 8.056551327136
928 => 8.205171045087
929 => 8.1982377576056
930 => 7.9550670531936
1001 => 7.6378607821941
1002 => 7.7443256186824
1003 => 7.7056459454731
1004 => 7.5654658199851
1005 => 7.6599302991511
1006 => 7.243956540283
1007 => 6.528295308585
1008 => 7.0010830395411
1009 => 6.9828812261934
1010 => 6.9737030465169
1011 => 7.3289899594373
1012 => 7.2948373206237
1013 => 7.2328499467534
1014 => 7.5643273732529
1015 => 7.4433336535801
1016 => 7.8162077879062
1017 => 8.0618068087603
1018 => 7.9995149527757
1019 => 8.2305020189721
1020 => 7.7467783534864
1021 => 7.9074519515358
1022 => 7.9405665574098
1023 => 7.5602369932638
1024 => 7.3004251147064
1025 => 7.2830986244789
1026 => 6.8326206313427
1027 => 7.0732623391448
1028 => 7.2850170835801
1029 => 7.1836029938276
1030 => 7.1514983226717
1031 => 7.3155141249535
1101 => 7.3282595574912
1102 => 7.0376623449323
1103 => 7.0980867074402
1104 => 7.3500663438125
1105 => 7.0917374671168
1106 => 6.5898466574794
1107 => 6.465370797506
1108 => 6.4487634232403
1109 => 6.1111750186875
1110 => 6.4736888696739
1111 => 6.3154418589512
1112 => 6.8153422697341
1113 => 6.5298018361146
1114 => 6.5174927587236
1115 => 6.4988857828982
1116 => 6.2083094974983
1117 => 6.2719272369146
1118 => 6.4834022919896
1119 => 6.5588589740774
1120 => 6.5509882239372
1121 => 6.4823659488499
1122 => 6.513780874982
1123 => 6.4125824522247
1124 => 6.3768471828861
1125 => 6.2640568430932
1126 => 6.0982862027244
1127 => 6.1213376269981
1128 => 5.7929026121798
1129 => 5.6139537847412
1130 => 5.5644231078139
1201 => 5.4981886165971
1202 => 5.5719044698401
1203 => 5.7919721970485
1204 => 5.5265238280623
1205 => 5.0714312184736
1206 => 5.09878305975
1207 => 5.1602345262634
1208 => 5.0457201249578
1209 => 4.9373418545872
1210 => 5.0315679676674
1211 => 4.8387392296048
1212 => 5.1835369580081
1213 => 5.1742111457392
1214 => 5.3027304167395
1215 => 5.3830961543769
1216 => 5.1978791478392
1217 => 5.151297571575
1218 => 5.1778325544297
1219 => 4.7392683952466
1220 => 5.2668903684494
1221 => 5.2714532651837
1222 => 5.2323829731302
1223 => 5.5133253853598
1224 => 6.1062015033002
1225 => 5.8831376593444
1226 => 5.7967605968244
1227 => 5.6325577378326
1228 => 5.8513482980382
1229 => 5.8345485966788
1230 => 5.7585739760342
1231 => 5.7126242884131
]
'min_raw' => 4.2912163575662
'max_raw' => 11.010769804717
'avg_raw' => 7.6509930811415
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$4.29'
'max' => '$11.01'
'avg' => '$7.65'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 2.6388224782369
'max_diff' => 6.4000784725059
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.1346963780009
]
1 => [
'year' => 2028
'avg' => 0.23117808728748
]
2 => [
'year' => 2029
'avg' => 0.63153686867302
]
3 => [
'year' => 2030
'avg' => 0.48722975366831
]
4 => [
'year' => 2031
'avg' => 0.47851999982092
]
5 => [
'year' => 2032
'avg' => 0.83899615547233
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.1346963780009
'min' => '$0.134696'
'max_raw' => 0.83899615547233
'max' => '$0.838996'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.83899615547233
]
1 => [
'year' => 2033
'avg' => 2.1579843848321
]
2 => [
'year' => 2034
'avg' => 1.3678342109833
]
3 => [
'year' => 2035
'avg' => 1.6133635885957
]
4 => [
'year' => 2036
'avg' => 3.1315426057701
]
5 => [
'year' => 2037
'avg' => 7.6509930811415
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.83899615547233
'min' => '$0.838996'
'max_raw' => 7.6509930811415
'max' => '$7.65'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 7.6509930811415
]
]
]
]
'prediction_2025_max_price' => '$0.2303062'
'last_price' => 0.223311
'sma_50day_nextmonth' => '$0.212753'
'sma_200day_nextmonth' => '$0.2249082'
'sma_50day_ts_nextmonth' => 1770163200
'sma_200day_ts_nextmonth' => 1770163200
'sma_200day_direction' => 'increase'
'sma_200day_direction_label' => 'aumentar'
'sma_200day_date_nextmonth' => '4 de fev. de 2026'
'sma_50day_date_nextmonth' => '4 de fev. de 2026'
'daily_sma3' => '$0.224613'
'daily_sma3_action' => 'SELL'
'daily_sma5' => '$0.224544'
'daily_sma5_action' => 'SELL'
'daily_sma10' => '$0.224061'
'daily_sma10_action' => 'SELL'
'daily_sma21' => '$0.223743'
'daily_sma21_action' => 'SELL'
'daily_sma50' => '$0.224442'
'daily_sma50_action' => 'SELL'
'daily_sma100' => '$0.226716'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.228642'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.224081'
'daily_ema3_action' => 'SELL'
'daily_ema5' => '$0.224191'
'daily_ema5_action' => 'SELL'
'daily_ema10' => '$0.224082'
'daily_ema10_action' => 'SELL'
'daily_ema21' => '$0.224039'
'daily_ema21_action' => 'SELL'
'daily_ema50' => '$0.224758'
'daily_ema50_action' => 'SELL'
'daily_ema100' => '$0.226115'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.227326'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.227793'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.22840087'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '$0.226697'
'weekly_sma100_action' => 'SELL'
'weekly_sma200' => '$0.221754'
'weekly_sma200_action' => 'BUY'
'weekly_ema3' => '$0.224119'
'weekly_ema3_action' => 'SELL'
'weekly_ema5' => '$0.224374'
'weekly_ema5_action' => 'SELL'
'weekly_ema10' => '$0.225238'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.22671'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.227381'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.226172'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$0.223462'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '46.37'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 76.74
'stoch_rsi_14_action' => 'NEUTRAL'
'momentum_10' => 0
'momentum_10_action' => 'SELL'
'vwma_10' => '0.2238064'
'vwma_10_action' => 'SELL'
'hma_9' => '0.225047'
'hma_9_action' => 'SELL'
'stochastic_fast_14' => 28.99
'stochastic_fast_14_action' => 'NEUTRAL'
'cci_20' => -38.68
'cci_20_action' => 'NEUTRAL'
'adx_14' => 7.74
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '0.000433'
'ao_5_34_action' => 'BUY'
'macd_12_26' => 0
'macd_12_26_action' => 'NEUTRAL'
'williams_percent_r_14' => -71.01
'williams_percent_r_14_action' => 'NEUTRAL'
'ultimate_oscillator' => 47.21
'ultimate_oscillator_action' => 'NEUTRAL'
'ichimoku_cloud' => '-0.002217'
'ichimoku_cloud_action' => 'SELL'
'sell_signals' => 31
'buy_signals' => 2
'sell_pct' => 93.94
'buy_pct' => 6.06
'overall_action' => 'bearish'
'overall_action_label' => 'Baixista'
'overall_action_dir' => -1
'last_updated' => 1767675338
'last_updated_date' => '6 de janeiro de 2026'
]
Previsão de preço de Excelon para 2026
A previsão de preço para Excelon em 2026 sugere que o preço médio poderia variar entre $0.077153 na extremidade inferior e $0.2303062 na extremidade superior. No mercado de criptomoedas, comparado ao preço médio de hoje, Excelon poderia potencialmente ganhar 3.13% até 2026 se XLON atingir a meta de preço prevista.
Previsão de preço de Excelon 2027-2032
A previsão de preço de XLON para 2027-2032 está atualmente dentro de uma faixa de preço entre $0.134696 na extremidade inferior e $0.838996 na extremidade superior. Considerando a volatilidade de preços no mercado, se Excelon atingir a meta de preço superior, poderia ganhar 275.71% até 2032 em comparação com o preço de hoje.
| Previsão de Preço de Excelon | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2027 | $0.074274 | $0.134696 | $0.195118 |
| 2028 | $0.134042 | $0.231178 | $0.328313 |
| 2029 | $0.294453 | $0.631536 | $0.968619 |
| 2030 | $0.25042 | $0.487229 | $0.724039 |
| 2031 | $0.296074 | $0.478519 | $0.660965 |
| 2032 | $0.451935 | $0.838996 | $1.22 |
Previsão de preço de Excelon 2032-2037
A previsão de preço de Excelon para 2032-2037 é atualmente estimada entre $0.838996 na extremidade inferior e $7.65 na extremidade superior. Comparado ao preço atual, Excelon poderia potencialmente ganhar 3326.16% até 2037 se atingir a meta de preço superior. Por favor, note que esta informação é apenas para fins gerais e não deve ser considerada como aconselhamento de investimento a longo prazo.
| Previsão de Preço de Excelon | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2032 | $0.451935 | $0.838996 | $1.22 |
| 2033 | $1.05 | $2.15 | $3.26 |
| 2034 | $0.8443099 | $1.36 | $1.89 |
| 2035 | $0.998235 | $1.61 | $2.22 |
| 2036 | $1.65 | $3.13 | $4.61 |
| 2037 | $4.29 | $7.65 | $11.01 |
Excelon Histograma de preços potenciais
Previsão de preço de Excelon baseada na análise técnica
Em 6 de janeiro de 2026, o sentimento geral de previsão de preço para Excelon é Baixista, com 2 indicadores técnicos mostrando sinais de alta e 31 indicando sinais de baixa. A previsão de preço de XLON 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 Excelon
De acordo com nossos indicadores técnicos, o SMA de 200 dias de Excelon está projetado para aumentar no próximo mês, alcançando $0.2249082 até 4 de fev. de 2026. O SMA de 50 dias de curto prazo para Excelon é esperado para alcançar $0.212753 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 46.37, sugerindo que o mercado de XLON está em um estado NEUTRAL.
Médias Móveis e Osciladores Populares de XLON 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 | $0.224613 | SELL |
| SMA 5 | $0.224544 | SELL |
| SMA 10 | $0.224061 | SELL |
| SMA 21 | $0.223743 | SELL |
| SMA 50 | $0.224442 | SELL |
| SMA 100 | $0.226716 | SELL |
| SMA 200 | $0.228642 | SELL |
Média Móvel Exponencial Diária (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 3 | $0.224081 | SELL |
| EMA 5 | $0.224191 | SELL |
| EMA 10 | $0.224082 | SELL |
| EMA 21 | $0.224039 | SELL |
| EMA 50 | $0.224758 | SELL |
| EMA 100 | $0.226115 | SELL |
| EMA 200 | $0.227326 | SELL |
Média Móvel Simples Semanal (SMA)
| Período | Valor | Ação |
|---|---|---|
| SMA 21 | $0.227793 | SELL |
| SMA 50 | $0.22840087 | SELL |
| SMA 100 | $0.226697 | SELL |
| SMA 200 | $0.221754 | BUY |
Média Móvel Exponencial Semanal (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 21 | $0.22671 | SELL |
| EMA 50 | $0.227381 | SELL |
| EMA 100 | $0.226172 | SELL |
| EMA 200 | $0.223462 | SELL |
Osciladores de Excelon
Um oscilador é uma ferramenta de análise técnica que define limites altos e baixos entre dois extremos, criando um indicador de tendência que flutua dentro desses limites. Os traders usam esse indicador para identificar condições de sobrecompra ou sobrevenda de curto prazo.
| Período | Valor | Ação |
|---|---|---|
| RSI (14) | 46.37 | NEUTRAL |
| Stoch RSI (14) | 76.74 | NEUTRAL |
| Estocástico Rápido (14) | 28.99 | NEUTRAL |
| Índice de Canal de Commodities (20) | -38.68 | NEUTRAL |
| Índice Direcional Médio (14) | 7.74 | NEUTRAL |
| Oscilador Impressionante (5, 34) | 0.000433 | BUY |
| Momentum (10) | 0 | SELL |
| MACD (12, 26) | 0 | NEUTRAL |
| Williams Percent Range (14) | -71.01 | NEUTRAL |
| Oscilador Ultimate (7, 14, 28) | 47.21 | NEUTRAL |
| VWMA (10) | 0.2238064 | SELL |
| Média Móvel de Hull (9) | 0.225047 | SELL |
| Nuvem Ichimoku B/L (9, 26, 52, 26) | -0.002217 | SELL |
Previsão do preço de Excelon com base nos fluxos financeiros mundiais
Definições dos fluxos financeiros mundiais, usadas na previsão do preço do Excelon
M0: o total de todas as moedas físicas, mais as contas no Banco Central que podem ser trocadas por moedas físicas.
M1: o valor de M0, mais o valor em contas de demanda, incluindo contas 'correntes'.
M2: o valor de M1, mais a maioria das contas de poupança, do mercado de moedas e de certificados de depósito (CD) de menos de US$ 100.000.
Previsões de preço de Excelon por empresas de Internet ou nichos tecnológicos
| Comparação | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook stock | $0.313789 | $0.440926 | $0.619575 | $0.8706064 | $1.22 | $1.71 |
| Amazon.com stock | $0.465951 | $0.972235 | $2.02 | $4.23 | $8.83 | $18.42 |
| Apple stock | $0.316749 | $0.449285 | $0.637276 | $0.903928 | $1.28 | $1.81 |
| Netflix stock | $0.352349 | $0.555952 | $0.8772062 | $1.38 | $2.18 | $3.44 |
| Google stock | $0.289186 | $0.374495 | $0.48497 | $0.628034 | $0.8133013 | $1.05 |
| Tesla stock | $0.506229 | $1.14 | $2.60 | $5.89 | $13.36 | $30.30 |
| Kodak stock | $0.167459 | $0.125576 | $0.094169 | $0.070616 | $0.052955 | $0.03971 |
| Nokia stock | $0.147934 | $0.09800026 | $0.064921 | $0.0430075 | $0.02849 | $0.018873 |
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 Excelon
Você pode fazer perguntas como: 'Devo investir em Excelon agora?', 'Devo comprar XLON hoje?', 'Excelon será um bom ou mau investimento no curto ou no longo prazo?'.
Atualizamos a previsão para Excelon regularmente com novos valores. Veja nossas previsões semelhantes. Fazemos previsões de preços futuros para uma enorme quantidade de moedas digitais, como Excelon, 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 Excelon para poder tomar sozinho uma decisão de tão grande responsabilidade sobre o seu investimento.
O preço de Excelon é de $0.2233 USD hoje, mas o preço pode tanto subir quanto descer e seu investimento pode ser perdido, porque criptomoedas são ativos de alto risco
Previsão do preço de Excelon com base no padrão de crescimento do Bitcoin
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Se Excelon tiver 1% da média anterior do crescimento anual do Bitcoin | $0.229115 | $0.235071 | $0.241181 | $0.24745 |
| Se Excelon tiver 2% da média anterior do crescimento anual do Bitcoin | $0.23492 | $0.247132 | $0.25998 | $0.273495 |
| Se Excelon tiver 5% da média anterior do crescimento anual do Bitcoin | $0.252333 | $0.285128 | $0.322185 | $0.364058 |
| Se Excelon tiver 10% da média anterior do crescimento anual do Bitcoin | $0.281356 | $0.35449 | $0.446633 | $0.562728 |
| Se Excelon tiver 20% da média anterior do crescimento anual do Bitcoin | $0.3394024 | $0.515845 | $0.784015 | $1.19 |
| Se Excelon tiver 50% da média anterior do crescimento anual do Bitcoin | $0.513539 | $1.18 | $2.71 | $6.24 |
| Se Excelon tiver 100% da média anterior do crescimento anual do Bitcoin | $0.803768 | $2.89 | $10.41 | $37.47 |
Perguntas Frequentes sobre Excelon
XLON é um bom investimento?
A decisão de adquirir Excelon depende inteiramente da sua tolerância individual ao risco. Como você pode perceber, o valor de Excelon experimentou uma queda de -0.302% nas últimas 24 horas, e Excelon registrou um declínio de durante os últimos 30 dias. Consequentemente, a decisão de investir ou não em Excelon dependerá de quão alinhado esse investimento está com suas aspirações de negociação.
Excelon pode subir?
Parece que o valor médio de Excelon pode potencialmente subir para $0.2303062 até o final deste ano. Observando as perspectivas de Excelon em um horizonte de cinco anos mais longo, a moeda digital poderia potencialmente crescer até $0.724039. 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 Excelon na próxima semana?
Com base na nossa nova previsão experimental de Excelon, o preço de Excelon aumentará 0.86% na próxima semana e atingirá $0.225222 até 13 de janeiro de 2026.
Qual será o preço de Excelon no próximo mês?
Com base na nossa nova previsão experimental de Excelon, o preço de Excelon diminuirá -11.62% no próximo mês e atingirá $0.197366 até 5 de fevereiro de 2026.
Até onde o preço de Excelon pode subir este ano em 2026?
De acordo com nossa previsão mais recente sobre o valor de Excelon em 2026, espera-se que XLON fluctue dentro do intervalo de $0.077153 e $0.2303062. No entanto, é crucial lembrar que o mercado de criptomoedas é excepcionalmente instável, e essa previsão de preço de Excelon não considera flutuações repentinas e extremas de preço.
Onde estará Excelon em 5 anos?
O futuro de Excelon parece seguir uma tendência de alta, com um preço máximo de $0.724039 projetada após um período de cinco anos. Com base na previsão de Excelon para 2030, o valor de Excelon pode potencialmente atingir seu pico mais alto de aproximadamente $0.724039, enquanto seu pico mais baixo está previsto para cerca de $0.25042.
Quanto será Excelon em 2026?
Com base na nossa nova simulação experimental de previsão de preços de Excelon, espera-se que o valor de XLON em 2026 aumente 3.13% para $0.2303062 se o melhor cenário ocorrer. O preço ficará entre $0.2303062 e $0.077153 durante 2026.
Quanto será Excelon em 2027?
De acordo com nossa última simulação experimental para previsão de preços de Excelon, o valor de XLON pode diminuir -12.62% para $0.195118 em 2027, assumindo as condições mais favoráveis. O preço está projetado para flutuar entre $0.195118 e $0.074274 ao longo do ano.
Quanto será Excelon em 2028?
Nosso novo modelo experimental de previsão de preços de Excelon sugere que o valor de XLON em 2028 pode aumentar 47.02%, alcançando $0.328313 no melhor cenário. O preço é esperado para variar entre $0.328313 e $0.134042 durante o ano.
Quanto será Excelon em 2029?
Com base no nosso modelo de previsão experimental, o valor de Excelon pode experimentar um 333.75% crescimento em 2029, potencialmente alcançando $0.968619 sob condições ótimas. A faixa de preço prevista para 2029 está entre $0.968619 e $0.294453.
Quanto será Excelon em 2030?
Usando nossa nova simulação experimental para previsões de preços de Excelon, espera-se que o valor de XLON em 2030 aumente 224.23%, alcançando $0.724039 no melhor cenário. O preço está previsto para variar entre $0.724039 e $0.25042 ao longo de 2030.
Quanto será Excelon em 2031?
Nossa simulação experimental indica que o preço de Excelon poderia aumentar 195.98% em 2031, potencialmente atingindo $0.660965 sob condições ideais. O preço provavelmente oscilará entre $0.660965 e $0.296074 durante o ano.
Quanto será Excelon em 2032?
Com base nos achados da nossa mais recente previsão experimental de preços de Excelon, XLON poderia ver um 449.04% aumento em valor, atingindo $1.22 se o cenário mais positivo se desenrolar em 2032. O preço é esperado para permanecer dentro de uma faixa de $1.22 e $0.451935 ao longo do ano.
Quanto será Excelon em 2033?
De acordo com nossa previsão experimental de preços de Excelon, espera-se que o valor de XLON seja aumentar 1362.43% em 2033, com o preço potencial mais alto sendo $3.26. Ao longo do ano, o preço de XLON poderia variar entre $3.26 e $1.05.
Quanto será Excelon em 2034?
Os resultados da nossa nova simulação de previsão de preços de Excelon sugerem que XLON pode aumentar 746.96% em 2034, atingindo potencialmente $1.89 nas melhores circunstâncias. A faixa de preço prevista para o ano é entre $1.89 e $0.8443099.
Quanto será Excelon em 2035?
Com base em nossa previsão experimental para o preço de Excelon, XLON poderia aumentar 897.93%, com o valor potencialmente atingindo $2.22 em 2035. A faixa de preço esperada para o ano está entre $2.22 e $0.998235.
Quanto será Excelon em 2036?
Nossa recente simulação de previsão de preços de Excelon sugere que o valor de XLON pode aumentar 1964.7% em 2036, possivelmente atingindo $4.61 se as condições forem ideais. A faixa de preço esperada para 2036 está entre $4.61 e $1.65.
Quanto será Excelon em 2037?
De acordo com a simulação experimental, o valor de Excelon poderia aumentar 4830.69% em 2037, com um pico de $11.01 sob condições favoráveis. O preço é esperado para cair entre $11.01 e $4.29 ao longo do ano.
Previsões relacionadas
Previsão de Preço do SolPod
Previsão de Preço do zuzalu
Previsão de Preço do SOFT COQ INU
Previsão de Preço do All Street Bets
Previsão de Preço do MagicRing
Previsão de Preço do AI INU
Previsão de Preço do Wall Street Baby On Solana
Previsão de Preço do Meta Masters Guild Games
Previsão de Preço do Morfey
Previsão de Preço do PANTIESPrevisão de Preço do Celer Bridged BUSD (zkSync)
Previsão de Preço do Bridged BUSD
Previsão de Preço do Multichain Bridged BUSD (Moonriver)
Previsão de Preço do tooker kurlson
Previsão de Preço do dogwifsaudihatPrevisão de Preço do Harmony Horizen Bridged BUSD (Harmony)
Previsão de Preço do IoTeX Bridged BUSD (IoTeX)
Previsão de Preço do MIMANY
Previsão de Preço do The Open League MEME
Previsão de Preço do Sandwich Cat
Previsão de Preço do Hege
Previsão de Preço do DexNet
Previsão de Preço do SolDocs
Previsão de Preço do Secret Society
Previsão de Preço do duk
Como ler e prever os movimentos de preço de Excelon?
Traders de Excelon 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 Excelon
Médias móveis são ferramentas populares para a previsão de preço de Excelon. Uma média móvel simples (SMA) calcula o preço médio de fechamento de XLON 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 XLON 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 XLON.
Como ler gráficos de Excelon 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 Excelon 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 XLON 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 Excelon?
A ação de preço de Excelon 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 XLON. A capitalização de mercado de Excelon pode mudar rapidamente.
Traders frequentemente monitoram a atividade de "baleias" de XLON, grandes detentores de Excelon, pois suas ações podem influenciar significativamente os movimentos de preço no relativamente pequeno mercado de Excelon.
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


